{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1ed6c28d-80f2-45f5-b88e-87f4eef338a1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>GOOG</th>\n",
       "      <th>AAPL</th>\n",
       "      <th>AMZN</th>\n",
       "      <th>FB</th>\n",
       "      <th>NFLX</th>\n",
       "      <th>MSFT</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018-01-01</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2018-01-08</td>\n",
       "      <td>1.018172</td>\n",
       "      <td>1.011943</td>\n",
       "      <td>1.061881</td>\n",
       "      <td>0.959968</td>\n",
       "      <td>1.053526</td>\n",
       "      <td>1.015988</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2018-01-15</td>\n",
       "      <td>1.032008</td>\n",
       "      <td>1.019771</td>\n",
       "      <td>1.053240</td>\n",
       "      <td>0.970243</td>\n",
       "      <td>1.049860</td>\n",
       "      <td>1.020524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2018-01-22</td>\n",
       "      <td>1.066783</td>\n",
       "      <td>0.980057</td>\n",
       "      <td>1.140676</td>\n",
       "      <td>1.016858</td>\n",
       "      <td>1.307681</td>\n",
       "      <td>1.066561</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2018-01-29</td>\n",
       "      <td>1.008773</td>\n",
       "      <td>0.917143</td>\n",
       "      <td>1.163374</td>\n",
       "      <td>1.018357</td>\n",
       "      <td>1.273537</td>\n",
       "      <td>1.040708</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>2019-12-02</td>\n",
       "      <td>1.216280</td>\n",
       "      <td>1.546914</td>\n",
       "      <td>1.425061</td>\n",
       "      <td>1.075997</td>\n",
       "      <td>1.463641</td>\n",
       "      <td>1.720717</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101</th>\n",
       "      <td>2019-12-09</td>\n",
       "      <td>1.222821</td>\n",
       "      <td>1.572286</td>\n",
       "      <td>1.432660</td>\n",
       "      <td>1.038855</td>\n",
       "      <td>1.421496</td>\n",
       "      <td>1.752239</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>2019-12-16</td>\n",
       "      <td>1.224418</td>\n",
       "      <td>1.596800</td>\n",
       "      <td>1.453455</td>\n",
       "      <td>1.104094</td>\n",
       "      <td>1.604362</td>\n",
       "      <td>1.784896</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103</th>\n",
       "      <td>2019-12-23</td>\n",
       "      <td>1.226504</td>\n",
       "      <td>1.656000</td>\n",
       "      <td>1.521226</td>\n",
       "      <td>1.113728</td>\n",
       "      <td>1.567170</td>\n",
       "      <td>1.802472</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>104</th>\n",
       "      <td>2019-12-30</td>\n",
       "      <td>1.213014</td>\n",
       "      <td>1.678000</td>\n",
       "      <td>1.503360</td>\n",
       "      <td>1.098475</td>\n",
       "      <td>1.540883</td>\n",
       "      <td>1.788185</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>105 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           date      GOOG      AAPL      AMZN        FB      NFLX      MSFT\n",
       "0    2018-01-01  1.000000  1.000000  1.000000  1.000000  1.000000  1.000000\n",
       "1    2018-01-08  1.018172  1.011943  1.061881  0.959968  1.053526  1.015988\n",
       "2    2018-01-15  1.032008  1.019771  1.053240  0.970243  1.049860  1.020524\n",
       "3    2018-01-22  1.066783  0.980057  1.140676  1.016858  1.307681  1.066561\n",
       "4    2018-01-29  1.008773  0.917143  1.163374  1.018357  1.273537  1.040708\n",
       "..          ...       ...       ...       ...       ...       ...       ...\n",
       "100  2019-12-02  1.216280  1.546914  1.425061  1.075997  1.463641  1.720717\n",
       "101  2019-12-09  1.222821  1.572286  1.432660  1.038855  1.421496  1.752239\n",
       "102  2019-12-16  1.224418  1.596800  1.453455  1.104094  1.604362  1.784896\n",
       "103  2019-12-23  1.226504  1.656000  1.521226  1.113728  1.567170  1.802472\n",
       "104  2019-12-30  1.213014  1.678000  1.503360  1.098475  1.540883  1.788185\n",
       "\n",
       "[105 rows x 7 columns]"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import plotly\n",
    "\n",
    "df = plotly.data.stocks()\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5e293056-25c8-4aa5-ab4f-9db88b1439b6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5906cf4b-f9f1-4518-99ba-111c367c1d71",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: ylabel='Frequency'>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot(kind='hist')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7dafd34c-9837-4041-ad8e-0f26fd9afe34",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot(figsize=(20,10))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b24d7bff-251e-4cac-8797-290dde603e2d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='date'>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot(x='date',figsize=(20,10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "2b352e8b-66a1-48d2-ae4f-31c55dcfa1fc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='date'>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot(x='date',y='GOOG')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "870836fa-75b6-4de3-87fe-c5dd27d3e116",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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      "text/plain": [
       "<Figure size 3000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from pandas.plotting import lag_plot\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "    \n",
    "spacing = np.linspace(-99 * np.pi, 99 * np.pi, num=1000)\n",
    "data = pd.Series( np.random.rand(1000) + 0.01 * spacing)\n",
    "data.plot(figsize=(30,10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "3294eec7-dfba-4956-96d0-981a7cfa0cba",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='y(t)', ylabel='y(t + 1)'>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lag_plot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9a8e3df0-8e07-4e09-8e77-794c005a2367",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = pd.Series(0.1 * np.random.rand(1000) + 0.9 * np.sin(spacing))\n",
    "data.plot(figsize=(30,10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "3ca307c3-5e71-47f4-a6ca-b96e6ce88a23",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='y(t)', ylabel='y(t + 1)'>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lag_plot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "84c83dc6-342e-493f-94e3-cd787cfc37a3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = pd.Series(0.1 * np.random.rand(1000) + 0.9 * np.sin(spacing/8))\n",
    "data.plot(figsize=(30,10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f89af434-ac98-4fab-a20a-8694dfce53ed",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='y(t)', ylabel='y(t + 1)'>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lag_plot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "5bfae25e-1215-42b5-afbe-bf98c1a68b8e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='y(t)', ylabel='y(t + 8)'>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lag_plot(data,lag=8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "be50345e-149d-4140-9c3b-f7e15be9bda8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "data = plotly.data.tips()[['total_bill']]\n",
    "data.plot(figsize=(30,10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "093f02f7-00bc-444b-ad89-6895ad1e58e1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='y(t)', ylabel='y(t + 1)'>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lag_plot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "07bf6962-ded2-4a43-9c8c-a18551961c3a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 3000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = pd.Series(np.random.rand(1000))\n",
    "data.plot(figsize=(30,10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "9ec4fa31-1302-4fc2-bef8-4355326db3f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='y(t)', ylabel='y(t + 1)'>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lag_plot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e25f5754-5e41-4604-90fc-8fc3982d2a44",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal_length</th>\n",
       "      <th>sepal_width</th>\n",
       "      <th>petal_length</th>\n",
       "      <th>petal_width</th>\n",
       "      <th>species</th>\n",
       "      <th>species_id</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.9</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.7</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.6</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>145</th>\n",
       "      <td>6.7</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.2</td>\n",
       "      <td>2.3</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>146</th>\n",
       "      <td>6.3</td>\n",
       "      <td>2.5</td>\n",
       "      <td>5.0</td>\n",
       "      <td>1.9</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>147</th>\n",
       "      <td>6.5</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.2</td>\n",
       "      <td>2.0</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>148</th>\n",
       "      <td>6.2</td>\n",
       "      <td>3.4</td>\n",
       "      <td>5.4</td>\n",
       "      <td>2.3</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>149</th>\n",
       "      <td>5.9</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.1</td>\n",
       "      <td>1.8</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>150 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     sepal_length  sepal_width  petal_length  petal_width    species  \\\n",
       "0             5.1          3.5           1.4          0.2     setosa   \n",
       "1             4.9          3.0           1.4          0.2     setosa   \n",
       "2             4.7          3.2           1.3          0.2     setosa   \n",
       "3             4.6          3.1           1.5          0.2     setosa   \n",
       "4             5.0          3.6           1.4          0.2     setosa   \n",
       "..            ...          ...           ...          ...        ...   \n",
       "145           6.7          3.0           5.2          2.3  virginica   \n",
       "146           6.3          2.5           5.0          1.9  virginica   \n",
       "147           6.5          3.0           5.2          2.0  virginica   \n",
       "148           6.2          3.4           5.4          2.3  virginica   \n",
       "149           5.9          3.0           5.1          1.8  virginica   \n",
       "\n",
       "     species_id  \n",
       "0             1  \n",
       "1             1  \n",
       "2             1  \n",
       "3             1  \n",
       "4             1  \n",
       "..          ...  \n",
       "145           3  \n",
       "146           3  \n",
       "147           3  \n",
       "148           3  \n",
       "149           3  \n",
       "\n",
       "[150 rows x 6 columns]"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = plotly.data.iris()\n",
    "df"
   ]
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   "cell_type": "code",
   "execution_count": 19,
   "id": "46aa1557-834a-4c89-a346-98f20801b2ff",
   "metadata": {},
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F=e.borderwidth,B=e.borderpad,N=F+B,j=R.append(\"rect\").attr(\"class\",\"bg\").style(\"stroke-width\",F+\"px\").call(u.stroke,e.bordercolor).call(u.fill,e.bgcolor),U=e.width||e.height,V=w._topclips.selectAll(\"#\"+L).data(U?[0]:[]);V.enter().append(\"clipPath\").classed(\"annclip\",!0).attr(\"id\",L).append(\"rect\"),V.exit().remove();var H=e.font,q=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(q);k.annotationText?G.call(h.makeEditable,{delegate:R,gd:t}).call(Y).on(\"edit\",(function(r){e.text=r,this.call(Y),S(\"text\",r),y&&y.autorange&&M(y._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0),i.call(\"_guiRelayout\",t,E())})):G.call(Y)}else n.selectAll(\"#\"+L).remove();function Z(t){var n={index:r,annotation:e._input,fullAnnotation:e,event:t};return a&&(n.subplotId=a),n}function Y(r){return 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yt=w[\"x\"===et?\"width\":\"height\"];if(\"paper\"===rt&&(ft.head=o.constrain(ft.head,1,yt-1)),\"pixel\"===nt){var mt=-Math.max(ft.tail-3,ft.text),xt=Math.min(ft.tail+3,ft.text)-yt;mt>0?(ft.tail+=mt,ft.text+=mt):xt>0&&(ft.tail-=xt,ft.text-=xt)}ft.tail+=ct,ft.head+=ct}else K=tt=lt*q(Q,ut),ft.text=J+tt;ft.text+=ct,tt+=ct,K+=ct,e[\"_\"+et+\"padplus\"]=lt/2+K,e[\"_\"+et+\"padminus\"]=lt/2-K,e[\"_\"+et+\"size\"]=lt,e[\"_\"+et+\"shift\"]=tt}if(Y)R.remove();else{var bt=0,_t=0;if(\"left\"!==e.align&&(bt=(A-b)*(\"center\"===e.align?.5:1)),\"top\"!==e.valign&&(_t=(z-_)*(\"middle\"===e.valign?.5:1)),f)n.select(\"svg\").attr({x:N+bt-1,y:N+_t}).call(c.setClipUrl,U?L:null,t);else{var wt=N+_t-v.top,Tt=N+bt-v.left;G.call(h.positionText,Tt,wt).call(c.setClipUrl,U?L:null,t)}V.select(\"rect\").call(c.setRect,N,N,A,z),j.call(c.setRect,F/2,F/2,B-F,H-F),R.call(c.setTranslate,Math.round(C.x.text-B/2),Math.round(C.y.text-H/2)),I.attr({transform:\"rotate(\"+P+\",\"+C.x.text+\",\"+C.y.text+\")\"});var kt,At=function(r,n){O.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,v=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,v,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),D=+j.attr(\"height\"),z=v-.5*L,F=z+L,B=b-.5*D,N=B+D,U=[[z,B,z,N],[z,N,F,N],[F,N,F,B],[F,B,z,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,H=e.arrowcolor,q=e.arrowside,G=O.append(\"g\").style({opacity:u.opacity(H)}).classed(\"annotation-arrow-g\",!0),Z=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(u.stroke,u.rgb(H));if(g(Z,q,e),k.annotationPosition&&Z.node().parentNode&&!a){var Y=l,W=f;if(e.standoff){var X=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));Y+=e.standoff*(h-l)/X,W+=e.standoff*(p-f)/X}var J,K,$=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-Y)+\",\"+(p-W),transform:s(Y,W)}).style(\"stroke-width\",V+6+\"px\").call(u.stroke,\"rgba(0,0,0,0)\").call(u.fill,\"rgba(0,0,0,0)\");d.init({element:$.node(),gd:t,prepFn:function(){var t=c.getTranslate(R);J=t.x,K=t.y,y&&y.autorange&&M(y._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(J,K),i=n[0]+t,a=n[1]+r;R.call(c.setTranslate,i,a),S(\"x\",m(y,t,\"x\",T,e)),S(\"y\",m(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",m(y,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",m(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),I.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var 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e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&y(t,r);return a.previousPromises(t)},drawOne:y,drawRaw:x}},13011:function(t,e,r){\"use strict\";var n=r(39898),i=r(7901),a=r(82884),o=r(71828),s=o.strScale,l=o.strRotate,u=o.strTranslate;t.exports=function(t,e,r){var o,c,f,h,p=t.node(),d=a[r.arrowhead||0],v=a[r.startarrowhead||0],g=(r.arrowwidth||1)*(r.arrowsize||1),y=(r.arrowwidth||1)*(r.startarrowsize||1),m=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*g+r.standoff,_=v.backoff*y+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},c={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-c.x,T=o.y-c.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void D();if(b){if(b*b>w*w+T*T)return void D();var k=b*Math.cos(f),A=b*Math.sin(f);c.x+=k,c.y+=A,t.attr({x2:c.x,y2:c.y})}if(_){if(_*_>w*w+T*T)return void D();var M=_*Math.cos(f),S=_*Math.sin(f);o.x-=M,o.y-=S,t.attr({x1:o.x,y1:o.y})}}else if(\"path\"===p.nodeName){var E=p.getTotalLength(),L=\"\";if(E<b+_)return void D();var C=p.getPointAtLength(0),P=p.getPointAtLength(.1);f=Math.atan2(C.y-P.y,C.x-P.x),o=p.getPointAtLength(Math.min(_,E)),L=\"0px,\"+_+\"px,\";var O=p.getPointAtLength(E),I=p.getPointAtLength(E-.1);h=Math.atan2(O.y-I.y,O.x-I.x),c=p.getPointAtLength(Math.max(0,E-b)),L+=E-(L?_+b:b)+\"px,\"+E+\"px\",t.style(\"stroke-dasharray\",L)}function D(){t.style(\"stroke-dasharray\",\"0px,100px\")}function z(e,a,o,c){e.path&&(e.noRotate&&(o=0),n.select(p.parentNode).append(\"path\").attr({class:t.attr(\"class\"),d:e.path,transform:u(a.x,a.y)+l(180*o/Math.PI)+s(c)}).style({fill:i.rgb(r.arrowcolor),\"stroke-width\":0}))}m&&z(v,o,f,y),x&&z(d,c,h,g)}},32745:function(t,e,r){\"use strict\";var n=r(92605),i=r(44317);t.exports={moduleType:\"component\",name:\"annotations\",layoutAttributes:r(50215),supplyLayoutDefaults:r(84046),includeBasePlot:r(76325)(\"annotations\"),calcAutorange:r(3749),draw:n.draw,drawOne:n.drawOne,drawRaw:n.drawRaw,hasClickToShow:i.hasClickToShow,onClick:i.onClick,convertCoords:r(94128)}},26997:function(t,e,r){\"use strict\";var n=r(50215),i=r(30962).overrideAll,a=r(44467).templatedArray;t.exports=i(a(\"annotation\",{visible:n.visible,x:{valType:\"any\"},y:{valType:\"any\"},z:{valType:\"any\"},ax:{valType:\"number\"},ay:{valType:\"number\"},xanchor:n.xanchor,xshift:n.xshift,yanchor:n.yanchor,yshift:n.yshift,text:n.text,textangle:n.textangle,font:n.font,width:n.width,height:n.height,opacity:n.opacity,align:n.align,valign:n.valign,bgcolor:n.bgcolor,bordercolor:n.bordercolor,borderpad:n.borderpad,borderwidth:n.borderwidth,showarrow:n.showarrow,arrowcolor:n.arrowcolor,arrowhead:n.arrowhead,startarrowhead:n.startarrowhead,arrowside:n.arrowside,arrowsize:n.arrowsize,startarrowsize:n.startarrowsize,arrowwidth:n.arrowwidth,standoff:n.standoff,startstandoff:n.startstandoff,hovertext:n.hovertext,hoverlabel:n.hoverlabel,captureevents:n.captureevents}),\"calc\",\"from-root\")},5485:function(t,e,r){\"use strict\";var n=r(71828),i=r(89298);function a(t,e){var r=e.fullSceneLayout.domain,a=e.fullLayout._size,o={pdata:null,type:\"linear\",autorange:!1,range:[-1/0,1/0]};t._xa={},n.extendFlat(t._xa,o),i.setConvert(t._xa),t._xa._offset=a.l+r.x[0]*a.w,t._xa.l2p=function(){return.5*(1+t._pdata[0]/t._pdata[3])*a.w*(r.x[1]-r.x[0])},t._ya={},n.extendFlat(t._ya,o),i.setConvert(t._ya),t._ya._offset=a.t+(1-r.y[1])*a.h,t._ya.l2p=function(){return.5*(1-t._pdata[1]/t._pdata[3])*a.h*(r.y[1]-r.y[0])}}t.exports=function(t){for(var e=t.fullSceneLayout.annotations,r=0;r<e.length;r++)a(e[r],t);t.fullLayout._infolayer.selectAll(\".annotation-\"+t.id).remove()}},20226:function(t,e,r){\"use strict\";var n=r(71828),i=r(89298),a=r(85501),o=r(25625),s=r(26997);function l(t,e,r,a){function l(r,i){return n.coerce(t,e,s,r,i)}function u(t){var n=t+\"axis\",a={_fullLayout:{}};return 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n=r(39898),i=r(92770),a=r(84267),o=r(71828),s=o.strTranslate,l=o.strRotate,u=r(11086),c=r(63893),f=r(39918),h=r(91424),p=r(7901),d=r(28569),v=r(89298),g=r(73972),y=r(23469),m=r(26675),x=r(99017),b=r(43969),_=m.YANGLE,w=Math.PI*_/180,T=1/Math.sin(w),k=Math.cos(w),A=Math.sin(w),M=m.HOVERARROWSIZE,S=m.HOVERTEXTPAD,E={box:!0,ohlc:!0,violin:!0,candlestick:!0},L={scatter:!0,scattergl:!0,splom:!0};function C(t){return[t.trace.index,t.index,t.x0,t.y0,t.name,t.attr,t.xa?t.xa._id:\"\",t.ya?t.ya._id:\"\"].join(\",\")}e.hover=function(t,e,r,a){t=o.getGraphDiv(t);var s=e.target;o.throttle(t._fullLayout._uid+m.HOVERID,m.HOVERMINTIME,(function(){!function(t,e,r,a,s){r||(r=\"xy\");var l=Array.isArray(r)?r:[r],c=t._fullLayout,h=c._plots||[],v=h[r],m=c._has(\"cartesian\");if(v){var x=v.overlays.map((function(t){return t.id}));l=l.concat(x)}for(var b=l.length,_=new Array(b),w=new Array(b),k=!1,A=0;A<b;A++){var S=l[A];if(h[S])k=!0,_[A]=h[S].xaxis,w[A]=h[S].yaxis;else{if(!c[S]||!c[S]._subplot)return void 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ct=o.apply3DTransform(c._invTransform)(st,lt);if(st=ct[0],lt=ct[1],st<0||st>_[0]._length||lt<0||lt>w[0]._length)return d.unhoverRaw(t,e)}else st=\"xpx\"in e?e.xpx:_[0]._length/2,lt=\"ypx\"in e?e.ypx:w[0]._length/2;if(e.pointerX=st+_[0]._offset,e.pointerY=lt+w[0]._offset,q=\"xval\"in e?y.flat(l,e.xval):y.p2c(_,st),G=\"yval\"in e?y.flat(l,e.yval):y.p2c(w,lt),!i(q[0])||!i(G[0]))return o.warn(\"Fx.hover failed\",e,t),d.unhoverRaw(t,e)}var ft=1/0;function ht(t,r){for(Y=0;Y<it.length;Y++)if((W=it[Y])&&W[0]&&W[0].trace&&!0===(X=W[0].trace).visible&&0!==X._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(X._module.name)){if(\"splom\"===X.type?J=l[K=0]:(J=y.getSubplot(X),K=l.indexOf(J)),$=I,y.isUnifiedHover($)&&($=$.charAt(0)),et={cd:W,trace:X,xa:_[K],ya:w[K],maxHoverDistance:N,maxSpikeDistance:H,index:!1,distance:Math.min(ft,N),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:p.defaultLine,name:X.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 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data\"!==t.xa.spikesnap}));if(d.length){var v=d[0];i(v.x0)&&i(v.y0)&&(h=dt(v),(!at.vLinePoint||at.vLinePoint.spikeDistance>h.spikeDistance)&&(at.vLinePoint=h))}var g=f.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(g.length){var x=g[0];i(x.x0)&&i(x.y0)&&(h=dt(x),(!at.hLinePoint||at.hLinePoint.spikeDistance>h.spikeDistance)&&(at.hLinePoint=h))}}}}}function pt(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n);return i}function dt(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}ht();var vt={fullLayout:c,container:c._hoverlayer,event:e},gt=t._spikepoints,yt={vLinePoint:at.vLinePoint,hLinePoint:at.hLinePoint};t._spikepoints=yt;var mt=function(){nt.sort((function(t,e){return t.distance-e.distance})),nt=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];g.traceIs(s.trace,\"bar-like\")||g.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(nt,I)};mt();var xt=I.charAt(0),bt=(\"x\"===xt||\"y\"===xt)&&nt[0]&&L[nt[0].trace.type];if(m&&0!==H&&0!==nt.length){var _t=pt(nt.filter((function(t){return t.ya.showspikes})),H,bt);at.hLinePoint=dt(_t);var wt=pt(nt.filter((function(t){return t.xa.showspikes})),H,bt);at.vLinePoint=dt(wt)}if(0===nt.length){var Tt=d.unhoverRaw(t,e);return!m||null===at.hLinePoint&&null===at.vLinePoint||B(gt)&&F(t,at,vt),Tt}if(m&&B(gt)&&F(t,at,vt),y.isXYhover($)&&0!==nt[0].length&&\"splom\"!==nt[0].trace.type){var kt=nt[0],At=(nt=E[kt.trace.type]?nt.filter((function(t){return t.trace.index===kt.trace.index})):[kt]).length;ht(j(\"x\",kt,c),j(\"y\",kt,c));var Mt,St=[],Et={},Lt=0,Ct=function(t){var e=E[t.trace.type]?C(t):t.trace.index;if(Et[e]){var r=Et[e]-1,n=St[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(St[r]=t)}else Lt++,Et[e]=Lt,St.push(t)};for(Mt=0;Mt<At;Mt++)Ct(nt[Mt]);for(Mt=nt.length-1;Mt>At-1;Mt--)Ct(nt[Mt]);nt=St,mt()}var Pt=t._hoverdata,Ot=[],It=U(t),Dt=V(t);for(Z=0;Z<nt.length;Z++){var zt=nt[Z],Rt=y.makeEventData(zt,zt.trace,zt.cd);if(!1!==zt.hovertemplate){var Ft=!1;zt.cd[zt.index]&&zt.cd[zt.index].ht&&(Ft=zt.cd[zt.index].ht),zt.hovertemplate=Ft||zt.trace.hovertemplate||!1}if(zt.xa&&zt.ya){var Bt=zt.x0+zt.xa._offset,Nt=zt.x1+zt.xa._offset,jt=zt.y0+zt.ya._offset,Ut=zt.y1+zt.ya._offset,Vt=Math.min(Bt,Nt),Ht=Math.max(Bt,Nt),qt=Math.min(jt,Ut),Gt=Math.max(jt,Ut);Rt.bbox={x0:Vt+Dt,x1:Ht+Dt,y0:qt+It,y1:Gt+It}}zt.eventData=[Rt],Ot.push(Rt)}t._hoverdata=Ot;var Zt=\"y\"===I&&(it.length>1||nt.length>1)||\"closest\"===I&&ot&&nt.length>1,Yt=p.combine(c.plot_bgcolor||p.background,c.paper_bgcolor),Wt=O(nt,{gd:t,hovermode:I,rotateLabels:Zt,bgColor:Yt,container:c._hoverlayer,outerContainer:c._paper.node(),commonLabelOpts:c.hoverlabel,hoverdistance:c.hoverdistance}),Xt=Wt.hoverLabels;if(y.isUnifiedHover(I)||(function(t,e,r,n){var i,a,o,s,l,u,c,f=e?\"xa\":\"ya\",h=e?\"ya\":\"xa\",p=0,d=1,v=t.size(),g=new Array(v),y=0,m=n.minX,x=n.maxX,b=n.minY,_=n.maxY,w=function(t){return t*r._invScaleX},k=function(t){return t*r._invScaleY};function A(t){var e=t[0],r=t[t.length-1];if(a=e.pmin-e.pos-e.dp+e.size,o=r.pos+r.dp+r.size-e.pmax,a>.01){for(l=t.length-1;l>=0;l--)t[l].dp+=a;i=!1}if(!(o<.01)){if(a<-.01){for(l=t.length-1;l>=0;l--)t[l].dp-=o;i=!1}if(i){var n=0;for(s=0;s<t.length;s++)(u=t[s]).pos+u.dp+u.size>e.pmax&&n++;for(s=t.length-1;s>=0&&!(n<=0);s--)(u=t[s]).pos>e.pmax-1&&(u.del=!0,n--);for(s=0;s<t.length&&!(n<=0);s++)if((u=t[s]).pos<e.pmin+1)for(u.del=!0,n--,o=2*u.size,l=t.length-1;l>=0;l--)t[l].dp-=o;for(s=t.length-1;s>=0&&!(n<=0);s--)(u=t[s]).pos+u.dp+u.size>e.pmax&&(u.del=!0,n--)}}}for(t.each((function(t){var n=t[f],i=t[h],a=\"x\"===n._id.charAt(0),o=n.range;0===y&&o&&o[0]>o[1]!==a&&(d=-1);var s=0,l=a?r.width:r.height;if(\"x\"===r.hovermode||\"y\"===r.hovermode){var u,c,p=D(t,e),v=t.anchor,A=\"end\"===v?-1:1;if(\"middle\"===v)c=(u=t.crossPos+(a?k(p.y-t.by/2):w(t.bx/2+t.tx2width/2)))+(a?k(t.by):w(t.bx));else if(a)c=(u=t.crossPos+k(M+p.y)-k(t.by/2-M))+k(t.by);else{var S=w(A*M+p.x),E=S+w(A*t.bx);u=t.crossPos+Math.min(S,E),c=t.crossPos+Math.max(S,E)}a?void 0!==b&&void 0!==_&&Math.min(c,_)-Math.max(u,b)>1&&(\"left\"===i.side?(s=i._mainLinePosition,l=r.width):l=i._mainLinePosition):void 0!==m&&void 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Jt=g.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,Ot);f(n.select(s),Jt?\"pointer\":\"\")}s&&!a&&function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Pt)&&(Pt&&t.emit(\"plotly_unhover\",{event:e,points:Pt}),t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:_,yaxes:w,xvals:q,yvals:G}))}(t,e,r,a,s)}))},e.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=U(i),o=V(i),s=O(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,u=t.eventData;if(u){var c=Math.min(r,n),f=Math.max(r,n),h=Math.min(s,l),d=Math.max(s,l),v=t.trace;if(g.traceIs(v,\"gl3d\")){var y=i._fullLayout[v.scene]._scene.container,m=y.offsetLeft,x=y.offsetTop;c+=m,f+=m,h+=x,d+=x}u.bbox={x0:c+o,x1:f+o,y0:h+a,y1:d+a},e.inOut_bbox&&e.inOut_bbox.push(u.bbox)}else u=!1;return{color:t.color||p.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:u}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||p.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}).hoverLabels,l=0,u=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(u=t.offset)})).each((function(t){t.offset-=u})),z(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var P=/<extra>([\\s\\S]*)<\\/extra>/;function O(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,u=e.rotateLabels,f=e.bgColor,d=e.container,v=e.outerContainer,w=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||m.HOVERFONT,k=e.fontSize||m.HOVERFONTSIZE,A=t[0],E=A.xa,L=A.ya,P=a.charAt(0),O=P+\"Label\",D=A[O];if(void 0===D&&\"multicategory\"===E.type)for(var z=0;z<t.length&&void 0===(D=t[z][O]);z++);var R=H(r,v),F=R.top,B=R.width,N=R.height,j=void 0!==D&&A.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(j){var U,V,q=!0;for(U=0;U<t.length;U++)if(q&&void 0===t[U].zLabel&&(q=!1),V=t[U].hoverinfo||t[U].trace.hoverinfo){var G=Array.isArray(V)?V:V.split(\"+\");if(-1===G.indexOf(\"all\")&&-1===G.indexOf(a)){j=!1;break}}q&&(j=!1)}var 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n,i,o=r.container,s=r.fullLayout,l=s._size,u=r.event,c=!!e.hLinePoint,f=!!e.vLinePoint;if(o.selectAll(\".spikeline\").remove(),f||c){var d=p.combine(s.plot_bgcolor,s.paper_bgcolor);if(c){var g,y,m=e.hLinePoint;n=m&&m.xa,\"cursor\"===(i=m&&m.ya).spikesnap?(g=u.pointerX,y=u.pointerY):(g=n._offset+m.x,y=i._offset+m.y);var x,b,_=a.readability(m.color,d)<1.5?p.contrast(d):m.color,w=i.spikemode,T=i.spikethickness,k=i.spikecolor||_,A=v.getPxPosition(t,i);if(-1!==w.indexOf(\"toaxis\")||-1!==w.indexOf(\"across\")){if(-1!==w.indexOf(\"toaxis\")&&(x=A,b=g),-1!==w.indexOf(\"across\")){var 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n=r(41940),i=r(22399),a=(0,r(44467).templatedArray)(\"button\",{visible:{valType:\"boolean\",dflt:!0,editType:\"plot\"},step:{valType:\"enumerated\",values:[\"month\",\"year\",\"day\",\"hour\",\"minute\",\"second\",\"all\"],dflt:\"month\",editType:\"plot\"},stepmode:{valType:\"enumerated\",values:[\"backward\",\"todate\"],dflt:\"backward\",editType:\"plot\"},count:{valType:\"number\",min:0,dflt:1,editType:\"plot\"},label:{valType:\"string\",editType:\"plot\"},editType:\"plot\"});t.exports={visible:{valType:\"boolean\",editType:\"plot\"},buttons:a,x:{valType:\"number\",min:-2,max:3,editType:\"plot\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"plot\"},y:{valType:\"number\",min:-2,max:3,editType:\"plot\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"bottom\",editType:\"plot\"},font:n({editType:\"plot\"}),bgcolor:{valType:\"color\",dflt:i.lightLine,editType:\"plot\"},activecolor:{valType:\"color\",editType:\"plot\"},bordercolor:{valType:\"color\",dflt:i.defaultLine,editType:\"plot\"},borderwidth:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},editType:\"plot\"}},89573:function(t){\"use 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i,a;l.ensureSingle(t,\"text\",\"selector-text\",(function(t){t.attr(\"text-anchor\",\"middle\")})).call(s.font,e.font).text((i=r,a=n._fullLayout._meta,i.label?a?l.templateString(i.label,a):i.label:\"all\"===i.step?\"all\":i.count+i.step.charAt(0))).call((function(t){c.convertToTspans(t,n)}))}t.exports=function(t){var e=t._fullLayout._infolayer.selectAll(\".rangeselector\").data(function(t){for(var e=f.list(t,\"x\",!0),r=[],n=0;n<e.length;n++){var i=e[n];i.rangeselector&&i.rangeselector.visible&&r.push(i)}return r}(t),m);e.enter().append(\"g\").classed(\"rangeselector\",!0),e.exit().remove(),e.style({cursor:\"pointer\",\"pointer-events\":\"all\"}),e.each((function(e){var r=n.select(this),o=e,f=o.rangeselector,h=r.selectAll(\"g.button\").data(l.filterVisible(f.buttons));h.enter().append(\"g\").classed(\"button\",!0),h.exit().remove(),h.each((function(e){var r=n.select(this),a=y(o,e);e._isActive=function(t,e,r){if(\"all\"===e.step)return!0===t.autorange;var n=Object.keys(r);return t.range[0]===r[n[0]]&&t.range[1]===r[n[1]]}(o,e,a),r.call(x,f,e),r.call(b,f,e,t),r.on(\"click\",(function(){t._dragged||i.call(\"_guiRelayout\",t,a)})),r.on(\"mouseover\",(function(){e._isHovered=!0,r.call(x,f,e)})),r.on(\"mouseout\",(function(){e._isHovered=!1,r.call(x,f,e)}))})),function(t,e,r,i,o){var f=0,h=0,y=r.borderwidth;e.each((function(){var t=n.select(this).select(\".selector-text\"),e=r.font.size*p,i=Math.max(e*c.lineCount(t),16)+3;h=Math.max(h,i)})),e.each((function(){var t=n.select(this),e=t.select(\".selector-rect\"),i=t.select(\".selector-text\"),a=i.node()&&s.bBox(i.node()).width,o=r.font.size*p,l=c.lineCount(i),d=Math.max(a+10,g.minButtonWidth);t.attr(\"transform\",u(y+f,y)),e.attr({x:0,y:0,width:d,height:h}),c.positionText(i,d/2,h/2-(l-1)*o/2+3),f+=d+5}));var m=t._fullLayout._size,x=m.l+m.w*r.x,b=m.t+m.h*(1-r.y),_=\"left\";l.isRightAnchor(r)&&(x-=f,_=\"right\"),l.isCenterAnchor(r)&&(x-=f/2,_=\"center\");var w=\"top\";l.isBottomAnchor(r)&&(b-=h,w=\"bottom\"),l.isMiddleAnchor(r)&&(b-=h/2,w=\"middle\"),f=Math.ceil(f),h=Math.ceil(h),x=Math.round(x),b=Math.round(b),a.autoMargin(t,i+\"-range-selector\",{x:r.x,y:r.y,l:f*d[_],r:f*v[_],b:h*v[w],t:h*d[w]}),o.attr(\"transform\",u(x,b))}(t,h,f,o._name,r)}))}},70565:function(t,e,r){\"use strict\";var n=r(81041),i=r(71828).titleCase;t.exports=function(t,e){var r=t._name,a={};if(\"all\"===e.step)a[r+\".autorange\"]=!0;else{var o=function(t,e){var r,a=t.range,o=new Date(t.r2l(a[1])),s=e.step,l=n[\"utc\"+i(s)],u=e.count;switch(e.stepmode){case\"backward\":r=t.l2r(+l.offset(o,-u));break;case\"todate\":var c=l.offset(o,-u);r=t.l2r(+l.ceil(c))}return[r,a[1]]}(t,e);a[r+\".range[0]\"]=o[0],a[r+\".range[1]\"]=o[1]}return a}},97218:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"rangeselector\",schema:{subplots:{xaxis:{rangeselector:r(37113)}}},layoutAttributes:r(37113),handleDefaults:r(28674),draw:r(21598)}},75148:function(t,e,r){\"use 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n=r(71828),i=r(44467),a=r(41675),o=r(75148),s=r(47850);t.exports=function(t,e,r){var l=t[r],u=e[r];if(l.rangeslider||e._requestRangeslider[u._id]){n.isPlainObject(l.rangeslider)||(l.rangeslider={});var c,f,h=l.rangeslider,p=i.newContainer(u,\"rangeslider\");if(_(\"visible\")){_(\"bgcolor\",e.plot_bgcolor),_(\"bordercolor\"),_(\"borderwidth\"),_(\"thickness\"),_(\"autorange\",!u.isValidRange(h.range)),_(\"range\");var d=e._subplots;if(d)for(var v=d.cartesian.filter((function(t){return t.substr(0,t.indexOf(\"y\"))===a.name2id(r)})).map((function(t){return t.substr(t.indexOf(\"y\"),t.length)})),g=n.simpleMap(v,a.id2name),y=0;y<g.length;y++){var m=g[y];c=h[m]||{},f=i.newContainer(p,m,\"yaxis\");var x,b=e[m];c.range&&b.isValidRange(c.range)&&(x=\"fixed\"),\"match\"!==w(\"rangemode\",x)&&w(\"range\",b.range.slice())}p._input=h}}function _(t,e){return n.coerce(h,p,o,t,e)}function w(t,e){return n.coerce(c,f,s,t,e)}}},72413:function(t,e,r){\"use strict\";var 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x(t,e,r,n,i){o.ensureSingle(t,\"rect\",v.maskMinClassName,(function(t){t.attr({x:0,y:0,\"shape-rendering\":\"crispEdges\"})})).attr(\"height\",n._height).call(u.fill,v.maskColor),o.ensureSingle(t,\"rect\",v.maskMaxClassName,(function(t){t.attr({y:0,\"shape-rendering\":\"crispEdges\"})})).attr(\"height\",n._height).call(u.fill,v.maskColor),\"match\"!==i.rangemode&&(o.ensureSingle(t,\"rect\",v.maskMinOppAxisClassName,(function(t){t.attr({y:0,\"shape-rendering\":\"crispEdges\"})})).attr(\"width\",n._width).call(u.fill,v.maskOppAxisColor),o.ensureSingle(t,\"rect\",v.maskMaxOppAxisClassName,(function(t){t.attr({y:0,\"shape-rendering\":\"crispEdges\"})})).attr(\"width\",n._width).style(\"border-top\",v.maskOppBorder).call(u.fill,v.maskOppAxisColor))}function b(t,e,r,n){e._context.staticPlot||o.ensureSingle(t,\"rect\",v.slideBoxClassName,(function(t){t.attr({y:0,cursor:v.slideBoxCursor,\"shape-rendering\":\"crispEdges\"})})).attr({height:n._height,fill:v.slideBoxFill})}function _(t,e,r,n){var i=o.ensureSingle(t,\"g\",v.grabberMinClassName),a=o.ensureSingle(t,\"g\",v.grabberMaxClassName),s={x:0,width:v.handleWidth,rx:v.handleRadius,fill:u.background,stroke:u.defaultLine,\"stroke-width\":v.handleStrokeWidth,\"shape-rendering\":\"crispEdges\"},l={y:Math.round(n._height/4),height:Math.round(n._height/2)};o.ensureSingle(i,\"rect\",v.handleMinClassName,(function(t){t.attr(s)})).attr(l),o.ensureSingle(a,\"rect\",v.handleMaxClassName,(function(t){t.attr(s)})).attr(l);var c={width:v.grabAreaWidth,x:0,y:0,fill:v.grabAreaFill,cursor:e._context.staticPlot?void 0:v.grabAreaCursor};o.ensureSingle(i,\"rect\",v.grabAreaMinClassName,(function(t){t.attr(c)})).attr(\"height\",n._height),o.ensureSingle(a,\"rect\",v.grabAreaMaxClassName,(function(t){t.attr(c)})).attr(\"height\",n._height)}t.exports=function(t){for(var e=t._fullLayout,r=e._rangeSliderData,a=0;a<r.length;a++){var l=r[a][v.name];l._clipId=l._id+\"-\"+e._uid}var u=e._infolayer.selectAll(\"g.\"+v.containerClassName).data(r,(function(t){return t._name}));u.exit().each((function(t){var r=t[v.name];e._topdefs.select(\"#\"+r._clipId).remove()})).remove(),0!==r.length&&(u.enter().append(\"g\").classed(v.containerClassName,!0).attr(\"pointer-events\",\"all\"),u.each((function(r){var a=n.select(this),l=r[v.name],u=e[h.id2name(r.anchor)],f=l[h.id2name(r.anchor)];if(l.range){var w,T=o.simpleMap(l.range,r.r2l),k=o.simpleMap(r.range,r.r2l);w=k[0]<k[1]?[Math.min(T[0],k[0]),Math.max(T[1],k[1])]:[Math.max(T[0],k[0]),Math.min(T[1],k[1])],l.range=l._input.range=o.simpleMap(w,r.l2r)}r.cleanRange(\"rangeslider.range\");var A=e._size,M=r.domain;l._width=A.w*(M[1]-M[0]);var S=Math.round(A.l+A.w*M[0]),E=Math.round(A.t+A.h*(1-r._counterDomainMin)+(\"bottom\"===r.side?r._depth:0)+l._offsetShift+v.extraPad);a.attr(\"transform\",s(S,E)),l._rl=o.simpleMap(l.range,r.r2l);var L=l._rl[0],C=l._rl[1],P=C-L;if(l.p2d=function(t){return t/l._width*P+L},l.d2p=function(t){return(t-L)/P*l._width},r.rangebreaks){var O=r.locateBreaks(L,C);if(O.length){var I,D,z=0;for(I=0;I<O.length;I++)z+=(D=O[I]).max-D.min;var R=l._width/(C-L-z),F=[-R*L];for(I=0;I<O.length;I++)D=O[I],F.push(F[F.length-1]-R*(D.max-D.min));for(l.d2p=function(t){for(var e=F[0],r=0;r<O.length;r++){var n=O[r];if(t>=n.max)e=F[r+1];else if(t<n.min)break}return e+R*t},I=0;I<O.length;I++)(D=O[I]).pmin=l.d2p(D.min),D.pmax=l.d2p(D.max);l.p2d=function(t){for(var e=F[0],r=0;r<O.length;r++){var n=O[r];if(t>=n.pmax)e=F[r+1];else if(t<n.pmin)break}return(t-e)/R}}}if(\"match\"!==f.rangemode){var B=u.r2l(f.range[0]),N=u.r2l(f.range[1])-B;l.d2pOppAxis=function(t){return(t-B)/N*l._height}}a.call(g,t,r,l).call(y,t,r,l).call(m,t,r,l).call(x,t,r,l,f).call(b,t,r,l).call(_,t,r,l),function(t,e,r,a){if(!e._context.staticPlot){var s=t.select(\"rect.\"+v.slideBoxClassName).node(),l=t.select(\"rect.\"+v.grabAreaMinClassName).node(),u=t.select(\"rect.\"+v.grabAreaMaxClassName).node();t.on(\"mousedown\",c),t.on(\"touchstart\",c)}function c(){var c=n.event,f=c.target,h=c.clientX||c.touches[0].clientX,v=h-t.node().getBoundingClientRect().left,g=a.d2p(r._rl[0]),y=a.d2p(r._rl[1]),m=p.coverSlip();function x(t){var c,p,x,b=+(t.clientX||t.touches[0].clientX)-h;switch(f){case s:if(x=\"ew-resize\",g+b>r._length||y+b<0)return;c=g+b,p=y+b;break;case l:if(x=\"col-resize\",g+b>r._length)return;c=g+b,p=y;break;case u:if(x=\"col-resize\",y+b<0)return;c=g,p=y+b;break;default:x=\"ew-resize\",c=v,p=v+b}if(p<c){var _=p;p=c,c=_}a._pixelMin=c,a._pixelMax=p,d(n.select(m),x),function(t,e,r,n){function a(t){return r.l2r(o.constrain(t,n._rl[0],n._rl[1]))}var s=a(n.p2d(n._pixelMin)),l=a(n.p2d(n._pixelMax));window.requestAnimationFrame((function(){i.call(\"_guiRelayout\",e,r._name+\".range\",[s,l])}))}(0,e,r,a)}function b(){m.removeEventListener(\"mousemove\",x),m.removeEventListener(\"mouseup\",b),this.removeEventListener(\"touchmove\",x),this.removeEventListener(\"touchend\",b),o.removeElement(m)}this.addEventListener(\"touchmove\",x),this.addEventListener(\"touchend\",b),m.addEventListener(\"mousemove\",x),m.addEventListener(\"mouseup\",b)}}(a,t,r,l),function(t,e,r,n,i,a){var l=v.handleWidth/2;function u(t){return o.constrain(t,0,n._width)}function c(t){return o.constrain(t,0,n._height)}function f(t){return o.constrain(t,-l,n._width+l)}var h=u(n.d2p(r._rl[0])),p=u(n.d2p(r._rl[1]));if(t.select(\"rect.\"+v.slideBoxClassName).attr(\"x\",h).attr(\"width\",p-h),t.select(\"rect.\"+v.maskMinClassName).attr(\"width\",h),t.select(\"rect.\"+v.maskMaxClassName).attr(\"x\",p).attr(\"width\",n._width-p),\"match\"!==a.rangemode){var d=n._height-c(n.d2pOppAxis(i._rl[1])),g=n._height-c(n.d2pOppAxis(i._rl[0]));t.select(\"rect.\"+v.maskMinOppAxisClassName).attr(\"x\",h).attr(\"height\",d).attr(\"width\",p-h),t.select(\"rect.\"+v.maskMaxOppAxisClassName).attr(\"x\",h).attr(\"y\",g).attr(\"height\",n._height-g).attr(\"width\",p-h),t.select(\"rect.\"+v.slideBoxClassName).attr(\"y\",d).attr(\"height\",g-d)}var y=.5,m=Math.round(f(h-l))-y,x=Math.round(f(p-l))+y;t.select(\"g.\"+v.grabberMinClassName).attr(\"transform\",s(m,y)),t.select(\"g.\"+v.grabberMaxClassName).attr(\"transform\",s(x,y))}(a,0,r,l,u,f),\"bottom\"===r.side&&c.draw(t,r._id+\"title\",{propContainer:r,propName:r._name+\".title\",placeholder:e._dfltTitle.x,attributes:{x:r._offset+r._length/2,y:E+l._height+l._offsetShift+10+1.5*r.title.font.size,\"text-anchor\":\"middle\"}})})))}},549:function(t,e,r){\"use strict\";var n=r(41675),i=r(63893),a=r(73251),o=r(18783).LINE_SPACING,s=a.name;function l(t){var e=t&&t[s];return e&&e.visible}e.isVisible=l,e.makeData=function(t){var e=n.list({_fullLayout:t},\"x\",!0),r=t.margin,i=[];if(!t._has(\"gl2d\"))for(var a=0;a<e.length;a++){var o=e[a];if(l(o)){i.push(o);var u=o[s];u._id=s+o._id,u._height=(t.height-r.b-r.t)*u.thickness,u._offsetShift=Math.floor(u.borderwidth/2)}}t._rangeSliderData=i},e.autoMarginOpts=function(t,e){var r=t._fullLayout,n=e[s],l=e._id.charAt(0),u=0,c=0;return\"bottom\"===e.side&&(u=e._depth,e.title.text!==r._dfltTitle[l]&&(c=1.5*e.title.font.size+10+n._offsetShift,c+=(e.title.text.match(i.BR_TAG_ALL)||[]).length*e.title.font.size*o)),{x:0,y:e._counterDomainMin,l:0,r:0,t:0,b:n._height+u+Math.max(r.margin.b,c),pad:a.extraPad+2*n._offsetShift}}},13137:function(t,e,r){\"use strict\";var n=r(71828),i=r(75148),a=r(47850),o=r(549);t.exports={moduleType:\"component\",name:\"rangeslider\",schema:{subplots:{xaxis:{rangeslider:n.extendFlat({},i,{yaxis:a})}}},layoutAttributes:r(75148),handleDefaults:r(26377),calcAutorange:r(88443),draw:r(72413),isVisible:o.isVisible,makeData:o.makeData,autoMarginOpts:o.autoMarginOpts}},47850:function(t){\"use strict\";t.exports={_isSubplotObj:!0,rangemode:{valType:\"enumerated\",values:[\"auto\",\"fixed\",\"match\"],dflt:\"match\",editType:\"calc\"},range:{valType:\"info_array\",items:[{valType:\"any\",editType:\"plot\"},{valType:\"any\",editType:\"plot\"}],editType:\"plot\"},editType:\"calc\"}},8389:function(t,e,r){\"use strict\";var n=r(50215),i=r(82196).line,a=r(79952).P,o=r(1426).extendFlat,s=r(30962).overrideAll,l=r(44467).templatedArray;r(24695),t.exports=s(l(\"selection\",{type:{valType:\"enumerated\",values:[\"rect\",\"path\"]},xref:o({},n.xref,{}),yref:o({},n.yref,{}),x0:{valType:\"any\"},x1:{valType:\"any\"},y0:{valType:\"any\"},y1:{valType:\"any\"},path:{valType:\"string\",editType:\"arraydraw\"},opacity:{valType:\"number\",min:0,max:1,dflt:.7,editType:\"arraydraw\"},line:{color:i.color,width:o({},i.width,{min:1,dflt:1}),dash:o({},a,{dflt:\"dot\"})}}),\"arraydraw\",\"from-root\")},34122:function(t){\"use strict\";t.exports={BENDPX:1.5,MINSELECT:12,SELECTDELAY:100,SELECTID:\"-select\"}},59402:function(t,e,r){\"use strict\";var n=r(71828),i=r(89298),a=r(85501),o=r(8389),s=r(30477);function l(t,e,r){function a(r,i){return n.coerce(t,e,o,r,i)}var l=a(\"path\"),u=\"path\"!==a(\"type\",l?\"path\":\"rect\");u&&delete e.path,a(\"opacity\"),a(\"line.color\"),a(\"line.width\"),a(\"line.dash\");for(var c=[\"x\",\"y\"],f=0;f<2;f++){var h,p,d,v=c[f],g={_fullLayout:r},y=i.coerceRef(t,e,g,v);if((h=i.getFromId(g,y))._selectionIndices.push(e._index),d=s.rangeToShapePosition(h),p=s.shapePositionToRange(h),u){var m=v+\"0\",x=v+\"1\",b=t[m],_=t[x];t[m]=p(t[m],!0),t[x]=p(t[x],!0),i.coercePosition(e,g,a,y,m),i.coercePosition(e,g,a,y,x);var w=e[m],T=e[x];void 0!==w&&void 0!==T&&(e[m]=d(w),e[x]=d(T),t[m]=b,t[x]=_)}}u&&n.noneOrAll(t,e,[\"x0\",\"x1\",\"y0\",\"y1\"])}t.exports=function(t,e){a(t,e,{name:\"selections\",handleItemDefaults:l});for(var r=e.selections,n=0;n<r.length;n++){var i=r[n];i&&void 0===i.path&&(void 0!==i.x0&&void 0!==i.x1&&void 0!==i.y0&&void 0!==i.y1||(e.selections[n]=null))}}},32485:function(t,e,r){\"use strict\";var n=r(60165).readPaths,i=r(42359),a=r(51873).clearOutlineControllers,o=r(7901),s=r(91424),l=r(44467).arrayEditor,u=r(30477),c=u.getPathString;function f(t){var e=t._fullLayout;for(var r in a(t),e._selectionLayer.selectAll(\"path\").remove(),e._plots){var n=e._plots[r].selectionLayer;n&&n.selectAll(\"path\").remove()}for(var i=0;i<e.selections.length;i++)p(t,i)}function h(t){return t._context.editSelection}function p(t,e){t._fullLayout._paperdiv.selectAll('.selectionlayer [data-index=\"'+e+'\"]').remove();var r=u.makeSelectionsOptionsAndPlotinfo(t,e),a=r.options,p=r.plotinfo;a._input&&function(r){var u=c(t,a),g={\"data-index\":e,\"fill-rule\":\"evenodd\",d:u},y=a.opacity,m=\"rgba(0,0,0,0)\",x=a.line.color||o.contrast(t._fullLayout.plot_bgcolor),b=a.line.width,_=a.line.dash;b||(b=5,_=\"solid\");var w=h(t)&&t._fullLayout._activeSelectionIndex===e;w&&(m=t._fullLayout.activeselection.fillcolor,y=t._fullLayout.activeselection.opacity);for(var T=[],k=1;k>=0;k--){var A=r.append(\"path\").attr(g).style(\"opacity\",k?.1:y).call(o.stroke,x).call(o.fill,m).call(s.dashLine,k?\"solid\":_,k?4+b:b);if(d(A,t,a),w){var M=l(t.layout,\"selections\",a);A.style({cursor:\"move\"});var S={element:A.node(),plotinfo:p,gd:t,editHelpers:M,isActiveSelection:!0},E=n(u,t);i(E,A,S)}else A.style(\"pointer-events\",k?\"all\":\"none\");T[k]=A}var L=T[0];T[1].node().addEventListener(\"click\",(function(){return function(t,e){if(h(t)){var r=+e.node().getAttribute(\"data-index\");if(r>=0){if(r===t._fullLayout._activeSelectionIndex)return void v(t);t._fullLayout._activeSelectionIndex=r,t._fullLayout._deactivateSelection=v,f(t)}}}(t,L)}))}(t._fullLayout._selectionLayer)}function d(t,e,r){var n=r.xref+r.yref;s.setClipUrl(t,\"clip\"+e._fullLayout._uid+n,e)}function v(t){h(t)&&t._fullLayout._activeSelectionIndex>=0&&(a(t),delete t._fullLayout._activeSelectionIndex,f(t))}t.exports={draw:f,drawOne:p,activateLastSelection:function(t){if(h(t)){var e=t._fullLayout.selections.length-1;t._fullLayout._activeSelectionIndex=e,t._fullLayout._deactivateSelection=v,f(t)}}}},53777:function(t,e,r){\"use strict\";var n=r(79952).P,i=r(1426).extendFlat;t.exports={newselection:{mode:{valType:\"enumerated\",values:[\"immediate\",\"gradual\"],dflt:\"immediate\",editType:\"none\"},line:{color:{valType:\"color\",editType:\"none\"},width:{valType:\"number\",min:1,dflt:1,editType:\"none\"},dash:i({},n,{dflt:\"dot\",editType:\"none\"}),editType:\"none\"},editType:\"none\"},activeselection:{fillcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"none\"},opacity:{valType:\"number\",min:0,max:1,dflt:.5,editType:\"none\"},editType:\"none\"}}},90849:function(t){\"use strict\";t.exports=function(t,e,r){r(\"newselection.mode\"),r(\"newselection.line.width\")&&(r(\"newselection.line.color\"),r(\"newselection.line.dash\")),r(\"activeselection.fillcolor\"),r(\"activeselection.opacity\")}},35855:function(t,e,r){\"use strict\";var n=r(64505).selectMode,i=r(51873).clearOutline,a=r(60165),o=a.readPaths,s=a.writePaths,l=a.fixDatesForPaths;t.exports=function(t,e){if(t.length){var r=t[0][0];if(r){var a=r.getAttribute(\"d\"),u=e.gd,c=u._fullLayout.newselection,f=e.plotinfo,h=f.xaxis,p=f.yaxis,d=e.isActiveSelection,v=e.dragmode,g=(u.layout||{}).selections||[];if(!n(v)&&void 0!==d){var y=u._fullLayout._activeSelectionIndex;if(y<g.length)switch(u._fullLayout.selections[y].type){case\"rect\":v=\"select\";break;case\"path\":v=\"lasso\"}}var m,x=o(a,u,f,d),b={xref:h._id,yref:p._id,opacity:c.opacity,line:{color:c.line.color,width:c.line.width,dash:c.line.dash}};1===x.length&&(m=x[0]),m&&5===m.length&&\"select\"===v?(b.type=\"rect\",b.x0=m[0][1],b.y0=m[0][2],b.x1=m[2][1],b.y1=m[2][2]):(b.type=\"path\",h&&p&&l(x,h,p),b.path=s(x),m=null),i(u);for(var _=e.editHelpers,w=(_||{}).modifyItem,T=[],k=0;k<g.length;k++){var A=u._fullLayout.selections[k];if(A){if(T[k]=A._input,void 0!==d&&k===u._fullLayout._activeSelectionIndex){var M=b;switch(A.type){case\"rect\":w(\"x0\",M.x0),w(\"x1\",M.x1),w(\"y0\",M.y0),w(\"y1\",M.y1);break;case\"path\":w(\"path\",M.path)}}}else T[k]=A}return void 0===d?(T.push(b),T):_?_.getUpdateObj():{}}}}},75549:function(t,e,r){\"use strict\";var n=r(71828).strTranslate;function i(t,e){switch(t.type){case\"log\":return t.p2d(e);case\"date\":return t.p2r(e,0,t.calendar);default:return t.p2r(e)}}t.exports={p2r:i,r2p:function(t,e){switch(t.type){case\"log\":return t.d2p(e);case\"date\":return t.r2p(e,0,t.calendar);default:return t.r2p(e)}},axValue:function(t){var e=\"y\"===t._id.charAt(0)?1:0;return function(r){return i(t,r[e])}},getTransform:function(t){return n(t.xaxis._offset,t.yaxis._offset)}}},47322:function(t,e,r){\"use strict\";var n=r(32485),i=r(3937);t.exports={moduleType:\"component\",name:\"selections\",layoutAttributes:r(8389),supplyLayoutDefaults:r(59402),supplyDrawNewSelectionDefaults:r(90849),includeBasePlot:r(76325)(\"selections\"),draw:n.draw,drawOne:n.drawOne,reselect:i.reselect,prepSelect:i.prepSelect,clearOutline:i.clearOutline,clearSelectionsCache:i.clearSelectionsCache,selectOnClick:i.selectOnClick}},3937:function(t,e,r){\"use strict\";var n=r(52142),i=r(38258),a=r(73972),o=r(91424).dashStyle,s=r(7901),l=r(30211),u=r(23469).makeEventData,c=r(64505),f=c.freeMode,h=c.rectMode,p=c.drawMode,d=c.openMode,v=c.selectMode,g=r(30477),y=r(21459),m=r(42359),x=r(51873).clearOutline,b=r(60165),_=b.handleEllipse,w=b.readPaths,T=r(90551).newShapes,k=r(35855),A=r(32485).activateLastSelection,M=r(71828),S=M.sorterAsc,E=r(61082),L=r(79990),C=r(41675).getFromId,P=r(33306),O=r(61549).redrawReglTraces,I=r(34122),D=I.MINSELECT,z=E.filter,R=E.tester,F=r(75549),B=F.p2r,N=F.axValue,j=F.getTransform;function U(t){return void 0!==t.subplot}function V(t,e,r,n,i,a,o){var s,l,u,c,f,h,p,v,g,y=e._hoverdata,x=e._fullLayout.clickmode.indexOf(\"event\")>-1,b=[];if(function(t){return t&&Array.isArray(t)&&!0!==t[0].hoverOnBox}(y)){Z(t,e,a);var _=function(t,e){var r,n,i=t[0],a=-1,o=[];for(n=0;n<e.length;n++)if(r=e[n],i.fullData._expandedIndex===r.cd[0].trace._expandedIndex){if(!0===i.hoverOnBox)break;void 0!==i.pointNumber?a=i.pointNumber:void 0!==i.binNumber&&(a=i.binNumber,o=i.pointNumbers);break}return{pointNumber:a,pointNumbers:o,searchInfo:r}}(y,s=X(e,r,n,i));if(_.pointNumbers.length>0?function(t,e){var r,n,i,a=[];for(i=0;i<t.length;i++)(r=t[i]).cd[0].trace.selectedpoints&&r.cd[0].trace.selectedpoints.length>0&&a.push(r);if(1===a.length&&a[0]===e.searchInfo&&(n=e.searchInfo.cd[0].trace).selectedpoints.length===e.pointNumbers.length){for(i=0;i<e.pointNumbers.length;i++)if(n.selectedpoints.indexOf(e.pointNumbers[i])<0)return!1;return!0}return!1}(s,_):function(t){var e,r,n=0;for(r=0;r<t.length;r++)if((e=t[r].cd[0].trace).selectedpoints){if(e.selectedpoints.length>1)return!1;if((n+=e.selectedpoints.length)>1)return!1}return 1===n}(s)&&(h=K(_))){for(o&&o.remove(),g=0;g<s.length;g++)(l=s[g])._module.selectPoints(l,!1);$(e,s),Y(a),x&&ht(e)}else{for(p=t.shiftKey&&(void 0!==h?h:K(_)),u=function(t,e,r){return{pointNumber:t,searchInfo:e,subtract:!!r}}(_.pointNumber,_.searchInfo,p),c=G(a.selectionDefs.concat([u])),g=0;g<s.length;g++)if(f=tt(s[g]._module.selectPoints(s[g],c),s[g]),b.length)for(var w=0;w<f.length;w++)b.push(f[w]);else b=f;if($(e,s,v={points:b}),u&&a&&a.selectionDefs.push(u),o){var T=a.mergedPolygons,k=d(a.dragmode);m(et(T,k),o,a)}x&&ft(e,v)}}}function H(t){return\"pointNumber\"in t&&\"searchInfo\"in t}function q(t){return{xmin:0,xmax:0,ymin:0,ymax:0,pts:[],contains:function(e,r,n,i){var a=t.searchInfo.cd[0].trace._expandedIndex;return i.cd[0].trace._expandedIndex===a&&n===t.pointNumber},isRect:!1,degenerate:!1,subtract:!!t.subtract}}function G(t){if(t.length){for(var e=[],r=H(t[0])?0:t[0][0][0],n=r,i=H(t[0])?0:t[0][0][1],a=i,o=0;o<t.length;o++)if(H(t[o]))e.push(q(t[o]));else{var s=R(t[o]);s.subtract=!!t[o].subtract,e.push(s),r=Math.min(r,s.xmin),n=Math.max(n,s.xmax),i=Math.min(i,s.ymin),a=Math.max(a,s.ymax)}return{xmin:r,xmax:n,ymin:i,ymax:a,pts:[],contains:function(t,r,n,i){for(var a=!1,o=0;o<e.length;o++)e[o].contains(t,r,n,i)&&(a=!e[o].subtract);return a},isRect:!1,degenerate:!1}}}function Z(t,e,r){var n=e._fullLayout,i=r.plotinfo,a=r.dragmode,o=n._lastSelectedSubplot&&n._lastSelectedSubplot===i.id,s=(t.shiftKey||t.altKey)&&!(p(a)&&d(a));o&&s&&i.selection&&i.selection.selectionDefs&&!r.selectionDefs?(r.selectionDefs=i.selection.selectionDefs,r.mergedPolygons=i.selection.mergedPolygons):s&&i.selection||Y(r),o||(x(e),n._lastSelectedSubplot=i.id)}function Y(t,e){var r=t.dragmode,n=t.plotinfo,i=t.gd;(function(t){return t._fullLayout._activeShapeIndex>=0})(i)&&i._fullLayout._deactivateShape(i),function(t){return t._fullLayout._activeSelectionIndex>=0}(i)&&i._fullLayout._deactivateSelection(i);var o=i._fullLayout._zoomlayer,s=p(r),l=v(r);if(s||l){var u,c,f=o.selectAll(\".select-outline-\"+n.id);f&&i._fullLayout._outlining&&(s&&(u=T(f,t)),u&&a.call(\"_guiRelayout\",i,{shapes:u}),l&&!U(t)&&(c=k(f,t)),c&&(i._fullLayout._noEmitSelectedAtStart=!0,a.call(\"_guiRelayout\",i,{selections:c}).then((function(){e&&A(i)}))),i._fullLayout._outlining=!1)}n.selection={},n.selection.selectionDefs=t.selectionDefs=[],n.selection.mergedPolygons=t.mergedPolygons=[]}function W(t){return t._id}function X(t,e,r,n){if(!t.calcdata)return[];var i,a,o,s=[],l=e.map(W),u=r.map(W);for(o=0;o<t.calcdata.length;o++)if(!0===(a=(i=t.calcdata[o])[0].trace).visible&&a._module&&a._module.selectPoints)if(!U({subplot:n})||a.subplot!==n&&a.geo!==n)if(\"splom\"===a.type){if(a._xaxes[l[0]]&&a._yaxes[u[0]]){var c=J(a._module,i,e[0],r[0]);c.scene=t._fullLayout._splomScenes[a.uid],s.push(c)}}else if(\"sankey\"===a.type){var f=J(a._module,i,e[0],r[0]);s.push(f)}else{if(-1===l.indexOf(a.xaxis))continue;if(-1===u.indexOf(a.yaxis))continue;s.push(J(a._module,i,C(t,a.xaxis),C(t,a.yaxis)))}else s.push(J(a._module,i,e[0],r[0]));return s}function J(t,e,r,n){return{_module:t,cd:e,xaxis:r,yaxis:n}}function K(t){var e=t.searchInfo.cd[0].trace,r=t.pointNumber,n=t.pointNumbers,i=n.length>0?n[0]:r;return!!e.selectedpoints&&e.selectedpoints.indexOf(i)>-1}function $(t,e,r){var n,i;for(n=0;n<e.length;n++){var o=e[n].cd[0].trace._fullInput,s=t._fullLayout._tracePreGUI[o.uid]||{};void 0===s.selectedpoints&&(s.selectedpoints=o._input.selectedpoints||null)}if(r){var l=r.points||[];for(n=0;n<e.length;n++)(i=e[n].cd[0].trace)._input.selectedpoints=i._fullInput.selectedpoints=[],i._fullInput!==i&&(i.selectedpoints=[]);for(var u=0;u<l.length;u++){var c=l[u],f=c.data,h=c.fullData,p=c.pointIndex,d=c.pointIndices;d?([].push.apply(f.selectedpoints,d),i._fullInput!==i&&[].push.apply(h.selectedpoints,d)):(f.selectedpoints.push(p),i._fullInput!==i&&h.selectedpoints.push(p))}}else for(n=0;n<e.length;n++)delete(i=e[n].cd[0].trace).selectedpoints,delete i._input.selectedpoints,i._fullInput!==i&&delete i._fullInput.selectedpoints;!function(t,e){for(var r=!1,n=0;n<e.length;n++){var i=e[n],o=i.cd;a.traceIs(o[0].trace,\"regl\")&&(r=!0);var s=i._module,l=s.styleOnSelect||s.style;l&&(l(t,o,o[0].node3),o[0].nodeRangePlot3&&l(t,o,o[0].nodeRangePlot3))}r&&(P(t),O(t))}(t,e)}function Q(t,e,r){for(var i=(r?n.difference:n.union)({regions:t},{regions:[e]}).regions.reverse(),a=0;a<i.length;a++){var o=i[a];o.subtract=st(o,i.slice(0,a))}return i}function tt(t,e){if(Array.isArray(t))for(var r=e.cd,n=e.cd[0].trace,i=0;i<t.length;i++)t[i]=u(t[i],n,r);return t}function et(t,e){for(var r=[],n=0;n<t.length;n++){r[n]=[];for(var 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n=e[r][0].trace,i=t._fullLayout._splomScenes;if(i){var a=i[n.uid];a&&(a.selectBatch=[])}}}(t);for(var O={},I=0;I<P.length;I++){var D=P[I],z=D.indexOf(\"y\"),R=D.slice(0,z),F=D.slice(z),B=o&&s?r:void 0;if(B=at(f,R,F,B)){var N=n;if(!l){var j=C(t,R,\"x\"),U=C(t,F,\"y\");N=X(t,[j],[U],D);for(var V=0;V<N.length;V++){var H=N[V],q=H.cd[0],G=q.trace;if(\"scattergl\"===H._module.name&&!q.t.xpx){var Z=G.x,Y=G.y,W=G._length;q.t.xpx=[],q.t.ypx=[];for(var J=0;J<W;J++)q.t.xpx[J]=j.c2p(Z[J]),q.t.ypx[J]=U.c2p(Y[J])}\"splom\"===H._module.name&&(O[G.uid]||(O[G.uid]=!0))}}var K=rt(B,N);u=u.concat(K),c=c.concat(N)}}var Q={points:u};$(t,c,Q);var tt=h.clickmode.indexOf(\"event\")>-1&&e;if(!a&&e){var et=ot(t,!0);if(et.length){var nt=et[0].xref,pt=et[0].yref;if(nt&&pt){var dt=ut(et);ct([C(t,nt,\"x\"),C(t,pt,\"y\")])(Q,dt)}}t._fullLayout._noEmitSelectedAtStart?t._fullLayout._noEmitSelectedAtStart=!1:tt&&ft(t,Q),h._reselect=!1}if(!a&&h._deselect){var vt=h._deselect;(function(t,e,r){for(var n=0;n<r.length;n++){var i=r[n];if(i.xaxis&&i.xaxis._id===t&&i.yaxis&&i.yaxis._id===e)return!0}return!1})(o=vt.xref,s=vt.yref,c)||it(t,o,s,n),tt&&(Q.points.length?ft(t,Q):ht(t)),h._deselect=!1}return{eventData:Q,selectionTesters:r}}function it(t,e,r,n){n=X(t,[C(t,e,\"x\")],[C(t,r,\"y\")],e+r);for(var i=0;i<n.length;i++){var a=n[i];a._module.selectPoints(a,!1)}$(t,n)}function at(t,e,r,n){for(var i,a=0;a<t.length;a++){var o=t[a];e===o.xref&&r===o.yref&&(i?n=G(i=Q(i,o,!!o.subtract)):(i=[o],n=R(o)))}return n}function ot(t,e){for(var r=[],n=t._fullLayout,i=n.selections,a=i.length,o=0;o<a;o++)if(!e||o===n._activeSelectionIndex){var s=i[o];if(s){var l,u,c,f,h,p=s.xref,d=s.yref,v=C(t,p,\"x\"),m=C(t,d,\"y\");if(\"rect\"===s.type){h=[];var x=lt(v,s.x0),b=lt(v,s.x1),_=lt(m,s.y0),w=lt(m,s.y1);h=[[x,_],[x,w],[b,w],[b,_]],l=Math.min(x,b),u=Math.max(x,b),c=Math.min(_,w),f=Math.max(_,w),h.xmin=l,h.xmax=u,h.ymin=c,h.ymax=f,h.xref=p,h.yref=d,h.subtract=!1,h.isRect=!0,r.push(h)}else if(\"path\"===s.type)for(var T=s.path.split(\"Z\"),k=[],A=0;A<T.length;A++){var M=T[A];if(M){M+=\"Z\";var S=g.extractPathCoords(M,y.paramIsX,\"raw\"),E=g.extractPathCoords(M,y.paramIsY,\"raw\");l=1/0,u=-1/0,c=1/0,f=-1/0,h=[];for(var L=0;L<S.length;L++){var P=lt(v,S[L]),O=lt(m,E[L]);h.push([P,O]),l=Math.min(P,l),u=Math.max(P,u),c=Math.min(O,c),f=Math.max(O,f)}h.xmin=l,h.xmax=u,h.ymin=c,h.ymax=f,h.xref=p,h.yref=d,h.subtract=st(h,k),k.push(h),r.push(h)}}}}return r}function st(t,e){for(var r=!1,n=0;n<e.length;n++)for(var a=e[n],o=0;o<t.length;o++)if(i(t[o],a)){r=!r;break}return r}function lt(t,e){return\"date\"===t.type&&(e=e.replace(\"_\",\" \")),\"log\"===t.type?t.c2p(e):t.r2p(e,null,t.calendar)}function ut(t){for(var e=t.length,r=[],n=0;n<e;n++){var i=t[n];r=(r=r.concat(i)).concat([i[0]])}return(a=r).isRect=5===a.length&&a[0][0]===a[4][0]&&a[0][1]===a[4][1]&&a[0][0]===a[1][0]&&a[2][0]===a[3][0]&&a[0][1]===a[3][1]&&a[1][1]===a[2][1]||a[0][1]===a[1][1]&&a[2][1]===a[3][1]&&a[0][0]===a[3][0]&&a[1][0]===a[2][0],a.isRect&&(a.xmin=Math.min(a[0][0],a[2][0]),a.xmax=Math.max(a[0][0],a[2][0]),a.ymin=Math.min(a[0][1],a[2][1]),a.ymax=Math.max(a[0][1],a[2][1])),a;var a}function ct(t){return function(e,r){for(var n,i,a=0;a<t.length;a++){var o=t[a],s=o._id,l=s.charAt(0);if(r.isRect){n||(n={});var u=r[l+\"min\"],c=r[l+\"max\"];void 0!==u&&void 0!==c&&(n[s]=[B(o,u),B(o,c)].sort(S))}else i||(i={}),i[s]=r.map(N(o))}n&&(e.range=n),i&&(e.lassoPoints=i)}}function ft(t,e){e&&(e.selections=(t.layout||{}).selections||[]),t.emit(\"plotly_selected\",e)}function ht(t){t.emit(\"plotly_deselect\",null)}t.exports={reselect:nt,prepSelect:function(t,e,r,n,i){var u=!U(n),c=f(i),g=h(i),y=d(i),x=p(i),b=v(i),w=\"drawcircle\"===i,T=\"drawline\"===i||w,k=n.gd,A=k._fullLayout,S=b&&\"immediate\"===A.newselection.mode&&u,E=A._zoomlayer,C=n.element.getBoundingClientRect(),P=n.plotinfo,O=j(P),F=e-C.left,B=r-C.top;A._calcInverseTransform(k);var N=M.apply3DTransform(A._invTransform)(F,B);F=N[0],B=N[1];var H,q,W,J,K,tt,at,ot=A._invScaleX,st=A._invScaleY,lt=F,pt=B,dt=\"M\"+F+\",\"+B,vt=n.xaxes[0],gt=n.yaxes[0],yt=vt._length,mt=gt._length,xt=t.altKey&&!(p(i)&&y);Z(t,k,n),c&&(H=z([[F,B]],I.BENDPX));var bt=E.selectAll(\"path.select-outline-\"+P.id).data([1]),_t=x?A.newshape:A.newselection;x&&(n.hasText=_t.label.text||_t.label.texttemplate);var wt=x&&!y?_t.fillcolor:\"rgba(0,0,0,0)\",Tt=_t.line.color||(u?s.contrast(k._fullLayout.plot_bgcolor):\"#7f7f7f\");bt.enter().append(\"path\").attr(\"class\",\"select-outline 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n=r(71828),i=r(89298),a=r(63893),o=r(91424),s=r(60165).readPaths,l=r(30477),u=l.getPathString,c=r(37281),f=r(18783).FROM_TL;t.exports=function(t,e,r,h){if(h.selectAll(\".shape-label\").remove(),r.label.text||r.label.texttemplate){var p;if(r.label.texttemplate){var d={};if(\"path\"!==r.type){var v=i.getFromId(t,r.xref),g=i.getFromId(t,r.yref);for(var y in c){var m=c[y](r,v,g);void 0!==m&&(d[y]=m)}}p=n.texttemplateStringForShapes(r.label.texttemplate,{},t._fullLayout._d3locale,d)}else p=r.label.text;var x,b,_,w,T={\"data-index\":e},k=r.label.font,A=h.append(\"g\").attr(T).classed(\"shape-label\",!0).append(\"text\").attr({\"data-notex\":1}).classed(\"shape-label-text\",!0).text(p);if(r.path){var M=u(t,r),S=s(M,t);x=1/0,_=1/0,b=-1/0,w=-1/0;for(var E=0;E<S.length;E++)for(var L=0;L<S[E].length;L++)for(var C=S[E][L],P=1;P<C.length;P+=2){var O=C[P],I=C[P+1];x=Math.min(x,O),b=Math.max(b,O),_=Math.min(_,I),w=Math.max(w,I)}}else{var 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p=2*h*Math.PI/a;f.push([s+u*Math.cos(p),l+c*Math.sin(p)])}return f},e.ellipseOver=function(t){var e=t.x0,r=t.y0,n=t.x1,i=t.y1,a=n-e,s=i-r,l=((e-=a)+n)/2,u=((r-=s)+i)/2;return{x0:l-(a*=o),y0:u-(s*=o),x1:l+a,y1:u+s}},e.fixDatesForPaths=function(t,e,r){var n=\"date\"===e.type,i=\"date\"===r.type;if(!n&&!i)return t;for(var a=0;a<t.length;a++)for(var o=0;o<t[a].length;o++)for(var s=0;s+2<t[a][o].length;s+=2)n&&(t[a][o][s+1]=t[a][o][s+1].replace(\" \",\"_\")),i&&(t[a][o][s+2]=t[a][o][s+2].replace(\" \",\"_\"));return t}},90551:function(t,e,r){\"use strict\";var n=r(64505),i=n.drawMode,a=n.openMode,o=r(89995),s=o.i000,l=o.i090,u=o.i180,c=o.i270,f=o.cos45,h=o.sin45,p=r(75549),d=p.p2r,v=p.r2p,g=r(51873).clearOutline,y=r(60165),m=y.readPaths,x=y.writePaths,b=y.ellipseOver,_=y.fixDatesForPaths;function w(t,e,r){var n,i=t[0][0],o=e.gd,p=i.getAttribute(\"d\"),g=o._fullLayout.newshape,y=e.plotinfo,w=e.isActiveShape,T=y.xaxis,k=y.yaxis,A=!!y.domain||!y.xaxis,M=!!y.domain||!y.yaxis,S=a(r),E=m(p,o,y,w),L={editable:!0,visible:g.visible,name:g.name,showlegend:g.showlegend,legend:g.legend,legendwidth:g.legendwidth,legendgroup:g.legendgroup,legendgrouptitle:{text:g.legendgrouptitle.text,font:g.legendgrouptitle.font},legendrank:g.legendrank,label:g.label,xref:A?\"paper\":T._id,yref:M?\"paper\":k._id,layer:g.layer,opacity:g.opacity,line:{color:g.line.color,width:g.line.width,dash:g.line.dash}};if(S||(L.fillcolor=g.fillcolor,L.fillrule=g.fillrule),1===E.length&&(n=E[0]),n&&5===n.length&&\"drawrect\"===r)L.type=\"rect\",L.x0=n[0][1],L.y0=n[0][2],L.x1=n[2][1],L.y1=n[2][2];else if(n&&\"drawline\"===r)L.type=\"line\",L.x0=n[0][1],L.y0=n[0][2],L.x1=n[1][1],L.y1=n[1][2];else if(n&&\"drawcircle\"===r){L.type=\"circle\";var C=n[s][1],P=n[l][1],O=n[u][1],I=n[c][1],D=n[s][2],z=n[l][2],R=n[u][2],F=n[c][2],B=y.xaxis&&(\"date\"===y.xaxis.type||\"log\"===y.xaxis.type),N=y.yaxis&&(\"date\"===y.yaxis.type||\"log\"===y.yaxis.type);B&&(C=v(y.xaxis,C),P=v(y.xaxis,P),O=v(y.xaxis,O),I=v(y.xaxis,I)),N&&(D=v(y.yaxis,D),z=v(y.yaxis,z),R=v(y.yaxis,R),F=v(y.yaxis,F));var j=(P+I)/2,U=(D+R)/2,V=b({x0:j,y0:U,x1:j+(I-P+O-C)/2*f,y1:U+(F-z+R-D)/2*h});B&&(V.x0=d(y.xaxis,V.x0),V.x1=d(y.xaxis,V.x1)),N&&(V.y0=d(y.yaxis,V.y0),V.y1=d(y.yaxis,V.y1)),L.x0=V.x0,L.y0=V.y0,L.x1=V.x1,L.y1=V.y1}else L.type=\"path\",T&&k&&_(E,T,k),L.path=x(E),n=null;return L}t.exports={newShapes:function(t,e){if(t.length&&t[0][0]){var r=e.gd,n=e.isActiveShape,a=e.dragmode,o=(r.layout||{}).shapes||[];if(!i(a)&&void 0!==n){var s=r._fullLayout._activeShapeIndex;if(s<o.length)switch(r._fullLayout.shapes[s].type){case\"rect\":a=\"drawrect\";break;case\"circle\":a=\"drawcircle\";break;case\"line\":a=\"drawline\";break;case\"path\":var l=o[s].path||\"\";a=\"Z\"===l[l.length-1]?\"drawclosedpath\":\"drawopenpath\"}}var u=w(t,e,a);g(r);for(var c=e.editHelpers,f=(c||{}).modifyItem,h=[],p=0;p<o.length;p++){var d=r._fullLayout.shapes[p];if(h[p]=d._input,void 0!==n&&p===r._fullLayout._activeShapeIndex){var v=u;switch(d.type){case\"line\":case\"rect\":case\"circle\":f(\"x0\",v.x0),f(\"x1\",v.x1),f(\"y0\",v.y0),f(\"y1\",v.y1);break;case\"path\":f(\"path\",v.path)}}}return void 0===n?(h.push(u),h):c?c.getUpdateObj():{}}},createShapeObj:w}},51873:function(t){\"use strict\";t.exports={clearOutlineControllers:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".outline-controllers\").remove()},clearOutline:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".select-outline\").remove(),t._fullLayout._outlining=!1}}},30477:function(t,e,r){\"use strict\";var n=r(21459),i=r(71828),a=r(89298);e.rangeToShapePosition=function(t){return\"log\"===t.type?t.r2d:function(t){return t}},e.shapePositionToRange=function(t){return\"log\"===t.type?t.d2r:function(t){return t}},e.decodeDate=function(t){return function(e){return e.replace&&(e=e.replace(\"_\",\" \")),t(e)}},e.encodeDate=function(t){return function(e){return t(e).replace(\" \",\"_\")}},e.extractPathCoords=function(t,e,r){var a=[];return t.match(n.segmentRE).forEach((function(t){var o=e[t.charAt(0)].drawn;if(void 0!==o){var s=t.substr(1).match(n.paramRE);if(s&&!(s.length<o)){var l=s[o],u=r?l:i.cleanNumber(l);a.push(u)}}})),a},e.getDataToPixel=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){return r._length*(n?1-t:t)+r._offset};else{var s=e.shapePositionToRange(r);a=function(t){return r._offset+r.r2p(s(t,!0))},\"date\"===r.type&&(a=e.decodeDate(a))}else a=n?function(t){return o.t+o.h*(1-t)}:function(t){return o.l+o.w*t};return a},e.getPixelToData=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){var e=(t-r._offset)/r._length;return n?1-e:e};else{var s=e.rangeToShapePosition(r);a=function(t){return s(r.p2r(t-r._offset))}}else a=n?function(t){return 1-(t-o.t)/o.h}:function(t){return(t-o.l)/o.w};return a},e.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n},e.makeShapesOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.shapes[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&\"paper\"!==r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&\"paper\"!==r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),n.xsizemode=r.xsizemode,n.ysizemode=r.ysizemode,n.xanchor=r.xanchor,n.yanchor=r.yanchor,{options:r,plotinfo:n}},e.makeSelectionsOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.selections[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),{options:r,plotinfo:n}},e.getPathString=function(t,r){var o,s,l,u,c,f,h,p,d=r.type,v=a.getRefType(r.xref),g=a.getRefType(r.yref),y=a.getFromId(t,r.xref),m=a.getFromId(t,r.yref),x=t._fullLayout._size;if(y?\"domain\"===v?s=function(t){return y._offset+y._length*t}:(o=e.shapePositionToRange(y),s=function(t){return y._offset+y.r2p(o(t,!0))}):s=function(t){return x.l+x.w*t},m?\"domain\"===g?u=function(t){return m._offset+m._length*(1-t)}:(l=e.shapePositionToRange(m),u=function(t){return m._offset+m.r2p(l(t,!0))}):u=function(t){return x.t+x.h*(1-t)},\"path\"===d)return y&&\"date\"===y.type&&(s=e.decodeDate(s)),m&&\"date\"===m.type&&(u=e.decodeDate(u)),function(t,e,r){var a=t.path,o=t.xsizemode,s=t.ysizemode,l=t.xanchor,u=t.yanchor;return a.replace(n.segmentRE,(function(t){var a=0,c=t.charAt(0),f=n.paramIsX[c],h=n.paramIsY[c],p=n.numParams[c],d=t.substr(1).replace(n.paramRE,(function(t){return f[a]?t=\"pixel\"===o?e(l)+Number(t):e(t):h[a]&&(t=\"pixel\"===s?r(u)-Number(t):r(t)),++a>p&&(t=\"X\"),t}));return a>p&&(d=d.replace(/[\\s,]*X.*/,\"\"),i.log(\"Ignoring extra params in segment \"+t)),c+d}))}(r,s,u);if(\"pixel\"===r.xsizemode){var b=s(r.xanchor);c=b+r.x0,f=b+r.x1}else c=s(r.x0),f=s(r.x1);if(\"pixel\"===r.ysizemode){var _=u(r.yanchor);h=_-r.y0,p=_-r.y1}else h=u(r.y0),p=u(r.y1);if(\"line\"===d)return\"M\"+c+\",\"+h+\"L\"+f+\",\"+p;if(\"rect\"===d)return\"M\"+c+\",\"+h+\"H\"+f+\"V\"+p+\"H\"+c+\"Z\";var w=(c+f)/2,T=(h+p)/2,k=Math.abs(w-c),A=Math.abs(T-h),M=\"A\"+k+\",\"+A,S=w+k+\",\"+T;return\"M\"+S+M+\" 0 1,1 \"+w+\",\"+(T-A)+M+\" 0 0,1 \"+S+\"Z\"}},89853:function(t,e,r){\"use strict\";var n=r(34031);t.exports={moduleType:\"component\",name:\"shapes\",layoutAttributes:r(89827),supplyLayoutDefaults:r(84726),supplyDrawNewShapeDefaults:r(45547),includeBasePlot:r(76325)(\"shapes\"),calcAutorange:r(5627),draw:n.draw,drawOne:n.drawOne}},37281:function(t){\"use strict\";function e(t,e){return e?e.d2l(t):t}function r(t,e){return e?e.l2d(t):t}function n(t,r){return e(t.x1,r)-e(t.x0,r)}function i(t,r,n){return e(t.y1,n)-e(t.y0,n)}t.exports={x0:function(t){return t.x0},x1:function(t){return t.x1},y0:function(t){return t.y0},y1:function(t){return t.y1},slope:function(t,e,r){return\"line\"!==t.type?void 0:i(t,0,r)/n(t,e)},dx:n,dy:i,width:function(t,e){return Math.abs(n(t,e))},height:function(t,e,r){return Math.abs(i(t,0,r))},length:function(t,e,r){return\"line\"!==t.type?void 0:Math.sqrt(Math.pow(n(t,e),2)+Math.pow(i(t,0,r),2))},xcenter:function(t,n){return r((e(t.x1,n)+e(t.x0,n))/2,n)},ycenter:function(t,n,i){return r((e(t.y1,i)+e(t.y0,i))/2,i)}}},75067:function(t,e,r){\"use 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n=r(41940),i=r(35025),a=r(1426).extendDeepAll,o=r(30962).overrideAll,s=r(85594),l=r(44467).templatedArray,u=r(98292),c=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}});t.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:c,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:u.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:u.railBgColor},bordercolor:{valType:\"color\",dflt:u.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:u.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:u.tickLength},tickcolor:{valType:\"color\",dflt:u.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:u.minorTickLength}}),\"arraydraw\",\"from-root\")},98292:function(t){\"use 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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\")}}t.exports=function(t,e){i(t,e,{name:o,handleItemDefaults:l})}},44504:function(t,e,r){\"use strict\";var n=r(39898),i=r(74875),a=r(7901),o=r(91424),s=r(71828),l=s.strTranslate,u=r(63893),c=r(44467).arrayEditor,f=r(98292),h=r(18783),p=h.LINE_SPACING,d=h.FROM_TL,v=h.FROM_BR;function g(t){return f.autoMarginIdRoot+t._index}function y(t){return t._index}function m(t,e){var r=o.tester.selectAll(\"g.\"+f.labelGroupClass).data(e._visibleSteps);r.enter().append(\"g\").classed(f.labelGroupClass,!0);var a=0,l=0;r.each((function(t){var r=_(n.select(this),{step:t},e).node();if(r){var i=o.bBox(r);l=Math.max(l,i.height),a=Math.max(a,i.width)}})),r.remove();var c=e._dims={};c.inputAreaWidth=Math.max(f.railWidth,f.gripHeight);var h=t._fullLayout._size;c.lx=h.l+h.w*e.x,c.ly=h.t+h.h*(1-e.y),\"fraction\"===e.lenmode?c.outerLength=Math.round(h.w*e.len):c.outerLength=e.len,c.inputAreaStart=0,c.inputAreaLength=Math.round(c.outerLength-e.pad.l-e.pad.r);var p=(c.inputAreaLength-2*f.stepInset)/(e._stepCount-1),y=a+f.labelPadding;if(c.labelStride=Math.max(1,Math.ceil(y/p)),c.labelHeight=l,c.currentValueMaxWidth=0,c.currentValueHeight=0,c.currentValueTotalHeight=0,c.currentValueMaxLines=1,e.currentvalue.visible){var m=o.tester.append(\"g\");r.each((function(t){var r=x(m,e,t.label),n=r.node()&&o.bBox(r.node())||{width:0,height:0},i=u.lineCount(r);c.currentValueMaxWidth=Math.max(c.currentValueMaxWidth,Math.ceil(n.width)),c.currentValueHeight=Math.max(c.currentValueHeight,Math.ceil(n.height)),c.currentValueMaxLines=Math.max(c.currentValueMaxLines,i)})),c.currentValueTotalHeight=c.currentValueHeight+e.currentvalue.offset,m.remove()}c.height=c.currentValueTotalHeight+f.tickOffset+e.ticklen+f.labelOffset+c.labelHeight+e.pad.t+e.pad.b;var b=\"left\";s.isRightAnchor(e)&&(c.lx-=c.outerLength,b=\"right\"),s.isCenterAnchor(e)&&(c.lx-=c.outerLength/2,b=\"center\");var w=\"top\";s.isBottomAnchor(e)&&(c.ly-=c.height,w=\"bottom\"),s.isMiddleAnchor(e)&&(c.ly-=c.height/2,w=\"middle\"),c.outerLength=Math.ceil(c.outerLength),c.height=Math.ceil(c.height),c.lx=Math.round(c.lx),c.ly=Math.round(c.ly);var T={y:e.y,b:c.height*v[w],t:c.height*d[w]};\"fraction\"===e.lenmode?(T.l=0,T.xl=e.x-e.len*d[b],T.r=0,T.xr=e.x+e.len*v[b]):(T.x=e.x,T.l=c.outerLength*d[b],T.r=c.outerLength*v[b]),i.autoMargin(t,g(e),T)}function x(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-f.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=f.currentValueInset,i=\"left\"}var l=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":i,\"data-notex\":1})})),c=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)c+=r;else{var h=e.steps[e.active].label,d=e._gd._fullLayout._meta;d&&(h=s.templateString(h,d)),c+=h}e.currentvalue.suffix&&(c+=e.currentvalue.suffix),l.call(o.font,e.currentvalue.font).text(c).call(u.convertToTspans,e._gd);var v=u.lineCount(l),g=(a.currentValueMaxLines+1-v)*e.currentvalue.font.size*p;return 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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,f.name,r).applyUpdate(\"active\",n);var l=r.steps[r.active];e.call(S,r,o),e.call(x,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){if(!e._context.staticPlot){var i=r.node(),o=n.select(e);t.on(\"mousedown\",l),t.on(\"touchstart\",l)}function s(){return r.data()[0]}function l(){var t=s();e.emit(\"plotly_sliderstart\",{slider:t});var l=r.select(\".\"+f.gripRectClass);n.event.stopPropagation(),n.event.preventDefault(),l.call(a.fill,t.activebgcolor);var u=L(t,n.mouse(i)[0]);function c(){var t=s(),a=L(t,n.mouse(i)[0]);T(e,r,t,a,!1)}function h(){var t=s();t._dragging=!1,l.call(a.fill,t.bgcolor),o.on(\"mouseup\",null),o.on(\"mousemove\",null),o.on(\"touchend\",null),o.on(\"touchmove\",null),e.emit(\"plotly_sliderend\",{slider:t,step:t.steps[t.active]})}T(e,r,t,u,!0),t._dragging=!0,o.on(\"mousemove\",c),o.on(\"touchmove\",c),o.on(\"mouseup\",h),o.on(\"touchend\",h)}}function M(t,e){var r=t.selectAll(\"rect.\"+f.tickRectClass).data(e._visibleSteps),i=e._dims;r.enter().append(\"rect\").classed(f.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,E(e,r/(e._stepCount-1))-.5*e.tickwidth,(s?f.tickOffset:f.minorTickOffset)+i.currentValueTotalHeight)}))}function S(t,e,r){for(var n=t.select(\"rect.\"+f.gripRectClass),i=0,a=0;a<e._stepCount;a++)if(e._visibleSteps[a]._index===e.active){i=a;break}var o=E(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\",l(o-.5*f.gripWidth,e._dims.currentValueTotalHeight))}}function E(t,e){var r=t._dims;return r.inputAreaStart+f.stepInset+(r.inputAreaLength-2*f.stepInset)*Math.min(1,Math.max(0,e))}function L(t,e){var r=t._dims;return Math.min(1,Math.max(0,(e-f.stepInset-r.inputAreaStart)/(r.inputAreaLength-2*f.stepInset-2*r.inputAreaStart)))}function C(t,e,r){var 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s(t,e,r){this.gd=t,this.container=e,this.id=r,this.position=null,this.translateX=null,this.translateY=null,this.hbar=null,this.vbar=null,this.bg=this.container.selectAll(\"rect.scrollbox-bg\").data([0]),this.bg.exit().on(\".drag\",null).on(\"wheel\",null).remove(),this.bg.enter().append(\"rect\").classed(\"scrollbox-bg\",!0).style(\"pointer-events\",\"all\").attr({opacity:0,x:0,y:0,width:0,height:0})}s.barWidth=2,s.barLength=20,s.barRadius=2,s.barPad=1,s.barColor=\"#808BA4\",s.prototype.enable=function(t,e,r){var o=this.gd._fullLayout,l=o.width,u=o.height;this.position=t;var c,f,h,p,d=this.position.l,v=this.position.w,g=this.position.t,y=this.position.h,m=this.position.direction,x=\"down\"===m,b=\"left\"===m,_=\"up\"===m,w=v,T=y;x||b||\"right\"===m||_||(this.position.direction=\"down\",x=!0),x||_?(f=(c=d)+w,x?(h=g,T=(p=Math.min(h+T,u))-h):T=(p=g+T)-(h=Math.max(p-T,0))):(p=(h=g)+T,b?w=(f=d+w)-(c=Math.max(f-w,0)):(c=d,w=(f=Math.min(c+w,l))-c)),this._box={l:c,t:h,w:w,h:T};var k=v>w,A=s.barLength+2*s.barPad,M=s.barWidth+2*s.barPad,S=d,E=g+y;E+M>u&&(E=u-M);var L=this.container.selectAll(\"rect.scrollbar-horizontal\").data(k?[0]:[]);L.exit().on(\".drag\",null).remove(),L.enter().append(\"rect\").classed(\"scrollbar-horizontal\",!0).call(i.fill,s.barColor),k?(this.hbar=L.attr({rx:s.barRadius,ry:s.barRadius,x:S,y:E,width:A,height:M}),this._hbarXMin=S+A/2,this._hbarTranslateMax=w-A):(delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax);var C=y>T,P=s.barWidth+2*s.barPad,O=s.barLength+2*s.barPad,I=d+v,D=g;I+P>l&&(I=l-P);var z=this.container.selectAll(\"rect.scrollbar-vertical\").data(C?[0]:[]);z.exit().on(\".drag\",null).remove(),z.enter().append(\"rect\").classed(\"scrollbar-vertical\",!0).call(i.fill,s.barColor),C?(this.vbar=z.attr({rx:s.barRadius,ry:s.barRadius,x:I,y:D,width:P,height:O}),this._vbarYMin=D+O/2,this._vbarTranslateMax=T-O):(delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax);var R=this.id,F=c-.5,B=C?f+P+.5:f+.5,N=h-.5,j=k?p+M+.5:p+.5,U=o._topdefs.selectAll(\"#\"+R).data(k||C?[0]:[]);if(U.exit().remove(),U.enter().append(\"clipPath\").attr(\"id\",R).append(\"rect\"),k||C?(this._clipRect=U.select(\"rect\").attr({x:Math.floor(F),y:Math.floor(N),width:Math.ceil(B)-Math.floor(F),height:Math.ceil(j)-Math.floor(N)}),this.container.call(a.setClipUrl,R,this.gd),this.bg.attr({x:d,y:g,width:v,height:y})):(this.bg.attr({width:0,height:0}),this.container.on(\"wheel\",null).on(\".drag\",null).call(a.setClipUrl,null),delete this._clipRect),k||C){var V=n.behavior.drag().on(\"dragstart\",(function(){n.event.sourceEvent.preventDefault()})).on(\"drag\",this._onBoxDrag.bind(this));this.container.on(\"wheel\",null).on(\"wheel\",this._onBoxWheel.bind(this)).on(\".drag\",null).call(V);var H=n.behavior.drag().on(\"dragstart\",(function(){n.event.sourceEvent.preventDefault(),n.event.sourceEvent.stopPropagation()})).on(\"drag\",this._onBarDrag.bind(this));k&&this.hbar.on(\".drag\",null).call(H),C&&this.vbar.on(\".drag\",null).call(H)}this.setTranslate(e,r)},s.prototype.disable=function(){(this.hbar||this.vbar)&&(this.bg.attr({width:0,height:0}),this.container.on(\"wheel\",null).on(\".drag\",null).call(a.setClipUrl,null),delete this._clipRect),this.hbar&&(this.hbar.on(\".drag\",null),this.hbar.remove(),delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax),this.vbar&&(this.vbar.on(\".drag\",null),this.vbar.remove(),delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax)},s.prototype._onBoxDrag=function(){var t=this.translateX,e=this.translateY;this.hbar&&(t-=n.event.dx),this.vbar&&(e-=n.event.dy),this.setTranslate(t,e)},s.prototype._onBoxWheel=function(){var 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z=!D;D?(t._dtickInit=t.dtick,t._tick0Init=t.tick0):(t.minor._dtickInit=t.minor.dtick,t.minor._tick0Init=t.minor.tick0);var R=D?t:s.extendFlat({},t,t.minor);if(z?q.prepMinorTicks(R,t,e):q.prepTicks(R,e),\"array\"!==R.tickmode)if(\"sync\"!==R.tickmode){var F=K(c),B=F[0],N=F[1],j=i(R.dtick),U=\"log\"===a&&!(j||\"L\"===R.dtick.charAt(0)),V=q.tickFirst(R,e);if(D){if(t._tmin=V,V<B!==f)break;\"category\"!==a&&\"multicategory\"!==a||(N=f?Math.max(-.5,N):Math.min(t._categories.length-.5,N))}var H,G,Z=null,Y=V;D&&(j?G=t.dtick:\"date\"===a?\"string\"==typeof t.dtick&&\"M\"===t.dtick.charAt(0)&&(G=T*t.dtick.substring(1)):G=t._roughDTick,H=Math.round((t.r2l(Y)-t.r2l(t.tick0))/G)-1);var W=R.dtick;for(R.rangebreaks&&R._tick0Init!==R.tick0&&(Y=zt(Y,t),f||(Y=q.tickIncrement(Y,W,!f,o))),D&&u&&(Y=q.tickIncrement(Y,W,!f,o),H--);f?Y>=N:Y<=N;Y=q.tickIncrement(Y,W,f,o)){if(D&&H++,R.rangebreaks&&!f){if(Y<B)continue;if(R.maskBreaks(Y)===O&&zt(Y,R)>=p)break}if(C.length>d||Y===Z)break;Z=Y;var 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L=(v+.5)/84;e.maskBreaks(i*(1-L)+L*p)!==O&&d++}(h*=d/84)||(t[n].drop=!0),s&&c>A&&(h=c)}(h>0||0===n)&&(t[n].periodX=i+h/2)}}(C,t,t._definedDelta),t.rangebreaks){var it=\"y\"===t._id.charAt(0),st=1;\"auto\"===t.tickmode&&(st=t.tickfont?t.tickfont.size:12);var lt=NaN;for(r=C.length-1;r>-1;r--)if(C[r].drop)C.splice(r,1);else{C[r].value=zt(C[r].value,t);var ut=t.c2p(C[r].value);(it?lt>ut-st:lt<ut+st)?C.splice(f?r+1:r,1):lt=ut}}Dt(t)&&360===Math.abs(c[1]-c[0])&&C.pop(),t._tmax=(C[C.length-1]||{}).value,t._prevDateHead=\"\",t._inCalcTicks=!0;var ct,ft,ht=function(e){e.text=\"\",t._prevDateHead=n};for(C=C.concat(P),r=0;r<C.length;r++){var pt=C[r].minor,dt=C[r].value;pt?L.push({x:dt,minor:!0}):(n=t._prevDateHead,ct=q.tickText(t,dt,!1,C[r].simpleLabel),void 0!==(ft=C[r].periodX)&&(ct.periodX=ft,(ft>p||ft<h)&&(ft>p&&(ct.periodX=p),ft<h&&(ct.periodX=h),ht(ct))),C[r].skipLabel&&ht(ct),v.push(ct))}return v=v.concat(L),t._inCalcTicks=!1,u&&v.length&&(v[0].noTick=!0),v};var st=[2,5,10],lt=[1,2,3,6,12],ut=[1,2,5,10,15,30],ct=[1,2,3,7,14],ft=[-.046,0,.301,.477,.602,.699,.778,.845,.903,.954,1],ht=[-.301,0,.301,.699,1],pt=[15,30,45,90,180];function dt(t,e,r){return e*s.roundUp(t/e,r)}function vt(t){var e=t.dtick;if(t._tickexponent=0,i(e)||\"string\"==typeof e||(e=1),\"category\"!==t.type&&\"multicategory\"!==t.type||(t._tickround=null),\"date\"===t.type){var r=t.r2l(t.tick0),n=t.l2r(r).replace(/(^-|i)/g,\"\"),a=n.length;if(\"M\"===String(e).charAt(0))a>10||\"01-01\"!==n.substr(5)?t._tickround=\"d\":t._tickround=+e.substr(1)%12==0?\"y\":\"m\";else if(e>=M&&a<=10||e>=15*M)t._tickround=\"d\";else if(e>=L&&a<=16||e>=E)t._tickround=\"M\";else if(e>=C&&a<=19||e>=L)t._tickround=\"S\";else{var o=t.l2r(r+e).replace(/^-/,\"\").length;t._tickround=Math.max(a,o)-20,t._tickround<0&&(t._tickround=4)}}else if(i(e)||\"L\"===e.charAt(0)){var s=t.range.map(t.r2d||Number);i(e)||(e=Number(e.substr(1))),t._tickround=2-Math.floor(Math.log(e)/Math.LN10+.01);var l=Math.max(Math.abs(s[0]),Math.abs(s[1])),u=Math.floor(Math.log(l)/Math.LN10+.01),c=void 0===t.minexponent?3:t.minexponent;Math.abs(u)>c&&(mt(t.exponentformat)&&!xt(u)?t._tickexponent=3*Math.round((u-1)/3):t._tickexponent=u)}else t._tickround=null}function gt(t,e,r){var n=t.tickfont||{};return{x:e,dx:0,dy:0,text:r||\"\",fontSize:n.size,font:n.family,fontColor:n.color}}q.autoTicks=function(t,e,r){var n;function a(t){return Math.pow(t,Math.floor(Math.log(e)/Math.LN10))}if(\"date\"===t.type){t.tick0=s.dateTick0(t.calendar,0);var o=2*e;if(o>y)e/=y,n=a(10),t.dtick=\"M\"+12*dt(e,n,st);else if(o>T)e/=T,t.dtick=\"M\"+dt(e,1,lt);else if(o>M){if(t.dtick=dt(e,M,t._hasDayOfWeekBreaks?[1,2,7,14]:ct),!r){var l=q.getTickFormat(t),u=\"period\"===t.ticklabelmode;u&&(t._rawTick0=t.tick0),/%[uVW]/.test(l)?t.tick0=s.dateTick0(t.calendar,2):t.tick0=s.dateTick0(t.calendar,1),u&&(t._dowTick0=t.tick0)}}else o>E?t.dtick=dt(e,E,lt):o>L?t.dtick=dt(e,L,ut):o>C?t.dtick=dt(e,C,ut):(n=a(10),t.dtick=dt(e,n,st))}else if(\"log\"===t.type){t.tick0=0;var c=s.simpleMap(t.range,t.r2l);if(t._isMinor&&(e*=1.5),e>.7)t.dtick=Math.ceil(e);else if(Math.abs(c[1]-c[0])<1){var f=1.5*Math.abs((c[1]-c[0])/e);e=Math.abs(Math.pow(10,c[1])-Math.pow(10,c[0]))/f,n=a(10),t.dtick=\"L\"+dt(e,n,st)}else t.dtick=e>.3?\"D2\":\"D1\"}else\"category\"===t.type||\"multicategory\"===t.type?(t.tick0=0,t.dtick=Math.ceil(Math.max(e,1))):Dt(t)?(t.tick0=0,n=1,t.dtick=dt(e,n,pt)):(t.tick0=0,n=a(10),t.dtick=dt(e,n,st));if(0===t.dtick&&(t.dtick=1),!i(t.dtick)&&\"string\"!=typeof t.dtick){var h=t.dtick;throw t.dtick=1,\"ax.dtick error: \"+String(h)}},q.tickIncrement=function(t,e,r,a){var o=r?-1:1;if(i(e))return s.increment(t,o*e);var l=e.charAt(0),u=o*Number(e.substr(1));if(\"M\"===l)return s.incrementMonth(t,u,a);if(\"L\"===l)return Math.log(Math.pow(10,t)+u)/Math.LN10;if(\"D\"===l){var c=\"D2\"===e?ht:ft,f=t+.01*o,h=s.roundUp(s.mod(f,1),c,r);return Math.floor(f)+Math.log(n.round(Math.pow(10,h),1))/Math.LN10}throw\"unrecognized dtick 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d=String(e.text).charAt(0);\"0\"!==d&&\"1\"!==d||(\"y\"===t._id.charAt(0)?e.dx-=e.fontSize/4:(e.dy+=e.fontSize/2,e.dx+=(t.range[1]>t.range[0]?1:-1)*e.fontSize*(l<0?.5:.25)))}}(t,o,0,u,v):\"category\"===c?function(t,e){var r=t._categories[Math.round(e.x)];void 0===r&&(r=\"\"),e.text=String(r)}(t,o):\"multicategory\"===c?function(t,e,r){var n=Math.round(e.x),i=t._categories[n]||[],a=void 0===i[1]?\"\":String(i[1]),o=void 0===i[0]?\"\":String(i[0]);r?e.text=o+\" - \"+a:(e.text=a,e.text2=o)}(t,o,r):Dt(t)?function(t,e,r,n,i){if(\"radians\"!==t.thetaunit||r)e.text=bt(e.x,t,i,n);else{var a=e.x/180;if(0===a)e.text=\"0\";else{var o=function(t){function e(t,e){return Math.abs(t-e)<=1e-6}var r=function(t){for(var r=1;!e(Math.round(t*r)/r,t);)r*=10;return r}(t),n=t*r,i=Math.abs(function t(r,n){return e(n,0)?r:t(n,r%n)}(n,r));return[Math.round(n/i),Math.round(r/i)]}(a);if(o[1]>=100)e.text=bt(s.deg2rad(e.x),t,i,n);else{var 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t.append(\"path\").attr(\"class\",\"zoombox\").style({fill:e>.2?\"rgba(0,0,0,0)\":\"rgba(255,255,255,0)\",\"stroke-width\":0}).attr(\"transform\",u(r,n)).attr(\"d\",i+\"Z\")}function j(t,e,r){return t.append(\"path\").attr(\"class\",\"zoombox-corners\").style({fill:f.background,stroke:f.defaultLine,\"stroke-width\":1,opacity:0}).attr(\"transform\",u(e,r)).attr(\"d\",\"M0,0Z\")}function U(t,e,r,n,i,a){t.attr(\"d\",n+\"M\"+r.l+\",\"+r.t+\"v\"+r.h+\"h\"+r.w+\"v-\"+r.h+\"h-\"+r.w+\"Z\"),V(t,e,i,a)}function V(t,e,r,n){r||(t.transition().style(\"fill\",n>.2?\"rgba(0,0,0,0.4)\":\"rgba(255,255,255,0.3)\").duration(200),e.transition().style(\"opacity\",1).duration(200))}function H(t){n.select(t).selectAll(\".zoombox,.js-zoombox-backdrop,.js-zoombox-menu,.zoombox-corners\").remove()}function q(t){O&&t.data&&t._context.showTips&&(i.notifier(i._(t,\"Double-click to zoom back out\"),\"long\"),O=!1)}function G(t){var e=Math.floor(Math.min(t.b-t.t,t.r-t.l,P)/2);return\"M\"+(t.l-3.5)+\",\"+(t.t-.5+e)+\"h3v\"+-e+\"h\"+e+\"v-3h-\"+(e+3)+\"ZM\"+(t.r+3.5)+\",\"+(t.t-.5+e)+\"h-3v\"+-e+\"h\"+-e+\"v-3h\"+(e+3)+\"ZM\"+(t.r+3.5)+\",\"+(t.b+.5-e)+\"h-3v\"+e+\"h\"+-e+\"v3h\"+(e+3)+\"ZM\"+(t.l-3.5)+\",\"+(t.b+.5-e)+\"h3v\"+e+\"h\"+e+\"v3h-\"+(e+3)+\"Z\"}function Z(t,e,r,n,a){for(var o,s,l,u,c=!1,f={},h={},p=(a||{}).xaHash,d=(a||{}).yaHash,v=0;v<e.length;v++){var g=e[v];for(o in r)if(g[o]){for(l in g)a&&(p[l]||d[l])||(\"x\"===l.charAt(0)?r:n)[l]||(f[l]=o);for(s in n)a&&(p[s]||d[s])||!g[s]||(c=!0)}for(s in n)if(g[s])for(u in g)a&&(p[u]||d[u])||(\"x\"===u.charAt(0)?r:n)[u]||(h[u]=s)}c&&(i.extendFlat(f,h),h={});var y={},m=[];for(l in f){var x=k(t,l);m.push(x),y[x._id]=x}var b={},_=[];for(u in h){var w=k(t,u);_.push(w),b[w._id]=w}return{xaHash:y,yaHash:b,xaxes:m,yaxes:_,xLinks:f,yLinks:h,isSubplotConstrained:c}}function Y(t,e){if(s){var r=void 0!==t.onwheel?\"wheel\":\"mousewheel\";t._onwheel&&t.removeEventListener(r,t._onwheel),t._onwheel=e,t.addEventListener(r,e,{passive:!1})}else void 0!==t.onwheel?t.onwheel=e:void 0!==t.onmousewheel?t.onmousewheel=e:t.isAddedWheelEvent||(t.isAddedWheelEvent=!0,t.addEventListener(\"wheel\",e,{passive:!1}))}function W(t){var e=[];for(var r in t)e.push(t[r]);return e}t.exports={makeDragBox:function(t,e,r,s,u,f,v,y){var O,I,V,X,J,K,$,Q,tt,et,rt,nt,it,at,ot,st,lt,ut,ct,ft,ht,pt,dt,vt=t._fullLayout._zoomlayer,gt=v+y===\"nsew\",yt=1===(v+y).length;function mt(){if(O=e.xaxis,I=e.yaxis,tt=O._length,et=I._length,$=O._offset,Q=I._offset,(V={})[O._id]=O,(X={})[I._id]=I,v&&y)for(var r=e.overlays,n=0;n<r.length;n++){var i=r[n].xaxis;V[i._id]=i;var a=r[n].yaxis;X[a._id]=a}J=W(V),K=W(X),it=z(J,y),at=z(K,v),ot=!at&&!it,nt=Z(t,t._fullLayout._axisMatchGroups,V,X);var o=(rt=Z(t,t._fullLayout._axisConstraintGroups,V,X,nt)).isSubplotConstrained||nt.isSubplotConstrained;st=y||o,lt=v||o;var s=t._fullLayout;ut=s._has(\"scattergl\"),ct=s._has(\"splom\"),ft=s._has(\"svg\")}r+=e.yaxis._shift,mt();var xt=function(t,e,r){return t?\"nsew\"===t?r?\"\":\"pan\"===e?\"move\":\"crosshair\":t.toLowerCase()+\"-resize\":\"pointer\"}(at+it,t._fullLayout.dragmode,gt),bt=D(e,v+y+\"drag\",xt,r,s,u,f);if(ot&&!gt)return bt.onmousedown=null,bt.style.pointerEvents=\"none\",bt;var _t,wt,Tt,kt,At,Mt,St,Et,Lt,Ct,Pt={element:bt,gd:t,plotinfo:e};function Ot(){Pt.plotinfo.selection=!1,M(t)}function It(t,r){var i=Pt.gd;if(i._fullLayout._activeShapeIndex>=0)i._fullLayout._deactivateShape(i);else{var o=i._fullLayout.clickmode;if(H(i),2!==t||yt||qt(),gt)o.indexOf(\"select\")>-1&&S(r,i,J,K,e.id,Pt),o.indexOf(\"event\")>-1&&p.click(i,r,e.id);else if(1===t&&yt){var s=v?I:O,u=\"s\"===v||\"w\"===y?0:1,f=s._name+\".range[\"+u+\"]\",h=function(t,e){var r,n=t.range[e],i=Math.abs(n-t.range[1-e]);return\"date\"===t.type?n:\"log\"===t.type?(r=Math.ceil(Math.max(0,-Math.log(i)/Math.LN10))+3,a(\".\"+r+\"g\")(Math.pow(10,n))):(r=Math.floor(Math.log(Math.abs(n))/Math.LN10)-Math.floor(Math.log(i)/Math.LN10)+4,a(\".\"+String(r)+\"g\")(n))}(s,u),d=\"left\",g=\"middle\";if(s.fixedrange)return;v?(g=\"n\"===v?\"top\":\"bottom\",\"right\"===s.side&&(d=\"right\")):\"e\"===y&&(d=\"right\"),i._context.showAxisRangeEntryBoxes&&n.select(bt).call(c.makeEditable,{gd:i,immediate:!0,background:i._fullLayout.paper_bgcolor,text:String(h),fill:s.tickfont?s.tickfont.color:\"#444\",horizontalAlign:d,verticalAlign:g}).on(\"edit\",(function(t){var e=s.d2r(t);void 0!==e&&l.call(\"_guiRelayout\",i,f,e)}))}}}function Dt(e,r){if(t._transitioningWithDuration)return!1;var n=Math.max(0,Math.min(tt,pt*e+_t)),i=Math.max(0,Math.min(et,dt*r+wt)),a=Math.abs(n-_t),o=Math.abs(i-wt);function s(){St=\"\",Tt.r=Tt.l,Tt.t=Tt.b,Lt.attr(\"d\",\"M0,0Z\")}if(Tt.l=Math.min(_t,n),Tt.r=Math.max(_t,n),Tt.t=Math.min(wt,i),Tt.b=Math.max(wt,i),rt.isSubplotConstrained)a>P||o>P?(St=\"xy\",a/tt>o/et?(o=a*et/tt,wt>i?Tt.t=wt-o:Tt.b=wt+o):(a=o*tt/et,_t>n?Tt.l=_t-a:Tt.r=_t+a),Lt.attr(\"d\",G(Tt))):s();else if(nt.isSubplotConstrained)if(a>P||o>P){St=\"xy\";var l=Math.min(Tt.l/tt,(et-Tt.b)/et),u=Math.max(Tt.r/tt,(et-Tt.t)/et);Tt.l=l*tt,Tt.r=u*tt,Tt.b=(1-l)*et,Tt.t=(1-u)*et,Lt.attr(\"d\",G(Tt))}else 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a=Pt.dragmode,s=t._fullLayout.dragmode;s!==a&&(Pt.dragmode=s),mt(),pt=t._fullLayout._invScaleX,dt=t._fullLayout._invScaleY,ot||(gt?e.shiftKey?\"pan\"===s?s=\"zoom\":m(s)||(s=\"pan\"):e.ctrlKey&&(s=\"pan\"):s=\"pan\"),x(s)?Pt.minDrag=1:Pt.minDrag=void 0,m(s)?(Pt.xaxes=J,Pt.yaxes=K,A(e,r,n,Pt,s)):(Pt.clickFn=It,m(a)&&Ot(),ot||(\"zoom\"===s?(Pt.moveFn=Dt,Pt.doneFn=Rt,Pt.minDrag=1,function(e,r,n){var a=bt.getBoundingClientRect();_t=r-a.left,wt=n-a.top,t._fullLayout._calcInverseTransform(t);var s=i.apply3DTransform(t._fullLayout._invTransform)(_t,wt);_t=s[0],wt=s[1],Tt={l:_t,r:_t,w:0,t:wt,b:wt,h:0},kt=t._hmpixcount?t._hmlumcount/t._hmpixcount:o(t._fullLayout.plot_bgcolor).getLuminance(),Mt=!1,St=\"xy\",Ct=!1,Et=N(vt,kt,$,Q,At=\"M0,0H\"+tt+\"V\"+et+\"H0V0\"),Lt=j(vt,$,Q)}(0,r,n)):\"pan\"===s&&(Pt.moveFn=Ut,Pt.doneFn=Gt))),t._fullLayout._redrag=function(){var e=t._dragdata;if(e&&e.element===bt){var r=t._fullLayout.dragmode;m(r)||(mt(),Zt([0,0,tt,et]),Pt.moveFn(e.dx,e.dy))}}},g.init(Pt);var Ft=[0,0,tt,et],Bt=null,Nt=L.REDRAWDELAY,jt=e.mainplot?t._fullLayout._plots[e.mainplot]:e;function Ut(e,r){if(e*=pt,r*=dt,!t._transitioningWithDuration){if(t._fullLayout._replotting=!0,\"ew\"===it||\"ns\"===at){var n=it?-e:0,i=at?-r:0;if(nt.isSubplotConstrained){if(it&&at){var a=(e/tt-r/et)/2;n=-(e=a*tt),i=-(r=-a*et)}at?n=-i*tt/et:i=-n*et/tt}return it&&(F(J,e),Vt(\"x\")),at&&(F(K,r),Vt(\"y\")),Zt([n,i,tt,et]),Ht(),void t.emit(\"plotly_relayouting\",ht)}var o,s,l=\"w\"===it==(\"n\"===at)?1:-1;if(it&&at&&(rt.isSubplotConstrained||nt.isSubplotConstrained)){var u=(e/tt+l*r/et)/2;e=u*tt,r=l*u*et}if(\"w\"===it?e=p(J,0,e):\"e\"===it?e=p(J,1,-e):it||(e=0),\"n\"===at?r=p(K,1,r):\"s\"===at?r=p(K,0,-r):at||(r=0),o=\"w\"===it?e:0,s=\"n\"===at?r:0,rt.isSubplotConstrained&&!nt.isSubplotConstrained||nt.isSubplotConstrained&&it&&at&&l>0){var c;if(nt.isSubplotConstrained||!it&&1===at.length){for(c=0;c<J.length;c++)J[c].range=J[c]._r.slice(),E(J[c],1-r/et);o=(e=r*tt/et)/2}if(nt.isSubplotConstrained||!at&&1===it.length){for(c=0;c<K.length;c++)K[c].range=K[c]._r.slice(),E(K[c],1-e/tt);s=(r=e*et/tt)/2}}nt.isSubplotConstrained&&at||Vt(\"x\"),nt.isSubplotConstrained&&it||Vt(\"y\");var f=tt-e,h=et-r;!nt.isSubplotConstrained||it&&at||(it?(s=o?0:e*et/tt,h=f*et/tt):(o=s?0:r*tt/et,f=h*tt/et)),Zt([o,s,f,h]),Ht(),t.emit(\"plotly_relayouting\",ht)}function p(t,e,r){for(var n,i,a=1-e,o=0;o<t.length;o++){var s=t[o];if(!s.fixedrange){n=s,i=s._rl[a]+(s._rl[e]-s._rl[a])/B(r/s._length);var l=s.l2r(i);!1!==l&&void 0!==l&&(s.range[e]=l)}}return n._length*(n._rl[e]-i)/(n._rl[e]-n._rl[a])}}function Vt(t,e){for(var r=nt.isSubplotConstrained?{x:K,y:J}[t]:nt[t+\"axes\"],n=nt.isSubplotConstrained?{x:J,y:K}[t]:[],i=0;i<r.length;i++){var a=r[i],o=a._id,s=nt.xLinks[o]||nt.yLinks[o],l=n[0]||V[s]||X[s];l&&(e?(e[a._name+\".range[0]\"]=e[l._name+\".range[0]\"],e[a._name+\".range[1]\"]=e[l._name+\".range[1]\"]):a.range=l.range.slice())}}function Ht(){var r,n=[];function i(t){for(r=0;r<t.length;r++)t[r].fixedrange||n.push(t[r]._id)}function a(t,e){for(r=0;r<t.length;r++){var i=t[r],a=i[e];i.fixedrange||\"sync\"!==a.tickmode||n.push(a._id)}}for(st&&(i(J),i(rt.xaxes),i(nt.xaxes),a(e.overlays,\"xaxis\")),lt&&(i(K),i(rt.yaxes),i(nt.yaxes),a(e.overlays,\"yaxis\")),ht={},r=0;r<n.length;r++){var o=n[r],s=k(t,o);d.drawOne(t,s,{skipTitle:!0}),ht[s._name+\".range[0]\"]=s.range[0],ht[s._name+\".range[1]\"]=s.range[1]}d.redrawComponents(t,n)}function qt(){if(!t._transitioningWithDuration){var e=t._context.doubleClick,r=[];it&&(r=r.concat(J)),at&&(r=r.concat(K)),nt.xaxes&&(r=r.concat(nt.xaxes)),nt.yaxes&&(r=r.concat(nt.yaxes));var n,i,a={};if(\"reset+autosize\"===e)for(e=\"autosize\",i=0;i<r.length;i++){var o=(n=r[i])._rangeInitial0,s=n._rangeInitial1,u=void 0!==o||void 0!==s;if(u&&(void 0!==o&&o!==n.range[0]||void 0!==s&&s!==n.range[1])||!u&&!0!==n.autorange){e=\"reset\";break}}if(\"autosize\"===e)for(i=0;i<r.length;i++)(n=r[i]).fixedrange||(a[n._name+\".autorange\"]=!0);else if(\"reset\"===e)for((it||rt.isSubplotConstrained)&&(r=r.concat(rt.xaxes)),at&&!rt.isSubplotConstrained&&(r=r.concat(rt.yaxes)),rt.isSubplotConstrained&&(it?at||(r=r.concat(K)):r=r.concat(J)),i=0;i<r.length;i++)if(!(n=r[i]).fixedrange){var c=n._name,f=n._autorangeInitial;void 0===n._rangeInitial0&&void 0===n._rangeInitial1?a[c+\".autorange\"]=!0:void 0===n._rangeInitial0?(a[c+\".autorange\"]=f,a[c+\".range\"]=[null,n._rangeInitial1]):void 0===n._rangeInitial1?(a[c+\".range\"]=[n._rangeInitial0,null],a[c+\".autorange\"]=f):a[c+\".range\"]=[n._rangeInitial0,n._rangeInitial1]}t.emit(\"plotly_doubleclick\",null),l.call(\"_guiRelayout\",t,a)}}function Gt(){Zt([0,0,tt,et]),i.syncOrAsync([T.previousPromises,function(){t._fullLayout._replotting=!1,l.call(\"_guiRelayout\",t,ht)}],t)}function Zt(e){var r,n,a,o,s=t._fullLayout,u=s._plots,c=s._subplots.cartesian;if(ct&&l.subplotsRegistry.splom.drag(t),ut)for(r=0;r<c.length;r++)if(a=(n=u[c[r]]).xaxis,o=n.yaxis,n._scene){var f=i.simpleMap(a.range,a.r2l),p=i.simpleMap(o.range,o.r2l);a.limitRange&&a.limitRange(),o.limitRange&&o.limitRange(),f=a.range,p=o.range,n._scene.update({range:[f[0],p[0],f[1],p[1]]})}if((ct||ut)&&(_(t),w(t)),ft){var d=e[2]/O._length,g=e[3]/I._length;for(r=0;r<c.length;r++){a=(n=u[c[r]]).xaxis,o=n.yaxis;var m,x,b,T,k=(st||nt.isSubplotConstrained)&&!a.fixedrange&&V[a._id],A=(lt||nt.isSubplotConstrained)&&!o.fixedrange&&X[o._id];if(k?(m=d,b=y||nt.isSubplotConstrained?e[0]:Xt(a,m)):nt.xaHash[a._id]?(m=d,b=e[0]*a._length/O._length):nt.yaHash[a._id]?(m=g,b=\"ns\"===at?-e[1]*a._length/I._length:Xt(a,m,{n:\"top\",s:\"bottom\"}[at])):b=Wt(a,m=Yt(a,d,g)),m>1&&(void 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r=function(t,e){return[t[1]*e[2]-t[2]*e[1],t[2]*e[0]-t[0]*e[2],t[0]*e[1]-t[1]*e[0]]}(t,e),n=Math.sqrt(x(r,r)),i=.5*Math.acos(Math.max(-1,Math.min(1,x(t,e)))),a=Math.sin(i)/n;return n&&[Math.cos(i),r[2]*a,-r[1]*a,r[0]*a]}}(r,_),T=function(t){return[Math.atan2(2*(t[0]*t[1]+t[2]*t[3]),1-2*(t[1]*t[1]+t[2]*t[2]))*s,Math.asin(Math.max(-1,Math.min(1,2*(t[0]*t[2]-t[3]*t[1]))))*s,Math.atan2(2*(t[0]*t[3]+t[1]*t[2]),1-2*(t[2]*t[2]+t[3]*t[3]))*s]}((o=(t=C)[0],l=t[1],u=t[2],c=t[3],[o*(f=(a=w)[0])-l*(p=a[1])-u*(d=a[2])-c*(y=a[3]),o*p+l*f+u*y-c*d,o*d-l*y+u*f+c*p,o*y+l*d-u*p+c*f])),k=i.r=function(t,e,r){var n=m(e,2,t[0]);n=m(n,1,t[1]),n=m(n,0,t[2]-r[2]);var i,a,o=e[0],l=e[1],u=e[2],c=n[0],f=n[1],h=n[2],p=Math.atan2(l,o)*s,d=Math.sqrt(o*o+l*l);Math.abs(f)>d?(a=(f>0?90:-90)-p,i=0):(a=Math.asin(f/d)*s-p,i=Math.sqrt(d*d-f*f));var v=180-a-2*p,y=(Math.atan2(h,c)-Math.atan2(u,i))*s,x=(Math.atan2(h,c)-Math.atan2(u,-i))*s;return g(r[0],r[1],a,y)<=g(r[0],r[1],v,x)?[a,y,r[2]]:[v,x,r[2]]}(T,r,E);isFinite(k[0])&&isFinite(k[1])&&isFinite(k[2])||(k=E),e.rotate(k),E=k}}else r=v(e,M=b);h.of(this,arguments)({type:\"zoom\"})})),A=h.of(this,arguments),p++||A({type:\"zoomstart\"})})).on(\"zoomend\",(function(){var r;n.select(this).style(u),d.call(a,\"zoom\",null),r=h.of(this,arguments),--p||r({type:\"zoomend\"}),f(t,e,y)})).on(\"zoom.redraw\",(function(){t.render(!0);var r=e.rotate();t.graphDiv.emit(\"plotly_relayouting\",{\"geo.projection.scale\":e.scale()/t.fitScale,\"geo.projection.rotation.lon\":-r[0],\"geo.projection.rotation.lat\":-r[1]})})),n.rebind(a,h,\"on\")}function v(t,e){var r=t.invert(e);return r&&isFinite(r[0])&&isFinite(r[1])&&function(t){var e=t[0]*o,r=t[1]*o,n=Math.cos(r);return[n*Math.cos(e),n*Math.sin(e),Math.sin(r)]}(r)}function g(t,e,r,n){var i=y(r-t),a=y(n-e);return Math.sqrt(i*i+a*a)}function y(t){return(t%360+540)%360-180}function m(t,e,r){var n=r*o,i=t.slice(),a=0===e?1:0,s=2===e?1:2,l=Math.cos(n),u=Math.sin(n);return i[a]=t[a]*l-t[s]*u,i[s]=t[s]*l+t[a]*u,i}function x(t,e){for(var r=0,n=0,i=t.length;n<i;++n)r+=t[n]*e[n];return r}t.exports=function(t,e){var r=t.projection;return(e._isScoped?h:e._isClipped?d:p)(t,r)}},27659:function(t,e,r){\"use strict\";var n=r(73972),i=r(85555).SUBPLOT_PATTERN;e.AU=function(t,e,r){var i=n.subplotsRegistry[e];if(!i)return[];for(var a=i.attr,o=[],s=0;s<t.length;s++){var l=t[s];l[0].trace[a]===r&&o.push(l)}return o},e.a0=function(t,e){var r,i=[],a=[];if(!(r=\"string\"==typeof e?n.getModule(e).plot:\"function\"==typeof e?e:e.plot))return[i,t];for(var o=0;o<t.length;o++){var s=t[o],l=s[0].trace;!0===l.visible&&0!==l._length&&(l._module&&l._module.plot===r?i.push(s):a.push(s))}return[i,a]},e.NG=function(t,e,r){if(!n.subplotsRegistry[e])return[];var a,o,s,l=n.subplotsRegistry[e].attr,u=[];if(\"gl2d\"===e){var c=r.match(i);o=\"x\"+c[1],s=\"y\"+c[2]}for(var f=0;f<t.length;f++)a=t[f],\"gl2d\"===e&&n.traceIs(a,\"gl2d\")?a[l[0]]===o&&a[l[1]]===s&&u.push(a):a[l]===r&&u.push(a);return u}},75071:function(t,e,r){\"use strict\";var n=r(16825),i=r(1195),a=r(48956),o=r(85555),s=r(38520);function l(t,e){this.element=t,this.plot=e,this.mouseListener=null,this.wheelListener=null,this.lastInputTime=Date.now(),this.lastPos=[0,0],this.boxEnabled=!1,this.boxInited=!1,this.boxStart=[0,0],this.boxEnd=[0,0],this.dragStart=[0,0]}t.exports=function(t){var e=t.mouseContainer,r=t.glplot,u=new l(e,r);function c(){t.xaxis.autorange=!1,t.yaxis.autorange=!1}function f(e,n,i){var a,s,l=t.calcDataBox(),f=r.viewBox,h=u.lastPos[0],p=u.lastPos[1],d=o.MINDRAG*r.pixelRatio,v=o.MINZOOM*r.pixelRatio;function g(e,r,n){var i=Math.min(r,n),a=Math.max(r,n);i!==a?(l[e]=i,l[e+2]=a,u.dataBox=l,t.setRanges(l)):(t.selectBox.selectBox=[0,0,1,1],t.glplot.setDirty())}switch(n*=r.pixelRatio,i*=r.pixelRatio,i=f[3]-f[1]-i,t.fullLayout.dragmode){case\"zoom\":if(e){var y=n/(f[2]-f[0])*(l[2]-l[0])+l[0],m=i/(f[3]-f[1])*(l[3]-l[1])+l[1];u.boxInited||(u.boxStart[0]=y,u.boxStart[1]=m,u.dragStart[0]=n,u.dragStart[1]=i),u.boxEnd[0]=y,u.boxEnd[1]=m,u.boxInited=!0,u.boxEnabled||u.boxStart[0]===u.boxEnd[0]&&u.boxStart[1]===u.boxEnd[1]||(u.boxEnabled=!0);var x=Math.abs(u.dragStart[0]-n)<v,b=Math.abs(u.dragStart[1]-i)<v;if(!function(){for(var e=t.graphDiv._fullLayout._axisConstraintGroups,r=t.xaxis._id,n=t.yaxis._id,i=0;i<e.length;i++)if(-1!==e[i][r]){if(-1!==e[i][n])return!0;break}return!1}()||x&&b)x&&(u.boxEnd[0]=u.boxStart[0]),b&&(u.boxEnd[1]=u.boxStart[1]);else{a=u.boxEnd[0]-u.boxStart[0],s=u.boxEnd[1]-u.boxStart[1];var _=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*_)>Math.abs(s)?(u.boxEnd[1]=u.boxStart[1]+Math.abs(a)*_*(s>=0?1:-1),u.boxEnd[1]<l[1]?(u.boxEnd[1]=l[1],u.boxEnd[0]=u.boxStart[0]+(l[1]-u.boxStart[1])/Math.abs(_)):u.boxEnd[1]>l[3]&&(u.boxEnd[1]=l[3],u.boxEnd[0]=u.boxStart[0]+(l[3]-u.boxStart[1])/Math.abs(_))):(u.boxEnd[0]=u.boxStart[0]+Math.abs(s)/_*(a>=0?1:-1),u.boxEnd[0]<l[0]?(u.boxEnd[0]=l[0],u.boxEnd[1]=u.boxStart[1]+(l[0]-u.boxStart[0])*Math.abs(_)):u.boxEnd[0]>l[2]&&(u.boxEnd[0]=l[2],u.boxEnd[1]=u.boxStart[1]+(l[2]-u.boxStart[0])*Math.abs(_)))}}else u.boxEnabled?(a=u.boxStart[0]!==u.boxEnd[0],s=u.boxStart[1]!==u.boxEnd[1],a||s?(a&&(g(0,u.boxStart[0],u.boxEnd[0]),t.xaxis.autorange=!1),s&&(g(1,u.boxStart[1],u.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),u.boxEnabled=!1,u.boxInited=!1):u.boxInited&&(u.boxInited=!1);break;case\"pan\":u.boxEnabled=!1,u.boxInited=!1,e?(u.panning||(u.dragStart[0]=n,u.dragStart[1]=i),Math.abs(u.dragStart[0]-n)<d&&(n=u.dragStart[0]),Math.abs(u.dragStart[1]-i)<d&&(i=u.dragStart[1]),a=(h-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),u.panning=!0,u.lastInputTime=Date.now(),c(),t.cameraChanged(),t.handleAnnotations()):u.panning&&(u.panning=!1,t.relayoutCallback())}u.lastPos[0]=n,u.lastPos[1]=i}return u.mouseListener=n(e,f),e.addEventListener(\"touchstart\",(function(t){var r=a(t.changedTouches[0],e);f(0,r[0],r[1]),f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchmove\",(function(t){t.preventDefault();var r=a(t.changedTouches[0],e);f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchend\",(function(t){f(0,u.lastPos[0],u.lastPos[1]),t.preventDefault()}),!!s&&{passive:!1}),u.wheelListener=i(e,(function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=u.lastPos[0],s=u.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),f=o/(a[2]-a[0])*(i[2]-i[0])+i[0],h=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-f)*l+f,i[2]=(i[2]-f)*l+f,i[1]=(i[1]-h)*l+h,i[3]=(i[3]-h)*l+h,t.setRanges(i),u.lastInputTime=Date.now(),c(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0}),!0),u}},82961:function(t,e,r){\"use strict\";var n=r(89298),i=r(78614);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,u,c,f,h,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),h=0;h<2;++h){var d=(e=s[h]).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[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;u=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!u,l=this.hasAxisInAltrPos(e,r)&&!u,a=r.mirror||!1,c=u?-1!==String(a).indexOf(\"all\"):!!a,f=u?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||c)&&(this.borderLineEnable[h]=r.showline),(l||c)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=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=1.5,n=e.title.font.size,i=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?n*(r+(i?1:0))-10:n*(r+(i?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+n*(r+(i?1:.5)):10+n*(r+(i?.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},t.exports=function(t){return new a(t)}},4796:function(t,e,r){\"use strict\";var n=r(30962).overrideAll,i=r(92918),a=r(10820),o=r(77922),s=r(85555),l=r(93612),u=r(528),c=r(27659).NG;e.name=\"gl2d\",e.attr=[\"xaxis\",\"yaxis\"],e.idRoot=[\"x\",\"y\"],e.idRegex=s.idRegex,e.attrRegex=s.attrRegex,e.attributes=r(89502),e.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},e.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),e.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:u.hoverlabel},\"plot\",\"nested\"),e.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=c(r,\"gl2d\",o),u=s._scene2d;void 0===u&&(u=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=u),u.plot(l,t.calcdata,e,t.layout)}},e.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];s._scene2d&&0===c(t,\"gl2d\",o).length&&(s._scene2d.destroy(),delete n._plots[o])}l.clean.apply(this,arguments)},e.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},e.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()}},e.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)}},92918:function(t,e,r){\"use strict\";var n,i,a=r(73972),o=r(89298),s=r(30211),l=r(9330).gl_plot2d,u=r(9330).gl_spikes2d,c=r(9330).gl_select_box,f=r(40372),h=r(82961),p=r(75071),d=r(58617),v=r(99082),g=v.enforce,y=v.clean,m=r(71739).doAutoRange,x=r(64505),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=r(85555).SUBPLOT_PATTERN;function k(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=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=u(this.glplot),this.selectBox=c(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())}t.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({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=f({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);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}))},A.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 u=0;u<4;++u){var c=a[4*(r*o+l)+u];a[4*(r*o+l)+u]=a[4*(r*s+l)+u],a[4*(r*s+l)+u]=c}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\",{willReadFrequently:!0}),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.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},A.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},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.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 u=n[r._name];u.range=s,u.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.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())},A.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)}},A.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}},A.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:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};y(s,this.xaxis),y(s,this.yaxis);var l,u,c=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[c.l+f[0]*c.w,c.b+h[0]*c.h,i-c.r-(1-f[1])*c.w,a-c.t-(1-h[1])*c.h],this.mouseContainer.style.width=c.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=c.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=c.h*(h[1]-h[0]),this.mouseContainer.style.left=c.l+f[0]*c.w+\"px\",this.mouseContainer.style.top=c.t+(1-h[1])*c.h+\"px\",u=0;u<2;++u)(l=this[w[u]])._length=o.viewBox[u+2]-o.viewBox[u],m(this.graphDiv,l),l.setScale();g(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.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])]},A.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])]},A.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],u=this.traces[i.uid];u?u.update(i,l):(u=i._module.plot(this,i,l),this.traces[i.uid]=u)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(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},A.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]})},A.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 u=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])],c=0;c<2;c++)e.boxStart[c]===e.boxEnd[c]&&(u[c]=t.dataBox[c],u[c+2]=t.dataBox[c+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.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 v=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),v.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 g=this.fullData[v.trace.index]||{},y=v.pointIndex,m=s.castHoverinfo(g,i,y);if(m&&\"all\"!==m){var x=m.split(\"+\");-1===x.indexOf(\"x\")&&(v.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(v.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(v.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(v.textLabel=void 0),-1===x.indexOf(\"name\")&&(v.name=void 0)}s.loneHover({x:v.screenCoord[0],y:v.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",v.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",v.traceCoord[1]),zLabel:v.traceCoord[2],text:v.textLabel,name:v.name,color:s.castHoverOption(g,y,\"bgcolor\")||v.color,borderColor:s.castHoverOption(g,y,\"bordercolor\"),fontFamily:s.castHoverOption(g,y,\"font.family\"),fontSize:s.castHoverOption(g,y,\"font.size\"),fontColor:s.castHoverOption(g,y,\"font.color\"),nameLength:s.castHoverOption(g,y,\"namelength\"),textAlign:s.castHoverOption(g,y,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},58547:function(t,e,r){\"use strict\";var n=r(30962).overrideAll,i=r(528),a=r(33539),o=r(27659).NG,s=r(71828),l=r(77922),u=\"gl3d\",c=\"scene\";e.name=u,e.attr=c,e.idRoot=c,e.idRegex=e.attrRegex=s.counterRegex(\"scene\"),e.attributes=r(59084),e.layoutAttributes=r(65500),e.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),e.supplyLayoutDefaults=r(24682),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots[u],i=0;i<n.length;i++){var s=n[i],l=o(r,u,s),c=e[s],f=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:f},e),c._scene=h),h.viewInitial||(h.viewInitial={up:{x:f.up.x,y:f.up.y,z:f.up.z},eye:{x:f.eye.x,y:f.eye.y,z:f.eye.z},center:{x:f.center.x,y:f.center.y,z:f.center.z}}),h.plot(l,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots[u]||[],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())}},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots[u],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()}},e.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),c+e}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots[u],n=0;n<r.length;n++)e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}},59084:function(t){\"use strict\";t.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},77894:function(t,e,r){\"use strict\";var n=r(7901),i=r(13838),a=r(1426).extendFlat,o=r(30962).overrideAll;t.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:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,autorangeoptions:{minallowed:i.autorangeoptions.minallowed,maxallowed:i.autorangeoptions.maxallowed,clipmin:i.autorangeoptions.clipmin,clipmax:i.autorangeoptions.clipmax,include:i.autorangeoptions.include,editType:\"plot\"},rangemode:i.rangemode,minallowed:i.minallowed,maxallowed:i.maxallowed,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.minor.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,labelalias:i.labelalias,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,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\")},3277:function(t,e,r){\"use strict\";var n=r(84267).mix,i=r(71828),a=r(44467),o=r(77894),s=r(951),l=r(71453),u=[\"xaxis\",\"yaxis\",\"zaxis\"];t.exports=function(t,e,r){var c,f;function h(t,e){return i.coerce(c,f,o,t,e)}for(var p=0;p<u.length;p++){var d=u[p];c=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(c,f,h,r),l(c,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,72.72727272727273).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},30422:function(t,e,r){\"use strict\";var n=r(78614),i=r(71828),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=this,o=0;o<3;++o){var s=e[a[o]];s.visible?(r.labels[o]=t._meta?i.templateString(s.title.text,t._meta):s.title.text,\"font\"in s.title&&(s.title.font.color&&(r.labelColor[o]=n(s.title.font.color)),s.title.font.family&&(r.labelFont[o]=s.title.font.family),s.title.font.size&&(r.labelSize[o]=s.title.font.size)),\"showline\"in s&&(r.lineEnable[o]=s.showline),\"linecolor\"in s&&(r.lineColor[o]=n(s.linecolor)),\"linewidth\"in s&&(r.lineWidth[o]=s.linewidth),\"showgrid\"in s&&(r.gridEnable[o]=s.showgrid),\"gridcolor\"in s&&(r.gridColor[o]=n(s.gridcolor)),\"gridwidth\"in s&&(r.gridWidth[o]=s.gridwidth),\"log\"===s.type?r.zeroEnable[o]=!1:\"zeroline\"in s&&(r.zeroEnable[o]=s.zeroline),\"zerolinecolor\"in s&&(r.zeroLineColor[o]=n(s.zerolinecolor)),\"zerolinewidth\"in s&&(r.zeroLineWidth[o]=s.zerolinewidth),\"ticks\"in s&&s.ticks?r.lineTickEnable[o]=!0:r.lineTickEnable[o]=!1,\"ticklen\"in s&&(r.lineTickLength[o]=r._defaultLineTickLength[o]=s.ticklen),\"tickcolor\"in s&&(r.lineTickColor[o]=n(s.tickcolor)),\"tickwidth\"in s&&(r.lineTickWidth[o]=s.tickwidth),\"tickangle\"in s&&(r.tickAngle[o]=\"auto\"===s.tickangle?-3600:Math.PI*-s.tickangle/180),\"showticklabels\"in s&&(r.tickEnable[o]=s.showticklabels),\"tickfont\"in s&&(s.tickfont.color&&(r.tickColor[o]=n(s.tickfont.color)),s.tickfont.family&&(r.tickFont[o]=s.tickfont.family),s.tickfont.size&&(r.tickSize[o]=s.tickfont.size)),\"mirror\"in s?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(s.mirror)?(r.lineTickMirror[o]=!0,r.lineMirror[o]=!0):!0===s.mirror?(r.lineTickMirror[o]=!1,r.lineMirror[o]=!0):(r.lineTickMirror[o]=!1,r.lineMirror[o]=!1):r.lineMirror[o]=!1,\"showbackground\"in s&&!1!==s.showbackground?(r.backgroundEnable[o]=!0,r.backgroundColor[o]=n(s.backgroundcolor)):r.backgroundEnable[o]=!1):(r.tickEnable[o]=!1,r.labelEnable[o]=!1,r.lineEnable[o]=!1,r.lineTickEnable[o]=!1,r.gridEnable[o]=!1,r.zeroEnable[o]=!1,r.backgroundEnable[o]=!1)}},t.exports=function(t,e){var r=new o;return r.merge(t,e),r}},24682:function(t,e,r){\"use strict\";var n=r(71828),i=r(7901),a=r(73972),o=r(49119),s=r(3277),l=r(65500),u=r(27659).NG,c=\"gl3d\";function f(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),f=[\"up\",\"center\",\"eye\"],h=0;h<f.length;h++)r(\"camera.\"+f[h]+\".x\"),r(\"camera.\"+f[h]+\".y\"),r(\"camera.\"+f[h]+\".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 v=u(n.fullData,c,n.id);s(t,e,{font:n.font,scene:n.id,data:v,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var g=n.getDfltFromLayout(\"dragmode\");if(!1!==g&&!g)if(g=\"orbit\",t.camera&&t.camera.up){var y=t.camera.up.x,m=t.camera.up.y,x=t.camera.up.z;0!==x&&(y&&m&&x?x/Math.sqrt(y*y+m*m+x*x)>.999&&(g=\"turntable\"):g=\"turntable\")}else g=\"turntable\";r(\"dragmode\",g),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}t.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:c,attributes:l,handleDefaults:f,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},65500:function(t,e,r){\"use strict\";var n=r(77894),i=r(27670).Y,a=r(1426).extendFlat,o=r(71828).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\"}}t.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\"}}}},13133:function(t,e,r){\"use strict\";var n=r(78614),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)}},t.exports=function(t){var e=new a;return e.merge(t),e}},96085:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],u=0;u<3;++u){var c=s[a[u]];if(c._length=(r[u].hi-r[u].lo)*r[u].pixelsPerDataUnit/t.dataScale[u],Math.abs(c._length)===1/0||isNaN(c._length))l[u]=[];else{c._input_range=c.range.slice(),c.range[0]=r[u].lo/t.dataScale[u],c.range[1]=r[u].hi/t.dataScale[u],c._m=1/(t.dataScale[u]*r[u].pixelsPerDataUnit),c.range[0]===c.range[1]&&(c.range[0]-=1,c.range[1]+=1);var f=c.tickmode;if(\"auto\"===c.tickmode){c.tickmode=\"linear\";var h=c.nticks||i.constrain(c._length/40,4,9);n.autoTicks(c,Math.abs(c.range[1]-c.range[0])/h)}for(var p=n.calcTicks(c,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[u],\"date\"===c.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[u]=p,c.tickmode=f}}for(e.ticks=l,u=0;u<3;++u)for(o[u]=.5*(t.glplot.bounds[0][u]+t.glplot.bounds[1][u]),d=0;d<2;++d)e.bounds[d][u]=t.glplot.bounds[d][u];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=r(89298),i=r(71828),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},63538:function(t){\"use strict\";function e(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}t.exports=function(t,r){return e(t.projection,e(t.view,e(t.model,[r[0],r[1],r[2],1])))}},33539:function(t,e,r){\"use strict\";var n,i,a=r(9330).gl_plot3d,o=a.createCamera,s=a.createScene,l=r(40372),u=r(38520),c=r(73972),f=r(71828),h=f.preserveDrawingBuffer(),p=r(89298),d=r(30211),v=r(78614),g=r(58617),y=r(63538),m=r(30422),x=r(13133),b=r(96085),_=r(71739).applyAutorangeOptions,w=!1;function T(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=m(e,e[this.id]),this.spikeOptions=x(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\"),this.initializeGLPlot()}var k=T.prototype;k.prepareOptions=function(){var t=this,e={canvas:t.canvas,gl:t.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:t.container,axes:t.axesOptions,spikes:t.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:t.camera,pixelRatio:t.pixelRatio};if(t.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");e.gl=i,e.canvas=n}return e};var A=!0;k.tryCreatePlot=function(){var t=this,e=t.prepareOptions(),r=!0;try{t.glplot=s(e)}catch(n){if(t.staticMode||!A||h)r=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=e.glOptions.preserveDrawingBuffer=!0,t.glplot=s(e)}catch(t){h=e.glOptions.preserveDrawingBuffer=!1,r=!1}}}return A=!1,r},k.initializeGLCamera=function(){var t=this,e=t.fullSceneLayout.camera,r=\"orthographic\"===e.projection.type;t.camera=o(t.container,{center:[e.center.x,e.center.y,e.center.z],eye:[e.eye.x,e.eye.y,e.eye.z],up:[e.up.x,e.up.y,e.up.z],_ortho:r,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},k.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return g(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"touchstart\",(function(){w=!0})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!u&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},k.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var u=Object.keys(e.traces),c=null,h=e.glplot.selection,v=0;v<u.length;++v)\"skip\"!==(t=e.traces[u[v]]).data.hoverinfo&&t.handlePick(h)&&(c=t),t.setContourLevels&&t.setContourLevels();function g(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==c){var m=y(e.glplot.cameraParams,h.dataCoordinate);t=c.data;var x,_=r._fullData[t.index],T=h.index,k={xLabel:g(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:g(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:g(\"z\",h.traceCoordinate[2],t.zhoverformat)},A=d.castHoverinfo(_,e.fullLayout,T),M=(A||\"\").split(\"+\"),S=A&&\"all\"===A;_.hovertemplate||S||(-1===M.indexOf(\"x\")&&(k.xLabel=void 0),-1===M.indexOf(\"y\")&&(k.yLabel=void 0),-1===M.indexOf(\"z\")&&(k.zLabel=void 0),-1===M.indexOf(\"text\")&&(h.textLabel=void 0),-1===M.indexOf(\"name\")&&(c.name=void 0));var E=[];\"cone\"===t.type||\"streamtube\"===t.type?(k.uLabel=g(\"x\",h.traceCoordinate[3],t.uhoverformat),(S||-1!==M.indexOf(\"u\"))&&E.push(\"u: \"+k.uLabel),k.vLabel=g(\"y\",h.traceCoordinate[4],t.vhoverformat),(S||-1!==M.indexOf(\"v\"))&&E.push(\"v: \"+k.vLabel),k.wLabel=g(\"z\",h.traceCoordinate[5],t.whoverformat),(S||-1!==M.indexOf(\"w\"))&&E.push(\"w: \"+k.wLabel),k.normLabel=h.traceCoordinate[6].toPrecision(3),(S||-1!==M.indexOf(\"norm\"))&&E.push(\"norm: \"+k.normLabel),\"streamtube\"===t.type&&(k.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(S||-1!==M.indexOf(\"divergence\"))&&E.push(\"divergence: \"+k.divergenceLabel)),h.textLabel&&E.push(h.textLabel),x=E.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(k.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),E.push(\"value: \"+k.valueLabel),h.textLabel&&E.push(h.textLabel),x=E.join(\"<br>\")):x=h.textLabel;var L={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:T};d.appendArrayPointValue(L,_,T),t._module.eventData&&(L=_._module.eventData(L,h,_,{},T));var C={points:[L]};if(e.fullSceneLayout.hovermode){var P=[];d.loneHover({trace:_,x:(.5+.5*m[0]/m[3])*s,y:(.5-.5*m[1]/m[3])*l,xLabel:k.xLabel,yLabel:k.yLabel,zLabel:k.zLabel,text:x,name:c.name,color:d.castHoverOption(_,T,\"bgcolor\")||c.color,borderColor:d.castHoverOption(_,T,\"bordercolor\"),fontFamily:d.castHoverOption(_,T,\"font.family\"),fontSize:d.castHoverOption(_,T,\"font.size\"),fontColor:d.castHoverOption(_,T,\"font.color\"),nameLength:d.castHoverOption(_,T,\"namelength\"),textAlign:d.castHoverOption(_,T,\"align\"),hovertemplate:f.castOption(_,T,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},L,k),eventData:[L]},{container:n,gd:r,inOut_bbox:P}),L.bbox=P[0]}h.distance<5&&(h.buttons||w)?r.emit(\"plotly_click\",C):r.emit(\"plotly_hover\",C),this.oldEventData=C}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},k.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var M=[\"xaxis\",\"yaxis\",\"zaxis\"];function S(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=M[i],o=a.charAt(0),s=n[a],l=e[o],u=e[o+\"calendar\"],c=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(c||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,u),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,u),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],c-1)}}k.plot=function(t,e,r){var n=this;if(n.plotArgs=[t,e,r],!n.glplot.contextLost){var i,a,o,s,l,u,c=e[n.id],f=r[n.id];n.fullLayout=e,n.fullSceneLayout=c,n.axesOptions.merge(e,c),n.spikeOptions.merge(c),n.setViewport(c),n.updateFx(c.dragmode,c.hovermode),n.camera.enableWheel=n.graphDiv._context._scrollZoom.gl3d,n.glplot.setClearColor(v(c.bgcolor)),n.setConvert(l),t?Array.isArray(t)||(t=[t]):t=[];var h=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&S(this,i,h);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=M[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var u=n[l];if(u.visible){var c=s.r2l(u[o]);!isNaN(c)&&isFinite(c)&&(e[0][i]=Math.min(e[0][i],c),e[1][i]=Math.max(e[1][i],c))}}}(this,h);var p=[1,1,1];for(s=0;s<3;++s)h[1][s]===h[0][s]?p[s]=1:p[s]=1/(h[1][s]-h[0][s]);for(n.dataScale=p,n.convertAnnotations(this),o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&((a=n.traces[i.uid])?a.data.type===i.type?a.update(i):(a.dispose(),a=i._module.plot(this,i),n.traces[i.uid]=a):(a=i._module.plot(this,i),n.traces[i.uid]=a),a.name=i.name);var d=Object.keys(n.traces);t:for(o=0;o<d.length;++o){for(s=0;s<t.length;++s)if(t[s].uid===d[o]&&!0===t[s].visible&&0!==t[s]._length)continue t;(a=n.traces[d[o]]).dispose(),delete n.traces[d[o]]}n.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var g,y=[[0,0,0],[0,0,0]],m=[],x={};for(o=0;o<3;++o){var b;if((u=(l=c[M[o]]).type)in x?(x[u].acc*=p[o],x[u].count+=1):x[u]={acc:p[o],count:1},l.autorange){y[0][o]=1/0,y[1][o]=-1/0;var w=n.glplot.objects,T=n.fullSceneLayout.annotations||[],k=l._name.charAt(0);for(s=0;s<w.length;s++){var 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n=r(7901),i=r(52075).hasColorscale,a=r(1586),o=r(71828).coercePattern;t.exports=function(t,e,r,s,l){var u=r(\"marker.color\",s),c=i(t,\"marker\");c&&a(t,e,l,r,{prefix:\"marker.\",cLetter:\"c\"}),r(\"marker.line.color\",n.defaultLine),i(t,\"marker.line\")&&a(t,e,l,r,{prefix:\"marker.line.\",cLetter:\"c\"}),r(\"marker.line.width\"),r(\"marker.opacity\"),o(r,\"marker.pattern\",u,c),r(\"selected.marker.color\"),r(\"unselected.marker.color\")}},72597:function(t,e,r){\"use strict\";var n=r(39898),i=r(71828);function a(t){return\"_\"+t+\"Text_minsize\"}t.exports={recordMinTextSize:function(t,e,r){if(r.uniformtext.mode){var n=a(t),i=r.uniformtext.minsize,o=e.scale*e.fontSize;e.hide=o<i,r[n]=r[n]||1/0,e.hide||(r[n]=Math.min(r[n],Math.max(o,i)))}},clearMinTextSize:function(t,e){e[a(t)]=void 0},resizeText:function(t,e,r){var a=t._fullLayout,o=a[\"_\"+r+\"Text_minsize\"];if(o){var 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r=t._fullLayout,o=e.subplot,l=r[o].radialaxis,u=r[o].angularaxis,c=l.makeCalcdata(e,\"r\"),f=u.makeCalcdata(e,\"theta\"),h=e._length,p=new Array(h),d=c,v=f,g=0;g<h;g++)p[g]={p:v[g],s:d[g]};function y(t){var r=e[t];void 0!==r&&(e[\"_\"+t]=Array.isArray(r)?u.makeCalcdata(e,t):u.d2c(r,e.thetaunit))}return\"linear\"===u.type&&(y(\"width\"),y(\"offset\")),n(e,\"marker\")&&i(t,e,{vals:e.marker.color,containerStr:\"marker\",cLetter:\"c\"}),n(e,\"marker.line\")&&i(t,e,{vals:e.marker.line.color,containerStr:\"marker.line\",cLetter:\"c\"}),a(p,e),s(p,e),p},crossTraceCalc:function(t,e,r){for(var n=t.calcdata,i=[],a=0;a<n.length;a++){var s=n[a],c=s[0].trace;!0===c.visible&&l(c,\"bar\")&&c.subplot===r&&i.push(s)}var f=u({},e.radialaxis,{_id:\"x\"}),h=e.angularaxis;o(t,h,f,i,{mode:e.barmode,norm:e.barnorm,gap:e.bargap,groupgap:e.bargroupgap})}}},6135:function(t,e,r){\"use strict\";var n=r(71828),i=r(22184).handleRThetaDefaults,a=r(98340),o=r(55023);t.exports=function(t,e,r,s){function l(r,i){return n.coerce(t,e,o,r,i)}i(t,e,s,l)?(l(\"thetaunit\"),l(\"base\"),l(\"offset\"),l(\"width\"),l(\"text\"),l(\"hovertext\"),l(\"hovertemplate\"),a(t,e,l,r,s),n.coerceSelectionMarkerOpacity(e,l)):e.visible=!1}},27379:function(t,e,r){\"use strict\";var n=r(30211),i=r(71828),a=r(95423).getTraceColor,o=i.fillText,s=r(59150).makeHoverPointText,l=r(10869).isPtInsidePolygon;t.exports=function(t,e,r){var u=t.cd,c=u[0].trace,f=t.subplot,h=f.radialAxis,p=f.angularAxis,d=f.vangles,v=d?l:i.isPtInsideSector,g=t.maxHoverDistance,y=p._period||2*Math.PI,m=Math.abs(h.g2p(Math.sqrt(e*e+r*r))),x=Math.atan2(r,e);if(h.range[0]>h.range[1]&&(x+=Math.PI),n.getClosest(u,(function(t){return v(m,x,[t.rp0,t.rp1],[t.thetag0,t.thetag1],d)?g+Math.min(1,Math.abs(t.thetag1-t.thetag0)/y)-1+(t.rp1-m)/(t.rp1-t.rp0)-1:1/0}),t),!1!==t.index){var b=u[t.index];t.x0=t.x1=b.ct[0],t.y0=t.y1=b.ct[1];var _=i.extendFlat({},b,{r:b.s,theta:b.p});return o(b,c,t),s(_,c,f,t),t.hovertemplate=c.hovertemplate,t.color=a(c,b),t.xLabelVal=t.yLabelVal=void 0,b.s<0&&(t.idealAlign=\"left\"),[t]}}},23381:function(t,e,r){\"use strict\";t.exports={moduleType:\"trace\",name:\"barpolar\",basePlotModule:r(23580),categories:[\"polar\",\"bar\",\"showLegend\"],attributes:r(55023),layoutAttributes:r(40151),supplyDefaults:r(6135),supplyLayoutDefaults:r(19860),calc:r(74692).calc,crossTraceCalc:r(74692).crossTraceCalc,plot:r(60173),colorbar:r(4898),formatLabels:r(98608),style:r(16688).style,styleOnSelect:r(16688).styleOnSelect,hoverPoints:r(27379),selectPoints:r(81974),meta:{}}},40151:function(t){\"use strict\";t.exports={barmode:{valType:\"enumerated\",values:[\"stack\",\"overlay\"],dflt:\"stack\",editType:\"calc\"},bargap:{valType:\"number\",dflt:.1,min:0,max:1,editType:\"calc\"}}},19860:function(t,e,r){\"use strict\";var n=r(71828),i=r(40151);t.exports=function(t,e,r){var a,o={};function s(r,o){return n.coerce(t[a]||{},e[a],i,r,o)}for(var 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R,F,B,N,j,U,V=k+T,H=Boolean(C);if(\"positive\"===P?(M=w*(C?1:.5),R=V,S=R=k):\"negative\"===P?(M=R=k,S=w*(C?1:.5),F=V):(M=S=w,R=F=V),(E.boxpoints||E.points)&&v>0){var q=E.pointpos,G=E.jitter,Z=E.marker.size/2,Y=0;q+G>=0&&((Y=V*(q+G))>M?(H=!0,j=Z,B=Y):Y>R&&(j=Z,B=M)),Y<=M&&(B=M);var W=0;q-G<=0&&((W=-V*(q-G))>S?(H=!0,U=Z,N=W):W>F&&(U=Z,N=S)),W<=S&&(N=S)}else B=M,N=S;var X=new Array(u.length);for(l=0;l<u.length;l++)X[l]=u[l].pos;E._extremes[h]=n.findExtremes(o,X,{padded:H,vpadminus:N,vpadplus:B,vpadLinearized:!0,ppadminus:{x:U,y:j}[p],ppadplus:{x:j,y:U}[p]})}}}t.exports={crossTraceCalc:function(t,e){for(var r=t.calcdata,n=e.xaxis,i=e.yaxis,a=0;a<o.length;a++){for(var l=o[a],u=\"h\"===l?i:n,c=[],f=0;f<r.length;f++){var h=r[f],p=h[0].t,d=h[0].trace;!0!==d.visible||\"box\"!==d.type&&\"candlestick\"!==d.type||p.empty||(d.orientation||\"v\")!==l||d.xaxis!==n._id||d.yaxis!==i._id||c.push(f)}s(\"box\",t,c,u)}},setPositionOffset:s}},36411:function(t,e,r){\"use strict\";var n=r(71828),i=r(73972),a=r(7901),o=r(73927),s=r(26125),l=r(4322),u=r(53522);function c(t,e,r,a){function o(t){var e=0;return t&&t.length&&(e+=1,n.isArrayOrTypedArray(t[0])&&t[0].length&&(e+=1)),e}function s(e){return n.validate(t[e],u[e])}var c,f=r(\"y\"),h=r(\"x\");if(\"box\"===e.type){var p=r(\"q1\"),d=r(\"median\"),v=r(\"q3\");e._hasPreCompStats=p&&p.length&&d&&d.length&&v&&v.length,c=Math.min(n.minRowLength(p),n.minRowLength(d),n.minRowLength(v))}var g,y,m=o(f),x=o(h),b=m&&n.minRowLength(f),_=x&&n.minRowLength(h),w=a.calendar,T={autotypenumbers:a.autotypenumbers};if(e._hasPreCompStats)switch(String(x)+String(m)){case\"00\":var k=s(\"x0\")||s(\"dx\");g=!s(\"y0\")&&!s(\"dy\")||k?\"v\":\"h\",y=c;break;case\"10\":g=\"v\",y=Math.min(c,_);break;case\"20\":g=\"h\",y=Math.min(c,h.length);break;case\"01\":g=\"h\",y=Math.min(c,b);break;case\"02\":g=\"v\",y=Math.min(c,f.length);break;case\"12\":g=\"v\",y=Math.min(c,_,f.length);break;case\"21\":g=\"h\",y=Math.min(c,h.length,b);break;case\"11\":y=0;break;case\"22\":var A,M=!1;for(A=0;A<h.length;A++)if(\"category\"===l(h[A],w,T)){M=!0;break}if(M)g=\"v\",y=Math.min(c,_,f.length);else{for(A=0;A<f.length;A++)if(\"category\"===l(f[A],w,T)){M=!0;break}M?(g=\"h\",y=Math.min(c,h.length,b)):(g=\"v\",y=Math.min(c,_,f.length))}}else m>0?(g=\"v\",y=x>0?Math.min(_,b):Math.min(b)):x>0?(g=\"h\",y=Math.min(_)):y=0;if(y){e._length=y;var 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b=t.selectAll(\"path.box\").data(\"violin\"!==r.type||r.box.visible?i.identity:[]);b.enter().append(\"path\").style(\"vector-effect\",o?\"none\":\"non-scaling-stroke\").attr(\"class\",\"box\"),b.exit().remove(),b.each((function(t){if(t.empty)return\"M0,0Z\";var e=f.c2l(t.pos+p,!0),a=f.l2p(e-s)+v,o=f.l2p(e+l)+v,b=h?(a+o)/2:f.l2p(e)+v,_=r.whiskerwidth,w=h?a*_+(1-_)*b:f.l2p(e-d)+v,T=h?o*_+(1-_)*b:f.l2p(e+d)+v,k=f.l2p(e-s*x)+v,A=f.l2p(e+l*x)+v,M=\"sd\"===r.sizemode,S=c.c2p(M?t.mean-t.sd:t.q1,!0),E=M?c.c2p(t.mean+t.sd,!0):c.c2p(t.q3,!0),L=i.constrain(M?c.c2p(t.mean,!0):c.c2p(t.med,!0),Math.min(S,E)+1,Math.max(S,E)-1),C=void 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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\"})),k(D),E.exit().remove(),S.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;M.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){u.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),S.append(\"text\").attr(\"class\",\"dimlabel\"),M.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){u.font(n.select(this),t.parcatsViewModel.labelfont)})),M.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),M.exit().remove(),A.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",O).on(\"dragend\",I)),h.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\")})),h.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function v(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function g(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){s.raiseToTop(this),w(n.select(this));var e=m(t),r=x(t);if(t.parcatsViewModel.graphDiv.emit(\"plotly_hover\",{points:e,event:n.event,constraints:r}),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\")){var i,a,l,u=n.mouse(this)[0],f=t.parcatsViewModel.graphDiv,h=t.parcatsViewModel.trace,p=f._fullLayout,d=p._paperdiv.node().getBoundingClientRect(),v=t.parcatsViewModel.graphDiv.getBoundingClientRect();for(l=0;l<t.leftXs.length-1;l++)if(t.leftXs[l]+t.dimWidths[l]-2<=u&&u<=t.leftXs[l+1]+2){var g=t.parcatsViewModel.dimensions[l],y=t.parcatsViewModel.dimensions[l+1];i=(g.x+g.width+y.x)/2,a=(t.topYs[l]+t.topYs[l+1]+t.height)/2;break}var b=t.parcatsViewModel.x+i,_=t.parcatsViewModel.y+a,T=c.mostReadable(t.model.color,[\"black\",\"white\"]),k=t.model.count,A=k/t.parcatsViewModel.model.count,M={countLabel:k,probabilityLabel:A.toFixed(3)},S=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&S.push([\"Count:\",M.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&S.push([\"P:\",M.probabilityLabel].join(\" \"));var E=S.join(\"<br>\"),L=n.mouse(f)[0];o.loneHover({trace:h,x:b-d.left+v.left,y:_-d.top+v.top,text:E,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:T,idealAlign:L<b?\"right\":\"left\",hovertemplate:(h.line||{}).hovertemplate,hovertemplateLabels:M,eventData:[{data:h._input,fullData:h,count:k,probability:A}]},{container:p._hoverlayer.node(),outerContainer:p._paper.node(),gd:f})}}}function y(t){if(!t.parcatsViewModel.dragDimension&&(_(n.select(this)),o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(v),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=m(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event,constraints:r})}}function m(t){for(var e=[],r=D(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 x(t){for(var e={},r=t.parcatsViewModel.model.dimensions,n=0;n<r.length;n++){var i=r[n],a=i.categories[t.model.categoryInds[n]];e[i.containerInd]=a.categoryValue}return void 0!==t.model.rawColor&&(e.color=t.model.rawColor),e}function b(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=m(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event,constraints:r})}}function _(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 w(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",(function(t){return c.mostReadable(t.model.color,[\"black\",\"white\"])})).attr(\"stroke-width\",.3)}function T(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function k(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function A(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 M(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=n.select(t.parentNode).selectAll(\"rect.bandrect\"),l=[];s.each((function(t){A(t).each((function(t){Array.prototype.push.apply(l,m(t))}))}));var u={};u[a.dimensionInd]=a.categoryValue,o.emit(e,{points:l,event:r,constraints:u})}function S(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=A(i),l=[];s.each((function(t){Array.prototype.push.apply(l,m(t))}));var u={};u[a.dimensionInd]=a.categoryValue,void 0!==i.rawColor&&(u.color=i.rawColor),o.emit(e,{points:l,event:r,constraints:u})}function E(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=n.select(r.parentNode).select(\"rect.catrect\"),u=l.node().getBoundingClientRect(),c=l.datum(),f=c.parcatsViewModel,h=f.model.dimensions[c.model.dimensionInd],p=f.trace,d=u.top+u.height/2;f.dimensions.length>1&&h.displayInd===f.dimensions.length-1?(i=u.left,a=\"left\"):(i=u.left+u.width,a=\"right\");var v=c.model.count,g=c.model.categoryLabel,y=v/c.parcatsViewModel.model.count,m={countLabel:v,categoryLabel:g,probabilityLabel:y.toFixed(3)},x=[];-1!==c.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&x.push([\"Count:\",m.countLabel].join(\" \")),-1!==c.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&x.push([\"P(\"+m.categoryLabel+\"):\",m.probabilityLabel].join(\" \"));var b=x.join(\"<br>\");return{trace:p,x:o*(i-e.left),y:s*(d-e.top),text:b,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:12,fontColor:\"black\",idealAlign:a,hovertemplate:p.hovertemplate,hovertemplateLabels:m,eventData:[{data:p._input,fullData:p,count:v,category:g,probability:y}]}}function L(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){if(n.mouse(this)[1]<-1)return;var e,r=t.parcatsViewModel.graphDiv,i=r._fullLayout,a=i._paperdiv.node().getBoundingClientRect(),l=t.parcatsViewModel.hoveron,u=this;\"color\"===l?(function(t){var e=n.select(t).datum(),r=A(e);w(r),r.each((function(){s.raiseToTop(this)})),n.select(t.parentNode).selectAll(\"rect.bandrect\").filter((function(t){return t.color===e.color})).each((function(){s.raiseToTop(this),n.select(this).attr(\"stroke\",\"black\").attr(\"stroke-width\",1.5)}))}(u),S(u,\"plotly_hover\",n.event)):(function(t){n.select(t.parentNode).selectAll(\"rect.bandrect\").each((function(t){var e=A(t);w(e),e.each((function(){s.raiseToTop(this)}))})),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(u),M(u,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\")&&(\"category\"===l?e=E(r,a,u):\"color\"===l?e=function(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=r.getBoundingClientRect(),u=n.select(r).datum(),f=u.categoryViewModel,h=f.parcatsViewModel,p=h.model.dimensions[f.model.dimensionInd],d=h.trace,v=l.y+l.height/2;h.dimensions.length>1&&p.displayInd===h.dimensions.length-1?(i=l.left,a=\"left\"):(i=l.left+l.width,a=\"right\");var g=f.model.categoryLabel,y=u.parcatsViewModel.model.count,m=0;u.categoryViewModel.bands.forEach((function(t){t.color===u.color&&(m+=t.count)}));var x=f.model.count,b=0;h.pathSelection.each((function(t){t.model.color===u.color&&(b+=t.model.count)}));var _=m/y,w=m/b,T=m/x,k={countLabel:y,categoryLabel:g,probabilityLabel:_.toFixed(3)},A=[];-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&A.push([\"Count:\",k.countLabel].join(\" \")),-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(A.push(\"P(color ∩ \"+g+\"): \"+k.probabilityLabel),A.push(\"P(\"+g+\" | color): \"+w.toFixed(3)),A.push(\"P(color | \"+g+\"): \"+T.toFixed(3)));var M=A.join(\"<br>\"),S=c.mostReadable(u.color,[\"black\",\"white\"]);return{trace:d,x:o*(i-e.left),y:s*(v-e.top),text:M,color:u.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:S,fontSize:10,idealAlign:a,hovertemplate:d.hovertemplate,hovertemplateLabels:k,eventData:[{data:d._input,fullData:d,category:g,count:y,probability:_,categorycount:x,colorcount:b,bandcolorcount:m}]}}(r,a,u):\"dimension\"===l&&(e=function(t,e,r){var i=[];return n.select(r.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each((function(){i.push(E(t,e,this))})),i}(r,a,u)),e&&o.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r}))}}function C(t){var e=t.parcatsViewModel;e.dragDimension||(_(e.pathSelection),T(e.dimensionSelection.selectAll(\"g.category\")),k(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),o.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(v),-1!==e.hoverinfoItems.indexOf(\"skip\"))||(\"color\"===t.parcatsViewModel.hoveron?S(this,\"plotly_unhover\",n.event):M(this,\"plotly_unhover\",n.event))}function P(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,s.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,o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function O(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,u=a.categories,c=u[l-1],f=u[l+1];void 0!==c&&s<c.y+c.height/2&&(o.model.displayInd=c.model.displayInd,c.model.displayInd=l),void 0!==f&&s+o.height>f.y+f.height/2&&(o.model.displayInd=f.model.displayInd,f.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var h=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==h&&a.model.dragX<h.x+h.width&&(a.model.displayInd=h.model.displayInd,h.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}j(t.parcatsViewModel),N(t.parcatsViewModel),R(t.parcatsViewModel),z(t.parcatsViewModel)}}function I(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=D(t.parcatsViewModel),i=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),o=t.initialDragDimensionDisplayInds.some((function(t,e){return t!==i[e]}));o&&i.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 u=t.model.categories.slice().sort((function(t,e){return t.displayInd-e.displayInd})),c=u.map((function(t){return t.categoryValue})),f=u.map((function(t){return t.categoryLabel}));e[\"dimensions[\"+t.model.containerInd+\"].categoryarray\"]=[c],e[\"dimensions[\"+t.model.containerInd+\"].ticktext\"]=[f],e[\"dimensions[\"+t.model.containerInd+\"].categoryorder\"]=\"array\"}}-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")&&!t.dragHasMoved&&t.potentialClickBand&&(\"color\"===t.parcatsViewModel.hoveron?S(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent):M(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,j(t.parcatsViewModel),N(t.parcatsViewModel),n.transition().duration(300).ease(\"cubic-in-out\").each((function(){R(t.parcatsViewModel,!0),z(t.parcatsViewModel,!0)})).each(\"end\",(function(){(o||s)&&a.restyle(t.parcatsViewModel.graphDiv,e,[r])}))}}function D(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 z(t,e){var r;void 0===e&&(e=!1),t.pathSelection.data((function(t){return t.paths}),p),(r=t.pathSelection,e?r.transition():r).attr(\"d\",(function(t){return t.svgD}))}function R(t,e){function r(t){return e?t.transition():t}void 0===e&&(e=!1),t.dimensionSelection.data((function(t){return t.dimensions}),p);var i=t.dimensionSelection.selectAll(\"g.category\").data((function(t){return t.categories}),p);r(t.dimensionSelection).attr(\"transform\",(function(t){return l(t.x,0)})),r(i).attr(\"transform\",(function(t){return l(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 d(t)?\"start\":\"end\"})).attr(\"x\",(function(t){return d(t)?t.width+5:-5})).each((function(t){var e,r;d(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}),p),o=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})),k(o),a.each((function(){s.raiseToTop(this)})),a.exit().remove()}function F(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,u=e.height,c=Math.floor(l*(s.x[1]-s.x[0])),f=Math.floor(u*(s.y[1]-s.y[0])),h=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 v={trace:o,key:o.uid,model:i,x:h,y:p,width:c,height:f,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};return i.dimensions&&(j(v),N(v)),v}function B(t,e,r,n,a){var o,s,l=[],u=[];for(s=0;s<r.length-1;s++)o=i(r[s]+t[s],t[s+1]),l.push(o(a)),u.push(o(1-a));var c=\"M \"+t[0]+\",\"+e[0];for(c+=\"l\"+r[0]+\",0 \",s=1;s<r.length;s++)c+=\"C\"+l[s-1]+\",\"+e[s-1]+\" \"+u[s-1]+\",\"+e[s]+\" \"+t[s]+\",\"+e[s],c+=\"l\"+r[s]+\",0 \";for(c+=\"l0,\"+n+\" \",c+=\"l -\"+r[r.length-1]+\",0 \",s=r.length-2;s>=0;s--)c+=\"C\"+u[s]+\",\"+(e[s+1]+n)+\" \"+l[s]+\",\"+(e[s]+n)+\" \"+(t[s]+r[s])+\",\"+(e[s]+n),c+=\"l-\"+r[s]+\",0 \";return c+\"Z\"}function N(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})),u=[];for(var c in r.paths)r.paths.hasOwnProperty(c)&&u.push(r.paths[c]);function f(t){var e=t.categoryInds.map((function(t,e){return i[e][t]}));return o.map((function(t){return e[t]}))}u.sort((function(e,r){var n=f(e),i=f(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 h=new Array(u.length),p=e[0].model.count,d=e[0].categories.map((function(t){return t.height})).reduce((function(t,e){return t+e})),v=0;v<u.length;v++){var g,y=u[v];g=p>0?d*(y.count/p):0;for(var m,x=new Array(n.length),b=0;b<y.categoryInds.length;b++){var 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n=r(50693),i=r(13838),a=r(41940),o=r(27670).Y,s=r(1426).extendFlat,l=r(44467).templatedArray;t.exports={domain:o({name:\"parcoords\",trace:!0,editType:\"plot\"}),labelangle:{valType:\"angle\",dflt:0,editType:\"plot\"},labelside:{valType:\"enumerated\",values:[\"top\",\"bottom\"],dflt:\"top\",editType:\"plot\"},labelfont:a({editType:\"plot\"}),tickfont:a({editType:\"plot\"}),rangefont:a({editType:\"plot\"}),dimensions:l(\"dimension\",{label:{valType:\"string\",editType:\"plot\"},tickvals:s({},i.tickvals,{editType:\"plot\"}),ticktext:s({},i.ticktext,{editType:\"plot\"}),tickformat:s({},i.tickformat,{editType:\"plot\"}),visible:{valType:\"boolean\",dflt:!0,editType:\"plot\"},range:{valType:\"info_array\",items:[{valType:\"number\",editType:\"plot\"},{valType:\"number\",editType:\"plot\"}],editType:\"plot\"},constraintrange:{valType:\"info_array\",freeLength:!0,dimensions:\"1-2\",items:[{valType:\"any\",editType:\"plot\"},{valType:\"any\",editType:\"plot\"}],editType:\"plot\"},multiselect:{valType:\"boolean\",dflt:!0,editType:\"plot\"},values:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"}),line:s({editType:\"calc\"},n(\"line\",{colorscaleDflt:\"Viridis\",autoColorDflt:!1,editTypeOverride:\"calc\"})),unselected:{line:{color:{valType:\"color\",dflt:\"#7f7f7f\",editType:\"plot\"},opacity:{valType:\"number\",min:0,max:1,dflt:\"auto\",editType:\"plot\"},editType:\"plot\"},editType:\"plot\"}}},57920:function(t,e,r){\"use 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s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,l,c);o(e,l,c),Array.isArray(v)&&v.length||(e.visible=!1),h(e,v,\"values\",g);var y={family:l.font.family,size:Math.round(l.font.size/1.2),color:l.font.color};n.coerceFont(c,\"labelfont\",y),n.coerceFont(c,\"tickfont\",y),n.coerceFont(c,\"rangefont\",y),c(\"labelangle\"),c(\"labelside\"),c(\"unselected.line.color\"),c(\"unselected.line.opacity\")}},1602:function(t,e,r){\"use strict\";var n=r(71828).isTypedArray;e.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},e.isOrdinal=function(t){return!!t.tickvals},e.isVisible=function(t){return t.visible||!(\"visible\"in t)}},67618:function(t,e,r){\"use strict\";var n=r(71791);n.plot=r(21341),t.exports=n},83398:function(t,e,r){\"use strict\";var n=r(56068),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nattribute vec4 p01_04, p05_08, p09_12, p13_16,\\n               p17_20, p21_24, p25_28, p29_32,\\n               p33_36, p37_40, p41_44, p45_48,\\n               p49_52, p53_56, p57_60, colors;\\n\\nuniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution, viewBoxPos, viewBoxSize;\\nuniform float maskHeight;\\nuniform float drwLayer; // 0: context, 1: focus, 2: pick\\nuniform vec4 contextColor;\\nuniform sampler2D maskTexture, palette;\\n\\nbool isPick    = (drwLayer > 1.5);\\nbool isContext = (drwLayer < 0.5);\\n\\nconst vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\\nconst vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * UNITS, UNITS);\\n}\\n\\nfloat axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\\n    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\\n    return y1 * (1.0 - ratio) + y2 * ratio;\\n}\\n\\nint iMod(int a, int b) {\\n    return a - b * (a / b);\\n}\\n\\nbool fOutside(float p, float lo, float hi) {\\n    return (lo < hi) && (lo > p || p > hi);\\n}\\n\\nbool vOutside(vec4 p, vec4 lo, vec4 hi) {\\n    return (\\n        fOutside(p[0], lo[0], hi[0]) ||\\n        fOutside(p[1], lo[1], hi[1]) ||\\n        fOutside(p[2], lo[2], hi[2]) ||\\n        fOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool mOutside(mat4 p, mat4 lo, mat4 hi) {\\n    return (\\n        vOutside(p[0], lo[0], hi[0]) ||\\n        vOutside(p[1], lo[1], hi[1]) ||\\n        vOutside(p[2], lo[2], hi[2]) ||\\n        vOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    return mOutside(A, loA, hiA) ||\\n           mOutside(B, loB, hiB) ||\\n           mOutside(C, loC, hiC) ||\\n           mOutside(D, loD, hiD);\\n}\\n\\nbool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    mat4 pnts[4];\\n    pnts[0] = A;\\n    pnts[1] = B;\\n    pnts[2] = C;\\n    pnts[3] = D;\\n\\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                if(0 == iMod(\\n                    int(255.0 * texture2D(maskTexture,\\n                        vec2(\\n                            (float(i * 2 + j / 2) + 0.5) / 8.0,\\n                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\\n                        ))[3]\\n                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\\n                    2\\n                )) return true;\\n            }\\n        }\\n    }\\n    return false;\\n}\\n\\nvec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float x = 0.5 * sign(v) + 0.5;\\n    float y = axisY(x, A, B, C, D);\\n    float z = 1.0 - abs(v);\\n\\n    z += isContext ? 0.0 : 2.0 * float(\\n        outsideBoundingBox(A, B, C, D) ||\\n        outsideRasterMask(A, B, C, D)\\n    );\\n\\n    return vec4(\\n        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\\n        z,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\\n    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\\n    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\\n    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\\n\\n    float v = colors[3];\\n\\n    gl_Position = position(isContext, v, A, B, C, D);\\n\\n    fragColor =\\n        isContext ? vec4(contextColor) :\\n        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\\n}\\n\"]),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n    gl_FragColor = fragColor;\\n}\\n\"]),o=r(25706).maxDimensionCount,s=r(71828),l=1e-6,u=new Uint8Array(4),c=new Uint8Array(4),f={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function h(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 p(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:u})}(t),r.drawCompleted=!0),function s(l){var u=Math.min(n,i-l*n);0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],h(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(a.count=2*u,a.offset=2*l*n,e(a),l*n+u<i&&(r.currentRafs[o]=window.requestAnimationFrame((function(){s(l+1)}))),r.drawCompleted=!1)}(0)}function d(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function v(t,e){return(t>>>8*e)%256/255}function g(t,e,r){for(var n=new Array(8*e),i=0,a=0;a<e;a++)for(var o=0;o<2;o++)for(var s=0;s<4;s++){var l=4*t+s,u=r[64*a+l];63===l&&0===o&&(u*=-1),n[i++]=u}return n}function y(t){var e=\"0\"+t;return e.substr(e.length-2)}function m(t){return t<o?\"p\"+y(t+1)+\"_\"+y(t+4):\"colors\"}function x(t,e,r,n,i,a,o,l,u,c,f,h,p,d){for(var v=[[],[]],g=0;g<64;g++)v[0][g]=g===i?1:0,v[1][g]=g===a?1:0;o*=d,l*=d,u*=d,c*=d;var y=t.lines.canvasOverdrag*d,m=t.domain,x=t.canvasWidth*d,b=t.canvasHeight*d,_=t.pad.l*d,w=t.pad.b*d,T=t.layoutHeight*d,k=t.layoutWidth*d,A=t.deselectedLines.color,M=t.deselectedLines.opacity;return s.extendFlat({key:f,resolution:[x,b],viewBoxPos:[o+y,l],viewBoxSize:[u,c],i0:i,i1:a,dim0A:v[0].slice(0,16),dim0B:v[0].slice(16,32),dim0C:v[0].slice(32,48),dim0D:v[0].slice(48,64),dim1A:v[1].slice(0,16),dim1B:v[1].slice(16,32),dim1C:v[1].slice(32,48),dim1D:v[1].slice(48,64),drwLayer:h,contextColor:[A[0]/255,A[1]/255,A[2]/255,\"auto\"!==M?A[3]*M:Math.max(1/255,Math.pow(1/t.lines.color.length,1/3))],scissorX:(n===e?0:o+y)+(_-y)+k*m.x[0],scissorWidth:(n===r?x-o+y:u+.5)+(n===e?o+y:0),scissorY:l+w+T*m.y[0],scissorHeight:c,viewportX:_-y+k*m.x[0],viewportY:w+T*m.y[0],viewportWidth:x,viewportHeight:b},p)}function b(t){var e=2047,r=Math.max(0,Math.floor(t[0]*e),0),n=Math.min(e,Math.ceil(t[1]*e),e);return[Math.min(r,n),Math.max(r,n)]}t.exports=function(t,e){var r,n,u,y,_,w=e.context,T=e.pick,k=e.regl,A=k._gl,M=A.getParameter(A.ALIASED_LINE_WIDTH_RANGE),S=Math.max(M[0],Math.min(M[1],e.viewModel.plotGlPixelRatio)),E={currentRafs:{},drawCompleted:!0,clearOnly:!1},L=function(t){for(var e={},r=0;r<=o;r+=4)e[m(r)]=t.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array(0)});return e}(k),C=k.texture(f),P=[];I(e);var O=k({profile:!1,blend:{enable:w,func:{srcRGB:\"src alpha\",dstRGB:\"one minus src 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I(t){r=t.model,n=t.viewModel,u=n.dimensions.slice(),y=u[0]?u[0].values.length:0;var e=r.lines,i=T?e.color.map((function(t,r){return r/e.color.length})):e.color,a=function(t,e,r){for(var n,i=new Array(t*(o+4)),a=0,s=0;s<t;s++){for(var u=0;u<o;u++)i[a++]=u<e.length?e[u].paddedUnitValues[s]:.5;i[a++]=v(s,2),i[a++]=v(s,1),i[a++]=v(s,0),i[a++]=(n=r[s],Math.max(l,Math.min(.999999,n)))}return i}(y,u,i);!function(t,e,r){for(var n=0;n<=o;n+=4)t[m(n)](g(n/4,e,r))}(L,y,a),w||T||(C=k.texture(s.extendFlat({data:d(r.unitToColor,255)},f)))}return{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].dim0.canvasX<l&&(l=t[i].dim0.canvasX,a=i),t[i].dim1.canvasX>c&&(c=t[i].dim1.canvasX,o=i);0===s&&h(k,0,0,r.canvasWidth,r.canvasHeight);var f=function(t){var e,r,n,i=[[],[]];for(n=0;n<64;n++){var a=!t&&n<u.length?u[n].brush.filter.getBounds():[-1/0,1/0];i[0][n]=a[0],i[1][n]=a[1]}var o=new Array(16384);for(e=0;e<16384;e++)o[e]=255;if(!t)for(e=0;e<u.length;e++){var s=e%8,l=(e-s)/8,c=Math.pow(2,s),f=u[e].brush.filter.get();if(!(f.length<2)){var h=b(f[0])[1];for(r=1;r<f.length;r++){var p=b(f[r]);for(n=h+1;n<p[0];n++)o[8*n+l]&=~c;h=Math.max(h,p[1])}}}var d={shape:[8,2048],format:\"alpha\",type:\"uint8\",mag:\"nearest\",min:\"nearest\",data:o};return _?_(d):_=k.texture(d),{maskTexture:_,maskHeight:2048,loA:i[0].slice(0,16),loB:i[0].slice(16,32),loC:i[0].slice(32,48),loD:i[0].slice(48,64),hiA:i[1].slice(0,16),hiB:i[1].slice(16,32),hiC:i[1].slice(32,48),hiD:i[1].slice(48,64)}}(w);for(i=0;i<s;i++){var d=t[i],v=d.dim0.crossfilterDimensionIndex,g=d.dim1.crossfilterDimensionIndex,m=d.canvasX,A=d.canvasY,M=m+d.panelSizeX,S=d.plotGlPixelRatio;if(e||!P[v]||P[v][0]!==m||P[v][1]!==M){P[v]=[m,M];var L=x(r,a,o,i,v,g,m,A,d.panelSizeX,d.panelSizeY,d.dim0.crossfilterDimensionIndex,w?0:T?2:1,f,S);E.clearOnly=n;var C=e?r.lines.blockLineCount:y;p(k,O,E,C,y,L)}}},readPixel:function(t,e){return k.read({x:t,y:e,width:1,height:1,data:c}),c},readPixels:function(t,e,r,n){var i=new Uint8Array(4*r*n);return k.read({x:t,y:e,width:r,height:n,data:i}),i},destroy:function(){for(var e in t.style[\"pointer-events\"]=\"none\",C.destroy(),_&&_.destroy(),L)L[e].destroy()},update:I}}},94397:function(t){\"use strict\";t.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}},17171:function(t,e,r){\"use strict\";var n=r(39898),i=r(71828),a=i.numberFormat,o=r(36652),s=r(89298),l=i.strRotate,u=i.strTranslate,c=r(63893),f=r(91424),h=r(21081),p=r(28984),d=p.keyFun,v=p.repeat,g=p.unwrap,y=r(1602),m=r(25706),x=r(57920),b=r(83398);function _(t,e,r){return i.aggNums(t,null,e,r)}function w(t,e){return k(_(Math.min,t,e),_(Math.max,t,e))}function T(t){var e=t.range;return e?k(e[0],e[1]):w(t.values,t._length)}function k(t,e){return!isNaN(t)&&isFinite(t)||(t=0),!isNaN(e)&&isFinite(e)||(e=0),t===e&&(0===t?(t-=1,e+=1):(t*=.9,e*=1.1)),[t,e]}function A(t,e,r,i,o){var s,l,u=T(r);return i?n.scale.ordinal().domain(i.map((s=a(r.tickformat),l=o,l?function(t,e){var r=l[e];return null==r?s(t):r}:s))).range(i.map((function(r){var n=(r-u[0])/(u[1]-u[0]);return t-e+n*(2*e-t)}))):n.scale.linear().domain(u).range([t-e,e])}function M(t){if(t.tickvals){var e=T(t);return n.scale.ordinal().domain(t.tickvals).range(t.tickvals.map((function(t){return(t-e[0])/(e[1]-e[0])})))}}function S(t){var e=t.map((function(t){return t[0]})),r=t.map((function(t){var e=o(t[1]);return n.rgb(\"rgb(\"+e[0]+\",\"+e[1]+\",\"+e[2]+\")\")})),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)}))}}function E(t){return t.dimensions.some((function(t){return t.brush.filterSpecified}))}function L(t,e,r){var a=g(e),s=a.trace,l=y.convertTypedArray(a.lineColor),u=s.line,c={color:o(s.unselected.line.color),opacity:s.unselected.line.opacity},f=h.extractOpts(u),p=f.reversescale?h.flipScale(a.cscale):a.cscale,d=s.domain,v=s.dimensions,x=t.width,b=s.labelangle,_=s.labelside,w=s.labelfont,k=s.tickfont,A=s.rangefont,M=i.extendDeepNoArrays({},u,{color:l.map(n.scale.linear().domain(T({values:l,range:[f.min,f.max],_length:s._length}))),blockLineCount:m.blockLineCount,canvasOverdrag:m.overdrag*m.canvasPixelRatio}),E=Math.floor(x*(d.x[1]-d.x[0])),L=Math.floor(t.height*(d.y[1]-d.y[0])),C=t.margin||{l:80,r:80,t:100,b:80},P=E,O=L;return{key:r,colCount:v.filter(y.isVisible).length,dimensions:v,tickDistance:m.tickDistance,unitToColor:S(p),lines:M,deselectedLines:c,labelAngle:b,labelSide:_,labelFont:w,tickFont:k,rangeFont:A,layoutWidth:x,layoutHeight:t.height,domain:d,translateX:d.x[0]*x,translateY:t.height-d.y[1]*t.height,pad:C,canvasWidth:P*m.canvasPixelRatio+2*M.canvasOverdrag,canvasHeight:O*m.canvasPixelRatio,width:P,height:O,canvasPixelRatio:m.canvasPixelRatio}}function C(t,e,r){var o=r.width,s=r.height,l=r.dimensions,u=r.canvasPixelRatio,c=function(t){return o*t/Math.max(1,r.colCount-1)},f=m.verticalPadding/s,h=function(t,e){return n.scale.linear().range([e,t-e])}(s,m.verticalPadding),p={key:r.key,xScale:c,model:r,inBrushDrag:!1},d={};return p.dimensions=l.filter(y.isVisible).map((function(o,l){var v=function(t,e){return n.scale.linear().domain(T(t)).range([e,1-e])}(o,f),g=d[o.label];d[o.label]=(g||0)+1;var b=o.label+(g?\"__\"+g:\"\"),_=o.constraintrange,w=_&&_.length;w&&!Array.isArray(_[0])&&(_=[_]);var k=w?_.map((function(t){return t.map(v)})):[[-1/0,1/0]],S=o.values;S.length>o._length&&(S=S.slice(0,o._length));var L,C=o.tickvals;function P(t,e){return{val:t,text:L[e]}}function O(t,e){return t.val-e.val}if(Array.isArray(C)&&C.length){L=o.ticktext,Array.isArray(L)&&L.length?L.length>C.length?L=L.slice(0,C.length):C.length>L.length&&(C=C.slice(0,L.length)):L=C.map(a(o.tickformat));for(var I=1;I<C.length;I++)if(C[I]<C[I-1]){for(var D=C.map(P).sort(O),z=0;z<C.length;z++)C[z]=D[z].val,L[z]=D[z].text;break}}else C=void 0;return S=y.convertTypedArray(S),{key:b,label:o.label,tickFormat:o.tickformat,tickvals:C,ticktext:L,ordinal:y.isOrdinal(o),multiselect:o.multiselect,xIndex:l,crossfilterDimensionIndex:l,visibleIndex:o._index,height:s,values:S,paddedUnitValues:S.map(v),unitTickvals:C&&C.map(v),xScale:c,x:c(l),canvasX:c(l)*u,unitToPaddedPx:h,domainScale:A(s,m.verticalPadding,o,C,L),ordinalScale:M(o),parent:p,model:r,brush:x.makeBrush(t,w,k,(function(){t.linePickActive(!1)}),(function(){var e=p;e.focusLayer&&e.focusLayer.render(e.panels,!0);var r=E(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){if(p.focusLayer.render(p.panels,!0),p.pickLayer&&p.pickLayer.render(p.panels,!0),t.linePickActive(!0),e&&e.filterChanged){var n=v.invert,a=r.map((function(t){return t.map(n).sort(i.sorterAsc)})).sort((function(t,e){return t[0]-e[0]}));e.filterChanged(p.key,o._index,a)}}))}})),p}function P(t){t.classed(m.cn.axisExtentText,!0).attr(\"text-anchor\",\"middle\").style(\"cursor\",\"default\")}function O(t,e){var r=\"top\"===e?1:-1,n=t*Math.PI/180;return{dir:r,dx:Math.sin(n),dy:Math.cos(n),degrees:t}}function I(t,e,r){for(var n=e.panels||(e.panels=[]),i=t.data(),a=0;a<i.length-1;a++){var o=n[a]||(n[a]={}),s=i[a],l=i[a+1];o.dim0=s,o.dim1=l,o.canvasX=s.canvasX,o.panelSizeX=l.canvasX-s.canvasX,o.panelSizeY=e.model.canvasHeight,o.y=0,o.canvasY=0,o.plotGlPixelRatio=r}}function D(t,e){return s.tickText(t._ax,e,!1).text}function z(t,e){if(t.ordinal)return\"\";var r=t.domainScale.domain(),n=r[e?r.length-1:0];return D(t.model.dimensions[t.visibleIndex],n)}t.exports=function(t,e,r,a){var o=t._context.staticPlot,h=t._fullLayout,p=h._toppaper,_=h._glcontainer,T=t._context.plotGlPixelRatio,A=t._fullLayout.paper_bgcolor;!function(t){for(var e=0;e<t.length;e++)for(var r=0;r<t[e].length;r++)for(var n=t[e][r].trace,i=n.dimensions,a=0;a<i.length;a++){var o=i[a].values,l=i[a]._ax;l&&(l.range?l.range=k(l.range[0],l.range[1]):l.range=w(o,n._length),l.dtick||(l.dtick=.01*(Math.abs(l.range[1]-l.range[0])||1)),l.tickformat=i[a].tickformat,s.calcTicks(l),l.cleanRange())}}(e);var M,S,R=(M=!0,S=!1,{linePickActive:function(t){return arguments.length?M=!!t:M},contextShown:function(t){return arguments.length?S=!!t:S}}),F=e.filter((function(t){return g(t).trace.visible})).map(L.bind(0,r)).map(C.bind(0,R,a));_.each((function(t,e){return i.extendFlat(t,F[e])}));var B=_.selectAll(\".gl-canvas\").each((function(t){t.viewModel=F[0],t.viewModel.plotGlPixelRatio=T,t.viewModel.paperColor=A,t.model=t.viewModel?t.viewModel.model:null})),N=null;B.filter((function(t){return t.pick})).style(\"pointer-events\",o?\"none\":\"auto\").on(\"mousemove\",(function(t){if(R.linePickActive()&&t.lineLayer&&a&&a.hover){var e=n.event,r=this.width,i=this.height,o=n.mouse(this),s=o[0],l=o[1];if(s<0||l<0||s>=r||l>=i)return;var u=t.lineLayer.readPixel(s,i-1-l),c=0!==u[3],f=c?u[2]+256*(u[1]+256*u[0]):null,h={x:s,y:l,clientX:e.clientX,clientY:e.clientY,dataIndex:t.model.key,curveNumber:f};f!==N&&(c?a.hover(h):a.unhover&&a.unhover(h),N=f)}})),B.style(\"opacity\",(function(t){return t.pick?0:1})),p.style(\"background\",\"rgba(255, 255, 255, 0)\");var j=p.selectAll(\".\"+m.cn.parcoords).data(F,d);j.exit().remove(),j.enter().append(\"g\").classed(m.cn.parcoords,!0).style(\"shape-rendering\",\"crispEdges\").style(\"pointer-events\",\"none\"),j.attr(\"transform\",(function(t){return u(t.model.translateX,t.model.translateY)}));var U=j.selectAll(\".\"+m.cn.parcoordsControlView).data(v,d);U.enter().append(\"g\").classed(m.cn.parcoordsControlView,!0),U.attr(\"transform\",(function(t){return u(t.model.pad.l,t.model.pad.t)}));var V=U.selectAll(\".\"+m.cn.yAxis).data((function(t){return 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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((function(e){return y.isOrdinal(t)?e:D(t.model.dimensions[t.visibleIndex],e)})).scale(r)),f.font(q.selectAll(\"text\"),t.model.tickFont)})),q.selectAll(\".domain, .tick>line\").attr(\"fill\",\"none\").attr(\"stroke\",\"black\").attr(\"stroke-opacity\",.25).attr(\"stroke-width\",\"1px\"),q.selectAll(\"text\").style(\"text-shadow\",c.makeTextShadow(A)).style(\"cursor\",\"default\");var G=H.selectAll(\".\"+m.cn.axisHeading).data(v,d);G.enter().append(\"g\").classed(m.cn.axisHeading,!0);var Z=G.selectAll(\".\"+m.cn.axisTitle).data(v,d);Z.enter().append(\"text\").classed(m.cn.axisTitle,!0).attr(\"text-anchor\",\"middle\").style(\"cursor\",\"ew-resize\").style(\"pointer-events\",o?\"none\":\"auto\"),Z.text((function(t){return t.label})).each((function(e){var 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J=Y.selectAll(\".\"+m.cn.axisExtentBottom).data(v,d);J.enter().append(\"g\").classed(m.cn.axisExtentBottom,!0),J.attr(\"transform\",(function(t){return u(0,t.model.height+m.axisExtentOffset)}));var K=J.selectAll(\".\"+m.cn.axisExtentBottomText).data(v,d);K.enter().append(\"text\").classed(m.cn.axisExtentBottomText,!0).attr(\"dy\",\"0.75em\").call(P),K.text((function(t){return z(t,!1)})).each((function(t){f.font(n.select(this),t.model.rangeFont)})),x.ensureAxisBrush(H,A,t)}},21341:function(t,e,r){\"use strict\";var n=r(17171),i=r(79749),a=r(1602).isVisible,o={};function s(t,e,r){var n=e.indexOf(r),i=t.indexOf(n);return-1===i&&(i+=e.length),i}(t.exports=function(t,e){var r=t._fullLayout;if(i(t,[],o)){var l={},u={},c={},f={},h=r._size;e.forEach((function(e,r){var n=e[0].trace;c[r]=n.index;var i=f[r]=n._fullInput.index;l[r]=t.data[i].dimensions,u[r]=t.data[i].dimensions.slice()})),n(t,e,{width:h.w,height:h.h,margin:{t:h.t,r:h.r,b:h.b,l:h.l}},{filterChanged:function(e,n,i){var a=u[e][n],o=i.map((function(t){return t.slice()})),s=\"dimensions[\"+n+\"].constraintrange\",l=r._tracePreGUI[t._fullData[c[e]]._fullInput.uid];if(void 0===l[s]){var h=a.constraintrange;l[s]=h||null}var p=t._fullData[c[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,[f[e]]])},hover:function(e){t.emit(\"plotly_hover\",e)},unhover:function(e){t.emit(\"plotly_unhover\",e)},axesMoved:function(e,r){var n=function(t,e){return function(r,n){return s(t,e,r)-s(t,e,n)}}(r,u[e].filter(a));l[e].sort(n),u[e].filter((function(t){return!a(t)})).sort((function(t){return u[e].indexOf(t)})).forEach((function(t){l[e].splice(l[e].indexOf(t),1),l[e].splice(u[e].indexOf(t),0,t)})),t.emit(\"plotly_restyle\",[{dimensions:[l[e]]},[f[e]]])}})}}).reglPrecompiled=o},34e3:function(t,e,r){\"use strict\";var n=r(9012),i=r(27670).Y,a=r(41940),o=r(22399),s=r(5386).fF,l=r(5386).si,u=r(1426).extendFlat,c=r(79952).u,f=a({editType:\"plot\",arrayOk:!0,colorEditType:\"plot\"});t.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:o.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},pattern:c,editType:\"calc\"},text:{valType:\"data_array\",editType:\"plot\"},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:u({},n.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:s({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),texttemplate:l({editType:\"plot\"},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"plot\"},textfont:u({},f,{}),insidetextorientation:{valType:\"enumerated\",values:[\"horizontal\",\"radial\",\"tangential\",\"auto\"],dflt:\"auto\",editType:\"plot\"},insidetextfont:u({},f,{}),outsidetextfont:u({},f,{}),automargin:{valType:\"boolean\",dflt:!1,editType:\"plot\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"plot\"},font:u({},f,{}),position:{valType:\"enumerated\",values:[\"top 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n=r(74875);e.name=\"pie\",e.plot=function(t,r,i,a){n.plotBasePlot(e.name,t,r,i,a)},e.clean=function(t,r,i,a){n.cleanBasePlot(e.name,t,r,i,a)}},32354:function(t,e,r){\"use strict\";var n=r(92770),i=r(84267),a=r(7901),o={};function s(t){return function(e,r){return!!e&&!!(e=i(e)).isValid()&&(e=a.addOpacity(e,e.getAlpha()),t[r]||(t[r]=e),e)}}function l(t,e){var r,n=JSON.stringify(t),a=e[n];if(!a){for(a=t.slice(),r=0;r<t.length;r++)a.push(i(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)a.push(i(t[r]).darken(20).toHexString());e[n]=a}return a}t.exports={calc:function(t,e){var r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],u=e.labels,c=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(u=new Array(h),r=0;r<h;r++)u[r]=String(e.label0+r*e.dlabel);var d={},v=s(o[\"_\"+e.type+\"colormap\"]),g=0,y=!1;for(r=0;r<h;r++){var m,x,b;if(p){if(m=f[r],!n(m))continue;m=+m}else m=1;void 0!==(x=u[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 0===_?(d[x]=a.length,(b=-1!==l.indexOf(x))||(g+=m),a.push({v:m,label:x,color:v(c[r],x),i:r,pts:[r],hidden:b})):(y=!0,(i=a[_]).v+=m,i.pts.push(r),i.hidden||(g+=m),!1===i.color&&c[r]&&(i.color=v(c[r],x)))}return a=a.filter((function(t){return t.v>=0})),(\"funnelarea\"===e.type?y:e.sort)&&a.sort((function(t,e){return e.v-t.v})),a[0]&&(a[0].vTotal=g),a},crossTraceCalc:function(t,e){var r=(e||{}).type;r||(r=\"pie\");var n=t._fullLayout,i=t.calcdata,a=n[r+\"colorway\"],s=n[\"_\"+r+\"colormap\"];n[\"extend\"+r+\"colors\"]&&(a=l(a,o));for(var u=0,c=0;c<i.length;c++){var f=i[c];if(f[0].trace.type===r)for(var h=0;h<f.length;h++){var p=f[h];!1===p.color&&(s[p.label]?p.color=s[p.label]:(s[p.label]=p.color=a[u%a.length],u++))}}},makePullColorFn:s,generateExtendedColors:l}},37434:function(t,e,r){\"use strict\";var n=r(92770),i=r(71828),a=r(34e3),o=r(27670).c,s=r(90769).handleText,l=r(71828).coercePattern;function u(t,e){var r=Array.isArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var u=e[l];if(n(u)&&u>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}function c(t,e,r,n,i){n(\"marker.line.width\")&&n(\"marker.line.color\",i?void 0:r.paper_bgcolor);var a=n(\"marker.colors\");l(n,\"marker.pattern\",a),t.marker&&!e.marker.pattern.fgcolor&&(e.marker.pattern.fgcolor=t.marker.colors),e.marker.pattern.bgcolor||(e.marker.pattern.bgcolor=r.paper_bgcolor)}t.exports={handleLabelsAndValues:u,handleMarkerDefaults:c,supplyDefaults:function(t,e,r,n){function l(r,n){return i.coerce(t,e,a,r,n)}var f=u(l(\"labels\"),l(\"values\")),h=f.len;if(e._hasLabels=f.hasLabels,e._hasValues=f.hasValues,!e._hasLabels&&e._hasValues&&(l(\"label0\"),l(\"dlabel\")),h){e._length=h,c(t,e,n,l,!0),l(\"scalegroup\");var p,d=l(\"text\"),v=l(\"texttemplate\");if(v||(p=l(\"textinfo\",Array.isArray(d)?\"text+percent\":\"percent\")),l(\"hovertext\"),l(\"hovertemplate\"),v||p&&\"none\"!==p){var g=l(\"textposition\");s(t,e,n,l,g,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(g)||\"auto\"===g||\"outside\"===g)&&l(\"automargin\"),(\"inside\"===g||\"auto\"===g||Array.isArray(g))&&l(\"insidetextorientation\")}o(e,n,l);var y=l(\"hole\");if(l(\"title.text\")){var m=l(\"title.position\",y?\"middle center\":\"top center\");y||\"middle center\"!==m||(e.title.position=\"top center\"),i.coerceFont(l,\"title.font\",n.font)}l(\"sort\"),l(\"direction\"),l(\"rotation\"),l(\"pull\")}else e.visible=!1}}},20007:function(t,e,r){\"use strict\";var n=r(23469).appendArrayMultiPointValues;t.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},22209:function(t,e,r){\"use strict\";var n=r(91424),i=r(7901);t.exports=function(t,e,r,a){var o=r.marker.pattern;o&&o.shape?n.pointStyle(t,r,a,e):i.fill(t,e.color)}},53581:function(t,e,r){\"use strict\";var n=r(71828);function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}e.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},e.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},e.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||\"\"===n)return n}},e.castOption=function(t,r){return Array.isArray(t)?e.getFirstFilled(t,r):t||void 0},e.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},58810:function(t,e,r){\"use strict\";t.exports={attributes:r(34e3),supplyDefaults:r(37434).supplyDefaults,supplyLayoutDefaults:r(92097),layoutAttributes:r(92774),calc:r(32354).calc,crossTraceCalc:r(32354).crossTraceCalc,plot:r(14575).plot,style:r(68357),styleOne:r(63463),moduleType:\"trace\",name:\"pie\",basePlotModule:r(13584),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},92774:function(t){\"use strict\";t.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},92097:function(t,e,r){\"use strict\";var n=r(71828),i=r(92774);t.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},14575:function(t,e,r){\"use strict\";var n=r(39898),i=r(74875),a=r(30211),o=r(7901),s=r(91424),l=r(71828),u=l.strScale,c=l.strTranslate,f=r(63893),h=r(72597),p=h.recordMinTextSize,d=h.clearMinTextSize,v=r(97313).TEXTPAD,g=r(53581),y=r(20007),m=r(71828).isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,u=i.trace,c=\"funnelarea\"===u.type;\"_hasHoverLabel\"in u||(u._hasHoverLabel=!1),\"_hasHoverEvent\"in u||(u._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[u.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[g.castOption(h,t.pts)],_module:u._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),v=s+t.pxmid[1]*(1-p),m=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=g.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=g.formatPieValue(t.v,m),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=g.formatPiePercent(t.percent,m),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:u,x0:d-p*i.r,x1:d+p*i.r,y:v,_x0:c?o+t.TL[0]:d-p*i.r,_x1:c?o+t.TR[0]:d+p*i.r,_y0:c?s+t.TL[1]:v-p*i.r,_y1:c?s+t.BL[1]:v+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:g.castOption(_.bgcolor,t.pts)||t.color,borderColor:g.castOption(_.bordercolor,t.pts),fontFamily:g.castOption(w.family,t.pts),fontSize:g.castOption(w.size,t.pts),fontColor:g.castOption(w.color,t.pts),nameLength:g.castOption(_.namelength,t.pts),textAlign:g.castOption(_.align,t.pts),hovertemplate:g.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[y(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],u._hasHoverLabel=!0}u._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[y(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[u.index],o=n.select(this).datum();u._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[y(o,i)],event:n.event}),u._hasHoverEvent=!1),u._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),u._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[u.index];e._dragging||!1===r.hovermode||(e._hoverdata=[y(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=g.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=g.castOption(t._input.textfont.color,e.pts));var i=g.castOption(t.insidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.insidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),u=s.bBox(o.node(),!0);r.titleBox={width:u.width,height:u.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,u=e.midangle,c=r.trace.insidetextorientation,f=\"horizontal\"===c,h=\"tangential\"===c,p=\"radial\"===c,d=\"auto\"===c,v=[];if(!d){var g,y=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),u=s<l?s:l;(a=\"tan\"===i?k(t,n,o,u,0):T(t,n,o,u,Math.PI/2)).textPosAngle=r,v.push(a)}};if(f||h){for(g=4;g>=-4;g-=2)y(Math.PI*g,\"tan\");for(g=4;g>=-4;g-=2)y(Math.PI*(g+1),\"tan\")}if(f||p){for(g=4;g>=-4;g-=2)y(Math.PI*(g+1.5),\"rad\");for(g=4;g>=-4;g-=2)y(Math.PI*(g+.5),\"rad\")}}if(s||d||f){var m=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/m,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;v.push(a)}(d||p)&&((a=T(t,n,o,l,u)).textPosAngle=(e.startangle+e.stopangle)/2,v.push(a)),(d||h)&&((a=k(t,n,o,l,u)).textPosAngle=(e.startangle+e.stopangle)/2,v.push(a));for(var x=0,b=0,_=0;_<v.length;_++){var w=v[_].scale;if(b<w&&(b=w,x=_),!d&&b>=1)break}return v[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*v);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*v);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function L(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 C(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=O(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,u=t.r/(void 0===(l=t.trace.aspectratio)?1:l),c=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(c+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?c*=2:-1!==a.title.position.indexOf(\"right\")&&(c+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=c/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(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 O(t){var e,r=t.pull;if(!r)return 0;if(Array.isArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function I(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var u=s/2,c=l/2;\"funnelarea\"!==a.type||a.scalegroup||(c/=a.aspectratio),i.r=Math.min(u,c)/(1+O(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var u,c;i.aspectratio>1?c=(u=r.r)/i.aspectratio:u=(c=r.r)*i.aspectratio,l=(u*=(1+i.baseratio)/2)*c}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function D(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function z(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,u=o.split(\"+\"),c=function(t){return-1!==u.indexOf(t)},f=c(\"label\"),h=c(\"text\"),p=c(\"value\"),d=c(\"percent\"),v=n.separators;if(s=f?[e.label]:[],h){var y=g.getFirstFilled(i.text,e.pts);m(y)&&s.push(y)}p&&s.push(g.formatPieValue(e.v,v)),d&&s.push(g.formatPiePercent(e.v/r.vTotal,v)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:g.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:g.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=g.getFirstFilled(i.text,e.pts);(m(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}t.exports={plot:function(t,e){var r=t._context.staticPlot,a=t._fullLayout,h=a._size;d(\"pie\",a),_(e,t),I(e,h);var v=l.makeTraceGroups(a._pielayer,e,\"trace\").each((function(e){var d=n.select(this),v=e[0],y=v.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=g.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,u=\"px0\",c=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,u=\"px1\",c=\"px0\"}for(n=D(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[u]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=D(a,s),r.midangle=s,n=D(a,s+=l*r.v/2),r.stopangle=s,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-o.hole,r.rInscribed=E(r,i))}(e),d.attr(\"stroke-linejoin\",\"round\"),d.each((function(){var m=n.select(this).selectAll(\"g.slice\").data(e);m.enter().append(\"g\").classed(\"slice\",!0),m.exit().remove();var _=[[[],[]],[[],[]]],T=!1;m.each((function(i,o){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=y.index,_[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var u=v.cx,c=v.cy,h=n.select(this),d=h.selectAll(\"path.surface\").data([i]);if(d.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":r?\"none\":\"all\"}),h.call(x,t,e),y.pull){var m=+g.castOption(y.pull,i.pts)||0;m>0&&(u+=m*i.pxmid[0],c+=m*i.pxmid[1])}i.cxFinal=u,i.cyFinal=c;var k=y.hole;if(i.v===v.vTotal){var A=\"M\"+(u+i.px0[0])+\",\"+(c+i.px0[1])+P(i.px0,i.pxmid,!0,1)+P(i.pxmid,i.px0,!0,1)+\"Z\";k?d.attr(\"d\",\"M\"+(u+k*i.px0[0])+\",\"+(c+k*i.px0[1])+P(i.px0,i.pxmid,!1,k)+P(i.pxmid,i.px0,!1,k)+\"Z\"+A):d.attr(\"d\",A)}else{var M=P(i.px0,i.px1,!0,1);if(k){var S=1-k;d.attr(\"d\",\"M\"+(u+k*i.px1[0])+\",\"+(c+k*i.px1[1])+P(i.px1,i.px0,!1,k)+\"l\"+S*i.px0[0]+\",\"+S*i.px0[1]+M+\"Z\")}else d.attr(\"d\",\"M\"+u+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+M+\"Z\")}z(t,i,v);var E=g.castOption(y.textposition,i.pts),C=h.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==E?[0]:[]);C.enter().append(\"g\").classed(\"slicetext\",!0),C.exit().remove(),C.each((function(){var r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===E?function(t,e,r){return{color:g.castOption(t.outsidetextfont.color,e.pts)||g.castOption(t.textfont.color,e.pts)||r.color,family:g.castOption(t.outsidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,size:g.castOption(t.outsidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size}}(y,i,a.font):b(y,i,a.font));r.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var d,m=s.bBox(r.node());if(\"outside\"===E)d=L(m,i);else if(d=w(m,i,v),\"auto\"===E&&d.scale<1){var x=l.ensureUniformFontSize(t,y.outsidetextfont);r.call(s.font,x),d=L(m=s.bBox(r.node()),i)}var _=d.textPosAngle,k=void 0===_?i.pxmid:D(v.r,_);if(d.targetX=u+k[0]*d.rCenter+(d.x||0),d.targetY=c+k[1]*d.rCenter+(d.y||0),R(d,m),d.outside){var A=d.targetY;i.yLabelMin=A-m.height/2,i.yLabelMid=A,i.yLabelMax=A+m.height/2,i.labelExtraX=0,i.labelExtraY=0,T=!0}d.fontSize=h.size,p(y.type,d,a),e[o].transform=d,l.setTransormAndDisplay(r,d)}))}function P(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*v.r+\",\"+n*v.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var k=n.select(this).selectAll(\"g.titletext\").data(y.title.text?[0]:[]);if(k.enter().append(\"g\").classed(\"titletext\",!0),k.exit().remove(),k.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=y.title.text;y._meta&&(i=l.templateString(i,y._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,y.title.font).call(f.convertToTspans,t),e=\"middle center\"===y.title.position?function(t){var 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t.link.label===i})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),r&&h(e,t).selectAll(u.sankeyNode).filter(g(t)).call(m)}function _(t,e){var r=t.hoverlabel||{},n=i.nestedProperty(r,e).get();return!Array.isArray(n)&&n}t.exports=function(t,e){for(var r=t._fullLayout,i=r._paper,h=r._size,v=0;v<t._fullData.length;v++)if(t._fullData[v].visible&&t._fullData[v].type===u.sankey&&!t._fullData[v]._viewInitial){var g=t._fullData[v].node;t._fullData[v]._viewInitial={node:{groups:g.groups.slice(),x:g.x.slice(),y:g.y.slice()}}}var w=c(t,\"source:\")+\" \",T=c(t,\"target:\")+\" \",k=c(t,\"concentration:\")+\" \",A=c(t,\"incoming flow count:\")+\" \",M=c(t,\"outgoing flow count:\")+\" \";o(t,i,e,{width:h.w,height:h.h,margin:{t:h.t,r:h.r,b:h.b,l:h.l}},{linkEvents:{hover:function(e,r,i){!1!==t._fullLayout.hovermode&&(n.select(e).call(x.bind(0,r,i,!0)),\"skip\"!==r.link.trace.link.hoverinfo&&(r.link.fullData=r.link.trace,t.emit(\"plotly_hover\",{event:n.event,points:[r.link]})))},follow:function(e,i){if(!1!==t._fullLayout.hovermode){var o=i.link.trace.link;if(\"none\"!==o.hoverinfo&&\"skip\"!==o.hoverinfo){for(var u=[],c=0,h=0;h<i.flow.links.length;h++){var v=i.flow.links[h];if(\"closest\"!==t._fullLayout.hovermode||i.link.pointNumber===v.pointNumber){i.link.pointNumber===v.pointNumber&&(c=h),v.fullData=v.trace,o=i.link.trace.link;var g=m(v),y={valueLabel:a(i.valueFormat)(v.value)+i.valueSuffix};u.push({x:g[0],y:g[1],name:y.valueLabel,text:[v.label||\"\",w+v.source.label,T+v.target.label,v.concentrationscale?k+a(\"%0.2f\")(v.flow.labelConcentration):\"\"].filter(f).join(\"<br>\"),color:_(o,\"bgcolor\")||l.addOpacity(v.color,1),borderColor:_(o,\"bordercolor\"),fontFamily:_(o,\"font.family\"),fontSize:_(o,\"font.size\"),fontColor:_(o,\"font.color\"),nameLength:_(o,\"namelength\"),textAlign:_(o,\"align\"),idealAlign:n.event.x<g[0]?\"right\":\"left\",hovertemplate:o.hovertemplate,hovertemplateLabels:y,eventData:[v]})}}s.loneHover(u,{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:t,anchorIndex:c}).each((function(){i.link.concentrationscale||p(this,.65),d(this)}))}}function m(t){var e,r;t.circular?(e=(t.circularPathData.leftInnerExtent+t.circularPathData.rightInnerExtent)/2,r=t.circularPathData.verticalFullExtent):(e=(t.source.x1+t.target.x0)/2,r=(t.y0+t.y1)/2);var n=[e,r];return\"v\"===t.trace.orientation&&n.reverse(),n[0]+=i.parent.translateX,n[1]+=i.parent.translateY,n}},unhover:function(e,i,a){!1!==t._fullLayout.hovermode&&(n.select(e).call(b.bind(0,i,a,!0)),\"skip\"!==i.link.trace.link.hoverinfo&&(i.link.fullData=i.link.trace,t.emit(\"plotly_unhover\",{event:n.event,points:[i.link]})),s.loneUnhover(r._hoverlayer.node()))},select:function(e,r){var i=r.link;i.originalEvent=n.event,t._hoverdata=[i],s.click(t,{target:!0})}},nodeEvents:{hover:function(e,r,i){!1!==t._fullLayout.hovermode&&(n.select(e).call(y,r,i),\"skip\"!==r.node.trace.node.hoverinfo&&(r.node.fullData=r.node.trace,t.emit(\"plotly_hover\",{event:n.event,points:[r.node]})))},follow:function(e,i){if(!1!==t._fullLayout.hovermode){var o=i.node.trace.node;if(\"none\"!==o.hoverinfo&&\"skip\"!==o.hoverinfo){var l=n.select(e).select(\".\"+u.nodeRect),c=t._fullLayout._paperdiv.node().getBoundingClientRect(),h=l.node().getBoundingClientRect(),v=h.left-2-c.left,g=h.right+2-c.left,y=h.top+h.height/4-c.top,m={valueLabel:a(i.valueFormat)(i.node.value)+i.valueSuffix};i.node.fullData=i.node.trace,t._fullLayout._calcInverseTransform(t);var x=t._fullLayout._invScaleX,b=t._fullLayout._invScaleY,w=s.loneHover({x0:x*v,x1:x*g,y:b*y,name:a(i.valueFormat)(i.node.value)+i.valueSuffix,text:[i.node.label,A+i.node.targetLinks.length,M+i.node.sourceLinks.length].filter(f).join(\"<br>\"),color:_(o,\"bgcolor\")||i.tinyColorHue,borderColor:_(o,\"bordercolor\"),fontFamily:_(o,\"font.family\"),fontSize:_(o,\"font.size\"),fontColor:_(o,\"font.color\"),nameLength:_(o,\"namelength\"),textAlign:_(o,\"align\"),idealAlign:\"left\",hovertemplate:o.hovertemplate,hovertemplateLabels:m,eventData:[i.node]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:t});p(w,.85),d(w)}}},unhover:function(e,i,a){!1!==t._fullLayout.hovermode&&(n.select(e).call(m,i,a),\"skip\"!==i.node.trace.node.hoverinfo&&(i.node.fullData=i.node.trace,t.emit(\"plotly_unhover\",{event:n.event,points:[i.node]})),s.loneUnhover(r._hoverlayer.node()))},select:function(e,r,i){var a=r.node;a.originalEvent=n.event,t._hoverdata=[a],n.select(e).call(m,r,i),s.click(t,{target:!0})}}})}},3393:function(t,e,r){\"use strict\";var n=r(49887),i=r(81684).k4,a=r(39898),o=r(30838),s=r(86781),l=r(85247),u=r(84267),c=r(7901),f=r(91424),h=r(71828),p=h.strTranslate,d=h.strRotate,v=r(28984),g=v.keyFun,y=v.repeat,m=v.unwrap,x=r(63893),b=r(73972),_=r(18783),w=_.CAP_SHIFT,T=_.LINE_SPACING;function k(t,e,r){var n,i=m(e),a=i.trace,c=a.domain,f=\"h\"===a.orientation,p=a.node.pad,d=a.node.thickness,v=t.width*(c.x[1]-c.x[0]),g=t.height*(c.y[1]-c.y[0]),y=i._nodes,x=i._links,b=i.circular;(n=b?s.sankeyCircular().circularLinkGap(0):o.sankey()).iterations(l.sankeyIterations).size(f?[v,g]:[g,v]).nodeWidth(d).nodePadding(p).nodeId((function(t){return t.pointNumber})).nodes(y).links(x);var _,w,T,k=n();for(var A in n.nodePadding()<p&&h.warn(\"node.pad was reduced to \",n.nodePadding(),\" to fit within the figure.\"),i._groupLookup){var M,S=parseInt(i._groupLookup[A]);for(_=0;_<k.nodes.length;_++)if(k.nodes[_].pointNumber===S){M=k.nodes[_];break}if(M){var E={pointNumber:parseInt(A),x0:M.x0,x1:M.x1,y0:M.y0,y1:M.y1,partOfGroup:!0,sourceLinks:[],targetLinks:[]};k.nodes.unshift(E),M.childrenNodes.unshift(E)}}if(function(){for(_=0;_<k.nodes.length;_++){var t,e,r=k.nodes[_],n={};for(w=0;w<r.targetLinks.length;w++)t=(e=r.targetLinks[w]).source.pointNumber+\":\"+e.target.pointNumber,n.hasOwnProperty(t)||(n[t]=[]),n[t].push(e);var i=Object.keys(n);for(w=0;w<i.length;w++){var a=n[t=i[w]],o=0,s={};for(T=0;T<a.length;T++)s[(e=a[T]).label]||(s[e.label]=0),s[e.label]+=e.value,o+=e.value;for(T=0;T<a.length;T++)(e=a[T]).flow={value:o,labelConcentration:s[e.label]/o,concentration:e.value/o,links:a},e.concentrationscale&&(e.color=u(e.concentrationscale(e.flow.labelConcentration)))}var l=0;for(w=0;w<r.sourceLinks.length;w++)l+=r.sourceLinks[w].value;for(w=0;w<r.sourceLinks.length;w++)(e=r.sourceLinks[w]).concentrationOut=e.value/l;var c=0;for(w=0;w<r.targetLinks.length;w++)c+=r.targetLinks[w].value;for(w=0;w<r.targetLinks.length;w++)(e=r.targetLinks[w]).concenrationIn=e.value/c}}(),a.node.x.length&&a.node.y.length){for(_=0;_<Math.min(a.node.x.length,a.node.y.length,k.nodes.length);_++)if(a.node.x[_]&&a.node.y[_]){var L=[a.node.x[_]*v,a.node.y[_]*g];k.nodes[_].x0=L[0]-d/2,k.nodes[_].x1=L[0]+d/2;var C=k.nodes[_].y1-k.nodes[_].y0;k.nodes[_].y0=L[1]-C/2,k.nodes[_].y1=L[1]+C/2}\"snap\"===a.arrangement&&function(t){var e,r,n=t.map((function(t,e){return{x0:t.x0,index:e}})).sort((function(t,e){return t.x0-e.x0})),i=[],a=-1,o=-1/0;for(_=0;_<n.length;_++){var s=t[n[_].index];s.x0>o+d&&(a+=1,e=s.x0),o=s.x0,i[a]||(i[a]=[]),i[a].push(s),r=e-s.x0,s.x0+=r,s.x1+=r}return i}(y=k.nodes).forEach((function(t){var e,r,n,i=0,a=t.length;for(t.sort((function(t,e){return t.y0-e.y0})),n=0;n<a;++n)(e=t[n]).y0>=i||(r=i-e.y0)>1e-6&&(e.y0+=r,e.y1+=r),i=e.y1+p})),n.update(k)}return{circular:b,key:r,trace:a,guid:h.randstr(),horizontal:f,width:v,height:g,nodePad:a.node.pad,nodeLineColor:a.node.line.color,nodeLineWidth:a.node.line.width,linkLineColor:a.link.line.color,linkLineWidth:a.link.line.width,linkArrowLength:a.link.arrowlen,valueFormat:a.valueformat,valueSuffix:a.valuesuffix,textFont:a.textfont,translateX:c.x[0]*t.width+t.margin.l,translateY:t.height-c.y[1]*t.height+t.margin.t,dragParallel:f?g:v,dragPerpendicular:f?v:g,arrangement:a.arrangement,sankey:n,graph:k,forceLayouts:{},interactionState:{dragInProgress:!1,hovered:!1}}}function A(t,e,r){var n=u(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:c.tinyRGB(n),tinyColorAlpha:n.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,linkArrowLength:t.linkArrowLength,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){var e=t.linkArrowLength;if(t.link.circular)return function(t,e){var r=t.width/2,n=t.circularPathData;return\"top\"===t.circularLinkType?\"M \"+(n.targetX-e)+\" \"+(n.targetY+r)+\" L\"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r-e)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r-e)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 \"+(n.rightFullExtent+r-e)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r-e)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 0 \"+(n.rightInnerExtent-e)+\" \"+(n.targetY-r)+\"L\"+(n.targetX-e)+\" \"+(n.targetY-r)+(e>0?\"L\"+n.targetX+\" \"+n.targetY:\"\")+\"Z\":\"M \"+(n.targetX-e)+\" \"+(n.targetY-r)+\" L\"+(n.rightInnerExtent-e)+\" \"+(n.targetY-r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 0 \"+(n.rightFullExtent-r-e)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r-e)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 0 \"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent+r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 0 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r-e)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r-e)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"L\"+(n.targetX-e)+\" \"+(n.targetY+r)+(e>0?\"L\"+n.targetX+\" \"+n.targetY:\"\")+\"Z\"}(t.link,e);var r=Math.abs((t.link.target.x0-t.link.source.x1)/2);e>r&&(e=r);var n=t.link.source.x1,a=t.link.target.x0-e,o=i(n,a),s=o(.5),l=o(.5),u=t.link.y0-t.link.width/2,c=t.link.y0+t.link.width/2,f=t.link.y1-t.link.width/2,h=t.link.y1+t.link.width/2,p=\"M\"+n+\",\"+u,d=\"C\"+s+\",\"+u+\" \"+l+\",\"+f+\" \"+a+\",\"+f,v=\"C\"+l+\",\"+h+\" \"+s+\",\"+c+\" \"+n+\",\"+c,g=e>0?\"L\"+(a+e)+\",\"+(f+t.link.width/2):\"\";return p+d+(g+=\"L\"+a+\",\"+h)+v+\"Z\"}}function S(t,e){var r=u(e.color),n=l.nodePadAcross,i=t.nodePad/2;e.dx=e.x1-e.x0,e.dy=e.y1-e.y0;var a=e.dx,o=Math.max(.5,e.dy),s=\"node_\"+e.pointNumber;return e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,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(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,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:c.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,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function 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b=u<2||i[0]!==i[u-1]||o[0]!==o[u-1];b&&(\"tozerox\"===y||\"tonextx\"===y&&(p||\"h\"===d))?m.tozero=!0:(e.error_y||{}).visible||\"tonexty\"!==y&&\"tozeroy\"!==y&&(l.hasMarkers(e)||l.hasText(e))||(m.padded=!1,m.ppad=0),b&&(\"tozeroy\"===y||\"tonexty\"===y&&(p||\"v\"===d))?x.tozero=!0:\"tonextx\"!==y&&\"tozerox\"!==y||(x.padded=!1),f&&(e._extremes[f]=a.findExtremes(r,i,m)),h&&(e._extremes[h]=a.findExtremes(n,o,x))}function p(t,e){if(l.hasMarkers(t)){var r,n=t.marker,o=1.6*(t.marker.sizeref||1);if(r=\"area\"===t.marker.sizemode?function(t){return Math.max(Math.sqrt((t||0)/o),3)}:function(t){return Math.max((t||0)/o,3)},i.isArrayOrTypedArray(n.size)){var s={type:\"linear\"};a.setConvert(s);for(var u=s.makeCalcdata(t.marker,\"size\"),c=new Array(e),f=0;f<e;f++)c[f]=r(u[f]);return c}return r(n.size)}}function d(t,e){var r=v(e),n=t._firstScatter;n[r]||(n[r]=e.uid)}function v(t){var e=t.stackgroup;return t.xaxis+t.yaxis+t.type+(e?\"-\"+e:\"\")}function g(t,e,r,n){var i=t.stackgroup;if(i){var 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n=r(52075).hasColorscale,i=r(78803),a=r(34098);t.exports=function(t,e){a.hasLines(e)&&n(e,\"line\")&&i(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),a.hasMarkers(e)&&(n(e,\"marker\")&&i(t,e,{vals:e.marker.color,containerStr:\"marker\",cLetter:\"c\"}),n(e,\"marker.line\")&&i(t,e,{vals:e.marker.line.color,containerStr:\"marker.line\",cLetter:\"c\"}))}},47581:function(t){\"use strict\";t.exports={PTS_LINESONLY:20,minTolerance:.2,toleranceGrowth:10,maxScreensAway:20,eventDataKeys:[]}},72626:function(t,e,r){\"use strict\";var n=r(47761),i=r(11661).setGroupPositions;function a(t,e,r,n,i,a,o){i[n]=!0;var s={i:null,gap:!0,s:0};if(s[o]=r,t.splice(e,0,s),e&&r===t[e-1][o]){var l=t[e-1];s.s=l.s,s.i=l.i,s.gap=l.gap}else a&&(s.s=function(t,e,r,n){var i=t[e-1],a=t[e+1];return a?i?i.s+(a.s-i.s)*(r-i[n])/(a[n]-i[n]):a.s:i.s}(t,e,r,o));e||(t[0].t=t[1].t,t[0].trace=t[1].trace,delete t[1].t,delete 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n=r(82196),i=r(9012),a=r(5386).fF,o=r(5386).si,s=r(50693),l=r(1426).extendFlat,u=n.marker,c=n.line,f=u.line;t.exports={carpet:{valType:\"string\",editType:\"calc\"},a:{valType:\"data_array\",editType:\"calc\"},b:{valType:\"data_array\",editType:\"calc\"},mode:l({},n.mode,{dflt:\"markers\"}),text:l({},n.text,{}),texttemplate:o({editType:\"plot\"},{keys:[\"a\",\"b\",\"text\"]}),hovertext:l({},n.hovertext,{}),line:{color:c.color,width:c.width,dash:c.dash,backoff:c.backoff,shape:l({},c.shape,{values:[\"linear\",\"spline\"]}),smoothing:c.smoothing,editType:\"calc\"},connectgaps:n.connectgaps,fill:l({},n.fill,{values:[\"none\",\"toself\",\"tonext\"],dflt:\"none\"}),fillcolor:n.fillcolor,marker:l({symbol:u.symbol,opacity:u.opacity,maxdisplayed:u.maxdisplayed,angle:u.angle,angleref:u.angleref,standoff:u.standoff,size:u.size,sizeref:u.sizeref,sizemin:u.sizemin,sizemode:u.sizemode,line:l({width:f.width,editType:\"calc\"},s(\"marker.line\")),gradient:u.gradient,editType:\"calc\"},s(\"marker\")),textfont:n.textfont,textposition:n.textposition,selected:n.selected,unselected:n.unselected,hoverinfo:l({},i.hoverinfo,{flags:[\"a\",\"b\",\"text\",\"name\"]}),hoveron:n.hoveron,hovertemplate:a()}},34618:function(t,e,r){\"use 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r,n,i=e._length,o=e.marker,l={},u=s.isArrayOrTypedArray(o.symbol),f=s.isArrayOrTypedArray(o.angle),d=s.isArrayOrTypedArray(o.color),v=s.isArrayOrTypedArray(o.line.color),g=s.isArrayOrTypedArray(o.opacity),y=s.isArrayOrTypedArray(o.size),m=s.isArrayOrTypedArray(o.line.width);if(u||(n=p.isOpenSymbol(o.symbol)),u||d||v||g||f){l.symbols=new Array(i),l.angles=new Array(i),l.colors=new Array(i),l.borderColors=new Array(i);var x=o.symbol,b=o.angle,_=c(o,o.opacity,i),w=c(o.line,o.opacity,i);if(!Array.isArray(w[0])){var T=w;for(w=Array(i),r=0;r<i;r++)w[r]=T}if(!Array.isArray(_[0])){var k=_;for(_=Array(i),r=0;r<i;r++)_[r]=k}if(!Array.isArray(x)){var A=x;for(x=Array(i),r=0;r<i;r++)x[r]=A}if(!Array.isArray(b)){var M=b;for(b=Array(i),r=0;r<i;r++)b[r]=M}for(l.symbols=x,l.angles=b,l.colors=_,l.borderColors=w,r=0;r<i;r++)u&&(n=p.isOpenSymbol(o.symbol[r])),n&&(w[r]=_[r].slice(),_[r]=_[r].slice(),_[r][3]=0);for(l.opacity=e.opacity,l.markers=new Array(i),r=0;r<i;r++)l.markers[r]=E({mx:l.symbols[r],ma:l.angles[r]},e)}else n?(l.color=a(o.color,\"uint8\"),l.color[3]=0,l.borderColor=a(o.color,\"uint8\")):(l.color=a(o.color,\"uint8\"),l.borderColor=a(o.line.color,\"uint8\")),l.opacity=e.opacity*o.opacity,l.marker=E({mx:o.symbol,ma:o.angle},e);var S,L=h(e,1);if(y||m){var C,P=l.sizes=new Array(i),O=l.borderSizes=new Array(i),I=0;if(y){for(r=0;r<i;r++)P[r]=L(o.size[r]),I+=P[r];C=I/i}else for(S=L(o.size),r=0;r<i;r++)P[r]=S;if(m)for(r=0;r<i;r++)O[r]=o.line.width[r];else for(S=o.line.width,r=0;r<i;r++)O[r]=S;l.sizeAvg=C}else l.size=L(o&&o.size||10),l.borderSizes=L(o.line.width);return l}function b(t,e,r){var n=e.marker,i={};return r?(r.marker&&r.marker.symbol?i=x(0,s.extendFlat({},n,r.marker)):r.marker&&(r.marker.size&&(i.size=r.marker.size),r.marker.color&&(i.colors=r.marker.color),void 0!==r.marker.opacity&&(i.opacity=r.marker.opacity)),i):i}function _(t,e,r){var n={};if(!r)return n;if(r.textfont){var i={opacity:1,text:e.text,texttemplate:e.texttemplate,textposition:e.textposition,textfont:s.extendFlat({},e.textfont)};r.textfont&&s.extendFlat(i.textfont,r.textfont),n=m(t,i)}return n}function w(t,e,r){var n={capSize:2*e.width*r,lineWidth:e.thickness*r,color:e.color};return e.copy_ystyle&&(n=t.error_y),n}var T=d.SYMBOL_SDF_SIZE,k=d.SYMBOL_SIZE,A=d.SYMBOL_STROKE,M={},S=l.symbolFuncs[0](.05*k);function E(t,e){var r,n,a=t.mx;if(\"circle\"===a)return null;var o=l.symbolNumber(a),s=l.symbolFuncs[o%100],u=!!l.symbolNoDot[o%100],c=!!l.symbolNoFill[o%100],f=p.isDotSymbol(a);if(t.ma&&(a+=\"_\"+t.ma),M[a])return M[a];var h=l.getMarkerAngle(t,e);return r=f&&!u?s(1.1*k,h)+S:s(k,h),n=i(r,{w:T,h:T,viewBox:[-k,-k,k,k],stroke:c?A:-A}),M[a]=n,n||null}t.exports={style:function(t,e){var r,n={marker:void 0,markerSel:void 0,markerUnsel:void 0,line:void 0,fill:void 0,errorX:void 0,errorY:void 0,text:void 0,textSel:void 0,textUnsel:void 0},i=t._context.plotGlPixelRatio;if(!0!==e.visible)return n;if(f.hasText(e)&&(n.text=m(t,e),n.textSel=_(t,e,e.selected),n.textUnsel=_(t,e,e.unselected)),f.hasMarkers(e)&&(n.marker=x(0,e),n.markerSel=b(0,e,e.selected),n.markerUnsel=b(0,e,e.unselected),!e.unselected&&s.isArrayOrTypedArray(e.marker.opacity))){var a=e.marker.opacity;for(n.markerUnsel.opacity=new Array(a.length),r=0;r<a.length;r++)n.markerUnsel.opacity[r]=v*a[r]}if(f.hasLines(e)){n.line={overlay:!0,thickness:e.line.width*i,color:e.line.color,opacity:e.opacity};var o=(d.DASHES[e.line.dash]||[1]).slice();for(r=0;r<o.length;++r)o[r]*=e.line.width*i;n.line.dashes=o}return e.error_x&&e.error_x.visible&&(n.errorX=w(e,e.error_x,i)),e.error_y&&e.error_y.visible&&(n.errorY=w(e,e.error_y,i)),e.fill&&\"none\"!==e.fill&&(n.fill={closed:!0,fill:e.fillcolor,thickness:0}),n},markerStyle:x,markerSelection:b,linePositions:function(t,e,r){var n,i,a=r.length,o=a/2;if(f.hasLines(e)&&o)if(\"hv\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i+2],r[2*i+1]));n.push(r[a-2],r[a-1])}else if(\"hvh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)if(isNaN(r[2*i])||isNaN(r[2*i+1])||isNaN(r[2*i+2])||isNaN(r[2*i+3]))isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+1]),n.push(NaN,NaN);else{var s=(r[2*i]+r[2*i+2])/2;n.push(r[2*i],r[2*i+1],s,r[2*i+1],s,r[2*i+3])}n.push(r[a-2],r[a-1])}else if(\"vhv\"===e.line.shape){for(n=[],i=0;i<o-1;i++)if(isNaN(r[2*i])||isNaN(r[2*i+1])||isNaN(r[2*i+2])||isNaN(r[2*i+3]))isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+1]),n.push(NaN,NaN);else{var l=(r[2*i+1]+r[2*i+3])/2;n.push(r[2*i],r[2*i+1],r[2*i],l,r[2*i+2],l)}n.push(r[a-2],r[a-1])}else if(\"vh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+3]));n.push(r[a-2],r[a-1])}else n=r;var u=!1;for(i=0;i<n.length;i++)if(isNaN(n[i])){u=!0;break}var c=u||n.length>d.TOO_MANY_POINTS||f.hasMarkers(e)?\"rect\":\"round\";if(u&&e.connectgaps){var h=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=h,n[i+1]=p):(h=n[i],p=n[i+1])}return{join:c,positions:n}},errorBarPositions:function(t,e,r,i,a){var s=o.getComponentMethod(\"errorbars\",\"makeComputeError\"),l=u.getFromId(t,e.xaxis,\"x\"),c=u.getFromId(t,e.yaxis,\"y\"),f=r.length/2,h={};function p(t,i){var a=i._id.charAt(0),o=e[\"error_\"+a];if(o&&o.visible&&(\"linear\"===i.type||\"log\"===i.type)){for(var l=s(o),u={x:0,y:1}[a],c={x:[0,1,2,3],y:[2,3,0,1]}[a],p=new Float64Array(4*f),d=1/0,v=-1/0,g=0,y=0;g<f;g++,y+=4){var m=t[g];if(n(m)){var x=r[2*g+u],b=l(m,g),_=b[0],w=b[1];if(n(_)&&n(w)){var T=m-_,k=m+w;p[y+c[0]]=x-i.c2l(T),p[y+c[1]]=i.c2l(k)-x,p[y+c[2]]=0,p[y+c[3]]=0,d=Math.min(d,m-_),v=Math.max(v,m+w)}}}h[a]={positions:r,errors:p,_bnds:[d,v]}}}return p(i,l),p(a,c),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(f.hasMarkers(e)){var s=r.font,l=r.align,u=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var c=n.sizes?n.sizes[i]:n.size,h=Array.isArray(s)?s[i].size:s.size,p=Array.isArray(l)?l.length>1?l[i]:l[0]:l,d=Array.isArray(u)?u.length>1?u[i]:u[0]:u,v=g[p],y=g[d],m=c?c/.8+1:0,x=-y*m-.5*y;o.offset[i]=[v*m/h,x/h]}}return o}}},47148:function(t,e,r){\"use strict\";var n=r(71828),i=r(73972),a=r(68645),o=r(42341),s=r(47581),l=r(34098),u=r(67513),c=r(73927),f=r(49508),h=r(11058),p=r(28908),d=r(82410);t.exports=function(t,e,r,v){function g(r,i){return n.coerce(t,e,o,r,i)}var y=!!t.marker&&a.isOpenSymbol(t.marker.symbol),m=l.isBubble(t),x=u(t,e,v,g);if(x){c(t,e,v,g),g(\"xhoverformat\"),g(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";g(\"text\"),g(\"hovertext\"),g(\"hovertemplate\"),g(\"mode\",b),l.hasLines(e)&&(g(\"connectgaps\"),h(t,e,r,v,g),g(\"line.shape\")),l.hasMarkers(e)&&(f(t,e,r,v,g,{noAngleRef:!0,noStandOff:!0}),g(\"marker.line.width\",y||m?1:0)),l.hasText(e)&&(g(\"texttemplate\"),d(t,e,v,g));var _=(e.line||{}).color,w=(e.marker||{}).color;g(\"fill\"),\"none\"!==e.fill&&p(t,e,r,g);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,g)}else e.visible=!1}},5345:function(t,e,r){\"use strict\";var n=r(71828),i=r(7901),a=r(37822).DESELECTDIM;t.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,u=l._scene,c=l.index,f=u.selectBatch[c],h=u.unselectBatch[c],p=u.textOptions[c],d=u.textSelectedOptions[c]||{},v=u.textUnselectedOptions[c]||{},g=n.extendFlat({},p);if(f.length||h.length){var y=d.color,m=v.color,x=p.color,b=Array.isArray(x);for(g.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],g.color[r]=y||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;g.color[r]=m||(y?_:i.addOpacity(_,a))}}u.glText[c].update(g)}}},68101:function(t,e,r){\"use strict\";var n=r(8225);t.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},68645:function(t,e,r){\"use strict\";var n=r(78232);e.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},e.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},20794:function(t,e,r){\"use strict\";var n=r(73972),i=r(71828),a=r(34603);function o(t,e,r,o){var s=t.xa,l=t.ya,u=t.distance,c=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=Array.isArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.ma=i.isArrayOrTypedArray(d.angle)?d.angle[f]:d.angle,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var v=d&&d.line;v&&(h.mlc=Array.isArray(v.color)?v.color[f]:v.color,h.mlw=i.isArrayOrTypedArray(v.width)?v.width[f]:v.width);var g=d&&d.gradient;g&&\"none\"!==g.type&&(h.mgt=Array.isArray(g.type)?g.type[f]:g.type,h.mgc=Array.isArray(g.color)?g.color[f]:g.color);var y=s.c2p(h.x,!0),m=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:y-x,x1:y+x,xLabelVal:k?k[f]:h.x,y0:m-x,y1:m+x,yLabelVal:A?A[f]:h.y,cd:T,distance:u,spikeDistance:c,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}t.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,u,c,f,h,p,d,v=t.cd,g=v[0].t,y=v[0].trace,m=t.xa,x=t.ya,b=g.x,_=g.y,w=m.c2p(e),T=x.c2p(r),k=t.distance;if(g.tree){var A=m.p2c(w-k),M=m.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?g.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):g.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=g.ids;var L=k;if(\"x\"===n){var C=!!y.xperiodalignment,P=!!y.yperiodalignment;for(c=0;c<i.length;c++){if(l=b[a=i[c]],f=Math.abs(m.c2p(l)-w),C){var O=m.c2p(y._xStarts[a]),I=m.c2p(y._xEnds[a]);f=w>=Math.min(O,I)&&w<=Math.max(O,I)?0:1/0}if(f<L){if(L=f,u=_[a],h=x.c2p(u)-T,P){var D=x.c2p(y._yStarts[a]),z=x.c2p(y._yEnds[a]);h=T>=Math.min(D,z)&&T<=Math.max(D,z)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[c]}}}else for(c=i.length-1;c>-1;c--)l=b[a=i[c]],u=_[a],f=m.c2p(l)-w,h=x.c2p(u)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 0===s?[t]:[o(t,b,_,y)]},calcHover:o}},68868:function(t,e,r){\"use strict\";var n=r(72156);n.plot=r(26787),t.exports=n},26787:function(t,e,r){\"use strict\";var n=r(11870),i=r(46075),a=r(3593),o=r(42505),s=r(71828),l=r(64505).selectMode,u=r(79749),c=r(34098),f=r(68687),h=r(5345).styleTextSelection,p={};function d(t,e,r,n){var i=t._size,a=t.width*n,o=t.height*n,s=i.l*n,l=i.b*n,u=i.r*n,c=i.t*n,f=i.w*n,h=i.h*n;return[s+e.domain[0]*f,l+r.domain[0]*h,a-u-(1-e.domain[1])*f,o-c-(1-r.domain[1])*h]}(t.exports=function(t,e,r){if(r.length){var v,g,y=t._fullLayout,m=e._scene,x=e.xaxis,b=e.yaxis;if(m)if(u(t,[\"ANGLE_instanced_arrays\",\"OES_element_index_uint\"],p)){var 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n=r(5386).fF,i=r(5386).si,a=r(19316),o=r(82196),s=r(23585),l=r(9012),u=r(50693),c=r(1426).extendFlat,f=r(30962).overrideAll,h=r(23585),p=a.line,d=a.marker;t.exports=f({lon:a.lon,lat:a.lat,cluster:{enabled:{valType:\"boolean\"},maxzoom:c({},h.layers.maxzoom,{}),step:{valType:\"number\",arrayOk:!0,dflt:-1,min:-1},size:{valType:\"number\",arrayOk:!0,dflt:20,min:0},color:{valType:\"color\",arrayOk:!0},opacity:c({},d.opacity,{dflt:1})},mode:c({},o.mode,{dflt:\"markers\"}),text:c({},o.text,{}),texttemplate:i({editType:\"plot\"},{keys:[\"lat\",\"lon\",\"text\"]}),hovertext:c({},o.hovertext,{}),line:{color:p.color,width:p.width},connectgaps:o.connectgaps,marker:c({symbol:{valType:\"string\",dflt:\"circle\",arrayOk:!0},angle:{valType:\"number\",dflt:\"auto\",arrayOk:!0},allowoverlap:{valType:\"boolean\",dflt:!1},opacity:d.opacity,size:d.size,sizeref:d.sizeref,sizemin:d.sizemin,sizemode:d.sizemode},u(\"marker\")),fill:a.fill,fillcolor:o.fillcolor,textfont:s.layers.symbol.textfont,textposition:s.layers.symbol.textposition,below:{valType:\"string\"},selected:{marker:o.selected.marker},unselected:{marker:o.unselected.marker},hoverinfo:c({},l.hoverinfo,{flags:[\"lon\",\"lat\",\"text\",\"name\"]}),hovertemplate:n()},\"calc\",\"nested\")},15790:function(t,e,r){\"use 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r,a=e[0].trace,b=!0===a.visible&&0!==a._length,_=\"none\"!==a.fill,w=c.hasLines(a),T=c.hasMarkers(a),k=c.hasText(a),A=T&&\"circle\"===a.marker.symbol,M=T&&\"circle\"!==a.marker.symbol,S=a.cluster&&a.cluster.enabled,E=v(\"fill\"),L=v(\"line\"),C=v(\"circle\"),P=v(\"symbol\"),O={fill:E,line:L,circle:C,symbol:P};if(!b)return O;if((_||w)&&(r=o.calcTraceToLineCoords(e)),_&&(E.geojson=o.makePolygon(r),E.layout.visibility=\"visible\",i.extendFlat(E.paint,{\"fill-color\":a.fillcolor})),w&&(L.geojson=o.makeLine(r),L.layout.visibility=\"visible\",i.extendFlat(L.paint,{\"line-width\":a.line.width,\"line-color\":a.line.color,\"line-opacity\":a.opacity})),A){var I=function(t){var e,r,a,o,c=t[0].trace,f=c.marker,h=c.selectedpoints,p=i.isArrayOrTypedArray(f.color),d=i.isArrayOrTypedArray(f.size),v=i.isArrayOrTypedArray(f.opacity);function g(t){return c.opacity*t}p&&(r=s.hasColorscale(c,\"marker\")?s.makeColorScaleFuncFromTrace(f):i.identity),d&&(a=u(c)),v&&(o=function(t){return 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a.marker&&\"auto\"!==a.marker.angle&&i.extendFlat(P.layout,{\"icon-rotate\":{type:\"identity\",property:\"angle\"},\"icon-rotation-alignment\":\"map\"}),P.layout[\"icon-allow-overlap\"]=a.marker.allowoverlap,i.extendFlat(P.paint,{\"icon-opacity\":a.opacity*a.marker.opacity,\"icon-color\":a.marker.color})),k)){var D=(a.marker||{}).size,z=f(a.textposition,D);i.extendFlat(P.layout,{\"text-size\":a.textfont.size,\"text-anchor\":z.anchor,\"text-offset\":z.offset,\"text-font\":a.textfont.family.split(\", \")}),i.extendFlat(P.paint,{\"text-color\":a.textfont.color,\"text-opacity\":a.opacity})}return O}},76645:function(t,e,r){\"use strict\";var n=r(71828),i=r(34098),a=r(49508),o=r(11058),s=r(82410),l=r(28908),u=r(99181),c=[\"Metropolis Black Italic\",\"Metropolis Black\",\"Metropolis Bold Italic\",\"Metropolis Bold\",\"Metropolis Extra Bold Italic\",\"Metropolis Extra Bold\",\"Metropolis Extra Light Italic\",\"Metropolis Extra Light\",\"Metropolis Light Italic\",\"Metropolis Light\",\"Metropolis Medium Italic\",\"Metropolis Medium\",\"Metropolis Regular Italic\",\"Metropolis Regular\",\"Metropolis Semi Bold Italic\",\"Metropolis Semi Bold\",\"Metropolis Thin Italic\",\"Metropolis Thin\",\"Open Sans Bold Italic\",\"Open Sans Bold\",\"Open Sans Extra Bold Italic\",\"Open Sans Extra Bold\",\"Open Sans Italic\",\"Open Sans Light Italic\",\"Open Sans Light\",\"Open Sans Regular\",\"Open Sans Semibold Italic\",\"Open Sans Semibold\",\"Klokantech Noto Sans Bold\",\"Klokantech Noto Sans CJK Bold\",\"Klokantech Noto Sans CJK Regular\",\"Klokantech Noto Sans Italic\",\"Klokantech Noto Sans Regular\"];t.exports=function(t,e,r,f){function h(r,i){return n.coerce(t,e,u,r,i)}function p(r,i){return n.coerce2(t,e,u,r,i)}var d=function(t,e,r){var n=r(\"lon\")||[],i=r(\"lat\")||[],a=Math.min(n.length,i.length);return 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n=r(35948),i=r(20794).calcHover;t.exports={hoverPoints:function(t,e,r){var a=t.cd[0].trace,o=t.scene.matrixOptions.cdata,s=t.xa,l=t.ya,u=s.c2p(e),c=l.c2p(r),f=t.distance,h=n.getDimIndex(a,s),p=n.getDimIndex(a,l);if(!1===h||!1===p)return[t];for(var d,v,g=o[h],y=o[p],m=f,x=0;x<g.length;x++){var b=g[x],_=y[x],w=s.c2p(b)-u,T=l.c2p(_)-c,k=Math.sqrt(w*w+T*T);k<m&&(m=v=k,d=x)}return t.index=d,t.distance=m,t.dxy=v,void 0===d?[t]:[i(t,g,y,a)]}}},6419:function(t,e,r){\"use strict\";var n=r(65017);n.basePlotModule=r(16947),t.exports=n},79410:function(t,e,r){\"use strict\";var n=r(60487),i=r(71828),a=r(41675),o=r(64505).selectMode;function s(t,e){var r,s,l,u,c,f=t._fullLayout,h=f._size,p=e.trace,d=e.t,v=f._splomScenes[p.uid],g=v.matrixOptions,y=g.cdata,m=f._glcanvas.data()[0].regl,x=f.dragmode;if(0!==y.length){g.lower=p.showupperhalf,g.upper=p.showlowerhalf,g.diagonal=p.diagonal.visible;var b=p._visibleDims,_=y.length,w=v.viewOpts={};for(w.ranges=new Array(_),w.domains=new 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B=i.extendFlat({},g,v.unselectedOptions,w),N=i.extendFlat({},g,v.selectedOptions,w);v.matrix.update(B,N),P=!1}}else d.xpx=d.ypx=null;if(P){var j=i.extendFlat({},g,w);v.matrix.update(j,null)}}}t.exports=function(t,e,r){if(r.length)for(var n=0;n<r.length;n++)s(t,r[n][0])}},10164:function(t,e,r){\"use strict\";var n=r(71828);t.exports=function(t,e){var r=t._fullLayout,i=e.uid,a=r._splomScenes;a||(a=r._splomScenes={});var o={dirty:!0,selectBatch:[],unselectBatch:[]},s=a[e.uid];return s||((s=a[i]=n.extendFlat({},o,{matrix:!1,selectBatch:[],unselectBatch:[]})).draw=function(){s.matrix&&s.matrix.draw&&(s.selectBatch.length||s.unselectBatch.length?s.matrix.draw(s.unselectBatch,s.selectBatch):s.matrix.draw()),s.dirty=!1},s.destroy=function(){s.matrix&&s.matrix.destroy&&s.matrix.destroy(),s.matrixOptions=null,s.selectBatch=null,s.unselectBatch=null,s=null}),s.dirty||n.extendFlat(s,o),s}},8689:function(t,e,r){\"use strict\";var n=r(71828),i=n.pushUnique,a=r(34098),o=r(35948);t.exports=function(t,e){var r=t.cd,s=r[0].trace,l=r[0].t,u=t.scene,c=u.matrixOptions.cdata,f=t.xaxis,h=t.yaxis,p=[];if(!u)return p;var d=!a.hasMarkers(s)&&!a.hasText(s);if(!0!==s.visible||d)return p;var v=o.getDimIndex(s,f),g=o.getDimIndex(s,h);if(!1===v||!1===g)return p;var y=l.xpx[v],m=l.ypx[g],x=c[v],b=c[g],_=(t.scene.selectBatch||[]).slice(),w=[];if(!1!==e&&!e.degenerate)for(var T=0;T<x.length;T++)e.contains([y[T],m[T]],null,T,t)?(p.push({pointNumber:T,x:x[T],y:b[T]}),i(_,T)):-1!==_.indexOf(T)?i(_,T):w.push(T);var k=u.matrixOptions;return _.length||w.length?u.selectBatch.length||u.unselectBatch.length||u.matrix.update(u.unselectedOptions,n.extendFlat({},k,u.selectedOptions,u.viewOpts)):u.matrix.update(k,null),u.selectBatch=_,u.unselectBatch=w,p}},21850:function(t,e,r){\"use strict\";var n=r(50693),i=r(12663).axisHoverFormat,a=r(5386).fF,o=r(2418),s=r(9012),l=r(1426).extendFlat,u={x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},u:{valType:\"data_array\",editType:\"calc\"},v:{valType:\"data_array\",editType:\"calc\"},w:{valType:\"data_array\",editType:\"calc\"},starts:{x:{valType:\"data_array\",editType:\"calc\"},y:{valType:\"data_array\",editType:\"calc\"},z:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"},maxdisplayed:{valType:\"integer\",min:0,dflt:1e3,editType:\"calc\"},sizeref:{valType:\"number\",editType:\"calc\",min:0,dflt:1},text:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertemplate:a({editType:\"calc\"},{keys:[\"tubex\",\"tubey\",\"tubez\",\"tubeu\",\"tubev\",\"tubew\",\"norm\",\"divergence\"]}),uhoverformat:i(\"u\",1),vhoverformat:i(\"v\",1),whoverformat:i(\"w\",1),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),showlegend:l({},s.showlegend,{dflt:!1})};l(u,n(\"\",{colorAttr:\"u/v/w 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L=function(){m=0,M=[],S=[],E=[]};(!m||m<M.length*S.length*E.length)&&L();var C=function(t){return\"x\"===t?v:\"y\"===t?g:y},P=function(t){return\"x\"===t?M:\"y\"===t?S:E},O=function(t){return t[m-1]<t[0]?-1:1},I=C(A[1]),D=C(A[3]),z=C(A[5]),R=P(A[1]).length,F=P(A[3]).length,B=P(A[5]).length,N=!1,j=function(t,e,r){return R*(F*t+e)+r},U=O(C(A[1])),V=O(C(A[3])),H=O(C(A[5]));for(e=0;e<B-1;e++){for(r=0;r<F-1;r++){for(i=0;i<R-1;i++){var q=j(e,r,i),G=j(e,r,i+1),Z=j(e,r+1,i),Y=j(e+1,r,i);if(I[q]*U<I[G]*U&&D[q]*V<D[Z]*V&&z[q]*H<z[Y]*H||(N=!0),N)break}if(N)break}if(N)break}return N&&(n.warn(\"Encountered arbitrary coordinates! 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y=n[c];r.xMax=Math.max(r.xMax,y),r.xMin=Math.min(r.xMin,y);var m=o[c];r.yMax=Math.max(r.yMax,m),r.yMin=Math.min(r.yMin,m);var x=l[c];r.zMax=Math.max(r.zMax,x),r.zMin=Math.min(r.zMin,x)}e._slen=u,e._normMax=f,e._xbnds=[r.xMin,r.xMax],e._ybnds=[r.yMin,r.yMax],e._zbnds=[r.zMin,r.zMax]},filter:s,processGrid:a}},90154:function(t,e,r){\"use strict\";var n=r(9330).gl_streamtube3d,i=n.createTubeMesh,a=r(71828),o=r(81697).parseColorScale,s=r(21081).extractOpts,l=r(90060),u={xaxis:0,yaxis:1,zaxis:2};function c(t,e){this.scene=t,this.uid=e,this.mesh=null,this.data=null}var f=c.prototype;function h(t){var e=t.length;return e>2?t.slice(1,e-1):2===e?[(t[0]+t[1])/2]:t}function p(t){var e=t.length;return 1===e?[.5,.5]:[t[1]-t[0],t[e-1]-t[e-2]]}function d(t,e){var r=t.fullSceneLayout,i=t.dataScale,c=e._len,f={};function d(t,e){var n=r[e],o=i[u[e]];return a.simpleMap(t,(function(t){return 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e.listPath(t,\"label\").join(\"/\")+\"/\"},e.formatValue=o.formatPieValue,e.formatPercent=function(t,e){var r=n.formatPercent(t,0);return\"0%\"===r&&(r=o.formatPiePercent(t,e)),r}},87619:function(t,e,r){\"use strict\";t.exports={moduleType:\"trace\",name:\"sunburst\",basePlotModule:r(66888),categories:[],animatable:!0,attributes:r(57564),layoutAttributes:r(2654),supplyDefaults:r(17094),supplyLayoutDefaults:r(57034),calc:r(52147).calc,crossTraceCalc:r(52147).crossTraceCalc,plot:r(24714).plot,style:r(29969).style,colorbar:r(4898),meta:{}}},2654:function(t){\"use strict\";t.exports={sunburstcolorway:{valType:\"colorlist\",editType:\"calc\"},extendsunburstcolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},57034:function(t,e,r){\"use strict\";var n=r(71828),i=r(2654);t.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"sunburstcolorway\",e.colorway),r(\"extendsunburstcolors\")}},24714:function(t,e,r){\"use strict\";var 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s,l=b.getPtId(t.parent);T.each((function(t){if(b.getPtId(t)===l)return s=t}));var u,c=s.children;c.forEach((function(t,e){if(b.getPtId(t)===r)return u=e}));var f=c.length,h=a(s.x0,s.x1);e={rpx0:I,rpx1:I,x0:h(u/f),x1:h((u+1)/f)}}return a(n,e)}(t);return function(t){return Z(e(t))}})),t.select(\"g.slicetext\").attr(\"opacity\",0)})).remove():T.exit().remove(),T.order();var X=null;if(_&&R){var J=b.getPtId(R);T.each((function(t){null===X&&b.getPtId(t)===J&&(X=t.x1)}))}var K=T;function $(t){var e=t.parent,r=F[b.getPtId(e)],n={};if(r){var i=e.children,o=i.indexOf(t),s=i.length,l=a(r.x0,r.x1);n.x0=l(o/s),n.x1=l(o/s)}else n.x0=n.x1=0;return n}_&&(K=K.transition().each(\"end\",(function(){var e=n.select(this);b.setSliceCursor(e,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:!1})}))),K.each((function(i){var u=n.select(this),f=s.ensureSingle(u,\"path\",\"surface\",(function(t){t.style(\"pointer-events\",h?\"none\":\"all\")}));i.rpx0=q(i.y0),i.rpx1=q(i.y1),i.xmid=(i.x0+i.x1)/2,i.pxmid=G(i.rpx1,i.xmid),i.midangle=-(i.xmid-Math.PI/2),i.startangle=-(i.x0-Math.PI/2),i.stopangle=-(i.x1-Math.PI/2),i.halfangle=.5*Math.min(s.angleDelta(i.x0,i.x1)||Math.PI,Math.PI),i.ring=1-i.rpx0/i.rpx1,i.rInscribed=function(t){return 0===t.rpx0&&s.isFullCircle([t.x0,t.x1])?1:Math.max(0,Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2))}(i),_?f.transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=F[b.getPtId(t)],n={x0:t.x0,x1:t.x1,rpx0:t.rpx0,rpx1:t.rpx1};if(r)e=r;else if(R)if(t.parent)if(X){var i=(t.x1>X?2*Math.PI:0)+V;e={x0:i,x1:i}}else e={rpx0:I,rpx1:I},s.extendFlat(e,$(t));else e={rpx0:0,rpx1:0};else e={x0:V,x1:V};return a(e,n)}(t);return function(t){return Z(e(t))}})):f.attr(\"d\",Z),u.call(m,S,t,r,{eventDataKeys:x.eventDataKeys,transitionTime:x.CLICK_TRANSITION_TIME,transitionEasing:x.CLICK_TRANSITION_EASING}).call(b.setSliceCursor,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:t._transitioning}),f.call(g,i,A,t);var p=s.ensureSingle(u,\"g\",\"slicetext\"),w=s.ensureSingle(p,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),T=s.ensureUniformFontSize(t,b.determineTextFont(A,i,y.font));w.text(e.formatSliceLabel(i,S,A,r,y)).classed(\"slicetext\",!0).attr(\"text-anchor\",\"middle\").call(o.font,T).call(l.convertToTspans,t);var M=o.bBox(w.node());i.transform=v(M,i,k),i.transform.targetX=Y(i),i.transform.targetY=W(i);var E=function(t,e){var r=t.transform;return d(r,e),r.fontSize=T.size,c(A.type,r,y),s.getTextTransform(r)};_?w.transition().attrTween(\"transform\",(function(t){var e=function(t){var e,r=F[b.getPtId(t)],n=t.transform;if(r)e=r;else if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},R)if(t.parent)if(X){var i=t.x1>X?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,$(t));else e.x0=e.x1=V;else e.x0=e.x1=V;var o=a(e.transform.textPosAngle,t.transform.textPosAngle),l=a(e.rpx1,t.rpx1),u=a(e.x0,t.x0),f=a(e.x1,t.x1),h=a(e.transform.scale,n.scale),p=a(e.transform.rotate,n.rotate),d=0===n.rCenter?3:0===e.transform.rCenter?1/3:1,v=a(e.transform.rCenter,n.rCenter);return function(t){var e=l(t),r=u(t),i=f(t),a=function(t){return v(Math.pow(t,d))}(t),s={pxmid:G(e,(r+i)/2),rpx1:e,transform:{textPosAngle:o(t),rCenter:a,x:n.x,y:n.y}};return c(A.type,n,y),{transform:{targetX:Y(s),targetY:W(s),scale:h(t),rotate:p(t),rCenter:a}}}}(t);return function(t){return E(e(t),M)}})):w.attr(\"transform\",E(i,M))}))}function w(t){return e=t.rpx1,r=t.transform.textPosAngle,[e*Math.sin(r),-e*Math.cos(r)];var e,r}e.plot=function(t,e,r,i){var a,o,s=t._fullLayout,l=s._sunburstlayer,u=!r,c=!s.uniformtext.mode&&b.hasTransition(r);f(\"sunburst\",s),(a=l.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(){l.selectAll(\"g.trace\").each((function(e){_(t,e,this,r)}))}))):(a.each((function(e){_(t,e,this,r)})),s.uniformtext.mode&&y(t,s._sunburstlayer.selectAll(\".trace\"),\"sunburst\")),u&&a.exit().remove()},e.formatSliceLabel=function(t,e,r,n,i){var a=r.texttemplate,o=r.textinfo;if(!(a||o&&\"none\"!==o))return\"\";var l=i.separators,u=n[0],c=t.data.data,f=u.hierarchy,h=b.isHierarchyRoot(t),p=b.getParent(f,t),d=b.getValue(t);if(!a){var v,g=o.split(\"+\"),y=function(t){return-1!==g.indexOf(t)},m=[];if(y(\"label\")&&c.label&&m.push(c.label),c.hasOwnProperty(\"v\")&&y(\"value\")&&m.push(b.formatValue(c.v,l)),!h){y(\"current path\")&&m.push(b.getPath(t.data));var x=0;y(\"percent parent\")&&x++,y(\"percent entry\")&&x++,y(\"percent root\")&&x++;var _=x>1;if(x){var w,T=function(t){v=b.formatPercent(w,l),_&&(v+=\" of \"+t),m.push(v)};y(\"percent parent\")&&!h&&(w=d/b.getValue(p),T(\"parent\")),y(\"percent entry\")&&(w=d/b.getValue(e),T(\"entry\")),y(\"percent root\")&&(w=d/b.getValue(f),T(\"root\"))}}return y(\"text\")&&(v=s.castOption(r,c.i,\"text\"),s.isValidTextValue(v)&&m.push(v)),m.join(\"<br>\")}var k=s.castOption(r,c.i,\"texttemplate\");if(!k)return\"\";var A={};c.label&&(A.label=c.label),c.hasOwnProperty(\"v\")&&(A.value=c.v,A.valueLabel=b.formatValue(c.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),c.hasOwnProperty(\"color\")&&(A.color=c.color);var M=s.castOption(r,c.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,c.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},29969:function(t,e,r){\"use strict\";var n=r(39898),i=r(7901),a=r(71828),o=r(72597).resizeText,s=r(43467);function l(t,e,r,n){var 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f=t.exports=u(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or 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n=r(78803);t.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},43768:function(t,e,r){\"use strict\";var n=r(9330).gl_surface3d,i=r(9330).ndarray,a=r(9330).ndarray_linear_interpolate.d2,o=r(824),s=r(43907),l=r(71828).isArrayOrTypedArray,u=r(81697).parseColorScale,c=r(78614),f=r(21081).extractOpts;function h(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=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(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=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 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A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=m[e],p.highlightColor[e]=w.contourColor[e]=c(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.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&&(w.dynamicColor[e]=c(S.highlightcolor),w.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]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in 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n=r(50215),i=r(1426).extendFlat,a=r(30962).overrideAll,o=r(41940),s=r(27670).Y,l=r(12663).descriptionOnlyNumbers;(t.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:[],description:l(\"cell value\")},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:[],description:l(\"cell 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L=Math.max(o(e.header.line.width),o(e.cells.line.width)),C={key:e.uid+t._context.staticPlot,translateX:g.x[0]*t._fullLayout._size.w,translateY:t._fullLayout._size.h*(1-g.y[1]),size:t._fullLayout._size,width:y,maxLineWidth:L,height:m,columnOrder:M,groupHeight:m,rowBlocks:k,headerRowBlocks:T,scrollY:0,cells:i({},e.cells,{values:r}),headerCells:i({},e.header,{values:v}),gdColumns:v.map((function(t){return t[0]})),gdColumnsOriginalOrder:v.map((function(t){return t[0]})),prevPages:[0,0],scrollbarState:{scrollbarScrollInProgress:!1},columns:v.map((function(t,e){var r=A[t];return A[t]=(r||0)+1,{key:t+\"__\"+A[t],label:t,specIndex:e,xIndex:M[e],xScale:c,x:void 0,calcdata:void 0,columnWidth:S[e]}}))};return C.columns.forEach((function(t){t.calcdata=C,t.x=c(t)})),C}},56269:function(t,e,r){\"use strict\";var n=r(1426).extendFlat;e.splitToPanels=function(t){var e=[0,0],r=n({},t,{key:\"header\",type:\"header\",page:0,prevPages:e,currentRepaint:[null,null],dragHandle:!0,values:t.calcdata.headerCells.values[t.specIndex],rowBlocks:t.calcdata.headerRowBlocks,calcdata:n({},t.calcdata,{cells:t.calcdata.headerCells})});return[n({},t,{key:\"cells1\",type:\"cells\",page:0,prevPages:e,currentRepaint:[null,null],dragHandle:!1,values:t.calcdata.cells.values[t.specIndex],rowBlocks:t.calcdata.rowBlocks}),n({},t,{key:\"cells2\",type:\"cells\",page:1,prevPages:e,currentRepaint:[null,null],dragHandle:!1,values:t.calcdata.cells.values[t.specIndex],rowBlocks:t.calcdata.rowBlocks}),r]},e.splitToCells=function(t){var e=function(t){var e=t.rowBlocks[t.page],r=e?e.rows[0].rowIndex:0;return[r,e?r+e.rows.length:0]}(t);return(t.values||[]).slice(e[0],e[1]).map((function(r,n){return{keyWithinBlock:n+(\"string\"==typeof r&&r.match(/[<$&> 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a.indexOf(t)})),s=o.length;s<n;s++)o.push(s);e(\"columnorder\",o)}(e,s),s(\"cells.values\"),s(\"cells.format\"),s(\"cells.align\"),s(\"cells.prefix\"),s(\"cells.suffix\"),s(\"cells.height\"),s(\"cells.line.width\"),s(\"cells.line.color\"),s(\"cells.fill.color\"),n.coerceFont(s,\"cells.font\",n.extendFlat({},o.font)),e._length=null}},96595:function(t,e,r){\"use strict\";t.exports={attributes:r(44464),supplyDefaults:r(39754),calc:r(76333),plot:r(36736),moduleType:\"trace\",name:\"table\",basePlotModule:r(99469),categories:[\"noOpacity\"],meta:{}}},36736:function(t,e,r){\"use strict\";var n=r(49850),i=r(39898),a=r(71828).numberFormat,o=r(28984),s=r(91424),l=r(63893),u=r(71828).raiseToTop,c=r(71828).strTranslate,f=r(71828).cancelTransition,h=r(51018),p=r(56269),d=r(7901);function v(t){return Math.ceil(t.calcdata.maxLineWidth/2)}function g(t,e){return\"clip\"+t._fullLayout._uid+\"_scrollAreaBottomClip_\"+e.key}function y(t,e){return\"clip\"+t._fullLayout._uid+\"_columnBoundaryClippath_\"+e.calcdata.key+\"_\"+e.specIndex}function m(t){return[].concat.apply([],t.map((function(t){return t}))).map((function(t){return t.__data__}))}function x(t,e,r){var a=t.selectAll(\".\"+n.cn.scrollbarKit).data(o.repeat,o.keyFun);a.enter().append(\"g\").classed(n.cn.scrollbarKit,!0).style(\"shape-rendering\",\"geometricPrecision\"),a.each((function(t){var e=t.scrollbarState;e.totalHeight=function(t){var e=t.rowBlocks;return z(e,e.length-1)+(e.length?R(e[e.length-1],1/0):1)}(t),e.scrollableAreaHeight=t.groupHeight-S(t),e.currentlyVisibleHeight=Math.min(e.totalHeight,e.scrollableAreaHeight),e.ratio=e.currentlyVisibleHeight/e.totalHeight,e.barLength=Math.max(e.ratio*e.currentlyVisibleHeight,n.goldenRatio*n.scrollbarWidth),e.barWiggleRoom=e.currentlyVisibleHeight-e.barLength,e.wiggleRoom=Math.max(0,e.totalHeight-e.scrollableAreaHeight),e.topY=0===e.barWiggleRoom?0:t.scrollY/e.wiggleRoom*e.barWiggleRoom,e.bottomY=e.topY+e.barLength,e.dragMultiplier=e.wiggleRoom/e.barWiggleRoom})).attr(\"transform\",(function(t){var e=t.width+n.scrollbarWidth/2+n.scrollbarOffset;return c(e,S(t))}));var s=a.selectAll(\".\"+n.cn.scrollbar).data(o.repeat,o.keyFun);s.enter().append(\"g\").classed(n.cn.scrollbar,!0);var l=s.selectAll(\".\"+n.cn.scrollbarSlider).data(o.repeat,o.keyFun);l.enter().append(\"g\").classed(n.cn.scrollbarSlider,!0),l.attr(\"transform\",(function(t){return c(0,t.scrollbarState.topY||0)}));var u=l.selectAll(\".\"+n.cn.scrollbarGlyph).data(o.repeat,o.keyFun);u.enter().append(\"line\").classed(n.cn.scrollbarGlyph,!0).attr(\"stroke\",\"black\").attr(\"stroke-width\",n.scrollbarWidth).attr(\"stroke-linecap\",\"round\").attr(\"y1\",n.scrollbarWidth/2),u.attr(\"y2\",(function(t){return t.scrollbarState.barLength-n.scrollbarWidth/2})).attr(\"stroke-opacity\",(function(t){return t.columnDragInProgress||!t.scrollbarState.barWiggleRoom||r?0:.4})),u.transition().delay(0).duration(0),u.transition().delay(n.scrollbarHideDelay).duration(n.scrollbarHideDuration).attr(\"stroke-opacity\",0);var f=s.selectAll(\".\"+n.cn.scrollbarCaptureZone).data(o.repeat,o.keyFun);f.enter().append(\"line\").classed(n.cn.scrollbarCaptureZone,!0).attr(\"stroke\",\"white\").attr(\"stroke-opacity\",.01).attr(\"stroke-width\",n.scrollbarCaptureWidth).attr(\"stroke-linecap\",\"butt\").attr(\"y1\",0).on(\"mousedown\",(function(r){var n=i.event.y,a=this.getBoundingClientRect(),o=r.scrollbarState,s=n-a.top,l=i.scale.linear().domain([0,o.scrollableAreaHeight]).range([0,o.totalHeight]).clamp(!0);o.topY<=s&&s<=o.bottomY||L(e,t,null,l(s-o.barLength/2))(r)})).call(i.behavior.drag().origin((function(t){return i.event.stopPropagation(),t.scrollbarState.scrollbarScrollInProgress=!0,t})).on(\"drag\",L(e,t)).on(\"dragend\",(function(){}))),f.attr(\"y2\",(function(t){return t.scrollbarState.scrollableAreaHeight})),e._context.staticPlot&&(u.remove(),f.remove())}function b(t,e,r,a){var l=function(t){var e=t.selectAll(\".\"+n.cn.columnCells).data(o.repeat,o.keyFun);return e.enter().append(\"g\").classed(n.cn.columnCells,!0),e.exit().remove(),e}(r),u=function(t){var e=t.selectAll(\".\"+n.cn.columnCell).data(p.splitToCells,(function(t){return t.keyWithinBlock}));return e.enter().append(\"g\").classed(n.cn.columnCell,!0),e.exit().remove(),e}(l);!function(t){t.each((function(t,e){var r=t.calcdata.cells.font,n=t.column.specIndex,i={size:T(r.size,n,e),color:T(r.color,n,e),family:T(r.family,n,e)};t.rowNumber=t.key,t.align=T(t.calcdata.cells.align,n,e),t.cellBorderWidth=T(t.calcdata.cells.line.width,n,e),t.font=i}))}(u);var c=function(t){var e=t.selectAll(\".\"+n.cn.cellRect).data(o.repeat,(function(t){return t.keyWithinBlock}));return e.enter().append(\"rect\").classed(n.cn.cellRect,!0),e}(u);!function(t){t.attr(\"width\",(function(t){return t.column.columnWidth})).attr(\"stroke-width\",(function(t){return t.cellBorderWidth})).each((function(t){var e=i.select(this);d.stroke(e,T(t.calcdata.cells.line.color,t.column.specIndex,t.rowNumber)),d.fill(e,T(t.calcdata.cells.fill.color,t.column.specIndex,t.rowNumber))}))}(c);var f=function(t){var e=t.selectAll(\".\"+n.cn.cellTextHolder).data(o.repeat,(function(t){return t.keyWithinBlock}));return e.enter().append(\"g\").classed(n.cn.cellTextHolder,!0).style(\"shape-rendering\",\"geometricPrecision\"),e}(u),h=function(t){var e=t.selectAll(\".\"+n.cn.cellText).data(o.repeat,(function(t){return t.keyWithinBlock}));return e.enter().append(\"text\").classed(n.cn.cellText,!0).style(\"cursor\",(function(){return\"auto\"})).on(\"mousedown\",(function(){i.event.stopPropagation()})),e}(f);!function(t){t.each((function(t){s.font(i.select(this),t.font)}))}(h),_(h,e,a,t),D(u)}function _(t,e,r,o){t.text((function(t){var e=t.column.specIndex,r=t.rowNumber,i=t.value,o=\"string\"==typeof i,s=o&&i.match(/<br>/i),l=!o||s;t.mayHaveMarkup=o&&i.match(/[<&>]/);var u,c=\"string\"==typeof(u=i)&&u.match(n.latexCheck);t.latex=c;var f,h,p=c?\"\":T(t.calcdata.cells.prefix,e,r)||\"\",d=c?\"\":T(t.calcdata.cells.suffix,e,r)||\"\",v=c?null:T(t.calcdata.cells.format,e,r)||null,g=p+(v?a(v)(t.value):t.value)+d;if(t.wrappingNeeded=!t.wrapped&&!l&&!c&&(f=w(g)),t.cellHeightMayIncrease=s||c||t.mayHaveMarkup||(void 0===f?w(g):f),t.needsConvertToTspans=t.mayHaveMarkup||t.wrappingNeeded||t.latex,t.wrappingNeeded){var y=(\" 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k(t,e,r){t.transition().ease(n.releaseTransitionEase).duration(n.releaseTransitionDuration).attr(\"transform\",c(e.x,r))}function A(t){return\"cells\"===t.type}function M(t){return\"header\"===t.type}function S(t){return(t.rowBlocks.length?t.rowBlocks[0].auxiliaryBlocks:[]).reduce((function(t,e){return t+R(e,1/0)}),0)}function E(t,e,r){var n=m(e)[0];if(void 0!==n){var i=n.rowBlocks,a=n.calcdata,o=z(i,i.length),s=n.calcdata.groupHeight-S(n),l=a.scrollY=Math.max(0,Math.min(o-s,a.scrollY)),u=function(t,e,r){for(var n=[],i=0,a=0;a<t.length;a++){for(var o=t[a],s=o.rows,l=0,u=0;u<s.length;u++)l+=s[u].rowHeight;o.allRowsHeight=l,e<i+l&&e+r>i&&n.push(a),i+=l}return n}(i,l,s);1===u.length&&(u[0]===i.length-1?u.unshift(u[0]-1):u.push(u[0]+1)),u[0]%2&&u.reverse(),e.each((function(t,e){t.page=u[e],t.scrollY=l})),e.attr(\"transform\",(function(t){var e=z(t.rowBlocks,t.page)-t.scrollY;return c(0,e)})),t&&(C(t,r,e,u,n.prevPages,n,0),C(t,r,e,u,n.prevPages,n,1),x(r,t))}}function L(t,e,r,a){return function(o){var s=o.calcdata?o.calcdata:o,l=e.filter((function(t){return s.key===t.key})),u=r||s.scrollbarState.dragMultiplier,c=s.scrollY;s.scrollY=void 0===a?s.scrollY+u*i.event.dy:a;var f=l.selectAll(\".\"+n.cn.yColumn).selectAll(\".\"+n.cn.columnBlock).filter(A);return E(t,f,l),s.scrollY===c}}function C(t,e,r,n,i,a,o){n[o]!==i[o]&&(clearTimeout(a.currentRepaint[o]),a.currentRepaint[o]=setTimeout((function(){var a=r.filter((function(t,e){return e===o&&n[e]!==i[e]}));b(t,e,a,r),i[o]=n[o]})))}function P(t,e,r,a){return function(){var o=i.select(e.parentNode);o.each((function(t){var e=t.fragments;o.selectAll(\"tspan.line\").each((function(t,r){e[r].width=this.getComputedTextLength()}));var 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r=!t._context.staticPlot,a=t._fullLayout._paper.selectAll(\".\"+n.cn.table).data(e.map((function(e){var r=o.unwrap(e).trace;return h(t,r)})),o.keyFun);a.exit().remove(),a.enter().append(\"g\").classed(n.cn.table,!0).attr(\"overflow\",\"visible\").style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"overflow\",\"visible\").style(\"shape-rendering\",\"crispEdges\").style(\"pointer-events\",\"all\"),a.attr(\"width\",(function(t){return t.width+t.size.l+t.size.r})).attr(\"height\",(function(t){return t.height+t.size.t+t.size.b})).attr(\"transform\",(function(t){return c(t.translateX,t.translateY)}));var l=a.selectAll(\".\"+n.cn.tableControlView).data(o.repeat,o.keyFun),d=l.enter().append(\"g\").classed(n.cn.tableControlView,!0).style(\"box-sizing\",\"content-box\");if(r){var _=\"onwheel\"in document?\"wheel\":\"mousewheel\";d.on(\"mousemove\",(function(e){l.filter((function(t){return 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c=[\"\",\"0\",\"00\",\"000\",\"0000\",\"00000\",\"000000\",\"0000000\",\"00000000\",\"000000000\",\"0000000000\",\"00000000000\",\"000000000000\",\"0000000000000\",\"00000000000000\",\"000000000000000\",\"0000000000000000\",\"00000000000000000\",\"000000000000000000\",\"0000000000000000000\",\"00000000000000000000\",\"000000000000000000000\",\"0000000000000000000000\",\"00000000000000000000000\",\"000000000000000000000000\",\"0000000000000000000000000\"],f=[0,0,25,16,12,11,10,9,8,8,7,7,7,7,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5],h=[0,0,33554432,43046721,16777216,48828125,60466176,40353607,16777216,43046721,1e7,19487171,35831808,62748517,7529536,11390625,16777216,24137569,34012224,47045881,64e6,4084101,5153632,6436343,7962624,9765625,11881376,14348907,17210368,20511149,243e5,28629151,33554432,39135393,45435424,52521875,60466176];function p(t,e,r){r.negative=e.negative^t.negative;var n=t.length+e.length|0;r.length=n,n=n-1|0;var i=0|t.words[0],a=0|e.words[0],o=i*a,s=67108863&o,l=o/67108864|0;r.words[0]=s;for(var u=1;u<n;u++){for(var c=l>>>26,f=67108863&l,h=Math.min(u,e.length-1),p=Math.max(0,u-t.length+1);p<=h;p++){var d=u-p|0;c+=(o=(i=0|t.words[d])*(a=0|e.words[p])+f)/67108864|0,f=67108863&o}r.words[u]=0|f,l=0|c}return 0!==l?r.words[u]=0|l:r.length--,r.strip()}a.prototype.toString=function(t,e){var r;if(e=0|e||1,16===(t=t||10)||\"hex\"===t){r=\"\";for(var i=0,a=0,o=0;o<this.length;o++){var s=this.words[o],l=(16777215&(s<<i|a)).toString(16);r=0!=(a=s>>>24-i&16777215)||o!==this.length-1?c[6-l.length]+l+r:l+r,(i+=2)>=26&&(i-=26,o--)}for(0!==a&&(r=a.toString(16)+r);r.length%e!=0;)r=\"0\"+r;return 0!==this.negative&&(r=\"-\"+r),r}if(t===(0|t)&&t>=2&&t<=36){var u=f[t],p=h[t];r=\"\";var d=this.clone();for(d.negative=0;!d.isZero();){var v=d.modn(p).toString(t);r=(d=d.idivn(p)).isZero()?v+r:c[u-v.length]+v+r}for(this.isZero()&&(r=\"0\"+r);r.length%e!=0;)r=\"0\"+r;return 0!==this.negative&&(r=\"-\"+r),r}n(!1,\"Base 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32-Math.clz32(t)}:a.prototype._countBits=function(t){var e=t,r=0;return e>=4096&&(r+=13,e>>>=13),e>=64&&(r+=7,e>>>=7),e>=8&&(r+=4,e>>>=4),e>=2&&(r+=2,e>>>=2),r+e},a.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,r=0;return 0==(8191&e)&&(r+=13,e>>>=13),0==(127&e)&&(r+=7,e>>>=7),0==(15&e)&&(r+=4,e>>>=4),0==(3&e)&&(r+=2,e>>>=2),0==(1&e)&&r++,r},a.prototype.bitLength=function(){var t=this.words[this.length-1],e=this._countBits(t);return 26*(this.length-1)+e},a.prototype.zeroBits=function(){if(this.isZero())return 0;for(var t=0,e=0;e<this.length;e++){var r=this._zeroBits(this.words[e]);if(t+=r,26!==r)break}return t},a.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},a.prototype.toTwos=function(t){return 0!==this.negative?this.abs().inotn(t).iaddn(1):this.clone()},a.prototype.fromTwos=function(t){return this.testn(t-1)?this.notn(t).iaddn(1).ineg():this.clone()},a.prototype.isNeg=function(){return 0!==this.negative},a.prototype.neg=function(){return this.clone().ineg()},a.prototype.ineg=function(){return this.isZero()||(this.negative^=1),this},a.prototype.iuor=function(t){for(;this.length<t.length;)this.words[this.length++]=0;for(var e=0;e<t.length;e++)this.words[e]=this.words[e]|t.words[e];return this.strip()},a.prototype.ior=function(t){return n(0==(this.negative|t.negative)),this.iuor(t)},a.prototype.or=function(t){return this.length>t.length?this.clone().ior(t):t.clone().ior(this)},a.prototype.uor=function(t){return this.length>t.length?this.clone().iuor(t):t.clone().iuor(this)},a.prototype.iuand=function(t){var e;e=this.length>t.length?t:this;for(var r=0;r<e.length;r++)this.words[r]=this.words[r]&t.words[r];return this.length=e.length,this.strip()},a.prototype.iand=function(t){return n(0==(this.negative|t.negative)),this.iuand(t)},a.prototype.and=function(t){return this.length>t.length?this.clone().iand(t):t.clone().iand(this)},a.prototype.uand=function(t){return 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 d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,u=0,c=0|o[0],f=8191&c,h=c>>>13,p=0|o[1],d=8191&p,v=p>>>13,g=0|o[2],y=8191&g,m=g>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],O=8191&P,I=P>>>13,D=0|o[8],z=8191&D,R=D>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,H=0|s[1],q=8191&H,G=H>>>13,Z=0|s[2],Y=8191&Z,W=Z>>>13,X=0|s[3],J=8191&X,K=X>>>13,$=0|s[4],Q=8191&$,tt=$>>>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,ut=st>>>13,ct=0|s[8],ft=8191&ct,ht=ct>>>13,pt=0|s[9],dt=8191&pt,vt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var gt=(u+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;u=((a=Math.imul(h,V))+(i>>>13)|0)+(gt>>>26)|0,gt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(v,U)|0,a=Math.imul(v,V);var yt=(u+(n=n+Math.imul(f,q)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,q)|0))<<13)|0;u=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(y,U),i=(i=Math.imul(y,V))+Math.imul(m,U)|0,a=Math.imul(m,V),n=n+Math.imul(d,q)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(v,q)|0,a=a+Math.imul(v,G)|0;var mt=(u+(n=n+Math.imul(f,Y)|0)|0)+((8191&(i=(i=i+Math.imul(f,W)|0)+Math.imul(h,Y)|0))<<13)|0;u=((a=a+Math.imul(h,W)|0)+(i>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(y,q)|0,i=(i=i+Math.imul(y,G)|0)+Math.imul(m,q)|0,a=a+Math.imul(m,G)|0,n=n+Math.imul(d,Y)|0,i=(i=i+Math.imul(d,W)|0)+Math.imul(v,Y)|0,a=a+Math.imul(v,W)|0;var xt=(u+(n=n+Math.imul(f,J)|0)|0)+((8191&(i=(i=i+Math.imul(f,K)|0)+Math.imul(h,J)|0))<<13)|0;u=((a=a+Math.imul(h,K)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,q)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(y,Y)|0,i=(i=i+Math.imul(y,W)|0)+Math.imul(m,Y)|0,a=a+Math.imul(m,W)|0,n=n+Math.imul(d,J)|0,i=(i=i+Math.imul(d,K)|0)+Math.imul(v,J)|0,a=a+Math.imul(v,K)|0;var bt=(u+(n=n+Math.imul(f,Q)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,Q)|0))<<13)|0;u=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,q)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,W)|0)+Math.imul(_,Y)|0,a=a+Math.imul(_,W)|0,n=n+Math.imul(y,J)|0,i=(i=i+Math.imul(y,K)|0)+Math.imul(m,J)|0,a=a+Math.imul(m,K)|0,n=n+Math.imul(d,Q)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(v,Q)|0,a=a+Math.imul(v,tt)|0;var _t=(u+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;u=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,q)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,W)|0)+Math.imul(k,Y)|0,a=a+Math.imul(k,W)|0,n=n+Math.imul(b,J)|0,i=(i=i+Math.imul(b,K)|0)+Math.imul(_,J)|0,a=a+Math.imul(_,K)|0,n=n+Math.imul(y,Q)|0,i=(i=i+Math.imul(y,tt)|0)+Math.imul(m,Q)|0,a=a+Math.imul(m,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(v,rt)|0,a=a+Math.imul(v,nt)|0;var wt=(u+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;u=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(O,U),i=(i=Math.imul(O,V))+Math.imul(I,U)|0,a=Math.imul(I,V),n=n+Math.imul(L,q)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,q)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,W)|0)+Math.imul(S,Y)|0,a=a+Math.imul(S,W)|0,n=n+Math.imul(T,J)|0,i=(i=i+Math.imul(T,K)|0)+Math.imul(k,J)|0,a=a+Math.imul(k,K)|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(y,rt)|0,i=(i=i+Math.imul(y,nt)|0)+Math.imul(m,rt)|0,a=a+Math.imul(m,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(v,at)|0,a=a+Math.imul(v,ot)|0;var Tt=(u+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ut)|0)+Math.imul(h,lt)|0))<<13)|0;u=((a=a+Math.imul(h,ut)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(z,U),i=(i=Math.imul(z,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(O,q)|0,i=(i=i+Math.imul(O,G)|0)+Math.imul(I,q)|0,a=a+Math.imul(I,G)|0,n=n+Math.imul(L,Y)|0,i=(i=i+Math.imul(L,W)|0)+Math.imul(C,Y)|0,a=a+Math.imul(C,W)|0,n=n+Math.imul(M,J)|0,i=(i=i+Math.imul(M,K)|0)+Math.imul(S,J)|0,a=a+Math.imul(S,K)|0,n=n+Math.imul(T,Q)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,Q)|0,a=a+Math.imul(k,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(y,at)|0,i=(i=i+Math.imul(y,ot)|0)+Math.imul(m,at)|0,a=a+Math.imul(m,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ut)|0)+Math.imul(v,lt)|0,a=a+Math.imul(v,ut)|0;var kt=(u+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;u=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(z,q)|0,i=(i=i+Math.imul(z,G)|0)+Math.imul(R,q)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(O,Y)|0,i=(i=i+Math.imul(O,W)|0)+Math.imul(I,Y)|0,a=a+Math.imul(I,W)|0,n=n+Math.imul(L,J)|0,i=(i=i+Math.imul(L,K)|0)+Math.imul(C,J)|0,a=a+Math.imul(C,K)|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(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,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(y,lt)|0,i=(i=i+Math.imul(y,ut)|0)+Math.imul(m,lt)|0,a=a+Math.imul(m,ut)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(v,ft)|0,a=a+Math.imul(v,ht)|0;var At=(u+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,vt)|0)+Math.imul(h,dt)|0))<<13)|0;u=((a=a+Math.imul(h,vt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,q),i=(i=Math.imul(B,G))+Math.imul(N,q)|0,a=Math.imul(N,G),n=n+Math.imul(z,Y)|0,i=(i=i+Math.imul(z,W)|0)+Math.imul(R,Y)|0,a=a+Math.imul(R,W)|0,n=n+Math.imul(O,J)|0,i=(i=i+Math.imul(O,K)|0)+Math.imul(I,J)|0,a=a+Math.imul(I,K)|0,n=n+Math.imul(L,Q)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,Q)|0,a=a+Math.imul(C,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(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ut)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ut)|0,n=n+Math.imul(y,ft)|0,i=(i=i+Math.imul(y,ht)|0)+Math.imul(m,ft)|0,a=a+Math.imul(m,ht)|0;var Mt=(u+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,vt)|0)+Math.imul(v,dt)|0))<<13)|0;u=((a=a+Math.imul(v,vt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,Y),i=(i=Math.imul(B,W))+Math.imul(N,Y)|0,a=Math.imul(N,W),n=n+Math.imul(z,J)|0,i=(i=i+Math.imul(z,K)|0)+Math.imul(R,J)|0,a=a+Math.imul(R,K)|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(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,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(T,lt)|0,i=(i=i+Math.imul(T,ut)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ut)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(u+(n=n+Math.imul(y,dt)|0)|0)+((8191&(i=(i=i+Math.imul(y,vt)|0)+Math.imul(m,dt)|0))<<13)|0;u=((a=a+Math.imul(m,vt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,J),i=(i=Math.imul(B,K))+Math.imul(N,J)|0,a=Math.imul(N,K),n=n+Math.imul(z,Q)|0,i=(i=i+Math.imul(z,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(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ut)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ut)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(u+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,vt)|0)+Math.imul(_,dt)|0))<<13)|0;u=((a=a+Math.imul(_,vt)|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(z,rt)|0,i=(i=i+Math.imul(z,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(L,lt)|0,i=(i=i+Math.imul(L,ut)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ut)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(u+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,vt)|0)+Math.imul(k,dt)|0))<<13)|0;u=((a=a+Math.imul(k,vt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=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(z,at)|0,i=(i=i+Math.imul(z,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,ut)|0)+Math.imul(I,lt)|0,a=a+Math.imul(I,ut)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(u+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,vt)|0)+Math.imul(S,dt)|0))<<13)|0;u=((a=a+Math.imul(S,vt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=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(z,lt)|0,i=(i=i+Math.imul(z,ut)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ut)|0,n=n+Math.imul(O,ft)|0,i=(i=i+Math.imul(O,ht)|0)+Math.imul(I,ft)|0,a=a+Math.imul(I,ht)|0;var Pt=(u+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,vt)|0)+Math.imul(C,dt)|0))<<13)|0;u=((a=a+Math.imul(C,vt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ut))+Math.imul(N,lt)|0,a=Math.imul(N,ut),n=n+Math.imul(z,ft)|0,i=(i=i+Math.imul(z,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var Ot=(u+(n=n+Math.imul(O,dt)|0)|0)+((8191&(i=(i=i+Math.imul(O,vt)|0)+Math.imul(I,dt)|0))<<13)|0;u=((a=a+Math.imul(I,vt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var It=(u+(n=n+Math.imul(z,dt)|0)|0)+((8191&(i=(i=i+Math.imul(z,vt)|0)+Math.imul(R,dt)|0))<<13)|0;u=((a=a+Math.imul(R,vt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863;var Dt=(u+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,vt))+Math.imul(N,dt)|0))<<13)|0;return u=((a=Math.imul(N,vt))+(i>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,l[0]=gt,l[1]=yt,l[2]=mt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=Ot,l[17]=It,l[18]=Dt,0!==u&&(l[19]=u,r.length++),r};function v(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r,n=this.length+t.length;return r=10===this.length&&10===t.length?d(this,t,e):n<63?p(this,t,e):n<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),u=Math.max(0,a-t.length+1);u<=l;u++){var c=a-u,f=(0|t.words[c])*(0|e.words[u]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>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):v(this,t,e),r},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),u=Math.sin(2*Math.PI/s),c=0;c<i;c+=s)for(var f=l,h=u,p=0;p<o;p++){var d=r[c+p],v=n[c+p],g=r[c+p+o],y=n[c+p+o],m=f*g-h*y;y=f*y+h*g,g=m,r[c+p]=d+g,n[c+p]=v+y,r[c+p+o]=d-g,n[c+p+o]=v-y,p!==s&&(m=l*f-u*h,h=l*h+u*f,f=m)}},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),u=new Array(n),c=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,u,n),this.transform(o,a,s,l,n,i),this.transform(u,a,c,f,n,i);for(var p=0;p<n;p++){var d=s[p]*c[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*c[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,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),v(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 u=0;u<o;u++)l.words[u]=this.words[u];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,u=0;u<this.length;u++)this.words[u]=this.words[u+o];else this.words[0]=0,this.length=1;var c=0;for(u=this.length-1;u>=0&&(0!==c||u>=i);u--){var f=0|this.words[u];this.words[u]=c<<26-a|f>>>a,c=f&s}return l&&0!==c&&(l.words[l.length++]=c),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 u=0;u<s.length;u++)s.words[u]=0}var c=n.clone()._ishlnsubmul(i,1,l);0===c.negative&&(n=c,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}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),u=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++u;for(var c=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(c),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,v=1;0==(r.words[0]&v)&&d<26;++d,v<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(c),l.isub(f)),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(u)}},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 u=0,c=1;0==(e.words[0]&c)&&u<26;++u,c<<=1);if(u>0)for(e.iushrn(u);u-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >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 e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return e},a.prototype.gtn=function(t){return 1===this.cmpn(t)},a.prototype.gt=function(t){return 1===this.cmp(t)},a.prototype.gten=function(t){return this.cmpn(t)>=0},a.prototype.gte=function(t){return this.cmp(t)>=0},a.prototype.ltn=function(t){return-1===this.cmpn(t)},a.prototype.lt=function(t){return-1===this.cmp(t)},a.prototype.lten=function(t){return this.cmpn(t)<=0},a.prototype.lte=function(t){return this.cmp(t)<=0},a.prototype.eqn=function(t){return 0===this.cmpn(t)},a.prototype.eq=function(t){return 0===this.cmp(t)},a.red=function(t){return new T(t)},a.prototype.toRed=function(t){return n(!this.red,\"Already a number in reduction context\"),n(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},a.prototype.fromRed=function(){return n(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},a.prototype._forceRed=function(t){return this.red=t,this},a.prototype.forceRed=function(t){return n(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},a.prototype.redAdd=function(t){return n(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},a.prototype.redIAdd=function(t){return n(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},a.prototype.redSub=function(t){return n(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},a.prototype.redISub=function(t){return n(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},a.prototype.redShl=function(t){return n(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},a.prototype.redMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},a.prototype.redIMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},a.prototype.redSqr=function(){return n(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},a.prototype.redISqr=function(){return n(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},a.prototype.redSqrt=function(){return n(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},a.prototype.redInvm=function(){return n(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},a.prototype.redNeg=function(){return n(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},a.prototype.redPow=function(t){return n(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var y={k256:null,p224:null,p192:null,p25519:null};function m(t,e){this.name=t,this.p=new a(e,16),this.n=this.p.bitLength(),this.k=new a(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function x(){m.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function b(){m.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){m.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){m.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}m.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},m.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},m.prototype.split=function(t,e){t.iushrn(this.n,0,e)},m.prototype.imulK=function(t){return t.imul(this.k)},i(x,m),x.prototype.split=function(t,e){for(var r=4194303,n=Math.min(t.length,9),i=0;i<n;i++)e.words[i]=t.words[i];if(e.length=n,t.length<=9)return t.words[0]=0,void(t.length=1);var a=t.words[9];for(e.words[e.length++]=a&r,i=10;i<t.length;i++){var o=0|t.words[i];t.words[i-10]=(o&r)<<4|a>>>22,a=o}a>>>=22,t.words[i-10]=a,0===a&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,m),i(_,m),i(w,m),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(y[t])return y[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return y[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),u=this.m.subn(1).iushrn(1),c=this.m.bitLength();for(c=new a(2*c*c).toRed(this);0!==this.pow(c,u).cmp(l);)c.redIAdd(l);for(var f=this.pow(c,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var v=p,g=0;0!==v.cmp(s);g++)v=v.redSqr();n(g<d);var y=this.pow(f,new a(1).iushln(d-g-1));h=h.redMul(y),f=y.redSqr(),p=p.redMul(f),d=g}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var u=e.words[n],c=l-1;c>=0;c--){var 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s=(o=a.left=r(o)).right=r(o.right),a.left=s.right,o.right=s.left,s.right=a,s.left=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((u=t[l-2]).right===a?u.right=s:u.left=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.left=n(0,o));a.left=n(0,o);continue}var u;o=r(o),a.left=o.right,o.right=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((u=t[l-2]).right===a?u.right=o:u.left=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(o),p.left===s?p.left=null:p.right=null,new a(this.tree._compare,o[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 r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),f.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(f,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),f.update=function(t){var r=this._stack;if(0===r.length)throw new Error(\"Can't update empty node!\");var n=new Array(r.length),i=r[r.length-1];n[n.length-1]=new e(i._color,i.key,t,i.left,i.right,i._count);for(var o=r.length-2;o>=0;--o)(i=r[o]).left===r[o+1]?n[o]=new e(i._color,i.key,i.value,n[o+1],i.right,i._count):n[o]=new e(i._color,i.key,i.value,i.left,n[o+1],i._count);return new a(this.tree._compare,n[0])},f.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(f,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},7453:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=new c(t);return r.update(e),r};var n=r(9557),i=r(1681),a=r(1011),o=r(2864),s=r(8468),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function u(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function c(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],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=[0,0,0],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=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=c.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.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),u=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]})),c=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t)for(r=t.ticks,c=!0,this.autoTicks=!1,p=0;p<3;++p)this.tickSpacing[p]=0;else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,c=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),c=!0),c){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?c=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(c=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),u(\"tickColor\");var v=l(\"labels\");l(\"labelFont\")&&(v=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),u(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),u(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),u(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),u(\"gridColor\"),o(\"zeroEnable\"),u(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),u(\"backgroundColor\"),this._text?this._text&&(v||c)&&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&&c&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,u=n[e],c=0;c<3;++c)if(e!==c){var f=a,h=s,p=o,d=l;u&1<<c&&(f=s,h=a,p=l,d=o),f[c]=r[0][c],h[c]=r[1][c],i[c]>0?(p[c]=-1,d[c]=0):(p[c]=0,d[c]=1)}}var v=[0,0,0],g={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var y=[0,0,0],m=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||g;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,c=o(r,n,i,a,s),f=c.cubeEdges,h=c.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E,L,C=v;for(A=0;A<3;++A)this.backgroundEnable[A]?C[A]=h[A]:C[A]=0;for(this._background.draw(r,n,i,a,C,this.backgroundColor),this._lines.bind(r,n,i,this),A=0;A<3;++A){var P=[0,0,0];h[A]>0?P[A]=a[1][A]:P[A]=a[0][A];for(var O=0;O<2;++O){var I=(A+1+O)%3,D=(A+1+(1^O))%3;this.gridEnable[I]&&this._lines.drawGrid(I,D,this.bounds,P,this.gridColor[I],this.gridWidth[I]*this.pixelRatio)}for(O=0;O<2;++O)I=(A+1+O)%3,D=(A+1+(1^O))%3,this.zeroEnable[D]&&Math.min(a[0][D],a[1][D])<=0&&Math.max(a[0][D],a[1][D])>=0&&this._lines.drawZero(I,D,this.bounds,P,this.zeroLineColor[D],this.zeroLineWidth[D]*this.pixelRatio)}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var z=u(y,M[A].primalMinor),R=u(m,M[A].mirrorMinor),F=this.lineTickLength;for(O=0;O<3;++O){var B=k/r[5*O];z[O]*=F[O]*B,R[O]*=F[O]*B}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,R,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}function N(t){(L=[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||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio),A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,H=u(x,M[A].primalOffset);for(O=0;O<3;++O)this.lineTickEnable[A]&&(H[O]+=k*U[O]*Math.max(this.lineTickLength[O],0)/r[5*O]);var q=[0,0,0];if(q[A]=1,this.tickEnable[A]){for(-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,E=1,\"auto\"===(S=[this.tickAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),L=[0,0,0],j(A,U,V),O=0;O<3;++O)H[O]+=k*U[O]*this.tickPad[O]/r[5*O];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],H,this.tickColor[A],q,L,S)}if(this.labelEnable[A]){for(E=0,L=[0,0,0],this.labels[A].length>4&&(N(A),E=1),\"auto\"===(S=[this.labelAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),O=0;O<3;++O)H[O]+=k*U[O]*this.labelPad[O]/r[5*O];H[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],H,this.labelColor[A],[0,0,0],L,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},1011:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var u=(l+1)%3,c=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[u]=d;for(var v=-1;v<=1;v+=2)f[c]=v,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var g=u;u=c,c=g}var y=n(t,new Float32Array(e)),m=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:y,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:y,type:t.FLOAT,size:3,offset:12,stride:24}],m),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,y,x,b)};var n=r(5827),i=r(2944),a=r(1943).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()}},2864:function(t,e,r){\"use strict\";t.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var m=0,x=0;x<2;++x){c[2]=a[x][2];for(var b=0;b<2;++b){c[1]=a[b][1];for(var _=0;_<2;++_)c[0]=a[_][0],h(l[m],c,s),m+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)u[x][k]=l[x][k]/T;p&&(u[x][2]*=-1),T<0&&(w<0||u[x][2]<u[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(I=C<<A)+(C<<M)+(1-C<<S),O=I+(1-C<<M)+(C<<S);o(u[I],u[P],u[O],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(I=C<<A)+(C<<M)+(1-C<<S),O=I+(1-C<<M)+(C<<S);var I,D=d([l[I],l[P],l[O],l[I+(1<<M)+(1<<S)]]);C?E=D:L=D}L>E&&(w|=1<<A)}}}var z=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==z&&(R<0||u[R][1]>u[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x)(N=R^1<<x)!==w&&N!==z&&(F<0&&(F=N),(S=u[N])[0]<u[F][0]&&(F=N));var B=-1;for(x=0;x<3;++x){var N;(N=R^1<<x)!==w&&N!==z&&N!==F&&(B<0&&(B=N),(S=u[N])[0]>u[B][0]&&(B=N))}var j=v;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===z?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,H=w;for(A=0;A<3;++A)V[A]=H&1<<A?-1:1;return y};var n=r(2288),i=r(104),a=r(4670),o=r(417),s=new Array(16),l=new Array(8),u=new Array(8),c=new Array(3),f=[0,0,0];function h(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],u[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],u=s[0]/s[3]-n,c=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(u*h-c*f)}return o}var v=[1,1,1],g=[0,0,0],y={cubeEdges:v,axis:g}},1681:function(t,e,r){\"use strict\";t.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],u=[0,0,0],c=[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 f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var v=+r[f][d].x;o.push(v,0,1,v,1,1,v,0,-1,v,0,-1,v,1,1,v,1,-1)}var g=o.length/3|0;s[f]=h,l[f]=g-h,h=o.length/3|0;for(var y=0;y<r[f].length;++y)v=+r[f][y].x,o.push(v,0,1,v,1,1,v,0,-1,v,0,-1,v,1,1,v,1,-1);g=o.length/3|0,u[f]=h,c[f]=g-h}var m=n(t,new Float32Array(o)),x=i(t,[{buffer:m,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,m,x,b,l,s,c,u)};var n=r(5827),i=r(2944),a=r(1943).j,o=[0,0,0],s=[0,0,0],l=[0,0,0],u=[0,0,0],c=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(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,c[0]=this.gl.drawingBufferWidth,c[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=c,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,c=h(u,r);c[t]+=e[0][t],this.shader.uniforms.offset=c,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(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=f(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=f(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 c=f(s);c[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=c;var p=h(u,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var v=f(l);v[t]=1,this.shader.uniforms.screenAxis=v,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=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var c=h(u,n);c[t]+=r[0][t],this.shader.uniforms.offset=c;var p=f(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()}},1943:function(t,e,r){\"use strict\";var n=r(6832),i=r(5158),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}\"]);e.j=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}\"]);e.f=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var u=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}\"]),c=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}\"]);e.bg=function(t){return i(t,u,c,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},9557:function(t,e,r){\"use strict\";t.exports=function(t,e,r,i,o,l){var u=n(t),f=a(t,[{buffer:u,size:3}]),h=s(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,i,o,l),p};var n=r(5827),a=r(2944),o=r(875),s=r(1943).f,l=window||i.global||{},u=l.__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}l.__TEXT_CACHE={};var f=c.prototype,h=[0,0];f.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},f.unbind=function(){this.vao.unbind()},f.update=function(t,e,r,n,i){var a=[];function s(t,e,r,n,i,s){var l=u[r];l||(l=u[r]={});var c=l[e];c||(c=l[e]=function(t,e){try{return o(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 f=(n||12)/12,h=c.positions,p=c.cells,d=0,v=p.length;d<v;++d)for(var g=p[d],y=2;y>=0;--y){var m=h[g[y]];a.push(f*m[0],-f*m[1],t)}}for(var l=[0,0,0],c=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=a.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(a.length/3|0)-f[d],l[d]=a.length/3|0;for(var v=0;v<n[d].length;++v)n[d][v].text&&s(n[d][v].x,n[d][v].text,n[d][v].font||i,n[d][v].fontSize||12,1.25,p);c[d]=(a.length/3|0)-l[d]}this.buffer.update(a),this.tickOffset=l,this.tickCount=c,this.labelOffset=f,this.labelCount=h},f.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]))},f.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]))},f.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}},8468:function(t,e){\"use strict\";function r(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,u=o%a;o<0?(l=0|-Math.ceil(l),u=0|-u):(l=0|Math.floor(l),u|=0);var c=\"\"+l;if(o<0&&(c=\"-\"+c),i){for(var f=\"\"+u;f.length<i;)f=\"0\"+f;return c+\".\"+f}return c}e.create=function(t,e){for(var n=[],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:r(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:r(e[i],o)});n.push(a)}return n},e.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}},2771:function(t,e,r){\"use strict\";t.exports=function(t,e,r,l,f){var h=e.model||u,p=e.view||u,y=e.projection||u,m=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,y,x,m)).axis;o(c,p,h),o(c,y,c);for(var _=v,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(c,c));s(c,c);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=g;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=m?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var O=d(g,c,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(O[C])))}}}}return _};var n=r(5795),i=r(4670),a=r(2864),o=r(104),s=r(2142),l=r(6342),u=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),c=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[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=h,s=p,u=0;u<3;++u)s[u]=o[u]=r[u];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 c=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(c*c+f*f)}return t}var v=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],g=[0,0,0]},5827:function(t,e,r){\"use strict\";var n=r(5306),i=r(7498),a=r(5050),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 u(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 c(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&&void 0!==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\"),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=u(this.gl,this.type,this.length,this.usage,t.data,e):this.length=u(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=u(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 f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?c(t,\"uint16\"):c(t,\"float32\"),this.length=u(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=u(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}},t.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}},1140:function(t,e,r){\"use strict\";var n=r(2858);t.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,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]),a;for(var o=0,s=1/0,l=-1/0,u=1/0,c=-1/0,f=1/0,h=-1/0,p=null,d=null,v=[],g=1/0,y=!1,m=0;m<r.length;m++){var x=r[m];s=Math.min(x[0],s),l=Math.max(x[0],l),u=Math.min(x[1],u),c=Math.max(x[1],c),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[m];if(n.length(b)>o&&(o=n.length(b)),m){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(g=Math.min(g,_),y=!1):y=!0}y||(p=x,d=b),v.push(b)}var w=[s,u,f],T=[l,c,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(g)||(g=1),a.vectorScale=g;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A,m=0;for(var M=0;m<r.length;m++)for(var S=(x=r[m])[0],E=x[1],L=x[2],C=v[m],P=n.length(C)*k,O=0;O<8;O++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var I=a.positions.length;a.cells.push([I-6,I-5,I-4],[I-3,I-2,I-1])}return a};var i=r(7234);t.exports.createMesh=r(5028),t.exports.createConeMesh=function(e,r){return t.exports.createMesh(e,r,{shaders:i,traceType:\"cone\"})}},5028:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(2944),o=r(8931),s=r(104),l=r(7437),u=r(5050),c=r(9156),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,u,c){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.triangleUVs=l,this.triangleIds=o,this.triangleVAO=u,this.triangleCount=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.traceType=c,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"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.tubeScale&&(this.tubeScale=t.tubeScale),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.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=c({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=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,v=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],v=+t.vertexIntensityBounds[1];else for(var g=0;g<p.length;++g){var y=p[g];d=Math.min(d,y),v=Math.max(v,y)}else for(g=0;g<n.length;++g)y=n[g][2],d=Math.min(d,y),v=Math.max(v,y);for(this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],g=0;g<n.length;++g)for(var m=n[g],x=0;x<3;++x)!isNaN(m[x])&&isFinite(m[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],m[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],m[x]));var b=0;t:for(g=0;g<r.length;++g){var _=r[g];if(3===_.length){for(x=0;x<3;++x){m=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(m[w])||!isFinite(m[w]))continue t}for(x=0;x<3;++x){var T;m=n[T=_[2-x]],a.push(m[0],m[1],m[2],m[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(v-d),0]:[(m[2]-d)/(v-d),0],l.push(A[0],A[1]),f.push(g)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,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 u={model:r,view:n,projection:i,inverseModel:f.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,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};u.inverseModel=l(u.inverseModel,u.model),e.disable(e.CULL_FACE),this.texture.bind(0);var c=new Array(16);for(s(c,u.view,u.model),s(c,u.projection,c),l(c,c),o=0;o<3;++o)u.eyePosition[o]=c[12+o]/c[15];var h=c[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*c[4*o+3];for(o=0;o<3;++o){for(var p=c[12+o],d=0;d<3;++d)p+=c[4*d+o]*this.lightPosition[d];u.lightPosition[o]=p/h}if(this.triangleCount>0){var v=this.triShader;v.bind(),v.uniforms=u,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,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,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())},p.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),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.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.triangleIds.dispose()},t.exports=function(t,e,r){var s=r.shaders;1===arguments.length&&(t=(e=t).gl);var l=function(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}(t,s),c=function(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}(t,s),f=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));f.generateMipmap(),f.minFilter=t.LINEAR_MIPMAP_LINEAR,f.magFilter=t.LINEAR;var p=i(t),d=i(t),v=i(t),g=i(t),y=i(t),m=new h(t,f,l,c,p,d,y,v,g,a(t,[{buffer:p,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:v,type:t.FLOAT,size:4},{buffer:g,type:t.FLOAT,size:2},{buffer:d,type:t.FLOAT,size:4}]),r.traceType||\"cone\");return m.update(e),m}},7234:function(t,e,r){var n=r(6832),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;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, 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, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, 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 vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, 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.xyz), 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}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},1950:function(t){t.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\",34e3:\"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\"}},6603:function(t,e,r){var n=r(1950);t.exports=function(t){return n[t]}},3110:function(t,e,r){\"use strict\";t.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 u=new s(e,r,o,l);return u.update(t),u};var n=r(5827),i=r(2944),a=r(7667),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 u(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],u=n[15],c=(t._ortho?2:1)*this.pixelRatio*(i[3]*a+i[7]*s+i[11]*l+i[15]*u)/e.drawingBufferHeight;this.vao.bind();for(var f=0;f<3;++f)e.lineWidth(this.lineWidth[f]*this.pixelRatio),r.capSize=this.capSize[f]*c,this.lineCount[f]&&e.drawArrays(e.LINES,this.lineOffset[f],this.lineCount[f]);this.vao.unbind()};var c=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 f(t,e,r,n){for(var i=c[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 c=r[l],h=0;h<3;++h)if(isNaN(c[h])||!isFinite(c[h]))continue t;var p,d=n[l],v=e[s];Array.isArray(v[0])&&(v=e[l]),3===v.length?v=[v[0],v[1],v[2],1]:4===v.length&&(v=[v[0],v[1],v[2],v[3]],!this.hasAlpha&&v[3]<1&&(this.hasAlpha=!0)),isNaN(d[0][s])||isNaN(d[1][s])||(d[0][s]<0&&((p=c.slice())[s]+=d[0][s],i.push(c[0],c[1],c[2],v[0],v[1],v[2],v[3],0,0,0,p[0],p[1],p[2],v[0],v[1],v[2],v[3],0,0,0),u(this.bounds,p),o+=2+f(i,p,v,s)),d[1][s]>0&&((p=c.slice())[s]+=d[1][s],i.push(c[0],c[1],c[2],v[0],v[1],v[2],v[3],0,0,0,p[0],p[1],p[2],v[0],v[1],v[2],v[3],0,0,0),u(this.bounds,p),o+=2+f(i,p,v,s)))}this.lineCount[s]=o-this.lineOffset[s]}this.buffer.update(i)}},l.dispose=function(){this.shader.dispose(),this.buffer.dispose(),this.vao.dispose()}},7667:function(t,e,r){\"use strict\";var n=r(6832),i=r(5158),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}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"offset\",type:\"vec3\"}])}},4234:function(t,e,r){\"use strict\";var n=r(8931);t.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 u=t.getExtension(\"WEBGL_draw_buffers\");if(!l&&u&&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(a=n;a<r;++a)i[a]=t.NONE;l[n]=i}}(t,u),Array.isArray(e)&&(n=r,r=0|e[1],e=0|e[0]),\"number\"!=typeof e)throw new Error(\"gl-fbo: Missing shape parameter\");var c=t.getParameter(t.MAX_RENDERBUFFER_SIZE);if(e<0||e>c||r<0||r>c)throw new Error(\"gl-fbo: Parameters are too large for FBO\");var f=1;if(\"color\"in(n=n||{})){if((f=Math.max(0|n.color,0))<0)throw new Error(\"gl-fbo: Must specify a nonnegative number of colors\");if(f>1){if(!u)throw new Error(\"gl-fbo: Multiple draw buffer extension not supported\");if(f>t.getParameter(u.MAX_COLOR_ATTACHMENTS_WEBGL))throw new Error(\"gl-fbo: Context does not support \"+f+\" draw buffers\")}}var h=t.UNSIGNED_BYTE,p=t.getExtension(\"OES_texture_float\");if(n.float&&f>0){if(!p)throw new Error(\"gl-fbo: Context does not support floating point textures\");h=t.FLOAT}else n.preferFloat&&f>0&&p&&(h=t.FLOAT);var v=!0;\"depth\"in n&&(v=!!n.depth);var g=!1;return\"stencil\"in n&&(g=!!n.stencil),new d(t,e,r,h,f,v,g,u)};var i,a,o,s,l=null;function u(t){return[t.getParameter(t.FRAMEBUFFER_BINDING),t.getParameter(t.RENDERBUFFER_BINDING),t.getParameter(t.TEXTURE_BINDING_2D)]}function c(t,e){t.bindFramebuffer(t.FRAMEBUFFER,e[0]),t.bindRenderbuffer(t.RENDERBUFFER,e[1]),t.bindTexture(t.TEXTURE_2D,e[2])}function f(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 h(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 v=this,g=[0|e,0|r];Object.defineProperties(g,{0:{get:function(){return v._shape[0]},set:function(t){return v.width=t}},1:{get:function(){return v._shape[1]},set:function(t){return v.height=t}}}),this._shapeVector=g,function(t){var e=u(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,v=t._useDepth,g=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var y=0;y<o;++y)t.color[y]=h(r,i,a,g,r.RGBA,r.COLOR_ATTACHMENT0+y);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 m=r.getExtension(\"WEBGL_depth_texture\");m?d?t.depth=h(r,i,a,m.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):v&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):v&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):v?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),y=0;y<t.color.length;++y)t.color[y].dispose(),t.color[y]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),c(r,e),f(x)}c(r,e)}(this)}var v=d.prototype;function g(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=u(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(),c(n,a),f(s)),c(n,a)}}Object.defineProperties(v,{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 g(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return g(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,g(this,this._shape[0],t),t},enumerable:!1}}),v.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])}},v.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)}}},3530:function(t,e,r){var n=r(8974).sprintf,i=r(6603),a=r(9365),o=r(8008);t.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 u=n(\"Error compiling %s shader %s:\\n\",l,s),c=n(\"%s%s\",u,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var v=parseInt(d.split(\":\")[2]);if(isNaN(v))throw new Error(n(\"Could not parse error: %s\",d));h[v]=d}}var g=o(e).split(\"\\n\");for(p=0;p<g.length;p++)if((h[p+3]||h[p+2]||h[p+1])&&(u+=g[p]+\"\\n\",h[p+1])){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),u+=n(\"^^^ %s\\n\\n\",y)}return{long:u.trim(),short:c.trim()}}},6386:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=t.gl,n=new u(t,o(r,l.vertex,l.fragment),o(r,l.pickVertex,l.pickFragment),s(r),s(r),s(r),s(r));return n.update(e),t.addObject(n),n};var n=r(5070),i=r(9560),a=r(5306),o=r(5158),s=r(5827),l=r(1292);function u(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 c,f=u.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(c=[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],u=a[3]-a[1];c[0]=2*o/l,c[4]=2*s/u,c[6]=2*(r[0]-a[0])/l-1,c[7]=2*(r[1]-a[1])/u-1,e.bind();var f=e.uniforms;f.viewTransform=c,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.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,u=a[2]-a[0],c=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*u/f,t[4]=2*c/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-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 v=i.attributes;return this.positionBuffer.bind(),v.position.pointer(),this.weightBuffer.bind(),v.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),v.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.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]]}},f.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]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var u,c,f,p,d=t.colorLevels||[0],v=t.colorValues||[0,0,0,1],g=d.length,y=this.bounds;l?(u=y[0]=r[0],c=y[1]=o[0],f=y[2]=r[r.length-1],p=y[3]=o[o.length-1]):(u=y[0]=r[0]+(r[1]-r[0])/2,c=y[1]=o[0]+(o[1]-o[0])/2,f=y[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=y[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var m=1/(f-u),x=1/(p-c),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,O;l?(P=x*(o[C]-c),O=x*(o[C+1]-c)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-c):x*(o[C]-(o[C]-o[C-1])/2-c),O=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-c):x*(o[C]+(o[C]-o[C-1])/2-c));for(var I=0;I<E;++I){var D,z;l?(D=m*(r[I]-u),z=m*(r[I+1]-u)):(D=I<b-1?m*(r[I]-(r[I+1]-r[I])/2-u):m*(r[I]-(r[I]-r[I-1])/2-u),z=I<b-1?m*(r[I]+(r[I+1]-r[I])/2-u):m*(r[I]+(r[I]-r[I-1])/2-u));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],H=s[l?(C+V)*b+(I+U):C*b+I],q=n.le(d,H);if(q<0)F=v[0],B=v[1],N=v[2],j=v[3];else if(q===g-1)F=v[4*g-4],B=v[4*g-3],N=v[4*g-2],j=v[4*g-1];else{var G=(H-d[q])/(d[q+1]-d[q]),Z=1-G,Y=4*q,W=4*(q+1);F=Z*v[Y]+G*v[W],B=Z*v[Y+1]+G*v[W+1],N=Z*v[Y+2]+G*v[W+2],j=Z*v[Y+3]+G*v[W+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*D+.5*z,k[2*S+1]=.5*P+.5*O,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+I,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},1292:function(t,e,r){\"use strict\";var n=r(6832);t.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\"])}},248:function(t,e,r){var n=r(6832),i=r(5158),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\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  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  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  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  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, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];e.createShader=function(t){return i(t,a,o,null,l)},e.createPickShader=function(t){return i(t,a,s,null,l)}},6086:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(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),l=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}]),c=u(new Array(1024),[256,1,4]),p=0;p<1024;++p)c.data[p]=255;var d=a(e,c);d.wrap=e.REPEAT;var v=new y(e,r,o,s,l,d);return v.update(t),v};var n=r(5827),i=r(2944),a=r(8931),o=new Uint8Array(4),s=new Float32Array(o.buffer),l=r(5070),u=r(5050),c=r(248),f=c.createShader,h=c.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(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 v(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 y(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=y.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||p,view:t.view||p,projection:t.projection||p,clipBounds:v(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||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:v(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=[],s=0,c=0,f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],h=t.position||t.positions;if(h){var p=t.color||t.colors||[0,0,0,1],v=t.lineWidth||1,g=!1;t:for(e=1;e<h.length;++e){var y,m,x,b=h[e-1],_=h[e];for(a.push(s),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]);c+=2,g=!0}continue t}f[0][r]=Math.min(f[0][r],b[r],_[r]),f[1][r]=Math.max(f[1][r],b[r],_[r])}Array.isArray(p[0])?(y=p.length>e-1?p[e-1]:p.length>0?p[p.length-1]:[0,0,0,1],m=p.length>e?p[e]:p.length>0?p[p.length-1]:[0,0,0,1]):y=m=p,3===y.length&&(y=[y[0],y[1],y[2],1]),3===m.length&&(m=[m[0],m[1],m[2],1]),!this.hasAlpha&&y[3]<1&&(this.hasAlpha=!0),x=Array.isArray(v)?v.length>e-1?v[e-1]:v.length>0?v[v.length-1]:[0,0,0,1]:v;var T=s;if(s+=d(b,_),g){for(r=0;r<2;++r)i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,y[0],y[1],y[2],y[3]);c+=2,g=!1}i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,y[0],y[1],y[2],y[3],b[0],b[1],b[2],_[0],_[1],_[2],T,-x,y[0],y[1],y[2],y[3],_[0],_[1],_[2],b[0],b[1],b[2],s,-x,m[0],m[1],m[2],m[3],_[0],_[1],_[2],b[0],b[1],b[2],s,x,m[0],m[1],m[2],m[3]),c+=4}}if(this.buffer.update(i),a.push(s),o.push(h[h.length-1].slice()),this.bounds=f,this.vertexCount=c,this.points=o,this.arcLength=a,\"dashes\"in t){var k=t.dashes.slice();for(k.unshift(0),e=1;e<k.length;++e)k[e]=k[e-1]+k[e];var A=u(new Array(1024),[256,1,4]);for(e=0;e<256;++e){for(r=0;r<4;++r)A.set(e,0,r,0);1&l.le(k,k[k.length-1]*e/255)?A.set(e,0,0,0):A.set(e,0,0,255)}this.texture.setPixels(A)}},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=function(t,e,r,n){return o[0]=0,o[1]=r,o[2]=e,o[3]=t,s[0]}(t.value[0],t.value[1],t.value[2]),r=l.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]),u=1-a,c=[0,0,0],f=0;f<3;++f)c[f]=u*n[f]+a*i[f];var h=Math.min(a<.5?r:r+1,this.points.length-1);return new g(e,c,h,this.points[h])}},7332:function(t){t.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}},9823:function(t){t.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}},7787:function(t){t.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],u=t[8],c=t[9],f=t[10],h=t[11],p=t[12],d=t[13],v=t[14],g=t[15];return(e*o-r*a)*(f*g-h*v)-(e*s-n*a)*(c*g-h*d)+(e*l-i*a)*(c*v-f*d)+(r*s-n*o)*(u*g-h*p)-(r*l-i*o)*(u*v-f*p)+(n*l-i*s)*(u*d-c*p)}},5950:function(t){t.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,u=r*o,c=n*o,f=n*s,h=i*o,p=i*s,d=i*l,v=a*o,g=a*s,y=a*l;return t[0]=1-f-d,t[1]=c+y,t[2]=h-g,t[3]=0,t[4]=c-y,t[5]=1-u-d,t[6]=p+v,t[7]=0,t[8]=h+g,t[9]=p-v,t[10]=1-u-f,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},7280:function(t){t.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=n+n,l=i+i,u=a+a,c=n*s,f=n*l,h=n*u,p=i*l,d=i*u,v=a*u,g=o*s,y=o*l,m=o*u;return t[0]=1-(p+v),t[1]=f+m,t[2]=h-y,t[3]=0,t[4]=f-m,t[5]=1-(c+v),t[6]=d+g,t[7]=0,t[8]=h+y,t[9]=d-g,t[10]=1-(c+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},9947:function(t){t.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}},7437:function(t){t.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],u=e[7],c=e[8],f=e[9],h=e[10],p=e[11],d=e[12],v=e[13],g=e[14],y=e[15],m=r*s-n*o,x=r*l-i*o,b=r*u-a*o,_=n*l-i*s,w=n*u-a*s,T=i*u-a*l,k=c*v-f*d,A=c*g-h*d,M=c*y-p*d,S=f*g-h*v,E=f*y-p*v,L=h*y-p*g,C=m*L-x*E+b*S+_*M-w*A+T*k;return C?(C=1/C,t[0]=(s*L-l*E+u*S)*C,t[1]=(i*E-n*L-a*S)*C,t[2]=(v*T-g*w+y*_)*C,t[3]=(h*w-f*T-p*_)*C,t[4]=(l*M-o*L-u*A)*C,t[5]=(r*L-i*M+a*A)*C,t[6]=(g*b-d*T-y*x)*C,t[7]=(c*T-h*b+p*x)*C,t[8]=(o*E-s*M+u*k)*C,t[9]=(n*M-r*E-a*k)*C,t[10]=(d*w-v*b+y*m)*C,t[11]=(f*b-c*w-p*m)*C,t[12]=(s*A-o*S-l*k)*C,t[13]=(r*S-n*A+i*k)*C,t[14]=(v*x-d*_-g*m)*C,t[15]=(c*_-f*x+h*m)*C,t):null}},3012:function(t,e,r){var n=r(9947);t.exports=function(t,e,r,i){var a,o,s,l,u,c,f,h,p,d,v=e[0],g=e[1],y=e[2],m=i[0],x=i[1],b=i[2],_=r[0],w=r[1],T=r[2];return Math.abs(v-_)<1e-6&&Math.abs(g-w)<1e-6&&Math.abs(y-T)<1e-6?n(t):(f=v-_,h=g-w,p=y-T,a=x*(p*=d=1/Math.sqrt(f*f+h*h+p*p))-b*(h*=d),o=b*(f*=d)-m*p,s=m*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0),l=h*s-p*o,u=p*a-f*s,c=f*o-h*a,(d=Math.sqrt(l*l+u*u+c*c))?(l*=d=1/d,u*=d,c*=d):(l=0,u=0,c=0),t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=u,t[6]=h,t[7]=0,t[8]=s,t[9]=c,t[10]=p,t[11]=0,t[12]=-(a*v+o*g+s*y),t[13]=-(l*v+u*g+c*y),t[14]=-(f*v+h*g+p*y),t[15]=1,t)}},104:function(t){t.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],u=e[6],c=e[7],f=e[8],h=e[9],p=e[10],d=e[11],v=e[12],g=e[13],y=e[14],m=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*v,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*u+_*p+w*y,t[3]=x*o+b*c+_*d+w*m,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*v,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*u+_*p+w*y,t[7]=x*o+b*c+_*d+w*m,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*v,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*u+_*p+w*y,t[11]=x*o+b*c+_*d+w*m,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*v,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*u+_*p+w*y,t[15]=x*o+b*c+_*d+w*m,t}},5268:function(t){t.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),u=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*u,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*u,t[15]=1,t}},1120:function(t){t.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}},4422:function(t){t.exports=function(t,e,r,n){var i,a,o,s,l,u,c,f,h,p,d,v,g,y,m,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);return Math.abs(P)<1e-6?null:(E*=P=1/P,L*=P,C*=P,i=Math.sin(r),o=1-(a=Math.cos(r)),s=e[0],l=e[1],u=e[2],c=e[3],f=e[4],h=e[5],p=e[6],d=e[7],v=e[8],g=e[9],y=e[10],m=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+v*_,t[1]=l*x+h*b+g*_,t[2]=u*x+p*b+y*_,t[3]=c*x+d*b+m*_,t[4]=s*w+f*T+v*k,t[5]=l*w+h*T+g*k,t[6]=u*w+p*T+y*k,t[7]=c*w+d*T+m*k,t[8]=s*A+f*M+v*S,t[9]=l*A+h*M+g*S,t[10]=u*A+p*M+y*S,t[11]=c*A+d*M+m*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]),t)}},6109:function(t){t.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],u=e[8],c=e[9],f=e[10],h=e[11];return 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]),t[4]=a*i+u*n,t[5]=o*i+c*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=u*i-a*n,t[9]=c*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},7115:function(t){t.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],u=e[8],c=e[9],f=e[10],h=e[11];return 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]),t[0]=a*i-u*n,t[1]=o*i-c*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+u*i,t[9]=o*n+c*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},5240:function(t){t.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],u=e[4],c=e[5],f=e[6],h=e[7];return 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]),t[0]=a*i+u*n,t[1]=o*i+c*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=u*i-a*n,t[5]=c*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},3668:function(t){t.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}},998:function(t){t.exports=function(t,e,r){var n,i,a,o,s,l,u,c,f,h,p,d,v=r[0],g=r[1],y=r[2];return e===t?(t[12]=e[0]*v+e[4]*g+e[8]*y+e[12],t[13]=e[1]*v+e[5]*g+e[9]*y+e[13],t[14]=e[2]*v+e[6]*g+e[10]*y+e[14],t[15]=e[3]*v+e[7]*g+e[11]*y+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],u=e[6],c=e[7],f=e[8],h=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]=u,t[7]=c,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*v+s*g+f*y+e[12],t[13]=i*v+l*g+h*y+e[13],t[14]=a*v+u*g+p*y+e[14],t[15]=o*v+c*g+d*y+e[15]),t}},2142:function(t){t.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}},4340:function(t,e,r){\"use strict\";var n=r(957),i=r(7309);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])]}function s(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.exports=function(t,e,r,a,l,u){if(1===t.length)return[0,t[0].slice()];for(var c=new Array(t.length),f=0;f<t.length;++f)c[f]=o(t[f],r,a,l,u);var h=0,p=1/0;for(f=0;f<c.length;++f){for(var d=0,v=0;v<2;++v)d+=Math.pow(c[f][v]-e[v],2);d<p&&(p=d,h=f)}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))<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),y=0;for(f=0;f<3;++f){if(g[f]<-.001||g[f]>1.0001)return null;y+=g[f]}return Math.abs(y-1)>.001?null:[h,s(t,g),g]}},2056:function(t,e,r){var n=r(6832),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}\"]),u=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}\"]),c=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}\"]),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\\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}\"]),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\\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\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.pointShader={vertex:l,fragment:u,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},e.pickShader={vertex:c,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},e.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},e.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},8116:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(2944),o=r(8931),s=r(115),l=r(104),u=r(7437),c=r(5050),f=r(9156),h=r(7212),p=r(5306),d=r(2056),v=r(4340),g=d.meshShader,y=d.wireShader,m=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 T(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v,g,y,m,x,b,_,T,k,A,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=c,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=u,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=g,this.edgeUVs=y,this.edgeIds=v,this.edgeVAO=m,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!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 k=T.prototype;function A(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,m.vertex,m.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 L(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(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 u=r[l],c=0;c<2;++c){var f=u[0];2===u.length&&(f=u[c]);for(var d=n[f][0],v=n[f][1],g=i[f],y=1-g,m=this.positions[d],x=this.positions[v],b=0;b<3;++b)o[s++]=g*m[b]+y*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.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=f({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*A(i/255,e):255*a[3]}return c(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=[],u=[],h=[],p=[],d=[],v=[],g=[],y=[],m=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,O=t.cellUVs,I=t.cellIntensity,D=1/0,z=-1/0;if(!C&&!O)if(P)if(t.vertexIntensityBounds)D=+t.vertexIntensityBounds[0],z=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];D=Math.min(D,F),z=Math.max(z,F)}else if(I)if(t.cellIntensityBounds)D=+t.cellIntensityBounds[0],z=+t.cellIntensityBounds[1];else for(R=0;R<I.length;++R)F=I[R],D=Math.min(D,F),z=Math.max(z,F);else for(R=0;R<n.length;++R)F=n[R][2],D=Math.min(D,F),z=Math.max(z,F);this.intensity=P||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),this.pickVertex=!(I||E);var B=t.pointSizes,N=t.pointSize||1;for(this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,H=0,q=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[Y=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;y.push(j[0],j[1],j[2]),W=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(W[0],W[1],W[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===W.length?m.push(W[0],W[1],W[2],this.opacity):(m.push(W[0],W[1],W[2],W[3]*this.opacity),W[3]<1&&(this.hasAlpha=!0)),X=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],x.push(X[0],X[1]),B?b.push(B[Y]):b.push(N),_.push(R),q+=1;break;case 2:for(U=0;U<2;++U){j=n[Y=G[U]];for(var Z=0;Z<3;++Z)if(isNaN(j[Z])||!isFinite(j[Z]))continue t}for(U=0;U<2;++U)j=n[Y=G[U]],p.push(j[0],j[1],j[2]),W=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(W[0],W[1],W[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===W.length?d.push(W[0],W[1],W[2],this.opacity):(d.push(W[0],W[1],W[2],W[3]*this.opacity),W[3]<1&&(this.hasAlpha=!0)),X=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],v.push(X[0],X[1]),g.push(R);H+=1;break;case 3:for(U=0;U<3;++U)for(j=n[Y=G[U]],Z=0;Z<3;++Z)if(isNaN(j[Z])||!isFinite(j[Z]))continue t;for(U=0;U<3;++U){var Y,W,X,J;j=n[Y=G[2-U]],i.push(j[0],j[1],j[2]),(W=S?S[Y]:E?E[R]:L)?this.opacityscale&&P?a.push(W[0],W[1],W[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===W.length?a.push(W[0],W[1],W[2],this.opacity):(a.push(W[0],W[1],W[2],W[3]*this.opacity),W[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),X=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],u.push(X[0],X[1]),J=w?w[Y]:T[R],l.push(J[0],J[1],J[2]),h.push(R)}V+=1}}this.pointCount=q,this.edgeCount=H,this.triangleCount=V,this.pointPositions.update(y),this.pointColors.update(m),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(v),this.edgeIds.update(new Uint32Array(g)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(u),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.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=u(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var c=new Array(16);for(l(c,s.view,s.model),l(c,s.projection,c),u(c,c),o=0;o<3;++o)s.eyePosition[o]=c[12+o]/c[15];var f,h=c[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*c[4*o+3];for(o=0;o<3;++o){for(var p=c[12+o],d=0;d<3;++d)p+=c[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.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&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind()),this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.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())},k.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=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],u=this.positions[r[1]],c=this.positions[r[2]],f=[(l[0]+u[0]+c[0])/3,(l[1]+u[1]+c[1])/3,(l[2]+u[2]+c[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=v(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.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()},t.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,g.vertex,g.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,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}(t),l=M(t),u=S(t),f=E(t),h=L(t),p=o(t,c(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),v=i(t),m=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:v,type:t.FLOAT,size:4},{buffer:m,type:t.FLOAT,size:2},{buffer:x,type:t.FLOAT,size:3}]),w=i(t),k=i(t),A=i(t),C=i(t),P=a(t,[{buffer:w,type:t.FLOAT,size:3},{buffer:C,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:k,type:t.FLOAT,size:4},{buffer:A,type:t.FLOAT,size:2}]),O=i(t),I=i(t),D=i(t),z=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:z,type:t.FLOAT,size:1}]),B=i(t),N=new T(t,p,r,s,l,u,f,h,d,b,v,m,x,_,w,C,k,A,P,O,R,I,D,z,F,B,a(t,[{buffer:B,type:t.FLOAT,size:3}]));return N.update(e),N}},4554:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[0,0,0,1,1,0,1,1]),i(e,a.boxVert,a.lineFrag))};var n=r(5827),i=r(5158),a=r(2709);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,u=o.prototype;u.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},u.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,u=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,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),u.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},3016:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new s(t,n(e),i(e,o.gridVert,o.gridFrag),i(e,o.tickVert,o.gridFrag))};var n=r(5827),i=r(5158),a=r(5070),o=r(2709);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 u,c,f,h,p,d=s.prototype;d.draw=(u=[0,0],c=[0,0],f=[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,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,v=0;v<2;++v){var g=a[v],y=a[v+2]-g,m=.5*(o[v+2]+o[v]),x=o[v+2]-o[v];c[v]=2*y/x,u[v]=2*(g-m)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=u,r.uniforms.dataScale=c;var b=0;for(v=0;v<2;++v){f[0]=f[1]=0,f[v]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[v]/(s[v+2]-s[v])*d,r.uniforms.color=h[v];var _=6*n[v].length;p[v]&&_&&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,u=this.vbo,c=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,v=s.viewBox,g=s.pixelRatio,y=s.screenBox,m=y[2]-y[0],x=y[3]-y[1],b=v[2]-v[0],_=v[3]-v[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/m,t[0]*=b/m,e[1]*=_/x,t[1]*=_/x,c.bind(),u.bind(),c.attributes.dataCoord.pointer();var S=c.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,O=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),I=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),D=0+6*O,z=6*Math.max(0,I-O),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(v[0]-E[1])/m-1,i[1]=(v[3]+v[1])/x-1,o[0]=E[1]*g/m,o[1]=L[1]*g/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(v[2]+v[0])/m-1,i[1]=2*(v[1]-E[0])/x-1,o[0]=L[0]*g/m,o[1]=E[0]*g/x,z&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,D,z)),i[0]=2*(v[2]+E[3])/m-1,i[1]=(v[3]+v[1])/x-1,o[0]=E[3]*g/m,o[1]=L[3]*g/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(v[2]+v[0])/m-1,i[1]=2*(v[3]+E[2])/x-1,o[0]=L[2]*g/m,o[1]=E[2]*g/x,z&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,D,z))}}(),d.update=(h=[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],u=r[o],c=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-u)/(c-u);s.push(d);for(var v=0;v<6;++v)n[i++]=d,n[i++]=h[v],n[i++]=p[v]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},1154:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[-1,-1,-1,1,1,-1,1,1]),i(e,a.lineVert,a.lineFrag))};var n=r(5827),i=r(5158),a=r(2709);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,u=o.prototype;u.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},u.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,u=this.shader,c=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,u.uniforms.start=s,u.uniforms.end=l,u.uniforms.width=i*o.pixelRatio,u.uniforms.color=a,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),u.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},2709:function(t,e,r){\"use strict\";var n=r(6832),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\"]);t.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\"])}},5613:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new l(t,n(e),i(e,s.textVert,s.textFrag))};var n=r(5827),i=r(5158),a=r(6946),o=r(5070),s=r(2709);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 u,c,f,h,p,d,v=l.prototype;v.drawTicks=(u=[0,0],c=[0,0],f=[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,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,v=e.tickPad,g=e.tickColor,y=e.tickAngle,m=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);u[0]=u[1]=0,u[t]=1,c[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];c[1^t]=M*s[1^t]-1,d[t]&&(c[1^t]-=M*p*v[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=u,r.uniforms.screenOffset=c,r.uniforms.color=g[t],r.uniforms.angle=y[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),m[t]&&T&&(c[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=c,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),c[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(c[1^t]+=M*p*v[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=u,r.uniforms.screenOffset=c,r.uniforms.color=g[t+2],r.uniforms.angle=y[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),m[t+2]&&T&&(c[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=c,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),v.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,u=r.pixelRatio;if(this.titleCount){for(var c=0;c<2;++c)e[c]=2*(o[c]*u-a[c])/(a[2+c]-a[c])-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)}}}(),v.bind=(h=[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,u=.5*(n[o+2]+n[o]),c=n[o+2]-n[o],f=a[o],v=a[o+2]-f,g=i[o],y=i[o+2]-g;p[o]=2*l/c*v/y,h[o]=2*(s-u)/c*v/y}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=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),v.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,u=t.bounds;for(o=0;o<2;++o){var c=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,v=p.text,g=p.font||\"sans-serif\";i=p.fontSize||12;for(var y=1/(u[o+2]-u[o]),m=u[o],x=v.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(g,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-m)*y);c.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=c,this.tickX[o]=f}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)},v.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},2117:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=new l(e,n(e,[e.drawingBufferWidth,e.drawingBufferHeight]));return r.grid=i(r),r.text=a(r),r.line=o(r),r.box=s(r),r.update(t),r};var n=r(2611),i=r(3016),a=r(5613),o=r(1154),s=r(4554);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 u=l.prototype;function c(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}u.setDirty=function(){this.dirty=this.pickDirty=!0},u.setOverlayDirty=function(){this.dirty=!0},u.nextDepthValue=function(){return this._depthCounter++/65536},u.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 u=this.borderColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[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 c=this.backgroundColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var v=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(v,e[1],v,e[3],p[d],h[d]):o.drawLine(e[0],v,e[2],v,p[d],h[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 g=this.borderLineEnable,y=this.borderLineWidth,m=this.borderLineColor;for(g[1]&&o.drawLine(r[0],r[1]-.5*y[1]*i,r[0],r[3]+.5*y[3]*i,y[1],m[1]),g[0]&&o.drawLine(r[0]-.5*y[0]*i,r[1],r[2]+.5*y[2]*i,r[1],y[0],m[0]),g[3]&&o.drawLine(r[2],r[1]-.5*y[1]*i,r[2],r[3]+.5*y[3]*i,y[3],m[3]),g[2]&&o.drawLine(r[0]-.5*y[0]*i,r[3],r[2]+.5*y[2]*i,r[3],y[2],m[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)}},u.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()}},u.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),u=this.objects,c=0;c<u.length;++c){var f=u[c].pick(a,o,l);if(f)return f}return null}},u.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()},u.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())},u.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()},u.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=c(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=c(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=c(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=c(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=c(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=c(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(f),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()},u.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();for(this.objects.length=0,t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},u.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},u.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}},u.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},u.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}}},4296:function(t,e,r){\"use strict\";t.exports=function(t,e){t=t||document.body;var r=[.01,1/0];\"distanceLimits\"in(e=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 u=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}),c=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:u,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:u.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;u.idle(e-r),u.recalcMatrix(i),u.flush(e-(100+2*r));for(var a=!0,o=u.computedMatrix,s=0;s<16;++s)a=a&&c[s]===o[s],c[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(u.computedRadius[0]),!0)},lookAt:function(t,e,r){u.lookAt(u.lastT(),t,e,r)},rotate:function(t,e,r){u.rotate(u.lastT(),t,e,r)},pan:function(t,e,r){u.pan(u.lastT(),t,e,r)},translate:function(t,e,r){u.translate(u.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return u.computedMatrix},set:function(t){return u.setMatrix(u.lastT(),t),u.computedMatrix},enumerable:!0},mode:{get:function(){return u.getMode()},set:function(t){var e=u.computedUp.slice(),r=u.computedEye.slice(),i=u.computedCenter.slice();if(u.setMode(t),\"turntable\"===t){var a=n();u._active.lookAt(a,r,i,e),u._active.lookAt(a+500,r,i,[0,0,1]),u._active.flush(a)}return u.getMode()},enumerable:!0},center:{get:function(){return u.computedCenter},set:function(t){return u.lookAt(u.lastT(),null,t),u.computedCenter},enumerable:!0},eye:{get:function(){return u.computedEye},set:function(t){return u.lookAt(u.lastT(),t),u.computedEye},enumerable:!0},up:{get:function(){return u.computedUp},set:function(t){return u.lookAt(u.lastT(),null,null,t),u.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return u.setDistance(u.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return u.getDistanceLimits(r)},set:function(t){return u.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,c=\"zoom\"===o,h=!!a.control,p=!!a.alt,v=!!a.shift,g=!!(1&e),y=!!(2&e),m=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&g&&!h&&!p&&!v||g&&!h&&!p&&v)&&u.rotate(A,w*k*b,-T*k*_,0),(l&&g&&!h&&!p&&!v||y||g&&h&&!p&&!v)&&u.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),c&&g&&!h&&!p&&!v||m||g&&!h&&p&&!v)){var M=-d.zoomSpeed*_/window.innerHeight*(A-u.lastT())*100;u.pan(A,0,0,f*(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)}),!!l&&{passive:!0}),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)}),!!l&&{passive:!0}),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))u.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-u.lastT())/20;u.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=r(8161),i=r(1152),a=r(6145),o=r(6475),s=r(2565),l=r(5233)},8245:function(t,e,r){var n=r(6832),i=r(5158),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}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},1059:function(t,e,r){\"use strict\";var n=r(4296),i=r(7453),a=r(2771),o=r(6496),s=r(2611),l=r(4234),u=r(8126),c=r(6145),f=r(1120),h=r(5268),p=r(8245),d=r(2321)({tablet:!0,featureDetect:!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 g(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}return e>0?(r=Math.round(Math.pow(10,e)),Math.ceil(t/r)*r):Math.ceil(t)}function y(t){return\"boolean\"!=typeof t||t}t.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;e||(e=document.createElement(\"canvas\"),t.container?t.container.appendChild(e):document.body.appendChild(e));var r=t.gl;if(r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=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:d})),!r)throw new Error(\"webgl not supported\");var m=t.bounds||[[-10,-10,-10],[10,10,10]],x=new v,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=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:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],O=!0,I=!0,D={view:null,projection:new Array(16),model:new Array(16),_ortho:!1},z=(I=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),R=t.cameraObject||n(e,T),F={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:R,axes:A,axesPixels:null,spikes:S,bounds:m,objects:E,shape:z,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:D,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,I=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},B=[r.drawingBufferWidth/F.pixelRatio|0,r.drawingBufferHeight/F.pixelRatio|0];function N(){if(!F._stopped&&F.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*F.pixelRatio),a=0|Math.ceil(n*F.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\",O=!0}}}function j(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,z);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function U(){if(F.contextLost)return!0;r.isContextLost()&&(F.contextLost=!0,F.mouseListener.enabled=!1,F.selection.object=null,F.oncontextloss&&F.oncontextloss())}F.autoResize&&N(),window.addEventListener(\"resize\",N),F.update=function(t){F._stopped||(t=t||{},O=!0,I=!0)},F.add=function(t){F._stopped||(t.axes=A,E.push(t),L.push(-1),O=!0,I=!0,j())},F.remove=function(t){if(!F._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),O=!0,I=!0,j())}},F.dispose=function(){if(!F._stopped&&(F._stopped=!0,window.removeEventListener(\"resize\",N),e.removeEventListener(\"webglcontextlost\",U),F.mouseListener.enabled=!1,!F.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();for(b.dispose(),t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},F._mouseRotating=!1,F._prevButtons=0,F.enableMouseListeners=function(){F.mouseListener=c(e,(function(t,e,r){if(!F._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&F._prevButtons)F._mouseRotating=!0;else{F._mouseRotating&&(I=!0),F._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,B[1]-r-1,F.pickRadius);if(l){if(l.distance>x.distance)continue;for(var u=0;u<i;++u){var c=E[u];if(L[u]===s){var f=c.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=c,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),O=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),O=!0),(o=o||x.object!==a)&&F.onselect&&F.onselect(x),1&t&&!(1&F._prevButtons)&&F.onclick&&F.onclick(x),F._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",U);var V=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],H=[V[0].slice(),V[1].slice()];function q(){if(!U()){N();var t=F.camera.tick();D.view=F.camera.matrix,O=O||t,I=I||t,A.pixelRatio=F.pixelRatio,S.pixelRatio=F.pixelRatio;var e=E.length,n=V[0],i=V[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=F.pixelRatio,C.axes=F.axes,O=O||!!C.dirty,I=I||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],c=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],c[p])}var d=F.bounds;if(F.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var v=.05*(i[p]-n[p]);n[p]=n[p]-v,i[p]=i[p]+v}d[0][p]=n[p],d[1][p]=i[p]}var y=!1;for(p=0;p<3;++p)y=y||H[0][p]!==d[0][p]||H[1][p]!==d[1][p],H[0][p]=d[0][p],H[1][p]=d[1][p];if(I=I||y,O=O||y){if(y){var m=[0,0,0];for(o=0;o<3;++o)m[o]=g((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:m}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;for(z[0]=T,z[1]=k,B[0]=0|Math.max(T/F.pixelRatio,1),B[1]=0|Math.max(k/F.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,u=t.zFar,c=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,u),n._ortho=!0):(f(i,c,p,l,u),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var v=0;for(d=0;d<3;++d)v=Math.max(v,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/v,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(F,w),o=0;o<e;++o)(C=E[o]).axesBounds=d,F.clipToBounds&&(C.clipBounds=d);x.object&&(F.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),I&&(I=!1,function(){if(!U()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=B,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(D))}i.end()}}}()),F.axesPixels=a(F.axes,D,T,k),F.onrender&&F.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),F.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;for(A.enable&&(M=M||A.isTransparent(),A.draw(D)),S.axes=A,x.object&&S.draw(D),r.disable(r.CULL_FACE),o=0;o<e;++o)(C=E[o]).axes=A,C.pixelRatio=F.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(D),C.isTransparent&&C.isTransparent()&&(M=!0);if(M){for(b.shape=z,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(D),o=0;o<e;++o)(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(D);for(r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(D),o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(D)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,u(r),r.disable(r.BLEND)}for(O=!1,o=0;o<e;++o)E[o].dirty=!1}}}return F.enableMouseListeners(),function t(){F._stopped||F.contextLost||(q(),requestAnimationFrame(t))}(),F.redraw=function(){F._stopped||(O=!0,q())},F},createCamera:n}},8023:function(t,e,r){var n=r(6832);e.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}\"]),e.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\"]),e.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\"]),e.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\"])},8271:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(5306),o=r(8023);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}t.exports=function(t,e){var r=t.gl,a=new s(t,i(r),i(r),n(r,o.pointVertex,o.pointFragment),n(r,o.pickVertex,o.pickFragment));return a.update(e),t.addObject(a),a};var l,u,c=s.prototype;c.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},c.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),u=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)u[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(u),i||a.free(l),o||a.free(u),this.pointCount=n,this.pickOffset=0},c.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],u=[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),c=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=c<5,r.uniforms.pointSize=c,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(u[0]=255&t,u[1]=t>>8&255,u[2]=t>>16&255,u[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=u,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),c.draw=c.unifiedDraw,c.drawPick=c.unifiedDraw,c.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]]}}},6093:function(t){t.exports=function(t,e,r,n){var i,a,o,s,l,u=e[0],c=e[1],f=e[2],h=e[3],p=r[0],d=r[1],v=r[2],g=r[3];return(a=u*p+c*d+f*v+h*g)<0&&(a=-a,p=-p,d=-d,v=-v,g=-g),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),t[0]=s*u+l*p,t[1]=s*c+l*d,t[2]=s*f+l*v,t[3]=s*h+l*g,t}},8240:function(t){\"use strict\";t.exports=function(t){return t||0===t?t.toString():\"\"}},4123:function(t,e,r){\"use strict\";var n=r(875);t.exports=function(t,e,r){var a=i[e];if(a||(a=i[e]={}),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,u,c=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(u=0;u<s.positions[l].length;++u)s.positions[l][u]/=r;for(l=0;l<c.positions.length;++l)for(u=0;u<c.positions[l].length;++u)c.positions[l][u]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=c.positions.length;for(l=0;l<h;++l){var p=c.positions[l];for(u=0;u<2;++u)f[0][u]=Math.min(f[0][u],p[u]),f[1][u]=Math.max(f[1][u],p[u])}return a[t]=[s,c,f]};var i={}},9282:function(t,e,r){var n=r(5158),i=r(6832),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 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\"]),u=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}\"]),c=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:c},h={vertex:o,fragment:l,attributes:c},p={vertex:s,fragment:l,attributes:c},d={vertex:a,fragment:u,attributes:c},v={vertex:o,fragment:u,attributes:c},g={vertex:s,fragment:u,attributes:c};function y(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}e.createPerspective=function(t){return y(t,f)},e.createOrtho=function(t){return y(t,h)},e.createProject=function(t){return y(t,p)},e.createPickPerspective=function(t){return y(t,d)},e.createPickOrtho=function(t){return y(t,v)},e.createPickProject=function(t){return y(t,g)}},2182:function(t,e,r){\"use strict\";var n=r(3596),i=r(5827),a=r(2944),o=r(5306),s=r(104),l=r(9282),u=r(4123),c=r(8240),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(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 h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function v(t){return!0===t||t>1?1:t}function g(t,e,r,n,i,a,o,s,l,u,c,f){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=u,this.pickOrthoShader=c,this.pickProjectShader=f,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}t.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),u=l.createPickOrtho(e),c=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),v=new g(e,r,n,o,f,h,p,d,a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),s,u,c);return v.update(t),v};var y=g.prototype;y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},y.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 m=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[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}var L=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function C(t,e,r,n,i,a,o){var l=r.gl;if((a===r.projectHasAlpha||o)&&function(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,u=r.model||f,c=r.view||f,h=r.projection||f,d=e.axesBounds,v=function(t){for(var e=A,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],m[0]=2/o.drawingBufferWidth,m[1]=2/o.drawingBufferHeight,t.bind(),l.view=c,l.projection=h,l.screenSize=m,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=v,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var g=0;g<3;++g)if(a[g]){l.scale=e.projectScale[g],l.opacity=e.projectOpacity[g];for(var y=T,L=0;L<16;++L)y[L]=0;for(L=0;L<4;++L)y[5*L]=1;y[5*g]=0,i[g]<0?y[12+g]=d[0][g]:y[12+g]=d[1][g],s(y,u,y),l.model=y;var C=(g+1)%3,P=(g+2)%3,O=M(x),I=M(b);O[C]=1,I[P]=1;var D=p(0,0,0,S(_,O)),z=p(0,0,0,S(w,I));if(Math.abs(D[1])>Math.abs(z[1])){var R=D;D=z,z=R,R=O,O=I,I=R;var F=C;C=P,P=F}D[0]<0&&(O[C]=-1),z[1]>0&&(I[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(u[4*C+L],2),N+=Math.pow(u[4*P+L],2);O[C]/=Math.sqrt(B),I[P]/=Math.sqrt(N),l.axes[0]=O,l.axes[1]=I,l.fragClipBounds[0]=E(k,v[0],g,-1e8),l.fragClipBounds[1]=E(k,v[1],g,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()}}(e,r,n,i),a===r.hasAlpha||o){t.bind();var u=t.uniforms;u.model=n.model||f,u.view=n.view||f,u.projection=n.projection||f,m[0]=2/l.drawingBufferWidth,m[1]=2/l.drawingBufferHeight,u.screenSize=m,u.highlightId=r.highlightId,u.highlightScale=r.highlightScale,u.fragClipBounds=L,u.clipBounds=r.axes.bounds,u.opacity=r.opacity,u.pickGroup=r.pickId/255,u.pixelRatio=i,r.vao.bind(),r.vao.draw(l.TRIANGLES,r.vertexCount),r.lineWidth>0&&(l.lineWidth(r.lineWidth*i),r.vao.draw(l.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function P(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=c(a);var o=!0;n(a)&&(a=\"▼\",o=!1);var s=u(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}y.draw=function(t){C(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},y.drawTransparent=function(t){C(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},y.drawPick=function(t){C(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},y.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},y.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]},y.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){Array.isArray(t.projectOpacity)?this.projectOpacity=t.projectOpacity.slice():(r=+t.projectOpacity,this.projectOpacity=[r,r,r]);for(var n=0;n<3;++n)this.projectOpacity[n]=v(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=v(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",u=t.alignment||[0,0];if(2===u.length)i=u[0],a=u[1];else for(i=[],a=[],n=0;n<u.length;++n)i[n]=u[n][0],a[n]=u[n][1];var c=[1/0,1/0,1/0],f=[-1/0,-1/0,-1/0],h=t.glyph,p=t.color,d=t.size,g=t.angle,y=t.lineColor,m=-1,x=0,b=0,_=0;if(s.length){_=s.length;t:for(n=0;n<_;++n){for(var w=s[n],T=0;T<3;++T)if(isNaN(w[T])||!isFinite(w[T]))continue t;var k=(N=P(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;x+=3*k.cells.length,b+=2*A.edges.length}}var S=x+b,E=o.mallocFloat(3*S),L=o.mallocFloat(4*S),C=o.mallocFloat(2*S),O=o.mallocUint32(S);if(S>0){var I=0,D=x,z=[0,0,0,1],R=[0,0,0,1],F=Array.isArray(p)&&Array.isArray(p[0]),B=Array.isArray(y)&&Array.isArray(y[0]);t:for(n=0;n<_;++n){for(m+=1,w=s[n],T=0;T<3;++T){if(isNaN(w[T])||!isFinite(w[T]))continue t;f[T]=Math.max(f[T],w[T]),c[T]=Math.min(c[T],w[T])}k=(N=P(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;var N,j=N.visible;if(j)if(Array.isArray(p)){if(3===(U=F?n<p.length?p[n]:[0,0,0,0]:p).length){for(T=0;T<3;++T)z[T]=U[T];z[3]=1}else if(4===U.length){for(T=0;T<4;++T)z[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else z[0]=z[1]=z[2]=0,z[3]=1;else z=[1,1,1,0];if(j)if(Array.isArray(y)){var U;if(3===(U=B?n<y.length?y[n]:[0,0,0,0]:y).length){for(T=0;T<3;++T)R[T]=U[T];R[T]=1}else if(4===U.length){for(T=0;T<4;++T)R[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else R[0]=R[1]=R[2]=0,R[3]=1;else R=[1,1,1,0];var V=.5;j?Array.isArray(d)?V=n<d.length?+d[n]:12:d?V=+d:this.useOrtho&&(V=12):V=0;var H=0;Array.isArray(g)?H=n<g.length?+g[n]:0:g&&(H=+g);var q=Math.cos(H),G=Math.sin(H);for(w=s[n],T=0;T<3;++T)f[T]=Math.max(f[T],w[T]),c[T]=Math.min(c[T],w[T]);var Z=i,Y=a;Z=0,Array.isArray(i)?Z=n<i.length?i[n]:0:i&&(Z=i),Y=0,Array.isArray(a)?Y=n<a.length?a[n]:0:a&&(Y=a);var W=[Z*=Z>0?1-M[0][0]:Z<0?1+M[1][0]:1,Y*=Y>0?1-M[0][1]:Y<0?1+M[1][1]:1],X=k.cells||[],J=k.positions||[];for(T=0;T<X.length;++T)for(var K=X[T],$=0;$<3;++$){for(var Q=0;Q<3;++Q)E[3*I+Q]=w[Q];for(Q=0;Q<4;++Q)L[4*I+Q]=z[Q];O[I]=m;var tt=J[K[$]];C[2*I]=V*(q*tt[0]-G*tt[1]+W[0]),C[2*I+1]=V*(G*tt[0]+q*tt[1]+W[1]),I+=1}for(X=A.edges,J=A.positions,T=0;T<X.length;++T)for(K=X[T],$=0;$<2;++$){for(Q=0;Q<3;++Q)E[3*D+Q]=w[Q];for(Q=0;Q<4;++Q)L[4*D+Q]=R[Q];O[D]=m,tt=J[K[$]],C[2*D]=V*(q*tt[0]-G*tt[1]+W[0]),C[2*D+1]=V*(G*tt[0]+q*tt[1]+W[1]),D+=1}}}this.bounds=[c,f],this.points=s,this.pointCount=s.length,this.vertexCount=x,this.lineVertexCount=b,this.pointBuffer.update(E),this.colorBuffer.update(L),this.glyphBuffer.update(C),this.idBuffer.update(O),o.free(E),o.free(L),o.free(C),o.free(O)},y.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()}},1884:function(t,e,r){\"use strict\";var n=r(6832);e.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\"]),e.boxFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\n\\nvoid main() {\\n  gl_FragColor = color;\\n}\\n\"])},6623:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(1884);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}t.exports=function(t,e){var r=t.gl,s=new o(t,i(r,[0,0,0,1,1,0,1,1]),n(r,a.boxVertex,a.boxFragment));return s.update(e),t.addOverlay(s),s};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,u=t.viewBox,c=t.pixelRatio,f=(e[0]-l[0])*(u[2]-u[0])/(l[2]-l[0])+u[0],h=(e[1]-l[1])*(u[3]-u[1])/(l[3]-l[1])+u[1],p=(e[2]-l[0])*(u[2]-u[0])/(l[2]-l[0])+u[0],d=(e[3]-l[1])*(u[3]-u[1])/(l[3]-l[1])+u[1];if(f=Math.max(f,u[0]),h=Math.max(h,u[1]),p=Math.min(p,u[2]),d=Math.min(d,u[3]),!(p<f||d<h)){o.bind();var v=s[2]-s[0],g=s[3]-s[1];if(this.outerFill&&(o.drawBox(0,0,v,h,i),o.drawBox(0,h,f,d,i),o.drawBox(0,d,v,g,i),o.drawBox(p,h,v,d,i)),this.innerFill&&o.drawBox(f,h,p,d,n),r>0){var y=r*c;o.drawBox(f-y,h-y,p+y,h+y,a),o.drawBox(f-y,d-y,p+y,d+y,a),o.drawBox(f-y,h-y,f+y,d+y,a),o.drawBox(p-y,h-y,p+y,d+y,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)}},2611:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=e[0],a=e[1];return new l(t,n(t,r,a,{}),i.mallocUint8(r*a*4))};var n=r(4234),i=r(5306),a=r(5050),o=r(2288).nextPow2;function s(t,e,r,n,i){this.coord=[t,e],this.id=r,this.value=n,this.distance=i}function l(t,e,r){this.gl=t,this.fbo=e,this.buffer=r,this._readTimeout=null;var 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h=u,p=c,d=0;d<3;++d)i&&i[d]<0?(h[d]=this.bounds[0][d],p[d]=this.bounds[1][d]):(h[d]=this.bounds[1][d],p[d]=this.bounds[0][d]);for(f[0]=e.drawingBufferWidth,f[1]=e.drawingBufferHeight,n.uniforms.model=a,n.uniforms.view=s,n.uniforms.projection=l,n.uniforms.coordinates=[this.position,h,p],n.uniforms.colors=this.colors,n.uniforms.screenShape=f,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()}},9578:function(t,e,r){var n=r(6832),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;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, 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, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, 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}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},7307:function(t,e,r){\"use strict\";var n=r(2858),i=r(4020),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},s=function(t,e,r){return t<e?e:t>r?r:t},l=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};t.exports=function(t,e){var r=t.startingPositions,u=t.maxLength||1e3,c=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,l=t[0],u=t[1],c=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=o(a[0],l),v=o(a[1],u),g=o(a[2],c),y=d+1,m=v+1,x=g+1;if(d=s(d,0,f-1),y=s(y,0,f-1),v=s(v,0,h-1),m=s(m,0,h-1),g=s(g,0,p-1),x=s(x,0,p-1),d<0||v<0||g<0||y>f-1||m>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][y],E=a[1][v],L=a[1][m],C=a[2][g],P=(l-M)/(S-M),O=(u-E)/(L-E),I=(c-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(O)||(O=.5),isFinite(I)||(I=.5),r.reversedX&&(d=f-1-d,y=f-1-y),r.reversedY&&(v=h-1-v,m=h-1-m),r.reversedZ&&(g=p-1-g,x=p-1-x),r.filled){case 5:k=g,A=x,w=v*p,T=m*p,b=d*p*h,_=y*p*h;break;case 4:k=g,A=x,b=d*p,_=y*p,w=v*p*f,T=m*p*f;break;case 3:w=v,T=m,k=g*h,A=x*h,b=d*h*p,_=y*h*p;break;case 2:w=v,T=m,b=d*h,_=y*h,k=g*h*f,A=x*h*f;break;case 1:b=d,_=y,k=g*f,A=x*f,w=v*f*p,T=m*f*p;break;default:b=d,_=y,w=v*f,T=m*f,k=g*f*h,A=x*f*h}var D=i[b+w+k],z=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),H=n.create(),q=n.create(),G=n.create();n.lerp(V,D,B,P),n.lerp(H,z,N,P),n.lerp(q,R,j,P),n.lerp(G,F,U,P);var Z=n.create(),Y=n.create();n.lerp(Z,V,q,O),n.lerp(Y,H,G,O);var W=n.create();return n.lerp(W,Z,Y,I),W}(e,t,p)},v=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},g=[],y=e[0][0],m=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<y||e>b||r<m||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/u,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,u=0;u<s;u++){var c=t[u],f=c[0],h=c[1],p=c[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=l(e),v=l(r),g=l(n),y=Math.min(d,v,g);return isFinite(y)?y:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],O=[],I=d(C),D=C;O.push(I);var z=[],R=v(C,I),F=n.length(R);isFinite(F)&&F>S&&(S=F),z.push(F),g.push({points:P,velocities:O,divergences:z});for(var B=0;B<100*u&&P.length<u&&T(C);){B++;var N=n.clone(I),j=n.squaredLength(N);if(0===j)break;j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),I=d(N),n.squaredDistance(D,N)-A>-1e-4*A&&(P.push(N),D=N,O.push(I),R=v(N,I),F=n.length(R),isFinite(F)&&F>S&&(S=F),z.push(F)),C=N}}var U=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,u=0;u<l.length;u++)o=Math.max(o,n.length(l[u]));var c=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,u=[],c=[],f=[],h=[],p=[],d=[],v=0,g=0,y=i.create(),m=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),g=n.length(_)/a,y=i.create(),n.copy(y,_),y[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;u.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(m,y,y,y,m,m),d.push(v,g,g,g,v,v);var A=u.length;c.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=m;m=y,y=S;var E=v;v=g,g=E}return{positions:u,cells:c,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<c.length;s++){var v=c[s],g=f.length;for(f=f.concat(v.positions),p=p.concat(v.vectors),d=d.concat(v.vertexIntensity),u=0;u<v.cells.length;u++){var y=v.cells[u],m=[];h.push(m);for(var x=0;x<y.length;x++)m.push(y[x]+g)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}}(g,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*c*M/S),U};var u=r(9578),c=r(1140).createMesh;t.exports.createTubeMesh=function(t,e){return c(t,e,{shaders:u,traceType:\"streamtube\"})}},9054:function(t,e,r){var n=r(5158),i=r(6832),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 (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) 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 — 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\"]);e.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},e.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},e.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},e.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}},3754:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=m(e),n=b(e),s=x(e),l=_(e),u=i(e),c=a(e,[{buffer:u,size:4,stride:w,offset:0},{buffer:u,size:3,stride:w,offset:16},{buffer:u,size:3,stride:w,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),v=o(e,1,S,e.RGBA,e.UNSIGNED_BYTE);v.minFilter=e.LINEAR,v.magFilter=e.LINEAR;var g=new E(e,[0,0],[[0,0,0],[0,0,0]],r,n,u,c,v,s,l,f,h,p,d,[0,0,0]),y={levels:[[],[],[]]};for(var T in t)y[T]=t[T];return y.colormap=y.colormap||\"jet\",g.update(y),g};var n=r(2288),i=r(5827),a=r(2944),o=r(8931),s=r(5306),l=r(9156),u=r(7498),c=r(7382),f=r(5050),h=r(4162),p=r(104),d=r(7437),v=r(5070),g=r(9144),y=r(9054),m=y.createShader,x=y.createContourShader,b=y.createPickShader,_=y.createPickContourShader,w=40,T=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],k=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],A=[[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=A[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,u,c,h,p,d,v,g){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=g,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=u,this._contourPickShader=c,this._contourBuffer=h,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=v,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=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(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 L=E.prototype;L.genColormap=function(t,e){var r=!1,n=c([l({colormap:t,nshades:S,format:\"rgba\"}).map((function(t,n){var i=e?function(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}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return u.divseq(n,255),this.hasAlphaScale=r,n},L.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},L.isOpaque=function(){return!this.isTransparent()},L.pickSlots=1,L.setPickBase=function(t){this.pickId=t};var C=[0,0,0],P={showSurface:!1,showContour:!1,projections:[T.slice(),T.slice(),T.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||C,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=P.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 u=P.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)u[i][n]=t.clipBounds[i][n];u[0][r]=-1e8,u[1][r]=1e8}return P.showSurface=o,P.showContour=s,P}var I={model:T,view:T,projection:T,inverseModel:T.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=T.slice(),z=[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||T,n.view=t.view||T,n.projection=t.projection||T,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=z,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 u=s[12+i];for(o=0;o<3;++o)u+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=u/l}var c=O(n,this);if(c.showSurface){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=c.projections[i],this._shader.uniforms.clipBounds=c.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(c.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=A[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=c.projections[i],f.uniforms.clipBounds=c.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=A[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var v=0;v<this.contourLevels[o].length;++v)v===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==v&&v-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][v]&&(f.uniforms.height=this.contourLevels[o][v],h.draw(r.LINES,this._contourCounts[o][v],this._contourOffsets[o][v]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=A[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=c.projections[o],f.uniforms.clipBounds=c.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}L.draw=function(t){return R.call(this,t,!1)},L.drawTransparent=function(t){return R.call(this,t,!0)};var F={model:T,view:T,projection:T,inverseModel:T,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()]}}L.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=F;r.model=t.model||T,r.view=t.view||T,r.projection=t.projection||T,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=z;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=A[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=A[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var u=0;u<this.contourLevels[a].length;++u)this._contourCounts[a][u]&&(s.uniforms.height=this.contourLevels[a][u],l.draw(e.LINES,this._contourCounts[a][u],this._contourOffsets[a][u]))}l.unbind()}},L.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 u=r.position;u[0]=u[1]=u[2]=0;for(var c=0;c<2;++c)for(var f=c?a:1-a,h=0;h<2;++h)for(var p=i+c,d=s+h,g=f*(h?l:1-l),y=0;y<3;++y)u[y]+=this._field[y].get(p,d)*g;for(var m=this._pickResult.level,x=0;x<3;++x)if(m[x]=v.le(this.contourLevels[x],u[x]),m[x]<0)this.contourLevels[x].length>0&&(m[x]=0);else if(m[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][m[x]],_=this.contourLevels[x][m[x]+1];Math.abs(b-u[x])>Math.abs(_-u[x])&&(m[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],y=0;y<3;++y)r.dataCoordinate[y]=this._field[y].get(r.index[0],r.index[1]);return r},L.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();u.assign(t.lo(1,1).hi(r[0],r[1]),e),u.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),u.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),u.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),u.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))},L.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),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));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]=f(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]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var u=l[o];for(y=0;y<2;++y)if(u.shape[y]!==a[y])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],u)}}else if(t.ticks){var c=t.ticks;if(!Array.isArray(c)||2!==c.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=c[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var v=[0,0];v[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],v,0)}this._field[0].set(0,0,0);for(var y=0;y<a[0];++y)this._field[0].set(y+1,0,y);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),y=0;y<a[1];++y)this._field[1].set(0,y+1,y);this._field[1].set(0,a[1]+1,a[1]-1)}var m=this._field,x=f(s.mallocFloat(3*m[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)g(x.pick(o),m[o],\"mirror\");var b=f(s.mallocFloat(3*m[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(y=0;y<a[1]+2;++y){var _=x.get(0,o,y,0),w=x.get(0,o,y,1),T=x.get(1,o,y,0),A=x.get(1,o,y,1),M=x.get(2,o,y,0),S=x.get(2,o,y,1),E=T*S-A*M,L=M*w-S*_,C=_*A-w*T,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,y,0,E*P),b.set(o,y,1,L*P),b.set(o,y,2,C*P)}s.free(x.data);var O=[1/0,1/0,1/0],I=[-1/0,-1/0,-1/0],D=1/0,z=-1/0,R=(a[0]-1)*(a[1]-1)*6,F=s.mallocFloat(n.nextPow2(10*R)),N=0,U=0;for(o=0;o<a[0]-1;++o)t:for(y=0;y<a[1]-1;++y){for(var V=0;V<2;++V)for(var H=0;H<2;++H)for(var q=0;q<3;++q){var G=this._field[q].get(1+o+V,1+y+H);if(isNaN(G)||!isFinite(G))continue t}for(q=0;q<6;++q){var Z=o+k[q][0],Y=y+k[q][1],W=this._field[0].get(Z+1,Y+1),X=this._field[1].get(Z+1,Y+1);G=this._field[2].get(Z+1,Y+1),E=b.get(Z+1,Y+1,0),L=b.get(Z+1,Y+1,1),C=b.get(Z+1,Y+1,2),t.intensity&&(J=t.intensity.get(Z,Y));var J=t.intensity?t.intensity.get(Z,Y):G+this.objectOffset[2];F[N++]=Z,F[N++]=Y,F[N++]=W,F[N++]=X,F[N++]=G,F[N++]=0,F[N++]=J,F[N++]=E,F[N++]=L,F[N++]=C,O[0]=Math.min(O[0],W+this.objectOffset[0]),O[1]=Math.min(O[1],X+this.objectOffset[1]),O[2]=Math.min(O[2],G+this.objectOffset[2]),D=Math.min(D,J),I[0]=Math.max(I[0],W+this.objectOffset[0]),I[1]=Math.max(I[1],X+this.objectOffset[1]),I[2]=Math.max(I[2],G+this.objectOffset[2]),z=Math.max(z,J),U+=1}}for(t.intensityBounds&&(D=+t.intensityBounds[0],z=+t.intensityBounds[1]),o=6;o<N;o+=10)F[o]=(F[o]-D)/(z-D);this._vertexCount=U,this._coordinateBuffer.update(F.subarray(0,N)),s.freeFloat(F),s.free(b.data),this.bounds=[O,I],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===D&&this.intensityBounds[1]===z||(r=!0),this.intensityBounds=[D,z]}if(\"levels\"in t){var K=t.levels;for(K=Array.isArray(K[0])?K.slice():[[],[],K],o=0;o<3;++o)K[o]=K[o].slice(),K[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(y=0;y<K[o].length;++y)K[o][y]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(K[o].length!==this.contourLevels[o].length){r=!0;break}for(y=0;y<K[o].length;++y)if(K[o][y]!==this.contourLevels[o][y]){r=!0;break t}}this.contourLevels=K}if(r){m=this._field,a=this.shape;for(var $=[],Q=0;Q<3;++Q){var tt=this.contourLevels[Q],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[Q],tt[o]);et.push($.length/5|0),U=0;t:for(y=0;y<it.cells.length;++y){var at=it.cells[y];for(q=0;q<2;++q){var ot=it.positions[at[q]],st=ot[0],lt=0|Math.floor(st),ut=st-lt,ct=ot[1],ft=0|Math.floor(ct),ht=ct-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var vt=(Q+dt+1)%3;for(V=0;V<2;++V){var gt=V?ut:1-ut;for(Z=0|Math.min(Math.max(lt+V,0),a[0]),H=0;H<2;++H){var yt=H?ht:1-ht;if(Y=0|Math.min(Math.max(ft+H,0),a[1]),G=dt<2?this._field[vt].get(Z,Y):(this.intensity.get(Z,Y)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var mt=gt*yt;nt[dt]+=mt*G}}}if(pt){if(q>0){for(var xt=0;xt<5;++xt)$.pop();U-=1}continue t}$.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[Q]=et,this._contourCounts[Q]=rt}var bt=s.mallocFloat($.length);for(o=0;o<$.length;++o)bt[o]=$[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},L.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)},L.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,u=(o+2)%3,c=this._field[o],f=this._field[l],p=this._field[u],d=h(c,r[o]),v=d.cells,g=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<v.length;++e)for(var y=v[e],m=0;m<2;++m){var x=g[y[m]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,O=T*L,I=T*E,D=C*f.get(_,M)+P*f.get(_,S)+O*f.get(w,M)+I*f.get(w,S),z=C*p.get(_,M)+P*p.get(_,S)+O*p.get(w,M)+I*p.get(w,S);if(isNaN(D)||isNaN(z)){m&&(n-=1);break}a[2*n+0]=D,a[2*n+1]=z,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)}}},8931:function(t,e,r){\"use strict\";var n=r(5050),i=r(7498),a=r(5306);t.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");if(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),\"number\"==typeof arguments[1])return g(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return g(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=u(e)?e:e.raw;if(r)return function(t,e,r,n,i,a){var o=v(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new h(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()),u=0;\"float32\"===r?u=t.FLOAT:\"float64\"===r?(u=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?u=t.UNSIGNED_BYTE:(u=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var f,p,g=0;if(2===o.length)g=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])g=t.ALPHA;else if(2===o[2])g=t.LUMINANCE_ALPHA;else if(3===o[2])g=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}}u!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(u=t.UNSIGNED_BYTE,l=!1);var y=e.size;if(l)f=0===e.offset&&e.data.length===y?e.data:e.data.subarray(e.offset,e.offset+y);else{var m=[o[2],o[2]*o[0],1];p=a.malloc(y,r);var x=n(p,o,m,0);\"float32\"!==r&&\"float64\"!==r||u!==t.UNSIGNED_BYTE?i.assign(x,e):c(x,e),f=p.subarray(0,y)}var b=v(t);return t.texImage2D(t.TEXTURE_2D,0,g,o[0],o[1],0,g,u,f),l||a.free(p),new h(t,b,o[0],o[1],g,u)}(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function u(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 c=function(t,e){i.muls(t,e,255)};function f(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 h(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=h.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 v(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 g(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=v(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new h(t,o,e,r,n,i)}Object.defineProperties(p,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var 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n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],u=e[8],c=e[9],f=e[10],h=e[11];return 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]),t[0]=a*i-u*n,t[1]=o*i-c*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+u*i,t[9]=o*n+c*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},15692:function(t){t.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],u=e[4],c=e[5],f=e[6],h=e[7];return 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]),t[0]=a*i+u*n,t[1]=o*i+c*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=u*i-a*n,t[5]=c*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},10789:function(t){t.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}},6726:function(t){t.exports=function(t){return\"mat4(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\", \"+t[8]+\", \"+t[9]+\", \"+t[10]+\", \"+t[11]+\", \"+t[12]+\", \"+t[13]+\", \"+t[14]+\", \"+t[15]+\")\"}},31283:function(t){t.exports=function(t,e,r){var n,i,a,o,s,l,u,c,f,h,p,d,v=r[0],g=r[1],y=r[2];return e===t?(t[12]=e[0]*v+e[4]*g+e[8]*y+e[12],t[13]=e[1]*v+e[5]*g+e[9]*y+e[13],t[14]=e[2]*v+e[6]*g+e[10]*y+e[14],t[15]=e[3]*v+e[7]*g+e[11]*y+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],u=e[6],c=e[7],f=e[8],h=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]=u,t[7]=c,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*v+s*g+f*y+e[12],t[13]=i*v+l*g+h*y+e[13],t[14]=a*v+u*g+p*y+e[14],t[15]=o*v+c*g+d*y+e[15]),t}},88654:function(t){t.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}},42505:function(t,e,r){\"use strict\";var n=r(72791),i=r(71299),a=r(98580),o=r(12018),s=r(83522),l=r(25075),u=r(68016),c=r(58404),f=r(18863),h=r(10973),p=r(25677),d=r(75686),v=r(53545),g=r(56131),y=r(32879),m=r(30120),x=r(13547).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 T=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(h(t)?t:{})};T.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 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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\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\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\\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 float fontSize, charStep, opacity;\\n\\t\\t\\tuniform vec2 atlasSize;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform sampler2D atlas;\\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:{}}},T.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=f(t.viewport),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=m(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=T.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(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.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]=T.fonts[i],e.font[r]))){var u=t.family.join(\", \"),c=[t.style];t.style!=t.variant&&c.push(t.variant),t.variant!=t.weight&&c.push(t.weight),_&&t.weight!=t.stretch&&c.push(t.stretch),e.font[r]={baseString:i,family:u,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:y(u,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:c.join(\" \")})},T.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 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Math.atan2(this.y-t.y,this.x-t.x)},angleWith:function(t){return this.angleWithSep(t.x,t.y)},angleWithSep:function(t,e){return Math.atan2(this.x*e-this.y*t,this.x*t+this.y*e)},_matMult:function(t){var e=t[0]*this.x+t[1]*this.y,r=t[2]*this.x+t[3]*this.y;return this.x=e,this.y=r,this},_add:function(t){return this.x+=t.x,this.y+=t.y,this},_sub:function(t){return this.x-=t.x,this.y-=t.y,this},_mult:function(t){return this.x*=t,this.y*=t,this},_div:function(t){return this.x/=t,this.y/=t,this},_multByPoint:function(t){return this.x*=t.x,this.y*=t.y,this},_divByPoint:function(t){return this.x/=t.x,this.y/=t.y,this},_unit:function(){return this._div(this.mag()),this},_perp:function(){var t=this.y;return this.y=this.x,this.x=-t,this},_rotate:function(t){var e=Math.cos(t),r=Math.sin(t),n=e*this.x-r*this.y,i=r*this.x+e*this.y;return this.x=n,this.y=i,this},_rotateAround:function(t,e){var r=Math.cos(t),n=Math.sin(t),i=e.x+r*(this.x-e.x)-n*(this.y-e.y),a=e.y+n*(this.x-e.x)+r*(this.y-e.y);return 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r.width=t.width,r.height=t.height,n.drawImage(t,0,0,t.width,t.height),n.getImageData(-e,-e,t.width+2*e,t.height+2*e)},resolveURL:function(t){return C||(C=self.document.createElement(\"a\")),C.href=t,C.href},hardwareConcurrency:self.navigator.hardwareConcurrency||4,get devicePixelRatio(){return self.devicePixelRatio},get prefersReducedMotion(){return!!self.matchMedia&&(null==P&&(P=self.matchMedia(\"(prefers-reduced-motion: reduce)\")),P.matches)}},B={API_URL:\"https://api.mapbox.com\",get EVENTS_URL(){return this.API_URL?0===this.API_URL.indexOf(\"https://api.mapbox.cn\")?\"https://events.mapbox.cn/events/v2\":0===this.API_URL.indexOf(\"https://api.mapbox.com\")?\"https://events.mapbox.com/events/v2\":null:null},FEEDBACK_URL:\"https://apps.mapbox.com/feedback\",REQUIRE_ACCESS_TOKEN:!0,ACCESS_TOKEN:null,MAX_PARALLEL_IMAGE_REQUESTS:16},N={supported:!1,testSupport:function(t){!j&&I&&(U?V(t):O=t)}},j=!1,U=!1;function V(t){var 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Date.now()>this._skuTokenExpiresAt},q.prototype.transformRequest=function(t,e){return this._transformRequestFn&&this._transformRequestFn(t,e)||{url:t}},q.prototype.normalizeStyleURL=function(t,e){if(!G(t))return t;var r=X(t);return r.path=\"/styles/v1\"+r.path,this._makeAPIURL(r,this._customAccessToken||e)},q.prototype.normalizeGlyphsURL=function(t,e){if(!G(t))return t;var r=X(t);return r.path=\"/fonts/v1\"+r.path,this._makeAPIURL(r,this._customAccessToken||e)},q.prototype.normalizeSourceURL=function(t,e){if(!G(t))return t;var r=X(t);return r.path=\"/v4/\"+r.authority+\".json\",r.params.push(\"secure\"),this._makeAPIURL(r,this._customAccessToken||e)},q.prototype.normalizeSpriteURL=function(t,e,r,n){var i=X(t);return G(t)?(i.path=\"/styles/v1\"+i.path+\"/sprite\"+e+r,this._makeAPIURL(i,this._customAccessToken||n)):(i.path+=\"\"+e+r,J(i))},q.prototype.normalizeTileURL=function(t,e){if(this._isSkuTokenExpired()&&this._createSkuToken(),t&&!G(t))return t;var r=X(t),n=F.devicePixelRatio>=2||512===e?\"@2x\":\"\",i=N.supported?\".webp\":\"$1\";r.path=r.path.replace(/(\\.(png|jpg)\\d*)(?=$)/,\"\"+n+i),r.path=r.path.replace(/^.+\\/v4\\//,\"/\"),r.path=\"/v4\"+r.path;var a=this._customAccessToken||function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e].match(/^access_token=(.*)$/);if(n)return n[1]}return null}(r.params)||B.ACCESS_TOKEN;return B.REQUIRE_ACCESS_TOKEN&&a&&this._skuToken&&r.params.push(\"sku=\"+this._skuToken),this._makeAPIURL(r,a)},q.prototype.canonicalizeTileURL=function(t,e){var r=X(t);if(!r.path.match(/(^\\/v4\\/)/)||!r.path.match(/\\.[\\w]+$/))return t;var n=\"mapbox://tiles/\";n+=r.path.replace(\"/v4/\",\"\");var i=r.params;return e&&(i=i.filter((function(t){return!t.match(/^access_token=/)}))),i.length&&(n+=\"?\"+i.join(\"&\")),n},q.prototype.canonicalizeTileset=function(t,e){for(var r=!!e&&G(e),n=[],i=0,a=t.tiles||[];i<a.length;i+=1){var o=a[i];Y(o)?n.push(this.canonicalizeTileURL(o,r)):n.push(o)}return n},q.prototype._makeAPIURL=function(t,e){var r=\"See https://www.mapbox.com/api-documentation/#access-tokens-and-token-scopes\",n=X(B.API_URL);if(t.protocol=n.protocol,t.authority=n.authority,\"/\"!==n.path&&(t.path=\"\"+n.path+t.path),!B.REQUIRE_ACCESS_TOKEN)return J(t);if(!(e=e||B.ACCESS_TOKEN))throw new Error(\"An API access token is required to use Mapbox GL. \"+r);if(\"s\"===e[0])throw new Error(\"Use a public access token (pk.*) with Mapbox GL, not a secret access token (sk.*). \"+r);return t.params=t.params.filter((function(t){return-1===t.indexOf(\"access_token\")})),t.params.push(\"access_token=\"+e),J(t)};var Z=/^((https?:)?\\/\\/)?([^\\/]+\\.)?mapbox\\.c(n|om)(\\/|\\?|$)/i;function Y(t){return Z.test(t)}var W=/^(\\w+):\\/\\/([^/?]*)(\\/[^?]+)?\\??(.+)?/;function X(t){var e=t.match(W);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 J(t){var e=t.params.length?\"?\"+t.params.join(\"&\"):\"\";return t.protocol+\"://\"+t.authority+t.path+e}var K=\"mapbox.eventData\";function $(t){if(!t)return null;var e,r=t.split(\".\");if(!r||3!==r.length)return null;try{return JSON.parse((e=r[1],decodeURIComponent(self.atob(e).split(\"\").map((function(t){return\"%\"+(\"00\"+t.charCodeAt(0).toString(16)).slice(-2)})).join(\"\"))))}catch(t){return null}}var Q=function(t){this.type=t,this.anonId=null,this.eventData={},this.queue=[],this.pendingRequest=null};Q.prototype.getStorageKey=function(t){var e,r,n=$(B.ACCESS_TOKEN);return e=n&&n.u?(r=n.u,self.btoa(encodeURIComponent(r).replace(/%([0-9A-F]{2})/g,(function(t,e){return String.fromCharCode(Number(\"0x\"+e))})))):B.ACCESS_TOKEN||\"\",t?K+\".\"+t+\":\"+e:K+\":\"+e},Q.prototype.fetchEventData=function(){var t=L(\"localStorage\"),e=this.getStorageKey(),r=this.getStorageKey(\"uuid\");if(t)try{var n=self.localStorage.getItem(e);n&&(this.eventData=JSON.parse(n));var 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r=this.queue.shift(),n=r.id,i=r.timestamp;n&&this.success[n]||(this.anonId||this.fetchEventData(),v(this.anonId)||(this.anonId=d()),this.postEvent(i,{skuToken:this.skuToken},(function(t){t||n&&(e.success[n]=!0)}),t))}},e}(Q),nt=function(t){function e(e){t.call(this,\"appUserTurnstile\"),this._customAccessToken=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.postTurnstileEvent=function(t,e){B.EVENTS_URL&&B.ACCESS_TOKEN&&Array.isArray(t)&&t.some((function(t){return G(t)||Y(t)}))&&this.queueRequest(Date.now(),e)},e.prototype.processRequests=function(t){var e=this;if(!this.pendingRequest&&0!==this.queue.length){this.anonId&&this.eventData.lastSuccess&&this.eventData.tokenU||this.fetchEventData();var r=$(B.ACCESS_TOKEN),n=r?r.u:B.ACCESS_TOKEN,i=n!==this.eventData.tokenU;v(this.anonId)||(this.anonId=d(),i=!0);var a=this.queue.shift();if(this.eventData.lastSuccess){var o=new Date(this.eventData.lastSuccess),s=new 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n(t){return(t=Math.round(t))<0?0:t>255?255:t}function i(t){return t<0?0:t>1?1:t}function a(t){return\"%\"===t[t.length-1]?n(parseFloat(t)/100*255):n(parseInt(t))}function o(t){return\"%\"===t[t.length-1]?i(parseFloat(t)/100):i(parseFloat(t))}function s(t,e,r){return r<0?r+=1:r>1&&(r-=1),6*r<1?t+(e-t)*r*6:2*r<1?e:3*r<2?t+(e-t)*(2/3-r)*6:t}try{e.parseCSSColor=function(t){var e,i=t.replace(/ /g,\"\").toLowerCase();if(i in r)return r[i].slice();if(\"#\"===i[0])return 4===i.length?(e=parseInt(i.substr(1),16))>=0&&e<=4095?[(3840&e)>>4|(3840&e)>>8,240&e|(240&e)>>4,15&e|(15&e)<<4,1]:null:7===i.length&&(e=parseInt(i.substr(1),16))>=0&&e<=16777215?[(16711680&e)>>16,(65280&e)>>8,255&e,1]:null;var l=i.indexOf(\"(\"),u=i.indexOf(\")\");if(-1!==l&&u+1===i.length){var c=i.substr(0,l),f=i.substr(l+1,u-(l+1)).split(\",\"),h=1;switch(c){case\"rgba\":if(4!==f.length)return null;h=o(f.pop());case\"rgb\":return 3!==f.length?null:[a(f[0]),a(f[1]),a(f[2]),h];case\"hsla\":if(4!==f.length)return 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se=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\"})};se.prototype.compare=function(t,e){return this.collator.compare(t,e)},se.prototype.resolvedLocale=function(){return new Intl.Collator(this.locale?this.locale:[]).resolvedOptions().locale};var le=function(t,e,r,n,i){this.text=t,this.image=e,this.scale=r,this.fontStack=n,this.textColor=i},ue=function(t){this.sections=t};ue.fromString=function(t){return new ue([new le(t,null,null,null,null)])},ue.prototype.isEmpty=function(){return 0===this.sections.length||!this.sections.some((function(t){return 0!==t.text.length||t.image&&0!==t.image.name.length}))},ue.factory=function(t){return t instanceof ue?t:ue.fromString(t)},ue.prototype.toString=function(){return 0===this.sections.length?\"\":this.sections.map((function(t){return t.text})).join(\"\")},ue.prototype.serialize=function(){for(var t=[\"format\"],e=0,r=this.sections;e<r.length;e+=1){var n=r[e];if(n.image)t.push([\"image\",n.image.name]);else{t.push(n.text);var i={};n.fontStack&&(i[\"text-font\"]=[\"literal\",n.fontStack.split(\",\")]),n.scale&&(i[\"font-scale\"]=n.scale),n.textColor&&(i[\"text-color\"]=[\"rgba\"].concat(n.textColor.toArray())),t.push(i)}}return t};var ce=function(t){this.name=t.name,this.available=t.available};function fe(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 he(t){if(null===t)return!0;if(\"string\"==typeof t)return!0;if(\"boolean\"==typeof t)return!0;if(\"number\"==typeof t)return!0;if(t instanceof oe)return!0;if(t instanceof se)return!0;if(t 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ve=function(t,e){this.type=t,this.value=e};ve.parse=function(t,e){if(2!==t.length)return e.error(\"'literal' expression requires exactly one argument, but found \"+(t.length-1)+\" instead.\");if(!he(t[1]))return e.error(\"invalid value\");var r=t[1],n=pe(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 ve(n,r)},ve.prototype.evaluate=function(){return this.value},ve.prototype.eachChild=function(){},ve.prototype.outputDefined=function(){return!0},ve.prototype.serialize=function(){return\"array\"===this.type.kind||\"object\"===this.type.kind?[\"literal\",this.value]:this.value instanceof oe?[\"rgba\"].concat(this.value.toArray()):this.value instanceof ue?this.value.serialize():this.value};var ge=function(t){this.name=\"ExpressionEvaluationError\",this.message=t};ge.prototype.toJSON=function(){return this.message};var ye={string:qt,number:Ht,boolean:Gt,object:Yt},me=function(t,e){this.type=t,this.args=e};me.parse=function(t,e){if(t.length<2)return e.error(\"Expected at least one argument.\");var r,n=1,i=t[0];if(\"array\"===i){var a,o;if(t.length>2){var s=t[1];if(\"string\"!=typeof s||!(s in ye)||\"object\"===s)return e.error('The item type argument of \"array\" must be one of string, number, boolean',1);a=ye[s],n++}else a=Wt;if(t.length>3){if(null!==t[2]&&(\"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);o=t[2],n++}r=$t(a,o)}else r=ye[i];for(var l=[];n<t.length;n++){var u=e.parse(t[n],n,Wt);if(!u)return null;l.push(u)}return new me(r,l)},me.prototype.evaluate=function(t){for(var e=0;e<this.args.length;e++){var r=this.args[e].evaluate(t);if(!ee(this.type,pe(r)))return r;if(e===this.args.length-1)throw new ge(\"Expected value to be of type \"+Qt(this.type)+\", but found \"+Qt(pe(r))+\" instead.\")}return null},me.prototype.eachChild=function(t){this.args.forEach(t)},me.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},me.prototype.serialize=function(){var t=this.type,e=[t.kind];if(\"array\"===t.kind){var r=t.itemType;if(\"string\"===r.kind||\"number\"===r.kind||\"boolean\"===r.kind){e.push(r.kind);var n=t.N;(\"number\"==typeof n||this.args.length>1)&&e.push(n)}}return e.concat(this.args.map((function(t){return t.serialize()})))};var xe=function(t){this.type=Jt,this.sections=t};xe.parse=function(t,e){if(t.length<2)return e.error(\"Expected at least one argument.\");var r=t[1];if(!Array.isArray(r)&&\"object\"==typeof r)return e.error(\"First argument must be an image or text section.\");for(var n=[],i=!1,a=1;a<=t.length-1;++a){var o=t[a];if(i&&\"object\"==typeof o&&!Array.isArray(o)){i=!1;var s=null;if(o[\"font-scale\"]&&!(s=e.parse(o[\"font-scale\"],1,Ht)))return null;var l=null;if(o[\"text-font\"]&&!(l=e.parse(o[\"text-font\"],1,$t(qt))))return null;var u=null;if(o[\"text-color\"]&&!(u=e.parse(o[\"text-color\"],1,Zt)))return null;var c=n[n.length-1];c.scale=s,c.font=l,c.textColor=u}else{var f=e.parse(t[a],1,Wt);if(!f)return null;var h=f.type.kind;if(\"string\"!==h&&\"value\"!==h&&\"null\"!==h&&\"resolvedImage\"!==h)return e.error(\"Formatted text type must be 'string', 'value', 'image' or 'null'.\");i=!0,n.push({content:f,scale:null,font:null,textColor:null})}}return new xe(n)},xe.prototype.evaluate=function(t){return new ue(this.sections.map((function(e){var r=e.content.evaluate(t);return pe(r)===Kt?new le(\"\",r,null,null,null):new le(de(r),null,e.scale?e.scale.evaluate(t):null,e.font?e.font.evaluate(t).join(\",\"):null,e.textColor?e.textColor.evaluate(t):null)})))},xe.prototype.eachChild=function(t){for(var e=0,r=this.sections;e<r.length;e+=1){var n=r[e];t(n.content),n.scale&&t(n.scale),n.font&&t(n.font),n.textColor&&t(n.textColor)}},xe.prototype.outputDefined=function(){return!1},xe.prototype.serialize=function(){for(var t=[\"format\"],e=0,r=this.sections;e<r.length;e+=1){var n=r[e];t.push(n.content.serialize());var i={};n.scale&&(i[\"font-scale\"]=n.scale.serialize()),n.font&&(i[\"text-font\"]=n.font.serialize()),n.textColor&&(i[\"text-color\"]=n.textColor.serialize()),t.push(i)}return t};var be=function(t){this.type=Kt,this.input=t};be.parse=function(t,e){if(2!==t.length)return e.error(\"Expected two arguments.\");var r=e.parse(t[1],1,qt);return r?new be(r):e.error(\"No image name provided.\")},be.prototype.evaluate=function(t){var e=this.input.evaluate(t),r=ce.fromString(e);return r&&t.availableImages&&(r.available=t.availableImages.indexOf(e)>-1),r},be.prototype.eachChild=function(t){t(this.input)},be.prototype.outputDefined=function(){return!1},be.prototype.serialize=function(){return[\"image\",this.input.serialize()]};var 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a=Je(e,n),o=e[a],s=e[a+1],l=xr.interpolationFactor(this.interpolation,n,o,s),u=r[a].evaluate(t),c=r[a+1].evaluate(t);return\"interpolate\"===this.operator?Qe[this.type.kind.toLowerCase()](u,c,l):\"interpolate-hcl\"===this.operator?yr.reverse(yr.interpolate(yr.forward(u),yr.forward(c),l)):gr.reverse(gr.interpolate(gr.forward(u),gr.forward(c),l))},xr.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1)t(r[e])},xr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},xr.prototype.serialize=function(){var t;t=\"linear\"===this.interpolation.name?[\"linear\"]:\"exponential\"===this.interpolation.name?1===this.interpolation.base?[\"linear\"]:[\"exponential\",this.interpolation.base]:[\"cubic-bezier\"].concat(this.interpolation.controlPoints);for(var e=[this.operator,t,this.input.serialize()],r=0;r<this.labels.length;r++)e.push(this.labels[r],this.outputs[r].serialize());return e};var _r=function(t,e){this.type=t,this.args=e};_r.parse=function(t,e){if(t.length<2)return e.error(\"Expectected at least one argument.\");var r=null,n=e.expectedType;n&&\"value\"!==n.kind&&(r=n);for(var i=[],a=0,o=t.slice(1);a<o.length;a+=1){var s=o[a],l=e.parse(s,1+i.length,r,void 0,{typeAnnotation:\"omit\"});if(!l)return null;r=r||l.type,i.push(l)}var u=n&&i.some((function(t){return ee(n,t.type)}));return new _r(u?Wt:r,i)},_r.prototype.evaluate=function(t){for(var e,r=null,n=0,i=0,a=this.args;i<a.length&&(n++,(r=a[i].evaluate(t))&&r instanceof ce&&!r.available&&(e||(e=r.name),r=null,n===this.args.length&&(r=e)),null===r);i+=1);return r},_r.prototype.eachChild=function(t){this.args.forEach(t)},_r.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},_r.prototype.serialize=function(){var t=[\"coalesce\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var wr=function(t,e){this.type=e.type,this.bindings=[].concat(t),this.result=e};wr.prototype.evaluate=function(t){return this.result.evaluate(t)},wr.prototype.eachChild=function(t){for(var e=0,r=this.bindings;e<r.length;e+=1)t(r[e][1]);t(this.result)},wr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found \"+(t.length-1)+\" instead.\");for(var r=[],n=1;n<t.length-1;n+=2){var i=t[n];if(\"string\"!=typeof i)return e.error(\"Expected string, but found \"+typeof i+\" instead.\",n);if(/[^a-zA-Z0-9_]/.test(i))return e.error(\"Variable names must contain only alphanumeric characters or '_'.\",n);var a=e.parse(t[n+1],n+1);if(!a)return null;r.push([i,a])}var o=e.parse(t[t.length-1],t.length-1,e.expectedType,r);return o?new wr(r,o):null},wr.prototype.outputDefined=function(){return this.result.outputDefined()},wr.prototype.serialize=function(){for(var t=[\"let\"],e=0,r=this.bindings;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t.push(i,a.serialize())}return 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kr=function(t,e){this.type=Gt,this.needle=t,this.haystack=e};kr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Wt),n=e.parse(t[2],2,Wt);return r&&n?re(r.type,[Gt,qt,Ht,Vt,Wt])?new kr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Qt(r.type)+\" instead\"):null},kr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!ne(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ge(\"Expected first argument to be of type boolean, string, number or null, but found \"+Qt(pe(e))+\" instead.\");if(!ne(r,[\"string\",\"array\"]))throw new ge(\"Expected second argument to be of type array or string, but found \"+Qt(pe(r))+\" instead.\");return r.indexOf(e)>=0},kr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},kr.prototype.outputDefined=function(){return!0},kr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var Ar=function(t,e,r){this.type=Ht,this.needle=t,this.haystack=e,this.fromIndex=r};Ar.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Wt),n=e.parse(t[2],2,Wt);if(!r||!n)return null;if(!re(r.type,[Gt,qt,Ht,Vt,Wt]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Qt(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Ht);return i?new Ar(r,n,i):null}return new Ar(r,n)},Ar.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!ne(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ge(\"Expected first argument to be of type boolean, string, number or 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Er(r.type,r,n)},Er.prototype.evaluate=function(t){var e=this.input.evaluate(t),r=this.beginIndex.evaluate(t);if(!ne(e,[\"string\",\"array\"]))throw new ge(\"Expected first argument to be of type array or string, but found \"+Qt(pe(e))+\" instead.\");if(this.endIndex){var n=this.endIndex.evaluate(t);return e.slice(r,n)}return e.slice(r)},Er.prototype.eachChild=function(t){t(this.input),t(this.beginIndex),this.endIndex&&t(this.endIndex)},Er.prototype.outputDefined=function(){return!1},Er.prototype.serialize=function(){if(null!=this.endIndex&&void 0!==this.endIndex){var t=this.endIndex.serialize();return[\"slice\",this.input.serialize(),this.beginIndex.serialize(),t]}return[\"slice\",this.input.serialize(),this.beginIndex.serialize()]};var Or=Pr(\"==\",(function(t,e,r){return e===r}),Cr),Ir=Pr(\"!=\",(function(t,e,r){return e!==r}),(function(t,e,r,n){return!Cr(0,e,r,n)})),Dr=Pr(\"<\",(function(t,e,r){return e<r}),(function(t,e,r,n){return 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e=[],a=t.value,s=t.key;if(\"array\"!==Jr(a))return[new zt(s,a,\"array expected, \"+Jr(a)+\" found\")];if(2!==a.length)return[new zt(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(u){if(\"object\"!==Jr(a[0]))return[new zt(s,a,\"object expected, \"+Jr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new zt(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new zt(s,a,\"object stop key must have value\")];if(n&&n>Bt(a[0].zoom))return[new zt(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Bt(a[0].zoom)!==n&&(n=Bt(a[0].zoom),r=void 0,o={}),e=e.concat(dn({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:gn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return sn(Nt(a[1]))?e.concat([new zt(s+\"[1]\",a[1],\"expressions are not allowed in function 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t.length<=1?\"any\"!==r:\"==\"===r?Mn(t[1],t[2],\"==\"):\"!=\"===r?Ln(Mn(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?Mn(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(An))):\"all\"===r?[\"all\"].concat(t.slice(1).map(An)):\"none\"===r?[\"all\"].concat(t.slice(1).map(An).map(Ln)):\"in\"===r?Sn(t[1],t.slice(2)):\"!in\"===r?Ln(Sn(t[1],t.slice(2))):\"has\"===r?En(t[1]):\"!has\"===r?Ln(En(t[1])):\"within\"!==r||t}function Mn(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function Sn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(Tn)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function 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r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return Un({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var u,c=t.valueSpec||s[o];if(!c)return[new zt(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Jr(a)&&Yr(c)&&!c.tokens&&(u=/^{([^}]+)}$/.exec(a)))return[new zt(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(u[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new zt(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&Kr(Nt(a))&&\"identity\"===Bt(a.type)&&f.push(new zt(r,a,'\"text-font\" does not support identity 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h=i.sources&&i.sources[r.source],p=h&&Bt(h.type);h?\"vector\"===p&&\"raster\"===s?e.push(new zt(n,r.source,'layer \"'+r.id+'\" requires a raster source')):\"raster\"===p&&\"raster\"!==s?e.push(new zt(n,r.source,'layer \"'+r.id+'\" requires a vector source')):\"vector\"!==p||r[\"source-layer\"]?\"raster-dem\"===p&&\"hillshade\"!==s?e.push(new zt(n,r.source,\"raster-dem source can only be used with layer type 'hillshade'.\")):\"line\"!==s||!r.paint||!r.paint[\"line-gradient\"]||\"geojson\"===p&&h.lineMetrics||e.push(new zt(n,r,'layer \"'+r.id+'\" specifies a line-gradient, which requires a GeoJSON source with `lineMetrics` enabled.')):e.push(new zt(n,r,'layer \"'+r.id+'\" must specify a \"source-layer\"')):e.push(new zt(n,r.source,'source \"'+r.source+'\" not found'))}else e.push(new zt(n,r,'missing required property \"source\"'));return e=e.concat(dn({key:n,value:r,valueSpec:a.layer,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{\"*\":function(){return[]},type:function(){return Un({key:n+\".type\",value:r.type,valueSpec:a.layer.type,style:t.style,styleSpec:t.styleSpec,object:r,objectKey:\"type\"})},filter:Cn,layout:function(t){return dn({layer:r,key:t.key,value:t.value,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{\"*\":function(t){return Dn(Ft({layerType:s},t))}}})},paint:function(t){return dn({layer:r,key:t.key,value:t.value,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{\"*\":function(t){return In(Ft({layerType:s},t))}}})}}})),e}function Rn(t){var e=t.value,r=t.key,n=Jr(e);return\"string\"!==n?[new zt(r,e,\"string expected, \"+n+\" found\")]:[]}var Fn={promoteId:function(t){var e=t.key,r=t.value;if(\"string\"===Jr(r))return Rn({key:e,value:r});var n=[];for(var i in r)n.push.apply(n,Rn({key:e+\".\"+i,value:r[i]}));return n}};function Bn(t){var e=t.value,r=t.key,n=t.styleSpec,i=t.style;if(!e.type)return[new zt(r,e,'\"type\" is required')];var a,o=Bt(e.type);switch(o){case\"vector\":case\"raster\":case\"raster-dem\":return dn({key:r,value:e,valueSpec:n[\"source_\"+o.replace(\"-\",\"_\")],style:t.style,styleSpec:n,objectElementValidators:Fn});case\"geojson\":if(a=dn({key:r,value:e,valueSpec:n.source_geojson,style:i,styleSpec:n,objectElementValidators:Fn}),e.cluster)for(var s in e.clusterProperties){var l=e.clusterProperties[s],u=l[0],c=l[1],f=\"string\"==typeof u?[u,[\"accumulated\"],[\"get\",s]]:u;a.push.apply(a,mn({key:r+\".\"+s+\".map\",value:c,expressionContext:\"cluster-map\"})),a.push.apply(a,mn({key:r+\".\"+s+\".reduce\",value:f,expressionContext:\"cluster-reduce\"}))}return a;case\"video\":return dn({key:r,value:e,valueSpec:n.source_video,style:i,styleSpec:n});case\"image\":return dn({key:r,value:e,valueSpec:n.source_image,style:i,styleSpec:n});case\"canvas\":return[new zt(r,null,\"Please use runtime APIs to add canvas sources, rather than including them in stylesheets.\",\"source.canvas\")];default:return xn({key:r+\".type\",value:e.type,valueSpec:{values:[\"vector\",\"raster\",\"raster-dem\",\"geojson\",\"video\",\"image\"]},style:i,styleSpec:n})}}function Nn(t){var e=t.value,r=t.styleSpec,n=r.light,i=t.style,a=[],o=Jr(e);if(void 0===e)return a;if(\"object\"!==o)return a.concat([new zt(\"light\",e,\"object expected, \"+o+\" found\")]);for(var s in e){var l=s.match(/^(.*)-transition$/);a=l&&n[l[1]]&&n[l[1]].transition?a.concat(Un({key:s,value:e[s],valueSpec:r.transition,style:i,styleSpec:r})):n[s]?a.concat(Un({key:s,value:e[s],valueSpec:n[s],style:i,styleSpec:r})):a.concat([new zt(s,e[s],'unknown property \"'+s+'\"')])}return a}var jn={\"*\":function(){return[]},array:vn,boolean:function(t){var e=t.value,r=t.key,n=Jr(e);return\"boolean\"!==n?[new zt(r,e,\"boolean expected, \"+n+\" found\")]:[]},number:gn,color:function(t){var e=t.key,r=t.value,n=Jr(r);return\"string\"!==n?[new zt(e,r,\"color 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o=i[$n+a],s=i[$n+a+1];n.push(o===s?null:i.subarray(o,s))}var l=i[$n+n.length],u=i[$n+n.length+1];this.keys=i.subarray(l,u),this.bboxes=i.subarray(u),this.insert=this._insertReadonly}else{this.d=e+2*r;for(var c=0;c<this.d*this.d;c++)n.push([]);this.keys=[],this.bboxes=[]}this.n=e,this.extent=t,this.padding=r,this.scale=e/t,this.uid=0;var f=r/e*t;this.min=-f,this.max=t+f}Qn.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)},Qn.prototype._insertReadonly=function(){throw\"Cannot insert into a GridIndex created from an ArrayBuffer.\"},Qn.prototype._insertCell=function(t,e,r,n,i,a){this.cells[i].push(a)},Qn.prototype.query=function(t,e,r,n,i){var a=this.min,o=this.max;if(t<=a&&e<=a&&o<=r&&o<=n&&!i)return Array.prototype.slice.call(this.keys);var s=[];return this._forEachCell(t,e,r,n,this._queryCell,s,{},i),s},Qn.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=this.cells[i];if(null!==l)for(var u=this.keys,c=this.bboxes,f=0;f<l.length;f++){var h=l[f];if(void 0===o[h]){var p=4*h;(s?s(c[p+0],c[p+1],c[p+2],c[p+3]):t<=c[p+2]&&e<=c[p+3]&&r>=c[p+0]&&n>=c[p+1])?(o[h]=!0,a.push(u[h])):o[h]=!1}}},Qn.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToCellCoord(t),u=this._convertToCellCoord(e),c=this._convertToCellCoord(r),f=this._convertToCellCoord(n),h=l;h<=c;h++)for(var p=u;p<=f;p++){var d=this.d*p+h;if((!s||s(this._convertFromCellCoord(h),this._convertFromCellCoord(p),this._convertFromCellCoord(h+1),this._convertFromCellCoord(p+1)))&&i.call(this,t,e,r,n,d,a,o,s))return}},Qn.prototype._convertFromCellCoord=function(t){return(t-this.padding)/this.scale},Qn.prototype._convertToCellCoord=function(t){return Math.max(0,Math.min(this.d-1,Math.floor(t*this.scale)+this.padding))},Qn.prototype.toArrayBuffer=function(){if(this.arrayBuffer)return this.arrayBuffer;for(var t=this.cells,e=$n+this.cells.length+1+1,r=0,n=0;n<this.cells.length;n++)r+=this.cells[n].length;var i=new Int32Array(e+r+this.keys.length+this.bboxes.length);i[0]=this.extent,i[1]=this.n,i[2]=this.padding;for(var a=e,o=0;o<t.length;o++){var s=t[o];i[$n+o]=a,i.set(s,a),a+=s.length}return i[$n+t.length]=a,i.set(this.keys,a),a+=this.keys.length,i[$n+t.length+1]=a,i.set(this.bboxes,a),a+=this.bboxes.length,i.buffer};var ti=self.ImageData,ei=self.ImageBitmap,ri={};function ni(t,e,r){void 0===r&&(r={}),Object.defineProperty(e,\"_classRegistryKey\",{value:t,writeable:!1}),ri[t]={klass:e,omit:r.omit||[],shallow:r.shallow||[]}}for(var ii in ni(\"Object\",Object),Kn.serialize=function(t,e){var r=t.toArrayBuffer();return e&&e.push(r),{buffer:r}},Kn.deserialize=function(t){return new Kn(t.buffer)},ni(\"Grid\",Kn),ni(\"Color\",oe),ni(\"Error\",Error),ni(\"ResolvedImage\",ce),ni(\"StylePropertyFunction\",hn),ni(\"StyleExpression\",on,{omit:[\"_evaluator\"]}),ni(\"ZoomDependentExpression\",cn),ni(\"ZoomConstantExpression\",un),ni(\"CompoundExpression\",Ae,{omit:[\"_evaluate\"]}),jr)jr[ii]._classRegistryKey||ni(\"Expression_\"+ii,jr[ii]);function ai(t){return t&&\"undefined\"!=typeof ArrayBuffer&&(t instanceof ArrayBuffer||t.constructor&&\"ArrayBuffer\"===t.constructor.name)}function oi(t){return ei&&t instanceof ei}function si(t,e){if(null==t||\"boolean\"==typeof t||\"number\"==typeof t||\"string\"==typeof t||t instanceof Boolean||t instanceof Number||t instanceof String||t instanceof Date||t instanceof RegExp)return t;if(ai(t)||oi(t))return e&&e.push(t),t;if(ArrayBuffer.isView(t)){var r=t;return e&&e.push(r.buffer),r}if(t instanceof ti)return e&&e.push(t.data.buffer),t;if(Array.isArray(t)){for(var n=[],i=0,a=t;i<a.length;i+=1){var o=a[i];n.push(si(o,e))}return n}if(\"object\"==typeof t){var s=t.constructor,l=s._classRegistryKey;if(!l)throw new Error(\"can't serialize object of unregistered class\");var u=s.serialize?s.serialize(t,e):{};if(!s.serialize){for(var c in t)if(t.hasOwnProperty(c)&&!(ri[l].omit.indexOf(c)>=0)){var f=t[c];u[c]=ri[l].shallow.indexOf(c)>=0?f:si(f,e)}t instanceof Error&&(u.message=t.message)}if(u.$name)throw new Error(\"$name property is reserved for worker serialization logic.\");return\"Object\"!==l&&(u.$name=l),u}throw new Error(\"can't serialize object of type \"+typeof t)}function li(t){if(null==t||\"boolean\"==typeof t||\"number\"==typeof t||\"string\"==typeof t||t instanceof Boolean||t instanceof Number||t instanceof String||t instanceof Date||t instanceof RegExp||ai(t)||oi(t)||ArrayBuffer.isView(t)||t instanceof ti)return t;if(Array.isArray(t))return t.map(li);if(\"object\"==typeof t){var e=t.$name||\"Object\",r=ri[e].klass;if(!r)throw new Error(\"can't deserialize unregistered class 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Aboriginal Syllabics\":function(t){return t>=5120&&t<=5759},Khmer:function(t){return t>=6016&&t<=6143},\"Unified Canadian Aboriginal Syllabics Extended\":function(t){return t>=6320&&t<=6399},\"General Punctuation\":function(t){return t>=8192&&t<=8303},\"Letterlike Symbols\":function(t){return t>=8448&&t<=8527},\"Number Forms\":function(t){return t>=8528&&t<=8591},\"Miscellaneous Technical\":function(t){return t>=8960&&t<=9215},\"Control Pictures\":function(t){return t>=9216&&t<=9279},\"Optical Character Recognition\":function(t){return t>=9280&&t<=9311},\"Enclosed Alphanumerics\":function(t){return t>=9312&&t<=9471},\"Geometric Shapes\":function(t){return t>=9632&&t<=9727},\"Miscellaneous Symbols\":function(t){return t>=9728&&t<=9983},\"Miscellaneous Symbols and Arrows\":function(t){return t>=11008&&t<=11263},\"CJK Radicals Supplement\":function(t){return t>=11904&&t<=12031},\"Kangxi Radicals\":function(t){return t>=12032&&t<=12255},\"Ideographic Description 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t&&t.indexOf(\"NetworkError\")>-1&&(Ti=_i),wi&&wi(t)};function Mi(){Si.fire(new Pt(\"pluginStateChange\",{pluginStatus:Ti,pluginURL:ki}))}var Si=new It,Ei=function(){return Ti},Li=function(){if(Ti!==mi||!ki)throw new Error(\"rtl-text-plugin cannot be downloaded unless a pluginURL is specified\");Ti=xi,Mi(),ki&&kt({url:ki},(function(t){t?Ai(t):(Ti=bi,Mi())}))},Ci={applyArabicShaping:null,processBidirectionalText:null,processStyledBidirectionalText:null,isLoaded:function(){return Ti===bi||null!=Ci.applyArabicShaping},isLoading:function(){return Ti===xi},setState:function(t){Ti=t.pluginStatus,ki=t.pluginURL},isParsed:function(){return null!=Ci.applyArabicShaping&&null!=Ci.processBidirectionalText&&null!=Ci.processStyledBidirectionalText},getPluginURL:function(){return ki}},Pi=function(t,e){this.zoom=t,e?(this.now=e.now,this.fadeDuration=e.fadeDuration,this.zoomHistory=e.zoomHistory,this.transition=e.transition):(this.now=0,this.fadeDuration=0,this.zoomHistory=new 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b(this._values[t].transition)},Di.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ii(this._values[t].property)),this._values[t].transition=b(e)||void 0},Di.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},Di.prototype.transitioned=function(t,e){for(var r=new Ri(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},Di.prototype.untransitioned=function(){for(var t=new Ri(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var zi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};zi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var Ri=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};Ri.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Ni(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},Ri.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var Fi=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};Fi.prototype.getValue=function(t){return b(this._values[t].value)},Fi.prototype.setValue=function(t,e){this._values[t]=new Oi(this._values[t].property,null===e?void 0:b(e))},Fi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},Fi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Ni(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var Bi=function(t,e,r){this.property=t,this.value=e,this.parameters=r};Bi.prototype.isConstant=function(){return\"constant\"===this.value.kind},Bi.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},Bi.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var Ni=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};Ni.prototype.get=function(t){return this._values[t]};var ji=function(t){this.specification=t};ji.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},ji.prototype.interpolate=function(t,e,r){var n=Qe[this.specification.type];return n?n(t,e,r):t};var Ui=function(t,e){this.specification=t,this.overrides=e};Ui.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new Bi(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new Bi(this,t.expression,e)},Ui.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new Bi(this,{kind:\"constant\",value:void 0},t.parameters);var n=Qe[this.specification.type];return n?new Bi(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Ui.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var Vi=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(t,e,r,n){if(void 0===t.value)return new Bi(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new Bi(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new Bi(this,{kind:\"constant\",value:s},e)}return new Bi(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Ui),Hi=function(t){this.specification=t};Hi.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new Pi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new Pi(Math.floor(e.zoom),e)),t.expression.evaluate(new Pi(Math.floor(e.zoom+1),e)),e)}},Hi.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},Hi.prototype.interpolate=function(t){return t};var qi=function(t){this.specification=t};qi.prototype.possiblyEvaluate=function(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)},qi.prototype.interpolate=function(){return!1};var Gi=function(t){for(var e in this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[],t){var r=t[e];r.specification.overridable&&this.overridableProperties.push(e);var n=this.defaultPropertyValues[e]=new Oi(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new Ii(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}};ni(\"DataDrivenProperty\",Ui),ni(\"DataConstantProperty\",ji),ni(\"CrossFadedDataDrivenProperty\",Vi),ni(\"CrossFadedProperty\",Hi),ni(\"ColorRampProperty\",qi);var Zi=\"-transition\",Yi=function(t){function e(e,r){if(t.call(this),this.id=e.id,this.type=e.type,this._featureFilter={filter:function(){return!0},needGeometry:!1},\"custom\"!==e.type&&(this.metadata=e.metadata,this.minzoom=e.minzoom,this.maxzoom=e.maxzoom,\"background\"!==e.type&&(this.source=e.source,this.sourceLayer=e[\"source-layer\"],this.filter=e.filter),r.layout&&(this._unevaluatedLayout=new Fi(r.layout)),r.paint)){for(var n in this._transitionablePaint=new Di(r.paint),e.paint)this.setPaintProperty(n,e.paint[n],{validate:!1});for(var i in e.layout)this.setLayoutProperty(i,e.layout[i],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new Ni(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate(Xn,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return y(t,Zi)?this._transitionablePaint.getTransition(t.slice(0,-11)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Wn,n,t,e,r))return!1}if(y(t,Zi))return this._transitionablePaint.setTransition(t.slice(0,-11),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),x(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&Jn(this,t.call(Zn,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Dt,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof Bi&&Yr(e.property.specification)&&(\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent)return!0}return!1},e}(It),Wi={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},Xi=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Ji=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function Ki(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Wi[i].BYTES_PER_ELEMENT),o=r=$i(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:$i(r,Math.max(n,e)),alignment:e}}function $i(t,e){return Math.ceil(t/e)*e}Ji.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Ji.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},Ji.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Ji.prototype.clear=function(){this.length=0},Ji.prototype.resize=function(t){this.reserve(t),this.length=t},Ji.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)}},Ji.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};var Qi=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){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t},e}(Ji);Qi.prototype.bytesPerElement=4,ni(\"StructArrayLayout2i4\",Qi);var ta=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 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this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Ji);ea.prototype.bytesPerElement=12,ni(\"StructArrayLayout2i4i12\",ea);var ra=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;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Ji);ra.prototype.bytesPerElement=8,ni(\"StructArrayLayout2i4ub8\",ra);var na=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,n,i,a,o,s,l,u){var c=this.length;return this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l,u)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,u,c){var f=9*t,h=18*t;return this.uint16[f+0]=e,this.uint16[f+1]=r,this.uint16[f+2]=n,this.uint16[f+3]=i,this.uint16[f+4]=a,this.uint16[f+5]=o,this.uint16[f+6]=s,this.uint16[f+7]=l,this.uint8[h+16]=u,this.uint8[h+17]=c,t},e}(Ji);na.prototype.bytesPerElement=18,ni(\"StructArrayLayout8ui2ub18\",na);var ia=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,l,u,c,f){var h=this.length;return this.resize(h+1),this.emplace(h,t,e,r,n,i,a,o,s,l,u,c,f)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,u,c,f,h){var p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=u,this.int16[p+9]=c,this.int16[p+10]=f,this.int16[p+11]=h,t},e}(Ji);ia.prototype.bytesPerElement=24,ni(\"StructArrayLayout4i4ui4i24\",ia);var aa=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;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t},e}(Ji);aa.prototype.bytesPerElement=12,ni(\"StructArrayLayout3f12\",aa);var oa=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;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint32[r+0]=e,t},e}(Ji);oa.prototype.bytesPerElement=4,ni(\"StructArrayLayout1ul4\",oa);var sa=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){var u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,u){var c=10*t,f=5*t;return this.int16[c+0]=e,this.int16[c+1]=r,this.int16[c+2]=n,this.int16[c+3]=i,this.int16[c+4]=a,this.int16[c+5]=o,this.uint32[f+3]=s,this.uint16[c+8]=l,this.uint16[c+9]=u,t},e}(Ji);sa.prototype.bytesPerElement=20,ni(\"StructArrayLayout6i1ul2ui20\",sa);var la=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;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Ji);la.prototype.bytesPerElement=12,ni(\"StructArrayLayout2i2i2i12\",la);var ua=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),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i){var a=this.length;return this.resize(a+1),this.emplace(a,t,e,r,n,i)},e.prototype.emplace=function(t,e,r,n,i,a){var o=4*t,s=8*t;return this.float32[o+0]=e,this.float32[o+1]=r,this.float32[o+2]=n,this.int16[s+6]=i,this.int16[s+7]=a,t},e}(Ji);ua.prototype.bytesPerElement=16,ni(\"StructArrayLayout2f1f2i16\",ua);var ca=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;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=12*t,o=3*t;return this.uint8[a+0]=e,this.uint8[a+1]=r,this.float32[o+1]=n,this.float32[o+2]=i,t},e}(Ji);ca.prototype.bytesPerElement=12,ni(\"StructArrayLayout2ub2f12\",ca);var fa=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;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return 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this.int16[m+0]=e,this.int16[m+1]=r,this.uint16[m+2]=n,this.uint16[m+3]=i,this.uint32[x+2]=a,this.uint32[x+3]=o,this.uint32[x+4]=s,this.uint16[m+10]=l,this.uint16[m+11]=u,this.uint16[m+12]=c,this.float32[x+7]=f,this.float32[x+8]=h,this.uint8[b+36]=p,this.uint8[b+37]=d,this.uint8[b+38]=v,this.uint32[x+10]=g,this.int16[m+22]=y,t},e}(Ji);ha.prototype.bytesPerElement=48,ni(\"StructArrayLayout2i2ui3ul3ui2f3ub1ul1i48\",ha);var pa=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,u,c,f,h,p,d,v,g,y,m,x,b,_,w,T,k,A,M,S){var E=this.length;return this.resize(E+1),this.emplace(E,t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v,g,y,m,x,b,_,w,T,k,A,M,S)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v,g,y,m,x,b,_,w,T,k,A,M,S,E){var L=34*t,C=17*t;return this.int16[L+0]=e,this.int16[L+1]=r,this.int16[L+2]=n,this.int16[L+3]=i,this.int16[L+4]=a,this.int16[L+5]=o,this.int16[L+6]=s,this.int16[L+7]=l,this.uint16[L+8]=u,this.uint16[L+9]=c,this.uint16[L+10]=f,this.uint16[L+11]=h,this.uint16[L+12]=p,this.uint16[L+13]=d,this.uint16[L+14]=v,this.uint16[L+15]=g,this.uint16[L+16]=y,this.uint16[L+17]=m,this.uint16[L+18]=x,this.uint16[L+19]=b,this.uint16[L+20]=_,this.uint16[L+21]=w,this.uint16[L+22]=T,this.uint32[C+12]=k,this.float32[C+13]=A,this.float32[C+14]=M,this.float32[C+15]=S,this.float32[C+16]=E,t},e}(Ji);pa.prototype.bytesPerElement=68,ni(\"StructArrayLayout8i15ui1ul4f68\",pa);var da=function(t){function e(){t.apply(this,arguments)}return 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this.float32[a+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,this.float32[a+3]=i,t},e}(Ji);ba.prototype.bytesPerElement=16,ni(\"StructArrayLayout4f16\",ba);var _a=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},anchorPoint:{configurable:!0}};return r.anchorPointX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorPointY.get=function(){return this._structArray.int16[this._pos2+1]},r.x1.get=function(){return this._structArray.int16[this._pos2+2]},r.y1.get=function(){return this._structArray.int16[this._pos2+3]},r.x2.get=function(){return this._structArray.int16[this._pos2+4]},r.y2.get=function(){return 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this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}(Xi);Ta.prototype.size=48;var ka=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 Ta(this,t)},e}(ha);ni(\"PlacedSymbolArray\",ka);var Aa=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},rightJustifiedTextSymbolIndex:{configurable:!0},centerJustifiedTextSymbolIndex:{configurable:!0},leftJustifiedTextSymbolIndex:{configurable:!0},verticalPlacedTextSymbolIndex:{configurable:!0},placedIconSymbolIndex:{configurable:!0},verticalPlacedIconSymbolIndex:{configurable:!0},key:{configurable:!0},textBoxStartIndex:{configurable:!0},textBoxEndIndex:{configurable:!0},verticalTextBoxStartIndex:{configurable:!0},verticalTextBoxEndIndex:{configurable:!0},iconBoxStartIndex:{configurable:!0},iconBoxEndIndex:{configurable:!0},verticalIconBoxStartIndex:{configurable:!0},verticalIconBoxEndIndex:{configurable:!0},featureIndex:{configurable:!0},numHorizontalGlyphVertices:{configurable:!0},numVerticalGlyphVertices:{configurable:!0},numIconVertices:{configurable:!0},numVerticalIconVertices:{configurable:!0},useRuntimeCollisionCircles:{configurable:!0},crossTileID:{configurable:!0},textBoxScale:{configurable:!0},textOffset0:{configurable:!0},textOffset1:{configurable:!0},collisionCircleDiameter:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+11]},r.verticalTextBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+12]},r.iconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+13]},r.iconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+14]},r.verticalIconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+15]},r.verticalIconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+16]},r.featureIndex.get=function(){return this._structArray.uint16[this._pos2+17]},r.numHorizontalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+18]},r.numVerticalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+19]},r.numIconVertices.get=function(){return this._structArray.uint16[this._pos2+20]},r.numVerticalIconVertices.get=function(){return this._structArray.uint16[this._pos2+21]},r.useRuntimeCollisionCircles.get=function(){return 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t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){this.current!==t&&(this.current=t,this.gl.uniform1i(this.location,t))},e}(Ga),Ya=function(t){function e(e,r){t.call(this,e,r),this.current=0}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){this.current!==t&&(this.current=t,this.gl.uniform1f(this.location,t))},e}(Ga),Wa=function(t){function e(e,r){t.call(this,e,r),this.current=[0,0]}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){t[0]===this.current[0]&&t[1]===this.current[1]||(this.current=t,this.gl.uniform2f(this.location,t[0],t[1]))},e}(Ga),Xa=function(t){function e(e,r){t.call(this,e,r),this.current=[0,0,0]}return 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Float32Array(16),Qa=function(t){function e(e,r){t.call(this,e,r),this.current=$a}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(t[12]!==this.current[12]||t[0]!==this.current[0])return this.current=t,void this.gl.uniformMatrix4fv(this.location,!1,t);for(var e=1;e<16;e++)if(t[e]!==this.current[e]){this.current=t,this.gl.uniformMatrix4fv(this.location,!1,t);break}},e}(Ga);function to(t){return[Ia(255*t.r,255*t.g),Ia(255*t.b,255*t.a)]}var eo=function(t,e,r){this.value=t,this.uniformNames=e.map((function(t){return\"u_\"+t})),this.type=r};eo.prototype.setUniform=function(t,e,r){t.set(r.constantOr(this.value))},eo.prototype.getBinding=function(t,e,r){return\"color\"===this.type?new Ka(t,e):new Ya(t,e)};var ro=function(t,e){this.uniformNames=e.map((function(t){return\"u_\"+t})),this.patternFrom=null,this.patternTo=null,this.pixelRatioFrom=1,this.pixelRatioTo=1};ro.prototype.setConstantPatternPositions=function(t,e){this.pixelRatioFrom=e.pixelRatio,this.pixelRatioTo=t.pixelRatio,this.patternFrom=e.tlbr,this.patternTo=t.tlbr},ro.prototype.setUniform=function(t,e,r,n){var i=\"u_pattern_to\"===n?this.patternTo:\"u_pattern_from\"===n?this.patternFrom:\"u_pixel_ratio_to\"===n?this.pixelRatioTo:\"u_pixel_ratio_from\"===n?this.pixelRatioFrom:null;i&&t.set(i)},ro.prototype.getBinding=function(t,e,r){return\"u_pattern\"===r.substr(0,9)?new Ja(t,e):new Ya(t,e)};var no=function(t,e,r,n){this.expression=t,this.type=r,this.maxValue=0,this.paintVertexAttributes=e.map((function(t){return{name:\"a_\"+t,type:\"Float32\",components:\"color\"===r?2:1,offset:0}})),this.paintVertexArray=new n};no.prototype.populatePaintArray=function(t,e,r,n,i){var a=this.paintVertexArray.length,o=this.expression.evaluate(new Pi(0),e,{},n,[],i);this.paintVertexArray.resize(t),this._setPaintValue(a,t,o)},no.prototype.updatePaintArray=function(t,e,r,n){var i=this.expression.evaluate({zoom:0},r,n);this._setPaintValue(t,e,i)},no.prototype._setPaintValue=function(t,e,r){if(\"color\"===this.type)for(var n=to(r),i=t;i<e;i++)this.paintVertexArray.emplace(i,n[0],n[1]);else{for(var a=t;a<e;a++)this.paintVertexArray.emplace(a,r);this.maxValue=Math.max(this.maxValue,Math.abs(r))}},no.prototype.upload=function(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))},no.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()};var io=function(t,e,r,n,i,a){this.expression=t,this.uniformNames=e.map((function(t){return\"u_\"+t+\"_t\"})),this.type=r,this.useIntegerZoom=n,this.zoom=i,this.maxValue=0,this.paintVertexAttributes=e.map((function(t){return{name:\"a_\"+t,type:\"Float32\",components:\"color\"===r?4:2,offset:0}})),this.paintVertexArray=new a};io.prototype.populatePaintArray=function(t,e,r,n,i){var a=this.expression.evaluate(new Pi(this.zoom),e,{},n,[],i),o=this.expression.evaluate(new Pi(this.zoom+1),e,{},n,[],i),s=this.paintVertexArray.length;this.paintVertexArray.resize(t),this._setPaintValue(s,t,a,o)},io.prototype.updatePaintArray=function(t,e,r,n){var i=this.expression.evaluate({zoom:this.zoom},r,n),a=this.expression.evaluate({zoom:this.zoom+1},r,n);this._setPaintValue(t,e,i,a)},io.prototype._setPaintValue=function(t,e,r,n){if(\"color\"===this.type)for(var i=to(r),a=to(n),o=t;o<e;o++)this.paintVertexArray.emplace(o,i[0],i[1],a[0],a[1]);else{for(var s=t;s<e;s++)this.paintVertexArray.emplace(s,r,n);this.maxValue=Math.max(this.maxValue,Math.abs(r),Math.abs(n))}},io.prototype.upload=function(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))},io.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()},io.prototype.setUniform=function(t,e){var r=this.useIntegerZoom?Math.floor(e.zoom):e.zoom,n=u(this.expression.interpolationFactor(r,this.zoom,this.zoom+1),0,1);t.set(n)},io.prototype.getBinding=function(t,e,r){return new Ya(t,e)};var ao=function(t,e,r,n,i,a){this.expression=t,this.type=e,this.useIntegerZoom=r,this.zoom=n,this.layerId=a,this.zoomInPaintVertexArray=new i,this.zoomOutPaintVertexArray=new i};ao.prototype.populatePaintArray=function(t,e,r){var n=this.zoomInPaintVertexArray.length;this.zoomInPaintVertexArray.resize(t),this.zoomOutPaintVertexArray.resize(t),this._setPaintValues(n,t,e.patterns&&e.patterns[this.layerId],r)},ao.prototype.updatePaintArray=function(t,e,r,n,i){this._setPaintValues(t,e,r.patterns&&r.patterns[this.layerId],i)},ao.prototype._setPaintValues=function(t,e,r,n){if(n&&r){var i=r.min,a=r.mid,o=r.max,s=n[i],l=n[a],u=n[o];if(s&&l&&u)for(var c=t;c<e;c++)this.zoomInPaintVertexArray.emplace(c,l.tl[0],l.tl[1],l.br[0],l.br[1],s.tl[0],s.tl[1],s.br[0],s.br[1],l.pixelRatio,s.pixelRatio),this.zoomOutPaintVertexArray.emplace(c,l.tl[0],l.tl[1],l.br[0],l.br[1],u.tl[0],u.tl[1],u.br[0],u.br[1],l.pixelRatio,u.pixelRatio)}},ao.prototype.upload=function(t){this.zoomInPaintVertexArray&&this.zoomInPaintVertexArray.arrayBuffer&&this.zoomOutPaintVertexArray&&this.zoomOutPaintVertexArray.arrayBuffer&&(this.zoomInPaintVertexBuffer=t.createVertexBuffer(this.zoomInPaintVertexArray,Da.members,this.expression.isStateDependent),this.zoomOutPaintVertexBuffer=t.createVertexBuffer(this.zoomOutPaintVertexArray,Da.members,this.expression.isStateDependent))},ao.prototype.destroy=function(){this.zoomOutPaintVertexBuffer&&this.zoomOutPaintVertexBuffer.destroy(),this.zoomInPaintVertexBuffer&&this.zoomInPaintVertexBuffer.destroy()};var oo=function(t,e,r,n){this.binders={},this.layoutAttributes=n,this._buffers=[];var i=[];for(var a in t.paint._values)if(r(a)){var o=t.paint.get(a);if(o instanceof Bi&&Yr(o.property.specification)){var s=lo(a,t.type),l=o.value,u=o.property.specification.type,c=o.property.useIntegerZoom,f=o.property.specification[\"property-type\"],h=\"cross-faded\"===f||\"cross-faded-data-driven\"===f;if(\"constant\"===l.kind)this.binders[a]=h?new ro(l.value,s):new eo(l.value,s,u),i.push(\"/u_\"+a);else if(\"source\"===l.kind||h){var p=uo(a,u,\"source\");this.binders[a]=h?new ao(l,u,c,e,p,t.id):new no(l,s,u,p),i.push(\"/a_\"+a)}else{var d=uo(a,u,\"composite\");this.binders[a]=new io(l,s,u,c,e,d),i.push(\"/z_\"+a)}}}this.cacheKey=i.sort().join(\"\")};oo.prototype.getMaxValue=function(t){var e=this.binders[t];return e instanceof no||e instanceof io?e.maxValue:0},oo.prototype.populatePaintArrays=function(t,e,r,n,i){for(var a in this.binders){var o=this.binders[a];(o instanceof no||o instanceof io||o instanceof ao)&&o.populatePaintArray(t,e,r,n,i)}},oo.prototype.setConstantPatternPositions=function(t,e){for(var r in this.binders){var n=this.binders[r];n instanceof ro&&n.setConstantPatternPositions(t,e)}},oo.prototype.updatePaintArrays=function(t,e,r,n,i){var a=!1;for(var o in t)for(var s=0,l=e.getPositions(o);s<l.length;s+=1){var u=l[s],c=r.feature(u.index);for(var f in this.binders){var h=this.binders[f];if((h instanceof no||h instanceof io||h instanceof ao)&&!0===h.expression.isStateDependent){var p=n.paint.get(f);h.expression=p.value,h.updatePaintArray(u.start,u.end,c,t[o],i),a=!0}}}return a},oo.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof eo||r instanceof ro)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},oo.prototype.getPaintVertexBuffers=function(){return this._buffers},oo.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof eo||i instanceof ro||i instanceof io)for(var a=0,o=i.uniformNames;a<o.length;a+=1){var s=o[a];if(e[s]){var l=i.getBinding(t,e[s],s);r.push({name:s,property:n,binding:l})}}}return r},oo.prototype.setUniforms=function(t,e,r,n){for(var i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.name,l=o.property,u=o.binding;this.binders[l].setUniform(u,n,r.get(l),s)}},oo.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof ao){var n=2===t.fromScale?r.zoomInPaintVertexBuffer:r.zoomOutPaintVertexBuffer;n&&this._buffers.push(n)}else(r instanceof no||r instanceof io)&&r.paintVertexBuffer&&this._buffers.push(r.paintVertexBuffer)}},oo.prototype.upload=function(t){for(var e in this.binders){var r=this.binders[e];(r instanceof no||r instanceof io||r instanceof ao)&&r.upload(t)}this.updatePaintBuffers()},oo.prototype.destroy=function(){for(var t in this.binders){var e=this.binders[t];(e instanceof no||e instanceof io||e instanceof ao)&&e.destroy()}};var so=function(t,e,r,n){void 0===n&&(n=function(){return!0}),this.programConfigurations={};for(var i=0,a=e;i<a.length;i+=1){var o=a[i];this.programConfigurations[o.id]=new oo(o,r,n,t)}this.needsUpload=!1,this._featureMap=new ja,this._bufferOffset=0};function lo(t,e){return{\"text-opacity\":[\"opacity\"],\"icon-opacity\":[\"opacity\"],\"text-color\":[\"fill_color\"],\"icon-color\":[\"fill_color\"],\"text-halo-color\":[\"halo_color\"],\"icon-halo-color\":[\"halo_color\"],\"text-halo-blur\":[\"halo_blur\"],\"icon-halo-blur\":[\"halo_blur\"],\"text-halo-width\":[\"halo_width\"],\"icon-halo-width\":[\"halo_width\"],\"line-gap-width\":[\"gapwidth\"],\"line-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-extrusion-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"]}[t]||[t.replace(e+\"-\",\"\").replace(/-/g,\"_\")]}function uo(t,e,r){var n={color:{source:xa,composite:ba},number:{source:da,composite:xa}},i=function(t){return{\"line-pattern\":{source:na,composite:na},\"fill-pattern\":{source:na,composite:na},\"fill-extrusion-pattern\":{source:na,composite:na}}[t]}(t);return i&&i[r]||n[e][r]}so.prototype.populatePaintArrays=function(t,e,r,n,i,a){for(var o in this.programConfigurations)this.programConfigurations[o].populatePaintArrays(t,e,n,i,a);void 0!==e.id&&this._featureMap.add(e.id,r,this._bufferOffset,t),this._bufferOffset=t,this.needsUpload=!0},so.prototype.updatePaintArrays=function(t,e,r,n){for(var i=0,a=r;i<a.length;i+=1){var o=a[i];this.needsUpload=this.programConfigurations[o.id].updatePaintArrays(t,this._featureMap,e,o,n)||this.needsUpload}},so.prototype.get=function(t){return this.programConfigurations[t]},so.prototype.upload=function(t){if(this.needsUpload){for(var e in this.programConfigurations)this.programConfigurations[e].upload(t);this.needsUpload=!1}},so.prototype.destroy=function(){for(var t in this.programConfigurations)this.programConfigurations[t].destroy()},ni(\"ConstantBinder\",eo),ni(\"CrossFadedConstantBinder\",ro),ni(\"SourceExpressionBinder\",no),ni(\"CrossFadedCompositeBinder\",ao),ni(\"CompositeExpressionBinder\",io),ni(\"ProgramConfiguration\",oo,{omit:[\"_buffers\"]}),ni(\"ProgramConfigurationSet\",so);var co=8192;var fo,ho=(fo=15,{min:-1*Math.pow(2,fo-1),max:Math.pow(2,fo-1)-1});function po(t){for(var e=co/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<ho.min||o.x>ho.max||o.y<ho.min||o.y>ho.max)&&(w(\"Geometry exceeds allowed extent, reduce your vector tile buffer size\"),o.x=u(o.x,ho.min,ho.max),o.y=u(o.y,ho.min,ho.max))}return r}function vo(t,e,r,n,i){t.emplaceBack(2*e+(n+1)/2,2*r+(i+1)/2)}var go=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.hasPattern=!1,this.layoutVertexArray=new Qi,this.indexArray=new fa,this.segments=new Oa,this.programConfigurations=new so(Pa,t.layers,t.zoom),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function yo(t,e){for(var r=0;r<t.length;r++)if(Mo(e,t[r]))return!0;for(var n=0;n<e.length;n++)if(Mo(t,e[n]))return!0;return!!_o(t,e)}function mo(t,e,r){return!!Mo(t,e)||!!To(e,t,r)}function xo(t,e){if(1===t.length)return Ao(e,t[0]);for(var r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++)if(Mo(t,n[i]))return!0;for(var a=0;a<t.length;a++)if(Ao(e,t[a]))return!0;for(var o=0;o<e.length;o++)if(_o(t,e[o]))return!0;return!1}function bo(t,e,r){if(t.length>1){if(_o(t,e))return!0;for(var n=0;n<e.length;n++)if(To(e[n],t,r))return!0}for(var i=0;i<t.length;i++)if(To(t[i],e,r))return!0;return!1}function _o(t,e){if(0===t.length||0===e.length)return!1;for(var r=0;r<t.length-1;r++)for(var 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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 Xs(t,e,r){if(3===t){var n=new Zs(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Ys.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new Vs(this._pbf,e,this.extent,this._keys,this._values)};var Js={VectorTile:function(t,e){this.layers=t.readFields(Xs,{},e)},VectorTileFeature:Vs,VectorTileLayer:Zs},Ks=Js.VectorTileFeature.types,$s=Math.pow(2,13);function Qs(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*$s)+o,i*$s*2,a*$s*2,Math.round(s))}var tl=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.hasPattern=!1,this.layoutVertexArray=new ea,this.indexArray=new fa,this.programConfigurations=new so(Us,t.layers,t.zoom),this.segments=new Oa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function el(t,e){return t.x===e.x&&(t.x<0||t.x>co)||t.y===e.y&&(t.y<0||t.y>co)}tl.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=zs(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,u=a.sourceLayerIndex,c=this.layers[0]._featureFilter.needGeometry,f={type:o.type,id:s,properties:o.properties,geometry:c?po(o):[]};if(this.layers[0]._featureFilter.filter(new Pi(this.zoom),f,r)){var h={id:s,sourceLayerIndex:u,index:l,geometry:c?f.geometry:po(o),properties:o.properties,type:o.type,patterns:{}};void 0!==o.id&&(h.id=o.id),this.hasPattern?this.features.push(Rs(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,u,this.index,!0)}}},tl.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},tl.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},tl.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},tl.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},tl.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Us),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},tl.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},tl.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=Is(e,500);a<o.length;a+=1){for(var s=o[a],l=0,u=0,c=s;u<c.length;u+=1)l+=c[u].length;for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!((O=d).every((function(t){return t.x<0}))||O.every((function(t){return t.x>co}))||O.every((function(t){return t.y<0}))||O.every((function(t){return t.y>co}))))for(var v=0,g=0;g<d.length;g++){var y=d[g];if(g>=1){var m=d[g-1];if(!el(y,m)){f.vertexLength+4>Oa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=y.sub(m)._perp()._unit(),b=m.dist(y);v+b>32768&&(v=0),Qs(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,v),Qs(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,v),v+=b,Qs(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,0,v),Qs(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,1,v);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>Oa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===Ks[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];Qs(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=es(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}var O;this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},ni(\"FillExtrusionBucket\",tl,{omit:[\"layers\",\"features\"]});var rl={paint:new Gi({\"fill-extrusion-opacity\":new ji(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Ui(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new ji(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new ji(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new Vi(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Ui(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Ui(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new ji(Dt[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},nl=function(t){function e(e){t.call(this,e,rl)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new tl(t)},e.prototype.queryRadius=function(){return Lo(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,i,o,s,l){var u=Co(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),c=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var i=[],o=0,s=t;o<s.length;o+=1){var l=s[o],u=[l.x,l.y,n,1];No(u,u,e),i.push(new a(u[0]/u[3],u[1]/u[3]))}return i}(u,l,0,0),p=function(t,e,r,n){for(var i=[],o=[],s=n[8]*e,l=n[9]*e,u=n[10]*e,c=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,v=0,g=t;v<g.length;v+=1){for(var y=[],m=[],x=0,b=g[v];x<b.length;x+=1){var _=b[x],w=_.x,T=_.y,k=n[0]*w+n[4]*T+n[12],A=n[1]*w+n[5]*T+n[13],M=n[2]*w+n[6]*T+n[14],S=n[3]*w+n[7]*T+n[15],E=M+u,L=S+c,C=k+f,P=A+h,O=M+p,I=S+d,D=new a((k+s)/L,(A+l)/L);D.z=E/L,y.push(D);var z=new a(C/I,P/I);z.z=O/I,m.push(z)}i.push(y),o.push(m)}return[i,o]}(n,f,c,l);return function(t,e,r){var n=1/0;xo(r,e)&&(n=al(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],u=a[s+1],c=o[s],f=[l,u,o[s+1],c,l];yo(r,f)&&(n=Math.min(n,al(r,f)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Yi);function il(t,e){return t.x*e.x+t.y*e.y}function al(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),u=o.sub(i),c=il(s,s),f=il(s,l),h=il(l,l),p=il(u,s),d=il(u,l),v=c*h-f*f,g=(h*p-f*d)/v,y=(c*d-f*p)/v,m=1-g-y,x=i.z*m+r.z*g+a.z*y;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var ol=Ki([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,sl=Js.VectorTileFeature.types,ll=Math.cos(Math.PI/180*37.5),ul=Math.pow(2,14)/.5,cl=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.hasPattern=!1,this.patternFeatures=[],this.layoutVertexArray=new ra,this.indexArray=new fa,this.programConfigurations=new so(ol,t.layers,t.zoom),this.segments=new Oa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};cl.prototype.populate=function(t,e,r){this.hasPattern=zs(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,u=s.id,c=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p={type:l.type,id:u,properties:l.properties,geometry:h?po(l):[]};if(this.layers[0]._featureFilter.filter(new Pi(this.zoom),p,r)){h||(p.geometry=po(l));var d=n?n.evaluate(p,{},r):void 0,v={id:u,properties:l.properties,type:l.type,sourceLayerIndex:f,index:c,geometry:p.geometry,patterns:{},sortKey:d};i.push(v)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var g=0,y=i;g<y.length;g+=1){var m=y[g],x=m,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=Rs(\"line\",this.layers,m,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(m,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},cl.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},cl.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},cl.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},cl.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},cl.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,ol),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},cl.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},cl.prototype.addFeature=function(t,e,r,n,i){for(var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),u=a.get(\"line-round-limit\"),c=0,f=e;c<f.length;c+=1){var h=f[c];this.addLine(h,t,o,s,l,u)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},cl.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,e.properties&&e.properties.hasOwnProperty(\"mapbox_clip_start\")&&e.properties.hasOwnProperty(\"mapbox_clip_end\")){this.clipStart=+e.properties.mapbox_clip_start,this.clipEnd=+e.properties.mapbox_clip_end;for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance()}for(var s=\"Polygon\"===sl[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var u=0;u<l-1&&t[u].equals(t[u+1]);)u++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var c,f=this.overscaling<=16?15*co/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,v=void 0,g=void 0;this.e1=this.e2=-1,s&&(c=t[l-2],g=t[u].sub(c)._unit()._perp());for(var y=u;y<l;y++)if(!(d=y===l-1?s?t[u+1]:void 0:t[y+1])||!t[y].equals(d)){g&&(v=g),c&&(p=c),c=t[y],g=d?d.sub(c)._unit()._perp():v;var m=(v=v||g).add(g);0===m.x&&0===m.y||m._unit();var x=v.x*g.x+v.y*g.y,b=m.x*g.x+m.y*g.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<ll&&p&&d,k=v.x*g.y-v.y*g.x>0;if(T&&y>u){var A=c.dist(p);if(A>2*f){var M=c.sub(c.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,v,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,c),\"miter\"===E)m._mult(_),this.addCurrentVertex(c,m,0,0,h);else if(\"flipbevel\"===E){if(_>100)m=g.mult(-1);else{var L=_*v.add(g).mag()/v.sub(g).mag();m._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(c,m,0,0,h),this.addCurrentVertex(c,m.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,O=k?0:C;if(p&&this.addCurrentVertex(c,v,P,O,h),\"fakeround\"===E)for(var I=Math.round(180*w/Math.PI/20),D=1;D<I;D++){var z=D/I;if(.5!==z){var R=z-.5;z+=z*R*(z-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=g.sub(v)._mult(z)._add(v)._unit()._mult(k?-1:1);this.addHalfVertex(c,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(c,g,-P,-O,h)}else if(\"butt\"===E)this.addCurrentVertex(c,m,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(c,m,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(c,v,0,0,h),this.addCurrentVertex(c,v,1,1,h,!0)),d&&(this.addCurrentVertex(c,g,-1,-1,h,!0),this.addCurrentVertex(c,g,0,0,h)));if(T&&y<l-1){var N=c.dist(d);if(N>2*f){var j=c.add(d.sub(c)._mult(f/N)._round());this.updateDistance(c,j),this.addCurrentVertex(j,g,0,0,h),c=j}}}}},cl.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,u=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,u,a,!0,-n,i),this.distance>ul/2&&0===this.totalDistance&&(this.distance=0,this.addCurrentVertex(t,e,r,n,i,a))},cl.prototype.addHalfVertex=function(t,e,r,n,i,a,o){var s=t.x,l=t.y,u=.5*this.scaledDistance;this.layoutVertexArray.emplaceBack((s<<1)+(n?1:0),(l<<1)+(i?1:0),Math.round(63*e)+128,Math.round(63*r)+128,1+(0===a?0:a<0?-1:1)|(63&u)<<2,u>>6);var c=o.vertexLength++;this.e1>=0&&this.e2>=0&&(this.indexArray.emplaceBack(this.e1,this.e2,c),o.primitiveLength++),i?this.e2=c:this.e1=c},cl.prototype.updateScaledDistance=function(){this.scaledDistance=this.totalDistance>0?(this.clipStart+(this.clipEnd-this.clipStart)*this.distance/this.totalDistance)*(ul-1):this.distance},cl.prototype.updateDistance=function(t,e){this.distance+=t.dist(e),this.updateScaledDistance()},ni(\"LineBucket\",cl,{omit:[\"layers\",\"patternFeatures\"]});var fl=new Gi({\"line-cap\":new ji(Dt.layout_line[\"line-cap\"]),\"line-join\":new Ui(Dt.layout_line[\"line-join\"]),\"line-miter-limit\":new ji(Dt.layout_line[\"line-miter-limit\"]),\"line-round-limit\":new ji(Dt.layout_line[\"line-round-limit\"]),\"line-sort-key\":new Ui(Dt.layout_line[\"line-sort-key\"])}),hl={paint:new Gi({\"line-opacity\":new Ui(Dt.paint_line[\"line-opacity\"]),\"line-color\":new Ui(Dt.paint_line[\"line-color\"]),\"line-translate\":new ji(Dt.paint_line[\"line-translate\"]),\"line-translate-anchor\":new ji(Dt.paint_line[\"line-translate-anchor\"]),\"line-width\":new Ui(Dt.paint_line[\"line-width\"]),\"line-gap-width\":new Ui(Dt.paint_line[\"line-gap-width\"]),\"line-offset\":new Ui(Dt.paint_line[\"line-offset\"]),\"line-blur\":new Ui(Dt.paint_line[\"line-blur\"]),\"line-dasharray\":new Hi(Dt.paint_line[\"line-dasharray\"]),\"line-pattern\":new Vi(Dt.paint_line[\"line-pattern\"]),\"line-gradient\":new qi(Dt.paint_line[\"line-gradient\"])}),layout:fl},pl=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 Pi(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,i){return r=f({},r,{zoom:Math.floor(r.zoom)}),t.prototype.evaluate.call(this,e,r,n,i)},e}(Ui),dl=new pl(hl.paint.properties[\"line-width\"].specification);dl.useIntegerZoom=!0;var vl=function(t){function e(e){t.call(this,e,hl)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._handleSpecialPaintPropertyUpdate=function(t){\"line-gradient\"===t&&this._updateGradient()},e.prototype._updateGradient=function(){var t=this._transitionablePaint._values[\"line-gradient\"].value.expression;this.gradient=Jo(t,\"lineProgress\"),this.gradientTexture=null},e.prototype.recalculate=function(e,r){t.prototype.recalculate.call(this,e,r),this.paint._values[\"line-floorwidth\"]=dl.possiblyEvaluate(this._transitioningPaint._values[\"line-width\"].value,e)},e.prototype.createBucket=function(t){return new cl(t)},e.prototype.queryRadius=function(t){var e=t,r=gl(Eo(\"line-width\",this,e),Eo(\"line-gap-width\",this,e)),n=Eo(\"line-offset\",this,e);return r/2+Math.abs(n)+Lo(this.paint.get(\"line-translate\"))},e.prototype.queryIntersectsFeature=function(t,e,r,n,i,o,s){var l=Co(t,this.paint.get(\"line-translate\"),this.paint.get(\"line-translate-anchor\"),o.angle,s),u=s/2*gl(this.paint.get(\"line-width\").evaluate(e,r),this.paint.get(\"line-gap-width\").evaluate(e,r)),c=this.paint.get(\"line-offset\").evaluate(e,r);return c&&(n=function(t,e){for(var r=[],n=new a(0,0),i=0;i<t.length;i++){for(var o=t[i],s=[],l=0;l<o.length;l++){var u=o[l-1],c=o[l],f=o[l+1],h=0===l?n:c.sub(u)._unit()._perp(),p=l===o.length-1?n:f.sub(c)._unit()._perp(),d=h._add(p)._unit(),v=d.x*p.x+d.y*p.y;d._mult(1/v),s.push(d._mult(e)._add(c))}r.push(s)}return r}(n,c*s)),function(t,e,r){for(var n=0;n<e.length;n++){var i=e[n];if(t.length>=3)for(var a=0;a<i.length;a++)if(Mo(t,i[a]))return!0;if(bo(t,i,r))return!0}return!1}(l,n,u)},e.prototype.isTileClipped=function(){return!0},e}(Yi);function gl(t,e){return e>0?e+2*t:t}var 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Yl=3;function Wl(t,e,r){1===t&&r.readMessage(Xl,e)}function Xl(t,e,r){if(3===t){var n=r.readMessage(Jl,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,u=n.top,c=n.advance;e.push({id:i,bitmap:new Yo({width:o+2*Yl,height:s+2*Yl},a),metrics:{width:o,height:s,left:l,top:u,advance:c}})}}function Jl(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}var Kl=Yl;function $l(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,u=0,c=t;u<c.length;u+=1)for(var f=c[u],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else 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t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},ru.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},ni(\"ImagePosition\",tu),ni(\"ImageAtlas\",ru);var nu={horizontal:1,vertical:2,horizontalOnly:3},iu=-17;var au=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};au.forText=function(t,e){var r=new au;return r.scale=t||1,r.fontStack=e,r},au.forImage=function(t){var e=new au;return e.imageName=t,e};var ou=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function su(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=ou.fromFeature(t,i);f===nu.vertical&&y.verticalizePunctuation();var m=Ci.processBidirectionalText,x=Ci.processStyledBidirectionalText;if(m&&1===y.sections.length){g=[];for(var b=0,_=m(y.toString(),vu(y,u,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new ou;T.text=w,T.sections=y.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);g.push(T)}}else if(x){g=[];for(var A=0,M=x(y.text,y.sectionIndex,vu(y,u,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new ou;E.text=S[0],E.sectionIndex=S[1],E.sections=y.sections,g.push(E)}}else g=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(y,vu(y,u,a,e,n,p,d));var L=[],C={positionedLines:L,text:y.toString(),top:c[1],bottom:c[1],left:c[0],right:c[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,u,c,f){for(var h=0,p=iu,d=0,v=0,g=\"right\"===s?1:\"left\"===s?0:.5,y=0,m=0,x=i;m<x.length;m+=1){var b=x[m];b.trim();var _=b.getMaxScale(),w=(_-1)*kl,T={positionedGlyphs:[],lineOffset:0};t.positionedLines[y]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,O=null,I=null,D=kl,z=!(l===nu.horizontal||!c&&!hi(L)||c&&(lu[L]||di(L)));if(S.imageName){var R=n[S.imageName];if(!R)continue;I=S.imageName,t.iconsInText=t.iconsInText||!0,O=R.paddedRect;var F=R.displaySize;S.scale=S.scale*kl/f,P={width:F[0],height:F[1],left:Ql,top:-Kl,advance:z?F[1]:F[0]},C=w+(kl-F[1]*S.scale),D=P.advance;var B=z?F[0]*S.scale-kl*_:F[1]*S.scale-kl*_;B>0&&B>A&&(A=B)}else{var N=r[S.fontStack],j=N&&N[L];if(j&&j.rect)O=j.rect,P=j.metrics;else{var U=e[S.fontStack],V=U&&U[L];if(!V)continue;P=V.metrics}C=(_-S.scale)*kl}z?(t.verticalizable=!0,k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:z,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=D*S.scale+u):(k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:z,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=P.advance*S.scale+u)}if(0!==k.length){var H=h-u;d=Math.max(H,d),yu(k,0,k.length-1,g,A)}h=0;var q=a*_+A;T.lineOffset=Math.max(A,w),p+=q,v=Math.max(q,v),++y}else p+=a,++y}var G=p-iu,Z=gu(o),Y=Z.horizontalAlign,W=Z.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var u=(e-r)*i,c=0;c=a!==o?-s*n-iu:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=0,d=h[f].positionedGlyphs;p<d.length;p+=1){var v=d[p];v.x+=u,v.y+=c}})(t.positionedLines,g,Y,W,d,v,a,G,i.length),t.top+=-W*G,t.bottom=t.top+G,t.left+=-Y*d,t.right=t.left+d}(C,e,r,n,g,o,s,l,f,u,h,v),!function(t){for(var e=0,r=t;e<r.length;e+=1)if(0!==r[e].positionedGlyphs.length)return!1;return!0}(L)&&C}ou.fromFeature=function(t,e){for(var r=new ou,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},ou.prototype.length=function(){return this.text.length},ou.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},ou.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},ou.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},ou.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;n&&pi(n)&&!Tl[t[r+1]]||i&&pi(i)&&!Tl[t[r-1]]||!Tl[t[r]]?e+=t[r]:e+=Tl[t[r]]}return e}(this.text)},ou.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&lu[this.text.charCodeAt(e)];e++)t++;for(var r=this.text.length,n=this.text.length-1;n>=0&&n>=t&&lu[this.text.charCodeAt(n)];n--)r--;this.text=this.text.substring(t,r),this.sectionIndex=this.sectionIndex.slice(t,r)},ou.prototype.substring=function(t,e){var r=new ou;return r.text=this.text.substring(t,e),r.sectionIndex=this.sectionIndex.slice(t,e),r.sections=this.sections,r},ou.prototype.toString=function(){return this.text},ou.prototype.getMaxScale=function(){var t=this;return this.sectionIndex.reduce((function(e,r){return Math.max(e,t.sections[r].scale)}),0)},ou.prototype.addTextSection=function(t,e){this.text+=t.text,this.sections.push(au.forText(t.scale,t.fontStack||e));for(var r=this.sections.length-1,n=0;n<t.text.length;++n)this.sectionIndex.push(r)},ou.prototype.addImageSection=function(t){var e=t.image?t.image.name:\"\";if(0!==e.length){var r=this.getNextImageSectionCharCode();r?(this.text+=String.fromCharCode(r),this.sections.push(au.forImage(e)),this.sectionIndex.push(this.sections.length-1)):w(\"Reached maximum number of images 6401\")}else w(\"Can't add FormattedSection with an empty image.\")},ou.prototype.getNextImageSectionCharCode=function(){return this.imageSectionID?this.imageSectionID>=63743?null:++this.imageSectionID:(this.imageSectionID=57344,this.imageSectionID)};var lu={9:!0,10:!0,11:!0,12:!0,13:!0,32:!0},uu={};function cu(t,e,r,n,i,a){if(e.imageName){var o=n[e.imageName];return o?o.displaySize[0]*e.scale*kl/a+i:0}var s=r[e.fontStack],l=s&&s[t];return l?l.metrics.advance*e.scale+i:0}function fu(t,e,r,n){var i=Math.pow(t-e,2);return n?t<e?i/2:2*i:i+Math.abs(r)*r}function hu(t,e,r){var n=0;return 10===t&&(n-=1e4),r&&(n+=150),40!==t&&65288!==t||(n+=50),41!==e&&65289!==e||(n+=50),n}function pu(t,e,r,n,i,a){for(var o=null,s=fu(e,r,i,a),l=0,u=n;l<u.length;l+=1){var c=u[l],f=fu(e-c.x,r,i,a)+c.badness;f<=s&&(o=c,s=f)}return{index:t,x:e,priorBreak:o,badness:s}}function du(t){return t?du(t.priorBreak).concat(t.index):[]}function vu(t,e,r,n,i,a,o){if(\"point\"!==a)return[];if(!t)return[];for(var s=[],l=function(t,e,r,n,i,a){for(var o=0,s=0;s<t.length();s++){var l=t.getSection(s);o+=cu(t.getCharCode(s),l,n,i,e,a)}return o/Math.max(1,Math.ceil(o/r))}(t,e,r,n,i,o),u=t.text.indexOf(\"​\")>=0,c=0,f=0;f<t.length();f++){var h=t.getSection(f),p=t.getCharCode(f);if(lu[p]||(c+=cu(p,h,n,i,e,o)),f<t.length()-1){var d=!((v=p)<11904||!(ci[\"Bopomofo Extended\"](v)||ci.Bopomofo(v)||ci[\"CJK Compatibility Forms\"](v)||ci[\"CJK Compatibility 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yu(t,e,r,n,i){if(n||i)for(var a=t[r],o=a.metrics.advance*a.scale,s=(t[r].x+o)*n,l=e;l<=r;l++)t[l].x-=s,t[l].y+=i}function mu(t,e,r,n,i,a){var o,s=t.image;if(s.content){var l=s.content,u=s.pixelRatio||1;o=[l[0]/u,l[1]/u,s.displaySize[0]-l[2]/u,s.displaySize[1]-l[3]/u]}var c,f,h,p,d=e.left*a,v=e.right*a;\"width\"===r||\"both\"===r?(p=i[0]+d-n[3],f=i[0]+v+n[1]):f=(p=i[0]+(d+v-s.displaySize[0])/2)+s.displaySize[0];var g=e.top*a,y=e.bottom*a;return\"height\"===r||\"both\"===r?(c=i[1]+g-n[0],h=i[1]+y+n[2]):h=(c=i[1]+(g+y-s.displaySize[1])/2)+s.displaySize[1],{image:s,top:c,right:f,bottom:h,left:p,collisionPadding:o}}uu[10]=!0,uu[32]=!0,uu[38]=!0,uu[40]=!0,uu[41]=!0,uu[43]=!0,uu[45]=!0,uu[47]=!0,uu[173]=!0,uu[183]=!0,uu[8203]=!0,uu[8208]=!0,uu[8211]=!0,uu[8231]=!0;var xu=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 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Oa,this.collisionVertexArray=new ca};oc.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,xl.members,!0)},oc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},ni(\"CollisionBuffers\",oc);var sc=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,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=Do([]),this.placementViewportMatrix=Do([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=_u(this.zoom,e[\"text-size\"]),this.iconSizeData=_u(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&(r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\")),\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return nu[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};sc.prototype.createArrays=function(){this.text=new ac(new so(yl.members,this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new ac(new so(yl.members,this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new Sa,this.lineVertexArray=new Ea,this.symbolInstances=new Ma},sc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=Tl[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},sc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof ue&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),u=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,c=i.get(\"symbol-sort-key\");if(this.features=[],l||u){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new Pi(this.zoom),v=0,g=t;v<g.length;v+=1){var y=g[v],m=y.feature,x=y.id,b=y.index,_=y.sourceLayerIndex,w=n._featureFilter.needGeometry,T={type:m.type,id:x,properties:m.properties,geometry:w?po(m):[]};if(n._featureFilter.filter(d,T,r)){w||(T.geometry=po(m));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=ue.factory(A);ic(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===Ei()||this.hasRTLText&&Ci.isParsed())&&(k=wl(M,n,T))}var S=void 0;if(u){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof ce?E:ce.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?c.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:po(m),properties:m.properties,type:tc[m.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),O=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(nu.vertical)>=0;for(var I=0,D=k.sections;I<D.length;I+=1){var z=D[I];if(z.image)f[z.image.name]=!0;else{var R=fi(k.toString()),F=z.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(z.text,B,O,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.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 u=0;u<t.length;u++){var c=t[u],f=c.geometry,h=c.text?c.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var v=s(p,d,f),g=o(p,d,n[v].geometry);delete e[p],delete r[d],r[l(h,n[g].geometry,!0)]=g,n[v].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(u),e[p]=i-1,r[d]=i-1)}else a(u)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},sc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},sc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},sc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},sc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},sc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},sc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},sc.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 u=a[l];this.lineVertexArray.emplaceBack(u.x,u.y,u.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},sc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,u,c,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,a.sortKey),v=this.glyphOffsetArray.length,g=d.vertexLength,y=this.allowVerticalPlacement&&o===nu.vertical?Math.PI/2:0,m=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,O=b.sectionIndex,I=d.vertexLength,D=C[1];rc(p,s.x,s.y,_.x,D+_.y,A.x,A.y,r,P,M.x,M.y,E,L),rc(p,s.x,s.y,w.x,D+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),rc(p,s.x,s.y,T.x,D+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),rc(p,s.x,s.y,k.x,D+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),nc(t.dynamicLayoutVertexArray,s,y),h.emplaceBack(I,I+1,I+2),h.emplaceBack(I+1,I+2,I+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&O===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,m&&m[O])}t.placedSymbolArray.emplaceBack(s.x,s.y,v,this.glyphOffsetArray.length-v,g,l,u,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,c)},sc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},sc.prototype.addCollisionDebugVertices=function(t,e,r,n,i,o,s){var l=i.segments.prepareSegment(4,i.layoutVertexArray,i.indexArray),u=l.vertexLength,c=i.layoutVertexArray,f=i.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(c,f,o,h,p,new a(t,e)),this._addCollisionDebugVertex(c,f,o,h,p,new a(r,e)),this._addCollisionDebugVertex(c,f,o,h,p,new a(r,n)),this._addCollisionDebugVertex(c,f,o,h,p,new a(t,n)),l.vertexLength+=4;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),l.primitiveLength+=4},sc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,u=a.y2;this.addCollisionDebugVertices(o,s,l,u,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},sc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new oc(la,bl.members,ya),this.iconCollisionBox=new oc(la,bl.members,ya);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},sc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var u={},c=e;c<r;c++){var f=t.get(c);u.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},u.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);u.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},u.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var v=t.get(d);u.iconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},u.iconFeatureIndex=v.featureIndex;break}for(var g=s;g<l;g++){var y=t.get(g);u.verticalIconBox={x1:y.x1,y1:y.y1,x2:y.x2,y2:y.y2,anchorPointX:y.anchorPointX,anchorPointY:y.anchorPointY},u.verticalIconFeatureIndex=y.featureIndex;break}return u},sc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},sc.prototype.hasTextData=function(){return this.text.segments.get().length>0},sc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},sc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},sc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},sc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},sc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},sc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},sc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},sc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},ni(\"SymbolBucket\",sc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),sc.MAX_GLYPHS=65535,sc.addDynamicAttributes=nc;var lc=new Gi({\"symbol-placement\":new ji(Dt.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new ji(Dt.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new ji(Dt.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Ui(Dt.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new ji(Dt.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new ji(Dt.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new ji(Dt.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new ji(Dt.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new ji(Dt.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Ui(Dt.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new ji(Dt.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new ji(Dt.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Ui(Dt.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Ui(Dt.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new ji(Dt.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new ji(Dt.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Ui(Dt.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Ui(Dt.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new ji(Dt.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new ji(Dt.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new ji(Dt.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Ui(Dt.layout_symbol[\"text-field\"]),\"text-font\":new Ui(Dt.layout_symbol[\"text-font\"]),\"text-size\":new Ui(Dt.layout_symbol[\"text-size\"]),\"text-max-width\":new Ui(Dt.layout_symbol[\"text-max-width\"]),\"text-line-height\":new ji(Dt.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Ui(Dt.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Ui(Dt.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Ui(Dt.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new ji(Dt.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Ui(Dt.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new ji(Dt.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new ji(Dt.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Ui(Dt.layout_symbol[\"text-rotate\"]),\"text-padding\":new ji(Dt.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new ji(Dt.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Ui(Dt.layout_symbol[\"text-transform\"]),\"text-offset\":new Ui(Dt.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new ji(Dt.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new ji(Dt.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new ji(Dt.layout_symbol[\"text-optional\"])}),uc={paint:new Gi({\"icon-opacity\":new Ui(Dt.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Ui(Dt.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Ui(Dt.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Ui(Dt.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Ui(Dt.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new ji(Dt.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new ji(Dt.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Ui(Dt.paint_symbol[\"text-opacity\"]),\"text-color\":new Ui(Dt.paint_symbol[\"text-color\"],{runtimeType:Zt,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Ui(Dt.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Ui(Dt.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Ui(Dt.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new ji(Dt.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new ji(Dt.paint_symbol[\"text-translate-anchor\"])}),layout:lc},cc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Vt,this.defaultValue=t};cc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},cc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},cc.prototype.outputDefined=function(){return!1},cc.prototype.serialize=function(){return null},ni(\"FormatSectionOverride\",cc,{omit:[\"defaultValue\"]});var fc=function(t){function e(e){t.call(this,e,uc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==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\")&&(\"point\"!==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\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||sn(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new sc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=uc.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i,a=this.paint.get(n),o=new cc(a),s=new on(o,a.property.specification);i=\"constant\"===a.value.kind||\"source\"===a.value.kind?new un(\"source\",s):new cn(\"composite\",s,a.value.zoomStops,a.value._interpolationType),this.paint._values[n]=new Bi(a.property,i,a.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=uc.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof ue)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof ve&&pe(t.value)===Jt){var e=t.value;a(e.sections)}else t instanceof xe?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Yi),hc={paint:new Gi({\"background-color\":new ji(Dt.paint_background[\"background-color\"]),\"background-pattern\":new Hi(Dt.paint_background[\"background-pattern\"]),\"background-opacity\":new ji(Dt.paint_background[\"background-opacity\"])})},pc=function(t){function e(e){t.call(this,e,hc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Yi),dc={paint:new Gi({\"raster-opacity\":new ji(Dt.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new ji(Dt.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new ji(Dt.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new ji(Dt.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new ji(Dt.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new ji(Dt.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new ji(Dt.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new ji(Dt.paint_raster[\"raster-fade-duration\"])})},vc=function(t){function e(e){t.call(this,e,dc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Yi);var gc=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Yi),yc={circle:Uo,heatmap:Ko,hillshade:Qo,fill:js,\"fill-extrusion\":nl,line:vl,symbol:fc,background:pc,raster:vc};var mc=self.HTMLImageElement,xc=self.HTMLCanvasElement,bc=self.HTMLVideoElement,_c=self.ImageData,wc=self.ImageBitmap,Tc=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Tc.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof mc||t instanceof xc||t instanceof bc||t instanceof _c||wc&&t instanceof wc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},u=l.x,c=l.y;t instanceof mc||t instanceof xc||t instanceof bc||t instanceof _c||wc&&t instanceof wc?s.texSubImage2D(s.TEXTURE_2D,0,u,c,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,u,c,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Tc.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)},Tc.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Tc.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var kc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};kc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},kc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var Ac=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},g([\"receive\",\"process\"],this),this.invoker=new kc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=A()?t:self};function Mc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}Ac.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=E(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:si(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},Ac.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else A()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},Ac.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},Ac.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(li(e.error)):n(null,li(e.data)))}else{var i=!1,a=E(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?si(e):null,data:si(n,a)},a)}:function(t){i=!0},s=null,l=li(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var u=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,u[0],l.source)[u[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},Ac.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Sc=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]))};Sc.prototype.setNorthEast=function(t){return this._ne=t instanceof Lc?new Lc(t.lng,t.lat):Lc.convert(t),this},Sc.prototype.setSouthWest=function(t){return this._sw=t instanceof Lc?new Lc(t.lng,t.lat):Lc.convert(t),this},Sc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Lc)e=t,r=t;else{if(!(t instanceof Sc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Sc.convert(a))}var o=t;return this.extend(Lc.convert(o))}return 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 Lc(e.lng,e.lat),this._ne=new Lc(r.lng,r.lat)),this},Sc.prototype.getCenter=function(){return new Lc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Sc.prototype.getSouthWest=function(){return this._sw},Sc.prototype.getNorthEast=function(){return this._ne},Sc.prototype.getNorthWest=function(){return new Lc(this.getWest(),this.getNorth())},Sc.prototype.getSouthEast=function(){return new Lc(this.getEast(),this.getSouth())},Sc.prototype.getWest=function(){return this._sw.lng},Sc.prototype.getSouth=function(){return this._sw.lat},Sc.prototype.getEast=function(){return this._ne.lng},Sc.prototype.getNorth=function(){return this._ne.lat},Sc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Sc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Sc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Sc.prototype.contains=function(t){var e=Lc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Sc.convert=function(t){return!t||t instanceof Sc?t:new Sc(t)};var Ec=6371008.8,Lc=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\")};Lc.prototype.wrap=function(){return new Lc(c(this.lng,-180,180),this.lat)},Lc.prototype.toArray=function(){return[this.lng,this.lat]},Lc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Lc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return Ec*Math.acos(Math.min(i,1))},Lc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Sc(new Lc(this.lng-r,this.lat-e),new Lc(this.lng+r,this.lat+e))},Lc.convert=function(t){if(t instanceof Lc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Lc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Lc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Cc=2*Math.PI*Ec;function Pc(t){return Cc*Math.cos(t*Math.PI/180)}function Oc(t){return(180+t)/360}function Ic(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Dc(t,e){return t/Pc(e)}function zc(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var Rc=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};Rc.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Lc.convert(t);return new Rc(Oc(r.lng),Ic(r.lat),Dc(e,r.lat))},Rc.prototype.toLngLat=function(){return new Lc(360*this.x-180,zc(this.y))},Rc.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Pc(zc(e));var t,e},Rc.prototype.meterInMercatorCoordinateUnits=function(){return 1/Cc*(t=zc(this.y),1/Math.cos(t*Math.PI/180));var t};var Fc=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=jc(0,t,t,e,r)};Fc.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},Fc.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Mc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Mc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},Fc.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new a((t.x*e-this.x)*co,(t.y*e-this.y)*co)},Fc.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var Bc=function(t,e){this.wrap=t,this.canonical=e,this.key=jc(t,e.z,e.z,e.x,e.y)},Nc=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new Fc(r,+n,+i),this.key=jc(e,t,r,n,i)};function jc(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}Nc.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},Nc.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new Nc(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new Nc(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},Nc.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?jc(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):jc(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},Nc.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},Nc.prototype.children=function(t){if(this.overscaledZ>=t)return[new Nc(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new Nc(e,this.wrap,e,r,n),new Nc(e,this.wrap,e,r+1,n),new Nc(e,this.wrap,e,r,n+1),new Nc(e,this.wrap,e,r+1,n+1)]},Nc.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},Nc.prototype.wrapped=function(){return new Nc(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},Nc.prototype.unwrapTo=function(t){return new Nc(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},Nc.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},Nc.prototype.toUnwrapped=function(){return new Bc(this.wrap,this.canonical)},Nc.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},Nc.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new Rc(t.x-this.wrap,t.y))},ni(\"CanonicalTileID\",Fc),ni(\"OverscaledTileID\",Nc,{omit:[\"posMatrix\"]});var Uc=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return w('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};Uc.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},Uc.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},Uc.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},Uc.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},Uc.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},Uc.prototype.getPixels=function(){return new Wo({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},Uc.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,u=a;u<o;u++)for(var c=n;c<i;c++)this.data[this._idx(c,u)]=t.data[this._idx(c+s,u+l)]},ni(\"DEMData\",Uc);var Vc=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};Vc.prototype.encode=function(t){return this._stringToNumber[t]},Vc.prototype.decode=function(t){return this._numberToString[t]};var Hc=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},qc={geometry:{configurable:!0}};qc.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},qc.geometry.set=function(t){this._geometry=t},Hc.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(Hc.prototype,qc);var Gc=function(){this.state={},this.stateChanges={},this.deletedStates={}};Gc.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},f(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r)this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]},Gc.prototype.removeFeatureState=function(t,e,r){if(null!==this.deletedStates[t]){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e)if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null;else this.deletedStates[t]=null}},Gc.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=f({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},Gc.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},Gc.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),f(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var u in this.deletedStates[o]){if(null===this.deletedStates[o][u])this.state[o][u]={};else for(var c=0,h=Object.keys(this.deletedStates[o][u]);c<h.length;c+=1){var p=h[c];delete this.state[o][u][p]}s[u]=this.state[o][u]}r[o]=r[o]||{},f(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t)t[d].setFeatureState(r,e)};var Zc=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new Kn(co,16,0),this.grid3D=new Kn(co,16,0),this.featureIndexArray=new Ca,this.promoteId=e};function Yc(t,e,r,n,i){return m(t,(function(t,a){var o=e instanceof Ni?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function Wc(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function Xc(t,e){return e-t}Zc.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var u=e[l],c=[1/0,1/0,-1/0,-1/0],f=0;f<u.length;f++){var h=u[f];c[0]=Math.min(c[0],h.x),c[1]=Math.min(c[1],h.y),c[2]=Math.max(c[2],h.x),c[3]=Math.max(c[3],h.y)}c[0]<co&&c[1]<co&&c[2]>=0&&c[3]>=0&&s.insert(o,c[0],c[1],c[2],c[3])}},Zc.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new Js.VectorTile(new Sl(this.rawTileData)).layers,this.sourceLayerCoder=new Vc(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},Zc.prototype.query=function(t,e,r,n){var i=this;this.loadVTLayers();for(var o=t.params||{},s=co/t.tileSize/t.scale,l=wn(o.filter),u=t.queryGeometry,c=t.queryPadding*s,f=Wc(u),h=this.grid.query(f.minX-c,f.minY-c,f.maxX+c,f.maxY+c),p=Wc(t.cameraQueryGeometry),d=0,v=this.grid3D.query(p.minX-c,p.minY-c,p.maxX+c,p.maxY+c,(function(e,r,n,i){return function(t,e,r,n,i){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&i>=l.y)return!0}var u=[new a(e,r),new a(e,i),new a(n,i),new a(n,r)];if(t.length>2)for(var c=0,f=u;c<f.length;c+=1)if(Mo(t,f[c]))return!0;for(var h=0;h<t.length-1;h++)if(So(t[h],t[h+1],u))return!0;return!1}(t.cameraQueryGeometry,e-c,r-c,n+c,i+c)}));d<v.length;d+=1){var g=v[d];h.push(g)}h.sort(Xc);for(var y,m={},x=function(a){var c=h[a];if(c!==y){y=c;var f=i.featureIndexArray.get(c),p=null;i.loadMatchingFeature(m,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=po(e)),r.queryIntersectsFeature(u,e,n,p,i.z,t.transform,s,t.pixelPosMatrix)}))}},b=0;b<h.length;b++)x(b);return m},Zc.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,u,c){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),p=this.vtLayers[h].feature(n);if(i.filter(new Pi(this.tileID.overscaledZ),p))for(var d=this.getId(p,h),v=0;v<f.length;v++){var g=f[v];if(!(a&&a.indexOf(g)<0)){var y=s[g];if(y){var m={};void 0!==d&&u&&(m=u.getState(y.sourceLayer||\"_geojsonTileLayer\",d));var x=l[g];x.paint=Yc(x.paint,y.paint,p,m,o),x.layout=Yc(x.layout,y.layout,p,m,o);var b=!c||c(p,y,m);if(b){var _=new Hc(p,this.z,this.x,this.y,d);_.layer=x;var w=t[g];void 0===w&&(w=t[g]=[]),w.push({featureIndex:n,feature:_,intersectionZ:b})}}}}}},Zc.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var u=wn(i),c=0,f=t;c<f.length;c+=1){var h=f[c];this.loadMatchingFeature(l,r,n,h,u,a,o,s,e)}return l},Zc.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1)if(t===i[n])return!0;return!1},Zc.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},ni(\"FeatureIndex\",Zc,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var Jc=function(t,e){this.tileID=t,this.uid=p(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};Jc.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<F.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},Jc.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},Jc.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof sc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof sc&&o.hasRTLText){this.hasRTLText=!0,Ci.isLoading()||Ci.isLoaded()||\"deferred\"!==Ei()||Li();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new wa},Jc.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},Jc.prototype.getBucket=function(t){return this.buckets[t.id]},Jc.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Tc(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Tc(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},Jc.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},Jc.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,u){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:u,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},Jc.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=wn(e&&e.filter),s=this.tileID.canonical,l=s.z,u=s.x,c=s.y,f={z:l,x:u,y:c},h=0;h<a.length;h++){var p=a.feature(h);if(o.filter(new Pi(this.tileID.overscaledZ),p)){var d=r.getId(p,i),v=new Hc(p,l,u,c,d);v.tile=f,t.push(v)}}}},Jc.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},Jc.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},Jc.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=M(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},Jc.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)},Jc.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},Jc.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},Jc.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<F.now()},Jc.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},Jc.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=F.now()+t},Jc.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1)r[i[n]]=!0;this.dependencies[t]=r},Jc.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1)if(a[s[o]])return!0}return!1};var Kc=self.performance,$c=function(t){this._marks={start:[t.url,\"start\"].join(\"#\"),end:[t.url,\"end\"].join(\"#\"),measure:t.url.toString()},Kc.mark(this._marks.start)};$c.prototype.finish=function(){Kc.mark(this._marks.end);var t=Kc.getEntriesByName(this._marks.measure);return 0===t.length&&(Kc.measure(this._marks.measure,this._marks.start,this._marks.end),t=Kc.getEntriesByName(this._marks.measure),Kc.clearMarks(this._marks.start),Kc.clearMarks(this._marks.end),Kc.clearMeasures(this._marks.measure)),t},t.Actor=Ac,t.AlphaImage=Yo,t.CanonicalTileID=Fc,t.CollisionBoxArray=wa,t.Color=oe,t.DEMData=Uc,t.DataConstantProperty=ji,t.DictionaryCoder=Vc,t.EXTENT=co,t.ErrorEvent=Ot,t.EvaluationParameters=Pi,t.Event=Pt,t.Evented=It,t.FeatureIndex=Zc,t.FillBucket=Fs,t.FillExtrusionBucket=tl,t.ImageAtlas=ru,t.ImagePosition=tu,t.LineBucket=cl,t.LngLat=Lc,t.LngLatBounds=Sc,t.MercatorCoordinate=Rc,t.ONE_EM=kl,t.OverscaledTileID=Nc,t.Point=a,t.Point$1=a,t.Properties=Gi,t.Protobuf=Sl,t.RGBAImage=Wo,t.RequestManager=q,t.RequestPerformance=$c,t.ResourceType=xt,t.SegmentVector=Oa,t.SourceFeatureState=Gc,t.StructArrayLayout1ui2=ma,t.StructArrayLayout2f1f2i16=ua,t.StructArrayLayout2i4=Qi,t.StructArrayLayout3ui6=fa,t.StructArrayLayout4i8=ta,t.SymbolBucket=sc,t.Texture=Tc,t.Tile=Jc,t.Transitionable=Di,t.Uniform1f=Ya,t.Uniform1i=Za,t.Uniform2f=Wa,t.Uniform3f=Xa,t.Uniform4f=Ja,t.UniformColor=Ka,t.UniformMatrix4f=Qa,t.UnwrappedTileID=Bc,t.ValidationError=zt,t.WritingMode=nu,t.ZoomHistory=ui,t.add=function(t,e,r){return t[0]=e[0]+r[0],t[1]=e[1]+r[1],t[2]=e[2]+r[2],t},t.addDynamicAttributes=nc,t.asyncAll=function(t,e,r){if(!t.length)return r(null,[]);var n=t.length,i=new Array(t.length),a=null;t.forEach((function(t,o){e(t,(function(t,e){t&&(a=t),i[o]=e,0==--n&&r(a,i)}))}))},t.bezier=s,t.bindAll=g,t.browser=F,t.cacheEntryPossiblyAdded=function(t){++yt>ct&&(t.getActor().send(\"enforceCacheSizeLimit\",ut),yt=0)},t.clamp=u,t.clearTileCache=function(t){var e=self.caches.delete(lt);t&&e.catch(t).then((function(){return t()}))},t.clipLine=Ou,t.clone=function(t){var e=new Io(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},t.clone$1=b,t.clone$2=function(t){var e=new Io(3);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e},t.collisionCircleLayout=_l,t.config=B,t.create=function(){var t=new Io(16);return Io!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[11]=0,t[12]=0,t[13]=0,t[14]=0),t[0]=1,t[5]=1,t[10]=1,t[15]=1,t},t.create$1=function(){var t=new Io(9);return Io!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[5]=0,t[6]=0,t[7]=0),t[0]=1,t[4]=1,t[8]=1,t},t.create$2=function(){var t=new Io(4);return Io!=Float32Array&&(t[1]=0,t[2]=0),t[0]=1,t[3]=1,t},t.createCommonjsModule=e,t.createExpression=ln,t.createLayout=Ki,t.createStyleLayer=function(t){return\"custom\"===t.type?new gc(t):new yc[t.type](t)},t.cross=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=r[0],s=r[1],l=r[2];return t[0]=i*l-a*s,t[1]=a*o-n*l,t[2]=n*s-i*o,t},t.deepEqual=function t(e,r){if(Array.isArray(e)){if(!Array.isArray(r)||e.length!==r.length)return!1;for(var n=0;n<e.length;n++)if(!t(e[n],r[n]))return!1;return!0}if(\"object\"==typeof e&&null!==e&&null!==r){if(\"object\"!=typeof r)return!1;if(Object.keys(e).length!==Object.keys(r).length)return!1;for(var i in e)if(!t(e[i],r[i]))return!1;return!0}return e===r},t.dot=function(t,e){return t[0]*e[0]+t[1]*e[1]+t[2]*e[2]},t.dot$1=function(t,e){return t[0]*e[0]+t[1]*e[1]+t[2]*e[2]+t[3]*e[3]},t.ease=l,t.emitValidationErrors=Jn,t.endsWith=y,t.enforceCacheSizeLimit=function(t){ht(),tt&&tt.then((function(e){e.keys().then((function(r){for(var n=0;n<r.length-t;n++)e.delete(r[n])}))}))},t.evaluateSizeForFeature=wu,t.evaluateSizeForZoom=Tu,t.evaluateVariableOffset=Yu,t.evented=Si,t.extend=f,t.featureFilter=wn,t.filterObject=x,t.fromRotation=function(t,e){var r=Math.sin(e),n=Math.cos(e);return t[0]=n,t[1]=r,t[2]=0,t[3]=-r,t[4]=n,t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},t.getAnchorAlignment=gu,t.getAnchorJustification=Wu,t.getArrayBuffer=kt,t.getImage=Et,t.getJSON=function(t,e){return Tt(f(t,{type:\"json\"}),e)},t.getRTLTextPluginStatus=Ei,t.getReferrer=_t,t.getVideo=function(t,e){var r,n,i=self.document.createElement(\"video\");i.muted=!0,i.onloadstart=function(){e(null,i)};for(var a=0;a<t.length;a++){var 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c={},e.tags)c[f]=e.tags[f];c.mapbox_clip_start=i.start/i.size,c.mapbox_clip_end=i.end/i.size}var h={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:c};null!==e.id&&(h.id=e.id),t.features.push(h)}}function wt(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 Tt(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\");if(e.promoteId&&e.generateId)throw new Error(\"promoteId and generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)rt(r,t.features[n],e,n);else\"Feature\"===t.type?rt(r,t,e):rt(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=lt(t,1,-1-r,r,0,-1,2,e),a=lt(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=lt(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=gt(i,1).concat(n)),a&&(n=n.concat(gt(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 kt(t,e,r){return 32*((1<<t)*r+e)+t}function At(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 g(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}V.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(q(t[l],l));this.trees[i+1]=new j(s,J,K,a,Float32Array),r&&console.timeEnd(o);for(var u=i;u>=n;u--){var c=+Date.now();s=this._cluster(s,u),this.trees[u]=new j(s,J,K,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",u,s.length,+Date.now()-c)}return r&&console.timeEnd(\"total time\"),this},V.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],u=[],c=0,f=l.range(Y(r),W(a),Y(i),W(n));c<f.length;c+=1){var h=f[c],p=l.points[h];u.push(p.numPoints?G(p):this.points[p.index])}return u},V.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,u=i.within(a.x,a.y,o);l<u.length;l+=1){var c=u[l],f=i.points[c];f.parentId===t&&s.push(f.numPoints?G(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},V.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},V.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,u=(r+1+s)/i,c={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,u),n.points,e,r,i,c),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,u),n.points,i,r,i,c),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,u),n.points,-1,r,i,c),c.features.length?c:null},V.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},V.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},V.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],u=l.numPoints,c={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:u?Z(l):this.points[l.index].properties},f=void 0;u?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(c.id=f),a.features.push(c)}},V.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(t,this.options.maxZoom+1))},V.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=i/(a*Math.pow(2,e)),l=0;l<t.length;l++){var u=t[l];if(!(u.zoom<=e)){u.zoom=e;for(var c=this.trees[e+1],f=c.within(u.x,u.y,s),h=u.numPoints||1,p=u.x*h,d=u.y*h,v=o&&h>1?this._map(u,!0):null,g=(l<<5)+(e+1)+this.points.length,y=0,m=f;y<m.length;y+=1){var x=m[y],b=c.points[x];if(!(b.zoom<=e)){b.zoom=e;var _=b.numPoints||1;p+=b.x*_,d+=b.y*_,h+=_,b.parentId=g,o&&(v||(v=this._map(u,!0)),o(v,this._map(b)))}}1===h?r.push(u):(u.parentId=g,r.push(H(p/h,d/h,g,h,v)))}}return r},V.prototype._getOriginId=function(t){return t-this.points.length>>5},V.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},V.prototype._map=function(t,e){if(t.numPoints)return e?X({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?X({},n):n},Tt.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},Tt.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,u=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var c=1<<e,f=kt(e,r,n),h=this.tiles[f];if(!h&&(u>1&&console.time(\"creation\"),h=this.tiles[f]=bt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),u)){u>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.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||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){u>1&&console.time(\"clipping\");var v,g,y,m,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;v=g=y=m=null,x=lt(t,c,r-_,r+T,0,h.minX,h.maxX,l),b=lt(t,c,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(v=lt(x,c,n-_,n+T,1,h.minY,h.maxY,l),g=lt(x,c,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(y=lt(b,c,n-_,n+T,1,h.minY,h.maxY,l),m=lt(b,c,n+w,n+k,1,h.minY,h.maxY,l),b=null),u>1&&console.timeEnd(\"clipping\"),s.push(v||[],e+1,2*r,2*n),s.push(g||[],e+1,2*r,2*n+1),s.push(y||[],e+1,2*r+1,2*n),s.push(m||[],e+1,2*r+1,2*n+1)}}},Tt.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=kt(t,e=(e%o+o)%o,r);if(this.tiles[s])return mt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,u=t,c=e,f=r;!l&&u>0;)u--,c=Math.floor(c/2),f=Math.floor(f/2),l=this.tiles[kt(u,c,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",u,c,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,u,c,f,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?mt(this.tiles[s],i):null):null};var Mt=function(e){function r(t,r,n,i){e.call(this,t,r,n,At),i&&(this.loadGeoJSON=i)}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 e=this;if(this._pendingCallback&&this._pendingLoadDataParams){var r=this._pendingCallback,n=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams;var i=!!(n&&n.request&&n.request.collectResourceTiming)&&new t.RequestPerformance(n.request);this.loadGeoJSON(n,(function(a,o){if(a||!o)return r(a);if(\"object\"!=typeof o)return r(new Error(\"Input data given to '\"+n.source+\"' is not a valid GeoJSON object.\"));f(o,!0);try{e._geoJSONIndex=n.cluster?new V(function(e){var r=e.superclusterOptions,n=e.clusterProperties;if(!n||!r)return r;for(var i={},a={},o={accumulated:null,zoom:0},s={properties:null},l=Object.keys(n),u=0,c=l;u<c.length;u+=1){var f=c[u],h=n[f],p=h[0],d=h[1],v=t.createExpression(d),g=t.createExpression(\"string\"==typeof p?[p,[\"accumulated\"],[\"get\",f]]:p);i[f]=v.value,a[f]=g.value}return r.map=function(t){s.properties=t;for(var e={},r=0,n=l;r<n.length;r+=1){var a=n[r];e[a]=i[a].evaluate(o,s)}return e},r.reduce=function(t,e){s.properties=e;for(var r=0,n=l;r<n.length;r+=1){var i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new Tt(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var s={};if(i){var l=i.finish();l&&(s.resourceTiming={},s.resourceTiming[n.source]=JSON.parse(JSON.stringify(l)))}r(null,s)}))}},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 given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"))}}},r.prototype.removeSource=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),e()},r.prototype.getClusterExpansionZoom=function(t,e){try{e(null,this._geoJSONIndex.getClusterExpansionZoom(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterChildren=function(t,e){try{e(null,this._geoJSONIndex.getChildren(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterLeaves=function(t,e){try{e(null,this._geoJSONIndex.getLeaves(t.clusterId,t.limit,t.offset))}catch(t){e(t)}},r}(l);var St=function(e){var r=this;this.self=e,this.actor=new t.Actor(e,this),this.layerIndexes={},this.availableImages={},this.workerSourceTypes={vector:l,geojson:Mt},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.isParsed())throw new Error(\"RTL text plugin already registered.\");t.plugin.applyArabicShaping=e.applyArabicShaping,t.plugin.processBidirectionalText=e.processBidirectionalText,t.plugin.processStyledBidirectionalText=e.processStyledBidirectionalText}};return St.prototype.setReferrer=function(t,e){this.referrer=e},St.prototype.setImages=function(t,e,r){for(var n in this.availableImages[t]=e,this.workerSources[t]){var i=this.workerSources[t][n];for(var a in i)i[a].availableImages=e}r()},St.prototype.setLayers=function(t,e,r){this.getLayerIndex(t).replace(e),r()},St.prototype.updateLayers=function(t,e,r){this.getLayerIndex(t).update(e.layers,e.removedIds),r()},St.prototype.loadTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).loadTile(e,r)},St.prototype.loadDEMTile=function(t,e,r){this.getDEMWorkerSource(t,e.source).loadTile(e,r)},St.prototype.reloadTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).reloadTile(e,r)},St.prototype.abortTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).abortTile(e,r)},St.prototype.removeTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).removeTile(e,r)},St.prototype.removeDEMTile=function(t,e){this.getDEMWorkerSource(t,e.source).removeTile(e)},St.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()}},St.prototype.loadWorkerSource=function(t,e,r){try{this.self.importScripts(e.url),r()}catch(t){r(t.toString())}},St.prototype.syncRTLPluginState=function(e,r,n){try{t.plugin.setState(r);var i=t.plugin.getPluginURL();if(t.plugin.isLoaded()&&!t.plugin.isParsed()&&null!=i){this.self.importScripts(i);var a=t.plugin.isParsed();n(a?void 0:new Error(\"RTL Text Plugin failed to import scripts from \"+i),a)}}catch(t){n(t.toString())}},St.prototype.getAvailableImages=function(t){var e=this.availableImages[t];return e||(e=[]),e},St.prototype.getLayerIndex=function(t){var e=this.layerIndexes[t];return e||(e=this.layerIndexes[t]=new n),e},St.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),this.getAvailableImages(t))}return this.workerSources[t][e][r]},St.prototype.getDEMWorkerSource=function(t,e){return this.demWorkerSources[t]||(this.demWorkerSources[t]={}),this.demWorkerSources[t][e]||(this.demWorkerSources[t][e]=new c),this.demWorkerSources[t][e]},St.prototype.enforceCacheSizeLimit=function(e,r){t.enforceCacheSizeLimit(r)},\"undefined\"!=typeof WorkerGlobalScope&&void 0!==t.window&&t.window instanceof WorkerGlobalScope&&(t.window.worker=new St(t.window)),St})),n(0,(function(t){var e=t.createCommonjsModule((function(t){function e(t){return!r(t)}function r(t){return\"undefined\"!=typeof window&&\"undefined\"!=typeof 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t=document.createElement(\"canvas\");t.width=t.height=1;var e=t.getContext(\"2d\");if(!e)return!1;var r=e.getImageData(0,0,1,1);return r&&r.width===t.width}()?(r=t&&t.failIfMajorPerformanceCaveat,void 0===n[r]&&(n[r]=function(t){var r=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);if(!r)return!1;var n=r.createShader(r.VERTEX_SHADER);return!(!n||r.isContextLost())&&(r.shaderSource(n,\"void main() {}\"),r.compileShader(n),!0===r.getShaderParameter(n,r.COMPILE_STATUS))}(r)),n[r]?void 0:\"insufficient WebGL support\"):\"insufficient Canvas/getImageData support\":\"insufficient ArrayBuffer support\":\"insufficient 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s=i([\"transform\",\"WebkitTransform\"]);r.setTransform=function(t,e){t.style[s]=e};var l=!1;try{var u=Object.defineProperty({},\"passive\",{get:function(){l=!0}});t.window.addEventListener(\"test\",u,u),t.window.removeEventListener(\"test\",u,u)}catch(t){l=!1}r.addEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&l?t.addEventListener(e,r,n):t.addEventListener(e,r,n.capture)},r.removeEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&l?t.removeEventListener(e,r,n):t.removeEventListener(e,r,n.capture)};var c=function(e){e.preventDefault(),e.stopPropagation(),t.window.removeEventListener(\"click\",c,!0)};function f(t){var e=t.userImage;return!!(e&&e.render&&e.render())&&(t.data.replace(new Uint8Array(e.data.buffer)),!0)}r.suppressClick=function(){t.window.addEventListener(\"click\",c,!0),t.window.setTimeout((function(){t.window.removeEventListener(\"click\",c,!0)}),0)},r.mousePos=function(e,r){var n=e.getBoundingClientRect();return new 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n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var 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s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,u=l.x+1,c=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:u,y:c},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:u,y:c-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:u,y:c+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:u-1,y:c},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:u+h,y:c},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=g,d=g,v=1e20;function g(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 y(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(m(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(m(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function m(t,e,r,n,i){r[0]=0,n[0]=-v,n[1]=+v;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]=+v}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]]}}g.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?v:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?v:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(y(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),y(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},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.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:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1)(0,o[i])(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,u=o.glyph;(n[s]||(n[s]={}))[l]=u&&{id:u.id,bitmap:u.bitmap.clone(),metrics:u.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(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 x.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}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(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.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.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 _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=\"-transition\",T=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),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,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,w)?this._transitionable.setTransition(n.slice(0,-11),i):this._transitionable.setValue(n,i)}},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,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),k=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};k.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},k.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var u=t[l];i=s*r,a=(s+=u)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===u})}return n},k.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],u=0;u<this.width;u++){u/l.right>1&&(l=t[++s]);var c=Math.abs(u-l.left),f=Math.abs(u-l.right),h=Math.min(c,f),p=void 0,d=i/r*(n+1);if(l.isDash){var v=n-Math.abs(d);p=Math.sqrt(h*h+v*v)}else p=n-Math.sqrt(h*h+d*d);this.data[o+u]=Math.max(0,Math.min(255,p+128))}},k.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],u=0;u<this.width;u++){u/l.right>1&&(l=t[++s]);var c=Math.abs(u-l.left),f=Math.abs(u-l.right),h=Math.min(c,f),p=l.isDash?h:-h;this.data[o+u]=Math.max(0,Math.min(255,p+128))}},k.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];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var u={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,u},k.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.ALPHA,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.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var A=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 M(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}A.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},A.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},A.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},A.Actor=t.Actor;var S=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};S.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]},S.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var E=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,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),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._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},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.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.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:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=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({type:\"raster\"},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._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},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=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),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),C=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({type:\"raster-dem\"},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=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.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\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(L),P=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._loaded=!1,this.actor=i.getActor(),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),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/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.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties},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)r.fire(new t.ErrorEvent(e));else{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.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),O=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=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._loaded=!1,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(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},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){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var u=i-r,c=a-n,f=Math.max(u,c),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),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 e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,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.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);var D=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;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},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 e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,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:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=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.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"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.ValidationError(\"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._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.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.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),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 e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.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}(I),R={vector:E,raster:L,\"raster-dem\":C,geojson:P,video:D,image:I,canvas:z};function F(e,r){var n=t.identity([]);return t.translate(n,n,[1,1,0]),t.scale(n,n,[.5*e.width,.5*e.height,1]),t.multiply(n,n,e.calculatePosMatrix(r.toUnwrapped()))}function B(t,e,r,n,i,a){var o=function(t,e,r){if(t)for(var n=0,i=t;n<i.length;n+=1){var a=e[i[n]];if(a&&a.source===r&&\"fill-extrusion\"===a.type)return!0}else for(var o in e){var s=e[o];if(s.source===r&&\"fill-extrusion\"===s.type)return!0}return!1}(i&&i.layers,e,t.id),s=a.maxPitchScaleFactor(),l=t.tilesIn(n,s,o);l.sort(N);for(var u=[],c=0,f=l;c<f.length;c+=1){var h=f[c];u.push({wrappedTileID:h.tileID.wrapped().key,queryResults:h.tile.queryRenderedFeatures(e,r,t._state,h.queryGeometry,h.cameraQueryGeometry,h.scale,i,a,s,F(t.transform,h.tileID))})}var p=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 u in o)for(var c=o[u],f=l[u]=l[u]||{},h=e[u]=e[u]||[],p=0,d=c;p<d.length;p+=1){var v=d[p];f[v.featureIndex]||(f[v.featureIndex]=!0,h.push(v))}}return e}(u);for(var d in p)p[d].forEach((function(e){var r=e.feature,n=t.getFeatureState(r.layer[\"source-layer\"],r.id);r.source=r.layer.source,r.layer[\"source-layer\"]&&(r.sourceLayer=r.layer[\"source-layer\"]),r.state=n}));return p}function N(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 j=function(t,e){this.max=t,this.onRemove=e,this.reset()};j.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},j.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},j.prototype.has=function(t){return t.wrapped().key in this.data},j.prototype.getAndRemove=function(t){return this.has(t)?this._getAndRemoveByKey(t.wrapped().key):null},j.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},j.prototype.getByKey=function(t){var e=this.data[t];return e?e[0].value:null},j.prototype.get=function(t){return this.has(t)?this.data[t.wrapped().key][0].value:null},j.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},j.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},j.prototype.filter=function(t){var e=[];for(var r in this.data)for(var n=0,i=this.data[r];n<i.length;n+=1){var a=i[n];t(a.value)||e.push(a)}for(var o=0,s=e;o<s.length;o+=1){var l=s[o];this.remove(l.value.tileID,l)}};var U=function(t,e,r){this.context=t;var n=t.gl;this.buffer=n.createBuffer(),this.dynamicDraw=Boolean(r),this.context.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};U.prototype.bind=function(){this.context.bindElementBuffer.set(this.buffer)},U.prototype.updateData=function(t){var e=this.context.gl;this.context.unbindVAO(),this.bind(),e.bufferSubData(e.ELEMENT_ARRAY_BUFFER,0,t.arrayBuffer)},U.prototype.destroy=function(){var t=this.context.gl;this.buffer&&(t.deleteBuffer(this.buffer),delete this.buffer)};var V={Int8:\"BYTE\",Uint8:\"UNSIGNED_BYTE\",Int16:\"SHORT\",Uint16:\"UNSIGNED_SHORT\",Int32:\"INT\",Uint32:\"UNSIGNED_INT\",Float32:\"FLOAT\"},H=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};H.prototype.bind=function(){this.context.bindVertexBuffer.set(this.buffer)},H.prototype.updateData=function(t){var e=this.context.gl;this.bind(),e.bufferSubData(e.ARRAY_BUFFER,0,t.arrayBuffer)},H.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)}},H.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[V[i.type]],!1,this.itemSize,i.offset+this.itemSize*(r||0))}},H.prototype.destroy=function(){var t=this.context.gl;this.buffer&&(t.deleteBuffer(this.buffer),delete this.buffer)};var q=function(t){this.gl=t.gl,this.default=this.getDefault(),this.current=this.default,this.dirty=!1};q.prototype.get=function(){return this.current},q.prototype.set=function(t){},q.prototype.getDefault=function(){return this.default},q.prototype.setDefault=function(){this.set(this.default)};var G=function(e){function r(){e.apply(this,arguments)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getDefault=function(){return t.Color.transparent},r.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.dirty)&&(this.gl.clearColor(t.r,t.g,t.b,t.a),this.current=t,this.dirty=!1)},r}(q),Z=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.getDefault=function(){return 1},e.prototype.set=function(t){(t!==this.current||this.dirty)&&(this.gl.clearDepth(t),this.current=t,this.dirty=!1)},e}(q),Y=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.getDefault=function(){return 0},e.prototype.set=function(t){(t!==this.current||this.dirty)&&(this.gl.clearStencil(t),this.current=t,this.dirty=!1)},e}(q),W=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.getDefault=function(){return[!0,!0,!0,!0]},e.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.dirty)&&(this.gl.colorMask(t[0],t[1],t[2],t[3]),this.current=t,this.dirty=!1)},e}(q),X=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.getDefault=function(){return!0},e.prototype.set=function(t){(t!==this.current||this.dirty)&&(this.gl.depthMask(t),this.current=t,this.dirty=!1)},e}(q),J=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.getDefault=function(){return 255},e.prototype.set=function(t){(t!==this.current||this.dirty)&&(this.gl.stencilMask(t),this.current=t,this.dirty=!1)},e}(q),K=function(t){function e(){t.apply(this,arguments)}return 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t=this.gl;return[t.ONE,t.ZERO]},e.prototype.set=function(t){var e=this.current;(t[0]!==e[0]||t[1]!==e[1]||this.dirty)&&(this.gl.blendFunc(t[0],t[1]),this.current=t,this.dirty=!1)},e}(q),at=function(e){function r(){e.apply(this,arguments)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getDefault=function(){return t.Color.transparent},r.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.dirty)&&(this.gl.blendColor(t.r,t.g,t.b,t.a),this.current=t,this.dirty=!1)},r}(q),ot=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.getDefault=function(){return this.gl.FUNC_ADD},e.prototype.set=function(t){(t!==this.current||this.dirty)&&(this.gl.blendEquation(t),this.current=t,this.dirty=!1)},e}(q),st=function(t){function e(){t.apply(this,arguments)}return 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e=this.current;(t[0]!==e[0]||t[1]!==e[1]||t[2]!==e[2]||t[3]!==e[3]||this.dirty)&&(this.gl.viewport(t[0],t[1],t[2],t[3]),this.current=t,this.dirty=!1)},e}(q),pt=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.getDefault=function(){return null},e.prototype.set=function(t){if(t!==this.current||this.dirty){var e=this.gl;e.bindFramebuffer(e.FRAMEBUFFER,t),this.current=t,this.dirty=!1}},e}(q),dt=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.getDefault=function(){return null},e.prototype.set=function(t){if(t!==this.current||this.dirty){var e=this.gl;e.bindRenderbuffer(e.RENDERBUFFER,t),this.current=t,this.dirty=!1}},e}(q),vt=function(t){function e(){t.apply(this,arguments)}return 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e(e){t.call(this,e),this.vao=e.extVertexArrayObject}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getDefault=function(){return null},e.prototype.set=function(t){this.vao&&(t!==this.current||this.dirty)&&(this.vao.bindVertexArrayOES(t),this.current=t,this.dirty=!1)},e}(q),xt=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.getDefault=function(){return 4},e.prototype.set=function(t){if(t!==this.current||this.dirty){var e=this.gl;e.pixelStorei(e.UNPACK_ALIGNMENT,t),this.current=t,this.dirty=!1}},e}(q),bt=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.getDefault=function(){return!1},e.prototype.set=function(t){if(t!==this.current||this.dirty){var e=this.gl;e.pixelStorei(e.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t),this.current=t,this.dirty=!1}},e}(q),_t=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.getDefault=function(){return!1},e.prototype.set=function(t){if(t!==this.current||this.dirty){var e=this.gl;e.pixelStorei(e.UNPACK_FLIP_Y_WEBGL,t),this.current=t,this.dirty=!1}},e}(q),wt=function(t){function e(e,r){t.call(this,e),this.context=e,this.parent=r}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getDefault=function(){return null},e}(q),Tt=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.setDirty=function(){this.dirty=!0},e.prototype.set=function(t){if(t!==this.current||this.dirty){this.context.bindFramebuffer.set(this.parent);var e=this.gl;e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}},e}(wt),kt=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(t!==this.current||this.dirty){this.context.bindFramebuffer.set(this.parent);var e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}},e}(wt),At=function(t,e,r,n){this.context=t,this.width=e,this.height=r;var i=t.gl,a=this.framebuffer=i.createFramebuffer();this.colorAttachment=new Tt(t,a),n&&(this.depthAttachment=new kt(t,a))};At.prototype.destroy=function(){var t=this.context.gl,e=this.colorAttachment.get();if(e&&t.deleteTexture(e),this.depthAttachment){var r=this.depthAttachment.get();r&&t.deleteRenderbuffer(r)}t.deleteFramebuffer(this.framebuffer)};var Mt=function(t,e,r){this.func=t,this.mask=e,this.range=r};Mt.ReadOnly=!1,Mt.ReadWrite=!0,Mt.disabled=new Mt(519,Mt.ReadOnly,[0,1]);var St=7680,Et=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};Et.disabled=new Et({func:519,mask:0},0,0,St,St,St);var Lt=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};Lt.Replace=[1,0],Lt.disabled=new Lt(Lt.Replace,t.Color.transparent,[!1,!1,!1,!1]),Lt.unblended=new Lt(Lt.Replace,t.Color.transparent,[!0,!0,!0,!0]),Lt.alphaBlended=new Lt([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Ct=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Ct.disabled=new Ct(!1,1029,2305),Ct.backCCW=new Ct(!0,1029,2305);var Pt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new G(this),this.clearDepth=new Z(this),this.clearStencil=new Y(this),this.colorMask=new W(this),this.depthMask=new X(this),this.stencilMask=new J(this),this.stencilFunc=new K(this),this.stencilOp=new $(this),this.stencilTest=new Q(this),this.depthRange=new tt(this),this.depthTest=new et(this),this.depthFunc=new rt(this),this.blend=new nt(this),this.blendFunc=new it(this),this.blendColor=new at(this),this.blendEquation=new ot(this),this.cullFace=new st(this),this.cullFaceSide=new lt(this),this.frontFace=new ut(this),this.program=new ct(this),this.activeTexture=new ft(this),this.viewport=new ht(this),this.bindFramebuffer=new pt(this),this.bindRenderbuffer=new dt(this),this.bindTexture=new vt(this),this.bindVertexBuffer=new gt(this),this.bindElementBuffer=new yt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new mt(this),this.pixelStoreUnpack=new xt(this),this.pixelStoreUnpackPremultiplyAlpha=new bt(this),this.pixelStoreUnpackFlipY=new _t(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\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\")};Pt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Pt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Pt.prototype.createIndexBuffer=function(t,e){return new U(this,t,e)},Pt.prototype.createVertexBuffer=function(t,e,r){return new H(this,t,e,r)},Pt.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},Pt.prototype.createFramebuffer=function(t,e,r){return new At(this,t,e,r)},Pt.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.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Pt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Pt.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)},Pt.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)},Pt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,Lt.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Pt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ot=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new R[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}(r,n,i,this),this._tiles={},this._cache=new j(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}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;if(!this._source.loaded())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._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(It).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(It).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&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=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},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._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},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 a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(Dt(this._source.type)){for(var u={},c={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],v=this._tiles[p];if(v&&!(v.fadeEndTime&&v.fadeEndTime<=t.browser.now())){var g=this.findLoadedParent(d,o);g&&(this._addTile(g.tileID),u[g.tileID.key]=g.tileID),c[p]=d}}for(var y in this._retainLoadedChildren(c,a,s,l),u)l[y]||(this._coveredTiles[y]=!0,l[y]=u[y])}for(var m in l)this._tiles[m].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},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={},l=0,u=t;l<u.length;l+=1){var c=u[l],f=this._addTile(c);n[c.key]=c,f.hasData()||e<this._source.maxzoom&&(s[c.key]=c)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],v=this._tiles[d.key];if(!v.hasData()){if(e+1>this._source.maxzoom){var g=d.children(this._source.maxzoom)[0],y=this.getTile(g);if(y&&y.hasData()){n[g.key]=g;continue}}else{var m=d.children(this._source.maxzoom);if(n[m[0].key]&&n[m[1].key]&&n[m[2].key]&&n[m[3].key])continue}for(var x=v.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(v=this.getTile(_))&&x&&(v=this._addTile(_)),v&&(n[_.key]=_,x=v.wasRequested(),v.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},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,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(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()&&\"reloading\"!==e.state?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,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),u=s.map((function(t){return o.pointCoordinate(t)})),c=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,v=0,g=u;v<g.length;v+=1){var y=g[v];f=Math.min(f,y.x),h=Math.min(h,y.y),p=Math.max(p,y.x),d=Math.max(d,y.y)}for(var m=function(e){var n=i._tiles[c[e]];if(!n.holdingForFade()){var s=n.tileID,v=Math.pow(2,o.zoom-n.tileID.overscaledZ),g=r*n.queryPadding*t.EXTENT/n.tileSize/v,y=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(y[0].x-g<t.EXTENT&&y[0].y-g<t.EXTENT&&y[1].x+g>=0&&y[1].y+g>=0){var m=l.map((function(t){return s.getTilePoint(t)})),x=u.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:m,cameraQueryGeometry:x,scale:v})}}},x=0;x<c.length;x++)m(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(Dt(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles)this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\");this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function It(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function Dt(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function zt(){return new t.window.Worker(na.workerUrl)}Ot.maxOverzooming=10,Ot.maxUnderzooming=3;var Rt=\"mapboxgl_preloaded_worker_pool\",Ft=function(){this.active={}};Ft.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Ft.workerCount;)this.workers.push(new zt);return this.active[t]=!0,this.workers.slice()},Ft.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Ft.prototype.isPreloaded=function(){return!!this.active[Rt]},Ft.prototype.numActive=function(){return Object.keys(this.active).length};var Bt,Nt=Math.floor(t.browser.hardwareConcurrency/2);function jt(){return Bt||(Bt=new Ft),Bt}function Ut(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function Vt(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]=Ut(t[n],e[t[n].ref]));return t}Ft.workerCount=Math.max(Math.min(Nt,6),1);var Ht={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 qt(t,e,r){r.push({command:Ht.addSource,args:[t,e[t]]})}function Gt(t,e,r){e.push({command:Ht.removeSource,args:[t]}),r[t]=!0}function Zt(t,e,r,n){Gt(t,r,n),qt(t,e,r)}function Yt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Wt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(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.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Xt(t){return t.id}function Jt(t,e){return t[e.id]=e,t}function Kt(e,r){if(!e)return[{command:Ht.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:Ht.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:Ht.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:Ht.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:Ht.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:Ht.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:Ht.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:Ht.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:Ht.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:Ht.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)||Gt(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Yt(e,r,a)?n.push({command:Ht.setGeoJSONSourceData,args:[a,r[a].data]}):Zt(a,r,n,i)):qt(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:Ht.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,u,c,f=(e=e||[]).map(Xt),h=r.map(Xt),p=e.reduce(Jt,{}),d=r.reduce(Jt,{}),v=f.slice(),g=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:Ht.removeLayer,args:[o]}),v.splice(v.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],v[v.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:Ht.removeLayer,args:[o]}),v.splice(v.lastIndexOf(o,v.length-a),1)):a++,u=v[v.length-i],n.push({command:Ht.addLayer,args:[d[o],u]}),v.splice(v.length-i,0,o),g[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!g[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(c in Wt(s.layout,l.layout,n,o,null,Ht.setLayoutProperty),Wt(s.paint,l.paint,n,o,null,Ht.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:Ht.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:Ht.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(c)&&\"layout\"!==c&&\"paint\"!==c&&\"filter\"!==c&&\"metadata\"!==c&&\"minzoom\"!==c&&\"maxzoom\"!==c&&(0===c.indexOf(\"paint.\")?Wt(s[c],l[c],n,o,c.slice(6),Ht.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:Ht.setLayerProperty,args:[o,c,l[c]]}));for(c in l)l.hasOwnProperty(c)&&!s.hasOwnProperty(c)&&\"layout\"!==c&&\"paint\"!==c&&\"filter\"!==c&&\"metadata\"!==c&&\"minzoom\"!==c&&\"maxzoom\"!==c&&(0===c.indexOf(\"paint.\")?Wt(s[c],l[c],n,o,c.slice(6),Ht.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:Ht.setLayerProperty,args:[o,c,l[c]]}))}else n.push({command:Ht.removeLayer,args:[o]}),u=v[v.lastIndexOf(o)+1],n.push({command:Ht.addLayer,args:[l,u]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:Ht.setStyle,args:[r]}]}return n}var $t=function(t,e){this.reset(t,e)};$t.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},$t.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Qt=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};function te(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function ee(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function re(e,r){var n=[e.x,e.y,0,1];pe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ne(t,e){return.5+t/e*.5}function ie(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 ae(e,r,n,i,a,o,s,l){var u=i?e.textSizeData:e.iconSizeData,c=t.evaluateSizeForZoom(u,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,v=n.transform.width/n.transform.height,g=!1,y=0;y<d.length;y++){var m=d.get(y);if(m.hidden||m.writingMode===t.WritingMode.vertical&&!g)he(m.numGlyphs,h);else{g=!1;var x=[m.anchorX,m.anchorY,0,1];if(t.transformMat4(x,x,r),ie(x,f)){var b=x[3],_=ne(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(u,c,m),T=s?w/_:w*_,k=new t.Point(m.anchorX,m.anchorY),A=re(k,a).point,M={},S=le(m,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,v);g=S.useVertical,(S.notEnoughRoom||g||S.needsFlipping&&le(m,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,v).notEnoughRoom)&&he(m.numGlyphs,h)}else he(m.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function oe(t,e,r,n,i,a,o,s,l,u,c){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),v=e.getoffsetX(f-1),g=ce(t*d,r,n,i,a,o,s.segment,h,p,l,u,c);if(!g)return null;var y=ce(t*v,r,n,i,a,o,s.segment,h,p,l,u,c);return y?{first:g,last:y}:null}function se(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 le(e,r,n,i,a,o,s,l,u,c,f,h,p,d){var v,g=r/24,y=e.lineOffsetX*g,m=e.lineOffsetY*g;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=oe(g,l,y,m,n,f,h,e,u,o,p);if(!w)return{notEnoughRoom:!0};var T=re(w.first.point,s).point,k=re(w.last.point,s).point;if(i&&!n){var A=se(e.writingMode,T,k,d);if(A)return A}v=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)v.push(ce(g*l.getoffsetX(M),y,m,n,f,h,e.segment,b,_,u,o,p));v.push(w.last)}else{if(i&&!n){var S=re(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(u.getx(E),u.gety(E)),C=re(L,a),P=C.signedDistanceFromCamera>0?C.point:ue(h,L,S,1,a),O=se(e.writingMode,S,P,d);if(O)return O}var I=ce(g*l.getoffsetX(e.glyphStartIndex),y,m,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,u,o,p);if(!I)return{notEnoughRoom:!0};v=[I]}for(var D=0,z=v;D<z.length;D+=1){var R=z[D];t.addDynamicAttributes(c,R.point,R.angle)}return{}}function ue(t,e,r,n,i){var a=re(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function ce(e,r,n,i,a,o,s,l,u,c,f,h){var p=i?e-r:e+r,d=p>0?1:-1,v=0;i&&(d*=-1,v=Math.PI),d<0&&(v+=Math.PI);for(var g=d>0?l+s:l+s+1,y=a,m=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((g+=d)<l||g>=u)return null;if(m=y,w.push(y),void 0===(y=h[g])){var T=new t.Point(c.getx(g),c.gety(g)),k=re(T,f);if(k.signedDistanceFromCamera>0)y=h[g]=k.point;else{var A=g-d;y=ue(0===x?o:new t.Point(c.getx(A),c.gety(A)),T,m,_-x+1,f)}}x+=b,b=m.dist(y)}var M=(_-x)/b,S=y.sub(m),E=S.mult(M)._add(m);E._add(S._unit()._perp()._mult(n*d));var L=v+Math.atan2(y.y-m.y,y.x-m.x);return w.push(E),{point:E,angle:L,path:w}}Qt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Qt.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)},Qt.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)},Qt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Qt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Qt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var u=this.circles[3*l],c=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:u-f,y1:c-f,x2:u+f,y2:c+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Qt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var u=[],c={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,u,c,i),n?u.length>0:u},Qt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Qt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Qt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Qt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,u=this.boxCells[i];if(null!==u)for(var c=this.bboxes,f=0,h=u;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=c[d+2]&&e<=c[d+3]&&r>=c[d+0]&&n>=c[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:c[d],y1:c[d+1],x2:c[d+2],y2:c[d+3]})}}}var v=this.circleCells[i];if(null!==v)for(var g=this.circles,y=0,m=v;y<m.length;y+=1){var x=m[y];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(g[b],g[b+1],g[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=g[b],w=g[b+1],T=g[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Qt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,u=o.seenUids,c=this.boxCells[i];if(null!==c)for(var f=this.bboxes,h=0,p=c;h<p.length;h+=1){var d=p[h];if(!u.box[d]){u.box[d]=!0;var v=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[v+0],f[v+1],f[v+2],f[v+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var y=this.circles,m=0,x=g;m<x.length;m+=1){var b=x[m];if(!u.circle[b]){u.circle[b]=!0;var _=3*b;if(this._circlesCollide(y[_],y[_+1],y[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Qt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),u=this._convertToYCellCoord(e),c=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=c;h++)for(var p=u;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Qt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Qt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Qt.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},Qt.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 u=(o-i)/2,c=Math.abs(e-(i+u));if(c>u+r)return!1;if(l<=s||c<=u)return!0;var f=l-s,h=c-u;return f*f+h*h<=r*r};var fe=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function he(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(fe,3*n)}}function pe(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}var de=100,ve=function(t,e,r){void 0===e&&(e=new Qt(t.width+200,t.height+200,25)),void 0===r&&(r=new Qt(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+de,this.screenBottomBoundary=t.height+de,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function ge(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}ve.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,u=t.x2*o+a.point.x,c=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,u,c)||!e&&this.grid.hitTest(s,l,u,c,i)?{box:[],offscreen:!1}:{box:[s,l,u,c],offscreen:this.isOffscreen(s,l,u,c)}},ve.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,u,c,f,h,p){var d=[],v=new t.Point(r.anchorX,r.anchorY),g=re(v,o),y=ne(this.transform.cameraToCenterDistance,g.signedDistanceFromCamera),m=(c?a/y:a*y)/t.ONE_EM,x=re(v,s).point,b=oe(m,i,r.lineOffsetX*m,r.lineOffsetY*m,!1,x,v,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*y+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new $t,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var O=1;O<L.path.length;O++)C.push(L.path[O]);var I=2.5*k;if(l){var D=C.map((function(t){return re(t,l)}));C=D.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:D.map((function(t){return t.point}))}var z=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);z=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=z;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/I)+1;for(var H=0;H<V;H++){var q=H/Math.max(V-1,1),G=S.lerp(q),Z=G.x+de,Y=G.y+de;d.push(Z,Y,k,0);var W=Z-k,X=Y-k,J=Z+k,K=Y+k;if(T=T&&this.isOffscreen(W,X,J,K),w=w||this.isInsideGrid(W,X,J,K),!e&&this.grid.hitTestCircle(Z,Y,k,f)&&(_=!0,!u))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!u&&_||!w?[]:d,offscreen:T,collisionDetected:_}},ve.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 u=l[s],c=new t.Point(u.x+de,u.y+de);n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y),r.push(c)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var v=d[p],g=v.key;if(void 0===f[g.bucketInstanceId]&&(f[g.bucketInstanceId]={}),!f[g.bucketInstanceId][g.featureIndex]){var y=[new t.Point(v.x1,v.y1),new t.Point(v.x2,v.y1),new t.Point(v.x2,v.y2),new t.Point(v.x1,v.y2)];t.polygonIntersectsPolygon(r,y)&&(f[g.bucketInstanceId][g.featureIndex]=!0,void 0===h[g.bucketInstanceId]&&(h[g.bucketInstanceId]=[]),h[g.bucketInstanceId].push(g.featureIndex))}}return h},ve.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},ve.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},ve.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return pe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+de,(-i[1]/i[3]+1)/2*this.transform.height+de),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},ve.prototype.isOffscreen=function(t,e,r,n){return r<de||t>=this.screenRightBoundary||n<de||e>this.screenBottomBoundary},ve.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},ve.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var ye=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};ye.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var me=function(t,e,r,n,i){this.text=new ye(t?t.text:null,e,r,i),this.icon=new ye(t?t.icon:null,e,n,i)};me.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var xe=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},be=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},_e=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},we=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function Te(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point(s+u[0]*a,l+u[1]*a)}function ke(e,r,n,i,a,o){var s=e.x1,l=e.x2,u=e.y1,c=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:u+p.y,x2:l+p.x,y2:c+p.y,anchorPointX:f,anchorPointY:h}}we.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var Ae=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new ve(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new we(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Me(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}Ae.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,u=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),c=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=ge(n,1,this.transform.zoom),v=te(f,h,p,this.transform,d),g=null;if(h){var y=ee(f,h,p,this.transform,d);g=t.multiply([],this.transform.labelPlaneMatrix,y)}this.retainedQueryData[a.bucketInstanceId]=new _e(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var m={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:v,labelToScreenMatrix:g,scale:u,textPixelRatio:c,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:m})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:m})}},Ae.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d){var v,g=[f.textOffset0,f.textOffset1],y=Te(t,r,n,g,i),m=this.collisionIndex.placeCollisionBox(ke(e,y.x,y.y,a,o,this.transform.angle),c,s,l,u.predicate);if(!d||0!==this.collisionIndex.placeCollisionBox(ke(d,y.x,y.y,a,o,this.transform.angle),c,s,l,u.predicate).box.length)return m.box.length>0?(this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(v=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:g,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:v},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:y,placedGlyphBoxes:m}):void 0},Ae.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,u=a.textLabelPlaneMatrix,c=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,v=a.collisionGroup,g=s.get(\"text-optional\"),y=s.get(\"icon-optional\"),m=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=m&&(x||!o.hasIconData()||y),A=x&&(m||!o.hasTextData()||g);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new xe(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,O=null,I=0,D=0,z=0;a.textFeatureIndex?I=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(I=e.featureIndex),a.verticalTextFeatureIndex&&(D=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length&&(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),!(L&&L.box&&L.box.length));i+=1);else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,u=e.textBoxScale,c=w&&!x?r:null,h={box:[],offscreen:!1},p=m?2*N.length:N.length,d=0;d<p;++d){var g=N[d%N.length],y=d>=N.length,k=i.attemptAnchorPlacement(g,t,a,s,u,b,_,f,l,v,y,e,o,n,c);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var H=i.prevPlacement.variableOffsets[e.crossTileID];H&&(i.variableOffsets[e.crossTileID]=H,i.markUsedJustification(o,H.anchor,e,V))}}else{var q=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,m,f,l,v.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return q(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?q(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),Z=t.evaluateSizeForFeature(o.textSizeData,d,G),Y=s.get(\"text-padding\"),W=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(m,G,o.lineVertexArray,o.glyphOffsetArray,Z,l,u,c,n,_,v.predicate,W,Y),T=m||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(z=a.iconFeatureIndex),a.iconBox){var X=function(t){var e=w&&E?ke(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,v.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(O=X(a.verticalIconBox)).box.length>0:(O=X(a.iconBox)).box.length>0,S=S&&O.offscreen}var J=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,K=y||0===e.numIconVertices;if(J||K?K?J||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&D?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,D,v.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,I,v.ID)),M&&O&&i.collisionIndex.insertCollisionBox(O.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,z,v.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,I,v.ID),n)){var $=o.bucketInstanceId,Q=i.collisionCircleArrays[$];void 0===Q&&(Q=i.collisionCircleArrays[$]=new be);for(var tt=0;tt<P.circles.length;tt+=4)Q.circles.push(P.circles[tt+0]),Q.circles.push(P.circles[tt+1]),Q.circles.push(P.circles[tt+2]),Q.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new xe(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},Ae.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var u=l[s];u>=0&&(e.text.placedSymbolArray.get(u).crossTileID=a>=0&&u!==a?0:n.crossTileID)}},Ae.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},Ae.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],u=i[s];u?(this.opacities[s]=new me(u,n,l.text,l.icon),r=r||l.text!==u.text.placed||l.icon!==u.icon.placed):(this.opacities[s]=new me(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var c in i){var f=i[c];if(!this.opacities[c]){var h=new me(f,n,!1,!1);h.isHidden()||(this.opacities[c]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},Ae.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)}},Ae.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new me(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),u=a.get(\"text-variable-anchor\"),c=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new me(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},v=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,v=a.crossTileID,g=r[v],y=i.opacities[v];g?y=o:y||(y=p,i.opacities[v]=y),r[v]=!0;var m=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(m){var T=De(y.text),k=_?ze:T;d(e.text,s,k);var A=w?ze:T;d(e.text,l,A);var M=y.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=De(y.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:ze;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=y.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var O=C?ze:L;d(e.icon,a.numVerticalIconVertices,O),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=y.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var I=e.collisionArrays[n];if(I){var D=new t.Point(0,0);if(I.textBox||I.verticalTextBox){var z=!0;if(u){var R=i.variableOffsets[v];R?(D=Te(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),c&&D._rotate(f?i.transform.angle:-i.transform.angle)):z=!1}I.textBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!z||_,D.x,D.y),I.verticalTextBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!z||w,D.x,D.y)}var F=Boolean(!w&&I.verticalIconBox);I.iconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,F,h?D.x:0,h?D.y:0),I.verticalIconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,!F,h?D.x:0,h?D.y:0)}}},g=0;g<e.symbolInstances.length;g++)v(g);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var y=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=y.invProjMatrix,e.placementViewportMatrix=y.viewportMatrix,e.collisionCircleArray=y.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},Ae.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},Ae.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},Ae.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},Ae.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},Ae.prototype.setStale=function(){this.stale=!0};var Se=Math.pow(2,25),Ee=Math.pow(2,24),Le=Math.pow(2,17),Ce=Math.pow(2,16),Pe=Math.pow(2,9),Oe=Math.pow(2,8),Ie=Math.pow(2,1);function De(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*Se+e*Ee+r*Le+e*Ce+r*Pe+e*Oe+r*Ie+e}var ze=0,Re=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Re.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var Fe=function(t,e,r,n,i,a,o){this.placement=new Ae(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};Fe.prototype.isDone=function(){return this._done},Fe.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Re(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},Fe.prototype.commit=function(t){return this.placement.commit(t),this.placement};var Be=512/t.EXTENT/2,Ne=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Ne.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=Be/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Ne.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;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,u=o;l<u.length;l+=1){var c=u[l];if(Math.abs(c.coord.x-s.x)<=n&&Math.abs(c.coord.y-s.y)<=n&&!r[c.crossTileID]){r[c.crossTileID]=!0,a.crossTileID=c.crossTileID;break}}}}};var je=function(){this.maxCrossTileID=0};je.prototype.generate=function(){return++this.maxCrossTileID};var Ue=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Ue.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},Ue.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;n<e.symbolInstances.length;n++)e.symbolInstances.get(n).crossTileID=0;this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var u=o[t.scaledTo(Number(a)).key];u&&u.findMatches(e.symbolInstances,t,i)}}for(var c=0;c<e.symbolInstances.length;c++){var f=e.symbolInstances.get(c);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Ne(t,e.symbolInstances,e.bucketInstanceId),!0},Ue.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]}},Ue.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 Ve=function(){this.layerIndexes={},this.crossTileIDs=new je,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ve.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Ue);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],u=l.getBucket(t);u&&t.id===u.layerIds[0]&&(u.bucketInstanceId||(u.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,u,this.crossTileIDs)&&(i=!0),a[u.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ve.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 He=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},qe=t.pick(Ht,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ge=t.pick(Ht,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),Ze=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),Ye=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new A(jt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new k(256,512),this.crossTileSymbolIndex=new Ve,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if(t.triggerPluginCompletionEvent(e),r&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].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:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,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\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(Ze,!1)},r.prototype._load=function(e,r){if(!r||!He(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=Vt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new T(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,c())})),u=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){u=null,o||(o=t,a=e,c())}));function c(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],u=l.width,c=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,v=l.stretchX,g=l.stretchY,y=l.content,m=new t.RGBAImage({width:u,height:c});t.RGBAImage.copy(e,m,{x:f,y:h},{x:0,y:0},{width:u,height:c}),r[s]={data:m,pixelRatio:d,sdf:p,stretchX:v,stretchY:g,content:y}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),u&&(u.cancel(),u=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},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){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},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){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}for(var l in this.sourceCaches)this.sourceCaches[l].used=!1;for(var u=0,c=this._order;u<c.length;u+=1){var f=c[u],h=this._layers[f];h.recalculate(e,this._availableImages),!h.isHidden(e.zoom)&&h.source&&(this.sourceCaches[h.source].used=!0)}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},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={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),He(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=Vt(e.layers);var n=Kt(this.serialize(),e).filter((function(t){return!(t.command in Ge)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in qe)}));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._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},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._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),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 Ot(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){void 0===n&&(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{var a;if(\"custom\"===e.type){if(He(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}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&&\"custom\"!==a.type){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),a.onAdd&&a.onAdd(this.map)}}},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._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}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.hasLayer=function(t){return t in this._layers},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,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}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$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):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(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):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.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is requred to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){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._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var u=l[s][o];if(u)for(var c=0,f=u;c<f.length;c+=1){var h=f[c];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var v=this._order[d];if(r(v))for(var g=i.length-1;g>=0;g--){var y=i[g].feature;if(n[y.layer.id]<d)break;p.push(y),i.pop()}else for(var m=0,x=t;m<x.length;m+=1){var b=x[m][v];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);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 u=[];for(var c in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[c]||u.push(B(this.sourceCaches[c],this._layers,this._serializedLayers,e,r,n));return this.placement&&u.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),u=[],c=0,f=Object.keys(l).map(Number);c<f.length;c+=1){var h=f[c];u.push(o[h])}u.sort(N);for(var p=function(){var r=v[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],u=n[a];u.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var c=0,f=u;c<f.length;c+=1){var h=f[c];o.push(h)}}},d=0,v=u;d<v.length;d+=1)p();var g=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var y in s)g(y);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(u)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);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,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&He(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers)this._layers[e].setEventedParent(null);for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),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(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},u=0,c=this._order;u<c.length;u+=1){var f=c[u],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new Fe(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var v=0,g=this._order;v<g.length;v+=1){var y=g[v],m=this._layers[y];\"symbol\"===m.type&&this.placement.updateLayerOpacities(m,l[m.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);Ye.getSourceType=function(t){return R[t]},Ye.setSourceType=function(t,e){R[t]=e},Ye.registerForPluginStateChange=t.registerForPluginStateChange;var We=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Xe=_r(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),Je=_r(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Ke=_r(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);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);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);}\"),$e=_r(\"varying vec3 v_data;\\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\\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\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\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\\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\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Qe=_r(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),tr=_r(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),er=_r(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),rr=_r(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),nr=_r(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),ir=_r(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),ar=_r(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),or=_r(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),sr=_r(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),lr=_r(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),ur=_r(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),cr=_r(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),fr=_r(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform float u_maxzoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggeration=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/ pow(2.0,(u_zoom-u_maxzoom)*exaggeration+19.2562-u_zoom);gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),hr=_r(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),pr=_r(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\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\\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\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),dr=_r(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,vec2(v_lineprogress,0.5));gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define MAX_LINE_DISTANCE 32767.0\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_lineprogress;\\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\\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\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_lineprogress=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0/MAX_LINE_DISTANCE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),vr=_r(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\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#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\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#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),gr=_r(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\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\\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\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\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\\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\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),yr=_r(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),mr=_r(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),xr=_r(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\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\\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\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\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\\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\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),br=_r(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\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\\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\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\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\\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\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function _r(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n={};return{fragmentSource:t=t.replace(r,(function(t,e,r,i,a){return n[a]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,i,a){var o=\"float\"===i?\"vec2\":\"vec4\",s=a.match(/color/)?\"color\":o;return n[a]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"}))}}var wr=Object.freeze({__proto__:null,prelude:Xe,background:Je,backgroundPattern:Ke,circle:$e,clippingMask:Qe,heatmap:tr,heatmapTexture:er,collisionBox:rr,collisionCircle:nr,debug:ir,fill:ar,fillOutline:or,fillOutlinePattern:sr,fillPattern:lr,fillExtrusion:ur,fillExtrusionPattern:cr,hillshadePrepare:fr,hillshade:hr,line:pr,lineGradient:dr,linePattern:vr,lineSDF:gr,raster:yr,symbolIcon:mr,symbolSDF:xr,symbolTextAndIcon:br}),Tr=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};Tr.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,u=0;!l&&u<n.length;u++)this.boundPaintVertexBuffers[u]!==n[u]&&(l=!0);var c=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||c?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())},Tr.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,u=this.context,c=u.gl;if(u.extVertexArrayObject)this.vao&&this.destroy(),this.vao=u.extVertexArrayObject.createVertexArrayOES(),u.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=u.currentNumAttributes||0;for(var f=l;f<s;f++)c.disableVertexAttribArray(f)}e.enableAttributes(c,t);for(var h=0,p=r;h<p.length;h+=1)p[h].enableAttributes(c,t);a&&a.enableAttributes(c,t),o&&o.enableAttributes(c,t),e.bind(),e.setVertexAttribPointers(c,t,i);for(var d=0,v=r;d<v.length;d+=1){var g=v[d];g.bind(),g.setVertexAttribPointers(c,t,i)}a&&(a.bind(),a.setVertexAttribPointers(c,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(c,t,i)),u.currentNumAttributes=l},Tr.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var kr=function(t,e,r,n,i){var a=t.gl;this.program=a.createProgram();var o=r?r.defines():[];i&&o.push(\"#define OVERDRAW_INSPECTOR;\");var s=o.concat(Xe.fragmentSource,e.fragmentSource).join(\"\\n\"),l=o.concat(Xe.vertexSource,e.vertexSource).join(\"\\n\"),u=a.createShader(a.FRAGMENT_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(u,s),a.compileShader(u),a.attachShader(this.program,u);var c=a.createShader(a.VERTEX_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(c,l),a.compileShader(c),a.attachShader(this.program,c);for(var f=r?r.layoutAttributes:[],h=0;h<f.length;h++)a.bindAttribLocation(this.program,h,f[h].name);a.linkProgram(this.program),a.deleteShader(c),a.deleteShader(u),this.numAttributes=a.getProgramParameter(this.program,a.ACTIVE_ATTRIBUTES),this.attributes={};for(var p={},d=0;d<this.numAttributes;d++){var v=a.getActiveAttrib(this.program,d);v&&(this.attributes[v.name]=a.getAttribLocation(this.program,v.name))}for(var g=a.getProgramParameter(this.program,a.ACTIVE_UNIFORMS),y=0;y<g;y++){var m=a.getActiveUniform(this.program,y);m&&(p[m.name]=a.getUniformLocation(this.program,m.name))}this.fixedUniforms=n(t,p),this.binderUniforms=r?r.getUniforms(t,p):[]}}};function Ar(t,e,r){var n=1/ge(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}kr.prototype.draw=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=t.gl;if(!this.failedToCreate){for(var m in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[m].set(o[m]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(g={},g[y.LINES]=2,g[y.TRIANGLES]=3,g[y.LINE_STRIP]=1,g)[e],b=0,_=c.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new Tr)).bind(t,this,l,p?p.getPaintVertexBuffers():[],u,w.vertexOffset,d,v),y.drawElements(e,w.primitiveLength*x,y.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Mr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var u=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[u.r,u.g,u.b],u_vertical_gradient:+n,u_opacity:i}},Sr=function(e,r,n,i,a,o,s){return t.extend(Mr(e,r,n,i),Ar(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Er=function(t){return{u_matrix:t}},Lr=function(e,r,n,i){return t.extend(Er(e),Ar(n,r,i))},Cr=function(t,e){return{u_matrix:t,u_world:e}},Pr=function(e,r,n,i,a){return t.extend(Lr(e,r,n,i),{u_world:a})},Or=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=ge(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Ir=function(t,e,r){var n=ge(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},Dr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},zr=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Rr=function(t){return{u_matrix:t}},Fr=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:ge(e,1,r),u_intensity:n}},Br=function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}},Nr=function(e,r,n){var i=n.paint.get(\"hillshade-shadow-color\"),a=n.paint.get(\"hillshade-highlight-color\"),o=n.paint.get(\"hillshade-accent-color\"),s=n.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===n.paint.get(\"hillshade-illumination-anchor\")&&(s-=e.transform.angle);var l,u,c,f=!e.options.moving;return{u_matrix:e.transform.calculatePosMatrix(r.tileID.toUnwrapped(),f),u_image:0,u_latrange:(l=r.tileID,u=Math.pow(2,l.canonical.z),c=l.canonical.y,[new t.MercatorCoordinate(0,c/u).toLngLat().lat,new t.MercatorCoordinate(0,(c+1)/u).toLngLat().lat]),u_light:[n.paint.get(\"hillshade-exaggeration\"),s],u_shadow:i,u_highlight:a,u_accent:o}},jr=function(e,r,n){var i=r.stride,a=t.create();return t.ortho(a,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(a,a,[0,-t.EXTENT,0]),{u_matrix:a,u_image:1,u_dimension:[i,i],u_zoom:e.overscaledZ,u_maxzoom:n,u_unpack:r.getUnpackVector()}};var Ur=function(e,r,n){var i=e.transform;return{u_matrix:Zr(e,r,n),u_ratio:1/ge(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},Vr=function(e,r,n){return t.extend(Ur(e,r,n),{u_image:0})},Hr=function(e,r,n,i){var a=e.transform,o=Gr(r,a);return{u_matrix:Zr(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/ge(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},qr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=Gr(r,o),u=\"round\"===n.layout.get(\"line-cap\"),c=s.getDash(i.from,u),f=s.getDash(i.to,u),h=c.width*a.fromScale,p=f.width*a.toScale;return t.extend(Ur(e,r,n),{u_patternscale_a:[l/h,-c.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:c.y,u_tex_y_b:f.y,u_mix:a.t})};function Gr(t,e){return 1/ge(t,1,e.tileZoom)}function Zr(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Yr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Wr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Wr(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]}var Xr,Jr=function(t,e,r,n,i,a,o,s,l,u){var c=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:c.cameraToCenterDistance,u_pitch:c.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:c.width/c.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:u,u_texture:0}},Kr=function(e,r,n,i,a,o,s,l,u,c,f){var h=a.transform;return t.extend(Jr(e,r,n,i,a,o,s,l,u,c),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},$r=function(e,r,n,i,a,o,s,l,u,c){return t.extend(Kr(e,r,n,i,a,o,s,l,!0,u,!0),{u_texsize_icon:c,u_texture_icon:1})},Qr=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},tn=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,u=Math.pow(2,n.tileID.overscaledZ),c=n.tileSize*Math.pow(2,r.transform.tileZoom)/u,f=c*(n.tileID.canonical.x+n.tileID.wrap*u),h=c*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/ge(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},en={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_maxzoom:new t.Uniform1f(e,r.u_maxzoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function rn(e,r,n,i,a,o,s){for(var l=e.context,u=l.gl,c=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var v=i[d],g=r.getTile(v),y=g.getBucket(n);if(y){var m=v.posMatrix;0===a[0]&&0===a[1]||(m=e.translatePosMatrix(v.posMatrix,g,a,o));var x=s?y.textCollisionBox:y.iconCollisionBox,b=y.collisionCircleArray;if(b.length>0){var _=t.create(),w=m;t.mul(_,y.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,y.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&c.draw(l,u.LINES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,Ir(m,e.transform,g),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],O=E.circleArray[C+1],I=E.circleArray[C+2],D=E.circleArray[C+3];k.emplace(A++,P,O,I,D,0),k.emplace(A++,P,O,I,D,1),k.emplace(A++,P,O,I,D,2),k.emplace(A++,P,O,I,D,3)}(!Xr||Xr.length<2*h)&&(Xr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var z=l.createIndexBuffer(Xr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=Dr(N.transform,N.invTransform,e.transform);T.draw(l,u.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,j,n.id,R,z,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),z.destroy()}}var nn=t.identity(new Float32Array(16));function an(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,u=-(s.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point((l/a+c[0])*o,(u/a+c[1])*o)}function on(e,r,n,i,a,o,s,l,u,c,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,v={};p.clear();for(var g=0;g<h.length;g++){var y=h.get(g),m=e.allowVerticalPlacement&&!y.placedOrientation,x=y.hidden||!y.crossTileID||m?null:i[y.crossTileID];if(x){var b=new t.Point(y.anchorX,y.anchorY),_=re(b,n?l:s),w=ne(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,c,y)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/u);for(var k=x.width,A=x.height,M=an(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?re(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&y.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<y.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&y.associatedIconIndex>=0&&(v[y.associatedIconIndex]={shiftedAnchor:S,angle:E})}else he(y.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var O=C.get(P);if(O.hidden)he(O.numGlyphs,d);else{var I=v[P];if(I)for(var D=0;D<O.numGlyphs;D++)t.addDynamicAttributes(d,I.shiftedAnchor,I.angle);else he(O.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function sn(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function ln(e,r,n,i,a,o,s,l,u,c,f,h){for(var p=e.context,d=p.gl,v=e.transform,g=\"map\"===l,y=\"map\"===u,m=g&&\"point\"!==n.layout.get(\"symbol-placement\"),x=g&&!y&&!m,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=e.depthModeForSublayer(0,Mt.ReadOnly),w=n.layout.get(\"text-variable-anchor\"),T=[],k=0,A=i;k<A.length;k+=1){var M=A[k],S=r.getTile(M),E=S.getBucket(n);if(E){var L=a?E.text:E.icon;if(L&&L.segments.get().length){var C=L.programConfigurations.get(n.id),P=a||E.sdfIcons,O=a?E.textSizeData:E.iconSizeData,I=y||0!==v.pitch,D=e.useProgram(sn(P,a,E),C),z=t.evaluateSizeForZoom(O,v.zoom),R=void 0,F=[0,0],B=void 0,N=void 0,j=null,U=void 0;if(a){if(B=S.glyphAtlasTexture,N=d.LINEAR,R=S.glyphAtlasTexture.size,E.iconsInText){F=S.imageAtlasTexture.size,j=S.imageAtlasTexture;var V=\"composite\"===O.kind||\"camera\"===O.kind;U=I||e.options.rotating||e.options.zooming||V?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||E.iconsNeedLinear;B=S.imageAtlasTexture,N=P||e.options.rotating||e.options.zooming||H||I?d.LINEAR:d.NEAREST,R=S.imageAtlasTexture.size}var q=ge(S,1,e.transform.zoom),G=te(M.posMatrix,y,g,e.transform,q),Z=ee(M.posMatrix,y,g,e.transform,q),Y=w&&E.hasTextData(),W=\"none\"!==n.layout.get(\"icon-text-fit\")&&Y&&E.hasIconData();m&&ae(E,M.posMatrix,e,a,G,Z,y,c);var X=e.translatePosMatrix(M.posMatrix,S,o,s),J=m||a&&w||W?nn:G,K=e.translatePosMatrix(Z,S,o,s,!0),$=P&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),Q={program:D,buffers:L,uniformValues:P?E.iconsInText?$r(O.kind,z,x,y,e,X,J,K,R,F):Kr(O.kind,z,x,y,e,X,J,K,a,R,!0):Jr(O.kind,z,x,y,e,X,J,K,a,R),atlasTexture:B,atlasTextureIcon:j,atlasInterpolation:N,atlasInterpolationIcon:U,isSDF:P,hasHalo:$};if(b)for(var tt=0,et=L.segments.get();tt<et.length;tt+=1){var rt=et[tt];T.push({segments:new t.SegmentVector([rt]),sortKey:rt.sortKey,state:Q})}else T.push({segments:L.segments,sortKey:0,state:Q})}}}b&&T.sort((function(t,e){return t.sortKey-e.sortKey}));for(var nt=0,it=T;nt<it.length;nt+=1){var at=it[nt],ot=at.state;if(p.activeTexture.set(d.TEXTURE0),ot.atlasTexture.bind(ot.atlasInterpolation,d.CLAMP_TO_EDGE),ot.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),ot.atlasTextureIcon&&ot.atlasTextureIcon.bind(ot.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),ot.isSDF){var st=ot.uniformValues;ot.hasHalo&&(st.u_is_halo=1,un(ot.buffers,at.segments,n,e,ot.program,_,f,h,st)),st.u_is_halo=0}un(ot.buffers,at.segments,n,e,ot.program,_,f,h,ot.uniformValues)}}function un(t,e,r,n,i,a,o,s,l){var u=n.context,c=u.gl;i.draw(u,c.TRIANGLES,a,o,s,Ct.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function cn(t,e,r,n,i,a,o){var s,l,u,c,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),v=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var g=0,y=n;g<y.length;g+=1){var m=y[g],x=e.getTile(m);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(v));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(m.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){c=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];u=\"fillOutlinePattern\"===l&&d?Pr(S,t,v,x,E):Cr(S,E)}else c=b.indexBuffer,f=b.segments,u=d?Lr(S,t,v,x):Er(S);w.draw(t.context,s,i,t.stencilModeForClipping(m),a,Ct.disabled,u,r.id,b.layoutVertexBuffer,c,f,r.paint,t.transform.zoom,_)}}}}function fn(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,u=r.paint.get(\"fill-extrusion-pattern\"),c=u.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var v=d[p],g=e.getTile(v),y=g.getBucket(r);if(y){var m=y.programConfigurations.get(r.id),x=t.useProgram(c?\"fillExtrusionPattern\":\"fillExtrusion\",m);c&&(t.context.activeTexture.set(l.TEXTURE0),g.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),m.updatePaintBuffers(f));var b=u.constantOr(null);if(b&&g.imageAtlas){var _=g.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&m.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(v.posMatrix,g,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=c?Sr(k,t,A,h,v,f,g):Mr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Ct.backCCW,M,r.id,y.layoutVertexBuffer,y.indexBuffer,y.segments,r.paint,t.transform.zoom,m)}}}function hn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var u=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var c=Nr(t,e,r);u.draw(o,s.TRIANGLES,n,i,a,Ct.disabled,c,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function pn(e,r,n,i,a,o,s){var l=e.context,u=l.gl,c=r.dem;if(c&&c.data){var f=c.dim,h=c.stride,p=c.getPixels();if(l.activeTexture.set(u.TEXTURE1),l.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(h),r.demTexture){var d=r.demTexture;d.update(p,{premultiply:!1}),d.bind(u.NEAREST,u.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(l,p,u.RGBA,{premultiply:!1}),r.demTexture.bind(u.NEAREST,u.CLAMP_TO_EDGE);l.activeTexture.set(u.TEXTURE0);var v=r.fbo;if(!v){var g=new t.Texture(l,{width:f,height:f,data:null},u.RGBA);g.bind(u.LINEAR,u.CLAMP_TO_EDGE),(v=r.fbo=l.createFramebuffer(f,f,!0)).colorAttachment.set(g.texture)}l.bindFramebuffer.set(v.framebuffer),l.viewport.set([0,0,f,f]),e.useProgram(\"hillshadePrepare\").draw(l,u.TRIANGLES,a,o,s,Ct.disabled,jr(r.tileID,c,i),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function dn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,u=r?(s-r.timeAdded)/o:-1,c=n.getSource(),f=a.coveringZoomLevel({tileSize:c.tileSize,roundZoom:c.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-u,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var vn=new t.Color(1,0,0,1),gn=new t.Color(0,1,0,1),yn=new t.Color(0,0,1,1),mn=new t.Color(1,0,1,1),xn=new t.Color(0,1,1,1);function bn(t){var e=t.transform.padding;_n(t,t.transform.height-(e.top||0),3,vn),_n(t,e.bottom||0,3,gn),wn(t,e.left||0,3,yn),wn(t,t.transform.width-(e.right||0),3,mn);var r=t.transform.centerPoint;!function(t,e,r,n){var i=20,a=2;Tn(t,e-a/2,r-i/2,a,i,n),Tn(t,e-i/2,r-a/2,i,a,n)}(t,r.x,t.transform.height-r.y,xn)}function _n(t,e,r,n){Tn(t,0,e+r/2,t.transform.width,r,n)}function wn(t,e,r,n){Tn(t,e-r/2,0,r,t.transform.height,n)}function Tn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function kn(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=Mt.disabled,u=Et.disabled,c=e.colorModeForRenderPass(),f=\"$debug\";i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,u,c,Ct.disabled,zr(o,t.Color.red),f,e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var h=r.getTileByID(n.key).latestRawTileData,p=h&&h.byteLength||0,d=Math.floor(p/1024),v=r.getTile(n).tileSize,g=512/Math.min(v,512)*(n.overscaledZ/e.transform.zoom)*.5,y=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(y+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,y+\" \"+d+\"kb\"),s.draw(i,a.TRIANGLES,l,u,Lt.alphaBlended,Ct.disabled,zr(o,t.Color.transparent,g),f,e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var An={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Et.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,u=\"map\"===a,c=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),v=d.getBucket(n);if(v&&v.text&&v.text.segments.get().length){var g=v.textSizeData,y=t.evaluateSizeForZoom(g,l.zoom),m=ge(d,1,r.transform.zoom),x=te(p.posMatrix,c,u,r.transform,m),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&v.hasIconData();if(y){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);on(v,u,c,s,t.symbolSize,l,x,p.posMatrix,_,y,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&ln(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&ln(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(rn(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),rn(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var u=e.context,c=u.gl,f=e.depthModeForSublayer(0,Mt.ReadOnly),h=Et.disabled,p=e.colorModeForRenderPass(),d=[],v=0;v<i.length;v++){var g=i[v],y=r.getTile(g),m=y.getBucket(n);if(m){var x=m.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:m.layoutVertexBuffer,indexBuffer:m.indexBuffer,uniformValues:Or(e,g,y,n)};if(l)for(var _=0,w=m.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:m.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,O=S.uniformValues,I=M.segments;L.draw(u,c.TRIANGLES,f,h,p,Ct.disabled,O,n.id,C,P,I,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Et.disabled,l=new Lt([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);(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,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}})(a,e,n),a.clear({color:t.Color.transparent});for(var u=0;u<i.length;u++){var c=i[u];if(!r.hasRenderableParent(c)){var f=r.getTile(c),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),v=e.transform.zoom;d.draw(a,o.TRIANGLES,Mt.disabled,s,l,Ct.disabled,Fr(c.posMatrix,f,v,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,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 t.Texture(n,r.colorRamp,i.RGBA)),o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,Br(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1)){var s=e.depthModeForSublayer(0,Mt.ReadOnly),l=e.colorModeForRenderPass(),u=n.paint.get(\"line-dasharray\"),c=n.paint.get(\"line-pattern\"),f=c.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":u?\"lineSDF\":h?\"lineGradient\":\"line\",v=e.context,g=v.gl,y=!0;if(h){v.activeTexture.set(g.TEXTURE0);var m=n.gradientTexture;if(!n.gradient)return;m||(m=n.gradientTexture=new t.Texture(v,n.gradient,g.RGBA)),m.bind(g.LINEAR,g.CLAMP_TO_EDGE)}for(var x=0,b=i;x<b.length;x+=1){var _=b[x],w=r.getTile(_);if(!f||w.patternsLoaded()){var T=w.getBucket(n);if(T){var k=T.programConfigurations.get(n.id),A=e.context.program.get(),M=e.useProgram(d,k),S=y||M.program!==A,E=c.constantOr(null);if(E&&w.imageAtlas){var L=w.imageAtlas,C=L.patternPositions[E.to.toString()],P=L.patternPositions[E.from.toString()];C&&P&&k.setConstantPatternPositions(C,P)}var O=f?Hr(e,w,n,p):u?qr(e,w,n,u,p):h?Vr(e,w,n):Ur(e,w,n);f?(v.activeTexture.set(g.TEXTURE0),w.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),k.updatePaintBuffers(p)):u&&(S||e.lineAtlas.dirty)&&(v.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(v)),M.draw(v,g.TRIANGLES,s,e.stencilModeForClipping(_),l,Ct.disabled,O,n.id,T.layoutVertexBuffer,T.indexBuffer,T.segments,n.paint,e.transform.zoom,k),y=!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.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),u=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===u){var c=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?Mt.ReadWrite:Mt.ReadOnly);cn(e,r,n,i,c,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,Mt.ReadOnly);cn(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))fn(t,e,r,n,a,Et.disabled,Lt.disabled),fn(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();fn(t,e,r,n,a,Et.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=e.getSource().maxzoom,o=t.depthModeForSublayer(0,Mt.ReadOnly),s=t.colorModeForRenderPass(),l=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],u=l[0],c=0,f=l[1];c<f.length;c+=1){var h=f[c],p=e.getTile(h);p.needsHillshadePrepare&&\"offscreen\"===t.renderPass?pn(t,p,r,a,o,Et.disabled,s):\"translucent\"===t.renderPass&&hn(t,p,r,o,u[h.overscaledZ],s)}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\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),u=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),c=u[0],f=u[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,v=f;d<v.length;d+=1){var g=v[d],y=t.depthModeForSublayer(g.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?Mt.ReadWrite:Mt.ReadOnly,a.LESS),m=e.getTile(g),x=t.transform.calculatePosMatrix(g.toUnwrapped(),p);m.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(g,0),_=dn(m,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),m.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-m.tileID.overscaledZ),T=[m.tileID.canonical.x*w%1,m.tileID.canonical.y*w%1]):m.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Yr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,y,Et.disabled,l,Ct.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,y,c[g.overscaledZ],l,Ct.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},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,u=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(u)){var c=!u&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===c){var f=Et.disabled,h=t.depthModeForSublayer(0,\"opaque\"===c?Mt.ReadWrite:Mt.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(u?\"backgroundPattern\":\"background\"),v=s.coveringTiles({tileSize:l});u&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var g=r.getCrossfadeParameters(),y=0,m=v;y<m.length;y+=1){var x=m[y],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=u?tn(b,i,t,u,{tileID:x,tileSize:l},g):Qr(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Ct.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)kn(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Et.disabled);var o=\"3d\"===i.renderingMode?new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,Mt.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},Mn=function(t,e){this.context=new Pt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ot.maxUnderzooming+Ot.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ve,this.gpuTimers={}};Mn.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.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 a=i[n];this.style._layers[a].resize()}},Mn.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,We.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,We.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,O.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,We.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Et({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},Mn.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,Mt.disabled,this.stencilClearMode,Lt.disabled,Ct.disabled,Rr(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},Mn.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(Lt.disabled),r.setDepthMode(Mt.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,Mt.disabled,new Et({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),Lt.disabled,Ct.disabled,Rr(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},Mn.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Et({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},Mn.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Et({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},Mn.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Et({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Et.disabled,e),n]},Mn.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){var r=1/8;return new Lt([e.CONSTANT_COLOR,e.ONE],new t.Color(r,r,r,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?Lt.unblended:Lt.alphaBlended},Mn.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return Mt.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new Mt(r||this.context.gl.LEQUAL,e,[n,n])},Mn.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},Mn.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,u,c={},f={},h={};for(var p in a){var d=a[p];c[p]=d.getVisibleCoordinates(),f[p]=c[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var v=0;v<i.length;v++){var g=i[v];if(this.style._layers[g].is3D()){this.opaquePassCutoff=v;break}}this.renderPass=\"offscreen\";for(var y=0,m=i;y<m.length;y+=1){var x=m[y],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=c[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,c[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(u&&u.id)&&(u=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<u.getSource().maxzoom)&&(l=u))})),l&&An.debug(this,l,l.getVisibleCoordinates())),this.options.showPadding&&bn(this),this.context.setDefault()},Mn.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),An[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},Mn.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},Mn.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},Mn.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},Mn.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},Mn.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 u=[a?n[0]:ge(r,n[0],this.transform.zoom),a?n[1]:ge(r,n[1],this.transform.zoom),0],c=new Float32Array(16);return t.translate(c,e,u),c},Mn.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},Mn.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},Mn.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},Mn.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new kr(this.context,wr[t],e,en[t],this._showOverdrawInspector)),this.cache[r]},Mn.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},Mn.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},Mn.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},Mn.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var Sn=function(t,e){this.points=t,this.planes=e};Sn.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new Sn(a,o)};var En=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};En.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new En(n,i)},En.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},En.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},En.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var u=Number.MAX_VALUE,c=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];u=Math.min(u,h),c=Math.max(c,h)}if(c<0||u>this.max[l]-this.min[l])return 0}return 1};var Ln=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};Ln.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},Ln.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},Ln.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},Ln.prototype.clone=function(){return new Ln(this.top,this.bottom,this.left,this.right)},Ln.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var Cn=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new Ln,this._posMatrixCache={},this._alignedPosMatrixCache={}},Pn={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};Cn.prototype.clone=function(){var t=new Cn(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,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._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},Pn.minZoom.get=function(){return this._minZoom},Pn.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Pn.maxZoom.get=function(){return this._maxZoom},Pn.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Pn.minPitch.get=function(){return this._minPitch},Pn.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},Pn.maxPitch.get=function(){return this._maxPitch},Pn.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},Pn.renderWorldCopies.get=function(){return this._renderWorldCopies},Pn.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Pn.worldSize.get=function(){return this.tileSize*this.scale},Pn.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},Pn.size.get=function(){return new t.Point(this.width,this.height)},Pn.bearing.get=function(){return-this.angle/Math.PI*180},Pn.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=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Pn.pitch.get=function(){return this._pitch/Math.PI*180},Pn.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Pn.fov.get=function(){return this._fov/Math.PI*180},Pn.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())},Pn.zoom.get=function(){return this._zoom},Pn.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())},Pn.center.get=function(){return this._center},Pn.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Pn.padding.get=function(){return this._edgeInsets.toJSON()},Pn.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},Pn.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},Cn.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},Cn.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},Cn.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},Cn.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),u=s-1;u<=l+1;u++)0!==u&&r.push(new t.UnwrappedTileID(u,e));return r},Cn.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=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=Sn.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var u=function(t){return{aabb:new En([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},c=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)c.push(u(-d)),c.push(u(d));for(c.push(u(0));c.length>0;){var v=c.pop(),g=v.x,y=v.y,m=v.fullyVisible;if(!m){var x=v.aabb.intersects(s);if(0===x)continue;m=2===x}var b=v.aabb.distanceX(o),_=v.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-v.zoom)-2;if(v.zoom===h||w>T&&v.zoom>=l)f.push({tileID:new t.OverscaledTileID(v.zoom===h?p:v.zoom,v.wrap,v.zoom,g,y),distanceSq:t.sqrLen([o[0]-.5-g,o[1]-.5-y])});else for(var k=0;k<4;k++){var A=(g<<1)+k%2,M=(y<<1)+(k>>1);c.push({aabb:v.aabb.quadrant(k),zoom:v.zoom+1,x:A,y:M,wrap:v.wrap,fullyVisible:m})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},Cn.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Pn.unmodified.get=function(){return this._unmodified},Cn.prototype.zoomScale=function(t){return Math.pow(2,t)},Cn.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},Cn.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},Cn.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},Pn.point.get=function(){return this.project(this.center)},Cn.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},Cn.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},Cn.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},Cn.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},Cn.prototype.coordinateLocation=function(t){return t.toLngLat()},Cn.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,u=n[1]/a,c=r[2]/i,f=n[2]/a,h=c===f?0:(0-c)/(f-c);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,u,h)/this.worldSize)},Cn.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},Cn.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},Cn.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},Cn.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},Cn.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=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},Cn.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},Cn.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,u=this.size,c=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<u.y?u.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<u.x?u.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=c,void(this._constraining=!1);if(this.latRange){var v=p.y,g=u.y/2;v-g<a&&(i=a+g),v+g>o&&(i=o-g)}if(this.lngRange){var y=p.x,m=u.x/2;y-m<s&&(n=s+m),y+m>l&&(n=l-m)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=c,this._constraining=!1}},Cn.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,u=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),c=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,c,u),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),v=Math.sin(this.angle),g=s-Math.round(s)+d*h+v*p,y=l-Math.round(l)+d*p+v*h,m=new Float64Array(f);if(t.translate(m,m,[g>.5?g-1:g,y>.5?y-1:y,0]),this.alignedProjMatrix=m,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},Cn.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},Cn.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},Cn.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var u=l[s];n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(Cn.prototype,Pn);var On=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};On.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},On.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},On.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),u=this._map.getPitch(),c=\"\";if(c+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||u)&&(c+=\"/\"+Math.round(10*l)/10),u&&(c+=\"/\"+Math.round(u)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+c):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+c),\"#\"+p.join(\"&\")}return\"#\"+c},On.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},On.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},On.prototype._updateHashUnthrottled=function(){var e=this.getHashString();try{t.window.history.replaceState(t.window.history.state,\"\",e)}catch(t){}};var In={linearity:.3,easing:t.bezier(0,0,.3,1)},Dn=t.extend({deceleration:2500,maxSpeed:1400},In),zn=t.extend({deceleration:20,maxSpeed:1400},In),Rn=t.extend({deceleration:1e3,maxSpeed:360},In),Fn=t.extend({deceleration:1e3,maxSpeed:90},In),Bn=function(t){this._map=t,this.clear()};function Nn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function jn(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}Bn.prototype.clear=function(){this._inertiaBuffer=[]},Bn.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},Bn.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},Bn.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=jn(r.pan.mag(),o,t.extend({},Dn,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,Nn(s,l)}if(r.zoom){var u=jn(r.zoom,o,zn);s.zoom=this._map.transform.zoom+u.amount,Nn(s,u)}if(r.bearing){var c=jn(r.bearing,o,Rn);s.bearing=this._map.transform.bearing+t.clamp(c.amount,-179,179),Nn(s,c)}if(r.pitch){var f=jn(r.pitch,o,Fn);s.pitch=this._map.transform.pitch+f.amount,Nn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Un=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Vn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),u=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),c=i.unproject(u);e.call(this,n,{points:s,point:u,lngLats:l,lngLat:c,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Hn=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),qn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};qn.prototype.reset=function(){delete this._mousedownPos},qn.prototype.wheel=function(t){return this._firePreventable(new Hn(t.type,this._map,t))},qn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Un(t.type,this._map,t))},qn.prototype.mouseup=function(t){this._map.fire(new Un(t.type,this._map,t))},qn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Un(t.type,this._map,t))},qn.prototype.dblclick=function(t){return this._firePreventable(new Un(t.type,this._map,t))},qn.prototype.mouseover=function(t){this._map.fire(new Un(t.type,this._map,t))},qn.prototype.mouseout=function(t){this._map.fire(new Un(t.type,this._map,t))},qn.prototype.touchstart=function(t){return this._firePreventable(new Vn(t.type,this._map,t))},qn.prototype.touchmove=function(t){this._map.fire(new Vn(t.type,this._map,t))},qn.prototype.touchend=function(t){this._map.fire(new Vn(t.type,this._map,t))},qn.prototype.touchcancel=function(t){this._map.fire(new Vn(t.type,this._map,t))},qn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},qn.prototype.isEnabled=function(){return!0},qn.prototype.isActive=function(){return!1},qn.prototype.enable=function(){},qn.prototype.disable=function(){};var Gn=function(t){this._map=t};Gn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},Gn.prototype.mousemove=function(t){this._map.fire(new Un(t.type,this._map,t))},Gn.prototype.mousedown=function(){this._delayContextMenu=!0},Gn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Un(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},Gn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Un(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},Gn.prototype.isEnabled=function(){return!0},Gn.prototype.isActive=function(){return!1},Gn.prototype.enable=function(){},Gn.prototype.disable=function(){};var Zn=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Yn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Zn.prototype.isEnabled=function(){return!!this._enabled},Zn.prototype.isActive=function(){return!!this._active},Zn.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Zn.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Zn.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Zn.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Zn.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Zn.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Zn.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Zn.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Wn=function(t){this.reset(),this.numTouches=t.numTouches};Wn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Wn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Yn(n,r)))},Wn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Yn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Wn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var Xn=function(t){this.singleTap=new Wn(t),this.numTaps=t.numTaps,this.reset()};Xn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},Xn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},Xn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},Xn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Jn=function(){this._zoomIn=new Xn({numTouches:1,numTaps:2}),this._zoomOut=new Xn({numTouches:2,numTaps:1}),this.reset()};Jn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Jn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Jn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Jn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var Kn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Kn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Kn.prototype._correctButton=function(t,e){return!1},Kn.prototype._move=function(t,e){return{}},Kn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Kn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r&&(t.preventDefault(),this._moved||!(e.dist(r)<this._clickTolerance)))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Kn.prototype.mouseupWindow=function(t){r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Kn.prototype.enable=function(){this._enabled=!0},Kn.prototype.disable=function(){this._enabled=!1,this.reset()},Kn.prototype.isEnabled=function(){return this._enabled},Kn.prototype.isActive=function(){return this._active};var $n=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.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Kn),Qn=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._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Kn),ti=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._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Kn),ei=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};ei.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},ei.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},ei.prototype.touchmove=function(t,e,r){if(this._active)return t.preventDefault(),this._calculateTransform(t,e,r)},ei.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},ei.prototype.touchcancel=function(){this.reset()},ei.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Yn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var u=i[l],c=this._touches[l];c&&(a._add(u),o._add(u.sub(c)),s++,i[l]=u)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},ei.prototype.enable=function(){this._enabled=!0},ei.prototype.disable=function(){this._enabled=!1,this.reset()},ei.prototype.isEnabled=function(){return this._enabled},ei.prototype.isActive=function(){return this._active};var ri=function(){this.reset()};function ni(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}ri.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},ri.prototype._start=function(t){},ri.prototype._move=function(t,e,r){return{}},ri.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},ri.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=ni(r,e,i),s=ni(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},ri.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=ni(n,e,a),l=ni(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},ri.prototype.touchcancel=function(){this.reset()},ri.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},ri.prototype.disable=function(){this._enabled=!1,this.reset()},ri.prototype.isEnabled=function(){return this._enabled},ri.prototype.isActive=function(){return this._active};function ii(t,e){return Math.log(t/e)/Math.LN2}var ai=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.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs(ii(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:ii(this._distance,r),pinchAround:e}},e}(ri);function oi(t,e){return 180*t.angleWith(e)/Math.PI}var si=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.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:oi(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=oi(t,this._startVector);return Math.abs(r)<e},e}(ri);function li(t){return Math.abs(t.y)>Math.abs(t.x)}var ui=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.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,li(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid)return this._lastPoints=t,this._active=!0,{pitchDelta:(n.y+i.y)/2*-.5}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return li(t)&&li(e)&&a}},e}(ri),ci={panStep:100,bearingStep:15,pitchStep:10},fi=function(){var t=ci;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep};function hi(t){return t*(2-t)}fi.prototype.reset=function(){this._active=!1},fi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:hi,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},fi.prototype.enable=function(){this._enabled=!0},fi.prototype.disable=function(){this._enabled=!1,this.reset()},fi.prototype.isEnabled=function(){return this._enabled},fi.prototype.isActive=function(){return this._active};var pi=4.000244140625,di=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=.0022222222222222222,t.bindAll([\"_onWheel\",\"_onTimeout\",\"_onScrollFrame\",\"_onScrollFinished\"],this)};di.prototype.setZoomRate=function(t){this._defaultZoomRate=t},di.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},di.prototype.isEnabled=function(){return!!this._enabled},di.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},di.prototype.isZooming=function(){return!!this._zooming},di.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},di.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},di.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%pi==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._active||this._start(e)),e.preventDefault()}},di.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},di.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},di.prototype.renderFrame=function(){return this._onScrollFrame()},di.prototype._onScrollFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>pi?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,u=this._easing,c=!1;if(\"wheel\"===this._type&&l&&u){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=u(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):c=!0}else o=s,c=!0;return this._active=!0,c&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!c,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},di.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},di.prototype.reset=function(){this._active=!1};var vi=function(t,e){this._clickZoom=t,this._tapZoom=e};vi.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},vi.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},vi.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},vi.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var gi=function(){this.reset()};gi.prototype.reset=function(){this._active=!1},gi.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},gi.prototype.enable=function(){this._enabled=!0},gi.prototype.disable=function(){this._enabled=!1,this.reset()},gi.prototype.isEnabled=function(){return this._enabled},gi.prototype.isActive=function(){return this._active};var yi=function(){this._tap=new Xn({numTouches:1,numTaps:1}),this.reset()};yi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},yi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},yi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},yi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},yi.prototype.touchcancel=function(){this.reset()},yi.prototype.enable=function(){this._enabled=!0},yi.prototype.disable=function(){this._enabled=!1,this.reset()},yi.prototype.isEnabled=function(){return this._enabled},yi.prototype.isActive=function(){return this._active};var mi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};mi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},mi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},mi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},mi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var xi=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};xi.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},xi.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},xi.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},xi.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var bi=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};bi.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},bi.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},bi.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},bi.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},bi.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},bi.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var _i=function(t){return t.zoom||t.drag||t.pitch||t.rotate},wi=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}(t.Event);function Ti(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var ki=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new Bn(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!1}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],u=s[1],c=s[2];r.addEventListener(l,u,l===t.window.document?this.handleWindowEvent:this.handleEvent,c)}};ki.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},ki.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new qn(e,t));var n=e.boxZoom=new Zn(e,t);this._add(\"boxZoom\",n);var i=new Jn,a=new gi;e.doubleClickZoom=new vi(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new yi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new ui;this._add(\"touchPitch\",s);var l=new Qn(t),u=new ti(t);e.dragRotate=new xi(t,l,u),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",u,[\"mouseRotate\"]);var c=new $n(t),f=new ei(t);e.dragPan=new mi(r,c,f),this._add(\"mousePan\",c),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new si,p=new ai;e.touchZoomRotate=new bi(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new di(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var v=e.keyboard=new fi;this._add(\"keyboard\",v),this._add(\"blockableMapEvent\",new Gn(e));for(var g=0,y=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];g<y.length;g+=1){var m=y[g];t.interactive&&t[m]&&e[m].enable(t[m])}},ki.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},ki.prototype.stop=function(){if(!this._updatingCamera){for(var t=0,e=this._handlers;t<e.length;t+=1)e[t].handler.reset();this._inertia.clear(),this._fireEvents({},{}),this._changes=[]}},ki.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1)if(e[t].handler.isActive())return!0;return!1},ki.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},ki.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},ki.prototype.isMoving=function(){return Boolean(_i(this._eventsInProgress))||this.isZooming()},ki.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},ki.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},ki.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},ki.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),u=0,c=this._handlers;u<c.length;u+=1){var f=c[u],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var v=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(v=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,v,h,n),v&&v.needsRenderFrame&&this._triggerRenderFrame()),(v||p.isActive())&&(o[h]=p)}}var g={};for(var y in this._previousActiveHandlers)o[y]||(g[y]=n);this._previousActiveHandlers=o,(Object.keys(g).length||Ti(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||Ti(i))&&this._map._stop(!0),this._updatingCamera=!1;var m=i.cameraAnimation;m&&(this._inertia.clear(),this._fireEvents({},{}),this._changes=[],m(this._map))}else this.stop()},ki.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},ki.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],u=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,u)}this._updateMapTransform(e,r,n),this._changes=[]},ki.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!Ti(t))return this._fireEvents(e,r);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,u=t.around,c=t.pinchAround;void 0!==c&&(u=c),n._stop(!0),u=u||n.transform.centerPoint;var f=i.pointLocation(a?u.sub(a):u);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,u),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r)},ki.prototype._fireEvents=function(e,r){var n=this,i=_i(this._eventsInProgress),a=_i(e),o={};for(var s in e){var l=e[s].originalEvent;this._eventsInProgress[s]||(o[s+\"start\"]=l),this._eventsInProgress[s]=e[s]}for(var u in!i&&a&&this._fireEvent(\"movestart\",a.originalEvent),o)this._fireEvent(u,o[u]);for(var c in e.rotate&&(this._bearingChanged=!0),a&&this._fireEvent(\"move\",a.originalEvent),e){var f=e[c].originalEvent;this._fireEvent(c,f)}var h,p={};for(var d in this._eventsInProgress){var v=this._eventsInProgress[d],g=v.handlerName,y=v.originalEvent;this._handlersById[g].isActive()||(delete this._eventsInProgress[d],h=r[g]||y,p[d+\"end\"]=h)}for(var m in p)this._fireEvent(m,p[m]);var x=_i(this._eventsInProgress);if((i||a)&&!x){this._updatingCamera=!0;var b=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),_=function(t){return 0!==t&&-n._bearingSnap<t&&t<n._bearingSnap};b?(_(b.bearing||this._map.getBearing())&&(b.bearing=0),this._map.easeTo(b,{originalEvent:h})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:h})),_(this._map.getBearing())&&this._map.resetNorth()),this._bearingChanged=!1,this._updatingCamera=!1}},ki.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},ki.prototype._triggerRenderFrame=function(){var t=this;void 0===this._frameId&&(this._frameId=this._map._requestRenderFrame((function(e){delete t._frameId,t.handleEvent(new wi(\"renderFrame\",{timeStamp:e})),t._applyChanges()})))};var Ai=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 new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.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.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding: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.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,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.cameraForBounds=function(e,r){return e=t.LngLatBounds.convert(e),this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),0,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,u=s.project(t.LngLat.convert(e)),c=s.project(t.LngLat.convert(r)),f=u.rotate(-n*Math.PI/180),h=c.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),v=p.sub(d),g=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/v.x,y=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/v.y;if(!(y<0||g<0)){var m=Math.min(s.scaleZoom(s.scale*Math.min(g,y)),i.maxZoom),x=t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(x.x+b,x.y+_).mult(s.scale/s.zoomScale(m));return{center:s.unproject(u.add(c).div(2).sub(w)),zoom:m,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},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=t.LngLat.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),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),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.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),u=\"zoom\"in e?+e.zoom:a,c=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),v=i.pointLocation(d),g=t.LngLat.convert(e.center||v);this._normalizeCenter(g);var y,m,x=i.project(v),b=i.project(g).sub(x),_=i.zoomScale(u-a);e.around&&(y=t.LngLat.convert(e.around),m=i.locationPoint(y));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||u!==a,this._rotating=this._rotating||o!==c,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),clearTimeout(this._easeEndTimeoutID),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,u,e)),n._rotating&&(i.bearing=t.number(o,c,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),y)i.setLocationAtPoint(y,m);else{var v=i.zoomScale(i.zoom-a),g=u>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(g,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(v));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.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,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),u=this.getPadding(),c=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(c-o),v=t.Point.convert(e.offset),g=a.centerPoint.add(v),y=a.pointLocation(g),m=t.LngLat.convert(e.center||y);this._normalizeCenter(m);var x=a.project(y),b=a.project(m).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,c),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),O=function(t){return C(P)/C(P+_*t)},I=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},D=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(D)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var z=T<w?-1:1;D=Math.abs(Math.log(T/w))/_,I=function(){return 0},O=function(t){return Math.exp(z*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*D/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*D,d=1/O(i);a.zoom=1===e?c:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(u,p,e),g=a.centerPoint.add(v));var y=1===e?m:a.unproject(x.add(b.mult(I(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?y.wrap():y,g),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop()}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<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),Mi=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};Mi.prototype.getDefaultPosition=function(){return\"bottom-right\"},Mi.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),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},Mi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},Mi.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\"}},Mi.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},Mi.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),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];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(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}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},Mi.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\")};var Si=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};Si.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},Si.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},Si.prototype.getDefaultPosition=function(){return\"bottom-left\"},Si.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},Si.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}},Si.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var Ei=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};Ei.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},Ei.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)}},Ei.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},Ei.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Li={\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},Ci=t.window.HTMLImageElement,Pi=t.window.HTMLElement,Oi=t.window.ImageBitmap,Ii=60,Di={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:Ii,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},zi=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Di,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>Ii)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new Cn(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new Ei,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Li,e.locale),this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Pi))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1)),this.handlers=new ki(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new On(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new Mi({customAttribution:e.customAttribution})),this.addControl(new Si,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&e.getDefaultPosition&&(r=e.getDefaultPosition()),void 0===r&&(r=\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&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 -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.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\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?Ii:t)>Ii)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Un(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Un(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Un(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new Ye(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new Ye(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.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+\"'\")))},i.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},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof Ci||Oi&&r instanceof Oi){var u=t.browser.getImageData(r),c=u.width,f=u.height,h=u.data;this.style.addImage(e,{data:new t.RGBAImage({width:c,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}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`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,v=r.data,g=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(v)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:g}),g.onAdd&&g.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof Ci||Oi&&r instanceof Oi?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof Ci||Oi&&r instanceof Oi);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),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 n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)}))},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new Mn(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var u=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),c=u.crossFadingFactor();1===c&&c===this._crossFadingFactor||(o=!0,this._crossFadingFactor=c),this.style.update(u)}if(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._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}return this._sourcesDirty||this._styleDirty||this._placementDirty||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&(this._fullyLoaded||(this._fullyLoaded=!0),this.fire(new t.Event(\"idle\"))),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1)r[e].onRemove(this);this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext(),Ri(this._canvasContainer),Ri(this._controlContainer),Ri(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(Ai);function Ri(t){t.parentNode&&t.parentNode.removeChild(t)}var Fi={showCompass:!0,showZoom:!0,visualizePitch:!1},Bi=function(e){var n=this;this.options=t.extend({},Fi,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};Bi.prototype._updateZoomButtons=function(){var t=this._map.getZoom();this._zoomInButton.disabled=t===this._map.getMaxZoom(),this._zoomOutButton.disabled=t===this._map.getMinZoom()},Bi.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},Bi.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ni(this._map,this._compass,this.options.visualizePitch)),this._container},Bi.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},Bi.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},Bi.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ni=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new Qn({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new ti({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function ji(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ni.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ni.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ni.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ni.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ni.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ni.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ni.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ni.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ni.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ni.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ni.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var Ui={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 Vi(t,e,r){var n=t.classList;for(var i in Ui)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Hi,qi=function(e){function n(n,i){var a=this;if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._draggable=n&&n.draggable||!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");o.setAttributeNS(null,\"display\",\"block\"),o.setAttributeNS(null,\"height\",\"41px\"),o.setAttributeNS(null,\"width\",\"27px\"),o.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"stroke\",\"none\"),s.setAttributeNS(null,\"stroke-width\",\"1\"),s.setAttributeNS(null,\"fill\",\"none\"),s.setAttributeNS(null,\"fill-rule\",\"evenodd\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"fill-rule\",\"nonzero\");var u=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");u.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),u.setAttributeNS(null,\"fill\",\"#000000\");for(var c=0,f=[{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\"}];c<f.length;c+=1){var h=f[c],p=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");p.setAttributeNS(null,\"opacity\",\"0.04\"),p.setAttributeNS(null,\"cx\",\"10.5\"),p.setAttributeNS(null,\"cy\",\"5.80029008\"),p.setAttributeNS(null,\"rx\",h.rx),p.setAttributeNS(null,\"ry\",h.ry),u.appendChild(p)}var d=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");d.setAttributeNS(null,\"fill\",this._color);var v=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");v.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\"),d.appendChild(v);var g=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");g.setAttributeNS(null,\"opacity\",\"0.25\"),g.setAttributeNS(null,\"fill\",\"#000000\");var y=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");y.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\"),g.appendChild(y);var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),m.setAttributeNS(null,\"fill\",\"#FFFFFF\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");x.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#000000\"),b.setAttributeNS(null,\"opacity\",\"0.25\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\");var _=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");_.setAttributeNS(null,\"fill\",\"#FFFFFF\"),_.setAttributeNS(null,\"cx\",\"5.5\"),_.setAttributeNS(null,\"cy\",\"5.5\"),_.setAttributeNS(null,\"r\",\"5.4999962\"),x.appendChild(b),x.appendChild(_),l.appendChild(u),l.appendChild(d),l.appendChild(g),l.appendChild(m),l.appendChild(x),o.appendChild(l),this._element.appendChild(o),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),this._element.addEventListener(\"focus\",(function(){var t=a._map.getContainer();t.scrollTop=0,t.scrollLeft=0})),Vi(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.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.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=13.5,r=Math.sqrt(Math.pow(e,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[r,-1*(24.6+r)],\"bottom-right\":[-r,-1*(24.6+r)],left:[e,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=ji(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,Ui[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\"))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Gi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Zi=0,Yi=!1,Wi=function(e){function n(r){e.call(this),this.options=t.extend({},Gi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Hi?n(Hi):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Hi=\"denied\"!==t.state,n(Hi)})):(Hi=!!t.window.navigator.geolocation,n(Hi)),this._container;var n},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Zi=0,Yi=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){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\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();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()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){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\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&Yi)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new qi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new qi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.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\":Zi--,Yi=!1,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\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Zi>1?(e={maximumAge:6e5,timeout:0},Yi=!0):(e=this.options.positionOptions,Yi=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.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)},n}(t.Evented),Xi={maxWidth:100,unit:\"metric\"},Ji=function(e){this.options=t.extend({},Xi,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function Ki(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;l>5280?$i(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\")):$i(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else r&&\"nautical\"===r.unit?$i(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\")):s>=1e3?$i(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):$i(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function $i(t,e,r,n){var i,a,o,s=(i=r,(a=Math.pow(10,(\"\"+Math.floor(i)).length-1))*((o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o))),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}Ji.prototype.getDefaultPosition=function(){return\"bottom-left\"},Ji.prototype._onMove=function(){Ki(this._map,this._container,this.options)},Ji.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},Ji.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},Ji.prototype.setUnit=function(t){this.options.unit=t,Ki(this._map,this._container,this.options)};var Qi=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};Qi.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},Qi.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},Qi.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},Qi.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},Qi.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},Qi.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},Qi.prototype._isFullscreen=function(){return this._fullscreen},Qi.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},Qi.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var ta={closeButton:!0,closeOnClick:!0,className:\"\",maxWidth:\"240px\"},ea=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(ta),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){return this._createContent(),this._content.appendChild(t),this._update(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createContent=function(){this._content&&r.remove(this._content),this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container),this.options.closeButton&&(this._closeButton=r.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._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(t){var e=this,n=this._lngLat||this._trackPointer;if(this._map&&n&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return e._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=ji(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||t)){var i=this._pos=this._trackPointer&&t?t:this._map.project(this._lngLat),a=this.options.anchor,o=ra(this.options.offset);if(!a){var s,l=this._container.offsetWidth,u=this._container.offsetHeight;s=i.y+o.bottom.y<u?[\"top\"]:i.y>this._map.transform.height-u?[\"bottom\"]:[],i.x<l/2?s.push(\"left\"):i.x>this._map.transform.width-l/2&&s.push(\"right\"),a=0===s.length?\"bottom\":s.join(\"-\")}var c=i.add(o[a]).round();r.setTransform(this._container,Ui[a]+\" translate(\"+c.x+\"px,\"+c.y+\"px)\"),Vi(this._container,a,\"popup\")}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);function ra(e){if(e){if(\"number\"==typeof e){var r=Math.round(Math.sqrt(.5*Math.pow(e,2)));return{center:new t.Point(0,0),top:new t.Point(0,e),\"top-left\":new t.Point(r,r),\"top-right\":new t.Point(-r,r),bottom:new t.Point(0,-e),\"bottom-left\":new t.Point(r,-r),\"bottom-right\":new t.Point(-r,-r),left:new t.Point(e,0),right:new t.Point(-e,0)}}if(e instanceof t.Point||Array.isArray(e)){var n=t.Point.convert(e);return{center:n,top:n,\"top-left\":n,\"top-right\":n,bottom:n,\"bottom-left\":n,\"bottom-right\":n,left:n,right:n}}return{center:t.Point.convert(e.center||[0,0]),top:t.Point.convert(e.top||[0,0]),\"top-left\":t.Point.convert(e[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(e[\"top-right\"]||[0,0]),bottom:t.Point.convert(e.bottom||[0,0]),\"bottom-left\":t.Point.convert(e[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(e[\"bottom-right\"]||[0,0]),left:t.Point.convert(e.left||[0,0]),right:t.Point.convert(e.right||[0,0])}}return ra(new t.Point(0,0))}var na={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:zi,NavigationControl:Bi,GeolocateControl:Wi,AttributionControl:Mi,ScaleControl:Ji,FullscreenControl:Qi,Popup:ea,Marker:qi,Style:Ye,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){jt().acquire(Rt)},clearPrewarmedResources:function(){var t=Bt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(Rt),Bt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. 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e=[u(t.region,!1)];c.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return u(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return c.length<=0?{type:\"Polygon\",coordinates:[]}:1==c.length?{type:\"Polygon\",coordinates:c[0]}:{type:\"MultiPolygon\",coordinates:c}}};t.exports=e},87263:function(t,e,r){var n=r(26859);t.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return i=t.isStart,a=t.pt,o=r,s=n.isStart,l=n.pt,u=n.other.pt,(0!==(c=e.pointsCompare(a,l))?c:e.pointsSame(o,u)?0:i!==s?i?1:-1:e.pointAboveOrOnLine(o,s?l:u,s?u:l)?1:-1)<0;var i,a,o,s,l,u,c}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var i=n.node({isStart:!1,pt:e.end,seg:e,primary:r,other:t,status:null});t.other=i,o(i,t.pt)}(r,t,e),r}function l(t,e){var n=i(e,t.seg.end,t.seg);return function(t,e){r&&r.segmentChop(t.seg,e),t.other.remove(),t.seg.end=e,t.other.pt=e,o(t.other,t.pt)}(t,e),s(n,t.primary)}function u(i,o){var s=n.create();function u(t){return s.findTransition((function(r){var n,i,a,o,s,l;return n=t,i=r.ev,a=n.seg.start,o=n.seg.end,s=i.seg.start,l=i.seg.end,(e.pointsCollinear(a,s,l)?e.pointsCollinear(o,s,l)||e.pointAboveOrOnLine(o,s,l)?1:-1:e.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function c(t,n){var i=t.seg,a=n.seg,o=i.start,s=i.end,u=a.start,c=a.end;r&&r.checkIntersection(i,a);var f=e.linesIntersect(o,s,u,c);if(!1===f){if(!e.pointsCollinear(o,s,u))return!1;if(e.pointsSame(o,c)||e.pointsSame(s,u))return!1;var h=e.pointsSame(o,u),p=e.pointsSame(s,c);if(h&&p)return n;var d=!h&&e.pointBetween(o,u,c),v=!p&&e.pointBetween(s,u,c);if(h)return v?l(n,s):l(t,c),n;d&&(p||(v?l(n,s):l(t,c)),l(n,o))}else 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a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],u=o[0],c=o[1];e.pointsCollinear(l,s,u)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,u,c)&&(r&&r.chainRemoveHead(i,u),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},55968:function(t){function e(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var r={union:function(t,r){return e(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],r)},intersect:function(t,r){return e(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],r)},difference:function(t,r){return e(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],r)},differenceRev:function(t,r){return e(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],r)},xor:function(t,r){return e(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],r)}};t.exports=r},14847:function(t,e,r){\"use 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t&&(t=x[t]),null!=t&&t&&t.count&&t.color&&t.opacity&&t.positions&&t.positions.length>1&&(t.scaleRatio=[t.scale[0]*t.viewport.width,t.scale[1]*t.viewport.height],r(t),t.after&&t.after(t))}function T(t){if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var e=0,r=0;if(b.groups=x=t.map((function(t,u){var c=x[u];return t?(\"function\"==typeof t?t={after:t}:\"number\"==typeof t[0]&&(t={positions:t}),t=o(t,{color:\"color colors fill\",capSize:\"capSize cap capsize cap-size\",lineWidth:\"lineWidth line-width width line thickness\",opacity:\"opacity alpha\",range:\"range dataBox\",viewport:\"viewport viewBox\",errors:\"errors error\",positions:\"positions position data points\"}),c||(x[u]=c={id:u,scale:null,translate:null,scaleFract:null,translateFract:null,draw:!0},t=s({},m,t)),a(c,t,[{lineWidth:function(t){return.5*+t},capSize:function(t){return.5*+t},opacity:parseFloat,errors:function(t){return t=l(t),r+=t.length,t},positions:function(t,r){return t=l(t,\"float64\"),r.count=Math.floor(t.length/2),r.bounds=n(t,2),r.offset=e,e+=r.count,t}},{color:function(t,e){var r=e.count;if(t||(t=\"transparent\"),!Array.isArray(t)||\"number\"==typeof t[0]){var n=t;t=Array(r);for(var a=0;a<r;a++)t[a]=n}if(t.length<r)throw Error(\"Not enough colors\");for(var o=new Uint8Array(4*r),s=0;s<r;s++){var l=i(t[s],\"uint8\");o.set(l,4*s)}return o},range:function(t,e,r){var n=e.bounds;return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=f(e.scale),e.translateFract=f(e.translate),t},viewport:function(t){var e;return Array.isArray(t)?e={x:t[0],y:t[1],width:t[2]-t[0],height:t[3]-t[1]}:t?(e={x:t.x||t.left||0,y:t.y||t.top||0},t.right?e.width=t.right-e.x:e.width=t.w||t.width||0,t.bottom?e.height=t.bottom-e.y:e.height=t.h||t.height||0):e={x:0,y:0,width:y.drawingBufferWidth,height:y.drawingBufferHeight},e}}]),c):c})),e||r){var h=x.reduce((function(t,e,r){return t+(e?e.count:0)}),0),g=new Float64Array(2*h),_=new Uint8Array(4*h),w=new Float32Array(4*h);x.forEach((function(t,e){if(t){var r=t.positions,n=t.count,i=t.offset,a=t.color,o=t.errors;n&&(_.set(a,4*i),w.set(o,4*i),g.set(r,2*i))}}));var T=c(g);u(T);var k=f(g,T);p(k),d(_),v(w)}}}function k(){u.destroy(),p.destroy(),d.destroy(),v.destroy(),g.destroy()}};var h=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},46075:function(t,e,r){\"use strict\";var n=r(25075),i=r(21527),a=r(56131),o=r(56068),s=r(71299),l=r(30120),u=r(11474),c=r(54),f=r(57060),h=f.float32,p=f.fract32,d=r(83522),v=r(18863),g=r(6851);function y(t,e){if(!(this instanceof y))return new y(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=y.shaders.has(t)?y.shaders.get(t):y.shaders.set(t,y.createShaders(t)).get(t),this.update(e)}t.exports=y,y.dashMult=2,y.maxPatternLength=256,y.precisionThreshold=3e6,y.maxPoints=1e4,y.maxLines=2048,y.shaders=new d,y.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, 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},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\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\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, 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 float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\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) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * 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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 = 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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>y.precisionThreshold||e.scale[1]*e.viewport.height>y.precisionThreshold||\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=y.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))})),this},y.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,f){var d=e.passes[f];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 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Uint8Array})},t=a({},y.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,f<y.maxLines&&(d.depth=2*(y.maxLines-1-f%y.maxLines)/y.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=v(t.viewport)),d.viewport||(d.viewport=v([o.drawingBufferWidth,o.drawingBufferHeight])),null!=t.close&&(d.close=t.close),null===t.positions&&(t.positions=[]),t.positions){var m,x;if(t.positions.x&&t.positions.y){var b=t.positions.x,_=t.positions.y;x=d.count=Math.max(b.length,_.length),m=new Float64Array(2*x);for(var w=0;w<x;w++)m[2*w]=b[w],m[2*w+1]=_[w]}else m=l(t.positions,\"float64\"),x=d.count=Math.floor(m.length/2);var T=d.bounds=i(m,2);if(d.fill){for(var k=[],A={},M=0,S=0,E=0,L=d.count;S<L;S++){var C=m[2*S],P=m[2*S+1];isNaN(C)||isNaN(P)||null==C||null==P?(C=m[2*M],P=m[2*M+1],A[S]=M):M=S,k[E++]=C,k[E++]=P}if(t.splitNull){d.count-1 in A||(A[d.count]=d.count-1);var O=Object.keys(A).map(Number).sort((function(t,e){return t-e})),I=[],D=0,z=null!=d.hole?d.hole[0]:null;if(null!=z){var R=g(O,(function(t){return t>=z}));(O=O.slice(0,R)).push(z)}for(var F=function(t){var e=k.slice(2*D,2*O[t]).concat(z?k.slice(2*z):[]),r=(d.hole||[]).map((function(e){return e-z+(O[t]-D)})),n=u(e,r);n=n.map((function(e){return e+D+(e+D<O[t]?0:z-O[t])})),I.push.apply(I,n),D=O[t]+1},B=0;B<O.length;B++)F(B);for(var N=0,j=I.length;N<j;N++)null!=A[I[N]]&&(I[N]=A[I[N]]);d.triangles=I}else{for(var U=u(k,d.hole||[]),V=0,H=U.length;V<H;V++)null!=A[U[V]]&&(U[V]=A[U[V]]);d.triangles=U}}var q=new Float64Array(m);c(q,2,T);var G=new Float64Array(2*x+6);d.close?m[0]===m[2*x-2]&&m[1]===m[2*x-1]?(G[0]=q[2*x-4],G[1]=q[2*x-3]):(G[0]=q[2*x-2],G[1]=q[2*x-1]):(G[0]=q[0],G[1]=q[1]),G.set(q,2),d.close?m[0]===m[2*x-2]&&m[1]===m[2*x-1]?(G[2*x+2]=q[2],G[2*x+3]=q[3],d.count-=1):(G[2*x+2]=q[0],G[2*x+3]=q[1],G[2*x+4]=q[2],G[2*x+5]=q[3]):(G[2*x+2]=q[2*x-2],G[2*x+3]=q[2*x-1],G[2*x+4]=q[2*x-2],G[2*x+5]=q[2*x-1]);var Z=h(G);d.positionBuffer(Z);var Y=p(G,Z);d.positionFractBuffer(Y)}if(t.range?d.range=t.range:d.range||(d.range=d.bounds),(t.range||t.positions)&&d.count){var W=d.bounds,X=W[2]-W[0],J=W[3]-W[1],K=d.range[2]-d.range[0],$=d.range[3]-d.range[1];d.scale=[X/K,J/$],d.translate=[-d.range[0]/K+W[0]/K||0,-d.range[1]/$+W[1]/$||0],d.scaleFract=p(d.scale),d.translateFract=p(d.translate)}if(t.dashes){var Q,tt=0;if(!t.dashes||t.dashes.length<2)tt=1,Q=new Uint8Array([255,255,255,255,255,255,255,255]);else{tt=0;for(var et=0;et<t.dashes.length;++et)tt+=t.dashes[et];Q=new Uint8Array(tt*y.dashMult);for(var rt=0,nt=255,it=0;it<2;it++)for(var at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*y.dashMult*.5;ot<st;++ot)Q[rt++]=nt;nt^=255}}d.dashLength=tt,d.dashTexture({channels:1,data:Q,width:Q.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=d.count,ut=t.color;ut||(ut=\"transparent\");var ct=new Uint8Array(4*lt+4);if(Array.isArray(ut)&&\"number\"!=typeof ut[0]){for(var ft=0;ft<lt;ft++){var ht=n(ut[ft],\"uint8\");ct.set(ht,4*ft)}ct.set(n(ut[0],\"uint8\"),4*lt)}else for(var pt=n(ut,\"uint8\"),dt=0;dt<lt+1;dt++)ct.set(pt,4*dt);d.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ct})}}else e.passes[f]=null})),t.length<this.passes.length){for(var f=t.length;f<this.passes.length;f++){var d=this.passes[f];d&&(d.colorBuffer.destroy(),d.positionBuffer.destroy(),d.dashTexture.destroy())}this.passes.length=t.length}for(var m=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&m.push(this.passes[x]);return this.passes=m,this}},y.prototype.destroy=function(){return this.passes.forEach((function(t){t.colorBuffer.destroy(),t.positionBuffer.destroy(),t.dashTexture.destroy()})),this.passes.length=0,this}},11870: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=null==t?null:\"undefined\"!=typeof Symbol&&t[Symbol.iterator]||t[\"@@iterator\"];if(null!=r){var n,i,a,o,s=[],l=!0,u=!1;try{if(a=(r=r.call(t)).next,0===e){if(Object(r)!==r)return;l=!1}else for(;!(l=(n=a.call(r)).done)&&(s.push(n.value),s.length!==e);l=!0);}catch(t){u=!0,i=t}finally{try{if(!l&&null!=r.return&&(o=r.return(),Object(o)!==o))return}finally{if(u)throw i}}return s}}(t,e)||i(t,e)||function(){throw new TypeError(\"Invalid attempt to destructure non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}()}function i(t,e){if(t){if(\"string\"==typeof t)return a(t,e);var r=Object.prototype.toString.call(t).slice(8,-1);return\"Object\"===r&&t.constructor&&(r=t.constructor.name),\"Map\"===r||\"Set\"===r?Array.from(t):\"Arguments\"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r)?a(t,e):void 0}}function a(t,e){(null==e||e>t.length)&&(e=t.length);for(var r=0,n=new Array(e);r<e;r++)n[r]=t[r];return n}var o=r(25075),s=r(21527),l=r(6475),u=r(88294),c=r(56131),f=r(56068),h=r(71299),p=r(93447),d=r(30120),v=r(62683),g=r(57060),y=r(18863),m=x;function x(t,e){var r=this;if(!(this instanceof x))return new x(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=v,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:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},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=f([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float opacity;\\nuniform sampler2D markerTexture;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragWidth, fragBorderColorLevel, fragColorLevel;\\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(markerTexture, 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=f([\"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 bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\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 = 2. * size * pointSizeScale;\\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=f([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\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=f([\"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 bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\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) * pointSizeScale;\\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\"]),v&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}x.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},x.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},x.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},x.prototype.drawItem=function(t,e){var r,n=this.groups,o=n[t];if(\"number\"==typeof e&&(t=e,o=n[e],e=null),o&&o.count&&o.opacity){o.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,o,e));for(var s=[],l=1;l<o.activation.length;l++)o.activation[l]&&(!0===o.activation[l]||o.activation[l].data.length)&&s.push.apply(s,function(t){if(Array.isArray(t))return a(t)}(r=this.getMarkerDrawOptions(l,o,e))||function(t){if(\"undefined\"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t[\"@@iterator\"])return Array.from(t)}(r)||i(r)||function(){throw new TypeError(\"Invalid attempt to spread non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}());s.length&&this.drawMarker(s)}},x.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;if(this.regl,!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 f=[],h=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),v=0;v<r.length;v++){var g=r[v];d[g]=p?p[g]:1}l.subdata(d)}for(var y=h.length;y--;){var m=n(h[y],2),x=m[0],b=m[1];f.push(c({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return f},x.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,o=this.regl,l=this.maxSize,f=this.maxColors,v=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:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=c({},x.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 m=0,b=0;if(p(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=x.defaults.size),m+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=x.defaults.borderSize),m+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=x.defaults.color),e=t.updateColor(e),b++,e},borderColor:function(e,r){return null==e&&(e=x.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,l=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.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:o.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=d(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?s(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=g.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:g.fract32(t,p),usage:\"dynamic\"}),l({data:new Uint8Array(c),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=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var u=t.addMarker(e[s]);a[u]||(a[u]=new Uint8Array(r.count)),a[u][s]=1}for(var c=0;c<a.length;c++)if(a[c]){var f={data:a[c],type:\"uint8\",usage:\"static\"};i[c]?i[c](f):i[c]=o.buffer(f),i[c].data=a[c]}}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 y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),m){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/l),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/l);A({data:M,usage:\"dynamic\"})}if(b){var E,L=n,C=L.count,P=L.color,O=L.borderColor,I=L.colorBuffer;if(t.tooManyColors){if(P.length||O.length){E=new Uint8Array(8*C);for(var D=0;D<C;D++){var z=P[D];E[8*D]=v[4*z],E[8*D+1]=v[4*z+1],E[8*D+2]=v[4*z+2],E[8*D+3]=v[4*z+3];var R=O[D];E[8*D+4]=v[4*R],E[8*D+5]=v[4*R+1],E[8*D+6]=v[4*R+2],E[8*D+7]=v[4*R+3]}}}else if(P.length||O.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%f,E[4*F+1]=Math.floor(P[F]/f)),null!=O[F]&&(E[4*F+2]=O[F]%f,E[4*F+3]=Math.floor(O[F]/f))}I({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},x.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},x.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 a=[];if(Array.isArray(t))for(var s=0;s<t.length;s+=4)a.push(t.slice(s,s+4));else for(var u=0;u<t.length;u+=4)a.push(t.subarray(u,u+4));t=a}for(var c=0;c<t.length;c++){var f=t[c];f=o(f,\"uint8\");var h=l(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[c]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},x.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)}},x.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 b=r(56131);t.exports=function(t,e){var r=new m(t,e),n=r.render.bind(r);return b(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}},60487:function(t,e,r){\"use strict\";var n=r(11870),i=r(71299),a=r(21527),o=r(5877),s=r(57471),l=r(18863),u=r(30120);function c(t,e){if(!(this instanceof c))return new c(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(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]}t.exports=c,c.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)},c.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,u=0;u<l.length;u++)i.push(this.passes[l[u]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},c.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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Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(u(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var c=0;c<s.columns;c++)s.bounds[c]=a(o.data[c],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var v=s.columns,g=s.count,y=s.viewport.width,m=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=y/v,w=m/v;s.passes=[];for(var T=0;T<v;T++)for(var k=0;k<v;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:g,stride:v},y:{buffer:s.buffer,offset:T,count:g,stride:v}}:M.positions={x:{buffer:s.buffer,offset:k*g,count:g},y:{buffer:s.buffer,offset:T*g,count:g}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],O=E[3];M.viewport=[x+L*y+S[0],b+C*m+S[1],x+P*y-S[2],b+O*m-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},c.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var u=e[i],c=this.traces[i],f=c.passes,h=c.passOffset;f=f.map((function(t,e){n[h+e]=u}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},c.prototype.destroy=function(){return this.traces.forEach((function(t){t.buffer&&t.buffer.destroy&&t.buffer.destroy()})),this.traces=null,this.passes=null,this.scatter.destroy(),this}},98580:function(t){t.exports=function(){function t(t,e){this.id=Z++,this.type=t,this.data=e}function e(t){if(0===t.length)return[];var r=t.charAt(0),n=t.charAt(t.length-1);if(1<t.length&&r===n&&('\"'===r||\"'\"===r))return['\"'+t.substr(1,t.length-2).replace(/\\\\/g,\"\\\\\\\\\").replace(/\"/g,'\\\\\"')+'\"'];if(r=/\\[(false|true|null|\\d+|'[^']*'|\"[^\"]*\")\\]/.exec(t))return e(t.substr(0,r.index)).concat(e(r[1])).concat(e(t.substr(r.index+r[0].length)));if(1===(r=t.split(\".\")).length)return['\"'+t.replace(/\\\\/g,\"\\\\\\\\\").replace(/\"/g,'\\\\\"')+'\"'];for(t=[],n=0;n<r.length;++n)t=t.concat(e(r[n]));return t}function r(t){return\"[\"+e(t).join(\"][\")+\"]\"}function n(t){return\"string\"==typeof t?t.split():t}function i(t){return\"string\"==typeof t?document.querySelector(t):t}function a(t){var e,r,a,o,s=t||{};t={};var 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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},37715:function(t,e,r){var n=r(63489),i=r(56131);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n=r(56131);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(u.local.invalidDate||u.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(u.local.invalidDate||u.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(u.local.differentCalendars||u.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,u.local.invalidDate||u.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,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,u.local.invalidMonth||u.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,u.local.invalidMonth||u.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,u.local.invalidDate||u.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,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,u.local.invalidDate||u.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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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,u.local.invalidMonth||u.regionalOptions[\"\"].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 n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate);t=n.year(),e=n.month(),r=n.day(),t<0&&t++,e<3&&(e+=12,t--);var i=Math.floor(t/100),a=2-i+Math.floor(i/4);return Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r+a-1524.5},fromJD:function(t){var e=Math.floor(t+.5),r=Math.floor((e-1867216.25)/36524.25),n=1524+(r=e+1+r-Math.floor(r/4)),i=Math.floor((n-122.1)/365.25),a=Math.floor(365.25*i),o=Math.floor((n-a)/30.6001),s=n-a-Math.floor(30.6001*o),l=o-(o>13.5?13:1),u=i-(l>2.5?4716:4715);return u<=0&&u--,this.newDate(u,l,s)},toJSDate:function(t,e,r){var n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),i=new Date(n.year(),n.month()-1,n.day());return i.setHours(0),i.setMinutes(0),i.setSeconds(0),i.setMilliseconds(0),i.setHours(i.getHours()>12?i.getHours()+2:0),i},fromJSDate:function(t){return this.newDate(t.getFullYear(),t.getMonth()+1,t.getDate())}});var u=t.exports=new i;u.cdate=a,u.baseCalendar=s,u.calendars.gregorian=l},94338:function(t,e,r){var n=r(56131),i=r(63489);n(i.regionalOptions[\"\"],{invalidArguments:\"Invalid arguments\",invalidFormat:\"Cannot format a date from another calendar\",missingNumberAt:\"Missing number at position {0}\",unknownNameAt:\"Unknown name at position {0}\",unexpectedLiteralAt:\"Unexpected literal at position {0}\",unexpectedText:\"Additional text found at end\"}),i.local=i.regionalOptions[\"\"],n(i.cdate.prototype,{formatDate:function(t,e){return\"string\"!=typeof 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import plotly.express as px\n",
    "\n",
    "fig=px.scatter(\n",
    "    df,\n",
    "    x='sepal_width',\n",
    "    y='sepal_length'\n",
    ")\n",
    "fig.update_traces(\n",
    "    marker=dict(\n",
    "        symbol='star',\n",
    "        size=40,\n",
    "        color='Green',\n",
    "        opacity=0.5,\n",
    "        line=dict(\n",
    "            width=5,\n",
    "            color='blue'\n",
    "        )\n",
    "    )\n",
    ")\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "3cc8e9e5-82bf-4d65-a92e-0613e0753fc7",
   "metadata": {},
   "outputs": [
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   "source": [
    "fig=px.scatter(\n",
    "    df,\n",
    "    x='sepal_width',\n",
    "    y='sepal_length',\n",
    "    color='species'\n",
    ")\n",
    "fig.update_traces(\n",
    "    marker=dict(\n",
    "        symbol='star',\n",
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    "        color='Green',\n",
    "        opacity=0.5,\n",
    "        line=dict(\n",
    "            width=5,\n",
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    "        )\n",
    "    ),\n",
    "    selector=dict(\n",
    "        name='setosa'\n",
    "    )\n",
    ")\n",
    "fig\n"
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   "id": "2c87738e-73e5-48af-bc07-2352cf93829e",
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            "linecolor": "white",
            "ticks": ""
           },
           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "title": {
           "x": 0.05
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          }
         }
        },
        "xaxis": {
         "anchor": "y",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "range": [
          1.855596147459316,
          4.544403852540684
         ],
         "title": {
          "text": "sepal_width"
         },
         "type": "linear"
        },
        "yaxis": {
         "anchor": "x",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "range": [
          4.021259842519685,
          8.178740157480316
         ],
         "title": {
          "text": "sepal_length"
         },
         "type": "linear"
        }
       }
      },
      "image/png": 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    "    x='petal_width',\n",
    "    y='petal_length',\n",
    "    trendline='ols'\n",
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   "id": "cdbfdba3-76cd-4077-8389-904921379a30",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import plotly.graph_objects as go\n",
    "\n",
    "fig = go.Figure()\n",
    "\n",
    "fig.add_trace(\n",
    "    go.Scatter(\n",
    "        x=df.petal_width,\n",
    "        y=df.petal_length,\n",
    "        mode='markers'\n",
    "    )\n",
    ")\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "50dfc597-08d4-4027-9a92-01e12c131992",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>GOOG</th>\n",
       "      <th>AAPL</th>\n",
       "      <th>AMZN</th>\n",
       "      <th>FB</th>\n",
       "      <th>NFLX</th>\n",
       "      <th>MSFT</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018-01-01</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2018-01-08</td>\n",
       "      <td>1.018172</td>\n",
       "      <td>1.011943</td>\n",
       "      <td>1.061881</td>\n",
       "      <td>0.959968</td>\n",
       "      <td>1.053526</td>\n",
       "      <td>1.015988</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2018-01-15</td>\n",
       "      <td>1.032008</td>\n",
       "      <td>1.019771</td>\n",
       "      <td>1.053240</td>\n",
       "      <td>0.970243</td>\n",
       "      <td>1.049860</td>\n",
       "      <td>1.020524</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2018-01-22</td>\n",
       "      <td>1.066783</td>\n",
       "      <td>0.980057</td>\n",
       "      <td>1.140676</td>\n",
       "      <td>1.016858</td>\n",
       "      <td>1.307681</td>\n",
       "      <td>1.066561</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2018-01-29</td>\n",
       "      <td>1.008773</td>\n",
       "      <td>0.917143</td>\n",
       "      <td>1.163374</td>\n",
       "      <td>1.018357</td>\n",
       "      <td>1.273537</td>\n",
       "      <td>1.040708</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>2019-12-02</td>\n",
       "      <td>1.216280</td>\n",
       "      <td>1.546914</td>\n",
       "      <td>1.425061</td>\n",
       "      <td>1.075997</td>\n",
       "      <td>1.463641</td>\n",
       "      <td>1.720717</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101</th>\n",
       "      <td>2019-12-09</td>\n",
       "      <td>1.222821</td>\n",
       "      <td>1.572286</td>\n",
       "      <td>1.432660</td>\n",
       "      <td>1.038855</td>\n",
       "      <td>1.421496</td>\n",
       "      <td>1.752239</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>2019-12-16</td>\n",
       "      <td>1.224418</td>\n",
       "      <td>1.596800</td>\n",
       "      <td>1.453455</td>\n",
       "      <td>1.104094</td>\n",
       "      <td>1.604362</td>\n",
       "      <td>1.784896</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103</th>\n",
       "      <td>2019-12-23</td>\n",
       "      <td>1.226504</td>\n",
       "      <td>1.656000</td>\n",
       "      <td>1.521226</td>\n",
       "      <td>1.113728</td>\n",
       "      <td>1.567170</td>\n",
       "      <td>1.802472</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>104</th>\n",
       "      <td>2019-12-30</td>\n",
       "      <td>1.213014</td>\n",
       "      <td>1.678000</td>\n",
       "      <td>1.503360</td>\n",
       "      <td>1.098475</td>\n",
       "      <td>1.540883</td>\n",
       "      <td>1.788185</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>105 rows × 7 columns</p>\n",
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      ],
      "text/plain": [
       "           date      GOOG      AAPL      AMZN        FB      NFLX      MSFT\n",
       "0    2018-01-01  1.000000  1.000000  1.000000  1.000000  1.000000  1.000000\n",
       "1    2018-01-08  1.018172  1.011943  1.061881  0.959968  1.053526  1.015988\n",
       "2    2018-01-15  1.032008  1.019771  1.053240  0.970243  1.049860  1.020524\n",
       "3    2018-01-22  1.066783  0.980057  1.140676  1.016858  1.307681  1.066561\n",
       "4    2018-01-29  1.008773  0.917143  1.163374  1.018357  1.273537  1.040708\n",
       "..          ...       ...       ...       ...       ...       ...       ...\n",
       "100  2019-12-02  1.216280  1.546914  1.425061  1.075997  1.463641  1.720717\n",
       "101  2019-12-09  1.222821  1.572286  1.432660  1.038855  1.421496  1.752239\n",
       "102  2019-12-16  1.224418  1.596800  1.453455  1.104094  1.604362  1.784896\n",
       "103  2019-12-23  1.226504  1.656000  1.521226  1.113728  1.567170  1.802472\n",
       "104  2019-12-30  1.213014  1.678000  1.503360  1.098475  1.540883  1.788185\n",
       "\n",
       "[105 rows x 7 columns]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = plotly.data.stocks()\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "a5c44685-f42a-4892-966a-342eb4d38ef0",
   "metadata": {},
   "outputs": [
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   "source": [
    "px.line(\n",
    "    df,\n",
    "    x='date',\n",
    "    y=['GOOG','AAPL','AMZN','FB','NFLX','MSFT']\n",
    ")"
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   "execution_count": 27,
   "id": "aadf4dd9-de2c-41a5-bc3b-3fb2f4620cc8",
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       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>stock</th>\n",
       "      <th>value</th>\n",
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       "  </thead>\n",
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       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018-01-01</td>\n",
       "      <td>GOOG</td>\n",
       "      <td>1.000000</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2018-01-08</td>\n",
       "      <td>GOOG</td>\n",
       "      <td>1.018172</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2018-01-15</td>\n",
       "      <td>GOOG</td>\n",
       "      <td>1.032008</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2018-01-22</td>\n",
       "      <td>GOOG</td>\n",
       "      <td>1.066783</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2018-01-29</td>\n",
       "      <td>GOOG</td>\n",
       "      <td>1.008773</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>625</th>\n",
       "      <td>2019-12-02</td>\n",
       "      <td>MSFT</td>\n",
       "      <td>1.720717</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>626</th>\n",
       "      <td>2019-12-09</td>\n",
       "      <td>MSFT</td>\n",
       "      <td>1.752239</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>627</th>\n",
       "      <td>2019-12-16</td>\n",
       "      <td>MSFT</td>\n",
       "      <td>1.784896</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>628</th>\n",
       "      <td>2019-12-23</td>\n",
       "      <td>MSFT</td>\n",
       "      <td>1.802472</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>629</th>\n",
       "      <td>2019-12-30</td>\n",
       "      <td>MSFT</td>\n",
       "      <td>1.788185</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>630 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           date stock     value\n",
       "0    2018-01-01  GOOG  1.000000\n",
       "1    2018-01-08  GOOG  1.018172\n",
       "2    2018-01-15  GOOG  1.032008\n",
       "3    2018-01-22  GOOG  1.066783\n",
       "4    2018-01-29  GOOG  1.008773\n",
       "..          ...   ...       ...\n",
       "625  2019-12-02  MSFT  1.720717\n",
       "626  2019-12-09  MSFT  1.752239\n",
       "627  2019-12-16  MSFT  1.784896\n",
       "628  2019-12-23  MSFT  1.802472\n",
       "629  2019-12-30  MSFT  1.788185\n",
       "\n",
       "[630 rows x 3 columns]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "melted = df.melt(id_vars=['date'],var_name='stock')\n",
    "melted"
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  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "f056bb2b-916a-4efa-93f4-f662cb24b2eb",
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",
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   ],
   "source": [
    "fig = go.Figure()\n",
    "\n",
    "for c in df.columns[1:]:\n",
    "    fig.add_trace(\n",
    "        go.Scatter(\n",
    "            name=c,\n",
    "            x=df.date,\n",
    "            y=df[c],\n",
    "        )\n",
    "    )\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "4644830b-0564-49e0-b489-860a62c699c6",
   "metadata": {},
   "outputs": [
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     },
     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "#order of the data matters - plotly draws line charts by doing a scatter chart and connecting the dots. it keeps the order that is in the dataframe\n",
    "unsorted=df.sort_values('GOOG')\n",
    "\n",
    "fig = go.Figure()\n",
    "\n",
    "fig.add_trace(\n",
    "    go.Scatter(\n",
    "        name='sorted',\n",
    "        x=df.date,\n",
    "        y=df.GOOG\n",
    "    )\n",
    ")\n",
    "fig.add_trace(\n",
    "    go.Scatter(\n",
    "        name='unsorted',\n",
    "        x=unsorted.date,\n",
    "        y=unsorted.GOOG\n",
    "    )\n",
    ")\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "a9d58f35-37ce-473d-8970-d4feb83b9313",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>1952</td>\n",
       "      <td>28.801</td>\n",
       "      <td>8425333</td>\n",
       "      <td>779.445314</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>1957</td>\n",
       "      <td>30.332</td>\n",
       "      <td>9240934</td>\n",
       "      <td>820.853030</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>1962</td>\n",
       "      <td>31.997</td>\n",
       "      <td>10267083</td>\n",
       "      <td>853.100710</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>1967</td>\n",
       "      <td>34.020</td>\n",
       "      <td>11537966</td>\n",
       "      <td>836.197138</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>1972</td>\n",
       "      <td>36.088</td>\n",
       "      <td>13079460</td>\n",
       "      <td>739.981106</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1699</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>Africa</td>\n",
       "      <td>1987</td>\n",
       "      <td>62.351</td>\n",
       "      <td>9216418</td>\n",
       "      <td>706.157306</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1700</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>Africa</td>\n",
       "      <td>1992</td>\n",
       "      <td>60.377</td>\n",
       "      <td>10704340</td>\n",
       "      <td>693.420786</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1701</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>Africa</td>\n",
       "      <td>1997</td>\n",
       "      <td>46.809</td>\n",
       "      <td>11404948</td>\n",
       "      <td>792.449960</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1702</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2002</td>\n",
       "      <td>39.989</td>\n",
       "      <td>11926563</td>\n",
       "      <td>672.038623</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1703</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>43.487</td>\n",
       "      <td>12311143</td>\n",
       "      <td>469.709298</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1704 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "          country continent  year  lifeExp       pop   gdpPercap iso_alpha  \\\n",
       "0     Afghanistan      Asia  1952   28.801   8425333  779.445314       AFG   \n",
       "1     Afghanistan      Asia  1957   30.332   9240934  820.853030       AFG   \n",
       "2     Afghanistan      Asia  1962   31.997  10267083  853.100710       AFG   \n",
       "3     Afghanistan      Asia  1967   34.020  11537966  836.197138       AFG   \n",
       "4     Afghanistan      Asia  1972   36.088  13079460  739.981106       AFG   \n",
       "...           ...       ...   ...      ...       ...         ...       ...   \n",
       "1699     Zimbabwe    Africa  1987   62.351   9216418  706.157306       ZWE   \n",
       "1700     Zimbabwe    Africa  1992   60.377  10704340  693.420786       ZWE   \n",
       "1701     Zimbabwe    Africa  1997   46.809  11404948  792.449960       ZWE   \n",
       "1702     Zimbabwe    Africa  2002   39.989  11926563  672.038623       ZWE   \n",
       "1703     Zimbabwe    Africa  2007   43.487  12311143  469.709298       ZWE   \n",
       "\n",
       "      iso_num  \n",
       "0           4  \n",
       "1           4  \n",
       "2           4  \n",
       "3           4  \n",
       "4           4  \n",
       "...       ...  \n",
       "1699      716  \n",
       "1700      716  \n",
       "1701      716  \n",
       "1702      716  \n",
       "1703      716  \n",
       "\n",
       "[1704 rows x 8 columns]"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = plotly.data.gapminder()\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "79bd541f-0b33-424e-8a7e-147b19fb8e62",
   "metadata": {},
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     "metadata": {},
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   ],
   "source": [
    "px.bar(\n",
    "    df,\n",
    "    x='year',\n",
    "    y='pop',\n",
    "    color='continent'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "0e9c1e4f-b7cb-417d-b4e5-87bca5173345",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>continent</th>\n",
       "      <th>year</th>\n",
       "      <th>lifeExp</th>\n",
       "      <th>pop</th>\n",
       "      <th>gdpPercap</th>\n",
       "      <th>iso_num</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1952</td>\n",
       "      <td>2035.04600</td>\n",
       "      <td>237640501</td>\n",
       "      <td>65133.768223</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1957</td>\n",
       "      <td>2145.85000</td>\n",
       "      <td>264837738</td>\n",
       "      <td>72032.275237</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1962</td>\n",
       "      <td>2252.61100</td>\n",
       "      <td>296516865</td>\n",
       "      <td>83100.098892</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1967</td>\n",
       "      <td>2357.39600</td>\n",
       "      <td>335289489</td>\n",
       "      <td>106618.917645</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1972</td>\n",
       "      <td>2467.44900</td>\n",
       "      <td>379879541</td>\n",
       "      <td>121660.015058</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1977</td>\n",
       "      <td>2578.18200</td>\n",
       "      <td>433061021</td>\n",
       "      <td>134468.802440</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1982</td>\n",
       "      <td>2682.82900</td>\n",
       "      <td>499348587</td>\n",
       "      <td>129042.833907</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1987</td>\n",
       "      <td>2773.92900</td>\n",
       "      <td>574834110</td>\n",
       "      <td>118698.787546</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1992</td>\n",
       "      <td>2788.73800</td>\n",
       "      <td>659081517</td>\n",
       "      <td>118654.137329</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Africa</td>\n",
       "      <td>1997</td>\n",
       "      <td>2787.11000</td>\n",
       "      <td>743832984</td>\n",
       "      <td>123695.496865</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Africa</td>\n",
       "      <td>2002</td>\n",
       "      <td>2772.91200</td>\n",
       "      <td>833723916</td>\n",
       "      <td>135168.028262</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>2849.91400</td>\n",
       "      <td>929539692</td>\n",
       "      <td>160629.695446</td>\n",
       "      <td>23859</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1952</td>\n",
       "      <td>1331.99600</td>\n",
       "      <td>345152446</td>\n",
       "      <td>101976.563805</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1957</td>\n",
       "      <td>1399.00700</td>\n",
       "      <td>386953916</td>\n",
       "      <td>115401.093329</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1962</td>\n",
       "      <td>1459.96900</td>\n",
       "      <td>433270254</td>\n",
       "      <td>122538.546760</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1967</td>\n",
       "      <td>1510.27300</td>\n",
       "      <td>480746623</td>\n",
       "      <td>141706.337401</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1972</td>\n",
       "      <td>1559.87300</td>\n",
       "      <td>529384210</td>\n",
       "      <td>162283.353476</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1977</td>\n",
       "      <td>1609.78900</td>\n",
       "      <td>578067699</td>\n",
       "      <td>183800.178157</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1982</td>\n",
       "      <td>1655.72100</td>\n",
       "      <td>630290920</td>\n",
       "      <td>187668.427202</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1987</td>\n",
       "      <td>1702.26800</td>\n",
       "      <td>682753971</td>\n",
       "      <td>194835.006528</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1992</td>\n",
       "      <td>1739.20900</td>\n",
       "      <td>739274104</td>\n",
       "      <td>201123.360138</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>Americas</td>\n",
       "      <td>1997</td>\n",
       "      <td>1778.76200</td>\n",
       "      <td>796900410</td>\n",
       "      <td>222232.521564</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>Americas</td>\n",
       "      <td>2002</td>\n",
       "      <td>1810.55100</td>\n",
       "      <td>849772762</td>\n",
       "      <td>232191.927683</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>Americas</td>\n",
       "      <td>2007</td>\n",
       "      <td>1840.20300</td>\n",
       "      <td>898871184</td>\n",
       "      <td>275075.790634</td>\n",
       "      <td>9843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1952</td>\n",
       "      <td>1528.37500</td>\n",
       "      <td>1395357351</td>\n",
       "      <td>171450.972133</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1957</td>\n",
       "      <td>1627.51196</td>\n",
       "      <td>1562780599</td>\n",
       "      <td>190995.187018</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1962</td>\n",
       "      <td>1701.58636</td>\n",
       "      <td>1696357182</td>\n",
       "      <td>189069.197618</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1967</td>\n",
       "      <td>1803.90012</td>\n",
       "      <td>1905662900</td>\n",
       "      <td>197048.721329</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1972</td>\n",
       "      <td>1891.53588</td>\n",
       "      <td>2150972248</td>\n",
       "      <td>270186.467082</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1977</td>\n",
       "      <td>1967.14836</td>\n",
       "      <td>2384513556</td>\n",
       "      <td>257113.362658</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1982</td>\n",
       "      <td>2066.39200</td>\n",
       "      <td>2610135582</td>\n",
       "      <td>245326.460197</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1987</td>\n",
       "      <td>2140.08900</td>\n",
       "      <td>2871220762</td>\n",
       "      <td>251071.474755</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1992</td>\n",
       "      <td>2195.72800</td>\n",
       "      <td>3133292191</td>\n",
       "      <td>285109.778175</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>Asia</td>\n",
       "      <td>1997</td>\n",
       "      <td>2244.67700</td>\n",
       "      <td>3383285500</td>\n",
       "      <td>324525.078743</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>Asia</td>\n",
       "      <td>2002</td>\n",
       "      <td>2284.71800</td>\n",
       "      <td>3601802203</td>\n",
       "      <td>335744.983087</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>2334.04000</td>\n",
       "      <td>3811953827</td>\n",
       "      <td>411609.886714</td>\n",
       "      <td>13354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1952</td>\n",
       "      <td>1932.25500</td>\n",
       "      <td>418120846</td>\n",
       "      <td>169831.723043</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1957</td>\n",
       "      <td>2001.09200</td>\n",
       "      <td>437890351</td>\n",
       "      <td>208890.384478</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1962</td>\n",
       "      <td>2056.17700</td>\n",
       "      <td>460355155</td>\n",
       "      <td>250964.604429</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1967</td>\n",
       "      <td>2092.12800</td>\n",
       "      <td>481178958</td>\n",
       "      <td>304314.712696</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1972</td>\n",
       "      <td>2123.25100</td>\n",
       "      <td>500635059</td>\n",
       "      <td>374387.257394</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1977</td>\n",
       "      <td>2158.13300</td>\n",
       "      <td>517164531</td>\n",
       "      <td>428519.373288</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1982</td>\n",
       "      <td>2184.19200</td>\n",
       "      <td>531266901</td>\n",
       "      <td>468536.896537</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1987</td>\n",
       "      <td>2209.26500</td>\n",
       "      <td>543094160</td>\n",
       "      <td>516429.321799</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1992</td>\n",
       "      <td>2233.20300</td>\n",
       "      <td>558142797</td>\n",
       "      <td>511847.042526</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>Europe</td>\n",
       "      <td>1997</td>\n",
       "      <td>2265.15500</td>\n",
       "      <td>568944148</td>\n",
       "      <td>572303.454048</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46</th>\n",
       "      <td>Europe</td>\n",
       "      <td>2002</td>\n",
       "      <td>2301.01800</td>\n",
       "      <td>578223869</td>\n",
       "      <td>651351.972673</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>Europe</td>\n",
       "      <td>2007</td>\n",
       "      <td>2329.45800</td>\n",
       "      <td>586098529</td>\n",
       "      <td>751634.449078</td>\n",
       "      <td>12829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>48</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1952</td>\n",
       "      <td>138.51000</td>\n",
       "      <td>10686006</td>\n",
       "      <td>20596.171300</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>49</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1957</td>\n",
       "      <td>140.59000</td>\n",
       "      <td>11941976</td>\n",
       "      <td>23197.044910</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1962</td>\n",
       "      <td>142.17000</td>\n",
       "      <td>13283518</td>\n",
       "      <td>25392.904860</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>51</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1967</td>\n",
       "      <td>142.62000</td>\n",
       "      <td>14600414</td>\n",
       "      <td>28990.043580</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>52</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1972</td>\n",
       "      <td>143.82000</td>\n",
       "      <td>16106100</td>\n",
       "      <td>32834.666760</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>53</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1977</td>\n",
       "      <td>145.71000</td>\n",
       "      <td>17239000</td>\n",
       "      <td>34567.915210</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>54</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1982</td>\n",
       "      <td>148.58000</td>\n",
       "      <td>18394850</td>\n",
       "      <td>37109.419680</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>55</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1987</td>\n",
       "      <td>150.64000</td>\n",
       "      <td>19574415</td>\n",
       "      <td>40896.080320</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>56</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1992</td>\n",
       "      <td>153.89000</td>\n",
       "      <td>20919651</td>\n",
       "      <td>41788.091770</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>1997</td>\n",
       "      <td>156.38000</td>\n",
       "      <td>22241430</td>\n",
       "      <td>48048.350340</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>58</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>2002</td>\n",
       "      <td>159.48000</td>\n",
       "      <td>23454829</td>\n",
       "      <td>53877.556080</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>59</th>\n",
       "      <td>Oceania</td>\n",
       "      <td>2007</td>\n",
       "      <td>161.43900</td>\n",
       "      <td>24549947</td>\n",
       "      <td>59620.376550</td>\n",
       "      <td>590</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   continent  year     lifeExp         pop      gdpPercap  iso_num\n",
       "0     Africa  1952  2035.04600   237640501   65133.768223    23859\n",
       "1     Africa  1957  2145.85000   264837738   72032.275237    23859\n",
       "2     Africa  1962  2252.61100   296516865   83100.098892    23859\n",
       "3     Africa  1967  2357.39600   335289489  106618.917645    23859\n",
       "4     Africa  1972  2467.44900   379879541  121660.015058    23859\n",
       "5     Africa  1977  2578.18200   433061021  134468.802440    23859\n",
       "6     Africa  1982  2682.82900   499348587  129042.833907    23859\n",
       "7     Africa  1987  2773.92900   574834110  118698.787546    23859\n",
       "8     Africa  1992  2788.73800   659081517  118654.137329    23859\n",
       "9     Africa  1997  2787.11000   743832984  123695.496865    23859\n",
       "10    Africa  2002  2772.91200   833723916  135168.028262    23859\n",
       "11    Africa  2007  2849.91400   929539692  160629.695446    23859\n",
       "12  Americas  1952  1331.99600   345152446  101976.563805     9843\n",
       "13  Americas  1957  1399.00700   386953916  115401.093329     9843\n",
       "14  Americas  1962  1459.96900   433270254  122538.546760     9843\n",
       "15  Americas  1967  1510.27300   480746623  141706.337401     9843\n",
       "16  Americas  1972  1559.87300   529384210  162283.353476     9843\n",
       "17  Americas  1977  1609.78900   578067699  183800.178157     9843\n",
       "18  Americas  1982  1655.72100   630290920  187668.427202     9843\n",
       "19  Americas  1987  1702.26800   682753971  194835.006528     9843\n",
       "20  Americas  1992  1739.20900   739274104  201123.360138     9843\n",
       "21  Americas  1997  1778.76200   796900410  222232.521564     9843\n",
       "22  Americas  2002  1810.55100   849772762  232191.927683     9843\n",
       "23  Americas  2007  1840.20300   898871184  275075.790634     9843\n",
       "24      Asia  1952  1528.37500  1395357351  171450.972133    13354\n",
       "25      Asia  1957  1627.51196  1562780599  190995.187018    13354\n",
       "26      Asia  1962  1701.58636  1696357182  189069.197618    13354\n",
       "27      Asia  1967  1803.90012  1905662900  197048.721329    13354\n",
       "28      Asia  1972  1891.53588  2150972248  270186.467082    13354\n",
       "29      Asia  1977  1967.14836  2384513556  257113.362658    13354\n",
       "30      Asia  1982  2066.39200  2610135582  245326.460197    13354\n",
       "31      Asia  1987  2140.08900  2871220762  251071.474755    13354\n",
       "32      Asia  1992  2195.72800  3133292191  285109.778175    13354\n",
       "33      Asia  1997  2244.67700  3383285500  324525.078743    13354\n",
       "34      Asia  2002  2284.71800  3601802203  335744.983087    13354\n",
       "35      Asia  2007  2334.04000  3811953827  411609.886714    13354\n",
       "36    Europe  1952  1932.25500   418120846  169831.723043    12829\n",
       "37    Europe  1957  2001.09200   437890351  208890.384478    12829\n",
       "38    Europe  1962  2056.17700   460355155  250964.604429    12829\n",
       "39    Europe  1967  2092.12800   481178958  304314.712696    12829\n",
       "40    Europe  1972  2123.25100   500635059  374387.257394    12829\n",
       "41    Europe  1977  2158.13300   517164531  428519.373288    12829\n",
       "42    Europe  1982  2184.19200   531266901  468536.896537    12829\n",
       "43    Europe  1987  2209.26500   543094160  516429.321799    12829\n",
       "44    Europe  1992  2233.20300   558142797  511847.042526    12829\n",
       "45    Europe  1997  2265.15500   568944148  572303.454048    12829\n",
       "46    Europe  2002  2301.01800   578223869  651351.972673    12829\n",
       "47    Europe  2007  2329.45800   586098529  751634.449078    12829\n",
       "48   Oceania  1952   138.51000    10686006   20596.171300      590\n",
       "49   Oceania  1957   140.59000    11941976   23197.044910      590\n",
       "50   Oceania  1962   142.17000    13283518   25392.904860      590\n",
       "51   Oceania  1967   142.62000    14600414   28990.043580      590\n",
       "52   Oceania  1972   143.82000    16106100   32834.666760      590\n",
       "53   Oceania  1977   145.71000    17239000   34567.915210      590\n",
       "54   Oceania  1982   148.58000    18394850   37109.419680      590\n",
       "55   Oceania  1987   150.64000    19574415   40896.080320      590\n",
       "56   Oceania  1992   153.89000    20919651   41788.091770      590\n",
       "57   Oceania  1997   156.38000    22241430   48048.350340      590\n",
       "58   Oceania  2002   159.48000    23454829   53877.556080      590\n",
       "59   Oceania  2007   161.43900    24549947   59620.376550      590"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "grp = df.groupby(['continent','year']).sum().reset_index()\n",
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         "autorange": true,
         "domain": [
          0,
          1
         ],
         "range": [
          1949.5,
          2009.5
         ],
         "title": {
          "text": "year"
         },
         "type": "linear"
        },
        "yaxis": {
         "anchor": "x",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "range": [
          0,
          6580013872.631579
         ],
         "title": {
          "text": "pop"
         },
         "type": "linear"
        }
       }
      },
      "image/png": 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     "metadata": {},
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   ],
   "source": [
    "px.bar(\n",
    "    grp,\n",
    "    x='year',\n",
    "    y='pop',\n",
    "    color='continent',\n",
    ")"
   ]
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  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "e9304afa-966b-4600-a98a-b8068f1552c5",
   "metadata": {},
   "outputs": [
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     "metadata": {},
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   ],
   "source": [
    "px.bar(\n",
    "    grp,\n",
    "    x='year',\n",
    "    y='pop',\n",
    "    color='continent',\n",
    "    barmode='group'\n",
    ")"
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  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "32fcba91-e356-4f02-bfd5-5c278f526812",
   "metadata": {},
   "outputs": [
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     "metadata": {},
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   ],
   "source": [
    "fig = go.Figure()\n",
    "\n",
    "for n,g in grp.groupby('continent'):\n",
    "    fig.add_trace(\n",
    "        go.Bar(\n",
    "            name=n,\n",
    "            x=g['year'],\n",
    "            y=g['pop']\n",
    "        )\n",
    "    )\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "b538d015-3b7a-4ce3-a719-813d642b20d2",
   "metadata": {},
   "outputs": [
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "px.bar(\n",
    "    grp,\n",
    "    x='pop',\n",
    "    y='year',\n",
    "    color='continent',\n",
    "    barmode='group',\n",
    "    orientation='h'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "9ea79a92-5924-4d08-8338-8c4a98774ef5",
   "metadata": {},
   "outputs": [
    {
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     "metadata": {},
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   ],
   "source": [
    "fig = go.Figure()\n",
    "\n",
    "for n,g in grp.groupby('continent'):\n",
    "    fig.add_trace(\n",
    "        go.Bar(\n",
    "            name=n,\n",
    "            x=g['pop'],\n",
    "            y=g['year'],\n",
    "            orientation='h'\n",
    "        )\n",
    "    )\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "fa468adf-3307-40f9-9b72-190a50f34ff7",
   "metadata": {},
   "outputs": [
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   ],
   "source": [
    "subset = df[df.year.isin([2007,1952,1957])].reset_index(drop=True)\n",
    "px.bar(\n",
    "    subset,\n",
    "    x='year',\n",
    "    y='gdpPercap',\n",
    ")"
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  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "c4e3adae-1ae2-4bd6-9f7f-f34c5d2ba804",
   "metadata": {},
   "outputs": [
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       "    x.observe(outputEl, {childList: true});\n",
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       "\n",
       "                        })                };                });            </script>        </div>"
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   ],
   "source": [
    "subset['year'] = subset.year.astype('str')\n",
    "px.bar(\n",
    "    subset,\n",
    "    x='year',\n",
    "    y='gdpPercap',\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "a4bc5d1f-6150-45c6-b35c-e77446d10a2f",
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>country</th>\n",
       "      <th>continent</th>\n",
       "      <th>year</th>\n",
       "      <th>lifeExp</th>\n",
       "      <th>pop</th>\n",
       "      <th>gdpPercap</th>\n",
       "      <th>iso_alpha</th>\n",
       "      <th>iso_num</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>43.828</td>\n",
       "      <td>31889923</td>\n",
       "      <td>974.580338</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>Albania</td>\n",
       "      <td>Europe</td>\n",
       "      <td>2007</td>\n",
       "      <td>76.423</td>\n",
       "      <td>3600523</td>\n",
       "      <td>5937.029526</td>\n",
       "      <td>ALB</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>Algeria</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>72.301</td>\n",
       "      <td>33333216</td>\n",
       "      <td>6223.367465</td>\n",
       "      <td>DZA</td>\n",
       "      <td>12</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>Angola</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>42.731</td>\n",
       "      <td>12420476</td>\n",
       "      <td>4797.231267</td>\n",
       "      <td>AGO</td>\n",
       "      <td>24</td>\n",
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       "    <tr>\n",
       "      <th>59</th>\n",
       "      <td>Argentina</td>\n",
       "      <td>Americas</td>\n",
       "      <td>2007</td>\n",
       "      <td>75.320</td>\n",
       "      <td>40301927</td>\n",
       "      <td>12779.379640</td>\n",
       "      <td>ARG</td>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1655</th>\n",
       "      <td>Vietnam</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>74.249</td>\n",
       "      <td>85262356</td>\n",
       "      <td>2441.576404</td>\n",
       "      <td>VNM</td>\n",
       "      <td>704</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1667</th>\n",
       "      <td>West Bank and Gaza</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>73.422</td>\n",
       "      <td>4018332</td>\n",
       "      <td>3025.349798</td>\n",
       "      <td>PSE</td>\n",
       "      <td>275</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1679</th>\n",
       "      <td>Yemen, Rep.</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>62.698</td>\n",
       "      <td>22211743</td>\n",
       "      <td>2280.769906</td>\n",
       "      <td>YEM</td>\n",
       "      <td>887</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1691</th>\n",
       "      <td>Zambia</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>42.384</td>\n",
       "      <td>11746035</td>\n",
       "      <td>1271.211593</td>\n",
       "      <td>ZMB</td>\n",
       "      <td>894</td>\n",
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       "    <tr>\n",
       "      <th>1703</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>43.487</td>\n",
       "      <td>12311143</td>\n",
       "      <td>469.709298</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716</td>\n",
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       "<p>142 rows × 8 columns</p>\n",
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       "                 country continent  year  lifeExp       pop     gdpPercap  \\\n",
       "11           Afghanistan      Asia  2007   43.828  31889923    974.580338   \n",
       "23               Albania    Europe  2007   76.423   3600523   5937.029526   \n",
       "35               Algeria    Africa  2007   72.301  33333216   6223.367465   \n",
       "47                Angola    Africa  2007   42.731  12420476   4797.231267   \n",
       "59             Argentina  Americas  2007   75.320  40301927  12779.379640   \n",
       "...                  ...       ...   ...      ...       ...           ...   \n",
       "1655             Vietnam      Asia  2007   74.249  85262356   2441.576404   \n",
       "1667  West Bank and Gaza      Asia  2007   73.422   4018332   3025.349798   \n",
       "1679         Yemen, Rep.      Asia  2007   62.698  22211743   2280.769906   \n",
       "1691              Zambia    Africa  2007   42.384  11746035   1271.211593   \n",
       "1703            Zimbabwe    Africa  2007   43.487  12311143    469.709298   \n",
       "\n",
       "     iso_alpha  iso_num  \n",
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       "23         ALB        8  \n",
       "35         DZA       12  \n",
       "47         AGO       24  \n",
       "59         ARG       32  \n",
       "...        ...      ...  \n",
       "1655       VNM      704  \n",
       "1667       PSE      275  \n",
       "1679       YEM      887  \n",
       "1691       ZMB      894  \n",
       "1703       ZWE      716  \n",
       "\n",
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    "pop2007 = df[df.year == 2007]\n",
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   "source": [
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   "source": [
    "fig = go.Figure()\n",
    "\n",
    "fig.add_trace(\n",
    "    go.Pie(\n",
    "        labels=top10['country'],\n",
    "        values=top10['pop']\n",
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    ")\n",
    "fig"
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     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "fig = go.Figure()\n",
    "\n",
    "fig.add_trace(\n",
    "    go.Pie(\n",
    "        labels=top10['country'],\n",
    "        values=top10['pop'],\n",
    "        pull=0.2\n",
    "    )\n",
    ")\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "64c12fe3-5741-495a-bbcd-b07a6951bce2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>country</th>\n",
       "      <th>continent</th>\n",
       "      <th>year</th>\n",
       "      <th>lifeExp</th>\n",
       "      <th>pop</th>\n",
       "      <th>gdpPercap</th>\n",
       "      <th>iso_alpha</th>\n",
       "      <th>iso_num</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>299</th>\n",
       "      <td>China</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>72.961</td>\n",
       "      <td>1318683096</td>\n",
       "      <td>4959.114854</td>\n",
       "      <td>CHN</td>\n",
       "      <td>156</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>707</th>\n",
       "      <td>India</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>64.698</td>\n",
       "      <td>1110396331</td>\n",
       "      <td>2452.210407</td>\n",
       "      <td>IND</td>\n",
       "      <td>356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1619</th>\n",
       "      <td>United States</td>\n",
       "      <td>Americas</td>\n",
       "      <td>2007</td>\n",
       "      <td>78.242</td>\n",
       "      <td>301139947</td>\n",
       "      <td>42951.653090</td>\n",
       "      <td>USA</td>\n",
       "      <td>840</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>719</th>\n",
       "      <td>Indonesia</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>70.650</td>\n",
       "      <td>223547000</td>\n",
       "      <td>3540.651564</td>\n",
       "      <td>IDN</td>\n",
       "      <td>360</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>179</th>\n",
       "      <td>Brazil</td>\n",
       "      <td>Americas</td>\n",
       "      <td>2007</td>\n",
       "      <td>72.390</td>\n",
       "      <td>190010647</td>\n",
       "      <td>9065.800825</td>\n",
       "      <td>BRA</td>\n",
       "      <td>76</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1175</th>\n",
       "      <td>Pakistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>65.483</td>\n",
       "      <td>169270617</td>\n",
       "      <td>2605.947580</td>\n",
       "      <td>PAK</td>\n",
       "      <td>586</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>107</th>\n",
       "      <td>Bangladesh</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>64.062</td>\n",
       "      <td>150448339</td>\n",
       "      <td>1391.253792</td>\n",
       "      <td>BGD</td>\n",
       "      <td>50</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1139</th>\n",
       "      <td>Nigeria</td>\n",
       "      <td>Africa</td>\n",
       "      <td>2007</td>\n",
       "      <td>46.859</td>\n",
       "      <td>135031164</td>\n",
       "      <td>2013.977305</td>\n",
       "      <td>NGA</td>\n",
       "      <td>566</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>803</th>\n",
       "      <td>Japan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>82.603</td>\n",
       "      <td>127467972</td>\n",
       "      <td>31656.068060</td>\n",
       "      <td>JPN</td>\n",
       "      <td>392</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>995</th>\n",
       "      <td>Mexico</td>\n",
       "      <td>Americas</td>\n",
       "      <td>2007</td>\n",
       "      <td>76.195</td>\n",
       "      <td>108700891</td>\n",
       "      <td>11977.574960</td>\n",
       "      <td>MEX</td>\n",
       "      <td>484</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            country continent  year  lifeExp         pop     gdpPercap  \\\n",
       "299           China      Asia  2007   72.961  1318683096   4959.114854   \n",
       "707           India      Asia  2007   64.698  1110396331   2452.210407   \n",
       "1619  United States  Americas  2007   78.242   301139947  42951.653090   \n",
       "719       Indonesia      Asia  2007   70.650   223547000   3540.651564   \n",
       "179          Brazil  Americas  2007   72.390   190010647   9065.800825   \n",
       "1175       Pakistan      Asia  2007   65.483   169270617   2605.947580   \n",
       "107      Bangladesh      Asia  2007   64.062   150448339   1391.253792   \n",
       "1139        Nigeria    Africa  2007   46.859   135031164   2013.977305   \n",
       "803           Japan      Asia  2007   82.603   127467972  31656.068060   \n",
       "995          Mexico  Americas  2007   76.195   108700891  11977.574960   \n",
       "\n",
       "     iso_alpha  iso_num  \n",
       "299        CHN      156  \n",
       "707        IND      356  \n",
       "1619       USA      840  \n",
       "719        IDN      360  \n",
       "179        BRA       76  \n",
       "1175       PAK      586  \n",
       "107        BGD       50  \n",
       "1139       NGA      566  \n",
       "803        JPN      392  \n",
       "995        MEX      484  "
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "72cfccdf-12c9-434e-8d36-4f1e8f042c9d",
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   "outputs": [
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       "      <th></th>\n",
       "      <th>country</th>\n",
       "      <th>continent</th>\n",
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       "      <th>719</th>\n",
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       "      <td>3540.651564</td>\n",
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       "      <td>360</td>\n",
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       "    <tr>\n",
       "      <th>179</th>\n",
       "      <td>Brazil</td>\n",
       "      <td>Americas</td>\n",
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       "      <td>72.390</td>\n",
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       "      <td>9065.800825</td>\n",
       "      <td>BRA</td>\n",
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       "    <tr>\n",
       "      <th>1175</th>\n",
       "      <td>Pakistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>65.483</td>\n",
       "      <td>169270617</td>\n",
       "      <td>2605.947580</td>\n",
       "      <td>PAK</td>\n",
       "      <td>586</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>107</th>\n",
       "      <td>Bangladesh</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>64.062</td>\n",
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       "    <tr>\n",
       "      <th>1139</th>\n",
       "      <td>Nigeria</td>\n",
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       "      <td>46.859</td>\n",
       "      <td>135031164</td>\n",
       "      <td>2013.977305</td>\n",
       "      <td>NGA</td>\n",
       "      <td>566</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>803</th>\n",
       "      <td>Japan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>2007</td>\n",
       "      <td>82.603</td>\n",
       "      <td>127467972</td>\n",
       "      <td>31656.068060</td>\n",
       "      <td>JPN</td>\n",
       "      <td>392</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>995</th>\n",
       "      <td>Mexico</td>\n",
       "      <td>Americas</td>\n",
       "      <td>2007</td>\n",
       "      <td>76.195</td>\n",
       "      <td>108700891</td>\n",
       "      <td>11977.574960</td>\n",
       "      <td>MEX</td>\n",
       "      <td>484</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            country continent  year  lifeExp         pop     gdpPercap  \\\n",
       "299           China      Asia  2007   72.961  1318683096   4959.114854   \n",
       "707           India      Asia  2007   64.698  1110396331   2452.210407   \n",
       "1619  United States  Americas  2007   78.242   301139947  42951.653090   \n",
       "719       Indonesia      Asia  2007   70.650   223547000   3540.651564   \n",
       "179          Brazil  Americas  2007   72.390   190010647   9065.800825   \n",
       "1175       Pakistan      Asia  2007   65.483   169270617   2605.947580   \n",
       "107      Bangladesh      Asia  2007   64.062   150448339   1391.253792   \n",
       "1139        Nigeria    Africa  2007   46.859   135031164   2013.977305   \n",
       "803           Japan      Asia  2007   82.603   127467972  31656.068060   \n",
       "995          Mexico  Americas  2007   76.195   108700891  11977.574960   \n",
       "\n",
       "     iso_alpha  iso_num  pull  \n",
       "299        CHN      156     0  \n",
       "707        IND      356     0  \n",
       "1619       USA      840     0  \n",
       "719        IDN      360     0  \n",
       "179        BRA       76     0  \n",
       "1175       PAK      586     0  \n",
       "107        BGD       50     0  \n",
       "1139       NGA      566     0  \n",
       "803        JPN      392     0  \n",
       "995        MEX      484     0  "
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top10['pull'] = 0\n",
    "top10"
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   "execution_count": 50,
   "id": "c4179ffb-b26a-409e-a5f3-69e62ba5f700",
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       "      <th>1619</th>\n",
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       "      <th>719</th>\n",
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       "      <td>IDN</td>\n",
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       "      <th>179</th>\n",
       "      <td>Brazil</td>\n",
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       "      <th>1175</th>\n",
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       "      <th>107</th>\n",
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       "      <td>BGD</td>\n",
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       "      <th>1139</th>\n",
       "      <td>Nigeria</td>\n",
       "      <td>Africa</td>\n",
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       "      <td>NGA</td>\n",
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       "      <th>803</th>\n",
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       "            country continent  year  lifeExp         pop     gdpPercap  \\\n",
       "299           China      Asia  2007   72.961  1318683096   4959.114854   \n",
       "707           India      Asia  2007   64.698  1110396331   2452.210407   \n",
       "1619  United States  Americas  2007   78.242   301139947  42951.653090   \n",
       "719       Indonesia      Asia  2007   70.650   223547000   3540.651564   \n",
       "179          Brazil  Americas  2007   72.390   190010647   9065.800825   \n",
       "1175       Pakistan      Asia  2007   65.483   169270617   2605.947580   \n",
       "107      Bangladesh      Asia  2007   64.062   150448339   1391.253792   \n",
       "1139        Nigeria    Africa  2007   46.859   135031164   2013.977305   \n",
       "803           Japan      Asia  2007   82.603   127467972  31656.068060   \n",
       "995          Mexico  Americas  2007   76.195   108700891  11977.574960   \n",
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seone3n+F4uNdSoiX81V0P8GcNx0HVCtBat7UpcaNXBUuDzcggAACCISuwPakvU6vr4YN6pRZyLq1azmBLpto2ODeevO9SWbVzLU6rm/XQ+6zvc1uvvoC53xaepaefOXg/GR/uPQsLVu5QYuWrZHthWbnN9u8NUn16yYekg8nEAhXAQJj4dry1BsBBBBAAAEEKiTgz840ATAT/NpigmCb1zmBMPvpT00JPh+z6lhGpsyXX7sL7zq4ElnhqQM7NnjWtrXrwJdb7cx+3bJ/lyqeBccIIIAAAiEk0LxJA/nMvwW7du9zhjYGU7SICLdiY6KUaXqDlbfVSohzhk3adOkZWbruL89r07YkDerXTc0a1Xdu95rgGBsCCBwUIDB20II9BBBAAAEEEEAgQMD2AvMs/El5i2bLs2qZ5PUGXK/qAxtEW77S73xJ+b/I1K2THyizQbJ2bVzq0tGliIiqLgn5I4AAAghUhkCHti0UGRnhDH+81swbVnTLyMw2PYlji54q3HeZucUqus2Yu1Sr12/V9x+/JNsDzW7vfjqlotmQHoEaL0BgrMY3MRVEAAEEEEAAgaAFcnOUt3yhCYbNVp758u3eEfStRythyn6/Fi+zX/lPtMMuB/R16/gBbnVs79Jh/O50tIrOcxBAAIGwF7BDGK8cfYbsypS2d9dZZsL9LNMT7Kefl5tVKT/VtE/+WmlGdlJ/j/mDzjYzD5nP59eEb2bKb3qrsSGAQKAAgbFAD44QQAABBBBAINwEzJAS2yMs9/sv5Fn2s/w52dVKIN1MafbDLJ/z1aCeS4MGuDTYBMlaNq9474JqVXEKiwACCFRTgVv/eKHpGRanl/75kR576T9OLerUTtA5pw8prJHbfej3cPOnD+e6/QNIQQ8ylztwPT27amXBduLgXho6sKcuueFRJyB24qBehfcXpOETAQTM/08mYkzImDcBAQQQQAABBMJOwJ+eqtypXyrn28/l27X9qNR/U78/6LWdVx6VZ7Volh8gG2wCZQ3qH/xF6ag8nIcggAAC1Uxg7gKfkg5O/lhu6Qf3d6lJ4yP/3rp7b4oZpe8zi63UcyblL/fBh5Fg154UM+TerQb1ah/G3dyCQM0XIDBW89uYGiKAAAIIIIBAEQHvhtXK+fpT5c36Tn4zdPJobkczMFZQL9t5oGc3t84/y+1M4l9wnk8EEEAAAQQQQAABiaGUvAUIIIAAAgggUPMFTAf5vLnTlfPlh/Ks/qXm17dIDe3YgGUrfM5Xv14mQDaSYZZFeNhFAAEEEEAAgTAXIDAW5i8A1UcAAQQQQKCmC3hW/aKsd16Td83yml7Vcuu3aJlPi3/xOZP1n/8bt5o1PfJhQOU+lAQIIIAAAggggEAICxAYC+HGoWgIIIAAAgggcPgCdt6wrPf+obzZ00wmTKlaIGl7kP28yKeFS3wa1N+t80yArHEjAmQFPnwigAACCCCAQHgJEBgLr/amtggggAACCNR4AX9murI/e0c5X30s5eXV+PoebgXNYpya87NP8xf6NGSQW6POjlAd5mU+XE7uQwABBBBAAIFqKkBgrJo2HMVGAAEEEEAAgWICfp+zwmT2x2/Ln5pS7CKHpQmYxdA0c44ZYmmGWV5+cYQG9nWXlpTzCCCAAAIIIIBAjRMgMFbjmpQKIYAAAgggEH4CvuTdyhz7hDy/LAi/yldSjdMzpH/8y6shx/l12YURiourpIzJBgEEEKgGArkzp8i3Y0vQJY0eOkLu5q2CTk9CBBAIXQECY6HbNpQMAQQQQAABBIIQyJv/ozL/8Yz8afuDSE2S8gRmz/dp1Vq/rvl9hLp2Yu6x8ry4jgACNUMgb9Z3ylswK+jKRLTvQmAsaC0SIhDaAvSVD+32oXQIIIAAAgggUIqAPzdHWeNeUMbz9xEUK8XocE8n7/Prxb959NHnXuV5DjcX7kMAAQQQqAqBnJxcTfhmprKyc5zs7XFOLnNqVoU1eYaHAIGx8GhnaokAAggggECNEvBuWqf0e//ozClWoyoWQpWxq1d+O82nJ17waMs2VvUMoaahKAggUI0F5ixcoR4nX1349f3MhRWuTUpqusY8PU5796U69/7fQ2N175NvVDgfbkAAgXwBAmO8CQgggAACCCBQrQRyvv5UaWOuk3frhmpV7upa2G07/HryJY+mzTSz9LMhgAACCByRwOB+3TTp3WecPD564xGdMrTfEeVnb773lst023WjjzgfMkAgXAWYYyxcW556I4AAAgggUN0ETBemrHdeU86kj6pbyat9eT1mOOV7H3u133ROuGAkf1et9g1KBRBA4JgJuFwuRUdHOc+PjoqU2xzb7aU3PlZKSpr2pqRq/uKV6t+rsxPs6tqxtXP9y+9ma+zb/1PS7mS1bd3MOVfwnwnfzFJMTJRuvOI8bdyyU7c/PFbbk/bK5/OpZ9f2euj2K9Wu2D0F9/KJAAISP9nwFiCAAAIIIIBA6AuYyEzma48TFDvGLfXlN169+5FXPkZWHuOW4PEIIFDTBHbs3KNJ389R985t9fKjNyvbzB/21vhJTjWX/rreGSp5XN+uevOFuzTqrGEB1d9u7t25K9k5FxkZoXPPGKp/Pnunxr14t2zc7Ym/vhuQngMEEAgUoMdYoAdHCCCAAAIIIBBiAv7sLGW8+IA8S+aGWMnCszg/zPIpPUO67ooIRfKTZHi+BNQaAQSqROCC35yom6++wMk7LT1LT76SH9D6bPIMp8fX43df41xr1byRnh07vsQytGzWSBeePVxzFqzQNhMwi4uN0YrVG0tMy0kEEMgX4McZ3gQEEEAAAQQQCFkBf9p+pT99l7xrV4RsGcOxYAsW+5SZ6dfN10YqNjYcBagzAgggULUCtRLilJmVv+rk1u27NbB3l6AeOH/JSt0y5hU1aVRPPbu0d+7xepkjMig8EoWtAEMpw7bpqTgCCCCAAAKhLeDbvVNpD95EUCxEm+nX1X49P9ajtPQQLSDFQgABBGqIQKd2LbRj196gavPep1Nkh1xO+NeTeuq+P+r8M4cGdR+JEAhnAQJj4dz61B0BBBBAAIEQFfDt3KZ0ExTzbd8coiWkWFZg0xa/nvmrR3uSmXSMNwIBBBAIRsBvFpLJzc1zkubmecycjeV//xwysKcWLlutr6fN0w4zqf6/P/qm1EclxMeZhVIylGwm8l+/abv+99WPZp6x/An+S72JCwiEuQCBsTB/Aag+AggggAACoSaQP3zyL/Il7w61olGeEgSSdvv13Kv5K1aWcJlTCCCAAAJFBOYu+lVnX3Gvc+bi6x/RtFmLnH2XO/BX84LVKu3Fwf26qkeXdrrz0dd1+iV3as36rfn3HAh4ud0HA19XXnSG+WPFfg0fdatGm/yzDgzHdG7gPwggUKKAy0Ssyw9Rl3grJxFAAAEEEEAAgcoV8OfmKOPx2+RZtaxyMw6R3Db1+4Ne23lliJSmcovRro1Ld/85UlFRlZsvuSGAAAJHQyB35hT5dmwJ+lHRQ0fI3bxV0OkrI6FdeTI+Lka1ExPKzM7+ir952y41bljXmXy/zMRcRAABMfk+LwECCCCAAAIIhIaA+UE+c+zjNTYoFhrIVVeKDZv8+td4r66/KqLqHkLOCCCAQBUJRJ84oopyrrxsmzauH1Rmduhkm5ZNgkpLIgQQkAL7ayKCAAIIIIAAAggcI4Gsd8cqb870Y/R0HlsZAvMW+vTlN6x+VhmW5IEAAggggAACR0eAwNjRceYpCCCAAAIIIFCGQM5Xnyjnyw/LSMGl6iIw4SuvFixmpo7q0l6UEwEEEEAAgXAXIDAW7m8A9UcAAQQQQOAYC+TNm6Gs/7x6jEvB4ytLwM5e+9Z7HmfFysrKk3wQQAABBBBAAIGqEiAwVlWy5IsAAggggAAC5Qr4du1Q5t+ekHwMvysXqxolyM2Vxo7zKmV/NSo0RUUAAQQQQACBsBQgMBaWzU6lEUAAAQQQCAEBv88JivmzMkOgMBShsgX2pfj1t3Ee5eVVds7khwACCCCAAAIIVJ4Aq1JWniU5IYAAAggggEAFBOycYp5fl1TgDpJWN4ENm/36fLJXF53PSpXVre0oLwLhJvB+8hqtzk4Jutq/q99JnWPrBp2ehAggELoCBMZCt20oGQIIIIAAAjVWwLt5vbI+eLPG1o+KHRSYMt2n4we61aqF6+BJ9hBAAIEQExifvFZf7t8YdKkGJDQmMBa0FgkRCG0BhlKGdvtQOgQQQAABBGqegCdPmWMfl/LMRFRsNV7ATh/3zode2Un52RBAAAEEjlzA6/UpIzP7yDMyOeTk5GrCNzOVlZ1Tbn47dyVX2nPLfRgJEDiKAgTGjiI2j0IAAQQQQAABKfvjt+XduAaKMBLYsMmvaT+ywEIYNTlVRQCBUgTyPB71OPlq/fTz8oAU/3h3okZf93DAudIOvpjykwaNvNH8wcGv5as36s5HXy8tabnnU1LTNebpcdq7L7XEtOkZWXr0xf/o1Ivu0GkX3+E89/RL7pQtg90q+vyKpi+xUJxEoJIFGEpZyaBkhwACCCCAAAKlC3hW/6LsCe+VnoArNVbgf5O86t/Hrbp1amwVqRgCCCBw+AKmV60NdAWzDT++j8a//qBcLpf2JO/Xj3OXBnPbYaV57m/v68d5S/X8gzepe+e22rZzt76eOk+btiY5+VX0+RVNf1iF5iYEKihAYKyCYCRHAAEEEEAAgcMUMGPqst54XrJj69jCTiDLjPp5/1OvbrqGifjDrvGpMAIIVFjgousf1vDBfTT1p0VK2p2ss08bojtuuEhxsTFav2m7Xn3rU4178W49+dd3lZWVo99e+5DzjGcfuF6d2rXUlBk/a+zb/5Md/njasAG6YvQIdevUxknz5XeznWs237atm5VZtoXLVuvUE/trYJ8uTjqbd6drWzr7uXmeEp+/aNkajRs/yemFFh8XoxHDB2rMrZfLZwJ/JZW3TcumemXcJ5r8/RxFRkRo1FnD9PsLR6hOYoIWLF2tF/7+gdaZOs+b/I8yy8pFBA5XgMDY4cpxHwIIIIAAAghUSCB35rfybl5XoXtIXLMEFizxaclyt/r0YCL+mtWy1AYBBCpbYOXaLU7A64+/P0c2uPTgc29rcP9uOt0EudLSM7V6/VZFRkbotyOH643/fqG/3HixU4RmjRtoyYp1zvDKO2+4WIP6ddOHE6c593/y5qNa+ut63fvkG07w6fwzh2rFmk16duz4Uot/ytB++mDCVCUmxOuEgT2c4FpirXgnfWnP31x/l/587W/VoU0LJ6g35plx6tqxtUafe3KJ5bVBsek/LdYDt11pnhOnZ00vtaioSP3xsrN128NjdfKQvnr4zqtLLSMXEDhSAQJjRyrI/QgggAACCCBQvoCZcD/7o7fKT0eKGi8w/mOv+QUpUjExNb6qVBABBBA4IoGH7rjKCWzZTCZPnavZC5Y7gbGCTN1mKGW3zm2cANkJx/UsOK2Pv5juDHvs36uzPB6vc489t23nHn02eYbamV5ij999jZO+VfNGZQbGbrjyPKeX2rufTtGb733pDN888+TjTCDuEjVr0qDE559mepjZXm2Ll6/Vrr0pTs+v9Zt3qLTyfmQCd7//7Qg1blDXKdPxA7qbHm8LdM2lI5Wbk6fo6Eg1bVy/sH7sIFDZAgTGKluU/BBAAAEEEEDgEIGcKRPk27XjkPOcCD+Bvfv8+uIbr0afx5DK8Gt9aowAAhFutxNcsgGropvH63UCXEXPFd23PbaysoJbzXnr9l3aboJgT7zybmEWPbu2c3pvbd2+WwN75w+LLLxYxk6t+Dj96eoLdNNV52uLyXfeopV67e3PzNDHT/XM/deXeKcd5vnme5M0qG9XtW3VVG63y8yiUPI0Cskpaco0Q0G/n7nQCfwVZBgTHaWICLfuuvlS2XnOPvh8qpZP/3fBZT4RqFQBAmOVyklmCCCAAAIIIFBcwJ+dqezP/lP8NMdhLGBXqDzr9AiZ3/PYEEAAgbAScJvAWKMGdbQ9aU9AvW0gq9lh9IpyyQadAiftb1i/rulh1aDEwFWndi20YcvOgGeXdZCemSUbHLMT/bdu0cT5WrNhq36YvcS5rfjzs3Ny9fb7X+mJe66VHappt6KrZhZPb+cRs0My77j+Itlhm8W30WefpPPOMEM+V20sfoljBCpNwF1pOZERAggggAACCCBQgkDOlx/Kv39fCVc4Fa4C5vcmTZ9Vcu+BcDWh3gggED4Cwwb11r8+/Eqr121xhjrOmLNU30yfr2FmtcmKbnbuLhuMWr5qg9Izspz9U4f1N0Mv5+jbH+bL6/U5E/D/452JJhi3V0MG9pSdUP/rafO0wxz/+6NvynzkeVeO0VvvT9ZGE0yz+c+av0yTvpvj9AazNxZ/vp2QPyE+Vjt27XXSz5y3zBlSWfCQ4unzPB5nDrG/vvmJM/zSlnf56o3O4gKpaRl6xsx/lrwv1cxN2aEgCz4RqHQBeoxVOikZIoAAAggggECBgD81RTlfvF9wyCcChQJTZ/h05ilu01Og8BQ7CCCAQFgI3G5Wl7zniX9q1LUPOj2x7HIkl1xwqjMhfgGA6aDlXCs8Njv2XMFme3DZrXHDuvmrON78pGyQ6YO/P6SRpw7W5m1JGvP0OOXkvO6sBtmhbXONGjlMg/t1VY8u7Qp7cQ0Z0MPJpyA/56DIf04+oa+zwuRL//zIOWuHN5592vG6+5bfOcclPd8OvbQT6r/21mdq0bShYmOiC3MsKb2dS+3hF/6l86++30nnMkMvzx1xgtzmWXMWrNC7n3yrKPOPxeLvxhXmww4ClSng8putMjMkLwQQQAABBBBAoEAg692/ERgrwDCfm/r9Qa/tvLLImfDe/cNlERo6mAEM4f0WUHsEQkPg/eQ1Wp2dEnRhfle/kzrH5k8WH/RNxRLaHlh7kvc7QyhjigSPiiUL6tAOefSZ3la1zdDEgs1nftXftXuf04OrYCXJgms7dyU7q10WTV9wrfinDRns25+uzMxsZxJ8O/Sx+Fb8+VnZOU7dWjRr5Ey6X156ez0nN8+5p5GZhD/arEpZsFknOw+ZDaqxIVAVAgTGqkKVPBFAAAEEEEBAys3V/hvPlz89rUo0csyf9lL8LjV2+80MK4duuQeuNzDXD/0RXko199Z2Hd2/DxIYC2ynls1deuSeg7/8BF7lCAEEEEAAAQQQqHoBfhKpemOegAACCCCAQFgK5M6dXmVBsSfTo7UkL0I2rGWDWydEe3VtfF6h83+yojQ5O9IJmMWY69eba0NNGrut9rj1emaUMk1grJUJmv2lVo7iDkTWHk+P0YAor0bGeArzYqfqBLZu92v5Sr96dC0ptFl1zyVnBBBAAAEEEECgQIC+6wUSfCKAAAIIIIBApQrkfj+xUvMrmlnrCL+eqZ2j/9bN0nUm6PV1TqRWmoCX3daYz69MUOzeWrkaXy9L58d69PfMaO3x5QdfpuVGaGCUT/+sk216jUlLPfn9yVaY+7Z4XRoRTVCsqHVV7387LT9gWdXPIX8EEEAAAQQQQKAkAQJjJalwDgEEEEAAAQSOSMC3fbM8K/KXcj+ijEq5+Yq4PLWP8CnGxLqONz3B6pmeX4tNDzK7fWuCZN0ifepnen7ZH3RGmcBYjOlbtjQv/8eetSYA1tLca8NkzUyAbd2BgNr7ppfZhSZtFJ2XLONR22yPMdtzjA0BBBBAAAEEEDgWAgTGjoU6z0QAAQQQQKCGC+RM/dLU8OgEO7aaXl77TG+wtibYZTfb/8gsaFW42d1GJnCW5Mv/sae9CZpt9+bvJ5l7bYDNBtX2mjxOM0Mo7dxkSQd6lxVmwk6VCkyZnt92VfoQMkcAAQQQQAABBEoQIDBWAgqnEEAAAQQQQOAIBMxy8bk/fHUEGQR/q50n7KWMaHU2wa5BB+YQsz3IbO+wt808Yj+aYZPjTU+w7UUCXSeZ6/b8n/bHOgG0XmZY5Ydm6OVFphfanAPnH0mLkZ1v7OiE9oKvb01NOX+hT2YxMjYEEEAAAQQQQOCoCzD5/lEn54EIIIAAAgjUbIG8n3+Uf/++Kq+kXZXyOTMJv9cMirw7IccZNmkfOsgMobwtIVdTcyO1IcetVqZHWNaB1Svt9e4miPY3M7/YbhMsa2J6ks03vcUyzL4NmD1mAmK/N3OW2f1rU2K1wfQssz3K2KpWwAbFVq72q3ePIl39qvaR5I4AAggECGyZ61NaUsCpMg9aDXYpsQnfs8pE4iIC1USAwFg1aSiKiQACCCCAQHURyJ0+ucqLmm4CXU+boJgd9viYWVWyjglwFd3sCpQFq1DOMr3AvsuxAbGDk7zbLvM2KGbv+jArUheb3mL23DoztPISc97uNzafGz12qKU5CKEt0pSnQX2XIs1Pcbv3+MvsaeUyv7P5A2nKrElJ6e2zUvb75T3I5+RRUtoyMy/n4tIVPhMYCzHscsrMZQQQqDkCm+f5tWNJ8H8Iqdcm0gTGak79qQkC4SxAYCycW5+6I4AAAgggUNkCebnyLF9U2bkG5JdlAj33m55dNuBzm1l5MstczTI9vgqCWTax7Q1W1wS27ET7H5ihlMNMoMxOtF98m22CZvbXoIIgWkeTZpvpJWaHZtp5xjpGHnpP8TyO5vHIEW6d95sIJyhmn5ttAn7vf+rVLNPToeiWmCiNuT1S8XEu/d995Y9RLCl9bZPHn66JVMf2Lu1PlT74zKv5i/Kfc+G5ETrpBLduuz9PvsBHFy1GhfaXLjfWF1XoFhIjgAACYSmQk5Orr6fP0xknHae42JijbuD1+sy/P7lKiI896s/mgQhUhYD9GZINAQQQQAABBBCoFAHPqmXy52RXSl6lZWJ7i203Pbt2mMDVPakx+rOZK8x+3Wf2C7YHTODssn1xetb0KhtogmJ/MkMri2825PVhdpQujfM4K1Ta678xq1J+auYbu8nk19vMPdY6xIZR1k50aYHp0fD3t7163XxlZvp12egIuYv8RBcdJf35ukg1amCChUXOF69/wXFp6Xv3MMNI27r07CseZ9XIESfnZ1antlmkYLhb35oJ8ysrKGbLkryP1SkL2oRPBBCouQJzFq5Qj5OvLvz6fubCClc2JTVdY54ep737zF8tjsH2xZSfNGjkjeYPVKH1x6NjQMEja4gAPcZqSENSDQQQQAABBEJBwLN0fpUXw64w+XE920+s9O2ZxBx5zGWbtrTNzgzzSu3AIN5gMz/ZcXW8ssG32q7S7y0tz6o+b3ttFd1sgCouLn8VTttxyw5v/OMVEWrV3KX1m/xqVs78N2Wl72R6iu1N9mvNer82bPbrzFPcTv7nnulWjumpNmV6YFmKlutw95et8KulKTsbAgggUFMFBvfrpknvPqOzr7hXH73xiLp1alPtqjr8+D4a//qD5t8Evl9Xu8ajwCUKEBgrkYWTCCCAAAIIIHA4AnlLfz6c2yr9nnplBMTKe5jtFxWKQbGi5T7d9N4a0MctG7z6fLJXngMxqovOj1C/3m79/V9e51p5gbGy0m/b4deg/m7FmI549eua4al7/WpoeqENG+LWRxO8Tm+x7l1MAG6j3xnSWbR8h7u/dLlPZ50eRDe3w30A9yGAAALHWMAGk6JtV12zRUdFmtWR84NLL73xsVJS0rQ3JVXzF69U/16dddt1o9W1Y2sn7ZffzdbYt/+npN3Jatu6mXOu4D+ZWTl65rX3NHXWIrncLp158nG668ZLzPfvaM1b9KteeetTDezdRRO/naWEuFhd87uR+u3I4c7tW7bv0uMvv6PFy9c6QbrR55ykc0ec4FxbsHS1Xvj7B1q3abtqJybolBP66f7/u9z84WW7XjV5vvPqGG3cslO3PzxW25P2mn8XfOrZtb0euv1KtStWxoKy8olAKArwk0cotgplQgABBBBAoBoK+NP2y7thdTUsefUrcvfObjVtlP/LVFRU/ufJQ906w/Tq+vBzrxYGMYF0eemX/JIf8Br7bJSOH+jWT2Yes1Ej3dpnJuLfboJmLz4WpTv+FKkXn4jSgL6V8yPlOhNky8isfu1BiRFAAIEjFdixc48mfT9H3Tu31cuP3qxsM4nkW+MnOdku/XW97n3yDR3Xt6vefOEujTprWMDjnnv9fc1esFx33/w73W6Cad//uECvvv2ZkyY1PVOLf1mrzdt26eE7rtYZJmj21KvvmYVbPMrzeHT9XS8qsVa8xr14t5Pvg8++bdImOcMkbzMBr47tWjoBsHtvvswsxJLm5Jlm8ly9fquzH2lWhDn3jKH657N3OnnYON8Tf303oHwcIBDqAvQYC/UWonwIIIAAAghUEwHPLwvMEoh2QB9bVQu8+oaZF8388nHVpRE620zIP3OOTwP75QenenVzy361aOYykzJLt98U6UzQv3NX4NDQYNLf9VCeunRyadsOmV+cpAvPi9C/3vM6vdLSzfxmdz3i0e03RmqICZwtWHzkbW/nLPvlV58GD6icQFtVtwP5I4AAApUpcMFvTtTNV1/gZJmWnqUnX8kPMH02eYbTA+vxu69xrrVq3kjPjh3v7Nt5viZ++5Nz33ln5Pf02rZjjz6cOE133XSpk6Zu7VpOsM0eDBvcW2++N0lLTA8xO4G+7TH2oOnhZf/E0qFNc3Vo21zf/bhQV110pnJz8kzvtkg1bVzf6bl2+vABTn5F/9OyWSNdePZwzVmwQttMcM8uBrBi9caiSdhHIOQFCIyFfBNRQAQQQAABBKqHQKgMo6weWkdeSjvnsR3uaDczwkXzFvq0bXt+7zF7rm4dyU6UvzPJb3oG2DNSlBm94zXDLm0AKpj0dojm8pX5z7jq0kjtMHnN/tlnhlNGavceOXON2UnzW7Y4+Nz8Jx3+f+08Y4MP/d3r8DPkTgQQQKAaCtRKiJMdImm3rdt3O0MhS6rGPjP80q5S2bt7+8LLvbq11z/enaicgm/+hVekiAi3YmOilGl6pG03AbTIiAi9Mu6TwhS2B5jtrWbT3XXzpXrub+/rg8+nqpPpOXbLH0apeHBs/pKVumXMK2rSqJ56dskvg121kg2B6iRAYKw6tRZlRQABBBBAIIQFnB5jIVy+mlC0B/8SqVVr/Vq9zq9aJhg2ckSEWZkyP0BmJ9svul0yKkL167n0/oEJ+6Ojpdefj9KKVX699LpHM34K/MWlePqieXXq4FKv7i6NHec1w2skO+RxsOkl1ra1S81Nz7TNWwOfXfTeiu5XZl4VfTbpEUAAgVAU6NSuhTaYubxK2uqY3mA2iLVu43Yd16erk8TOCZYQH6uYA3OZFb+vYNL8hg3qmD+YROi9sQ/IBsSKb6PPPknnmWGSK1Zt1AcTpuqeJ/+pmYNeC0j23qdTnCGerz1xqzMZ/7c/zNcyM/STDYHqJEA/9erUWpQVAQQQQACBEBXwZ2fJt2t7iJau5hRrX4o0wky8f8sfI3T17yKUl+c3E+17TK+AQ+toe4XZ3mEFm8/s22Mb2CppK56+aJozT41wJtlfvCw/mDbH9BrLyPDrgTsjzS9eOiTIVvTeiu7v2uN3erRV9D7SI4AAAtVBwA59zD3Qk8vO8+Ur7ZtykcoMGdhTC5et1tfT5pmeu3v174++Kbxqg2JDj+upzyb/6ATHVq3brC+n/KThg/sUpiltZ2CfLiYgFqnH//qO0jOznK8pM37WZDPXWWpahp4xwzWT96WqT48OOn5Ad2feMTv8suiWEB+n/akZSjY91+yk/P/76kdWqywKxH61EKDHWLVoJgqJAAIIIIBAaAv4dmwtPeIS2kWvVqUbO85jVjGT6pmeYHlmeOS+FH+pga6PzcqR9qtgs8Mib7jjwJjKgpNFPounL3JJY9/0FD00w3r8euRZj7NK5d7k0ssQcFOQB2YuaO0xeTZuWHnDM4N8NMkQQACBKheYa1aJvPaO55znXHz9I3rV9LQ67cT+ZjXJwD4rBatV2oSD+3VVjy7tdOejrzv3DRnQw/ks6Pn1wG1X6raHXtN5V49xzvft2dGZiN85MP9xm5Uqi28uM6tYvTqJeuWxW/TIi//W4JE3OQGt2onxsvm5TcDNzhv27iffKsoEz1o2a+jMRWbvsVvBs6+86Azz7L9p+KhbnVUwe3dtV/xRHCMQ8gIuE7Eu5e+GIV92CogAAggggAACISKQ99P3yvjrwyFSmtAtxqZ+f9BrO68M3QKGSMluvSHSzJdz6C9yIVI8ioEAAjVQYItZeTctKfiKtRrsUmKTo/t9aueuZMXHxai2nViyhG3XnhQnCNawvplksoJbSmq66cnmUSMzvLIg6GWzSM/IcuY6a9ywbqk52pCCXfXSprGT77MhUN0E6DFW3VqM8iKAAAIIIBCCAt7tm0OwVBSpugok2RU0CYxV1+aj3AhUS4FWgwN7bIViJezqkGVtZQWvyrrPXrMrV5a02UUA7FdZmw2ktWnZpKwkXEMgpAVC///+kOajcAgggAACCCBgBXzbtwCBQKUJ7LSBMTYEEEAAAQQQQOAoCBAYOwrIPAIBBBBAAIGaLuDdQY+xmt7GR7N+O5MIjB1Nb56FAAIIIIBAOAsQGAvn1qfuCCCAAAIIVJIAPcYqCZJsHIGkXUAggAACCCCAAAJHR4DA2NFx5ikIIIAAAgjUWAHfvr3yZ2XU2PpRsaMvkJLqV3b20X8uT0QAAQQQQACB8BMgMBZ+bU6NEUAAAQQQqFQB//7kSs2PzBCwAkm7GU7Jm4AAAggggAACVS/AqpRVb8wTEEAAAQQQqNEC/hy69tToBj5GlcvOOUYP5rEIIBCeAht+klJ3Bl/3dkOk2s2CT09KBBAIWQECYyHbNBQMAQQQQACBaiKQSwSjmrRUtSqm11utikthEUCgugvYwNjWRcHXokE7AmPBa5ESgZAWYChlSDcPhUMAAQQQQCD0BfwExkK/kaphCX2+alhoiowAAgiEmEBGZra83vxvqAuWrtaSFetCrIQUB4FjL0CPsWPfBpQAAQQQQACB6i2QQ4+x6t2AoVl6eoyFZrtQKgQQOHKBU0ffrqQ9+5yMYqKj1LxpQ/3fHy/UiOEDjzzzIjlkmTHpg0beqBcf/pN+c8ogfTRxmuLiYtSne4ciqdhFAAECY7wDCCCAAAIIIHBEAv5c5hg7IkBuLlHgQAeHEq9xEgEEEKjOAn75deu1F+rs049XpunR9db7k3XfU2/q1KH9FRFReYO6YmKiNf71B9W2VdPqzEXZEahyAQJjVU7MAxBAAAEEEKjZAgylrNnte6xq5/PaVSldx+rxPBcBBBCoUoH6dRPVslkj5xknDu6l6bMXFz7vpTc+lu1JZoNkP85dqjNMT7K42BiNGz9Je/elKt70+rK9y8bcerkiIyM05ulxWrl2c+H9dufKi87QBb85UU+9+l/d/39XqHe39gHXOUAAgYMCBMYOWrCHAAIIIIAAAocjwFDK0tUioxTZqbsie/RXVrPjFe3O0m+3bNRns9uWfg9XHAF6jPEiIIBATRaYNX+Z0jOztD81Q59NnqE7bri4sLfYjp17NHnqXJ0wsIeGD+6jNi2bymsmXvzztb9VhzYtlLQ7WWOeGaeuHVvr4vNO0WWjTlNaRqbD9c30+Zrw9Ux1at/SOV61dosyzHPYEECgdAECY6XbcAUBBBBAAAEEghDwe/OCSBUmSSIiFdmhqxMIi+zRTxFdeskVE6vkDX7tmLJCO9p7NaRjmga0+1Svfn2GkpITwwSm4tVkjrGKm3EHAghUH4FN23Y5k+J7zDc7O+/Xux9/o349Oqpzh1ZOJc45fYiefeCGgAqt37Rdi5ev1a69KaqTmKD1m3c413t2NStkmm2DOZ703Wzd9+ffq0fnts45/oMAAuULEBgr34gUCCCAAAIIIFCGgDshjIM7brci2nUxgbB+iupp5obp2luu2PgAraTlfs1+3aOzR3yuD2pdrrYRP6nt7lP16KjX9N2aEfpkxnEB6TnIF2BVSt4EBBCoyQKXXXCaLjr3ZKeKdtXIP9z+jP776RQ9dvc1zrlaCXEB1X/1rU/15nuTNKhvV2fOMLfbJV+Rb5SZWTm69cHXzBDL45xeZAE3c4AAAmUKEBgrk4eLCCCAAAIIIFCegCuxTnlJas51lwmEte3oBMLs8MjIbn3kiq9Vav22zPdp/ltete+6Wp7szfoqro7u+zZLS0dPU//Zd+jMno/puLZz9NIXVytpXxgHGEsQLPL7XglXOYUAAgjUHAE7l1i7Vs20YUt+D7DiNcvOydXb73+lJ+65VuefOdS5fOejrwcke+i5txUVGamH77gy4DwHCCBQvgCBsfKNSIEAAggggAACZQjU6MCYy6WIVu0PBsK695WrVu0yNA5eWjfNp8XjvfKbOeS7t/1ca+K6a7sZahm3wytPdJp2d9ypRosfUf2+T+jx8+/S1+uu02c/DjiYQZjvJdZi4v0wfwWoPgI1WiA5JU1bd+yW7em19Nd1mvT9HF1/+Tkl1tlteicnxMdqx669Ss/IcoZT2iGVp53Y30n/7iffauqshXrn1THKzs1zvmLN5P12VUo2BBAoX4DAWPlGpEAAAQQQQACBMgRqWmAsokVbRfbslz9PWPd+ctWuW0btS760YqJPKyZ6nYsdeq5WdOoKrWv6O+c4u55ZiWypVwv7faDTtt6tyAUPSQOf0lltn9egtsP04hdXaXdK6b3QSn5izTtbv17NqxM1QgABBAoE7NBI+2V7eTVpXE/X/m6k/njZ2c5llwmEFd2ioyL1p6sv0CvjPtFrb32mFk0bKrZI0Gv8/75XjgmIXXLjo4W3XTH6DN17y2Uyf98xX/l/aLDDL9kQQOBQAZffbIee5gwCCCCAAAIIIBCcgG/fHqXecEFwiUMwlbtZq/w5wuzQSDNXmKtug8Mupf2pyvYSs73FCrbzznnOCYy93Pcvet7dSQun/6DGazdq6ph01clooeO+v1xy58g/8Fkpd4n8kfX01err9L9Z+T0BCvIJt8+Xn4xSIvHBcGt26ovAsRPY8JOUujP457cbItVuFnz6SkiZlZ2jPcn71aJZI7kPBLsqIVuyQCDsBegxFvavAAAIIIAAAggcmYC7ms0x5m7cPH9opJks384T5q7fKGiAX7P3aXradqV4c3R7kz6KdUUU3uvzyJlPzM4rVrB16LHGCYrZ43XRDSWTJqlOoppm+dRiTwttbLBOSX1+VZMF3eSaf5/8xz0vV+4CjWz/nAa1H27mHrO9xxIKsgubTzMCiKBY2LQ2FUUgRATanRAiBSm9GHGxMWrVvHHpCbiCAAKHJUBg7LDYuAkBBBBAAAEECgUio+SKi5c/K7PwVCjtuBs2yQ+EOT3CTCCsUdOgi7cmZ78JhG3TNBMMs5878jJ1cmJzfd7hrICgmCdHzsqTdgXKoluPdp+bHgj5Z9a58ifX31y7lvqYUy2n5mnjRaaHWatPdNq2uxS5M1auuXfLP/hl03Nsjhpqhp4ctUyTVl2vCT/1K5ptjd+vX4/hPjW+kakgAggggAACISJAYCxEGoJiIIAAAgggUJ0FXIl1QyYw5q7XMDAQ1rRF0LQbctMOBMLyg2Fbc9MD7r2gbju9326EYt0He4rZJDNf8Sh5Q2BQLL+32PLC+9d783/sWlMrf3xg4rJ01b2wsVLcu7Sg34ca/N1VUl6kCY7dIf+g18z+j3J59umcDs9qcPuT9OLEK7U3NTx6jzG/WOFrww4CCCCAAAIIVLEAgbEqBiZ7BBBAAAEEwkHA3aS5fLu2H5OquurUU6SZJD+qYGhk89ZBl2OLiWoV9AabZnqEbTSBsdK2axt20z9bn6SIIvO6ZCaboNjLHqXuCAyK2TyK9hZLSmyttAMjLJfFHwxutVxZRynddyk5dqN29P1Fzeb3lLwRJjh2q+k5ZsYT5k11itPI9YOeunCZvlx5vb6Y3be0ItaY8/QYqzFNSUUQQAABBBAIeQECYyHfRBQQAQQQQACB0BeIaNdZnmU/H5WC2lUwI7v3deYHs3OERbRsa5fcCurZdiikDYAVDI9ca4ZKBrPd07Sfnm5xvIo+Jc0Ew3582avM5EODYh2627nFDvYWW1eva+Fjfo4/OKN8s8mp+rVHtLz+XC1u+akabuugqO1xks8t15w/meBYtJmX7GvnXrcnWed1fEbHdzhFL028wvQeiy/Ms6btEBiraS1KfRBAAAEEEAhdAQJjods2lAwBBBBAAIFqI2ADY1W1uRISFdmtjyIP9AiLaN0h6EDYLk+WCYLlzw9mA2Irs1MqVEyXCYU933KI7jQT7Rfd7LBJO3yy2EjLwiQ92k8onFvMnlyX2Lbw2t6ICPkS4+ROy1Jkap6a7W+hrbU3ONd/7jteQ/Zca+YYM4d+8/Q510mm55jf+0Xh/Y1d00zvsaWa+Ov1mjQnsFyFiar5DkMpq3kDUnwEEEAAAQSqkQCBsWrUWBQVAQQQQACBUBWIrMTAmJ3I3wmEHZgsP6JtJ8ntDqrqez3Z+iHdBsK2Oz3Dlmcl69D+XEFlpUiXW+PanKyrGnQJuMFOsD/7dY/shPslbe27rzW9xX4JuLQu1kz4X6Qg2fVrK94ExuzW6kdp69n5yVNitmprv8VqObfIcMm5V8t1XLT8/k/zE5n/uj17dUGnpzWkw6lm7rHLtS+tZvUea1i/aN+8wmqzgwACCFSZwP/2e7Q+5+CqwuU9aFSdSLWPCe7fpvLy4joCCBxbAQJjx9afpyOAAAIIIFAjBNzNWsoVa1amzK74ypSu2DhFdOnlDI2MskMj25tAlOlVFcyW4s3RjLQd+cMjTUBsaeZe+YpGoILJpIQ0ce5IfdR+hM6p0zbg6pb5Ps1/yyufJ+B0wEHP9gdXoiy4sC6yrpkvrOBISqmbqPhNSc6JunP3q9bIBkp37XWOlzWfoMatOil6y8G5yDT/MrkGmOCY6/2DmZi9Ju6pemb0Uk1Ycb0mz+0dcK26Htimb9uawFh1bT/KjUB1Ffg8xaMpaWV8cy9Wsd5xESYwVuwkhwggUC0FCIxVy2aj0AgggAACCISYgOldFdG2ozwrl5ZbMFd0jCI69ywcGhnZoZsUGdyPJGnePP2YfiAQZoZGLsraY+bnKtIVq9ynl5+gbkSMvuh4lk6s1SwgC0z88gAAQABJREFU8bppPi0e7zU9twJOBxy073ZobzGbYJ3fzBtWZNtZu5aaFzlutb6+fu2QHxizp3/u9Z5O2GWGUeYUCRAtGC1XPxMci/hPkTtt77E9GtX5KQ3peLrpPfZ7paQFPisgcTU4aNvKpVh+2awGLUUREUDgaAvsSd6v2QuW69wRJxzyaK/Xp+ycXCXExx5yjRMIIFC2QHA/hZadB1cRQAABBBBAAAE5E/CXFBiLilJkpx6Fk+VHduouRZlJ5YPYMkzXrFmFgbDt+jlztzz+4Ie6BPGIgCTNouL1dadz1DuuQcD5FRN9WjHRG3CupIOeHQLnFrNpciNitcUbONxmU+1E9S+SQYvJaVr1ZzP3mPKfsT9mhzb3/1mtZx9XJJXZXXSeXH3MnGNRb5mDwAhdU/d3enb0Ev3vlxv0tV3dsppuXTsVCQZW0zpQbAQQQKAsgVNH366kPfvkNgvH1DU9iIcN6q0x//d71Yov+w8bq9dv1UPPvV1iYOyLKT/p/mfG6Zdp/zLr0ZT+ffSdT75VZIRbl406vawicg2BsBIgMBZWzU1lEUAAAQQQqDqBwgn4Te8v2wvMrhjpTJhveofJ9BILZssygbDZGUkHVo7crnlmP7cKA2FFy9Qxpo6+MUGx9jG1C0/b3mG2l5jtLVbe1r7bOjO32LJDkm1s0NX0ags8vapWkWGS5lLU7lw1yWypHfGbChMubzpZTdp0VcymxMJzzs6Ss+TqZXqOxfzDHAaWy+3ZrQu7PqkTOpneYxMu0/6Msn/JCsw4NI66dg4MIoZGqSgFAgggUHkCfvOHjT9f+1v95uRB2rhlpx596d969MX/6PkHbzzshww/vo/Gv/5gmUExm/nKNZtMYCy46QoOuzDciEA1EyAwVs0ajOIigAACCCAQqgKRvQep1v0vOfOF2XnDgtly/F7NdQJh+StHzk5Pkj13tLd+8Q31Vcdz1CTqYLntPGLz3/Zqy7zA4FNpZevZ4dC5xWzadbU7HnLLsoRah5xrNTdCO04JPD2/17s6MekmKbvYX/+XnSZXd9NzLGGs6ThW3MuvZhFT9NzFS/TZshv0zc89AjMN4SM7orZDu2J1DeHyUjQEEEDgcAUa1K2ttq2aOl+r15+mDz6f6mT10cRpGjd+kvbuS1V8XIxGDB+oMbdebmYcODSYNW3WIv3t35/rwduvVF6eR6++9aneeXWMk8+/PvxKH0yYqn0paWrRrJFuuvI8RUdHadpPi53rv6zaqIZmIZg3nv+Lbnt4rBYuXa3MrBw1bVxfN1xxbmGvtIuuf1jDB/fR1J8WKWl3ss4+bYjuuOEixTHm/XCbnvtCUIDAWAg2CkVCAAEEEECgOgq46zeU/SpryzO9v+Zn7HJ6hE0zK0f+lLFTtpfYsdxOSmyuCR3OUp2Ig8M77YqTduVJuwJlMFu7UnqL2XvXJbQ6JIsFZuVN82d9E9Q6mH+DH/Yr7pQ6ytL+wvRpUbu1YcActZs1pPBc4c6K4XJ1NcGxxL+afA41dHt2aXS3J3RC5zNM77HfKTUj9Oedad/WJfN7GxsCCCAQVgKbt+1SnTr5fzBpUL+O05usQ5sWTiBqjBke2bVja118XuBfTuxcY3c++roZgnm5+nTvIBsks0Mt7TZ/8Uq9+I+P9NR916lTuxb6eckqbd2xR+ecPkTdO7VxgmxXXXSmYmPz/93r1aWdRp99kgmU1dH3MxdqzNPjNPS4XqpvhnmuXLtFWSZg9sffn+ME6h40QzkH9++m04cNCKs2orI1W4DAWM1uX2qHAAIIIIDAMRWw84EtzNxzIBC2zcwXtlPpviLLMx7T0kkX1G2n99uNUKz74F/ic9Olma94lLzhYNCqvGL2KmFusYJ71kU30oGpwwpOKdU8z1c7Xu79GYXn5POr1ZZGWt3qYGDMXlzZ+Fs1bdddcRvqHExbsLdyiFydTXCszgsmOFaSq1/NI77R8xcv0idLb9SUBWZ+txDeunZiGGUINw9FQwCBShSYNX+Z0yts+aoNmj57iZ578AYn99NO7K/1m7Zr8fK12rU3RXUSE7R+846AJy/6ZY1ufeBV3XPLZU5AK+CiOcjMzpHte1srIdYExlqqmwmGFWxNGtVzhlKecJyZ5uDA9odLz9KylRu0aNkaeTxm5WWfT5u3JjmBMZvkoTuu0qB+3ZzUk6fOdRYAIDB2AI+PGiFAYKxGNCOVQAABBBBAIDQEfGbelMVOIGy7EwyzK0imenOPvHA2RlXJI+yuadhNb7Q+SRFFJinOTPZr5stepe4IPijWrut6M7dY6atxrnObOcKKj3Y01cmsl6haRQNj5lyLr7K05nq3UQwcvjm/5zsalnSLXJklIKweKFeHe+Vv8KyZcqxka9t77OLuj2to5zP10sRLQ7b3GBPvH/n/KuSAAALVQ2CTCTzZTsMtmzfWf8fe7/T6siW3wyHffG+SBvXt6gyzdLtdTqCqoFa5Zsjkjfe8pNYtmuiic04qOB3wOWRAD5135lD93wOvOb3Dhg7qpbtuulRtWjYJSGcP0jOydN1fntembUlO8KtZo/pOGq8JjpW0JSbEmx5kJf9bU1J6ziFQHQQIjFWHVqKMCCCAAAIIhKiAnUB4WVZy4dDIGWZ45D6vGYdYydvgsVM198+nVlqu9zTtp6dbHB8Qa0szwbAfTVDMBscqsvXsWPLcYgV5rPMdHKJZcM5+7rOBsY07i55S7NYsNcpprl0x+cNhCi5mRCZr/YCZ6vDjsIJTgZ/r+srle0D+Rk+Z4Fh24LXCI79aRH5t5h4zvceW3KjvFub/9b/w8jHeiTZM7duUEPg7xuXi8QgggEBVCNhVIS869+SArLNzcvX2+1/piXuu1fkmsGU3O1yy6GZXnLzlD6P093cmOBP2P3rXH4pedvajoyL15L1/1J03XqKFy1brtbc+01/f/EQvP3qzue5S0aDXjLlLnSGY33/8kurWzh/O+e6nUw7JkxMI1GQBAmM1uXWpGwIIIIAAApUsYENGv2bvKxwa+YMJhO3xlBaIqbyHx+9Kq5TMXOYXgudbDtGdTfoE5GeHTc4ywydzzDDKimxtTW+xmDJ6iyXHNzWBwpJz3Fk7UYfOPmZ6DyyK1a7jD71ndcOpataxp+LX1jv0oj2zoYdc3ofkb/aE6aGWWXIaczbCk6RLejymoV1+o5cmXKq0zOBWDC01w0q6YIdR2sn32RBAAIFwFXC73UqIj9WOXXudnlx2OKX9ssMrC7YoMwn/FaPPUK9u7XXtHc+pfr3a+r8/Xlhw2fn87scFSk3L0FmnDtawwb31xbc/OfOD2YvdO7fRp5N+cCbaz8zKVq34OHm8Xm3bucf0TPNrwjczTU+2iv2BKODhHCBQDQX48aMaNhpFRgABBBBA4GgKrM5OMYGw/KGR09O3KSkvq0ofX2/dbtU3X3u6NdX+VvlDOuxE9S7zg7rffCbsTlPi1hTt7dJEefEl98YqqYCRLrfGtTlZVzXoEnA5aYVfs//mkZ1wv6Jbr44TpNTS71rXoPReWRvNX+aPK+HWxlNSFDMkwazOWWT+sQPp5nV7RyftuFWujFJ6Vm3uYoJjj8jf8jETHCsryudXy8iv9Pwli/Th4hs1bVHXEkpydE8NG8L8YkdXnKchgECoCdieXn+6+gK9Mu4Tp5dXi6YNFRsT+O+cywTP7Na3R0e9+MifnLnGGjeo66wmaXuT2S06KsqZfP/h5/+lKLOiSe+u7fSXmy5xrtkg2+dfz9RxZ92g5k0a6JsPXtDQgT11yQ2POgGxE82wS7sdyMr5LMjXOV/kmj1mQ6AmCJifMQkH14SGpA4IIIAAAghUpsBK0yvsiR0LNT1tm7blHRqgqcxnFc2r1ez1ajFnvQl6NVXrmWv0840naX/r+jr5kS/0w4NnOwGzLhOXKLtuvOJNgGzuracpLyHwl4ai+RXsx7kj9WH7ETq3TtuCU87nlvlmlcy3zETDhy7qGJCupIO2XTZoYJNHS7pUeO6DbtfojrjBhcdFd/60J0kPvD+56KnC/VU319f6JmsLj4vudNw7XJ1mnFL01KH7zTbK38YExzyBE/kfmtCecWlL3kjTe+xipWcdm95j9eq69OzDkTrw+17JxeQsAgggUIUC/9vv0fqckufVKumxo+pEqn1M1QT0s8zk+XuS96tFs0ZyF0SoSipEGefsr/m79+53eqDZXmjFt737Us3k/HGKObAU8K49KYqIcKuB6YHGhkC4CdBjLNxanPoigAACCCAQhECMK0LvJa8OIuWRJ4nMzpPPDA3xRbrVeOlWbR7eSdsHtJHbrIzVafIvJjg2XH4z+bDLDPGwQbFV5/VRcodGGvjPGWr//a/OcVmlqBsRo4kdz9KwWs0Ckq2b5tPi8V5n8uOAC0Ee9OpU9txiNpt1cYHPLJr1kviEoocB+62+zdH6KwJOFR6sbTBDzTv3UsLqhoXnDtnZ0dZ4PSZ/u0dMcGzfIZcDT5jVMKMm6YVLF+qDRTdq+uLAHnWBaavmaNjxboJiVUNLrgggEKSADXSFyhYXG6NWZlL+I9lsL6/GDeuWmkXxAFhZaUvNhAsI1BCBqglx1xAcqoEAAggggEC4CrSLqa2usaXMZVVJKG6Pz/QKW6uhz32jpku2OLlmNKmtJku2OvtbhrRX3Y17nH0nMGb++p1TO1b11u+R3/xVe/OwTmq4MnDy+uJFaxYVrx+6nH9IUGzFFz4teu/wg2K2t1hM6pLijzvkeG3UgaGgh1yRFsXFy3QFKOGKFL8mQ/U9pQfV5nV9R/5a5fRsSGop19rHpagyAmhFnh7h2aHf93pED176XyXEHr0Vx2wvMYZRFmkIdhFAAAEEEEDgqAoQGDuq3DwMAQQQQACB6iMwsk7rKimsnSus2cLNOuGFb9Vq9jqtvKCvtvdv4zxrk+ktVmfTXnX4ZrlaztlQOMeYnVvM9hjbNKyzWv+4Rg1WJ6nW9hQzpDKu1DJ2jKmjmV1GqXdcg8I0dgKJRaaX2IoJpcyIX5iy7J1enczcYkFs62WCX6VsmWbOM2+d/BXASkrS6pfSr2VHpGnVwO/sKMiytz3N5Fplg2NNyk5XeNWv1lFf6sXf3avhfdYUnq3Knd493KpXeqeGqnw0eSOAAAIIIIAAAiIwxkuAAAIIIIAAAiUKnFW7agJjbaeuUo+PfjY9vjrqpztGKKl3y8IAT1b9BC269kQzwX66vNERzr5TuANDKe2E/GvO7qXOXy5V7P4sLb28hOUbzQ194xuaoNgFZv6Xg3Ol+EwsbN6bXq2bWk5PqxI1Dp7M7y22+OCJUvY87iht9JT9o1ZGvcRS7paafpWiKNeh88IU3LCh3myldUkqOCz9M7mxXCtscKxF6WmKXYnwbNcVvR/W/Ze8p/gq7j120tCyjYoVjUMEEEAAAQQQQKBSBfhJpFI5yQwBBBBAAIGaIzA8sbkaRJYemDncmm4b1NYEvSKdLzskMn5PulrM3+gMkZTp0WUn2196+WCtO7OHPLH5c774DgTG7DO3nNBBs01AbfnFA0tclfIkU+7pnc9XEzOMsmCzK07OetWjLfOOLChm8wu2t9iWep2VV86K9/vKCIy5s7xqvrd5QRVK/JzX2QyprB1EnfY3kGv5Y2apsooEO31qG/2F6T12n4b1KnkhgBILVYGTDeu71LNred3eKpAhSRFAAAEEEEAAgQoKEBirIBjJEUAAAQQQCBeBaDPU76J6HY6ouvXX7FKv8fM05MUparZos5NXbmKs01us/ZQV6v3fORry8ndq88NqDXhjhjp99UvJzytlLq7iiS+o205fdzxHdSIOrlSZmy7NeNGjpOXlRKmKZ1bCcZvOG83cYuX3FrO3rqvbqYQcAk9tr136cEmbstW0sod85kZkasXArwt73AXmXuwota5cS2xwrH2xC2UfRnq26cp+D2nMxe+b3mN5ZSeu4NXhJ7h1mAuuVfBJJEcAAQQQQAABBEoWCJ2lN0ouH2cRQAABBBBA4BgKXFa/k/6xe/lhlaD5gk3q8O0KrflNTyV3bKRuny2SJyZKu7s308bhndXCzCFmV6Ocec+ZZlL9OGfeMWeI5dAOyqkTOHfY4qtOUG6tmDLLcU3Drvpn65MVWSTSkpXs148ve5W648iDYvbhvTubucVSyyxG4cW1CeX3ztpYO1FDCu84dCdxSZrqjGqk/e7dh148cGZznflq2a2v6qwou3eZkzwjUa7Fj8jf1wytzK3AHGJ+n9rFTNCLly3Qf+fdpFm/HFnA1JYl0vwUeqJZjZINAQQQCAmBeWYl5l3lreJbpKTHmRV8mzBBYhERdhGotgIExqpt01FwBBBAAAEEql7gxFpN1SY6UZty0yr2MBOH6jxxiZaZOcD2dspfcr7BqiTF7ctw8vHGRGr+Lacoq97B4Y47+7VS908XKmFX2iGBsYzGpc/FZTO8u2k/PdPi+IC56NNMMMwGxTJNcKwytvzeYouCzmpdjKl32R2+9GtCQrn5tVpVV/u7lR4YsxnM7/SuTt3+F7lTIsrNT5kJci18WP7+T5ng2Iry0xdJEZm3VVf3f1DDu52nlydeqOycqCJXK7Z72nC3TFyQDQEEEAgNgfkmMLZ0Q/BlaW2+xxMYC96LlAiEsAB/pgvhxqFoCCCAAAIIHGsBsxakrmjQucLFcPt8cptVJOtu3KPIrDzFpmSaCfXTlBcbpegMM+GX2YoGxexxw1932inGVF4QzKYt2Gz5Xmg5RM8WC4olb/Br+rOeSguK2ec5vcUKHhzE5zr3wYn/S0u+JL7soZT2vmaTUxXhKjsAlefO1vIBk4IbUmkzzY6T6+cHzLDK3vaoYpvpPdY+9nO9/PsxOqHH+ordeyB1oqn2OWcEEcQ7rNy5CQEEEECgJIGk3cmaPHVuSZfKPffj3KVau3FbuenKSjDx25+0d1+Q3a7LyohrCFSyAIGxSgYlOwQQQAABBGqawA0Nu5vhiRX7kcFnJtVfM7KX2k5frZMf/UJDn/tGbo9PnSct05AXvlXtrfnDVWzvsGYLN6vnB/PNXGRztfrc3of0FivN05bpX21P0Z1N+gYkSVrh14wXPMoxc4tV1tam0yYzt1jwvcXsc9f5yh76adMsiTVDRo1VWVvk/jw1SzUrd5azba29SPt6bC0nVZHLuTFyzb/PBMf6FzkZ/G5k3hb9YcCDuveijxQb7Qn+RpNy1NkRigscLVuh+0mMAAIIVGeBU0ffrh4nX+189T/jOp1z5X2aMuPnKq/SitWb9NhL/zms5/z9PxP0w+wlh3VvwU33PzNO644wuFaQF58IVKZA2T+JVeaTyAsBBBBAAAEEqqVAy+haGmUmtS++1V+3W4P+Nk2J21OKX3KOtwxpr+kPn6NsM1/YjAfO1qy7z3Q+05vWUfvvfnXSRGXmqt33K+WLitD8P52irce3LzGv4ifj3JH6rMOZuqqBmeOlyLZ1vs9ZfdKuQlmZW68uZm6xCmypcQ20u5xhlDa7XDMfmqdu+b3GWs4M7uE/d3xXvnoVCFLlRcs17x4THBsc3AOKp/J71SH2M710+Rgd3z24IUitWrh04hB+BC1OyTECCISPgN/0j7712gv1zfvP64O/P6QendvqvqfelNcbxCrD4cNETRE4agLMMXbUqHkQAggggAAC1Vfglsa99PG+dU4FEnfsV0ezemTdDXtkV5hsuniL0pqXPAFxLZM2Is+rvPj8VSL9ZnXJ1Nb1lZCUP5QipW0D/XTXGRWCqRsRo4kdz9KwWs0C7ls33afF73nlr5wpxQrzbm16i8VWtLdYvW6F95e3k1E/UXX2lj20pN7s/ap1Vn2lK7nM7DyuXC0bMFF9pv5WCvb3K0+kXHPvlH/wqyZSF2QErlgpovI269qBD+ik7hfolYmjlJ1b+o+Yl/42QuY1YEMAAQTCWqB+3US1bNbIMThxcC9Nn7240OOjidM0bvwkZ9hhfFyMRgwfqDG3Xm4WLYnQvEW/6pW3PtXA3l008dtZSoiL1TW/G6nfjhzu3G+HOz7+8jta9ut6NWlUX/XrJeric0/W+WeeWJh/wc5tD4/VwqWrlZmVo6aN6+uGK87VuSNOcC5v3LJTj7zwLy01+TRuWE/70/LnCC241/ZwG/v2/7RzV7JOGzZAV4weoW6d2jjpbK80W07773HXjq312N3XqHmTBs6tU2ct0tNjx8sO6zz7tCG644aLFBdbfg/rgufyiUBVCJT+U0tVPI08EUAAAQQQQKBaCgw3Qaj+eXHK+exHNV26VdsHtDYBrTP/v737gI+iaMMA/qR3QkJCIAUCoRfpRaQXQToKiqKAgCjYkKIoiKCIClKkKEjvn0hRERBEBRRFeu8JPUBooYZUvnkn3JFySe5CDg/yjL/L7e3Ozu7+N4a792beUUMlD8FO5RLLqNzO6w5Dr7BjDUvB++QlBG49jv3tq2S0S6brCzq5Y1XxlqigemSlLAeWJ2Hfj2Z00Uq5k5nLj0lvsWsZX6OpZsLzmNfzTfa95K0CY6YaSbMuOCIfDhbNPDAmu0R67UFIucrw3R2apoVMXiY6wG7T2yo4pnKZxf+RScVMNqneY8XclqjeY1sx659e2HwgNF3lKhXsUbIYo2LpYLiCAhTIdQIbt+zBjVsxuHrtJpau3KACRM/C4e7Q+ny+3niz+9MIKxykA0gfqCGIEmB6tnUDXLtxCzv3HkX+fD74qG9XFbgKx4jx89FSBbTuqPyevQeO1QGxMcNeh53qlTxs9GxcvGz6y5fyJYugfYt68FPH++2v7fjgs2l4olp55PF0Ry/VTh4vd4wc/BocVa/uj8fMMd6jXfvD0W/Y1+inzrl6pdL4TgXyPhw5A4unDsN4FbQ7dPQkxg9/S/eAW/nbJlxWecUMgbG/VK6yHp1aQgJ+sk+NyqXRWAXWWCjwXwowMPZf6vPYFKAABShAgYdIoLdXSYyPX4dNfRrhpv/d6QTl6+A7GQc6YtUwyt1qZsoy329F4Q2HkeDmrINiF0qn7u1lDkOYizfWqKBYUZd7Se3l8DsXJiL8d3O7R5lzpHt1QrLRW0z2DncPvNdIFkuRKjBmThgtaOUNHH7DQXUEyzoAuLXIfDQ68y4cLmWetD/VqSXZq+DY68nBsYQ1qTZZ8sIp/gReqTYI9cu2w7gf2yIuPvntppN66tCGQygtsWRdClDg0RU4cSZKB44SEhNVzkUXzP1+NSqVLYYSYSFoVLsyIk5EYue+o4i6FA1vLw9EnDxrxMibxxNjVeBLSp0aj2Hq/BXYperGxsXjzLmL+HZUf4SGFNDbC/j76GdTP17u+BT2HDyGHXuOICEhEUkqsHby9HnExMbi5Jnz+HHWpygWGqR3/dZ/ubGJ75evQxk1/LNy+RJ6PwlsyTo5dkxMHJycneDp4YbiRYJRtUJJ436yMKRvFx1Mk2WZCOCfbfsYGBMMlv9UgIGx/5SfB6cABShAAQo8PALdytbE+FdO4WbMJeNJ2+mOVPqHcZ0syMyTXpFXcal4fkSVC0R0aFM43o7HLb+s82mlaujui4ruflhVrAUKqB5jhpKk4kNbpifi1GbrBMXkOBWy0VtM9gt3VD3azEz1FaE+8KQf4CKtpC7OUbHIHxOEc24nU28w8SrRPgG7qyxDpd+ehRlxtHstqCCn3aaeQA1n3En8+d56S5dU77Hibosx7qWtmLmxF7YcKowmDezhly/jIKqlh2B9ClCAAg+zwAttG6GDGuIoRXKLvfzO55i35Fc97FB6XUmwq3rFUjrAZa/Gn0vQylSRXmauLk64dTsWUReuQIJmhqCYqfqGdTduxuCV/qNwQgXApNdXQTXsUkqiOs7pyAvwzuNhDIoZ9jE8n46MQqQKgg3/aq5hFcqVKqJ7t3V9rhkGfPwN2r48WJ+LXGPvrm3hLN+OpCleHu46kJZmNV9S4IELpP/tfOCnwANSgAIUoAAFKPAwCKiQCYYUrIr2EatTn276uBhKL90Bn6NRKuF+M8R7OCPO00U/Uu9o3qt6XoH4MewpeDsk5ymTvSS5/j9fJ+D8PhMHN6/ZLGuFFDtpcW4xQ6Phdh6GxSyfD3jc7X2XZU0g5F8nnKtvRkVV5ZzHAVwsHw6/nWHm7WCspYJX/74Mu2oqOHZnqXFtdhac4o+jZ41BqFv+JRSp3jI7TXAfClCAAo+8gAS3ioQUxLFTZ3E7Ng4zFq7C8Pe6q7xgT+hrl2GLmRUZMinlsTJFEX3tBq5cvQ4f1Rs5s7JBDWk8HHEav30/RgewpO5cFZiTIj29rl+/pYd6erqnn0LYzzevykmWD58PUl+kmCg/zByOE6rn2Z/qGGOmLNK5x5rWr2aiJldRwDYE2J/dNu4Dz4ICFKAABSjwUAg87VMkdX4vPZQyfXAqolFpnKhXAknODvd1XW3UbJi/FGuZKigWdwPYMNq6QTE56QqlZCbK9NeW1QUl2dnjWIL5171TfWNubvFbFw033BtKmtV+20L/h0T/uKyqmd6+pRPs7nQ0vc2StXcSUPqxgqpHgyU7sS4FKECBR1vgcvR1nD57QQenFq9YjxUqF1ft6uVhb28PD3dXnI26BOnV9dfmPXpIpTkaJYqGwD9fXp3/a/mvf+OzCfOx7/Bxk7tKwEuGccrwRzmXmd+tUl+GJP+bV750UZUDzBWT7ibXlyGPKYdyNqxTWQ2D3IQ167fo3m6SgH/ynJ8Qef4SJs5cpoZ1hqNQUH48Wa8qnNWwypsqlxoLBWxZgD3GbPnu8NwoQAEKUIACNiYgvcZGh9RC48PJuUb0d9QmYkfXA73VTJXmpJTP+AK75SuFKYXrw/HuN+FSM+YK8OfYBFyLNHHQjJuyeEtyb7HtFu8nO5zJWwy3LTi9fc7q23g105j6hJL18dREB8GnA3Ak2HQi5bQNJNklYGeVxaiy9gWzh3amamNbB9hVdsId+7mpVlv0wr8p4M3EyhaZsTIFKPDIC8hwSXk4OToiIL8PuquZJXu80EIHxmTo4VfTFmPC9KUIKuCnvli412NaYGRoZdoi/z5Lz7EvBr2q2/1m9o+oVqEUCqqeXSn3N/Quk5kwn6haDs+9OkwHxCQoJ0X+yZUebK91aY0xkxdhzuI1KFo4EO7q2w3Dvs0b1tA5yCRZf2zs10hSAbWw0EC0a14H19XkAJ3fHqFmH7aHu3vyjJptmyUnDJC2DW3oY909niyzUOC/FLBTUWEL3rr9l6fKY1OAAhSgAAUoYCsCT4f/gmXRx/SQScm9f7BdpRw9tXcLVMLnQTXV2/x75fq5O/hzTCJuXbb+W5eWLSeoYZTb7h3cgqV1RVriBZ9WFuwBnPjfMjhdiDZrn9uF3LCuR6Tqy2a+Q5UTHZF/e+oEyGYdzFCpwkrccZqhXpl/TL2rWwjsSo9Un+JSf6gzNMtnClCAAjYjsPkwEKW+fTG3VFN/UwPymlvb4noxKmfYxctXEVTQXwWZUv5rmHlTkq/MMLvltes30aRjf4wZ2lvPNmlqz6iL0bp+Pp/0vZFl1sxrakilYUbJtPtLQEzymkkPNy81k6WhxCckQNotmN9XB/oM6/lMAVsVYI8xW70zPC8KUIACFKCADQt8GVwLq65KEvg7KndY+vwj2T11+cZ7ZHBN9A+omKqJK8fv4K9xCYhVwyitXULCTqmgWPZ6i8m5hXsUsvgUb/h4wcfMwJjryRj4xQXhgvNps4+zo9AiPUul4/lsjmfc1Rx25VXOMZfJ6phmBsfsXWEX1h8xcXfUh7soiz7cyQeqPF7uqXo5GC5W589Rw378/fLCVO4bc3LrGNriMwUoQAGjQPUSxkVbWHBTPbRCAvNbfCo9B3ypJsm5DQl07VUzTpZUs1w+rnqGZVTyq7+lGRX5G2vq76yhvgTsCqjgV9oiveCkpxsLBR4WAQbGHpY7xfOkAAUoQAEK2JBAUZc86BtQAV82uYk4L9ccOTNHNexiqho62TVf6p5N5/ff0Yn2E27nyGGybOSx0iq32DUzgz8mWgt3DQBMTx5monbyqot5VWAsw63pN4TscMWFGunXZ7QmyS4J2yt9h+prO2dvSKU0vKcx7MqqYZXuE1VsLOsLtAvtjVeHfIeNW/bqYTq+6hqbNaiBQW+/mNFp4o+NOyDDfyS3TlxcAio/VhwjB7+meyJIDpvOb43Q+XCkAUc1/LTT003wbu/kPGi79odj8BfT9TCeYqFBGPfJG8YPdDLzWr3HK+LFZ5pkeGxuoAAFKPAoCLzTswP2HIhAXHw8OrSsj7o1H7Oox9mjYMBroIClAky+b6kY61OAAhSgAAUooAUGqxkqi/gXyBENN3tHLA1rmi4odnprEjaOT8CDCopJbzG3bA6hNECEO2T87buhTtrnM3k8067K9HX+X6PhYsHMl9LYJbdjOFdpf6btZrlxXz3Y3XhHJYnJfHIBuwJtAd8n9Mxmi6YMxbbV3+LDdzpjwbK12L5HDVcyURJUjrUBn0xGrWrlsGHZePy2eAyOnzqPeXdnSUtMSkKrJ2thzf++xJ7fZ+DDPp0xe9EvOBx+Sre2bNWfaFCrIn5fPFbPyLZpa/K1btl1EEePn0GHVvVNHJWrKEABCjxaAuVKFcHz7Rqhy7PNUF/9TZRk/iwUoEDmAvy/JHMfbqUABShAAQpQIAMBN3sHzAxtCIdUmcAyqJzJ6rwOLlhdvCVaeYemqhW+Lgn/TklEUkKq1VZ9oXuLmTtUMIMzCb9j+XDFCC/LAmN2cUkIOl8wgzPIePWO4CWIL3ifXe8O1ILd1QEqOOZk+kB5qwHBnfS2/r2eQ5kShfWQyCfrVYMM2dm4ea/J/WLj4nUPBxmWI8mZZfiO7Hv81DldX4blvNntaT08Rz7oBRX0070gDHltdu+P0AmiZWhP4eAA7D10TO83ftpSvPpSa7iomdFYKEABClCAAhSgQFoBBsbSivA1BShAAQpQgAJmCzzuEYB31JDK7JaCTu5YV7IN6nimDvIcWJ6EHfMS1RC87LZs+X7BYafvu7fYLWcvnE0wP0my4Sz3e1oWGJP9gn+NNexuwXMStlVcCNxvjOhwNdhdeS99Un2PMNgVVT3KkP4tZvjxSJ2MuVRx0znYJHnz820b4dOv5mH4V3OxdOUGbN11CJ3SDH88ePQkho2ejQ9HzkCPTi1RMCCfvv5yJUONQbRTkVEoq15v3LIH5y9cxjMt6qqZ0+JwOvKCBVasSgEKUIACFKBAbhBI/64lN1w1r5ECFKAABShAgRwT+DiwGkq7WpIhK/nQYSpP2V8l26GCW3Jgw3BCB1ckYd+PiYaXD+y5guQWu8/eYhG+ZbLVwnY3D4uv0+PQTfgmWD6U9YrrSZyptNvi46Xb4Wgl2F0YpGJgd3PMuRSEXXF5nb7H3I2bMeg7dBIqlAlDo9qV0zVlWFG7ennk9fbEidPn8dGomSgSUkAln/Y3bNbPl1Xi/eQcZPGIvnoDMiualFZNa+Hntf+gyXP91AxrDqhZuQzGT1+KXl3a4Nf1W/XMbF3f+RySb4yTsmsy/qAABShAAQpQQAkw+T5/DShAAQpQgAIUuC8ByQ+2qOiTqHFwCW6ZOe6xorsfVhVrgQKqx1jaUqimHSI22OHWpQfXXSyoqPQW25r2VCx+HZ4nzOJ9ZIfDLiq45KzelqmE85aU4H1euFwheaihJfvtDloG/+BicD6d3t+SdnCsHOwSP8SdQpNVUOwD9c7SO93uMbdj8cagr5CYmIiJn76dYb4bmU2y9/vj8M3n70ACZBEnIvHWhxN0zzDZz1BqVS0LeUgy/iYd+6N2jfI62FatQimsWThKJ+eXmdx+37gdEpBr0/QJdOs7EpKQWpZrt30TB46c1MM0DW3ymQIUoEDk7b24lXjRbIiCruXh4ZD6ix2zd2ZFClDApgTYY8ymbgdPhgIUoAAFKPBwCpRz88XXheqadfJ1PQOxrkQbk0ExacA9nx3q9nOAa17LhySadQImKlUsc/+9xaTZcPcgE61nvUrmeIzz8cq6YpoaBX6JhpNd+h5aaaqZfLn1sfkqGGdyk2UrL5aCXcgYwCV/uv2uXr+JHv1G4dr1W5gz/gP4+uRJV8ewYsfeI0hSCfbLFC+sVxUtHKgDWdt2m07WL7nI3N1cEHXhiqEJHXSToJj0CJswYxle79pWr9un8o0VCgrQy5Kr7MDRE8Z9uEABClBABM7e3oMjN9ab/biZcIlwFKDAIyLAwNgjciN5GRSgAAUoQIH/WqBLvpLo5lc609Nok7eITrTv7ZB5RMYzvx3q9XeAm4/1g2M51VtMLjzc2S/T689s4/VsBMYcbiai4OXsBeOuukTiVJXtmZ1S1ttkBGhr9fBO/5by5q3b6NT7Ez1D5CfvdcONWzE4eeY8Tp+9l+er81sjVABrqT5OsdAgHbia+d0qlYQ/ARJUW/vnNmOgbN3fO7Hwh990nrLbKl/Y5Lk/QY5RsVyxdOf5y7rNuJN0B80a1tDbypcuimMnz0Jmvjx99iLKlyqabh+uoAAFKGBLAvL3LTFRvjbJ+WLNtnP+bNkiBawvkP5djPWPySNQgAIUoAAFKPCICkwMqY1qHul7DsnlvpyvFBYXbQpXNZulOcWrgB3qv+cAD3/rBscqlvlJnU7ODNsMt7M8ib7B4mJey3uMyb4hf2Q/H9veAssRW+iG4RQse5bTbaMeeU3vJoGtY2pGSckX9mzPoXiq03v68Xyvj407SLAq6mK0fi09uj4d2AP/7jiIOmq4Y9PnB6CQ6v318bvdkuurXwMJojVo3wdVmvbEjIUr8eE7nVH6bg8zQ6PSW2yS6i32Rrd2etZKWf9C28Y6kNakYz88XqUMShQNNlTnMwUoQIEHLtCw/TsoW78r1v2z03jstRu2QdZLkSHo1Zu/hl833P8Qf+MB7i5Ys+20x+JrCjwsAnbqzUPOvBN8WK6Y50kBClCAAhSggFUFzsXfQs2DS3Ei7rrxOO8GVMTnwY8jOyGuGBU3+XNsAq6dyfm3LEFFz+DxkMEqLnb/bd9RV1ei6mTczOYX/HMPHUCjNZuMZpYs/D3UAVft7/XEsmRfr7gA1P7tVeC2BXfHVx2hhXpIjzErFJlJMm8eT7i4pO5ZKG9bL1y6ituxsQgq4K+S7Jv/Ha8M05RgnY939gKQVrhMNkkBCtiQwLbohYiKNT1029RpVsn7PPK7lDC1Kct1EuBPUr1a8/l4Y8m0YbCzs9NBsBHj5+GPxeP0pCJ7DkQgVE1A4u2Vs39oZcISa7Wd5YWzAgVsVMD8dxM2egE8LQpQgAIUoAAFbEtAEuqvKNYcMlxSQi2jVEDsi2wGxeTK3FSPpAYDHZG/tAWBGzNJdG6xHAiKyeHO5ymc7aCY7H/UK/u9zYIPK6RsluvO53G88hbz9w5UVaWnWM5+Vkt1/AB/33RBMakgHx7z++XV+cIsCYrJvvb29gyKCQQLBShgEwI9X2yF46fPQYZ+py326m+dBMmkx60U6eU1bPRsPN7qddRo3gtd3/4M7w6fYtztVGQUeg74Uvcy66K2Lf/1b+O2Dj0/wup1WzDo82m69+7RiNOp2l700x94Uk1kIj1xpbfux2Nm62Hnxga4QIFcIMDAWC64ybxEClCAAhSgwIMWKKuS8cuwyRmhDdFf9Ra73+LkBtTu44jQ2jn31iWoyBm4XbcgIJTFRRz1KZlFjcw37/fIfmAscOU1ONg5ZX6ATLYeCFiF26HXMqkBJN5JwhfHF2JT4H6VaD/TqtxIAQpQgAJZCEiQv1O7Rpiohn5Lj9a05dDRUyqPYoxePXrKIj3T7hsvt8OUUf2QR/UiO66GqkuJT0hQQbHR8PJ0x7TR76LdU3Xw4RczdE5H2X5QtTPw0ylwdHRAozpV4O7uipRt5/P1xpvdn8bcCYPw8YBuWPXHZixduUF2ZaFArhHIuXeXuYaMF0oBClCAAhSggDkCjfMEo6tKyJ9TRVKTVe3qgIovOMDMNGWZHrpiWZVbLId6i8mBwj1DMz1eVhu3u7tnVSXD7Y7R8ShwLXtJ+A2Nbi43V3XPy2BIqXrHmFgjCXM2rcaeQxGGXfhMAQpQgAL3IdD9hRa4qIaH//DLX5m28tPqjXheBdE6Pd0YFcsWQ5XH7g3h3LRtP6TH2DMt6ule2mFqRt+w0EA1ecm9yVVGD+2NYf1fxqsvtUJwQf9Ux2pUuzLKlghVAbQTOBRxSg/djFD5H1kokJsEHHPTxfJaKUABClCAAhR4+AWKNbSHW0A8Nky5AYdbnrBX/1laAnVvsfTDVyxtJ2X9CNcC95XDP9xJdcNyUb2+YuNTNmv2cshGO5xpZnb1dBVvOl1ERJW/UfSvJ1Jvk3hdY/VI/VkqdR2+ogAFKEABiwUkl2LnZ5vim9k/4p2eHUzuf/3GLT0Db+VyxU1uPx15AY4ODvhq2mLjdukddlsNvzQUT3fV7TqDMn76EkydvwLVK5bSOc3s7e1M9mDLYHeupsAjIcDA2CNxG3kRFKAABShAgdwlsPnkZgzfPR0jmo5EfLiPxRdfSXqLXcugd5TFrSXvcNRR5fnKXkzLeMRY3zxwOXvJ+NqSBZ+/r8KjmQ9u4oolu6Wqe8h/LQoWLQu3iLs5y0LU5obqIZ+p7vPaUh2ILyhAAQpQQAt0UYGxBUvXQnJ9mSoyRLJwcACkF1f1SqXTVfHL5w0nJwfMnzhYD5dMVyGTFbdj49QMv6sw/L3uaNM0+UuRfsO+zmQPbqLAoylg+Vesj6YDr4oCFKAABShAgRwSkJkDT5+9oEYppg88SR6Vc1GXde6ThITEdEeMVW/SJcmwuaXay2po5fMOcLAgvVZgaKTKLZazvcXkfMPvZPyNvLnXc83n/mZMDDnmZ+6hMqy3uewc3PFS+W5qqSrN1SODy5J7JYmhL16+mmFbKTdkVf9y9HWcv5hxUO/K1XuznKZsl8sUoAAFHmYB6c0lQyq37DqU4WXUrl5e9er6GfOW/Io5i9dg9vdrjHWrViipAmKO+GTcHNxQOcnk8euGrVj5W9azHMukJB4q59jZqEu4cTMGf23eg537jhrb5gIFcosAe4zlljvN66QABShAAQpkQ6BW69dx9drNVHsO6NURXZ8zPWZv4sxlWLpiA+7Ifyou1r5lPUiyYCk/rv4Ln341Tw8Jkde+PnkwYmAP1KnxmLzEzO9WYc73q/Vy+5b18XrXtnr5wqVotOz8PpbNGI7AgHx6nfGHmqiyWCN7BJSxw9bZibh0NH0wzlj37kLFcjnfWyzW0Q2nE+9/1swL3l73NWIxaOUNHH7dAUlIH3RM65DRa2c3D8R0iIa7s29GVTDgk8n45fd/kXQ3+FmhTBgmfvq2vqemdsqsfvjxSPToPxJRF6P1riWKBqs8OK3RrEF1/XrX/nAM/mI6ZDhRsdAgjPvkDRiGBb3SfxTqPV4RLz7TxNRhuY4CFKCAzQrY6YxgyacnSfgN//4ZTlhNTKln4pXX8jdRvoSYu2QNCgXmx2Oli0C+TJDio/7d+OrjNzB09Cw9Y6XM3pvHyx2D+3TW21O2o1eoH4Z1zk6O6K3+rZVhmBOmL0VQAT+4ujgbqvGZArlGgIGxXHOreaEUoAAFKEABywUk7iGBMEPwSlrIp4b7mSqbtu/H5Dk/4bvJQ1C2ZBH17fdBdOvzBZ5qUEMnAnZycsJHfbugbs0KkG+p3x/xLT6fuEC3LQGW6QtWYsrIvurbazc802MIXunUEvKmfcq85WjesGb6oFiKk/AqaIf67zki/Pck7F2WiITbKTamWJTeYu7X/02xJmcWj/mWVkGi+2/rlLcnytxHM87nY5E/Jgjn3E5a3IqjnQuKe9ZHYfca6uNa5kG+kEB/zJ04SN3nUEh+m85vjcB8NRRIZjYzVTKrn6h6Eb7QrjFaq2E8TqrXg3xAG/XN/9CkblU4ONhj2ao/0aBWRfRR+Xc6vPIRNm3dj8Z1q+jfr6PHz2DiiD6mDsl1FKAABSwSKOhaHt5OBc3ex8MxzRc1Zu8J/LF4XKraLioYtW5J6nU7fp1mrOOtZqEcM/R14+s+H01EaLDKa3m3yBDLlfO+QPS1G4iLS4C/Gl4pATIpu3+bcbfWvaeUbUtC/6eb19GBtyCVmN/+7n73anOJAo++AANjj/495hVSgAIUoAAF7kugQH5fHdjKqpHzF67oQEZ+v+ScX5XKFlevHfSwSZkhq3nDGqma8MnrhbxXPPW6U2eiIEPliqrZtOQDQlxcPMJV0MNbJSZevvpv/DT701T7mnoh7+Wl91hwFXvsXpKIk5vUcMA0wSpr9BaTcwnPU8zUKVm87qinJ5pavFfqHYK3OOFc3dTrsnpV0LUcSnk1gau96aBn2v3f6v6McZX+IKUCnd4qqJdRyay+9BCTh6G0bVYbi39er+9/ibAQ7N4fgc4dntQf1iTPzt5Dx3RgbPy0pboXhYuzBeNoDQfhMwUoQIE0AoHq76Ctlu+Xr9NDKIsUKojzFy7jzLmLOqdY2vOVZP7ZKW6uLghRPdFYKJBbBRgYy613ntdNAQpQgAIUMFNAhm6s3bANwaqXUIdW9fVQC1O71le9euQb7GdfHYpuHZvj+OlzOuBRq2rZVNVXrP0Hq9dtwYEjJ/CJSvgrRXoU5VHfiEvOKsl34qSCHWFq2NzwsXPQTn2THeDvq3qYTcWGTbv0t+CGfFNOauattMU1L1C9uwPC6tlj16JEXI5Ijo4Fhp61Sm8xOX64x73ATtrzseT1Xg8PS6qbrOv3ezTc6uVBzJ1rJrenXJnXKUgFxJ6Ej1OhlKszXZ7xv1VwUIGwhMQk7FNBqrPnL6FMicJopwJamZVYFeyUHoUbVQ6bzOr/s3Uf3N3Uh7Sg5A9p5VSvtOOnzummT0VG4SkVYN24ZY/+cPhMi7qQ3GUXLl3Vv5+ZHZ/bKEABCjysAtJL1k39XZThk36+3qhdrVyGQ9cf1mvkeVPgvxRgYOy/1OexKUABClCAAjYu0LxRDcgQjvj4BKxZv0X35FkybZgOVKU9dS8PN1SrVArbdx/Bd2p2rWNqBi3JLyZBrpTlmApyXLl6QwVWEhGtnqXI0ErJE9VzwJc68CX5ViTgslodU4aHfPDZVKz/ZyckuFKmRCieKlZd7+OfT0XBMij5itmh4QeOiNx5Rw+vrFjuxxyfidJw6HBnf9xHWi9DM9junr1v+40NqAU7NaYz+HR+HAnKODB2/qgrDv7tgkG9XoCXk3vK3TNcdlS9/zzVPb52/SZGT1mk6/mqXn8yY5qTGvJ6Va2X5YxKogqkHT12WieGzqj+lp0H8e28n/WQTOnBIKVV01o6KCoB1XzqA2HNymVUTrJR6NWlDX5dv1UPx3VWv2NFQgrg21H9jcOHMjoPrqcABSjwsAnIv3XSm5aFAhSwjoCdmjEqzSAD6xyIrVKAAhSgAAUo8HALyExXjdr3Rd/XnsVzrRukuxgZ/jZhxlL8smAkJKix/Ne/8eEXM1SvsG5o1USmOExd5qqZtcZOXYzNK74xTjEvwRUJoEjA5b3hUxCghnF27dAU9Z7pg00/fw1JxP7xmNn6GKlby/yVfrdz4l/Y7VXBscsnMq+cja0ta0zE9vjUAcBsNKN3OTN9AexumT8zp6njxBR2w/rukXoShJTbvRwDEOZRG3+tvYihX85SeW7GwjD0NWW9jJYlmJlyNlEJaEqvvS5vf6aDpaM+fC2jXY3r5a2nqfoHj55E1z6f66T7Q/t1NdaXBZnNVIYOyVCf3zdux+jJi7B89gh06zsSbVRuMnnUbvsmpn35ru6NlmpnvqAABShAAQpQgAKZCNhnso2bKEABClCAAhSggFFAZgKUYY4xMaaDNtLbR3JAGXv6qGBYsSJB2LLjoLGNlAthKp+YDIOTHkiGIr3TJCgmSdXXq2GT3Z9vjv1qyKWsk2PLbFwynE6CdJYUPQNXqMpx1nIE0OhdILC82j05MbEl7WRUNzwpZ4Ji0n6sr1dGhzF7vduJGPjFBRrr+zkXRdW8L6B2vtcg+cSySq5v3DHNgvQakxnLDA+ZHEESPBcJKahmlbySprbpl6bqb9t9WAfLpEeETNCQtkgAToJiElSbMGOZnrFU1slQzkJBAbr3oMymduBozgc9054LX1OAAhSgAAUo8GgJMDD2aN1PXg0FKEABClAgxwT2HIjA7O9X61xOMoRx+sKVKpdTNGpULq2PsffgMbR9eTB27D2iX0ui9B17jujZAmWFbD8UfgpN6lXV2yfN+kHnhrqlAmvnoi5j6oIVCFXD33x90id8n6h6nr3U/kk9jFNmPpS8KhJAi1DDMyX5sATpsl2CKgCNBwJtRgKlVKp7l/sbvnjRMxBXE7N9Nul2vKqCgDlRCu3y0jNM1snXG9V8XoK/S/GcaBbXb9zCiPHzcEQNi4xPSMDWXYf0kNcqj5Uwti+zVErvQSlZ1ZfZTHVPsfrV1eyUjXTg8+SZ83oyBmODdxd+WbcZd9RQ0WZ3J3IoX7qoHrIrvdhOn72I8qWKpt2FrylAAQpQgAIUoECmAswxlikPN1KAAhSgAAVyr0CS6p0zVeV7GjlpoUaQhOiD3+mM0sUL69cxsbE6OHLz1m39WmYOlF5D734yWecC83BzxWudW6NOjcf0dskn1mvgWD1UUlbITJVfDumlt6X8cSj8JLbsPIThA3vo1T7eXniuTQO07jpIz0zYu2vblNWzv+ytelRV7wxUeR44tQ2I+AuI3KPG7SVY1Ga4bymL6mdVOUpdb0BWlTLa7qC+8yyjEunXLIX8FYoiv1P6yQky2tXc9dLja7PqBTh/6VrjLjLj6KsvtjK+lvxyhdVEDFKyqr//8Ak9VHLxivWQh6F0bNsQH/ZR9+dukd5ik1RvsT49O+jfA1n9QtvG+HzSAkyatQyPVymTanZLw358pgAFKGCWwFFVK9qsmsmViqmnjNNcWtAQq1KAAv+1AHOM/dd3gMenAAUoQAEK2LCABMekl5gMeQwq4A8HCbxkUSSAcfrsBZNTv8epJP4y1bwMxcsscb6pQ0iPMVeVu0yG71mtxN3EzKmzUMTxAup7nQQSTA8bTXn8BWV6oL9rtZSr7mt56tFDaLHqb/PbcFYepVUwrGIR9QgD3JOT1mfWgOSD++jLmRbnGEvZ5o2bMfp3Q3KUyTDXrIql9bNqz7Bd8o9JbjoJoLJQgAIUyLbAKrWnJaOxn1L1k78nyvYhuSMFKGAbAlZ8Z2kbF8izoAAFKEABClAg+wL2qndQgAp8WFKkh5DkgzJVJKiV0TZT9VOuy6Pyj1m9OHtg9u9H0KBWRdTvMQg4fwA4uw84t18l7T8ONY4v3SmEuyb3jEq3IZsrjnhmEeBRubW2ezogKSQfqjZWedOKq55v1gwWZnAdMkOlPMwtltY3t13JNcagmLlarEcBClCAAhSgQFoBBsbSivA1BShAAQpQgAIUEAEHlVA/UA0DlYeU+BjgUgRwMVw91HP0aZVA6zzCnVTgMD65Sk783OORIgCogozw9waC8qmeCSrYGBoAFAnA14PGIfbIJcx9q0NOHJJtUIACFKDAAxTo/f44rP9npz7iwDde0Dk1H+DheSgKUCCNAANjaUD4kgIUoAAFKEABCpgUcFK9owqUTX4YKiTGYXAc8Fy8PU7E3UFkfBKiEtTwU/WITryD6/JQnczUJsSrIX+Jaj5IBxXrksxfrvZ28FAjU73UCl/1yOdoh4LqUczfF3i1OZBfBcTyqwQ2MlSShQIUoAAFHhmB0R/1gkwa0v6Vj6D+eWChAAX+YwG+0/qPbwAPTwEKUIACFKDAQyzg4IxiKl4mj8zKwaMn8UyPIRg//C00ql05s6rJ2wJUrjAWClCAAhR4JAXcVL5MKTIU3FCOnzqHdz6aiMjzl/SEJOXULLtD1IQ3MhPz5h0H8NW0JZCZeFf9/i8kl2f3F1qgSwc1s7Iqi376A9PUTM+XrlyDTJTTpG5VfPDWi3B0dMCYb79HtJrZ+VL0NV7WGeoAABzXSURBVDWxzUFULl8CfV5pj1LFChkOzWcK5HqBe/8n5noKAlCAAhSgAAUoQAEKUIACFKAABR68gASxWj35BKZ80Q/TRr+rZvQFho+bq0/k2o1b2LnvKK5eu4GP+nXBE9XKYdTX/8OVq9f19ny+3niz+9OYO2EQPh7QDav+2IylKzfobWfPXcSK3zahTIlQjB32Om7fjsV0FURjoQAF7gmwx9g9Cy5RgAIUoAAFKGDDAjJD5ln1TbokWpdvxDMqMuulo6Mj8vnkSVVFPkAwSXsqEuOLaPVh64rqUeDvlxee7ll0fzPuZXohMTEJ5y9egbeaLMHUbJUyw6ncS0OPCdOtcC0FKECB3CUQXNAfz7Soi03b9uOMCmbJ38j9h48bEfLm8cRnH/TUr+vXqoTfN+5QPckOomn9aroncsSJSB08i1IzScvf34iTZ437tm1WG693batfX78Rg0+/Sg64GStwgQK5XICBsVz+C8DLpwAFKEABCvyXArFx8Xi5z+eIUcGSZdM/yfBU/lAfAIaMmoGr12+qISZ38PRTdTB0wMuQWTOlxCckYPTkRfhpzUb1jfpNBAf6Y/WCUXrbrv3hGPzFdFxX37gXCw3CuE/eMAZ/Xuk/CvUer4gXn2mi6+a2H1EXo/HiG5/qD2Fy7dJjodPTTfBu744ZUtRq/bo2TllhQK+O6PpcM8xdvAZjpy6GBL+cVHCyeqVSGNK3C+QDn5SZ363CnO9X6+X2LesbP6hdUB/kWnZ+H8tmDEdggJpogIUCFKBALhPYsusg3vjgKwT4+6BcyaL66uWLBlNF/u0rqoZY7jt0TAfGxk9fgqnzV6B6xVIIDSmghmja6eGYpvaVGYJvxcSa2sR1FMi1AgyM5dpbzwunAAUoQAEK/LcCkiNl0GfTsE99Iy5v8DMq0vuo/8ff4NnWDfD6y21x8nQUOr81AmVKhqJjm4Z6t4GffovdKgD2etd2aNG4Jm7eum1sbtmqP9GgVkX06dkBHVSi401b96Nx3SqQDyFHj5/BxBF9jHVz20KimhCg1ZO18HTzuiiY31cNvfkTH305E22bPoESYSEmOdRtgwTC6tS4O1unqpXPN7l3nvQQGznoVTxetSzORl1Cnw8n6GDZ+2920r3Epi9YiSkj+6qeZG4659ornVrC2ckRU+YtR/OGNRkUMynOlRSgwKMqIF/qODokZzeav+RXVFOBrQkqF6WdCnytWb8Few6oGZBNFEncL/9+PdWoJm6rLyJmLFyF4e91Rxv1t1tKv2Ffm9iLqyhAgYwEkv8vzGgr11OAAhSgAAUoQAErCUycuQxHjp3Gqy+2yvQI2/ccRpzqWdbzxZa6p1eZEoXRWgVzfvtru97vcMRprF63Bf1VsKbT040hw02CCvgZ29y9PwJFCwfq3mWFgwOwV33DLmX8tKV49aXWcHF2MtbNbQsSDHuz29PaS5JABxX0005enu6ZUhRQ+4WFBhofYi5FAmwSdJQAmfTOq62CZxs379HbTp2J0vlw5F4UUvdB7mm4+mAniaaXr/4br3XO/PdAN8IfFKAABR5ygfDjkbhxKwabtu/H+QtXULdGBX1F8oWB9Hi+rIa1y7BI+VJHAmSGEhcfr9dLT9/RUxYhPj5Rf+kjf7vlb658GXHjZgz+Un9zJR8ZCwUoYL4Ae4yZb8WaFKAABShAAQrkkMDPa//BouXr8L9vhhgDXBk1LYErmc7eIcXsXcGB+fGvmqVLisyyJb3P5MOADNVzVfWfVT3JmjesobeXUz3LZLYvKacio/CUWr9xyx71geSyzudyVAXnuvcbBYe739rLsD7fvMk9oPROj/CPeaqHQn4/H0SpXnmR5y5h5/6j6KF6cRXMYjjj3CVrsHbDNj1ktUOr+qkCkQYuySP2r/rgV/LuzGchanhrHpX35sTp8/pDnJO6T2EqeDZ87By0a15HDR/yxbmoy5BhPvJgoQAFKPAoCrz36RQcOHICfiphvnzhI0P/pXTu8CT6DJmEuu3egouLMx4rVSTV5cfcjkMnNfT9mkopIF9efDqwO0LUv4VSeqv8YV9NW4wJ05fqv8euan9DsUvxb6esM6QgMGznMwUooFJJEIECFKAABShAAQo8SIEde4/gkzFzMFkNqUvZsyujc5Cp5SWRfu/3x0GCMPKh4Mdf/jJWl4T88iFBej/VqlYWO/YcwQA19NJdJS6ur4ZQtmpaC++PmIoVKhgnM3fVrFwGPVRusV5d2uDX9VsxYvx8xMbFwcvDXfVwKq+O5Y3iYcHG9h/FBcklJmX6wpXGyyuphk5KL67oqzf0sMeMPjw1b1RDJ3aOj0/QQ30W/7weS6YN04EtY2NqYdSkhTiheol9OaS3Xi29GiSXW88BX+peEJ3aNdKTKaxWw4VWzvsCH3w2VSedjk9MRI8XWqBLh6Ypm+MyBShAAesKFFfNJ8eozDuOt3nV0taSL4SkV5hfPu9UQaqSYYXU38LPcVL93cyvJkJJO0GJJNTfsGy82vea/rcs5d9o6S39tPqC4eLlq6rnr3+qdkcOfjXVKdRSM1puW/1tqnV8QYHcLsDAWG7/DeD1U4ACFKAABR6wwJIVG3ROqp9//QfyOBh+EufUcJJPVM+ht3s8o3sVpTwlGaY3Y8x7mDz3J/zvh990b6YEFTwJTDFcsniRYP2Nuez3VIMaOBx+Cr9u2KoDY9UqlMKahaN0gnn5dv33jdv1cBPJxdKt70j0e+1ZnZeldts3Vc6yRmpK+8IpD/9ILssMZY1qV9YBMMMFSiDx0pVraNKxvw4QynZT5cM+nY2rX+3cGo3a98W6f3bhOZUDzlCk597CH37HV8Pf1MMtDetlVjQJjklCad+8Xnhv+BQ8p3r3yWCh5ep3YdPPX0MmS/h4zGwGxgxofKYABR6MQLEHcxj5YkICX6aKDJ2UIf8ZFenZ7J/P9L4SSDP0IMtof66nAAVMCzAwZtqFaylAAQpQgAIUsJJAgycqIUAN3zMUCchI8mEJgNnfHc5o2GZ4lnxWoz58Tb+U3Cz12r2NdmpmSikhQfkhQzNlOKUhH4v0OopTPZoMRXoryQcGqTNhxjI9G6Kskxm9JMeWLEvvtQNHT+SKwJi4mMojJrnD3N1cEKUCleYUT5UTR3LbxKSY4WzCjKWY9d0vmPTZ23iiWvl0zUivBymSOHr9pl1YrYKWkmBaAmXSViF1n2TIq9xnaZ+FAhSgQG4XKKWGpA/IZLbg3O7D66fA/Qow+f79CnJ/ClCAAhSgAAUsEpCeSG92f9r4qFOzgs61IusMgRCZdVICLIYieb9k9q4z5y5i6KhZcFcBlI5tk2ekrKsSvF+/cUvNyrVST08vwZbd+8JRu3o5w+7G51/WbcadpDtodjf/WPnSRXHs5FnIDF+nz15E+VJFjXVzw8K6v3eqnl2/qRxj0XpmM+mVJzN6ViyX3HVi78FjaPvyYMjwVykSwJr9/Wqdny1WDbuUoZhyb2pULq23fzZhPqbO/xnDBrysA5Enz5xXw4LOq6Gq8Xp7yh8T1f19qf2TelhmWZUHToYWyTDZCHU/iqhZSg2/Cyn34TIFKECB3CgQrIZHSk9fFgpQwDoC7DFmHVe2SgEKUIACFKDAfQhIsKpwcAFjCzP+twpzVEBGhqBIzrHvJn9kDJxIongJxMjwu6+mL1G9wlQS42ebquGRqT9ESG+xSaq3WJ+eHYz5V15o2xifT1qASbOW4fEqZVCi6KOdW8wIalhQYxglADl83Fy9RnpsffhOZ5QunjycNCY2Vs8cKsEyKZJQf+q8nzFS5Q+TIr3LBqeoL8MgZZikDJFMWWaNG4hqFUsZVx1Sw2e37DyE4QN76HU+3l5qSGUDtO46SN8bSSTNQgEKUIACFKAABR6EgJ16kygTPbFQgAIUoAAFKEABmxWQwIz0TAoq6AcnR9Pf60mvL+lRZippcWYXlpSUhKuqp5IEZ6xVDh49iWd6DMH44W/p3F73e5we/UbqXlhzJwy636b08NILl66qHmOxajipv3F2zowaluCY3IvY2Diz6mfUjqn10mPMVQ2tdXYyfY9N7cN1FKAABShAAQpQ4H4E+K7jfvS4LwUoQAEKUIACD0RAejJ5uN/rQWbqoNKbLLOkxab2kXWSX8yaQbGMjmsr6yUvW0aJoE2do8yEljJHnKk62V2X527+sezuz/0oQAEKUIACFKCApQIMjFkqxvoUoAAFKEABClCAAhSgAAUo8GgJXP4TuB1p/jX5qglgXAPNr8+aFKCAzQowMGazt4YnRgEKUIACFKAABShAAQpQgAIPREACXSwUoECuFOCslLnytvOiKUABClCAAhSgAAUoQAEKUIACFKAABRgY4+8ABShAAQpQgAIUoAAFKEABClCAAhSgQK4UYGAsV952XjQFKEABClCAApYIxCckmKwuMzPG3I41ue1BrZRZNc9FXcbJM+chM3OaUy5fuaZnljRVV67nVGQUZPZJUyX62g09k6WpbVxHAQpQgAIUoAAFHjYBBsYetjvG86UABShAAQpQIEuBA0dOoGqzVzF57k9Z1pUKmdX/feN2VGv2Wrp2Zn63Cs06vYvmL76HSbN+MG6/cCkaNVr0QuT5S8Z11lr4cfVfqNmyNxo92xdPdXoPDTq8gz//3Z3h4aIuRqPTG8NRp91baNihL57pMUQHwQw7vPruaFR76jU0e+Fd1FN1Pv1qnmETJDjYa+AYtH15MFq8NBD/bj9g3Lb45/V48Y1Pja+5QAEKUIACFKAABR4WAQbGHpY7xfOkAAUoQAEKUMAsAQn+vP7+uOTeU6Y7PaVqJ6P60quq6fMD8Oag8anqywvpTTV9wUpM/PRtzBw7EDMWrkRcfHKvsinzlqN5w5oIDMiXbr+cXuHk5ISP+nbBpp+/xuaVk1GpbDF8PnFBhoeZtegXxMcnYsXcz/HP8knw9HDDkFEzjfWLFwnGoilDsW31t/jwnc5YsGwttu85rLdv230Yx0+dx+/fj0Hrpk9g8c/r9Hq57m/m/Ig3urUztsMFClCAAhSgAAUo8LAIMDD2sNwpnicFKEABClCAAlkK3FZDG9/4YByaNayBsiVD76t+3rxemD7mXQx/r3u6dk6dicKVq9dRtHAgCgUHIC4uHuHHz+heYstX/43XOrdKt481VjRX19mi8ePw8nSHh7srfNQ5583jafJQ0uNr6coNaN+iLkJDCuigWO8ubbF5xwHcuBWj9+nf6zmUKVEYri7OeLJeNeT3y4uNm/fqbbv3h6OwulZ7e3sULVQQew4e0+sX/fQHQgLzo2blMiaPy5UUoAAFKEABClDAlgUcbfnkeG4UoAAFKEABClDAXIE7qhfXe8OnwC9fXkiA56UshvZlVd/ezg7BBf0RceJsulMICfRHHi8PnDh9XgeknJydEBYahOFj56Bd8zoI8PfFrO9+wcIfflOBJDuV/ytKt+Hq4pSureyu2L7nCL6/22trz4EIXIm+gYNHT+ATE4E8OYaDCmhJ7y4JbBlKsLoOKWfOXkDJsEKG1fo5/HgkpDddqeLJ6yXQ+OPqjTq/mFx3uZJFIIHIqfN/xriP39D7RJyIRKgKmokdCwUoQAEKUIACFHgYBBgYexjuEs+RAhSgAAUoQIEsBcZ++z1OqqTx8ycONiswY2n9lCcgwaUXn2mCngO+hJ0KAnVq1whnVU6x1eu3YOW8L/DBZ1Ox/p9duKUS2RdTAbNWTWoBKlZUOLhAymayvezomPwWbuiXs4xtVCpXHAmJiYi+esO4LuWCnHPjOlUg1y0BLelhZshHZicnl6LcuBmDvkMnoUKZMDSqXVlvqfpYSfh4e6FJx/5ISkxSAbhumL90LUoVK4QCKhDYuusHepimTAYggbLSxQunaJGLFKAABShAAQpQwDYF7NS3pWZk37DNk+dZUYACFKAABShAAYNAlaY9Ub1SKZXby0+vWrNhKwrmz4dmDaqjW8enDNWMz+bW37BpN94aPB47104z7mtYuHr9JhJVkMhXDWGU3moB+X3RtUNT1Humj877tUsNP/x4zGz8smCkYZcce5Yk/ynfxcmwx7mL12Ds1MXYvOIbODo6pDuWzDg5ec5PkHxhbq7Ouo5c37+qvuQbkyJ1eg0ci4uq/TnjP4CvT55U7ZyOvIAC6jpj1fBRycE2ZVQ/yDBLCQRO/qIvPlI5y/J6e+Kdnh1S7ccXFKAABShAAQpQwBYF2GPMFu8Kz4kCFKAABShAAYsFXnmxJeLjkhPgy85OqleVuwr+eN0N+KRt0NL6afeX195qOKWUoyq/2PpNu7B64SjIsEYJlEmPrEIq99Yp1YtNcnh5uicHnvQOOfDDXw0ZTVvCVM6zWNUb7JoK2KUNaEldN1eXVAGrtz+coHt2GYJiEujrrYJiMbfjTAbFpA3D8EsZQlm5fHGULRGKhct+Q6Gg/LIZIepZ8paxUIACFKAABShAgYdBgIGxh+Eu8RwpQAEKUIACFMhS4LWXWqeqs2n7ftSsUhYdWtXX6/eqZPGDv5iOj/p1gQw7zKq+7CQ5uSRpvWFZcmeZ6ok1ccZSvNT+SR0ok1xcl6Ov6+BUxMmzKKJybuV0UEyfkPoxadYPqFg2TF1PCX28qQtW6MT6hqDYlLnLse7vHVj4zRC9y81bt/X1SL6xFb9twrp/dmLcsOT8YLKtU+9P9Iybo4b00sE8CejJEEzJtZaySOBtjuqdNvur9/Xq8qWLYq3qoSflmLpmec1CAQpQgAIUoAAFHgYBBsYehrvEc6QABShAAQpQ4L4FYmJjceTYaUgAyJwiiecbtO9jrFqpSQ9Uq1ASs+4GgwwbDoWfxJadhzB8YA+9SvJwPdemgcq5NUjnOuvdta2hao4/Sz4xGfYowzmlhIUG4ksV1DKUqEtXdG82w2u5/k6vD9cvJdg1dtjraPBEJf1aeosdO3VOLz/bc6h+lh/S++3PHyYYX8vC7EWrUbtaOZQoGqzX169VET+pxPz11RBSmRmzW8fmqerzBQUoQAEKUIACFLBVAeYYs9U7w/OiAAUoQAEKUOChFpBeVa5q6KKzk3W/h5RebecvXIarizNMDa9MiSiJ8U+pHGE+KgeYzKqZ0+Xi5avw8/XO6WbZHgUoQAEKUIACFLCaAANjVqNlwxSgAAUoQAEKUIACFKAABShAAQpQgAK2LGBvyyfHc6MABShAAQpQgAIUoAAFKEABClCAAhSggLUEGBizlizbpQAFKEABClCAAhSgAAUoQAEKUIACFLBpAQbGbPr28OQoQAEKUIACFKAABShAAQpQgAIUoAAFrCXAwJi1ZNkuBShAAQpQgAIUoAAFKEABClCAAhSggE0LMDBm07eHJ0cBClCAAhSgAAUoQAEKUIACFKAABShgLQEGxqwly3YpQAEKUIACFKAABShAAQpQgAIUoAAFbFqAgTGbvj08OQpQgAIUoAAFKEABClCAAhSgAAUoQAFrCTAwZi1ZtksBClCAAhSgAAUoQAEKUIACFKAABShg0wIMjNn07eHJUYACFKAABShAAQpQgAIUoAAFKEABClhLgIExa8myXQpQgAIUoAAFKEABClCAAhSgAAUoQAGbFmBgzKZvD0+OAhSgAAUoQAEKUIACFKAABShAAQpQwFoCDIxZS5btUoACFKAABShAAQpQgAIUoAAFKEABCti0AANjNn17eHIUoAAFKEABClCAAhSgAAUoQAEKUIAC1hJgYMxasmyXAhSgAAUoQAEKUIACFKAABShAAQpQwKYFGBiz6dvDk6MABShAAQpQgAIUoAAFKEABClCAAhSwlgADY9aSZbsUoAAFKEABClCAAhSgAAUoQAEKUIACNi3AwJhN3x6eHAUoQAEKUIACFKAABShAAQpQgAIUoIC1BBgYs5Ys26UABShAAQpQgAIUoAAFKEABClCAAhSwaQEGxmz69vDkKEABClCAAhSgAAUoQAEKUIACFKAABawlwMCYtWTZLgUoQAEKUIACFKAABShAAQpQgAIUoIBNCzAwZtO3hydHAQpQgAIUoAAFKEABClCAAhSgAAUoYC0BBsasJct2KUABClCAAhSgAAUoQAEKUIACFKAABWxagIExm749PDkKUIACFKAABShAAQpQgAIUoAAFKEABawkwMGYtWbZLAQpQgAIUoAAFKEABClCAAhSgAAUoYNMCDIzZ9O3hyVGAAhSgAAUoQAEKUIACFKAABShAAQpYS4CBMWvJsl0KUIACFKAABShAAQpQgAIUoAAFKEABmxZgYMymbw9PjgIUoAAFKEABClCAAhSgAAUoQAEKUMBaAgyMWUuW7VKAAhSgAAUoQAEKUIACFKAABShAAQrYtAADYzZ9e3hyFKAABShAAQpQgAIUoAAFKEABClCAAtYSYGDMWrJslwIUoAAFKEABClCAAhSgAAUoQAEKUMCmBRgYs+nbw5OjAAUoQAEKUIACFKAABShAAQpQgAIUsJYAA2PWkmW7FKAABShAAQpQgAIUoAAFKEABClCAAjYtwMCYTd8enhwFKEABClCAAhSgAAUoQAEKUIACFKCAtQQYGLOWLNulAAUoQAEKUIACFKAABShAAQpQgAIUsGkBBsZs+vbw5ChAAQpQgAIUoAAFKEABClCAAhSgAAWsJcDAmLVk2S4FKEABClCAAhSgAAUoQAEKUIACFKCATQswMGbTt4cnRwEKUIACFKAABShAAQpQgAIUoAAFKGAtAQbGrCXLdilAAQpQgAIUoAAFKEABClCAAhSgAAVsWoCBMZu+PTw5ClCAAhSgAAUoQAEKUIACFKAABShAAWsJMDBmLVm2SwEKUIACFKAABShAAQpQgAIUoAAFKGDTAgyM2fTt4clRgAIUoAAFKEABClCAAhSgAAUoQAEKWEuAgTFrybJdClCAAhSgAAUoQAEKUIACFKAABShAAZsWYGDMpm8PT44CFKAABShAAQpQgAIUoAAFKEABClDAWgIMjFlLlu1SgAIUoAAFKEABClCAAhSgAAUoQAEK2LQAA2M2fXt4chSgAAUoQAEKUIACFKAABShAAQpQgALWEmBgzFqybJcCFKAABShAAQpQgAIUoAAFKEABClDApgUYGLPp28OTowAFKEABClCAAhSgAAUoQAEKUIACFLCWAANj1pJluxSgAAUoQAEKUIACFKAABShAAQpQgAI2LcDAmE3fHp4cBShAAQpQgAIUoAAFKEABClCAAhSggLUEGBizlizbpQAFKEABClCAAhSgAAUoQAEKUIACFLBpAQbGbPr28OQoQAEKUIACFKAABShAAQpQgAIUoAAFrCXAwJi1ZNkuBShAAQpQgAIUoAAFKEABClCAAhSggE0LMDBm07eHJ0cBClCAAhSgAAUoQAEKUIACFKAABShgLQEGxqwly3YpQAEKUIACFKAABShAAQpQgAIUoAAFbFqAgTGbvj08OQpQgAIUoAAFKEABClCAAhSgAAUoQAFrCTAwZi1ZtksBClCAAhSgAAUoQAEKUIACFKAABShg0wIMjNn07eHJUYACFKAABShAAQpQgAIUoAAFKEABClhLgIExa8myXQpQgAIUoAAFKEABClCAAhSgAAUoQAGbFmBgzKZvD0+OAhSgAAUoQAEKUIACFKAABShAAQpQwFoCDIxZS5btUoACFKAABShAAQpQgAIUoAAFKEABCti0AANjNn17eHIUoAAFKEABClCAAhSgAAUoQAEKUIAC1hJgYMxasmyXAhSgAAUoQAEKUIACFKAABShAAQpQwKYFGBiz6dvDk6MABShAAQpQgAIUoAAFKEABClCAAhSwlgADY9aSZbsUoAAFKEABClCAAhSgAAUoQAEKUIACNi3AwJhN3x6eHAUoQAEKUIACFKAABShAAQpQgAIUoIC1BP4P2QabFUMQAnIAAAAASUVORK5CYII=",
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   ],
   "source": [
    "fig = go.Figure()\n",
    "\n",
    "fig.add_trace(\n",
    "    go.Pie(\n",
    "        labels=top10['country'],\n",
    "        values=top10['pop'],\n",
    "        pull=top10['pull']\n",
    "    )\n",
    ")\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "209b18ce-866e-462e-9175-906d508ce3e3",
   "metadata": {},
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         "range": [
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         "title": {
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         "title": {
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "px.scatter(\n",
    "    pop2007,\n",
    "    x='gdpPercap',\n",
    "    y='lifeExp',\n",
    "    color='continent',\n",
    "    size='pop',\n",
    "    size_max=50,\n",
    "    hover_data=['country']\n",
    ")"
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  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "90f7c624-a595-47e9-9f74-338acad217d2",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal_length</th>\n",
       "      <th>sepal_width</th>\n",
       "      <th>petal_length</th>\n",
       "      <th>petal_width</th>\n",
       "      <th>species</th>\n",
       "      <th>species_id</th>\n",
       "    </tr>\n",
       "  </thead>\n",
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       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
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       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.7</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
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       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>setosa</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>145</th>\n",
       "      <td>6.7</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.2</td>\n",
       "      <td>2.3</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>146</th>\n",
       "      <td>6.3</td>\n",
       "      <td>2.5</td>\n",
       "      <td>5.0</td>\n",
       "      <td>1.9</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>147</th>\n",
       "      <td>6.5</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.2</td>\n",
       "      <td>2.0</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>148</th>\n",
       "      <td>6.2</td>\n",
       "      <td>3.4</td>\n",
       "      <td>5.4</td>\n",
       "      <td>2.3</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>149</th>\n",
       "      <td>5.9</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.1</td>\n",
       "      <td>1.8</td>\n",
       "      <td>virginica</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>150 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     sepal_length  sepal_width  petal_length  petal_width    species  \\\n",
       "0             5.1          3.5           1.4          0.2     setosa   \n",
       "1             4.9          3.0           1.4          0.2     setosa   \n",
       "2             4.7          3.2           1.3          0.2     setosa   \n",
       "3             4.6          3.1           1.5          0.2     setosa   \n",
       "4             5.0          3.6           1.4          0.2     setosa   \n",
       "..            ...          ...           ...          ...        ...   \n",
       "145           6.7          3.0           5.2          2.3  virginica   \n",
       "146           6.3          2.5           5.0          1.9  virginica   \n",
       "147           6.5          3.0           5.2          2.0  virginica   \n",
       "148           6.2          3.4           5.4          2.3  virginica   \n",
       "149           5.9          3.0           5.1          1.8  virginica   \n",
       "\n",
       "     species_id  \n",
       "0             1  \n",
       "1             1  \n",
       "2             1  \n",
       "3             1  \n",
       "4             1  \n",
       "..          ...  \n",
       "145           3  \n",
       "146           3  \n",
       "147           3  \n",
       "148           3  \n",
       "149           3  \n",
       "\n",
       "[150 rows x 6 columns]"
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = plotly.data.iris()\n",
    "df"
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   "cell_type": "code",
   "execution_count": 54,
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   "source": [
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    "    y='sepal_length',\n",
    "    color='species',\n",
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   "source": [
    "fig = go.Figure()\n",
    "for n,g in df.groupby('species'):\n",
    "    fig.add_trace(\n",
    "        go.Box(\n",
    "            name=n,\n",
    "            y=g['sepal_length'],\n",
    "            boxpoints='all'\n",
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    "fig"
   ]
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  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "8815a028-729d-449e-870e-bf97c627b391",
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   ],
   "source": [
    "virginica = df[df['species']=='virginica']\n",
    "px.histogram(\n",
    "    virginica,\n",
    "    x='petal_length'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "8283b83a-1ee7-4902-a8fd-615bed6e95d3",
   "metadata": {},
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{\"template\":{\"data\":{\"histogram2dcontour\":[{\"type\":\"histogram2dcontour\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"choropleth\":[{\"type\":\"choropleth\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}],\"histogram2d\":[{\"type\":\"histogram2d\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"heatmap\":[{\"type\":\"heatmap\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"heatmapgl\":[{\"type\":\"heatmapgl\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"contourcarpet\":[{\"type\":\"contourcarpet\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}],\"contour\":[{\"type\":\"contour\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"surface\":[{\"type\":\"surface\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"},\"colorscale\":[[0.0,\"#0d0887\"],[0.1111111111111111,\"#46039f\"],[0.2222222222222222,\"#7201a8\"],[0.3333333333333333,\"#9c179e\"],[0.4444444444444444,\"#bd3786\"],[0.5555555555555556,\"#d8576b\"],[0.6666666666666666,\"#ed7953\"],[0.7777777777777778,\"#fb9f3a\"],[0.8888888888888888,\"#fdca26\"],[1.0,\"#f0f921\"]]}],\"mesh3d\":[{\"type\":\"mesh3d\",\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}],\"scatter\":[{\"fillpattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2},\"type\":\"scatter\"}],\"parcoords\":[{\"type\":\"parcoords\",\"line\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatterpolargl\":[{\"type\":\"scatterpolargl\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"bar\":[{\"error_x\":{\"color\":\"#2a3f5f\"},\"error_y\":{\"color\":\"#2a3f5f\"},\"marker\":{\"line\":{\"color\":\"#E5ECF6\",\"width\":0.5},\"pattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2}},\"type\":\"bar\"}],\"scattergeo\":[{\"type\":\"scattergeo\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatterpolar\":[{\"type\":\"scatterpolar\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"histogram\":[{\"marker\":{\"pattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2}},\"type\":\"histogram\"}],\"scattergl\":[{\"type\":\"scattergl\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatter3d\":[{\"type\":\"scatter3d\",\"line\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}},\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scattermapbox\":[{\"type\":\"scattermapbox\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scatterternary\":[{\"type\":\"scatterternary\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"scattercarpet\":[{\"type\":\"scattercarpet\",\"marker\":{\"colorbar\":{\"outlinewidth\":0,\"ticks\":\"\"}}}],\"carpet\":[{\"aaxis\":{\"endlinecolor\":\"#2a3f5f\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"minorgridcolor\":\"white\",\"startlinecolor\":\"#2a3f5f\"},\"baxis\":{\"endlinecolor\":\"#2a3f5f\",\"gridcolor\":\"white\",\"linecolor\":\"white\",\"minorgridcolor\":\"white\",\"startlinecolor\":\"#2a3f5f\"},\"type\":\"carpet\"}],\"table\":[{\"cells\":{\"fill\":{\"color\":\"#EBF0F8\"},\"line\":{\"color\":\"white\"}},\"header\":{\"fill\":{\"color\":\"#C8D4E3\"},\"line\":{\"color\":\"white\"}},\"type\":\"table\"}],\"barpolar\":[{\"marker\":{\"line\":{\"color\":\"#E5ECF6\",\"width\":0.5},\"pattern\":{\"fillmode\":\"overlay\",\"size\":10,\"solidity\":0.2}},\"type\":\"barpolar\"}],\"pie\":[{\"automargin\":true,\"type\":\"pie\"}]},\"layout\":{\"autotypenu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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "px.histogram(\n",
    "    df,\n",
    "    x='petal_length',\n",
    "    color='species'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "eda99b9e-0578-46f7-b899-004b7b76e576",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
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         "alignmentgroup": "True",
         "bingroup": "x",
         "hovertemplate": "species=setosa<br>petal_length=%{x}<br>count=%{y}<extra></extra>",
         "legendgroup": "setosa",
         "marker": {
          "color": "#636efa",
          "opacity": 0.5,
          "pattern": {
           "shape": ""
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         },
         "name": "setosa",
         "offsetgroup": "setosa",
         "orientation": "v",
         "showlegend": true,
         "type": "histogram",
         "x": [
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          1.4,
          1.5,
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          1.5,
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         "xaxis": "x",
         "yaxis": "y"
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        {
         "alignmentgroup": "True",
         "bingroup": "x",
         "hovertemplate": "species=versicolor<br>petal_length=%{x}<br>count=%{y}<extra></extra>",
         "legendgroup": "versicolor",
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         "x": [
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         "xaxis": "x",
         "yaxis": "y"
        },
        {
         "alignmentgroup": "True",
         "bingroup": "x",
         "hovertemplate": "species=virginica<br>petal_length=%{x}<br>count=%{y}<extra></extra>",
         "legendgroup": "virginica",
         "marker": {
          "color": "#00cc96",
          "opacity": 0.5,
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           "shape": ""
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         },
         "name": "virginica",
         "offsetgroup": "virginica",
         "orientation": "v",
         "showlegend": true,
         "type": "histogram",
         "x": [
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         "xaxis": "x",
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       "layout": {
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        "barmode": "overlay",
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         "title": {
          "text": "species"
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         "tracegroupgap": 0
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        "margin": {
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          "heatmapgl": [
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     "metadata": {},
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   ],
   "source": [
    "px.histogram(\n",
    "    df,\n",
    "    x='petal_length',\n",
    "    color='species',\n",
    "    barmode='overlay'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "4e3c5553-f09f-4bdc-863f-b7c1d6b7e6c8",
   "metadata": {},
   "outputs": [
    {
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       "<div>\n",
       "<style scoped>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>d1</th>\n",
       "      <th>d2</th>\n",
       "      <th>tot</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>5</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>6</td>\n",
       "      <td>4</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>6</td>\n",
       "      <td>6</td>\n",
       "      <td>12</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1</td>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      "text/plain": [
       "   d1  d2  tot\n",
       "0   2   3    5\n",
       "1   1   5    6\n",
       "2   2   2    4\n",
       "3   5   2    7\n",
       "4   6   4   10\n",
       "5   3   1    4\n",
       "6   2   2    4\n",
       "7   6   6   12\n",
       "8   1   6    7\n",
       "9   5   4    9"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "def diceRolls(rolls):\n",
    "    df = pd.DataFrame.from_dict({\n",
    "        'd1':np.random.randint(1,7,rolls),\n",
    "        'd2':np.random.randint(1,7,rolls),\n",
    "    })\n",
    "    df['tot'] = df.d1 + df.d2\n",
    "    return df\n",
    "\n",
    "diceRolls(10)"
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   "id": "c93044c9-23be-47d7-8e40-2f706b48de4b",
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",
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",
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   "id": "03e87656-ab2c-4d8f-8fe2-84b933bdb17d",
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",
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6,10,7,8,7,6,3,6,10,7,11,7,4,9,7,7,8,8,7,6,5,3,5,11,12,4,3,8,6,9,4,11,7,3,2,7,6,9,5,9,8,5,5,5,6,9,4,6,3,11,11,7,9,6,3,10,9,9,8,5,7,10,5,7,7,9,10,7,4,6,9,7,7,6,3,7,7,2,2,9,12,8,9,5,6,6,10,9,3,3,6,7,6,4,6,10,4,7,7,5,6,4,8,5,7,8,9,7,3,12,12,6,11,6,8,7,12,9,2,5,7,9,3,9,6,5,8,10,8,12,3,10,6,7,5,3,7,6,6,6,9,10,5,7,9,3,6,5,11,8,10,9,11,8,11,11,11,7,6,5,7,10,8,11,8,3,8,6,7,6,7,9,6,8,4,7,7,11,6,7,6,9,9,7,8,10,9,7,6,12,10,2,10,7,6,11,9,9,5,3,6,3,9,8,5,4,7,8,8,6,4,5,7,10,8,9,12,8,8,9,8,8,8,7,7,5,12,2,10,5,6,10,4,6,4,10,9,3,6,6,7,7,10,4,8,12,6,2,5,4,6,7,5,8,10,7,4,7,11,9,5,6,9,9,11,9,3,10,9,8,10,6,7,6,8,8,6,7,12,6,10,4,4,10,5,4,6,6,5,6,8,3,7,7,9,10,10,5,11,10,9,12,6,3,7,9,4,4,6,6,9,8,9,4,10,8,8,8,9,10,4,9,6,10,6,6,11,8,6,2,9,7,9,10,3,7,7,2,8,6,3,6,7,4,11,7,6,9,7,6,6,5,7,6,5,4,8,5,10,11,9,8,6,7,7,2,10,4,3,7,9,4,4,10,10,8,5,7,4,7,7,7,8,8,6,5,8,10,11,7,6,7,5,8,5,9,8,12,9,7,8,9,3,4,4,7,7,7,5,8,8,6,11,4,7,11,6,6,10,10,6,8,5,7,2,11,8,6,6,10,9,10,5,9,7,9,10,7,6,12,7,3,8,10,7,2,11,7,8,11,10,10,4,5,8,5,9,3,9,10,4,4,5,7,8,6,7,5,3,8,5,4,7,5,10,6,9,8,8,11,8,10,9,9,9,10,10,7,11,5,2,5,7,11,9,7,4,9,10,5,11,4,11,9,5,9,3,12,7,4,9,12,7,7,6,4,8,8,3,7,9,5,6,9,3,11,7,8,8,5,6,6,5,11,8,4,6,5,6,5,6,11,8,7,8,9,9,11,5,10,4,8,12,7,8,5,9,3,11,10,2,9,11,11,6,7,7,11,10,7,2,7,4,9,10,9,9,7,9,10,4,7,10,6,7,9,5,10,10,7,7,7,10,2,2,6,8,5,10,8,9,5,9,10,4,5,7,3,8,3,8,7,8,9,5,5,8,9,4,10,9,9,7,9,8,6,11,5,5,10,5,5,7,5,5,9,8,4,6,5,8,5,9,6,10,8,9,10,7,3,8,6,5,4,6,8,7,3,6,8,3,8,5,11,7,7,11,6,5,5,11,7,9,5,12,9,4,11,3,4,2,10,7,10,5,9,3,2,3,10,4,5,4,10,6,5,6,8,9,5,7,10,9,7,10,5,6,8,8,11,12,8,7,4,6,6,5,8,3,8,7,11,4,11,3,12,9,9,8,6,9,10,10,9,4,7,5,8,4,11,9,5,8,3,5,7,10,7,10,3,4,5,9,8,12,7,9,8,9,8,6,7,2,7,9,7,7,3,8,5,8,11,4,9,5,9,6,3,7,5,9,3,10,3,9,8,7,7,4,11,8,5,7,5,7,5,10,5,7,10,9,7,8,11,3,7,11,10,7,3,4,9,3,3,5,4,6,5,11,8,4,8,5,8,3,6,7,10,2,6,3,2,8,8,9,8,4,9,7,8,4,11,8,8,10,4,5,10,3,10,6,4,3,10,5,10,5,7,5,7,5,4,6,7,10,9,11,7,11,7,5,6,9,3,7,9,6,7,8,5,5,6,11,7,5,6,3,3,6,8,11,8,8,4,10,6,6,7,6,8,7,12,7,4,5,2,3,6,5,8,8,9,5,10,10,8,7,7,6,9,7,2,7,6,6,12,9,7,8,6,12,6,11,2,3,7,8,5,7,10,3,9,3,7,8,6,9,9,12,6,7,10,8,8,5,6,9,10,9,2,8,6,7,7,9,7,6,8,5,4,7,10,5,8,5,10,10,3,7,11,3,7,7,7,6,4,7,4,7,9,11,8,7,4,8,9,3,3,4,5,5,4,4,11,8,3,7,10,8,9,10,3,8,5,4,7,6,9,5,7,6,11,7,5,6,5,7,5,7,6,9,11,6,10,10,5,5,6,6,5,3,3,6,9,5,7,9,10,11,4,9,12,6,7,8,6,5,4,8,3,10,4,7,7,5,7,8,4,6,8,5,7,7,3,7,12,5,6,7,8,7,5,8,4,7,7,6,7,6,4,7,6,5,10,8,10,5,6,5,8,6,6,8,3,4,5,8,11,5,10,8,6,8,9,7,4,6,11,7,4,8,5,4,6,8,10,8,9,9,3,7,11,2,10,5,6,9,5,5,10,5,9,6,3,6,4,7,5,10,9,9,8,6,10,6,9,4,7,9,9,5,8,9,10,8,10,6,9,7,9,6,7,10,9,8,5,4,3,3,9,7,6,10,8,5,7,7,11,3,8,5,7,6,11,10,8,9,5,6,9,5,2,10,7,3,11,7,11,10,4,2,8,9,4,6,11,4,5,8,9,6,4,8,4,3,6,8,2,7,6,7,4,10,6,9,8,8,5,11,7,9,8,8,8,7,7,5,4,8,4,8,9,3,8,6,10,2,3,8,5,5,5,11,8,4,8,5,6,7,5,10,6,3,5,12,7,10,4,9,9,3,9,7,2,5,10,5,9,7,2,6,11,7,9,8,8,9,4,7,4,11,9,3,8,4,6,2,8,6,4,7,6,7,5,10,4,5,7,7,8,9,5,7,8,4,8,7,3,3,10,9,6,6,8,5,7,6,6,7,6,9,4,6,8,7,6,4,3,6,10,8,8,9,5,2,7,9,5,7,3,7,9,5,9,5,7,9,8,9,9,9,5,10,8,8,9,6,8,6,10,5,2,6,5,12,6,7,11,7,10,3,11,11,9,8,10,6,7,8,7,7,8,6,6,12,9,8,8,7,9,12,4,11,9,4,11,6,12,4,8,11,9,3,6,8,7,8,5,5,7,6,10,7,10,10,10,8,10,5,12,6,7,9,3,7,7,7,6,9,4,6,6,2,2,7,8,6,6,5,5,8,6,3,8,11,6,10,7,11,6,8,3,4,11,6,7,6,7,10,10,7,12,10,8,2,8,6,8,7,11,6,6,5,7,6,7,6,10,5,2,7,6,3,8,7,9,6,6,5,8,6,6,9,3,10,4,9,8,8,10,11,6,11,7,8,5,5,12,5,4,11,12,5,10,6,7,7,7,7,9,6,7,8,8,8,8,8,11,6,8,2,8,9,7,5,6,2,6,12,8,8,8,4,10,2,8,8,6,8,7,11,6,4,8,6,9,6,6,5,2,4,9,12,2,8,5,3,7,6,7,8,4,2,6,8,8,11,7,3,5,9,5,5,9,5,9,12,11,9,11,7,6,10,10,9,6,4,5,8,5,3,5,5,10,8,10,7,7,6,9,3,6,7,6,5,5,8,2,12,12,7,11,4,11,7,8,2,2,9,4,6,10,9,8,10,9,4,9,7,2,11,7,8,5,10,4,6,7,10,4,6,5,9,11,4,5,5,6,9,3,8,4,5,8,5,8,9,8,8,6,6,6,8,2,10,10,5,7,5,9,10,10,9,4,8,4,3,4,6,12,8,5,12,10,3,11,10,7,5,9,8,2,6,5,8,7,6,8,6,7,6,2,2,6,8,4,8,9,12,8,12,8,6,9,9,2,5,3,4,9,4,7,10,11,9,10,3,9,5,8,9,5,10,8,4,6,6,6,4,9,7,7,6,5,7,4,7,8,7,6,10,8,10,9,11,4,2,7,7,7,8,10,7,3,2,9,6,4,4,10,9,11,6,6,8,8,6,5,11,7,5,9,11,6,11,8,4,7,5,7,8,6,8,6,7,12,10,8,7,6,11,6,4,3,9,5,12,10,9,7,2,6,3,4,7,4,9,6,8,5,8,3,6,5,7,4,7,3,6,8,8,5,6,7,3,6,3,8,3,7,5,8,4,6,2,6,8,10,8,6,7,7,8,8,6,8,4,11,4,7,10,11,11,8,6,8,4,8,5,8,7,7,11,12,8,6,8,4,12,7,4,10,11,2,9,6,7,7,5,3,4,5,7,7,3,6,4,7,9,8,8,5,11,4,9,11,10,7,11,9,9,9,5,7,5,8,10,10,4,7,5,8,3,3,7,6,10,4,12,4,10,4,10,10,11,11,8,12,5,3,8,3,5,6,8,7,5,11,5,6,7,6,9,8,8,8,9,11,6,10,9,11,6,12,10,8,8,9,6,8,4,6,7,6,5,8,8,8,4,3,2,7,6,5,6,5,8,4,5,7,6,7,4,8,9,6,8,9,4,4,4,7,9,4,9,7,10,11,7,12,5,8,8,5,3,7,10,4,9,8,4,10,4,3,7,10,8,4,6,11,7,3,8,7,9,5,8,10,8,5,4,6,8,5,4,6,9,7,5,7,7,10,4,4,4,5,10,9,5,10,6,7,11,6,8,8,4,8,10,4,3,8,7,10,7,9,8,10,7,6,6,8,4,10,8,6,6,10,5,7,8,4,7,5,6,6,8,9,8,10,11,11,7,10,6,9,7,8,5,6,6,11,10,7,3,6,4,7,10,12,10,5,2,9,8,8,8,8,9,3,10,7,6,5,9,5,7,7,4,7,8,4,10,4,3,7,5,9,10,6,10,3,5,7,6,9,4,6,4,12,9,6,5,5,8,4,7,8,9,6,2,6,11,9,6,7,3,9,6,8,3,4,10,3,7,5,10,9,10,3,7,8,5,6,5,2,8,4,8,5,4,5,7,4,10,3,4,8,4,7,8,3,9,6,11,9,10,7,11,9,7,8,5,5,9,7,7,6,4,5,3,6,7,7,6,7,11,2,10,6,5,9,8,8,3,9,5,5,3,2,6,5,8,11,7,3,11,9,6,12,7,4,7,7,8,8,8,4,5,4,6,11,1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10,8,6,2,6,4,7,7,3,7,6,5,12,6,8,8,5,9,3,7,5,6,3,5,5,3,10,10,7,9,7,3,7,4,4,6,7,7,7,8,3,5,3,9,10,9,6,7,8,8,6,9,9,4,7,7,5,10,6,6,7,7,7,2,8,7,9,10,8,8,8,4,10,10,5,8,8,4,4,5,4,9,10,8,4,8,7,4,5,8,3,11,8,8,7,10,3,4,4,5,7,5,3,8,8,9,10,10,10,4,4,10,10,7,10,10,5,8,5,10,10,8,3,7,3,3,11,10,6,11,6,3,4,8,7,8,12,4,11,7,9,8,7,9,11,5,6,10,8,8,7,5,12,11,4,6,5,3,11,9,2,9,3,4,6,6,3,11,8,7,7,6,7,5,7,4,11,11,9,6,4,6,4,9,8,6,8,6,7,5,8,9,7,8,11,10,10,10,6,4,5,4,6,6,12,9,6,8,8,4,5,5,8,9,10,5,4,6,3,4,7,6,9,6,9,9,7,7,9,5,9,8,7,6,9,10,8,9,9,7,5,6,4,9,7,3,9,3,8,9,9,4,4,8,12,7,7,7,6,3,9,6,6,7,6,6,6,8,2,9,11,4,8,6,12,3,7,7,2,5,4,3,10,8,4,7,10,3,8,7,5,12,5,5,9,7,9,7,5,9,12,6,6,10,10,6,6,8,5,3,9,2,9,6,8,5,7,8,9,10,7,6,9,10,7,6,5,9,10,4,3,6,7,7,7,8,4,8,11,7,8,5,10,11,8,5,2,7,12,6,6,11,6,10,12,9,7,7,5,8,4,6,10,7,3,4,6,6,4,7,7,6,10,8,4,7,7,8,12,5,5,7,7,11,5,11,4,9,7,5,8,4,6,6,9,5,8,4,6,11,7,11,8,5,9,6,7,3,11,8,8,5,6,11,5,8,7,8,7,4,6,11,8,5,7,9,6,6,11,9,10,10,5,8,7,7,5,6,2,4,10,6,6,6,8,10,7,11,7,7,7,6,6,12,6,10,7,10,6,5,10,11,10,10,2,8,4,7,3,7,5,10,7,6,5,7,4,6,2,2,3,9,3,10,5,10,7,6,8,5,5,11,6,11,6,6,6,5,5,5,9,10,4,7,6,5,5,4,6,3,4,6,7,6,10,5,7,9,5,7,9,6,7,4,5,8,8,11,6,6,6,12,7,5,3,5,6,5,10,6,5,6,7,9,10,3,7,5,4,6,6,7,6,8,6,8,5,7,6,10,3,4,5,3,5,7,3,8,3,9,6,11,6,10,4,3,7,7,8,6,9,11,7,7,10,4,10,8,9,4,11,8,9,3,7,10,5,8,12,7,7,7,5,8,5,7,10,12,6,6,8,11,9,5,12,2,10,3,8,8,7,3,12,10,3,4,7,8,4,9,2,8,2,9,4,8,9,9,6,8,12,5,8,4,3,3,10,6,3,6,5,10,8,4,5,7,5,10,4,8,9,8,8,6,7,12,4,4,9,2,9,8,10,8,12,9,8,12,6,8,6,4,11,10,10,4,8,6,7,8,5,7,7,3,6,10,8,7,8,4,3,10,9,11,2,8,10,6,5,8,6,6,6,9,9,4,5,6,8,5,5,4,9,8,5,9,5,12,6,3,7,11,10,9,5,8,6,5,9,4,5,5,4,9,7,6,6,10,9,7,3,7,6,7,6,5,2,10,6,3,7,3,6,8,7,4,6,11,8,6,4,7,6,7,5,5,11,6,7,8,6,4,4,11,6,9,6,9,8,6,3,11,10,8,12,6,6,7,8,5,12,8,5,8,10,8,7,7,4,5,7,10,8,9,6,7,6,6,5,3,7,7,9,3,6,7,8,11,3,9,4,12,9,6,5,7,9,4,5,6,7,8,7,5,5,7,4,3,9,6,8,10,10,7,7,6,7,8,8,7,9,10,9,6,5,7,2,8,8,7,10,10,5,12,9,6,2,5,5,9,6,8,9,8,10,8,10,4,8,4,6,7,9,10,8,10,6,7,12,6,2,9,7,5,6,8,7,10,11,4,5,4,5,3,7,7,8,6,7,6,9,5,12,7,6,6,8,11,9,9,12,7,11,8,7,10,10,6,11,10,5,7,6,10,7,8,10,2,10,6,5,5,9,9,11,7,6,11,8,6,5,6,8,7,9,8,3,12,7,5,8,5,9,7,6,7,8,5,12,11,4,10,8,5,9,7,3,7,4,5,4,6,10,7,12,10,7,11,4,7,7,10,5,3,8,9,7,10,8,4,6,9,9,10,5,11,6,7,6,9,10,5,12,9,2,4,4,9,6,11,7,11,5,6,2,5,8,5,9,10,7,4,8,7,4,4,8,6,9,5,8,9,7,5,11,5,7,6,9,4,10,4,5,2,6,9,7,7,12,8,8,9,7,9,8,4,11,9,7,4,9,6,9,5,6,7,7,11,5,4,5,6,8,3,5,7,7,6,8,4,4,10,6,7,11,6,8,4,7,9,9,10,11,8,8,4,6,9,11,4,5,8,11,11,8,10,7,9,6,12,7,10,7,7,5,7,7,9,9,8,9,3,8,6,8,5,7,5,2,6,4,8,7,7,11,11,5,10,8,2,8,9,8,6,5,3,6,7,5,10,6,12,12,5,7,7,2,9,8,8,4,3,2,6,8,10,2,7,7,10,4,6,3,11,12,8,9,2,7,7,8,5,6,7,8,9,6,8,8,6,3,6,10,5,5,7,9,7,9,4,7,6,8,5,10,6,3,8,11,6,8,9,9,11,10,5,7,7,7,10,5,7,6,11,9,9,3,7,8,6,8,7,6,5,11,4,5,6,7,9,7,6,5,8,2,8,8,8,6,5,11,7,5,6,7,6,8,7,4,4,8,8,7,11,4,8,3,9,11,9,8,8,8,4,6,9,9,4,7,7,6,7,6,11,9,7,8,7,8,7,4,11,10,5,10,10,3,9,7,6,6,3,4,7,9,5,10,5,8,4,7,5,5,9,7,10,9,7,7,7,7,8,2,3,6,9,8,10,8,9,4,2,4,6,7,6,8,7,5,6,4,7,8,8,7,5,2,8,7,6,8,9,5,6,7,8,8,9,9,6,6,11,7,6,9,7,12,6,8,6,8,5,2,5,7,7,11,7,6,9,9,6,3,12,4,8,12,4,6,8,11,7,7,10,7,7,7,8,9,10,10,11,12,7,7,2,7,6,3,4,3,9,5,7,9,10,2,9,3,10,12,9,10,3,10,6,5,9,3,11,9,9,3,8,12,8,9,5,4,8,7,7,5,9,6,10,7,4,2,3,7,9,6,5,5,3,11,6,11,10,8,8,6,9,6,9,4,4,6,7,6,5,7,9,6,9,6,10,11,5,7,11,10,6,3,8,6,12,7,6,4,9,6,6,7,9,7,7,7,6,7,10,8,7,5,10,6,5,7,10,10,9,8,2,5,8,9,8,9,9,5,5,6,6,7,7,6,9,5,6,3,3,2,5,7,2,9,7,10,8,4,6,6,5,7,4,3,11,9,11,5,10,6,7,7,7,11,7,8,7,6,8,3,7,6,12,8,3,11,5,5,5,3,11,3,9,9,6,7,5,3,9,6,8,10,10,6,6,3,9,9,7,9,3,2,5,7,8,6,10,4,9,4,3,4,9,3,8,9,5,8,6,4,5,6,7,5,11,5,11,9,8,8,6,6,7,10,2,8,5,6,4,7,4,2,7,5,7,4,7,3,7,2,3,11,4,7,8,9,11,4,3,5,3,4,6,9,8,9,2,7,7,2,8,7,4,8,11,7,7,8,7,5,5,7,8,6,8,5,6,8,7,10,7,6,5,4,7,10,6,12,7,3,7,8,9,6,10,10,9,8,10,9,11,7,3,8,12,5,8,2,7,10,5,10,6,5,4,6,11,8,6,6,2,6,5,6,6,6,9,8,6,5,5,7,12,9,5,10,2,7,7,8,4,2,11,12,6,5,4,6,6,7,8,9,11,9,4,8,6,6,11,3,9,6,6,10,5,9,8,8,10,9,5,4,10,5,12,5,7,7,10,12,6,9,11,10,7,9,6,7,12,10,7,6,5,4,12,12,6,6,8,5,5,8,3,6,8,6,10,11,6,12,8,4,7,9,10,12,11,2,7,6,4,3,9,10,11,4,9,3,3,9,6,8,8,6,9,6,8,7,7,12,5,6,6,10,8,8,4,6,11,8,9,4,4,7,9,8,6,4,8,7,9,7,7,11,7,7,4,8,7,7,9,9,10,3,8,8,10,4,4,8,3,6,10,6,11,9,10,7,10,8,8,10,10,7,10,7,9,6,12,7,5,5,2,7,8,10,4,11,7,6,5,4,8,7,4,8,3,6,6,9,7,7,6,7,5,6,2,12,7,5,11,6,12,7,8,6,6,10,3,8,3,6,4,9,8,8,9,5,6,6,6,11,6,10,7,10,6,6,9,2,3,4,9,7,7,6,6,7,10,6,9,7,6,6,7,7,9,9,10,9,9,7,9,4,10,4,6,5,8,5,7,7,9,6,7,8,7,4,10,5,6,10,6,9,8,6,7,9,11,8,7,11,7,8,7,5,6,6,4,8,8,9,3,10,10,5,7,2,8,4,10,5,7,5,8,8,9,3,7,8,6,6,4,7,2,3,8,2,3,2,8,4,8,8,4,6,9,12,8,9,9,6,4,7,7,7,5,10,9,6,9,7,9,9,7,6,2,10,7,6,8,7,5,3,9,11,7,6,6,7,9,7,9,9,10,8,6,8,11,8,5,7,6,9,5,3,8,6,11,7,6,5,8,5,7,7,7,5,5,9,9,8,4,7,9,6,8,8,11,7,2,8,4,6,11,5,4,11,7,9,10,8,7,8,9,11,10,5,10,11,6,6,8,7,8,5,5,6,7,10,7,5,12,7,5,12,3,5,7,6,8,9,6,12,4,5,4,7,2,2,7,3,9,6,5,11,8,7,6,9,10,8,5,4,8,5,10,4,10,8,7,10,5,7,5,11,8,6,11,6,6,7,10,8,8,7,10,3,7,6,9,6,6,8,12,5,6,11,7,9,6,7,5,7,11,5,7,10,7,7,2,12,10,6,8,6,5,10,8,7,3,7,6,6,8,6,8,6,8,2,8,3,11,9,5,6,5,3,6,8,8,7,8,9,4,8,8,7,2,10,5,7,9,5,10,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2,9,8,5,10,7,11,9,6,6,7,6,11,6,9,5,5,10,7,8,8,8,5,5,4,7,10,5,6,5,8,9,9,8,6,9,8,12,5,8,3,4,11,9,9,3,4,7,10,4,4,8,4,7,6,7,8,9,8,6,10,9,9,6,11,5,8,7,8,7,6,3,9,9,11,10,11,7,7,6,6,7,5,7,10,7,7,3,5,10,10,8,5,12,6,10,6,7,6,8,8,8,6,9,8,7,8,8,8,5,5,11,8,5,7,6,4,4,9,5,6,6,12,11,4,8,8,9,2,6,9,7,8,6,3,11,5,7,4,6,5,9,6,10,11,9,7,7,6,6,8,6,9,2,2,4,7,4,8,8,7,3,7,7,6,7,10,9,5,7,9,6,11,5,9,5,7,10,5,7,11,2,6,9,2,9,8,7,5,7,6,4,6,6,9,7,8,8,5,8,5,3,3,8,9,7,8,6,5,9,7,5,2,10,7,8,5,3,6,5,8,6,11,11,8,8,8,9,8,8,8,9,11,8,8,8,8,7,11,7,6,8,10,7,3,10,9,8,8,4,5,2,7,9,9,6,5,7,4,9,10,3,6,9,9,8,4,10,7,8,3,8,7,8,4,7,6,4,4,4,4,9,10,6,4,8,6,5,8,7,9,3,6,8,7,10,6,3,6,12,8,8,4,8,11,10,9,7,11,6,9,12,4,7,10,4,11,7,6,6,6,11,8,10,6,8,8,9,9,8,8,8,8,7,3,5,3,4,8,4,6,6,8,8,7,9,8,9,7,6,8,10,6,9,8,9,7,8,8,5,4,6,6,6,5,6,2,12,5,6,9,10,8,9,3,9,2,6,5,4,7,10,3,10,8,10,11,12,4,9,11,8,3,8,7,5,7,8,10,10,11,5,7,9,4,6,7,5,11,8,10,5,8,9,5,3,9,10,7,9,10,11,9,9,5,6,12,9,7,5,5,5,5,9,6,10,8,6,8,4,9,7,9,11,6,8,6,7,8,5,7,7,6,5,8,12,9,7,6,10,6,3,5,4,4,9,6,6,7,11,8,10,7,3,9,11,7,6,8,12,11,5,6,9,5,3,4,11,8,6,6,4,7,8,7,10,10,9,6,9,9,8,11,2,10,8,7,9,6,8,10,7,5,9,7,7,10,7,9,11,8,9,4,3,6,9,7,6,7,4,5,7,6,10,9,8,10,5,4,6,8,5,5,2,4,5,5,8,10,4,9,9,5,8,11,6,6,2,5,8,6,4,7,10,6,4,7,10,2,10,5,8,3,3,4,9,11,8,8,4,8,8,7,8,11,7,7,9,8,5,3,10,7,6,6,5,5,9,5,6,2,2,4,5,6,5,5,9,9,7,12,8,12,5,6,12,7,8,7,12,7,6,10,7,12,4,7,9,8,6,8,6,2,4,7,10,5,6,6,10,6,6,8,4,3,10,10,10,8,6,2,11,10,6,9,9,6,8,6,9,4,5,9,7,10,10,8,5,4,6,10,11,9,6,10,3,8,11,5,6,12,9,3,2,8,9,3,7,9,2,8,6,10,2,3,10,9,10,7,6,7,8,3,6,9,5,8,8,9,10,7,6,4,10,7,6,7,5,7,8,4,3,8,6,6,5,3,5,5,5,3,11,9,5,3,11,5,2,9,5,6,2,10,12,8,9,8,4,11,7,6,5,6,9,4,5,9,10,9,9,11,2,4,7,11,11,11,5,11,3,12,8,9,7,5,5,7,11,6,8,10,11,5,7,11,7,8,11,7,3,9,4,4,8,10,7,4,4,5,10,4,5,9,7,10,12,7,5,3,5,8,7,8,8,3,8,7,2,7,5,7,3,7,9,7,12,11,2,7,9,5,3,5,8,2,10,12,11,2,8,4,6,8,6,8,5,6,6,4,6,4,9,4,9,5,5,9,10,7,5,3,7,5,8,9,9,7,5,12,5,9,6,8,5,6,9,5,3,8,4,4,6,9,12,7,5,6,8,10,10,7,8,6,5,8,2,7,7,7,9,7,5,2,2,3,4,5,8,8,3,7,8,10,10,4,8,7,6,5,8,10,7,6,7,6,6,6,9,3,7,3,9,3,7,9,7,4,4,6,7,9,5,8,5,4,6,9,6,10,9,5,6,6,5,8,9,12,8,5,8,6,9,11,4,11,12,2,6,7,5,5,12,11,3,10,8,7,6,9,8,4,9,5,11,8,6,11,10,11,9,4,9,7,6,4,10,5,7,4,6,8,9,9,10,5,4,3,5,12,10,9,6,8,11,9,11,4,5,7,2,7,9,10,10,10,12,5,6,9,5,8,9,9,6,3,8,11,6,10,3,10,8,11,7,6,8,11,7,7,12,5,4,7,6,7,7,10,8,7,8,8,5,4,6,6,8,7,6,8,6,8,10,6,3,5,8,8,7,7,2,4,4,6,10,10,6,7,9,10,7,2,9,7,4,9,3,5,7,5,12,8,7,8,4,4,3,3,6,11,4,6,7,8,7,12,8,3,2,3,4,7,5,8,7,8,8,8,9,10,5,4,7,6,6,4,11,6,8,6,3,6,6,4,6,9,6,9,6,7,9,3,3,4,4,10,6,7,2,9,10,4,9,7,7,6,6,7,8,11,6,6,8,11,4,4,5,4,10,5,11,7,10,5,7,6,10,2,8,7,9,10,8,4,3,8,7,6,7,5,10,7,12,7,6,10,7,7,8,5,6,7,6,6,4,5,6,5,7,4,8,8,9,10,7,6,6,9,9,6,5,6,8,11,6,9,9,10,11,8,7,4,3,8,6,11,5,10,10,4,7,6,5,7,5,5,11,10,8,5,2,9,4,11,2,5,9,8,6,9,6,5,6,6,5,4,3,7,9,4,9,7,4,10,11,5,4,8,8,7,11,7,5,7,5,6,4,3,2,5,6,3,6,5,6,6,6,4,9,7,5,6,6,10,5,4,7,10,5,4,5,8,5,9,9,9,7,5,8,5,6,10,4,6,6,7,6,4,9,7,9,9,10,9,9,4,8,6,8,7,7,7,9,4,11,7,2,5,10,6,7,6,9,10,5,5,8,6,7,4,8,11,12,7,12,6,5,10,2,8,12,7,8,7,11,7,4,3,2,9,11,12,8,8,6,8,7,7,2,8,6,8,10,10,4,11,4,8,5,9,8,5,9,6,7,7,10,5,9,7,11,6,8,8,4,7,9,10,6,9,9,6,7,6,6,7,4,9,4,4,9,8,6,7,10,9,4,7,8,8,3,8,5,11,9,8,6,9,8,6,11,12,5,5,10,10,6,6,9,5,3,8,6,4,7,6,4,3,2,7,6,8,4,8,8,7,3,9,8,8,8,11,7,7,9,11,7,3,11,6,9,11,11,4,6,5,12,7,9,4,5,10,6,9,4,5,6,6,6,8,6,9,4,9,8,3,5,4,4,4,7,7,10,6,3,3,8,8,5,7,8,6,10,6,9,10,6,6,6,7,8,10,8,12,7,7,7,5,5,6,8,4,6,8,6,6,10,2,3,3,7,8,8,11,6,7,6,8,11,5,10,5,10,10,7,7,11,5,7,11,8,6,5,9,11,7,7,7,5,11,6,6,7,7,6,6,7,11,6,6,5,8,8,7,6,9,3,5,3,10,8,6,6,4,9,4,9,5,4,10,4,5,6,3,10,7,6,7,8,6,7,7,7,8,8,10,7,9,11,4,8,6,4,7,9,6,8,11,5,8,5,7,5,8,7,8,9,10,9,10,11,9,8,11,6,7,6,7,7,8,5,6,9,7,7,5,8,6,9,4,5,11,5,7,10,4,7,12,6,7,4,8,6,8,10,8,6,7,11,11,6,10,7,6,6,7,9,6,7,5,5,8,4,7,5,4,6,10,4,7,5,5,4,7,6,6,6,7,7,4,5,9,5,6,4,11,9,11,5,6,3,3,6,9,4,7,6,9,8,3,6,10,9,6,5,9,8,3,3,5,11,6,8,7,7,9,7,8,9,4,8,4,8,8,8,4,9,9,7,6,8,6,7,7,8,4,7,5,10,8,3,8,5,12,4,3,9,5,9,6,6,8,8,3,10,7,3,6,6,12,7,6,8,5,3,5,6,7,7,5,5,8,5,5,3,7,6,4,5,6,8,7,3,9,5,5,9,11,8,6,9,7,8,4,11,7,11,3,3,3,9,6,4,8,9,3,7,6,6,7,8,8,7,10,5,7,8,7,7,8,10,8,7,12,12,8,6,5,11,7,8,4,8,9,8,5,7,11,4,7,10,5,5,6,3,10,7,6,10,5,12,7,10,7,5,11,8,7,4,8,6,2,10,5,10,3,5,10,8,6,7,8,12,7,8,6,6,3,11,7,9,5,9,4,6,7,6,7,8,8,6,8,8,8,4,9,7,8,4,5,6,9,5,6,7,7,8,4,9,7,8,4,5,2,9,4,4,8,4,7,5,3,5,12,9,5,9,11,6,4,10,8,8,8,6,5,11,7,8,10,2,7,4,7,6,9,6,9,8,6,8,5,11,5,6,9,10,11,4,12,7,4,6,10,12,6,8,7,6,11,9,4,9,6,7,6,11,7,4,7,10,4,8,11,4,10,12,11,8,7,4,7,4,7,10,4,3,3,5,8,6,8,6,2,3,7,8,3,5,7,12,7,2,7,9,9,8,5,10,3,7,4,5,3,6,8,6,4,7,7,7,5,8,9,9,11,10,6,7,6,7,8,6,9,6,9,11,11,6,9,7,5,2,4,7,3,3,4,3,5,12,11,9,8,5,5,8,4,5,7,8,9,3,6,6,5,4,11,4,7,10,8,6,8,10,9,7,6,2,5,3,4,10,8,10,3,6,4,8,7,8,5,7,9,9,5,6,7,8,5,9,5,4,7,3,8,10,4,7,3,9,9,5,10,4,6,5,5,3,3,6,12,12,8,7,8,5,6,4,6,3,7,11,9,7,10,11,8,7,5,10,4,7,7,12,3,8,7,7,3,6,7,6,8,7,4,4,11,4,7,3,5,10,8,5,10,8,5,12,9,5,4,11,3,7,8,7,11,5,9,3,6,7,6,4,9,9,10,4,9,7,5,12,6,7,4,8,4,7,4,10,4,4,6,3,11,6,9,9,5,8,8,7,6,10,8,10,7,7,11,4,10,11,10,9,5,8,10,7,4,6,12,3,7,2,5,5,5,11,6,2,11,9,5,11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6,5,8,8,7,9,2,7,11,3,7,4,9,10,9,3,10,7,12,5,4,7,9,10,7,12,8,7,10,4,8,5,3,11,3,8,7,5,9,8,10,7,8,12,11,6,11,9,10,9,9,10,2,2,10,8,5,6,7,9,5,3,7,11,5,5,8,5,9,7,4,7,11,11,10,6,7,9,4,5,10,11,9,9,10,5,6,9,6,9,5,10,3,7,5,7,11,7,10,6,5,5,11,6,9,5,4,7,9,8,7,5,7,5,7,11,6,6,5,4,6,10,10,8,4,7,9,4,6,6,3,10,5,12,2,11,9,10,8,2,4,7,7,4,8,9,10,12,7,5,10,5,7,4,7,7,8,4,9,11,4,9,3,8,11,5,4,7,7,7,6,4,11,8,8,7,9,7,6,9,7,6,5,11,10,12,7,4,9,11,7,10,6,4,8,9,3,4,9,10,4,12,8,7,6,2,5,2,5,8,11,9,9,12,6,4,10,6,7,10,11,4,8,6,10,8,6,4,6,8,9,7,7,5,11,6,6,9,6,10,4,9,7,12,8,3,5,5,10,4,6,4,10,6,8,3,9,3,6,7,10,8,7,10,8,11,8,12,5,4,7,8,6,5,4,6,7,7,7,9,3,7,7,3,6,2,10,7,11,8,11,4,4,7,4,3,4,8,4,6,7,10,7,3,8,7,9,8,7,9,9,8,6,3,7,5,3,6,5,4,7,9,6,7,6,4,8,2,5,11,8,10,6,8,9,9,10,6,6,10,8,10,6,5,3,6,5,9,4,8,7,9,5,5,6,3,7,9,9,9,4,5,6,8,7,8,9,11,8,10,5,9,6,8,6,7,8,6,7,7,8,10,4,6,11,10,8,9,7,8,7,7,6,9,8,5,7,10,6,6,9,6,7,8,7,9,10,12,8,5,5,3,8,6,5,3,7,7,8,5,8,7,6,12,2,5,5,11,6,5,9,8,8,8,3,8,7,11,6,8,7,9,5,2,10,6,4,7,8,3,7,6,3,6,5,11,7,8,8,6,5,6,6,7,12,9,5,6,8,11,8,9,8,12,7,8,4,4,9,8,4,10,10,7,7,7,8,2,12,8,9,4,8,7,9,10,8,7,8,7,8,10,8,2,8,8,11,11,4,7,7,10,5,10,5,7,8,8,7,11,6,7,8,10,4,8,6,9,5,11,7,4,3,11,10,5,10,9,12,5,11,10,9,9,6,8,4,7,6,9,5,9,5,6,8,5,5,7,7,9,4,10,4,7,6,7,11,3,6,5,6,10,8,4,8,6,10,3,5,10,8,4,10,6,7,8,6,10,9,9,9,6,8,4,10,8,11,6,5,6,10,5,8,7,8,4,10,6,5,8,8,7,12,3,5,4,5,2,7,7,8,9,7,5,5,9,5,6,4,9,8,9,8,7,3,9,12,4,7,7,5,5,4,10,9,5,10,8,8,8,2,10,6,10,6,6,4,6,8,3,3,5,8,5,4,5,7,6,3,10,11,8,7,5,9,4,7,5,8,10,7,4,9,8,3,4,10,8,9,8,3,3,3,7,4,8,9,6,10,10,7,5,7,6,7,7,9,8,11,6,7,11,12,4,11,5,6,10,11,7,11,7,8,11,8,7,11,4,7,4,6,8,12,3,9,9,3,8,8,5,6,6,2,3,5,9,6,9,8,8,4,5,7,11,7,5,10,12,7,7,6,7,7,3,7,9,8,7,5,6,4,7,5,6,8,7,2,9,12,5,5,7,7,2,9,7,5,9,6,6,4,5,9,7,9,10,7,9,9,4,10,6,4,6,7,8,7,5,6,8,3,12,4,3,7,10,10,8,7,10,7,6,5,8,10,7,6,9,7,7,6,11,12,8,10,12,4,5,8,9,8,5,7,4,6,11,9,8,6,3,9,7,6,7,4,11,8,8,6,11,10,8,5,5,10,6,7,7,10,4,5,2,7,9,9,5,2,11,7,6,5,8,3,6,10,7,11,6,10,8,6,5,3,6,5,9,6,7,4,7,9,8,8,7,4,12,4,7,11,7,2,4,10,5,7,3,8,5,5,8,7,6,6,8,11,8,12,6,7,6,6,7,6,8,10,8,6,8,7,6,4,7,7,10,9,9,8,3,9,3,7,5,12,11,11,6,9,7,10,4,10,8,3,12,6,6,8,6,4,7,2,8,12,4,4,7,8,6,7,7,7,10,6,4,5,4,10,7,7,4,7,5,10,6,7,3,9,9,8,11,3,7,3,6,9,6,2,5,8,6,10,4,7,5,8,2,4,11,6,8,6,8,7,6,8,11,9,11,10,5,8,6,8,6,9,9,7,6,7,11,6,5,6,7,7,8,7,5,7,7,5,9,12,9,7,6,8,8,6,4,9,9,7,9,5,4,8,5,9,5,5,5,4,6,4,2,9,8,9,4,6,7,7,8,3,5,9,8,12,6,6,6,8,6,10,3,9,7,6,6,7,8,7,2,7,11,7,9,9,5,10,6,10,7,11,11,5,6,10,7,4,5,8,4,7,6,5,9,7,8,7,9,7,9,11,7,5,2,7,9,9,6,2,9,6,6,11,8,8,8,9,5,8,7,7,11,9,7,2,5,10,4,3,5,4,8,9,6,7,10,7,5,12,6,9,4,5,4,4,9,7,7,7,4,10,7,8,7,3,3,9,6,9,3,8,6,3,3,7,7,5,10,8,8,6,9,8,7,11,9,7,10,6,8,9,8,4,9,5,4,7,12,10,10,8,8,8,9,10,3,9,4,5,10,9,8,9,5,4,6,8,8,5,7,6,3,4,10,11,7,10,6,8,7,11,10,3,12,6,7,4,9,7,6,9,5,7,6,6,7,6,4,9,9,7,10,7,3,12,11,9,3,4,6,6,11,7,7,4,6,7,6,7,6,3,6,7,8,8,10,7,7,10,8,6,7,7,12,6,6,11,11,5,6,11,6,9,5,6,8,7,4,7,9,9,4,5,7,8,12,8,7,7,6,7,7,4,11,9,5,10,9,5,10,5,10,8,3,7,8,5,3,8,6,7,8,9,9,5,8,6,4,12,5,6,8,11,5,2,10,6,9,10,2,6,2,7,5,3,3,8,6,6,6,11,10,9,9,5,4,5,4,8,9,7,6,6,7,12,9,10,4,4,6,6,5,7,7,5,11,6,8,8,10,3,7,2,10,6,3,9,11,9,10,6,3,7,11,7,6,12,4,3,5,9,6,10,9,8,6,5,11,6,6,7,6,4,2,3,5,12,6,7,6,10,8,9,9,6,7,5,11,8,11,4,5,7,9,11,10,4,5,7,7,9,7,7,8,4,8,7,7,10,7,11,7,5,8,4,7,10,12,7,8,6,5,3,5,2,9,6,11,6,8,6,4,4,11,6,9,2,5,7,4,7,6,9,3,2,11,5,6,7,10,7,10,7,7,8,5,8,9,8,10,8,8,5,5,10,9,4,5,8,6,6,3,7,9,4,7,4,7,5,6,4,11,4,3,8,7,9,9,5,8,2,3,3,7,4,6,10,2,5,11,8,6,8,9,8,8,4,10,8,6,6,9,6,7,8,10,6,6,8,6,4,6,7,8,10,6,9,8,8,10,5,6,3,5,5,11,7,7,7,3,9,5,11,5,5,7,9,9,9,9,8,8,2,9,6,4,8,10,7,4,2,9,8,4,8,10,2,8,6,6,10,4,9,4,5,8,7,10,10,6,10,5,8,4,9,8,5,3,5,7,10,12,9,12,11,7,9,8,7,8,11,9,9,7,12,11,10,8,6,9,9,11,5,9,8,10,11,3,7,9,6,9,7,3,7,12,6,10,3,7,9,8,4,8,7,11,10,9,7,8,5,12,10,8,5,11,6,11,8,9,6,9,9,9,10,7,8,6,3,12,4,3,11,8,10,5,6,7,10,2,5,11,6,6,4,6,12,5,12,6,6,5,10,10,9,6,5,6,9,10,8,9,11,3,7,6,7,6,5,7,9,11,8,10,9,8,4,8,8,3,8,9,4,5,6,3,10,6,7,6,8,7,8,5,10,5,5,3,10,8,6,8,6,8,7,7,7,3,6,8,9,10,7,9,12,9,8,5,9,11,4,10,5,5,7,6,6,9,5,6,8,4,7,11,8,7,10,3,5,7,7,9,11,3,5,8,4,7,3,3,6,9,6,9,7,9,12,9,11,9,9,12,5,6,8,8,9,7,9,8,9,6,7,4,6,6,8,11,5,7,8,10,8,12,8,8,8,12,6,11,6,12,7,7,6,5,4,6,8,5,5,6,7,11,8,7,8,4,6,2,4,6,9,6,11,7,7,7,7,9,5,9,8,8,10,8,6,6,4,7,6,12,6,9,9,7,5,5,6,6,7,8,8,7,2,8,7,6,7,11,6,9,9,11,6,7,9,9,4,11,7,4,9,4,12,9,7,5,8,6,12,9,2,5,6,5,6,2,7,7,7,8,2,6,9,3,4,5,3,9,6,9,4,10,4,6,5,9,11,6,5,10,2,4,2,9,7,8,5,11,8,11,8,9,2,11,10,6,7,10,9,5,7,6,7,8,9,6,11,5,9,6,5,9,4,11,7,8,7,6,2,6,5,7,11,9,8,6,8,12,3,2,7,2,9,7,5,9,11,7,6,5,6,9,3,12,11,6,7,7,6,5,8,7,6,7,8,8,4,8,4,3,5,6,7,6,3,7,9,6,7,10,3,4,4,3,5,4,5,9,7,7,3,5,8,4,9,4,8,12,8,5,8,11,9,12,7,7,7,4,5,8,8,4,8,10,5,6,12,5,6,9,6,7,5,5,9,8,6,5,7,6,5,11,11,10,5,6,6,11,11,8,5,9,7,12,7,8,4,6,9,12,6,5,7,10,7,11,10,4,9,9,5,3,9,7,5,9,5,8,11,6,11,8,7,5,4,6,7,7,6,6,2,8,8,7,7,3,11,3,10,3,6,8,8,10,7,7,11,8,10,4,9,8,7,5,2,4,11,7,8,6,6,12,4,7,7,3,4,10,8,5,6,7,7,6,6,6,6,9,6,6,8,7,8,6,6,7,5,6,6,9,4,8,9,5,10,6,10,11,9,10,3,12,9,6,9,6,9,6,4,9,6,11,9,7,7,8,7,2,5,5,8,8,4,8,8,7,5,7,5,7,5,7,5,5,5,7,10,2,3,2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4,6,9,9,2,11,9,5,7,10,7,9,7,6,7,2,8,11,8,5,8,3,4,9,6,9,8,5,8,6,9,8,9,5,7,6,10,8,8,6,7,5,11,10,6,2,7,9,5,6,3,8,8,10,2,7,2,7,10,5,6,10,6,9,6,6,8,8,7,5,9,4,3,8,3,9,4,4,10,4,3,6,10,7,11,9,3,6,11,4,7,10,6,7,4,11,5,7,6,9,3,5,8,5,5,6,6,10,7,12,7,2,6,8,7,7,6,5,2,10,12,9,5,6,8,5,8,6,7,5,6,11,8,6,8,8,11,7,12,4,2,11,9,10,6,5,6,8,8,6,3,10,7,4,6,10,7,5,6,9,12,3,7,3,6,3,10,3,5,7,4,7,8,9,6,11,8,4,11,7,8,5,7,7,12,9,8,5,10,5,7,7,9,6,9,3,4,6,6,9,6,5,6,10,3,4,8,5,11,12,3,7,3,5,5,6,7,8,2,5,3,12,3,2,7,2,7,2,7,4,8,8,9,6,6,7,6,11,9,6,12,3,10,7,3,4,6,8,7,6,7,10,8,9,6,6,8,5,10,6,9,8,6,12,7,10,8,7,11,5,10,9,6,6,2,11,9,5,3,7,2,8,3,4,7,6,6,7,4,5,5,7,9,8,3,3,7,7,6,7,12,6,6,7,8,10,5,9,11,8,8,9,8,6,8,5,4,12,3,10,11,3,9,5,4,11,7,7,7,8,5,6,11,9,6,7,9,7,8,8,6,4,4,9,4,8,7,6,10,9,4,4,6,8,12,4,2,7,7,8,4,8,8,5,9,4,9,8,7,9,2,9,7,7,7,5,12,5,7,7,7,10,6,9,5,7,10,5,11,11,6,8,9,6,7,9,12,7,8,4,9,5,9,9,10,7,12,2,2,6,9,11,7,8,10,5,11,9,11,7,5,9,11,3,2,7,8,8,7,6,5,9,6,9,6,7,9,2,6,11,3,6,4,8,7,9,3,6,6,10,5,5,7,6,2,8,4,7,12,10,12,9,3,3,9,4,7,9,11,6,9,10,10,6,11,6,7,6,6,3,7,7,11,10,9,10,6,5,12,8,7,7,6,8,7,8,4,8,5,6,8,5,7,5,10,6,11,11,2,4,10,4,8,10,7,6,7,8,10,5,8,7,10,5,9,9,5,7,6,9,4,5,7,11,8,7,6,6,9,9,9,7,9,6,8,8,6,2,10,4,6,7,3,2,4,6,9,5,8,6,6,7,6,6,10,5,10,4,8,3,8,3,12,10,8,4,8,7,6,4,2,8,5,6,6,7,3,3,2,8,7,9,6,11,6,12,4,6,7,5,9,6,3,3,9,8,4,9,7,11,9,10,12,4,5,11,4,12,4,8,7,4,7,7,7,4,5,11,4,2,3,9,7,5,3,8,10,3,6,11,5,4,8,5,3,5,6,8,4,8,6,4,9,10,6,8,6,7,6,8,2,8,5,3,11,7,7,8,12,7,6,7,7,5,10,8,8,7,11,6,5,7,9,9,9,7,4,9,9,5,11,2,2,7,3,2,3,8,4,11,11,3,8,4,12,5,5,6,7,10,6,8,10,6,7,6,6,7,6,9,8,6,11,11,6,12,8,6,6,7,6,3,7,3,5,7,6,6,5,8,5,6,9,9,7,3,5,6,4,8,9,7,7,8,5,7,7,8,10,9,9,5,8,7,5,6,7,9,9,8,7,8,8,4,6,10,8,8,5,4,7,9,6,7,8,6,7,7,8,5,7,6,4,4,8,10,5,7,2,11,5,8,8,5,2,9,12,5,12,7,4,5,7,9,10,7,11,8,6,7,7,11,5,6,6,8,6,9,8,7,5,5,9,7,2,8,10,9,4,4,4,6,6,9,10,6,7,8,7,9,11,7,9,6,10,3,8,8,10,2,10,7,7,8,8,10,2,4,8,4,8,7,7,7,6,6,12,8,5,7,9,6,3,7,6,8,5,9,9,3,8,9,11,7,7,9,7,11,10,8,5,4,6,6,4,11,5,9,7,6,9,3,5,7,5,7,11,9,3,5,6,8,6,6,4,5,6,10,8,10,7,7,2,8,10,11,11,8,11,5,12,5,8,9,12,4,9,3,7,5,7,7,4,7,8,8,7,2,10,4,10,8,8,5,8,7,11,9,4,8,7,6,6,4,3,6,9,7,8,4,10,7,5,11,11,5,9,9,3,7,9,8,8,10,9,12,9,8,8,8,8,9,6,4,12,3,5,3,7,6,4,10,6,10,11,6,10,11,11,11,6,6,8,11,8,4,5,9,6,5,7,7,7,7,7,8,12,10,7,8,5,4,7,6,3,6,6,3,7,11,5,9,5,4,5,9,9,9,7,7,3,10,10,4,6,11,12,4,8,4,5,8,12,4,4,8,10,6,5,9,3,10,4,6,5,11,9,8,6,3,7,5,7,8,2,6,8,7,10,5,5,6,9,9,8,7,7,9,7,9,6,4,9,3,4,8,5,7,3,5,7,5,6,10,8,6,7,10,11,7,3,7,5,6,6,10,7,6,7,7,9,3,11,9,5,7,11,7,10,5,8,7,9,4,9,6,7,3,9,11,3,7,10,5,6,9,5,9,7,7,10,7,5,7,10,7,8,9,7,11,10,7,3,6,10,6,7,10,7,10,7,10,5,7,6,10,8,7,10,10,5,10,4,11,2,5,5,4,9,6,9,11,12,5,7,6,4,6,11,8,5,6,9,7,8,5,6,8,5,10,6,6,8,8,7,11,8,7,9,3,10,4,6,4,7,7,6,8,5,5,6,7,3,11,7,4,2,6,4,9,7,4,7,11,9,9,4,7,8,4,7,5,8,9,5,6,8,8,8,7,11,5,10,7,8,6,8,7,11,11,3,5,11,9,9,8,5,6,4,4,10,4,4,7,7,8,9,6,10,6,6,8,5,7,6,8,2,3,8,8,10,8,7,9,8,7,8,8,8,7,4,4,5,11,7,9,10,4,8,3,7,6,9,3,4,4,8,8,10,8,7,7,12,6,5,6,8,5,11,11,5,4,6,12,4,9,7,11,12,8,10,7,8,6,7,7,6,6,6,6,5,11,10,7,3,7,5,10,2,3,6,9,5,4,2,9,6,11,7,6,9,6,8,5,6,11,9,7,6,9,5,7,10,2,6,11,9,7,7,7,6,2,12,2,9,11,2,7,6,7,11,6,3,9,8,7,8,6,4,5,2,9,8,9,10,5,6,6,6,9,12,10,10,8,8,6,6,4,6,5,7,5,8,7,11,9,6,4,9,3,12,11,11,8,7,11,11,10,6,9,4,6,6,7,5,7,9,11,4,4,6,6,10,8,5,9,4,10,5,12,4,4,5,8,10,9,10,9,5,9,7,4,5,3,12,9,9,5,3,5,9,6,11,4,6,8,9,6,8,3,3,5,4,6,7,10,5,8,7,5,5,8,6,7,8,10,7,8,8,8,7,6,5,5,5,9,4,8,6,10,7,9,8,7,5,8,10,8,9,4,3,7,10,4,5,7,10,10,9,3,11,9,6,5,12,5,8,6,5,7,10,8,12,6,9,8,11,4,9,9,10,9,8,5,7,4,5,7,9,4,8,10,4,2,4,10,7,4,2,7,8,10,7,5,7,3,3,9,7,8,8,9,5,6,3,10,7,7,8,8,11,6,5,6,4,11,7,7,4,6,8,10,7,3,5,9,11,9,12,3,10,7,9,6,4,4,5,8,4,5,5,8,10,11,7,5,7,5,8,9,4,7,6,4,10,5,5,8,5,7,5,8,7,11,9,7,3,11,5,2,9,5,4,10,10,6,8,4,10,12,8,7,6,7,3,5,9,3,4,6,8,3,9,5,10,3,9,3,11,7,8,5,8,2,10,6,10,8,7,9,6,10,6,7,6,8,5,5,4,10,3,8,6,8,7,11,5,7,8,4,10,11,6,3,11,8,7,11,7,8,8,6,11,6,7,2,3,7,8,8,4,9,5,8,11,7,7,8,7,5,5,7,9,4,10,7,7,6,9,10,5,9,9,8,3,6,6,8,6,5,8,7,5,8,11,6,7,9,3,6,8,4,7,3,5,5,5,9,9,6,10,8,6,7,6,5,6,11,6,11,4,7,9,3,7,7,6,6,4,7,4,7,2,9,2,5,12,3,7,6,8,4,6,8,8,2,10,3,5,10,6,4,10,8,7,11,7,8,6,5,2,5,6,3,5,4,5,3,10,9,3,9,5,6,11,4,6,6,8,8,7,11,7,5,12,3,4,6,7,5,5,5,6,10,10,7,6,5,6,8,3,4,4,10,8,10,10,7,8,7,6,5,10,7,10,9,7,9,5,3,4,6,5,7,10,8,11,9,6,6,7,6,5,4,8,7,6,10,9,11,4,7,4,10,5,7,12,9,11,8,8,3,8,2,10,12,4,10,9,6,3,11,9,7,5,8,7,7,4,10,5,10,10,7,6,9,6,12,10,4,3,10,7,5,10,10,5,9,3,5,8,9,7,5,3,7,7,8,10,7,7,5,9,5,8,8,3,10,9,6,9,9,11,2,7,6,3,8,10,8,9,6,6,6,8,10,9,5,6,10,3,8,8,10,8,10,8,6,9,10,8,4,9,8,5,8,4,9,5,4,9,3,5,10,6,8,7,8,3,7,6,5,8,7,6,8,10,5,6,3,3,6,8,8,6,5,6,6,10,9,10,5,5,7,7,2,4,7,7,6,7,8,7,11,5,4,7,6,8,8,3,11,10,7,10,10,7,9,7,6,5,7,2,5,9,9,5,7,8,9,8,3,7,11,5,8,7,11,7,11,4,4,7,11,9,4,4,10,9,4,8,6,10,9,9,3,4,6,6,8,7,6,9,9,7,9,8,6,9,6,4,10,8,7,9,6,4,5,8,6,4,2,6,5,5,9,10,9,11,7,7,9,7,10,7,5,6,12,8,7,6,6,10,8,6,6,3,4,6,6,7,8,11,6,4,7,9,6,2,8,6,4,6,6,8,9,7,8,8,10,8,6,10,7,8,8,5,3,12,6,7,7,8,11,8,7,3,12,8,11,8,8,10,6,3,5,3,8,5,6,6,8,9,2,9,10,8,12,3,5,7,11,7,7,6,8,7,5,7,7,3,6,7,9,4,4,7,4,3,8,9,4,5,2,6,7,5,8,9,4,9,6,7,3,6,10,8,5,3,8,3,8,9,4,4,6,11,6,6,5,6,8,7,7,8,7,12,8,10,10,8,8,4,4,3,5,7,9,6,11,8,10,11,5,3,4,4,5,10,10,9,12,8,4,10,7,6,4,4,10,10,6,10,7,8,5,3,10,7,4,6,5,9,6,6,9,8,6,6,9,2,7,5,7,6,10,7,8,9,7,6,8,4,5,9,6,8,9,5,9,7,2,9,6,8,4,7,6,3,5,6,5,6,10,8,6,5,7,4,12,5,7,6,6,5,10,7,11,5,4,10,6,9,7,3,6,12,7,6,9,9,7,10,7,6,9,7,9,5,5,5,4,12,2,3,10,11,4,9,3,10,8,12,7,7,8,9,8,8,6,4,4,10,3,8,9,12,8,9,6,6,7,7,7,7,9,10,3,8,8,5,10,9,7,5,10,5,4,10,5,5,4,8,6,4,4,6,11,10,8,7,9,11,4,5,4,5,11,9,5,8,10,6,4,6,8,3,8,9,4,8,4,11,4,9,8,4,5,7,12,2,9,10,7,4,10,5,7,4,7,8,11,5,9,10,6,8,8,9,10,3,9,7,5,6,6,6,7,9,11,6,6,8,8,2,10,6,6,7,4,7,7,7,7,5,10,5,8,10,4,7,10,5,3,12,4,3,3,7,10,12,3,5,8,9,2,7,12,9,6,10,6,6,9,6,11,6,9,3,5,6,7,5,9,11,4,9,8,5,8,8,8,5,3,3,4,5,5,5,5,8,3,9,10,5,9,7,3,3,7,8,9,5,7,6,3,12,10,8,5,6,8,8,6,4,11,6,4,8,8,4,9,5,7,7,7,9,8,6,8,10,5,9,5,11,11,2,5,6,7,7,7,12,6,7,5,5,7,11,5,2,4,9,10,6,5,12,4,7,7,3,11,10,9,12,12,7,4,9,7,9,7,9,6,5,8,5,6,5,8,8,7,7,9,3,2,7,10,10,7,7,7,6,8,4,8,4,10,7,6,8,7,6,6,9,8,7,3,11,5,5,6,12,12,8,8,9,4,7,8,11,8,7,7,5,9,9,9,4,5,3,10,7,3,9,8,5,5,5,10,7,7,4,11,9,10,9,9,2,4,9,9,3,10,11,8,7,3,7,7,10,4,6,4,5,7,5,10,9,7,10,8,7,6,3,4,4,4,6,8,6,4,8,9,5,10,12,6,8,7,3,9,11,9,4,5,5,11,7,4,3,8,10,8,7,6,7,5,5,10,7,7,9,8,7,9,9,6,12,5,3,12,4,8,7,3,9,8,6,6,7,9,6,5,7,10,3,11,8,5,6,7,6,5,6,10,5,9,5,8,11,8,9,7,4,9,8,5,3,5,10,12,11,10,6,8,5,6,9,7,5,9,4,6,7,9,6,7,7,7,8,4,5,9,7,3,8,6,4,6,5,6,6,11,7,9,10,8,11,10,5,7,7,7,7,8,5,11,6,9,8,8,10,5,8,7,6,6,8,11,3,6,7,6,7,8,9,10,5,6,9,10,9,12,2,8,8,7,8,3,7,6,6,5,5,10,6,4,6,2,7,8,7,6,8,8,6,9,9,7,7,7,6,8,5,11,8,6,3,10,9,7,4,7,6,10,5,10,7,5,6,12,5,11,9,9,6,3,5,4,9,10,5,2,8,7,5,4,4,8,8,6,2,11,6,4,3,10,10,7,7,7,4,6,12,10,8,10,8,6,2,8,7,9,12,12,7,5,8,5,4,4,5,8,8,8,8,10,5,5,5,5,7,5,8,7,3,6,2,5,11,6,9,6,9,8,8,12,11,8,4,7,6,3,11,5,7,6,7,6,7,6,5,7,6,9,7,4,6,6,7,11,6,12,4,2,2,8,7,6,10,6,9,7,9,7,6,10,5,8,4,5,9,3,6,4,7,3,7,11,10,3,6,5,9,9,5,6,4,4,7,7,6,7,5,5,5,7,11,4,7,9,4,11,7,11,8,6,4,9,8,7,9,7,2,7,8,7,9,5,3,9,10,6,9,6,4,4,7,2,10,9,4,7,10,6,8,7,5,7,2,8,11,7,9,7,8,5,12,8,3,4,7,12,6,10,8,3,12,2,10,11,9,11,7,6,9,3,9,8,5,9,5,7,8,12,8,12,9,5,5,6,7,12,10,6,10,3,8,10,4,6,10,11,10,8,2,7,10,9,3,7,7,12,8,6,9,8,8,7,6,8,7,8,7,9,7,4,6,6,5,3,3,11,8,10,9,6,9,7,7,6,5,10,5,8,5,2,9,6,6,10,9,6,6,5,5,6,9,8,4,6,10,5,9,5,10,9,6,4,3,4,3,6,6,11,9,9,7,5,9,11,9,2,8,9,4,12,7,8,9,7,8,10,9,10,2,6,12,8,4,4,10,11,12,6,2,8,12,9,9,6,4,8,5,8,4,8,4,5,8,12,8,8,3,5,10,12,8,8,10,7,8,3,9,5,11,11,5,7,11,6,8,10,11,10,3,3,5,4,3,8,4,6,8,5,11,5,8,7,7,7,11,11,5,11,10,7,10,10,7,8,9,4,3,7,9,8,9,9,5,5,5,9,8,4,10,9,5,12,8,5,10,11,10,10,8,6,5,7,9,7,6,11,4,11,3,3,2,7,6,7,3,8,10,4,6,8,5,3,10,10,5,5,6,11,7,9,6,2,7,4,5,8,9,9,10,7,5,7,2,3,6,7,8,3,7,11,10,8,6,10,6,5,12,8,8,8,6,8,6,8,7,9,7,12,6,10,11,7,8,6,6,7,7,9,6,9,9,8,2,9,5,9,7,9,5,11,7,8,10,6,5,5,6,4,7,6,6,5,8,6,10,10,6,7,7,8,9,10,5,10,11,3,7,5,10,12,4,10,12,3,6,3,8,11,9,7,5,9,3,6,6,9,5,7,6,5,8,6,3,3,9,6,7,10,9,4,8,4,8,3,10,5,4,11,7,6,3,5,12,4,6,6,4,6,6,9,6,5,10,10,5,6,10,5,5,7,6,7,11,6,5,8,3,12,10,6,2,7,11,9,10,9,5,7,7,7,10,9,3,6,3,8,8,9,8,7,7,2,8,3,3,4,8,6,6,9,8,9,4,3,6,7,7,7,10,4,10,6,5,6,8,6,6,4,12,7,4,9,11,7,9,6,6,11,7,6,8,7,4,12,6,9,8,6,9,8,11,4,5,7,7,5,7,4,7,7,10,8,5,10,8,6,6,8,9,9,8,11,2,9,9,9,10,5,7,3,7,4,7,11,12,4,9,2,11,10,10,6,8,6,8,11,7,12,10,6,11,3,4,5,11,7,8,8,8,7,3,7,9,5,9,6,7,10,2,8,8,2,3,9,6,6,6,11,7,7,8,8,7,3,3,7,6,5,7,4,2,4,5,4,7,4,3,7,8,11,3,4,9,8,2,5,7,3,5,9,7,12,5,3,10,3,6,7,8,6,5,7,4,7,10,7,4,7,3,10,6,8,5,7,2,9,5,8,6,6,6,7,3,4,4,2,10,7,4,9,7,8,5,9,10,4,7,8,7,9,3,4,7,8,9,5,11,12,5,6,8,6,8,7,8,3,6,5,4,3,8,4,5,5,6,4,5,10,4,8,8,7,4,8,6,6,7,8,10,10,4,9,7,5,11,4,4,4,5,11,8,6,9,9,6,8,9,8,9,4,7,6,4,5,6,7,9,10,9,2,9,10,6,9,8,8,11,8,9,8,3,9,7,9,8,10,7,9,10,8,3,7,8,7,5,7,4,12,7,9,9,7,8,4,4,6,8,9,3,11,9,10,11,8,3,9,7,9,2,7,6,7,7,10,7,3,7,6,3,9,8,6,11,12,9,6,8,6,6,6,4,7,6,10,6,4,11,11,7,6,7,2,7,7,8,4,8,6,6,3,4,3,4,10,8,8,7,4,6,8,9,10,10,12,5,7,10,12,10,6,8,8,6,7,9,4,8,6,8,10,8,8,6,8,12,11,12,6,11,3,6,8,7,4,8,5,8,7,7,3,8,7,4,8,6,5,4,4,5,5,7,7,4,4,12,5,7,8,2,6,9,7,4,6,8,7,2,11,7,7,10,4,5,3,6,7,6,11,9,11,7,10,6,9,5,4,10,12,8,9,10,9,10,4,8,10,9,10,8,5,8,2,3,4,4,4,7,8,3,10,4,10,5,4,9,5,4,10,6,4,7,4,10,6,7,2,8,8,11,10,10,7,9,10,7,3,6,6,8,4,11,7,7,3,7,10,6,9,7,5,10,8,9,9,11,6,8,8,5,6,7,4,8,6,6,7,7,7,6,8,6,7,4,5,9,7,6,5,5,6,2,8,8,11,7,7,9,7,8,6,11,10,10,7,7,6,6,2,6,4,7,11,8,2,7,5,8,11,7,5,11,12,10,6,7,6,7,3,5,9,8,6,10,9,7,5,5,12,5,6,4,7,11,6,10,2,6,2,3,6,7,5,8,5,8,9,7,5,2,12,4,12,5,9,6,9,7,11,6,5,4,10,7,6,3,7,10,8,7,4,7,7,12,10,7,10,7,7,8,5,10,10,10,6,8,10,9,7,11,8,9,9,7,6,8,11,7,8,6,8,8,6,4,7,8,9,6,5,9,6,6,6,7,7,7,9,11,7,7,6,5,4,10,8,5,11,5,9,8,4,3,4,9,6,9,3,5,6,10,7,4,5,6,6,3,4,6,9,8,12,11,10,8,10,7,2,10,11,8,8,6,10,4,9,8,7,7,7,8,7,6,3,9,10,10,6,11,9,5,7,4,5,10,5,7,2,6,8,9,7,6,11,4,3,12,9,7,6,6,7,12,12,8,6,10,6,3,4,6,8,4,7,9,12,3,5,5,5,8,7,8,12,4,7,8,9,4,8,9,11,2,7,6,6,8,9,5,7,11,11,9,6,6,2,10,6,7,5,3,8,5,12,5,8,11,6,7,7,2,11,7,11,6,5,8,7,6,8,7,7,7,5,8,6,8,10,6,6,4,9,8,9,5,6,4,7,9,9,10,8,7,4,10,7,6,8,2,10,6,6,6,7,5,9,8,8,10,6,8,4,9,8,10,5,11,3,8,4,3,8,6,6,6,11,9,11,8,8,10,7,6,3,8,10,11,11,12,9,1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7,5,5,7,5,7,6,4,7,10,5,5,3,8,6,8,7,2,6,9,9,8,7,5,10,8,7,7,7,11,10,4,7,8,10,8,8,9,9,6,7,3,10,9,10,5,3,8,10,6,9,9,12,5,8,7,6,5,6,7,7,10,6,6,10,11,6,6,7,7,3,6,5,8,7,2,9,8,9,5,6,12,11,4,4,7,12,6,4,8,7,4,7,7,12,6,3,10,11,6,8,7,9,6,3,12,6,9,2,9,6,10,9,7,9,11,9,6,6,7,5,6,8,10,5,7,3,3,3,9,9,8,10,8,7,11,7,5,11,10,5,8,7,5,12,8,9,4,10,11,11,7,9,7,4,7,7,7,6,5,8,6,9,6,9,6,9,10,9,7,11,3,9,6,9,10,7,8,4,9,6,9,6,3,7,6,12,3,8,8,6,12,7,9,9,3,8,7,2,7,5,7,9,6,7,6,4,7,6,6,9,8,7,6,11,11,8,7,6,11,7,9,6,6,7,7,7,7,6,11,7,8,6,3,9,7,5,7,9,7,5,3,5,10,8,9,9,6,10,6,11,11,9,6,7,6,10,4,7,4,7,11,7,7,4,8,4,6,6,9,4,10,5,7,5,6,7,3,8,6,5,9,7,3,5,5,9,7,8,9,7,9,3,6,8,10,5,8,8,9,11,6,3,5,11,5,8,5,6,3,6,8,8,9,12,5,10,6,4,7,8,7,5,11,11,6,12,11,9,9,7,8,7,10,6,7,10,8,8,6,11,6,5,8,7,7,5,3,8,4,8,10,3,7,8,4,6,3,11,3,6,8,7,5,11,4,8,5,7,8,5,9,8,7,8,4,10,7,10,7,8,6,9,10,4,4,6,10,8,4,9,6,12,4,8,11,6,8,9,5,7,8,7,6,7,9,8,8,3,8,12,6,2,6,7,9,2,7,7,5,10,3,10,7,8,9,4,7,3,6,6,6,9,6,5,5,7,8,10,7,11,5,8,4,6,7,6,8,12,8,12,7,10,7,3,4,5,9,8,11,6,12,6,8,6,6,4,6,6,4,6,8,3,6,6,5,8,12,8,3,6,8,6,2,11,7,6,12,5,6,5,10,6,9,8,12,11,7,9,10,11,7,6,8,3,2,7,7,9,8,9,10,4,4,6,7,6,8,8,5,10,9,7,5,9,8,3,7,10,7,4,10,7,5,5,6,4,11,9,3,6,6,4,7,3,7,9,8,7,9,11,10,6,6,9,7,10,10,6,8,8,7,8,7,5,6,6,9,6,7,7,6,6,8,12,4,8,6,8,7,10,9,5,2,7,7,7,6,7,8,7,10,6,5,8,6,7,8,10,6,5,10,3,9,5,9,5,5,7,11,5,6,4,9,10,10,4,4,11,7,8,8,6,8,7,9,10,8,10,9,6,6,7,2,2,5,7,5,6,7,3,7,2,7,6,8,5,5,7,10,8,10,9,7,5,6,10,3,7,4,7,10,12,7,6,10,3,8,5,7,7,8,4,7,2,5,8,7,8,11,11,6,5,6,11,7,8,5,6,7,10,6,6,4,11,7,10,7,5,6,7,7,7,5,11,2,10,6,4,6,6,10,7,12,7,6,9,6,2,10,8,5,7,9,9,8,2,5,6,5,8,8,6,10,8,4,11,6,8,4,7,2,7,5,4,5,4,10,3,2,6,10,5,7,11,9,3,9,6,8,8,3,5,6,6,12,4,7,10,9,7,4,7,8,10,8,6,4,6,10,11,10,2,9,8,6,5,12,8,9,4,6,6,10,9,11,9,6,12,7,4,8,5,7,4,7,12,4,8,8,8,10,6,10,8,9,9,9,11,2,9,6,4,8,8,7,6,9,6,6,6,9,5,6,3,6,6,7,10,7,7,7,3,8,6,3,10,3,8,12,3,9,3,9,7,2,2,8,9,4,8,10,12,5,5,7,5,6,4,3,12,6,3,7,8,3,7,9,5,7,6,6,7,10,7,8,11,7,4,10,7,5,9,8,7,4,8,10,8,2,9,6,4,8,3,6,6,4,10,9,5,4,9,11,7,4,10,9,7,8,6,8,7,11,5,4,5,6,8,5,5,9,3,10,5,10,7,7,8,7,5,8,5,10,6,6,7,5,9,12,9,7,6,9,9,9,11,11,4,7,9,8,11,6,7,7,6,6,6,9,5,5,10,5,10,9,8,6,6,12,7,4,10,8,7,5,10,8,3,9,7,6,7,10,6,7,3,10,10,9,4,12,3,2,3,4,4,6,6,4,10,6,10,12,8,6,9,6,7,11,10,9,6,10,6,6,8,4,3,11,10,6,10,5,9,10,11,6,5,5,8,3,10,5,6,8,6,8,8,6,8,9,8,3,7,7,8,9,7,8,4,6,6,6,7,6,3,11,6,9,7,10,2,7,6,7,10,9,8,7,4,10,6,9,8,6,8,5,3,10,9,6,8,6,6,9,12,9,9,3,5,5,5,7,8,10,11,6,6,8,6,8,3,8,4,7,5,8,5,9,8,11,9,9,5,6,3,8,12,5,7,4,8,8,9,5,8,7,7,4,3,5,2,7,3,12,6,8,4,7,9,7,10,5,5,8,3,3,5,12,4,4,5,10,9,11,7,4,7,5,9,7,9,9,9,5,5,7,7,7,6,11,4,5,8,9,10,6,9,8,8,8,8,5,10,12,10,7,8,4,5,6,8,8,6,10,9,7,8,6,8,7,7,7,10,7,8,6,5,4,8,6,10,10,9,5,10,8,7,7,8,3,9,6,7,9,7,8,9,9,9,7,10,10,10,6,7,8,8,6,7,8,7,9,8,6,6,3,4,11,7,4,8,9,7,6,6,9,8,6,4,12,9,9,4,4,8,4,11,7,2,11,6,6,2,10,8,8,7,7,7,3,5,9,3,7,6,7,7,7,5,11,7,6,7,8,4,6,7,10,6,9,5,7,8,12,8,5,3,8,11,6,6,4,6,8,9,9,9,10,9,9,10,9,6,6,10,12,7,5,6,6,2,9,7,10,9,8,6,4,9,8,7,10,5,7,8,9,5,10,5,7,7,3,6,3,6,5,8,8,7,9,7,8,9,10,9,11,7,8,9,8,5,6,9,7,9,6,6,11,6,5,9,11,3,3,8,7,8,6,6,8,8,8,11,9,12,2,8,5,6,9,5,5,8,6,2,7,5,6,8,6,3,5,11,3,6,9,8,7,3,7,3,7,4,9,9,7,2,10,3,7,10,10,8,3,2,10,4,4,7,7,5,3,3,8,4,5,8,5,8,6,5,6,4,11,3,4,9,2,5,6,7,5,8,9,6,12,6,6,9,10,7,7,9,6,5,4,8,8,9,6,9,5,11,10,11,7,2,8,8,3,9,12,4,12,8,8,7,3,12,7,10,6,8,7,7,6,8,11,8,4,7,5,6,8,11,7,8,9,5,7,5,9,8,9,7,3,6,6,6,4,9,8,7,9,8,7,10,8,7,11,8,6,4,8,3,9,6,7,7,4,11,4,9,10,5,5,2,10,9,6,6,11,4,9,7,8,8,3,7,8,5,10,5,9,8,3,5,7,5,8,8,10,10,5,9,7,6,2,11,8,10,8,7,6,9,10,4,5,7,8,6,9,8,4,5,7,4,3,8,8,7,3,9,4,6,6,12,8,11,8,3,10,12,11,6,5,7,7,6,3,9,7,2,6,4,4,12,9,6,5,8,8,6,7,9,5,5,9,10,5,10,8,7,5,10,7,3,8,6,12,11,10,4,7,2,9,9,6,7,9,10,5,5,10,4,6,7,9,12,7,6,8,12,3,9,7,9,10,9,8,10,5,8,6,8,11,6,4,7,5,4,8,7,6,12,8,5,4,8,8,4,7,9,8,9,4,2,8,12,9,6,9,12,6,6,6,6,6,6,7,11,3,5,9,11,11,9,5,4,9,8,3,2,8,4,11,7,6,8,5,6,10,8,6,11,9,5,8,10,6,4,4,8,9,5,4,10,4,4,9,10,10,6,9,7,7,7,10,6,5,4,5,4,11,10,9,2,3,7,11,8,8,7,5,8,5,6,9,2,11,8,10,8,4,10,7,8,8,4,9,8,3,6,3,7,12,8,7,10,9,8,9,9,10,4,9,11,11,9,12,5,7,5,9,2,4,7,7,8,9,4,6,10,5,8,12,11,7,10,9,10,9,8,4,8,8,2,7,6,6,7,8,7,7,6,5,11,5,11,5,9,5,11,5,4,6,6,10,9,7,8,7,10,2,7,5,6,3,7,5,8,8,4,4,2,6,8,11,4,7,9,10,10,7,5,7,7,6,6,10,6,6,6,5,11,4,10,6,8,6,9,10,10,9,9,10,7,3,8,7,8,6,5,6,12,5,2,5,8,7,8,8,12,9,4,4,8,9,8,11,7,10,11,3,6,8,5,7,4,9,8,11,7,8,9,8,7,11,3,2,9,7,9,11,7,9,12,10,9,9,8,5,7,7,8,11,7,7,4,7,7,7,9,5,11,4,9,5,5,5,5,8,8,7,5,5,11,5,11,6,5,2,5,7,11,6,7,9,6,4,4,10,8,2,8,10,4,8,10,9,5,6,6,8,9,2,8,9,10,7,8,6,9,8,7,9,7,8,4,6,6,9,3,7,11,8,7,10,7,6,6,9,7,8,3,9,7,5,9,3,8,12,7,3,8,11,6,6,7,10,8,9,9,6,5,7,4,5,6,6,9,6,7,6,5,3,6,10,9,6,6,5,7,5,7,7,4,2,8,6,8,4,9,9,6,7,6,8,6,7,5,7,6,7,7,5,5,6,9,5,5,8,6,7,9,7,5,7,3,6,6,11,8,10,4,5,2,6,4,5,2,8,7,8,6,6,10,6,2,2,10,3,6,8,5,6,5,7,6,8,8,9,3,5,5,11,4,6,6,6,4,6,7,7,6,9,10,7,3,6,12,12,7,7,8,8,6,5,8,4,8,6,3,11,6,2,5,9,6,8,6,7,4,5,8,4,6,5,7,6,7,7,8,2,9,7,5,7,11,4,12,12,5,8,9,7,7,2,10,10,7,8,8,7,8,8,7,9,7,11,8,6,7,6,2,12,6,2,4,6,10,7,7,6,6,9,6,5,8,7,8,5,8,3,6,9,9,9,7,8,4,6,6,8,9,9,7,7,2,7,5,6,7,11,8,5,12,8,10,4,6,3,6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7,9,2,11,7,6,4,12,7,6,2,8,8,7,10,8,7,5,5,5,9,3,8,4,9,7,11,4,4,8,9,7,10,6,12,5,4,4,9,7,7,6,6,12,4,5,7,8,10,12,8,6,3,4,8,9,7,6,11,2,5,3,7,3,12,4,7,8,7,6,6,7,9,12,9,3,11,2,4,5,2,11,8,8,6,7,11,7,6,4,9,7,4,8,6,4,10,12,10,4,4,7,7,10,7,4,7,4,2,11,8,7,6,8,4,5,11,11,9,10,3,8,10,10,7,7,11,11,7,9,8,6,10,8,5,5,9,8,3,4,6,2,7,10,5,4,5,4,11,4,4,6,4,8,8,6,6,10,10,6,11,12,4,6,11,4,9,6,10,6,9,7,8,6,9,4,11,12,5,3,8,11,8,10,11,5,9,7,9,6,3,12,5,10,10,11,8,9,6,7,12,5,6,7,7,9,6,2,7,7,10,10,5,7,5,8,8,7,7,8,3,11,5,5,8,11,7,6,5,8,5,2,8,10,5,10,4,8,7,7,11,12,6,4,9,7,4,10,6,5,5,4,7,7,7,9,11,8,11,3,10,8,6,5,8,2,9,3,9,4,8,5,10,11,7,8,11,7,4,5,10,7,10,9,7,11,6,12,8,8,9,7,8,2,4,9,12,5,5,6,6,11,5,7,6,6,3,6,9,7,7,7,3,4,3,11,9,4,5,6,6,4,6,5,7,9,5,6,4,8,8,10,8,8,6,7,2,2,11,4,3,10,7,5,10,5,3,9,4,4,7,8,9,4,9,6,12,7,5,9,10,10,6,6,9,6,8,8,7,6,4,12,8,10,7,10,2,10,9,9,10,7,6,4,10,8,5,8,7,7,4,12,4,4,6,10,6,7,9,9,7,7,8,7,10,3,2,9,5,5,6,7,6,5,8,6,6,3,9,5,5,10,5,8,10,8,7,12,9,9,9,10,3,9,5,9,8,7,4,12,11,4,3,8,5,9,7,9,8,3,4,5,8,10,6,4,4,7,9,5,5,7,9,8,6,6,9,7,7,9,8,6,6,8,8,8,5,8,11,5,9,9,6,8,7,8,5,8,3,8,4,3,6,12,7,5,7,9,10,3,5,7,3,5,5,2,5,9,9,8,7,12,5,5,9,3,11,9,8,3,5,6,11,6,4,4,9,6,3,6,7,8,8,4,6,4,6,5,4,4,5,3,12,6,10,8,6,11,11,8,11,5,5,7,11,8,10,4,3,6,10,6,3,7,7,7,10,7,3,3,6,6,7,9,8,6,10,11,12,7,5,4,10,5,4,9,5,5,4,7,8,9,12,10,7,5,6,6,9,11,7,6,6,8,6,3,8,6,7,3,10,7,8,4,9,8,7,9,8,5,9,5,2,9,7,11,9,9,4,5,8,2,5,10,7,5,5,7,9,6,6,4,11,7,8,7,10,2,7,6,9,6,6,5,5,7,5,2,7,7,8,3,5,6,5,6,10,6,6,5,2,7,8,7,10,9,8,9,6,5,12,5,4,6,10,3,4,3,3,4,3,11,12,7,3,11,7,5,7,7,5,7,8,4,4,5,4,4,3,7,10,6,7,11,11,3,3,7,4,5,3,6,12,9,11,5,6,7,7,7,9,6,6,7,7,7,11,10,6,5,10,8,9,10,4,7,6,4,7,10,11,10,5,7,5,6,7,11,8,9,5,12,11,5,10,6,6,7,7,4,11,10,5,8,8,10,8,3,6,7,12,2,9,6,7,8,3,6,5,5,5,4,9,5,5,6,9,8,9,7,8,11,10,7,6,7,12,2,8,10,4,11,4,7,6,9,8,6,7,7,5,5,8,8,3,8,6,6,7,3,11,7,5,7,8,9,8,8,8,8,7,4,8,9,9,11,10,11,7,6,7,10,7,10,5,7,8,7,8,6,4,10,11,2,4,8,8,5,3,12,2,6,9,9,8,7,6,8,4,7,9,4,7,3,7,9,7,9,6,4,3,7,2,9,6,6,6,8,4,9,11,5,8,7,5,6,5,3,5,7,7,7,8,6,7,6,5,5,6,3,9,12,9,7,9,6,10,12,10,4,5,7,8,5,9,3,5,6,5,10,3,4,8,7,4,8,8,8,7,8,10,8,6,8,4,10,10,6,6,9,7,9,5,10,7,6,8,12,6,9,5,9,9,9,9,3,6,7,10,9,10,11,8,10,5,6,10,7,8,9,4,10,7,10,7,9,10,8,9,11,7,9,8,9,5,7,8,3,4,6,8,8,8,9,5,4,11,7,12,7,8,7,11,8,10,7,9,10,7,6,8,3,3,11,7,7,3,3,5,3,4,3,8,8,7,7,4,9,11,7,9,7,6,8,6,9,9,10,6,3,4,7,6,5,10,6,10,6,8,4,12,9,8,2,8,6,2,6,5,7,6,3,8,11,9,7,5,11,6,4,6,8,8,4,5,12,11,6,7,11,9,8,9,7,5,10,3,4,5,10,4,2,10,7,8,9,8,8,11,2,3,8,7,9,4,5,4,5,9,5,5,12,10,8,7,10,3,8,10,4,9,10,10,9,9,9,4,7,5,2,8,6,6,8,4,7,9,3,3,8,9,3,8,6,4,12,9,9,8,7,10,7,8,7,6,7,9,3,9,12,11,6,10,9,8,7,7,10,11,9,11,7,7,7,3,8,8,11,11,4,7,6,7,5,5,6,7,11,8,3,7,3,9,8,5,8,9,8,7,7,9,7,7,5,4,8,11,6,8,7,3,6,11,10,12,7,10,5,6,4,5,3,9,9,6,8,5,7,3,10,2,11,10,6,9,10,7,8,6,10,5,11,8,5,10,8,9,7,8,8,10,2,7,8,8,10,4,4,8,12,11,9,5,5,9,3,7,9,7,7,6,6,10,2,5,4,6,8,7,2,7,6,3,8,8,2,6,5,11,5,5,7,11,7,6,6,10,4,6,7,5,5,7,8,6,4,11,6,11,7,5,7,9,3,3,7,11,5,5,6,10,6,5,12,9,7,6,4,8,5,10,6,9,5,9,4,6,11,6,4,11,8,6,8,6,9,6,7,10,7,5,7,7,7,5,9,7,6,7,5,11,2,8,11,11,6,6,6,6,8,2,9,9,7,4,5,8,10,10,9,2,5,9,8,7,9,8,6,7,12,10,8,9,12,12,6,8,5,5,5,6,6,2,8,3,5,7,6,7,10,7,11,6,8,9,5,10,6,6,9,10,4,5,7,4,4,11,9,9,11,2,3,5,7,6,8,6,10,3,4,6,4,4,8,5,9,11,6,9,7,9,8,6,7,11,4,7,7,4,6,10,5,9,6,8,5,6,4,10,8,8,9,8,9,6,3,8,8,7,8,9,8,5,7,4,7,9,8,4,4,9,6,5,2,6,3,8,4,9,6,9,5,9,6,5,10,7,7,9,6,5,8,4,6,2,11,10,10,6,9,11,9,7,5,6,4,7,12,7,7,8,5,3,3,7,8,4,6,4,10,7,5,10,11,7,7,7,6,9,11,10,9,9,11,7,9,9,6,9,6,7,5,2,7,11,7,7,6,4,6,12,9,2,7,3,9,8,4,2,8,9,12,7,7,7,11,9,8,9,7,9,5,2,7,6,5,7,10,10,8,7,8,10,11,9,8,7,6,7,4,9,7,10,6,11,6,5,9,5,9,12,6,7,7,8,11,2,8,6,5,6,6,6,4,4,7,7,5,8,10,3,6,5,6,3,3,2,6,11,4,3,8,10,6,8,7,3,11,5,9,10,12,8,5,8,8,9,2,4,8,11,8,7,10,10,8,7,8,10,11,7,8,12,7,9,9,10,6,7,6,4,12,7,3,9,4,10,4,11,10,5,6,9,4,3,6,5,2,4,8,8,10,10,6,6,10,5,6,10,4,9,7,6,4,6,10,11,6,5,12,4,7,5,8,4,5,4,8,11,5,9,10,9,5,6,5,7,8,3,4,8,8,8,11,9,7,12,7,10,7,11,2,8,6,10,6,7,8,7,10,5,10,3,2,5,10,8,8,10,6,6,6,9,7,11,7,7,9,11,3,5,6,4,10,7,11,7,10,3,9,10,8,7,6,11,7,5,4,5,6,5,5,3,8,4,4,4,6,12,9,11,5,7,9,6,9,4,7,5,3,9,5,5,6,10,5,7,10,8,6,6,11,5,3,8,5,9,7,7,7,7,8,11,5,7,4,8,4,5,11,10,5,10,11,8,10,5,9,3,4,7,8,12,9,6,9,4,4,9,6,6,9,9,6,10,3,9,2,3,6,9,8,4,3,4,11,5,11,10,7,9,5,7,6,6,5,8,9,9,10,8,8,6,4,7,6,6,9,9,7,6,6,10,5,6,8,7,8,10,7,9,8,6,8,10,10,8,10,8,6,7,8,4,9,7,10,6,5,7,12,10,7,8,8,7,3,4,10,9,4,11,7,9,3,7,5,11,6,6,8,9,7,8,3,8,8,6,5,5,7,9,5,6,7,5,6,8,4,5,10,3,8,4,9,12,7,8,8,8,8,6,4,5,5,8,3,10,6,7,7,7,9,6,5,9,9,5,6,8,7,6,5,9,6,11,8,5,10,8,6,9,8,10,8,6,11,8,4,4,7,4,6,8,6,8,7,11,6,5,4,6,5,6,3,8,4,7,2,8,10,8,7,8,11,5,5,4,7,7,10,8,8,5,5,3,10,7,10,5,4,7,4,8,5,7,7,12,4,8,11,3,6,11,3,6,8,6,6,9,5,7,6,9,10,7,8,6,4,9,9,4,3,3,2,9,3,9,4,6,4,6,8,11,2,4,7,3,12,12,5,4,5,10,9,11,7,9,6,6,5,8,10,7,5,3,6,7,9,11,9,5,2,10,8,7,7,6,8,9,6,7,10,8,8,8,7,8,10,11,9,9,10,11,2,7,7,8,8,2,5,4,7,5,12,4,12,6,7,5,8,5,10,9,8,3,7,8,7,8,3,8,10,4,5,9,8,6,7,8,9,7,11,7,2,6,6,7,4,4,4,8,5,4,7,8,8,4,8,7,8,7,10,5,6,7,5,2,6,11,11,3,4,8,6,5,2,8,8,8,7,8,5,4,6,8,7,9,12,6,6,8,3,6,4,3,6,11,10,8,11,11,8,11,8,10,2,9,4,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6,10,5,8,7,9,3,8,5,10,7,6,8,8,5,5,7,6,4,8,8,6,11,8,9,7,4,5,7,6,4,8,9,5,11,3,6,6,4,7,7,8,5,8,5,11,3,8,9,6,12,6,11,7,12,3,8,12,7,7,11,8,3,7,8,8,7,5,6,6,8,6,9,10,9,4,4,8,9,6,3,10,5,10,9,11,10,9,11,4,9,6,10,12,7,11,9,9,9,7,8,3,6,3,11,4,3,7,11,7,8,8,5,7,6,7,2,8,5,7,4,5,4,6,12,5,5,9,3,9,7,5,3,6,8,3,6,11,7,10,5,3,8,8,4,6,7,8,5,4,12,6,4,9,6,10,3,6,5,6,7,5,9,11,7,6,4,6,3,7,5,3,2,10,11,10,11,8,3,10,9,10,7,8,3,10,7,11,4,6,9,3,3,5,4,10,8,6,7,9,8,6,7,10,10,5,7,8,3,6,7,5,2,5,8,10,7,5,8,8,7,7,2,10,8,2,8,9,4,3,5,4,4,7,6,3,5,7,8,3,8,6,8,7,9,6,7,4,9,7,7,12,7,7,5,11,10,7,6,12,4,8,6,7,4,2,6,7,8,8,2,5,6,11,6,9,6,7,6,6,7,6,4,8,3,3,8,7,8,7,10,6,7,5,7,11,10,3,11,8,6,7,7,7,9,6,4,7,3,5,6,4,7,8,6,11,3,11,5,12,9,6,10,7,8,2,3,7,10,8,9,10,12,9,2,10,6,7,8,7,3,3,5,6,7,6,5,8,6,8,10,9,4,6,6,12,11,12,11,2,7,9,6,6,7,9,6,10,6,6,8,7,7,8,3,10,5,8,5,4,8,12,7,4,5,9,7,8,6,7,8,9,6,12,8,6,6,2,3,7,7,5,12,9,8,7,6,8,9,6,5,4,7,7,6,4,4,5,6,2,6,7,8,6,5,4,7,7,9,9,7,6,3,3,5,8,9,9,11,11,10,5,4,3,6,11,5,7,6,5,4,6,10,8,10,7,5,9,3,6,11,10,6,8,8,8,5,7,11,9,7,11,6,11,9,5,6,8,8,8,7,6,4,9,8,7,9,7,3,7,5,9,11,5,9,2,4,5,8,8,9,3,7,7,4,11,7,7,4,11,6,6,7,11,10,8,3,4,7,11,8,2,10,8,5,5,5,7,3,3,6,9,4,10,8,6,6,2,6,7,10,9,12,7,6,9,5,9,9,6,10,10,9,10,6,9,7,7,7,6,7,6,11,7,5,4,7,10,10,8,6,9,5,3,3,9,7,9,5,10,11,12,5,9,4,8,8,11,6,12,5,6,12,9,7,6,5,7,4,2,6,7,10,5,6,6,6,10,8,5,10,5,11,8,2,5,9,11,4,5,12,8,11,7,10,7,6,5,5,9,8,8,4,4,5,5,4,10,9,7,7,4,9,8,7,8,9,8,11,6,6,6,7,4,9,7,7,8,2,8,5,11,5,7,10,5,3,7,11,4,5,7,9,7,4,6,6,7,9,6,3,11,11,3,8,12,6,9,6,10,7,6,6,8,5,9,4,10,5,7,4,6,9,7,7,6,5,8,2,12,7,7,7,7,2,7,5,2,6,5,4,9,5,7,6,5,8,8,9,9,5,3,9,4,7,9,6,4,12,7,5,4,11,7,6,8,10,6,3,3,5,5,10,3,5,9,6,4,8,9,6,3,5,5,7,8,11,7,7,7,9,9,8,5,10,8,9,9,7,7,6,7,7,2,7,9,5,5,8,11,6,8,6,7,2,2,8,6,8,4,8,6,9,8,11,9,7,4,4,6,7,6,8,11,7,5,9,10,5,8,11,9,7,9,5,9,11,6,10,3,4,4,12,8,4,4,10,9,9,11,4,6,8,8,10,5,7,6,11,8,9,5,12,6,11,9,6,10,8,7,4,5,5,6,9,3,5,8,10,7,3,8,8,12,8,8,7,10,8,5,4,11,6,5,7,4,5,6,11,3,3,6,7,7,4,7,6,8,10,7,10,4,6,8,6,9,11,9,10,11,5,8,4,8,4,4,5,7,7,5,6,7,8,7,5,9,5,3,3,9,9,8,3,3,8,5,7,9,2,10,7,7,3,7,5,10,2,8,9,9,8,9,6,8,4,7,7,4,7,8,8,3,8,8,7,6,11,8,5,8,4,7,5,8,5,6,8,5,12,3,5,5,7,7,3,12,7,6,7,6,6,6,9,5,5,2,8,8,6,8,10,7,4,5,4,8,9,6,9,4,4,8,8,5,3,11,5,9,6,8,10,10,4,9,7,10,7,2,6,6,9,9,7,8,6,3,4,4,9,10,5,9,10,9,8,5,10,8,5,7,9,7,7,9,4,8,7,6,5,5,5,8,4,2,6,7,9,8,6,12,5,11,8,5,7,4,6,5,6,10,10,10,10,6,4,2,8,12,10,5,8,6,4,7,4,4,8,9,8,7,8,10,2,2,9,8,9,9,6,5,5,8,6,2,10,8,7,11,5,3,4,7,10,8,9,5,4,7,2,8,10,9,6,8,8,3,4,9,5,5,11,7,5,10,4,9,5,6,7,9,9,5,8,7,7,6,10,6,9,9,10,9,9,5,8,9,8,12,4,9,8,7,5,7,3,4,7,8,10,6,6,9,7,9,8,9,11,9,9,8,10,9,6,12,7,8,6,6,4,9,11,5,9,2,6,7,10,3,5,12,4,9,7,9,5,4,7,8,8,4,6,11,6,6,5,7,12,7,7,5,10,11,8,6,7,6,8,9,8,3,8,11,11,8,7,12,3,6,8,9,7,6,7,5,6,4,11,5,7,10,7,5,9,9,7,9,8,4,6,7,5,7,4,6,5,8,9,2,7,8,11,10,10,11,4,8,6,4,10,7,9,4,10,9,3,12,5,9,4,7,7,6,7,8,8,2,6,9,3,11,6,5,11,4,8,8,3,10,4,4,2,8,9,6,3,6,11,8,2,8,7,12,7,10,10,7,5,7,6,10,4,9,5,11,5,4,4,12,6,4,8,2,6,10,9,7,7,5,4,8,3,6,5,8,9,5,7,10,10,9,7,6,4,9,3,10,7,7,7,4,9,3,4,6,9,7,3,7,10,7,6,9,4,11,11,4,9,9,4,7,9,7,8,7,6,8,10,10,9,2,10,12,2,5,9,9,9,6,8,11,3,8,10,8,6,7,8,8,7,9,7,3,4,10,7,6,9,4,6,10,8,6,5,7,10,6,4,6,11,7,9,3,5,9,3,6,6,5,10,5,8,10,8,9,6,10,9,8,6,5,4,7,11,6,8,8,4,5,8,9,5,8,8,6,6,5,7,8,7,9,5,9,6,10,5,7,11,10,4,10,4,10,7,7,11,4,4,4,2,11,10,9,7,2,10,4,3,5,4,8,8,9,11,6,12,9,8,3,7,9,5,12,6,6,6,10,8,7,2,9,8,9,8,2,10,8,9,4,7,9,3,5,7,7,10,3,4,3,8,7,9,9,9,2,5,11,4,8,12,7,11,12,4,10,5,6,5,10,3,9,9,7,6,8,5,4,9,10,10,10,6,3,11,6,10,7,4,6,7,8,6,7,4,5,4,7,7,7,5,7,9,7,8,3,7,9,8,5,7,7,6,7,6,2,7,10,6,3,8,5,4,3,6,6,6,6,7,7,8,6,8,3,8,2,4,7,3,6,5,9,2,9,9,6,4,6,9,7,6,9,8,7,8,7,7,12,2,10,6,8,2,10,6,10,5,9,7,6,4,4,6,6,3,3,6,10,4,5,10,5,9,6,2,12,7,4,9,8,8,8,5,3,8,10,8,6,10,7,9,5,8,7,5,4,7,5,6,9,6,6,7,5,10,7,7,7,2,8,2,4,4,10,2,9,10,6,11,8,8,5,7,12,3,5,9,10,2,10,5,4,6,4,3,12,7,11,8,4,6,6,5,10,7,9,9,7,6,8,3,7,8,10,7,3,6,2,4,4,7,8,9,7,5,9,7,6,5,11,12,7,7,7,7,7,9,4,3,10,11,6,7,6,4,10,8,7,6,11,10,5,3,9,7,4,9,6,4,9,5,8,9,6,5,7,12,5,5,7,6,7,10,7,8,9,10,2,2,7,3,7,3,7,5,6,9,3,6,9,11,8,5,5,11,12,6,6,7,4,6,6,7,7,9,6,7,8,3,8,4,8,5,9,8,9,5,5,11,11,6,10,5,8,7,11,6,7,8,8,10,11,3,7,6,7,5,12,3,7,10,7,5,12,7,5,4,5,6,5,9,4,6,5,3,7,10,12,8,7,9,4,2,5,3,4,6,3,6,9,6,11,8,10,8,4,9,6,8,6,6,5,8,6,5,8,5,5,7,8,6,11,8,11,7,6,5,6,7,10,7,11,10,10,10,7,3,6,7,5,6,6,11,6,9,4,10,6,7,5,9,11,12,11,8,2,4,5,12,6,9,8,7,11,6,8,3,6,8,8,7,6,6,8,5,4,7,9,5,8,7,7,7,2,7,8,4,8,5,9,7,10,10,7,12,5,12,7,9,10,8,3,12,7,9,7,9,6,7,6,7,6,6,3,12,8,10,4,9,11,8,7,9,6,11,9,9,6,7,2,2,6,12,7,6,7,4,7,4,11,5,4,10,2,11,7,9,7,8,5,6,11,9,7,4,11,7,10,8,8,6,3,6,10,8,9,10,7,11,9,9,8,5,7,5,4,8,3,7,3,7,4,5,3,7,3,10,6,9,8,10,8,6,7,7,6,8,6,8,10,11,8,8,3,8,8,9,8,11,4,6,5,7,7,6,6,6,8,9,7,7,7,8,9,11,3,7,3,10,4,6,4,7,5,6,7,10,8,3,4,7,4,8,8,5,6,9,7,4,6,5,9,10,10,3,8,4,9,9,11,10,8,8,7,5,9,2,7,4,6,8,5,7,5,10,6,7,6,9,6,6,10,5,8,7,6,4,4,7,5,8,11,8,6,6,6,8,7,6,2,10,8,4,8,8,8,11,2,10,9,7,6,3,6,4,8,8,11,11,9,10,9,5,7,8,7,4,10,8,5,8,9,8,7,7,11,4,3,3,4,7,2,7,8,12,7,7,6,8,9,3,7,11,7,4,4,8,5,9,6,4,6,12,6,9,3,10,5,9,8,10,3,11,3,9,7,2,6,7,8,10,4,10,5,4,3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5,3,7,5,5,7,5,12,8,6,10,8,7,4,4,8,5,7,6,9,6,7,12,8,4,7,10,6,5,9,10,7,5,3,7,9,4,10,10,9,8,6,11,5,7,8,6,6,9,12,8,11,7,5,5,7,11,9,9,2,8,4,4,4,7,9,3,6,8,6,7,7,8,8,8,10,7,6,11,8,7,9,11,9,6,7,5,8,10,6,8,2,7,6,5,6,7,7,5,7,3,4,6,11,8,10,8,8,9,10,8,4,7,5,5,7,2,8,4,8,4,12,6,8,5,11,10,4,7,8,5,7,7,3,4,7,8,4,5,9,9,10,6,10,6,7,6,5,8,5,8,8,4,6,6,9,4,8,8,7,4,9,7,11,7,5,5,7,8,6,6,5,9,8,7,5,5,10,8,8,6,7,7,6,12,5,6,8,6,2,7,5,6,9,7,12,9,7,7,7,7,4,6,9,6,8,5,11,6,11,7,5,8,7,5,6,11,3,7,7,8,7,7,6,8,8,5,9,4,8,9,7,6,3,6,9,6,4,5,6,10,8,7,8,6,6,5,6,8,6,7,7,9,7,11,10,10,9,8,7,11,3,11,4,7,5,8,7,3,9,4,7,10,8,6,8,11,3,11,12,6,9,6,5,4,8,7,3,5,5,10,8,3,9,3,5,8,6,6,3,6,6,10,7,8,9,9,5,11,11,9,10,5,5,10,8,8,6,4,5,5,4,10,11,9,3,4,9,4,10,4,2,2,5,11,6,9,4,9,10,8,8,6,8,7,5,11,9,6,6,7,6,11,6,11,10,4,5,10,8,9,4,6,4,11,2,5,9,8,7,8,4,6,3,7,8,6,10,3,4,7,7,8,2,6,3,6,10,6,9,8,11,2,8,9,7,5,11,4,9,7,6,3,6,3,10,3,11,11,10,8,5,9,9,10,11,10,5,9,2,11,4,8,6,11,9,5,5,6,6,7,11,7,8,5,9,12,3,8,5,7,10,6,9,6,10,6,10,7,11,2,10,4,8,8,10,5,8,5,10,9,7,7,7,9,10,2,6,5,10,4,11,3,8,5,6,7,4,6,9,8,11,7,9,10,6,7,7,10,5,7,2,4,4,5,6,6,9,8,3,8,10,7,7,6,8,9,12,7,9,10,5,2,4,8,6,8,7,10,7,5,9,9,10,8,6,4,10,8,7,7,5,4,9,12,8,5,9,7,10,11,10,8,10,7,6,6,7,10,5,10,10,10,7,3,6,4,8,3,4,7,5,9,4,3,9,3,7,6,6,9,11,8,6,10,2,5,7,12,8,5,8,5,3,11,7,11,7,9,12,4,8,4,6,4,11,8,5,7,5,6,6,8,11,5,5,3,4,5,7,8,6,9,11,6,4,8,5,10,5,11,4,3,8,7,6,7,8,11,12,3,5,8,11,6,6,10,11,7,8,8,4,5,7,4,2,5,9,2,12,7,9,5,5,5,10,9,2,2,5,7,8,9,9,6,4,4,5,11,7,6,4,4,10,8,10,3,3,10,7,7,10,7,11,9,8,5,8,6,9,6,11,10,9,8,7,4,5,11,9,9,6,10,9,8,3,6,9,4,3,9,8,6,10,8,6,10,6,10,8,9,8,4,8,8,10,11,4,7,7,5,7,5,7,6,9,6,4,8,3,5,2,5,5,6,8,7,8,5,9,4,5,5,11,7,7,10,6,8,9,8,11,10,12,7,4,4,7,4,5,10,7,7,7,6,3,6,9,4,11,10,9,8,3,8,7,10,10,10,4,8,8,6,7,7,6,8,5,3,9,2,12,7,6,7,6,2,7,7,3,3,7,8,7,12,6,10,4,9,6,7,9,7,6,8,6,7,5,8,9,7,8,8,4,7,3,3,10,3,7,7,6,7,5,9,5,7,3,3,6,3,4,8,12,4,2,11,6,6,6,6,9,3,11,12,10,7,12,6,6,9,5,10,3,2,6,9,9,6,9,12,5,4,4,5,5,9,10,4,6,7,11,4,7,5,7,9,7,8,12,6,11,7,6,8,7,9,11,7,4,5,9,8,6,8,10,5,6,9,5,6,6,8,8,11,5,5,9,11,8,5,6,9,3,4,6,10,6,9,8,2,3,6,10,5,10,4,9,7,10,6,7,10,6,10,6,8,6,11,9,3,7,8,6,8,8,11,4,6,4,7,9,5,4,10,11,8,6,7,2,8,7,6,7,7,8,7,3,6,7,11,10,11,4,6,7,8,7,5,11,4,8,10,8,6,8,11,7,5,7,5,2,6,8,6,11,7,10,9,8,5,5,3,6,11,3,11,11,2,6,5,2,2,6,7,3,6,5,7,8,4,6,5,10,7,9,8,8,7,12,11,5,8,6,2,12,5,7,6,11,3,5,7,7,11,3,4,11,11,5,4,9,5,8,4,6,7,7,7,5,8,9,5,9,9,4,5,5,4,8,4,4,9,10,7,8,6,10,7,12,5,5,7,11,5,5,11,8,5,8,9,10,2,5,4,12,2,9,7,10,8,7,6,5,2,3,6,6,5,4,5,4,5,8,9,8,9,5,7,10,5,4,3,7,10,7,9,11,6,8,11,6,8,8,9,2,4,8,6,5,11,5,7,8,7,8,8,8,12,6,4,11,7,10,11,6,7,7,9,11,8,5,5,8,10,11,3,7,10,10,4,4,7,12,10,9,9,7,3,6,4,4,6,8,11,4,11,6,7,3,5,11,4,8,7,4,6,4,7,10,7,5,7,3,6,9,8,7,6,9,4,8,7,4,2,6,6,5,9,10,9,8,7,3,7,4,8,3,2,11,4,7,7,4,10,9,8,8,3,7,10,5,3,6,5,7,10,6,5,7,7,11,3,7,6,7,10,6,9,11,10,8,4,7,9,3,7,6,6,3,3,10,5,7,8,11,10,11,11,7,9,8,8,9,8,7,4,3,11,10,8,7,6,7,8,10,6,10,6,5,6,6,3,2,4,3,6,9,6,10,7,9,8,4,7,3,5,8,10,8,3,10,7,12,7,5,2,6,8,8,8,4,7,6,6,7,12,9,6,2,4,8,9,3,9,3,11,4,5,8,7,7,9,12,6,8,10,7,5,7,11,4,9,5,10,8,3,4,9,7,5,11,8,9,7,7,6,7,8,6,7,6,10,6,9,2,5,12,6,9,4,8,4,8,11,4,8,5,4,6,8,3,6,9,3,6,4,5,7,11,4,9,6,4,6,4,12,4,10,3,7,4,7,4,7,9,7,8,10,7,8,10,4,6,4,12,6,10,9,3,8,9,4,7,9,9,5,6,12,2,8,5,9,3,9,8,4,4,12,4,3,7,8,11,6,9,5,5,7,7,10,6,6,8,5,8,4,5,10,7,4,6,8,8,8,4,5,8,9,7,6,10,5,11,6,3,8,3,8,3,8,8,4,6,9,8,4,6,9,9,7,9,5,3,5,3,11,6,5,11,8,9,3,7,9,7,6,7,5,10,3,5,5,3,9,8,5,4,12,10,11,6,9,8,9,8,3,9,5,7,7,7,4,8,6,3,7,8,5,8,11,5,11,10,3,4,5,5,9,9,7,3,9,9,8,7,9,2,4,4,11,7,10,6,5,8,10,2,8,5,9,12,5,6,4,5,5,11,3,10,6,6,2,9,11,5,7,10,7,6,7,8,4,10,7,9,4,11,6,9,7,6,8,4,10,12,7,7,7,6,9,7,5,6,7,6,9,7,9,5,9,6,9,8,11,6,9,7,4,10,5,12,8,7,10,10,10,7,11,5,4,7,6,10,12,5,6,8,9,8,4,6,6,11,9,8,5,6,9,8,6,10,8,3,11,7,5,7,9,6,9,9,6,12,12,6,3,3,9,10,9,4,6,8,12,11,9,12,6,10,9,5,10,6,12,4,10,10,4,11,3,7,8,6,8,9,6,6,8,10,10,9,12,7,12,11,7,7,5,9,7,6,9,5,3,4,3,7,6,7,8,7,9,6,8,12,5,7,3,5,5,5,10,9,7,4,9,9,6,5,5,8,3,10,7,8,7,9,7,4,9,7,11,6,8,6,7,9,7,9,11,10,9,9,9,12,4,4,9,9,3,4,5,9,11,6,10,12,8,7,7,7,7,5,4,9,8,5,8,5,7,9,6,8,7,9,4,9,3,8,6,4,8,11,8,5,5,7,9,8,5,4,3,8,3,9,11,9,7,5,9,11,7,11,12,8,10,6,4,8,7,3,10,10,9,7,10,5,6,12,10,6,8,9,7,4,5,10,10,11,8,3,8,4,5,5,10,8,7,11,6,9,10,8,3,8,10,10,6,3,7,6,8,10,10,7,3,8,7,12,8,7,8,11,5,3,11,3,9,6,9,12,7,6,9,5,4,4,5,4,3,9,11,6,8,11,5,6,7,5,4,6,7,5,8,10,10,2,10,2,8,9,4,9,7,4,11,5,8,7,7,5,7,10,8,4,8,12,7,5,10,9,8,6,3,8,7,9,8,4,4,5,6,7,7,7,7,7,6,9,7,5,8,6,3,7,11,8,8,7,4,9,9,10,6,6,5,5,11,3,6,11,5,5,5,11,11,6,7,11,11,4,7,7,7,7,5,5,8,9,7,4,10,8,3,7,7,7,11,3,11,7,8,7,7,5,4,6,5,8,5,3,4,7,2,9,12,9,10,4,6,3,12,6,7,7,5,10,7,3,7,6,7,5,4,5,7,6,6,9,8,9,7,2,4,6,8,7,3,7,7,4,6,5,6,6,7,8,7,7,8,5,9,7,7,8,6,2,2,4,7,8,10,8,7,8,7,5,4,7,5,9,11,6,9,10,3,9,7,11,11,7,9,12,4,6,9,7,11,9,6,6,6,7,7,7,8,3,10,6,8,4,7,7,10,10,9,4,12,4,9,3,4,8,9,9,8,7,4,5,11,6,8,3,7,5,4,5,10,5,7,7,5,9,6,7,6,7,6,7,6,5,6,9,10,9,5,10,8,4,4,8,2,3,10,4,11,7,8,8,9,10,5,7,6,8,5,9,8,6,5,4,11,3,6,6,9,3,7,12,8,8,5,7,10,7,4,9,9,7,7,4,5,6,7,9,3,8,9,6,8,5,9,3,5,7,5,7,3,9,8,8,7,9,5,5,8,4,7,10,3,8,8,4,9,8,8,8,6,4,6,3,12,7,8,6,5,9,2,6,11,5,3,3,7,4,9,6,4,3,8,9,11,6,7,12,9,10,5,6,2,12,8,8,10,9,3,7,8,7,3,4,12,8,9,5,8,5,2,7,8,9,6,8,5,9,11,9,8,7,3,9,11,6,9,12,3,11,9,11,9,6,11,8,4,6,8,9,11,7,8,7,5,8,8,5,5,7,8,5,11,10,8,9,6,7,4,9,7,9,7,4,4,7,8,9,9,8,6,4,9,4,6,10,7,9,12,8,6,5,8,11,9,6,3,11,7,11,6,8,11,11,6,7,11,7,3,6,7,11,7,8,7,12,8,11,10,5,8,10,7,6,8,6,3,2,8,9,8,3,4,9,8,10,8,11,6,7,4,8,4,4,10,8,10,8,7,3,4,6,8,7,8,6,11,9,9,9,6,6,7,8,10,5,5,11,4,8,5,7,7,8,4,9,6,7,6,3,12,3,9,9,2,6,5,5,6,4,4,7,8,10,4,5,6,5,10,10,7,3,5,10,8,9,11,6,5,8,9,5,6,7,6,6,11,3,4,8,9,4,4,6,7,7,4,9,9,10,6,7,5,5,7,7,3,4,9,2,8,10,7,6,11,6,8,7,6,5,7,2,7,8,7,8,8,2,7,7,7,11,3,6,10,7,12,4,2,7,3,5,5,6,6,9,4,8,9,6,7,9,10,7,7,4,6,10,12,4,7,5,6,2,6,5,6,7,9,9,8,7,4,7,10,9,9,5,2,10,5,6,7,9,6,5,11,6,4,4,9,6,6,8,7,6,4,7,10,10,8,7,8,10,5,7,12,9,5,11,8,11,7,8,2,5,6,5,6,5,6,8,4,7,7,6,4,8,10,10,10,5,12,6,10,9,2,7,9,5,6,7,7,9,6,5,10,6,8,4,12,9,7,11,10,8,5,7,6,7,3,7,3,7,7,8,9,7,3,9,6,6,11,7,4,6,6,11,4,7,9,6,5,9,11,10,9,7,8,8,6,2,6,11,7,10,10,11,9,4,10,4,8,10,7,3,6,10,10,10,4,10,10,11,9,4,7,8,11,5,5,5,7,5,6,8,9,7,6,7,8,8,4,4,9,7,9,8,10,6,9,5,4,3,5,10,8,4,10,4,8,4,9,11,7,7,9,10,5,9,6,10,5,6,4,7,7,9,7,3,6,7,9,3,7,7,4,3,6,7,4,5,8,9,8,8,7,11,6,4,11,9,5,3,7,10,11,9,8,6,9,7,11,9,3,5,10,7,7,3,9,10,6,10,5,10,5,9,7,6,10,6,12,7,6,9,9,3,7,9,5,10,7,5,8,8,9,5,7,10,4,3,10,10,7,8,5,7,6,7,7,6,5,10,10,5,8,9,4,5,5,7,8,7,7,4,12,7,5,5,10,5,9,4,8,7,7,3,3,4,8,7,4,4,8,7,5,3,4,6,7,10,5,8,8,6,7,5,6,9,10,7,11,4,9,5,4,7,5,9,12,10,5,7,8,3,3,5,7,7,2,6,8,9,3,4,3,8,9,11,8,8,7,8,10,5,7,8,7,5,4,7,8,9,6,7,7,5,9,8,4,8,7,11,7,8,6,10,9,5,11,8,5,6,10,8,7,5,3,7,11,6,6,6,5,10,7,11,10,4,6,8,8,3,9,6,4,12,4,7,4,9,11,3,4,10,6,9,8,4,11,5,4,2,9,11,9,5,7,5,7,11,7,8,6,9,5,10,6,8,9,9,10,4,12,10,3,5,8,9,6,7,6,8,6,8,6,11,5,6,10,5,2,4,6,9,11,7,7,10,6,5,6,5,4,8,6,10,8,11,5,5,3,7,11,3,9,8,4,9,4,9,8,9,9,6,11,3,11,7,8,3,5,6,7,11,9,7,11,5,7,5,7,9,5,11,7,8,7,7,7,4,8,10,10,4,6,5,7,2,6,10,3,5,12,9,6,6,10,11,9,10,8,4,9,9,7,8,11,5,6,11,2,8,6,4,7,11,9,3,9,6,10,4,3,5,6,9,3,10,6,6,5,2,8,11,11,6,4,12,9,5,10,12,4,5,6,3,12,6,5,4,8,8,6,8,8,9,8,3,11,6,3,4,4,7,3,8,7,11,10,6,9,5,12,5,10,9,6,9,8,5,12,4,6,2,6,8,7,8,7,5,4,6,5,10,8,4,7,4,4,5,6,8,5,10,8,4,6,6,7,4,10,6,5,8,5,8,7,3,8,7,8,2,8,5,11,6,7,6,6,8,7,6,5,8,9,4,5,5,6,7,10,8,9,8,4,9,9,6,8,6,6,12,5,5,6,6,6,10,6,4,7,4,7,5,10,7,7,8,2,5,10,11,7,9,6,12,8,6,7,4,7,11,9,8,7,10,12,11,9,10,3,5,10,5,6,7,6,11,11,8,11,10,7,8,6,11,11,7,6,6,8,8,7,6,2,12,11,7,8,8,10,4,7,10,7,12,10,5,8,3,8,4,3,8,5,7,4,4,7,4,10,9,11,8,4,3,11,5,7,9,10,8,9,9,8,4,4,7,6,8,7,6,10,6,8,7,12,3,3,3,10,5,2,4,4,10,9,7,2,12,8,10,7,6,3,5,8,5,4,10,8,6,7,7,6,7,6,8,2,8,4,7,9,5,5,4,10,2,11,7,2,6,6,8,10,11,8,8,3,10,4,4,7,6,6,8,5,4,6,5,4,7,6,6,4,7,6,7,9,10,7,4,9,8,7,12,7,5,11,5,3,6,3,6,11,4,8,11,7,5,11,6,9,10,7,11,7,8,10,7,7,6,4,9,3,4,8,9,3,4,5,9,7,12,6,4,4,6,8,7,4,5,8,6,10,8,6,2,6,7,3,8,8,8,4,9,9,3,10,5,6,4,4,4,8,2,8,9,4,6,9,9,7,8,9,3,7,6,6,8,2,12,5,4,4,6,12,3,9,5,10,8,9,7,8,6,8,9,8,8,12,9,6,10,5,10,8,9,4,5,7,7,8,9,9,9,8,3,9,10,5,9,12,8,8,9,6,9,12,4,10,7,9,12,11,4,9,7,10,7,6,4,7,5,8,8,5,6,5,11,6,7,12,5,6,9,8,4,10,11,4,5,6,6,9,8,8,5,11,6,7,9,9,6,8,10,5,7,4,8,9,11,8,6,5,8,4,5,4,3,6,7,8,8,4,8,9,10,8,4,4,3,9,6,5,5,6,12,7,10,7,8,7,7,7,11,4,4,3,9,2,5,5,7,6,10,4,8,4,4,11,10,4,8,8,6,11,10,10,8,7,10,9,7,3,4,7,10,6,5,11,11,6,6,9,4,8,6,8,7,12,2,8,4,9,8,7,9,11,11,7,5,8,8,7,10,8,5,9,6,12,7,7,8,5,5,4,9,11,9,5,5,10,9,7,3,8,7,6,6,7,4,7,8,12,5,10,7,11,5,9,6,4,7,5,8,4,6,3,9,4,5,6,3,9,8,10,6,9,5,3,8,4,8,11,11,9,7,7,4,5,3,8,8,12,11,8,4,7,7,4,4,10,7,7,7,6,7,11,5,8,8,7,5,10,7,6,11,7,5,11,6,4,5,10,5,6,7,8,11,7,7,9,9,5,6,8,4,3,8,3,7,5,5,5,8,11,3,8,6,11,4,6,9,5,6,2,12,7,6,7,7,4,9,4,8,10,6,7,5,9,2,5,9,9,8,7,7,3,12,6,3,8,7,6,4,10,7,11,9,8,10,9,11,7,4,8,4,10,2,4,5,12,4,4,3,5,7,8,10,4,5,10,6,4,5,6,10,8,3,8,9,9,11,11,11,3,7,11,10,12,4,5,4,10,11,6,8,3,12,8,5,5,8,10,8,5,6,8,6,6,9,4,7,9,7,9,8,6,3,5,8,4,4,9,7,5,6,2,7,11,3,11,8,7,8,9,7,8,7,12,9,5,5,3,9,2,8,4,11,6,11,12,7,7,4,8,7,5,5,4,11,3,7,8,9,7,4,5,6,8,6,8,2,5,6,7,7,2,6,7,9,7,10,6,9,8,11,5,7,4,4,5,8,6,10,9,5,10,6,5,8,7,6,8,7,8,9,12,10,5,5,7,10,8,7,5,10,10,7,8,7,9,7,10,7,9,6,12,5,6,5,6,6,8,4,7,9,10,12,10,7,8,5,9,2,3,5,2,4,3,4,8,9,10,7,6,9,7,7,6,8,8,7,11,6,8,7,7,7,5,7,10,11,5,6,2,7,5,3,8,9,8,4,4,8,7,2,2,8,10,8,9,2,8,3,6,9,10,4,10,5,7,8,5,11,7,4,11,7,7,8,7,8,3,6,9,6,6,5,10,6,6,8,4,2,3,6,3,8,7,5,6,6,8,5,4,4,6,6,3,5,6,6,10,12,6,6,3,7,10,9,9,10,7,3,10,10,8,5,12,6,6,9,7,7,3,9,8,4,6,5,6,6,8,4,12,8,8,11,5,4,9,3,9,6,9,3,7,12,5,5,8,6,6,7,9,6,10,3,9,9,5,4,7,10,9,3,7,5,7,7,6,12,9,2,10,6,11,6,2,9,3,6,5,3,7,6,6,8,12,10,3,9,5,11,7,5,3,11,8,8,6,6,8,11,8,4,7,6,5,5,6,4,6,3,4,5,7,11,4,5,4,6,10,7,7,9,10,9,5,3,10,11,8,4,7,5,4,11,2,8,4,7,7,9,9,6,7,8,5,7,8,6,6,4,8,6,6,4,5,6,5,9,5,6,7,6,6,4,8,10,5,8,6,3,12,6,7,7,10,9,4,3,6,6,12,4,7,6,6,8,10,9,9,6,11,7,7,12,9,6,10,6,3,6,8,9,12,6,8,7,7,7,6,5,7,5,8,5,7,5,9,5,8,9,2,4,7,8,5,8,3,8,6,7,5,11,7,5,7,6,5,6,4,8,8,12,11,5,4,7,11,10,8,5,6,4,10,10,4,11,6,6,11,6,11,8,2,9,5,8,9,6,12,12,7,6,7,5,7,11,7,9,7,11,7,6,4,3,8,10,3,4,11,6,11,5,10,8,7,5,8,10,8,8,10,9,11,6,6,4,3,7,3,7,5,5,5,8,11,9,7,8,8,6,8,9,2,9,3,10,11,5,9,5,5,8,3,8,6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12,6,7,6,2,6,4,5,10,12,9,4,9,7,5,9,3,11,6,7,9,8,8,8,7,8,9,7,9,8,8,7,10,8,5,7,8,10,8,9,6,6,8,9,6,11,7,6,9,10,2,7,4,11,10,4,7,9,11,10,7,7,6,6,11,2,2,6,6,9,7,8,8,12,8,8,6,8,7,11,9,10,7,6,4,8,7,9,6,8,5,4,3,7,9,4,8,4,5,7,10,9,10,9,8,7,8,7,5,10,10,9,10,5,4,11,2,2,6,6,5,11,6,9,8,10,5,11,7,8,6,8,11,8,5,4,8,11,10,11,3,7,4,9,2,3,11,8,3,6,9,8,10,6,6,6,9,10,9,4,6,4,11,7,7,8,7,6,7,10,8,10,5,8,8,6,10,8,5,6,6,5,2,6,9,6,4,8,6,9,3,4,5,6,7,3,7,6,9,4,8,9,7,7,5,7,7,7,5,7,8,4,8,4,8,11,7,5,7,11,6,8,9,9,4,8,10,2,6,8,9,8,6,3,8,4,8,6,9,9,6,6,6,9,2,8,9,7,8,9,4,4,8,4,8,5,9,9,11,9,8,9,6,5,6,12,6,7,8,12,8,3,4,5,9,12,5,10,2,9,8,10,7,8,11,11,6,10,7,11,7,4,12,7,7,8,3,5,6,4,6,7,7,2,8,9,7,10,7,6,9,2,6,6,6,9,2,6,4,9,9,3,10,9,5,7,10,8,7,11,11,3,11,8,4,10,3,6,3,7,4,4,4,4,9,6,12,6,8,4,9,10,4,5,8,4,8,3,4,11,10,6,7,7,5,4,12,4,9,2,9,10,11,3,8,10,7,9,9,8,8,5,5,6,6,3,10,6,7,9,6,4,8,9,10,5,5,7,6,9,7,2,6,3,5,6,9,8,6,7,7,6,8,7,2,5,10,12,8,10,8,7,7,7,2,4,8,4,6,9,10,6,6,11,6,7,10,10,8,5,10,8,5,9,10,9,8,5,8,8,12,6,3,7,10,8,7,9,6,4,6,10,5,8,7,4,7,4,8,4,6,2,11,9,4,4,6,9,8,9,8,8,9,6,5,8,9,10,2,5,6,5,8,9,6,7,6,9,8,7,11,7,4,6,7,7,11,7,12,9,8,10,11,8,11,7,8,7,7,11,8,6,5,10,3,11,8,9,10,7,6,9,9,6,11,11,10,10,9,9,8,8,11,4,7,2,4,2,10,7,8,7,9,6,5,5,11,5,7,3,9,9,6,11,5,7,6,8,8,9,6,5,7,8,3,5,6,9,8,9,8,3,3,3,12,6,8,7,5,9,10,10,6,3,7,10,7,8,7,7,8,12,10,10,7,4,10,12,7,4,4,11,9,6,12,7,10,5,7,6,9,6,2,4,11,10,6,10,7,4,8,3,5,5,12,3,10,6,9,9,5,8,10,6,3,8,11,5,9,4,5,8,8,7,8,7,7,11,2,5,8,8,4,6,7,6,10,6,6,5,10,5,9,7,4,12,5,10,6,6,5,5,7,9,6,6,8,4,8,9,10,9,10,9,3,12,9,8,11,6,9,8,6,7,10,8,5,7,5,10,2,5,9,2,5,4,11,8,6,6,5,8,6,10,10,8,5,5,7,5,8,4,5,7,5,6,10,10,6,10,9,5,7,10,7,10,6,6,9,3,12,12,7,9,5,5,5,10,7,10,7,7,3,10,4,7,6,4,10,11,4,8,11,4,9,7,6,5,7,7,9,8,7,9,7,7,9,4,6,5,6,4,9,7,6,5,9,8,5,4,7,6,5,9,10,11,6,8,8,12,6,5,8,11,9,10,10,4,12,5,8,6,2,6,7,8,10,3,7,5,7,9,11,8,6,4,7,5,9,5,6,9,9,7,2,6,7,9,11,11,9,7,11,7,6,10,8,3,5,9,5,7,12,5,10,8,5,10,6,6,5,8,8,10,3,7,8,4,8,6,11,7,2,5,8,6,5,8,8,7,6,5,5,8,7,9,6,6,10,6,7,5,8,9,2,5,10,5,6,6,8,9,9,10,8,8,4,9,5,7,3,6,9,8,10,9,6,5,7,7,7,6,8,8,5,3,6,7,10,6,6,7,8,6,9,10,5,8,10,7,7,2,8,5,6,10,10,9,2,8,2,11,11,9,7,9,11,3,7,8,4,7,3,6,4,3,6,8,6,6,7,9,8,7,9,5,4,6,4,2,8,10,9,8,5,9,5,6,10,6,8,11,9,10,9,8,9,7,4,4,8,10,7,9,5,4,4,5,6,3,10,5,3,4,3,8,10,8,10,3,9,5,3,6,6,8,7,6,9,4,11,3,5,6,12,6,5,5,8,7,6,4,9,4,9,9,8,9,10,5,7,5,5,7,4,4,7,7,9,4,7,11,10,4,5,7,12,2,6,6,8,3,8,7,7,10,8,2,4,4,4,9,6,6,6,9,8,9,8,8,10,9,2,9,3,12,6,8,11,6,9,8,12,5,7,8,6,10,3,5,9,8,9,9,4,7,11,4,3,3,6,5,11,10,7,11,3,8,8,9,5,7,6,9,9,12,8,8,2,9,4,11,10,10,7,9,7,9,6,10,5,8,6,8,9,9,6,5,2,5,9,7,7,5,6,4,6,4,6,10,8,4,10,2,6,6,9,11,5,9,8,7,8,9,7,8,4,10,5,6,8,7,4,7,6,5,7,10,9,9,11,7,8,12,11,10,10,4,3,9,7,7,10,9,4,8,11,8,6,10,5,3,8,6,10,6,11,8,6,9,6,7,8,5,6,3,9,5,9,4,6,5,6,5,6,10,8,7,9,10,8,8,2,4,6,9,5,9,8,6,8,9,5,10,9,7,9,2,11,8,6,9,9,11,7,10,11,7,12,7,6,6,8,7,8,5,6,8,5,3,6,7,5,9,9,7,8,8,6,7,3,6,10,9,7,4,9,8,4,12,8,3,6,7,4,8,8,5,8,8,6,6,7,7,3,9,6,4,7,3,7,2,2,4,3,7,10,9,6,8,5,5,2,6,3,10,6,8,5,9,7,8,4,6,5,9,4,7,11,9,5,11,4,8,8,5,5,10,6,8,2,7,8,6,8,2,6,4,6,10,8,8,11,8,8,5,4,11,3,5,9,11,11,4,11,11,6,7,7,5,6,8,11,7,8,3,3,7,8,7,7,9,9,9,6,4,10,4,7,9,7,2,5,7,8,5,7,5,3,3,8,6,8,7,8,6,11,10,8,8,9,6,8,3,8,4,9,8,4,9,2,6,9,10,7,12,9,9,7,8,4,8,5,6,8,7,5,2,3,5,6,7,6,7,8,9,10,6,5,6,8,6,10,6,11,7,9,10,9,3,12,6,9,5,8,8,9,9,11,2,7,7,2,6,7,7,4,8,6,6,9,9,6,3,8,7,5,8,9,5,6,7,8,6,11,8,7,9,11,4,4,6,9,5,3,12,4,8,5,5,6,9,8,7,9,6,4,7,8,6,7,9,12,10,3,7,7,10,8,6,7,3,10,8,10,8,9,10,5,4,10,8,8,12,7,5,7,10,7,8,7,4,5,6,7,9,7,9,4,7,6,10,5,10,8,5,9,10,8,2,4,3,6,7,8,4,9,8,8,4,11,5,9,5,9,7,9,7,5,8,9,8,5,8,4,10,9,3,7,6,6,11,7,5,6,8,8,9,9,6,3,7,8,7,5,5,4,6,10,8,4,7,7,12,6,6,9,11,8,8,7,4,5,12,10,5,5,6,2,4,10,7,5,7,7,11,11,6,7,5,5,5,9,11,9,10,8,5,9,6,7,7,10,6,11,8,6,3,4,10,10,5,4,8,3,8,7,6,11,8,6,6,9,7,7,3,7,4,7,6,5,7,10,7,5,7,6,4,9,6,9,11,7,6,4,11,12,5,9,10,6,8,8,8,6,7,7,9,7,6,7,6,6,5,7,11,7,4,4,5,5,4,3,5,12,4,6,6,7,10,2,5,8,6,6,8,3,11,10,5,9,6,6,6,12,5,11,11,6,6,7,10,6,3,4,8,9,8,3,9,8,6,11,10,11,4,12,8,6,9,5,4,9,8,2,6,10,7,9,8,7,6,4,6,7,9,5,11,6,5,7,5,11,7,9,9,6,8,4,12,4,8,2,10,5,6,4,9,9,4,8,4,5,3,8,9,6,4,8,6,8,9,7,8,7,9,5,11,9,6,8,4,6,8,12,8,9,7,6,8,7,6,5,5,6,9,6,5,10,7,9,7,4,5,4,10,8,8,11,8,10,9,5,8,9,7,6,8,10,10,10,11,11,7,6,6,8,7,10,5,11,10,6,10,9,4,6,8,10,4,8,7,6,4,9,9,7,10,9,10,6,5,5,10,6,7,6,5,3,7,6,3,7,6,6,3,3,8,6,10,5,7,6,10,11,9,8,8,6,11,11,4,3,6,2,8,8,5,7,9,5,9,8,3,10,7,9,5,8,7,6,11,5,5,3,3,8,6,9,7,7,11,5,2,7,7,7,11,12,8,4,9,4,8,9,6,6,7,7,4,12,9,10,10,11,5,5,9,10,9,6,5,7,6,6,3,8,5,8,2,8,7,10,9,6,7,11,4,10,9,8,7,9,10,8,11,3,8,10,9,8,4,7,6,5,5,8,9,3,7,3,6,9,8,6,11,9,5,11,6,9,5,8,8,7,7,6,9,6,2,5,6,7,7,5,6,6,7,5,2,7,7,2,9,5,10,7,6,5,6,9,9,9,6,8,7,8,5,7,7,10,3,5,11,9,10,8,7,9,4,5,4,11,7,9,5,6,3,6,6,7,8,7,8,7,10,8,8,7,2,2,9,2,6,8,3,3,11,7,9,2,7,5,4,12,7,7,9,6,8,3,4,3,4,6,6,9,8,7,11,3,6,5,9,6,6,7,5,7,5,9,2,8,9,6,6,4,8,8,12,7,9,8,8,6,4,7,10,10,8,5,8,7,5,11,3,7,4,6,8,5,8,9,3,9,8,9,9,11,5,11,6,4,6,6,2,10,10,9,6,9,6,8,7,6,6,7,10,7,10,9,9,8,8,9,7,6,6,4,7,7,6,8,8,3,12,3,8,6,4,2,7,12,6,4,4,3,6,12,10,3,4,8,9,10,5,5,5,6,2,11,11,8,2,9,6,7,8,3,10,8,7,10,6,8,6,9,6,6,9,10,7,5,4,6,9,3,11,9,10,11,7,5,5,7,11,5,5,5,7,11,4,2,5,6,9,3,10,2,9,3,7,2,10,9,7,4,9,11,5,9,9,6,8,5,4,8,10,10,12,7,7,6,10,7,5,5,12,11,11,7,6,11,4,3,7,8,7,5,6,7,5,11,11,8,7,7,5,5,2,10,11,8,7,11,6,8,6,5,9,7,6,10,6,9,7,9,10,9,8,9,9,12,6,7,6,8,7,5,2,7,3,6,10,7,7,8,6,7,9,7,5,9,9,5,7,10,6,12,6,6,5,8,5,9,7,8,6,9,8,10,6,7,7,7,8,5,7,4,5,10,11,10,6,3,8,9,7,10,11,4,8,3,7,7,6,10,7,11,7,6,6,10,5,2,10,8,8,9,12,8,8,7,7,6,3,5,6,12,6,7,11,11,7,2,5,8,10,6,8,7,3,6,11,4,6,7,9,9,7,10,6,4,10,7,8,9,4,8,7,5,7,9,5,5,7,12,5,4,10,10,4,6,8,8,7,4,4,8,5,10,9,2,10,8,8,8,9,5,6,6,11,7,6,6,11,4,8,8,6,9,3,4,8,4,7,9,10,5,8,7,6,5,7,10,11,9,5,9,4,5,3,2,12,8,10,8,5,2,7,8,3,7,7,10,4,10,3,5,6,4,8,8,4,8,9,7,7,10,8,8,8,11,9,12,5,5,12,3,7,3,7,3,6,10,7,11,6,5,8,6,6,9,8,6,10,3,10,9,10,11,7,4,8,10,7,10,9,7,7,7,2,8,8,3,10,4,9,7,3,10,6,7,8,10,9,8,4,9,7,8,5,2,4,6,9,5,3,10,8,11,4,5,2,4,3,2,8,6,7,3,7,4,6,5,4,4,4,6,4,10,9,9,8,8,5,7,11,11,3,6,5,2,3,11,5,8,8,2,6,8,9,3,9,6,4,3,11,8,2,8,7,6,9,3,10,7,6,4,7,7,7,3,7,3,9,4,7,2,12,5,8,9,6,12,7,6,7,4,3,2,5,6,8,8,7,8,8,3,7,9,6,9,6,8,7,8,3,4,7,8,11,8,10,8,2,10,2,7,3,12,9,10,7,5,4,8,5,9,7,8,8,6,8,9,3,2,4,4,12,9,6,11,9,6,2,7,5,8,10,6,9,8,10,5,7,4,7,7,3,5,5,6,7,9,6,9,7,3,8,11,4,9,8,4,6,10,7,7,9,8,8,7,9,3,9,8,8,8,5,10,3,9,12,5,3,11,8,6,4,7,8,8,6,8,8,10,9,4,5,5,8,7,5,7,8,6,9,7,6,5,10,9,6,8,5,8,9,6,3,7,2,8,6,8,8,4,5,10,5,8,7,7,3,5,10,11,7,5,6,7,8,5,7,7,7,3,12,6,6,4,3,11,4,11,3,9,5,5,10,7,6,2,5,7,9,4,3,6,11,7,7,4,5,5,8,7,10,7,11,7,12,10,8,4,3,11,6,5,3,8,9,10,8,6,2,7,4,11,8,7,5,7,6,9,9,5,6,3,8,9,3,8,6,8,10,5,4,5,7,8,5,11,6,6,8,6,4,9,4,8,6,7,9,8,7,8,10,10,2,10,9,4,9,5,7,3,5,6,11,6,12,6,8,10,10,4,8,12,7,9,9,7,7,7,10,5,7,6,8,8,9,11,6,12,3,4,9,10,7,10,9,9,8,7,9,10,7,7,8,7,3,9,7,7,9,6,6,10,4,10,7,8,7,6,10,8,6,7,6,11,7,7,2,7,7,5,9,3,9,10,7,6,10,5,10,10,7,7,3,7,11,5,2,5,9,11,4,10,10,8,6,10,8,10,7,6,8,6,6,9,5,10,4,7,4,8,7,7,9,6,10,6,9,7,8,9,7,7,11,7,10,6,5,8,6,7,9,7,8,7,7,10,7,12,6,10,5,10,5,4,9,8,7,7,5,4,6,6,9,6,7,7,8,6,6,9,10,5,8,5,4,7,9,8,5,5,10,4,8,5,8,6,10,5,6,7,10,12,7,4,10,6,10,3,3,8,8,3,8,5,7,8,3,6,6,8,7,8,6,5,8,7,9,4,9,10,5,9,8,7,8,4,9,2,11,2,7,10,9,6,6,7,5,9,6,5,10,12,8,8,8,9,8,6,7,9,10,7,10,6,10,5,5,4,7,7,6,7,5,10,7,6,5,9,6,8,6,4,6,2,10,10,4,8,5,10,4,8,11,2,8,7,8,8,11,8,6,7,6,9,8,9,6,4,8,4,6,8,9,9,7,7,7,7,6,4,11,6,4,5,8,8,8,4,8,8,5,11,7,7,6,8,7,3,4,7,5,12,9,9,6,2,9,11,5,11,7,8,4,6,8,5,9,11,10,7,6,10,7,7,5,7,3,2,5,8,4,9,6,10,6,8,10,4,6,8,5,4,3,6,7,10,4,2,11,8,5,8,9,10,7,4,9,3,7,9,8,2,4,10,8,11,5,6,4,5,9,11,8,9,7,7,7,5,8,8,6,9,10,9,3,9,5,11,9,6,10,5,9,10,4,11,8,9,8,6,11,10,5,11,9,3,2,11,6,5,10,10,5,8,8,5,9,9,6,8,5,8,9,11,8,5,7,4,7,6,10,12,7,3,10,9,11,7,7,5,4,5,7,8,10,11,7,7,8,7,7,4,10,5,6,8,4,11,5,5,10,6,7,8,7,5,4,5,10,9,12,10,10,10,7,7,9,6,5,5,9,3,9,8,7,10,7,4,7,3,7,5,7,5,10,8,10,11,11,3,6,8,5,10,4,10,8,6,8,10,12,8,10,11,6,6,12,8,9,5,6,6,10,12,4,6,4,10,12,9,9,7,6,11,5,10,3,5,10,9,4,5,8,6,7,6,7,7,8,10,10,5,7,4,6,7,8,9,7,9,5,6,9,4,4,7,5,8,8,7,5,7,5,6,3,5,10,7,2,5,10,12,7,4,3,8,4,5,2,8,11,9,7,8,9,11,3,9,5,5,9,5,5,9,5,11,8,9,10,6,8,12,8,10,7,3,6,4,3,9,5,9,8,7,6,5,7,8,8,9,8,6,7,5,8,8,9,4,6,4,7,7,4,2,9,5,8,11,7,9,4,6,5,2,11,10,3,8,7,9,9,9,3,5,11,7,9,8,4,6,8,4,7,6,6,8,9,11,5,10,8,4,7,9,5,7,7,6,6,8,8,5,3,6,4,2,10,4,7,7,11,10,12,5,7,6,5,8,7,5,8,8,3,9,9,5,4,7,3,8,6,10,7,12,6,6,11,9,8,4,4,3,8,9,6,8,8,5,4,5,3,2,9,9,6,7,9,11,5,10,11,8,9,10,4,4,8,4,3,9,5,2,12,8,8,4,8,9,9,5,9,9,7,9,8,8,11,8,8,6,11,12,5,8,7,9,5,6,11,6,3,8,8,5,10,11,7,7,6,3,8,7,6,3,6,7,5,9,5,6,7,11,8,6,8,6,6,8,4,12,7,8,8,7,8,10,8,7,8,6,8,5,5,7,5,9,10,6,9,8,4,7,3,7,5,4,6,5,5,2,4,9,9,9,7,7,5,5,5,11,7,6,11,6,10,11,7,10,4,9,6,3,8,10,6,9,8,6,7,9,10,10,6,3,12,5,6,5,10,2,5,7,4,6,7,8,6,3,9,3,6,4,2,7,12,7,6,7,5,6,9,9,7,12,9,5,8,6,7,5,4,8,8,6,7,8,7,7,5,8,10,9,8,5,4,6,9,3,4,6,8,11,6,7,8,9,7,3,9,11,7,5,8,7,5,3,4,9,5,10,9,5,4,6,8,8,4,6,9,3,9,5,10,11,8,4,8,8,6,5,6,8,7,11,7,5,6,6,7,10,4,6,10,8,11,8,8,7,6,10,2,10,4,4,8,7,11,2,5,9,11,3,4,4,6,5,9,8,6,12,12,10,6,4,10,8,3,4,9,5,11,9,9,7,8,6,7,6,8,8,10,2,12,5,10,7,7,8,9,8,10,7,6,9,4,11,6,12,10,5,8,4,9,6,6,8,10,5,5,10,9,8,7,6,7,9,11,5,9,10,5,12,9,8,8,6,8,6,8,3,5,7,5,7,2,6,4,4,9,3,10,7,9,6,7,10,9,8,10,6,4,7,8,5,7,9,3,7,3,7,4,12,4,8,6,5,10,7,10,6,4,9,7,7,8,5,9,7,8,6,10,7,8,12,6,8,6,9,4,8,5,8,5,12,9,9,6,2,8,8,4,7,7,5,7,8,4,10,4,4,7,8,6,4,6,11,7,11,9,9,5,9,8,8,7,11,10,9,8,9,11,6,8,6,9,8,9,6,7,6,9,10,8,11,4,4,7,7,12,8,7,3,7,7,6,7,6,6,5,6,10,2,10,5,4,10,6,5,9,7,8,7,7,8,6,7,7,6,8,3,3,8,8,2,6,10,7,3,7,6,7,7,5,5,3,10,9,6,8,12,10,4,10,7,4,6,7,6,6,7,4,5,7,8,10,6,5,6,9,8,9,2,3,11,7,4,5,6,5,8,4,2,7,7,6,4,6,4,7,10,7,7,10,4,7,5,5,6,6,12,7,7,4,6,3,3,9,10,12,5,11,12,8,6,5,10,7,4,4,8,9,7,11,8,5,4,8,8,6,9,9,5,8,7,6,11,8,10,6,12,7,10,10,3,6,5,5,10,4,7,7,8,6,12,6,9,7,6,7,5,5,7,11,11,9,3,7,4,10,12,12,5,5,12,10,6,4,5,9,8,12,4,7,5,12,4,5,4,10,3,6,5,6,5,6,6,10,7,10,10,10,11,7,7,8,10,9,8,11,8,5,3,7,10,6,10,4,7,9,12,6,3,6,7,6,11,3,8,11,7,5,9,4,8,9,7,4,7,6,7,7,6,6,4,10,9,10,3,6,6,6,7,11,4,6,6,7,3,9,9,3,2,12,5,8,8,9,7,8,11,6,10,8,3,6,8,5,7,8,7,8,9,9,5,7,12,10,7,7,8,5,7,7,7,12,9,5,5,10,7,9,12,8,9,7,8,6,6,9,3,7,8,10,7,11,8,12,8,7,6,3,9,4,9,8,6,4,3,3,8,6,10,6,5,6,7,11,9,7,12,8,5,10,4,4,10,9,9,6,7,8,7,7,7,6,4,5,7,10,7,8,9,9,7,10,11,9,10,3,8,6,4,8,10,10,2,7,8,10,5,5,8,9,9,5,9,6,9,12,9,9,8,5,12,10,6,8,6,7,11,7,8,10,6,4,6,4,2,2,8,8,4,6,6,7,7,7,5,3,7,8,4,7,3,3,10,8,3,10,6,4,10,9,11,6,6,5,3,6,8,8,6,9,9,2,8,4,8,11,11,11,9,10,8,8,6,4,3,6,10,7,8,5,7,11,9,4,4,7,11,5,5,4,6,8,9,12,7,10,3,9,5,3,8,6,4,9,10,7,5,7,3,2,10,7,6,10,5,2,4,6,10,5,10,10,7,3,6,9,5,7,6,4,4,7,7,7,7,9,5,8,7,6,3,6,6,12,5,4,10,5,7,10,8,4,2,7,5,4,6,4,7,5,7,7,6,4,10,7,3,11,3,8,7,6,6,5,8,11,10,12,6,11,7,7,7,7,6,7,9,2,7,7,5,8,8,8,7,11,2,7,8,4,10,10,12,9,3,8,6,7,8,9,6,8,8,8,5,6,8,9,7,9,6,6,4,8,7,7,4,8,12,5,7,5,4,7,7,6,8,11,5,6,7,9,11,5,5,10,9,8,6,8,5,4,8,10,11,6,11,7,11,6,10,4,7,7,7,10,7,7,8,6,9,7,6,10,3,3,4,8,9,8,5,6,6,4,6,7,6,8,4,6,6,3,6,10,10,7,10,10,6,10,6,7,6,7,7,8,11,8,10,8,3,4,5,9,5,9,8,10,7,5,6,6,3,8,10,7,9,4,3,9,10,9,5,10,8,11,6,5,4,10,3,9,10,5,8,5,9,4,7,3,7,7,11,4,6,8,7,2,9,8,10,5,5,5,7,6,4,3,8,7,8,6,3,11,8,5,9,11,10,3,7,9,7,7,8,6,8,4,8,4,4,7,9,6,9,10,11,9,6,8,3,8,7,7,9,7,2,4,3,9,9,2,6,7,8,8,5,5,8,6,7,7,10,9,10,12,8,8,6,5,10,6,7,5,10,10,12,11,11,8,4,8,10,8,7,7,7,3,6,2,9,7,6,12,10,8,8,5,3,5,5,11,4,6,6,4,11,6,5,5,5,2,7,6,7,2,8,6,4,8,7,5,9,2,8,6,3,4,8,10,5,6,5,8,4,4,9,8,7,10,5,7,7,10,9,11,10,6,7,7,12,10,7,3,8,10,9,10,10,3,7,8,12,8,8,9,5,8,5,7,4,3,5,10,12,5,4,7,9,2,6,8,8,6,10,8,3,7,8,9,9,7,12,4,5,8,6,5,8,4,7,5,8,7,5,7,10,6,9,10,5,8,12,7,7,8,9,4,6,6,7,6,7,7,7,9,7,8,9,5,12,6,11,3,9,8,6,4,12,11,4,12,10,5,9,8,9,8,9,10,7,6,7,10,8,9,6,5,5,10,4,7,9,9,7,4,11,5,10,9,6,3,8,3,7,10,11,6,8,6,6,5,6,5,6,3,11,8,5,7,9,7,7,7,11,9,4,8,3,6,6,8,8,6,11,7,11,11,12,12,6,11,11,6,6,5,9,4,2,9,5,8,6,8,7,11,3,11,5,8,7,5,3,11,5,5,8,5,7,8,7,8,11,2,11,7,2,6,5,10,8,7,8,8,8,4,7,5,7,2,8,7,8,4,3,9,2,9,3,5,7,11,6,8,5,7,9,7,8,11,8,6,4,7,9,4,4,8,10,5,3,3,9,7,5,10,9,6,8,7,4,10,9,8,4,11,3,6,8,6,9,4,6,3,8,6,12,5,5,10,5,7,2,5,3,5,8,4,3,7,12,7,7,9,11,8,8,7,8,3,5,2,3,12,9,8,4,3,10,7,7,8,2,7,3,2,6,7,9,9,2,4,10,6,4,9,9,4,6,8,7,5,3,7,4,9,3,11,4,5,5,8,7,8,9,4,6,7,10,4,8,4,9,5,3,10,7,8,5,4,6,8,10,7,6,7,10,12,11,6,6,10,9,12,11,7,10,8,7,11,10,5,9,12,8,5,7,8,5,4,10,10,10,7,6,7,11,6,6,12,11,8,10,5,10,3,5,5,3,6,5,8,4,7,10,8,9,10,4,6,10,9,11,10,10,5,10,4,10,9,7,5,6,4,7,6,8,12,7,7,9,11,5,9,8,4,7,7,7,7,6,5,5,8,7,7,8,9,6,7,12,3,10,7,6,9,6,12,5,8,8,5,10,7,8,5,3,3,8,3,6,6,8,6,7,6,11,8,7,10,7,10,4,3,7,9,8,9,6,3,7,8,4,5,11,11,10,6,10,10,8,4,7,4,5,7,9,8,7,8,5,6,7,11,9,5,3,8,7,5,8,9,8,8,7,6,3,8,5,5,7,8,5,7,8,9,7,7,9,8,11,8,11,7,4,8,9,6,10,7,6,7,12,10,3,6,6,5,10,6,4,7,10,9,8,4,10,7,4,9,9,5,7,7,6,4,7,10,7,7,9,3,7,9,4,8,10,7,11,11,7,3,9,7,8,8,11,6,6,4,8,6,5,5,6,8,8,9,5,6,4,8,5,7,2,12,6,7,7,5,6,8,7,10,4,7,10,4,7,9,7,10,9,8,5,5,8,6,9,12,7,4,4,6,11,6,8,6,3,3,4,5,4,8,5,8,5,6,9,8,5,10,4,3,4,7,9,5,9,5,2,6,5,6,5,2,3,11,12,11,10,8,11,9,9,3,5,6,12,7,8,4,12,7,12,5,5,8,7,9,9,3,8,7,10,11,8,7,10,10,8,4,6,6,11,7,5,6,3,10,7,8,11,8,5,8,9,7,9,12,7,6,3,5,8,7,9,6,2,4,5,10,12,7,4,8,7,5,7,2,2,2,4,6,4,6,5,9,8,9,6,9,6,2,5,8,10,8,6,7,8,6,9,7,10,6,8,11,8,7,2,6,5,6,6,11,7,8,10,8,3,8,8,10,6,4,10,6,10,8,5,4,9,9,10,8,3,8,5,6,8,7,6,10,9,7,12,10,10,7,7,4,11,5,7,7,6,3,3,7,12,5,7,10,7,5,5,8,5,5,4,9,8,8,4,6,9,4,8,11,9,7,7,5,4,7,7,3,9,10,4,8,7,9,9,6,12,8,7,12,11,5,11,9,6,8,5,2,5,10,6,8,5,7,9,5,8,4,5,7,8,5,6,3,2,7,3,6,11,5,5,11,5,5,10,7,2,7,10,10,5,12,8,3,9,4,3,4,6,6,11,8,5,6,9,3,9,9,2,11,7,7,8,12,3,4,6,12,3,7,9,6,11,8,7,11,12,10,7,4,9,7,8,9,10,9,7,12,3,9,9,6,5,5,2,10,8,2,7,8,2,3,7,9,9,6,6,8,8,6,10,6,8,3,9,7,5,11,7,4,11,11,4,7,9,8,9,5,7,8,3,6,6,7,10,8,8,10,7,2,8,8,8,9,10,8,2,8,5,9,6,9,2,9,10,8,7,8,10,10,9,11,6,6,7,11,4,4,7,3,9,5,7,3,8,6,7,5,11,8,5,5,6,4,3,10,4,4,5,9,12,12,10,6,10,11,10,9,7,2,5,3,2,4,10,8,4,9,7,10,6,6,6,4,4,9,8,11,7,11,7,5,7,9,9,10,8,9,7,7,8,8,9,4,8,7,4,6,8,4,3,7,7,11,3,11,7,5,7,6,10,5,9,4,9,11,7,10,10,6,3,5,9,9,3,7,9,8,8,10,6,8,3,9,6,9,8,9,9,6,5,4,10,5,6,8,2,3,6,10,5,9,7,9,9,9,5,9,5,11,5,8,7,11,7,4,5,11,10,7,5,5,6,7,4,4,10,12,8,8,4,5,9,8,12,8,7,8,6,5,7,5,9,6,9,8,11,7,7,6,6,9,8,5,6,9,6,8,8,6,8,4,5,7,9,6,7,7,6,11,5,9,9,9,8,3,7,4,10,10,2,8,10,6,8,7,11,7,6,5,6,5,6,7,8,7,5,2,6,6,4,9,5,9,11,4,6,5,5,4,3,8,3,3,6,8,10,5,8,8,3,5,8,5,9,7,4,7,6,9,7,8,9,9,4,9,4,11,11,10,9,9,8,8,7,3,12,6,6,3,6,3,9,10,8,9,5,8,10,3,10,11,6,8,8,5,9,7,3,5,10,7,10,4,9,6,7,4,12,11,11,7,8,11,9,8,7,7,7,6,2,8,5,3,7,11,6,3,9,11,4,11,7,6,6,7,8,9,6,8,2,2,3,6,3,5,5,4,9,7,7,9,3,7,8,9,3,6,4,12,8,3,6,7,6,11,2,11,7,3,8,9,7,8,7,9,11,7,12,11,5,12,7,6,4,7,7,11,7,7,4,8,7,8,5,5,8,4,4,4,7,9,6,4,10,7,9,9,7,8,7,7,9,9,11,3,6,8,7,7,4,10,5,5,8,7,10,7,10,12,5,4,6,7,10,4,4,4,7,6,7,6,9,4,7,8,3,4,9,7,5,7,5,9,6,6,9,11,7,8,9,11,10,6,2,10,4,7,4,9,7,7,12,8,7,11,9,8,8,8,5,6,5,7,5,7,7,12,10,5,8,4,4,3,11,3,8,7,3,6,10,9,5,3,6,7,5,7,10,7,5,8,9,3,9,6,11,7,4,8,10,10,9,5,5,5,4,4,5,8,11,6,5,5,5,6,8,5,5,5,10,8,6,4,6,8,8,10,8,12,2,5,5,9,8,12,9,4,8,7,9,6,8,10,6,2,6,8,6,6,3,10,3,9,4,10,9,5,12,12,5,8,12,4,11,9,6,9,5,6,5,4,4,7,7,8,6,6,7,7,9,5,6,7,5,12,9,8,11,6,9,6,7,6,10,11,5,3,10,7,8,7,8,3,5,9,2,6,7,10,10,6,9,9,9,5,3,11,4,10,9,7,6,8,8,10,11,12,6,4,8,9,8,6,7,5,6,8,8,8,5,12,8,8,2,10,9,9,8,6,6,8,8,9,4,6,10,12,3,8,12,6,4,8,6,6,6,6,7,7,6,10,6,7,8,7,6,6,11,4,2,9,7,6,7,11,6,4,7,11,2,9,7,3,4,8,7,8,10,10,12,7,4,5,5,10,4,7,3,7,7,6,10,8,7,6,7,6,7,6,9,8,6,9,8,2,7,5,10,3,7,8,6,5,8,6,8,5,3,8,6,7,4,7,6,7,7,11,7,6,8,5,8,6,5,4,9,10,3,9,7,6,6,12,7,10,6,10,9,5,6,7,6,3,3,7,11,11,8,3,4,10,4,11,5,7,11,7,6,7,6,8,7,9,11,6,5,11,11,8,6,11,6,10,8,7,8,10,3,7,6,7,4,8,7,10,8,6,7,6,7,6,5,4,6,9,9,9,5,8,8,8,7,7,9,6,6,6,11,6,4,2,10,6,9,7,9,2,8,6,5,11,9,6,4,10,9,5,4,4,9,4,8,7,7,4,9,7,8,9,7,5,7,10,10,12,8,8,7,4,10,10,10,10,9,11,8,11,8,6,12,9,6,5,3,11,7,6,3,9,7,12,10,5,5,9,8,7,5,7,6,4,7,4,8,3,10,9,8,6,3,11,9,5,3,9,7,6,10,8,3,7,6,2,7,6,11,5,11,5,4,10,8,9,4,6,6,10,4,6,5,3,9,2,10,8,8,9,7,8,11,9,6,12,7,4,10,9,2,3,7,8,8,6,9,11,8,4,3,9,6,8,11,6,6,9,7,6,8,8,10,5,12,8,8,10,6,7,5,9,4,3,4,4,9,8,6,6,9,10,8,8,8,12,5,6,8,7,11,3,6,9,6,6,7,4,7,11,9,9,6,5,4,5,11,7,4,12,10,4,10,7,10,10,5,10,6,5,3,7,2,5,7,7,11,5,5,9,8,2,6,7,8,4,7,8,11,8,5,9,7,7,5,8,8,4,8,6,8,7,3,5,7,2,5,11,5,9,6,5,4,5,7,9,7,9,7,6,11,6,8,7,7,4,4,8,7,4,6,7,6,10,9,6,7,12,6,3,6,8,9,7,10,8,7,7,11,6,3,9,6,11,6,4,9,5,7,9,9,4,9,9,4,9,10,9,10,4,8,8,9,6,4,6,5,5,7,11,5,6,8,8,6,2,8,5,6,11,10,10,6,4,5,6,12,10,6,6,6,9,6,8,5,11,9,6,7,5,5,6,9,10,9,6,10,12,9,6,3,8,7,5,6,10,9,9,5,11,5,9,9,5,5,9,9,7,7,4,6,4,8,7,6,11,8,9,12,11,11,7,3,10,5,8,5,4,5,4,6,6,6,6,8,5,5,3,5,3,7,4,7,7,4,10,8,2,11,3,11,8,7,7,5,4,8,8,3,11,11,7,5,3,4,5,12,5,6,11,8,12,6,11,9,4,4,6,5,10,10,9,6,11,8,11,7,7,6,9,8,11,11,4,6,9,3,8,5,9,5,10,6,8,6,6,7,12,7,6,5,6,6,7,2,5,7,4,5,8,10,8,4,5,5,8,8,4,5,8,7,5,7,8,8,5,5,8,6,7,10,5,7,6,6,7,5,5,9,3,7,6,4,9,8,7,9,6,10,7,9,10,8,7,5,7,6,8,5,8,3,7,9,10,6,7,9,8,9,6,5,6,10,7,3,10,2,8,5,6,7,9,12,9,7,8,4,6,5,9,8,6,9,4,3,5,7,6,5,7,6,3,5,9,3,5,5,10,10,11,6,8,5,5,9,5,9,2,10,8,5,7,6,5,4,6,5,6,10,6,3,7,7,9,3,9,7,8,10,9,6,8,8,4,8,3,7,5,7,8,6,7,8,7,4,3,6,7,5,7,9,8,6,2,7,10,6,9,4,2,8,7,12,9,8,4,10,6,6,7,8,5,9,5,8,3,9,7,11,5,4,6,7,5,5,11,9,7,10,8,9,4,5,8,7,8,9,5,4,9,4,5,11,8,3,8,8,8,3,4,3,7,4,5,9,11,4,6,8,5,3,7,5,10,5,4,7,9,10,4,7,10,3,7,6,5,7,7,8,8,7,6,6,6,6,6,6,6,7,8,6,12,4,8,6,7,7,10,9,7,5,8,7,3,11,4,7,5,9,4,6,7,11,4,8,7,7,9,10,10,5,7,7,6,7,5,4,7,6,6,8,9,7,5,7,12,11,3,7,5,4,8,5,11,2,11,7,4,3,7,6,6,8,8,11,6,11,8,9,6,6,2,11,2,7,5,8,11,7,5,9,9,8,8,4,6,6,11,8,10,5,6,5,7,7,7,8,10,6,4,10,8,8,9,11,5,5,7,5,7,3,5,6,4,3,7,2,5,5,7,9,10,5,8,4,5,10,8,7,7,6,8,4,8,8,5,5,8,9,9,9,7,5,9,10,5,6,10,6,5,8,6,7,4,10,7,10,5,5,7,8,9,7,7,8,8,6,9,5,11,11,10,5,5,10,7,7,7,7,5,10,6,6,4,10,12,11,2,10,6,9,11,7,6,8,7,8,8,7,7,6,8,5,7,8,7,11,8,5,10,5,12,11,7,4,6,7,3,6,7,8,6,3,7,4,4,6,9,10,6,9,2,11,10,6,8,7,11,2,6,5,6,9,8,8,9,4,8,3,6,2,8,6,7,9,7,6,6,9,7,3,9,11,8,7,4,6,4,6,3,6,7,9,6,2,3,7,9,8,8,10,8,7,9,7,2,6,5,7,5,7,4,7,3,3,3,5,10,3,5,5,8,6,3,7,8,8,7,9,10,11,6,8,9,3,9,7,10,9,8,3,5,10,7,4,10,4,5,4,5,11,10,11,9,6,9,9,8,8,4,5,4,5,7,12,6,7,3,12,10,5,8,7,11,7,12,4,6,7,10,7,9,8,6,9,5,8,6,6,6,5,11,9,7,11,8,7,5,8,7,10,6,8,10,4,7,9,2,8,10,8,2,7,10,6,8,8,12,9,3,6,9,12,4,8,8,5,7,6,7,10,9,4,8,7,5,5,6,6,10,3,9,5,6,7,8,10,10,9,7,8,6,9,7,3,5,5,8,3,3,3,10,7,4,6,4,8,4,9,5,10,6,7,12,3,6,7,7,4,5,6,9,10,5,8,6,4,3,7,3,9,9,9,4,6,6,8,2,9,10,4,5,5,5,6,8,9,8,11,6,4,9,9,6,7,9,5,8,11,12,8,7,5,8,5,7,6,9,4,11,8,8,9,8,6,8,7,6,8,8,6,7,10,7,7,11,11,7,7,4,6,6,4,8,7,9,9,7,6,5,6,8,6,9,4,10,5,12,7,4,7,9,5,7,8,5,8,3,5,3,8,9,10,3,10,8,3,8,8,6,8,2,12,7,7,7,2,7,9,6,7,8,3,12,7,7,7,8,9,7,9,5,4,5,6,6,5,7,8,5,6,2,12,8,3,9,7,7,5,6,11,8,10,4,11,6,7,9,9,11,6,7,4,3,3,7,5,7,9,4,4,8,7,11,5,9,3,9,3,6,6,5,4,8,10,3,3,7,8,10,7,2,9,10,6,7,6,6,8,8,6,5,7,6,8,4,7,6,3,3,4,12,10,5,7,7,8,12,12,11,5,7,7,5,6,7,4,8,10,7,7,11,9,7,8,4,8,8,5,9,4,6,11,6,6,5,6,6,5,4,6,6,6,5,6,10,3,6,8,6,7,8,10,8,6,10,8,8,10,3,8,10,4,4,4,9,3,4,8,8,8,8,10,6,8,6,4,12,10,8,6,4,7,9,7,7,10,5,9,9,4,4,10,6,5,6,6,7,5,10,8,4,7,6,6,7,9,6,7,9,4,7,7,7,12,11,10,7,7,6,9,8,11,9,5,6,6,4,9,2,8,8,6,9,9,4,8,7,6,9,6,6,8,6,9,9,8,5,9,10,8,8,4,6,10,7,3,6,11,9,7,9,12,6,6,9,11,6,9,7,8,3,6,7,5,11,5,10,3,11,7,11,5,9,3,5,5,4,2,2,11,3,11,9,9,11,10,8,7,5,9,7,6,7,6,9,6,5,6,5,6,5,5,7,7,7,3,9,8,9,7,5,4,8,6,7,2,5,10,8,3,10,2,11,7,3,6,5,9,11,3,7,5,10,9,6,9,5,9,8,11,10,6,7,6,7,3,5,9,4,7,9,8,7,7,6,8,7,11,2,8,8,6,8,6,8,8,3,8,10,7,8,7,8,6,7,4,4,4,8,7,4,10,5,6,4,5,2,6,7,8,4,6,6,12,11,5,2,5,10,9,9,11,6,7,12,11,5,10,4,7,8,9,7,7,6,8,4,8,6,7,9,7,7,10,9,8,7,7,6,10,8,5,6,9,7,9,4,5,4,9,3,7,8,10,7,7,6,6,8,9,4,6,3,10,8,11,5,12,7,3,7,6,7,5,8,3,8,4,8,4,7,4,5,6,6,6,4,8,8,3,11,4,4,6,2,6,3,9,7,7,11,2,10,6,4,5,9,10,9,9,3,6,10,8,7,7,2,7,4,4,11,9,4,10,8,4,3,4,2,8,5,8,4,5,4,10,4,4,9,5,9,11,9,11,5,7,8,7,9,6,6,4,3,10,8,7,3,9,6,7,5,7,11,8,5,3,6,7,7,5,3,7,7,10,8,5,7,7,6,8,10,7,2,3,5,9,7,9,6,9,6,7,8,7,8,11,5,11,10,8,7,6,10,8,5,4,6,9,12,10,9,6,6,6,8,7,5,12,7,8,7,5,7,8,5,4,6,6,4,10,9,8,7,6,11,7,3,5,6,6,8,11,10,9,8,10,7,3,3,4,7,7,4,4,6,2,10,8,12,7,11,6,7,6,7,8,8,4,6,9,7,10,5,8,8,9,7,6,4,7,9,6,6,6,4,5,8,9,3,9,9,10,7,7,11,3,4,6,11,6,8,6,7,4,6,12,6,7,10,7,12,4,3,7,4,7,11,9,8,4,5,8,9,7,5,7,7,8,8,9,7,9,9,6,7,9,2,6,9,8,3,6,11,8,9,8,5,6,10,8,7,10,4,12,7,6,7,6,5,8,4,7,8,9,7,12,6,6,7,7,11,8,6,5,7,6,7,5,9,4,5,7,5,8,4,6,9,8,9,10,11,6,8,6,5,7,4,11,7,8,4,7,9,7,10,6,7,8,9,8,9,6,7,11,9,9,7,6,5,12,11,6,4,8,9,9,7,9,7,8,5,7,6,3,6,4,7,9,7,5,5,6,5,3,9,8,4,6,3,10,3,9,7,3,11,9,6,4,6,8,8,7,8,2,6,10,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     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "dr100k = diceRolls(100000)\n",
    "px.histogram(dr100k,x='tot')"
   ]
  },
  {
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   "execution_count": 64,
   "id": "01ce037c-529a-4c88-a231-97177d3a9c50",
   "metadata": {
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       "                            \n",
       "var gd = document.getElementById('c5b5a5f5-384b-4e36-ac1d-9a4af05b6505');\n",
       "var x = new MutationObserver(function (mutations, observer) {{\n",
       "        var display = window.getComputedStyle(gd).display;\n",
       "        if (!display || display === 'none') {{\n",
       "            console.log([gd, 'removed!']);\n",
       "            Plotly.purge(gd);\n",
       "            observer.disconnect();\n",
       "        }}\n",
       "}});\n",
       "\n",
       "// Listen for the removal of the full notebook cells\n",
       "var notebookContainer = gd.closest('#notebook-container');\n",
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       "    x.observe(notebookContainer, {childList: true});\n",
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       "var outputEl = gd.closest('.output');\n",
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       "    x.observe(outputEl, {childList: true});\n",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "px.sunburst(\n",
    "    pop2007,\n",
    "    path=['continent','country'],\n",
    "    values='pop',\n",
    "    color='lifeExp'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "efad651b-8402-4c4c-a032-fb89511bd004",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>ids</th>\n",
       "      <th>labels</th>\n",
       "      <th>parents</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Aromas</td>\n",
       "      <td>Aromas</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Tastes</td>\n",
       "      <td>Tastes</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Aromas-Enzymatic</td>\n",
       "      <td>Enzymatic</td>\n",
       "      <td>Aromas</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Aromas-Sugar Browning</td>\n",
       "      <td>Sugar Browning</td>\n",
       "      <td>Aromas</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Aromas-Dry Distillation</td>\n",
       "      <td>Dry Distillation</td>\n",
       "      <td>Aromas</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>Pungent-Thyme</td>\n",
       "      <td>Thyme</td>\n",
       "      <td>Spicy-Pungent</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>92</th>\n",
       "      <td>Smokey-Tarry</td>\n",
       "      <td>Tarry</td>\n",
       "      <td>Carbony-Smokey</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>Smokey-Pipe Tobacco</td>\n",
       "      <td>Pipe Tobacco</td>\n",
       "      <td>Carbony-Smokey</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>Ashy-Burnt</td>\n",
       "      <td>Burnt</td>\n",
       "      <td>Carbony-Ashy</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95</th>\n",
       "      <td>Ashy-Charred</td>\n",
       "      <td>Charred</td>\n",
       "      <td>Carbony-Ashy</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>96 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                        ids            labels         parents\n",
       "0                    Aromas            Aromas             NaN\n",
       "1                    Tastes            Tastes             NaN\n",
       "2          Aromas-Enzymatic         Enzymatic          Aromas\n",
       "3     Aromas-Sugar Browning    Sugar Browning          Aromas\n",
       "4   Aromas-Dry Distillation  Dry Distillation          Aromas\n",
       "..                      ...               ...             ...\n",
       "91            Pungent-Thyme             Thyme   Spicy-Pungent\n",
       "92             Smokey-Tarry             Tarry  Carbony-Smokey\n",
       "93      Smokey-Pipe Tobacco      Pipe Tobacco  Carbony-Smokey\n",
       "94               Ashy-Burnt             Burnt    Carbony-Ashy\n",
       "95             Ashy-Charred           Charred    Carbony-Ashy\n",
       "\n",
       "[96 rows x 3 columns]"
      ]
     },
     "execution_count": 65,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('https://raw.githubusercontent.com/plotly/datasets/718417069ead87650b90472464c7565dc8c2cb1c/sunburst-coffee-flavors-complete.csv')\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "e5393d53-df65-4728-b4f9-dcbe0a91859b",
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          "Berry-like-Apricot",
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          "Alliaceous-Onion",
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          "Leguminous-Cucumber",
          "Leguminous-Garden Peas",
          "Nut-like-Roasted Peanuts",
          "Nut-like-Walnuts",
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          "Chocolate-like-Bakers",
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ZVybhX34utfAihQttoAQzRLNBg5IwWPeDJaQNHyJBbWgIQ/SzAQOqEsuSzC2Hqw4hDvZ2ol0EqH9kAiZgAiZgAibQ4wlYGOvxh8gbaAImYAImYALNSwC3FzdEF0SbU6eq4djxEA4dDmHGVYmcVpWwd7+EL/3sqG5nL2PBq7NnwdTJSbh1XhKGDaV1M4R770zPOd6q4RoxOyqhsK1CMOR25AiPqD2udn/+WX10LIYORjQLYZiEswfvTcP6jdUwYrjEM/18wIAkWw7iZdYCatfZeXj+ygRMwARMwARMoEcRsDDWow6HN8YETMAETMAEmo8A4s1Zte8hxPTtS5tfNRyWMLPvYAgHDlYl0uTfH5YDrGUb45NPpOGMnrdte/Mxa2+PM2FLrBCpEBQnTczbKPuJ7SGx/GjR14Wu9pZ3sd8hQB48lN+mTqmGgxIqX379fI8pLrLhcpgNHybhbFje0jlmZP79ILVv5o69JPTRf4nSrukyARMwARMwARMwgUtFwMLYpSLv9ZqACZiACZhAkxGoub9qQsiRo9Ww/0AIu/dVw6FMZNG9BJbOFuLZyOEkyRcXejq7zt7wuF17qoEbzjGy0XbvbSwfHGPksrUsBEyOZX48Wf+F24BoN3JEEkaMCGH8GAYQSECTw41CKLXLLEPhf0zABEzABEzABLqBgIWxboDsVZiACZiACZhAMxGgfQ4nFzIHAgeB9ieV+7V3XwjrN1XkAlMGmLK/itahw9UwdnQuphRd1uX4/CkSxgYOCOGaqxMNEmCAgIYJ6J7jsP/AhUJVkf0fImfY8eNdW14umuk5m1nz+ecOUWvmKDnLRo9Ms0EBY0fnghmiKo/yVM0iR8rPNQETMAETMAETuBgBC2MXo+KfmYAJmIAJmIAJdIpArQ0yTaua+phI8MqnOuIKGzQw0QTEfAoi9ydPVsOWrZ1abKcedFTi2vSpnXpoUz6I4H1EJqZR9uun3K/+eeviJ0ur4YOF58WoonBGql3yiFo3YxSCKbctW8+3ZbLckdqPMaOSMG5MCBMn5K2ZJc65itsxY3D3MkzABEzABEygmQlYGGvmo+99NwETMAETMIEuEMicYGeqyoTKJxLuV+j9tp3VsEetkCPU0njP7blgwSLJkCIsf+v2ali3IW/rmzQxrrvrqFoxB/Z3QFVbh/Ctdy8Ul3Bj/ezHpbBjVzxRjHUPV4bYFh3nRtZBuQwPKm9u3QbWkq9rsEL+x0ooG6dWzCk6t0bLXdZH0zIrlTyrzlMyG3lEvGwTMAETMAETuHwIWBi7fI6l98QETMAETMAEohI4S/uatBXcX/slSmyT+LFrD5lVla+1Qk4Yl6+aYPc16yuZg+i/+6tS9vgVq6uBZdHS11/OJdr5YtQROYv6yxXl6hwBnFgE5o8fm4QvtsQTshCoYrZmttybwQrq53zJhzO0/A3tm/nti83VsPCcWIb4x/5NGFcNtJKOHplP5mQYQB9PxrwQoL8zARMwARMwARPICFgY84lgAiZgAiZgAiYQqrKDnTmTZJlgp5QHtnN3NXN7EeK+b3/HgBDOcJSdOq0pkufa6vYpx2rq5KApiPq5lkkNHkzeVRxRhlZKC2M519b/liQEPfSNNHwp595pBeOTLzZoUKLA+xCOqt01ZtEyu7cT50hX19lPjsMf/3kpHFN+2dPPVcKMq5Jw9ZVJ5kDc+MXF9yFvxayGDZtYW/6YMXKSTRiXZMMIJo5PwgDlrpXLuMqY2hnXxdjVffTjTcAETMAETMAELj0BC2OX/hh4C0zABEzABEyg2wkgYuHC6aP/Ejh0RCLYthC27ahkgtiJE13fHFonD2oK4ZRJSVi2Mhckjms5s69JwvceSbMJhCyVnLFYhZuNaYgEtDdCmIm1nZdiOQw9QAAapvwvMsa4lcUL997qdfGOAdlxTL6syBEYu66Yng8PeOHlauYCe/iBvG12ppyHL/2xIvGrc/uBsLtPbb/LV+WPHyQXGgIZ5+rUKWoDVivol2oR7tsnydyRsffDyzMBEzABEzABE+jZBCyM9ezj460zARMwARMwgSgEEMK4+O/XNwkHDikXbC+B5kn47YvlLA8sxko2qz3vpuuTzNmDUHalhI3tyiAbpfUQBP/R4nw6ZYx11ZbBNMTRmky5V8KH6zwBnGK/e+nCjLHzv4331VBNpMSR1ogaqdy6w0eCztVqePShNBP2/vPX5fDIg2l2TnVWGGu9bQi/PLf2fJxj992tZcpN16ePztcRuVDGa8WGstb0/L0JmIAJmIAJXH4ELIxdfsfUe2QCJmACJmACGQGcPDjCDssRtlnTILdsr0ioklNMosnkSSE8eF8aTRRjhZ8spd2tlIkYfI8j7Z331Yp5oHECDcIJAkqtbY71unIC06cm4Yppmtoo9xg5XZwPtLGuWlvNvo7BaeiQJJw81RhR8qzaHWn/XDAvzcRWHF+06ZYUsD9wQLx1IuKOGRXCZ8srYdWaaugjoWzyxBCmTU6zqacMljijczlrvYwBzcswARMwARMwARPoUQQsjPWow+GNMQETMAETMIH6CXDxTiGAbNlaDV/otnVHNZw+l++V/zb/d8cutdlJ1KDdrpb/1fL39Xx9Uuv5z2fL4RplQdHKt1nrR7hqZNEGOnSoc6JaMx6vTK3HHk0zIQlXXT/aKeXawwW1fmM5mjBG2P2Jk63XHuf7teur4eYbQrhtfpINe/hocSVMm5IEMsM+/TyeMIbgNWZUkg2NYMsRjjdv4VYJ736oVlS9Rqaq7fIKCY3TdOunARJUX/9XdA7C/5qACZiACZhALyfgP+m9/AB6803ABEzABJqXAO2RZ9QeiYNmx668NWyrJkceUtZXR0U+1261qM2akcgpE09koPVs4oQka0vDTfTBwkq47640a6v891+WQyWyeQwHEetzXUhgihyBCJU/f6actSBe+Nt439F2yHTQRhTDFZ56uqwMuUSuQwm8atm8c4FEMk2jbCt8v57tmDQBV2XbOWkIy+s3VrMbyx8xXEKZJl4yCGCSzr08yN9tl/Ww93NMwARMwARMoCcQsDDWE46Ct8EETMAETMAEOkmA9sQgHeikXDobvqiEL5TrRXB+PbV1e36BH1MYu/PWNMyZqRyzgyHMu5FcszTbxuuvTdSelmSTLuvZ1raec/RoNQzsH0/Ya2s9ve3nBw/ljiZaactyEDaqhiljDNGoETV+LOdMLvB9qYmpB85qOuXzlSz3C1E4VnFe7pfw1tlCeD50uPrVkImpU0LWsnr1FWkYOFBL0aLg7jIBEzABEzABE+gdBPxnu3ccJ2+lCZiACZhAExMgSL2f2r12yhW2bmOQ0FSJ0qK4bWclzLpaPY8Ra8yYvIXyhZcr4f570nDDdUn4119UstY9pkcixsUsXEX9z7W2xVzuxZaFGw4RhfVt+KLzQsrFltXon9EeiDjDRND9Eilr+WLH5bYiYyxWDR0sUelgZBugNo6pkT94LL0g/B63IYLfmvUV5dnF24dpU9OwbFX9+4AwvXVbNbz7QTkM1xTQK6al4Zqr832ovXZj8fZyTMAETMAETMAE4hOwMBafqZdoAiZgAiZgAoUI5C2SMoal5BwhhhGeX40alM8G7lQQP1MF+0roORPJVURe2Ui111HLVlbD3Dl5uxnf91G+VeyQ/EwYG5Cvj3XErlTHADFshnLTaJ0bqLypTZvVttrDhTGEsHUbqlmuGJlc/ZUxRs4Yx2fV2nI0TIMGh7Bvf7TFfbWguXIYHtf0yD+9VwnffTgNb79fCVNoX7yC/Lp451FJ/yVM8P7adXGENloyCfH/bDnnu0QyZZKRuTddQxBoX84C/Bt3un7Fz1+YgAmYgAmYgAl0noCFsc6z8iNNwARMwARMoGEEamJYWRfPGzYhhlXCtsjuqtYbX5Y+smdfnjO2XCJWjFq0pBqefDzJJlPWss6+/12pS6odO+Oso+V2MlGQ9tIRI9TeJjdRjEIMm6KwdcSwqyTEIIZxfHburobFOjYcn55eiHfcGlmDBqlNU+2NsYY3tNzWMcoVI0eslkmHyMr+XH1FSa+LePuV5YupHZfzKHYR4t8ym2zK5CCRLM0E1pLOMYtksYl7eSZgAiZgAiZQHwELY/Vx87NMwARMwARMoDABRDCEBfKTcIWtlxi2a3fhxXZpAYhvTPqLJYxlGWjaAkQlxCTEsb37JfTJvbRNEzIbUUxdxPUTQxiboBY+2g8HaIIjxwcRBiFso0QZct16SzFtdMG8NAzV1EhEn9NykHHbp2MRKxOMZZ/+sjH2J9pVOZcQb6lByu7q3z9fF9M1YxVuwIMHYi2t/eXwWtu2vRLeejeECeN5jajlUq+Tfn01QKOPnHC5ftz+QvxbEzABEzABEzCB6AQsjEVH6gWagAmYgAmYQNsEcMBwsX/qdDWsXa92t02VsHdv249v9G+2K2fs6ivjXZEfPFQNb7xTUZh5yALNa0IZ+0FG14jhSSZi8fVaiWUxinbKkSPYB8EtWH31X0aIYlRZwgzHi+makzW5EIGPVrneUPfcLmeSRBdaKsmnY7tpqdy0OV5YPlyYFNmIIgft5ElNWD2Su8Z+8FgpE1o5nzgOsWqa2jNXR2qj7Mo2IYDv2l0J730YwtixIczUa/CaGZx7tIqGgGvRZQImYAImYAIm0D0ELIx1D2evxQRMwARMoIkJ4Jw6owt6nDuIQWsVHr7nEophLQ/F9l1BgeFJFtTeUsRq+ZiufI3ot3J1VXlWIYwbIxFMYgxtcTi6Ro/K18PyCFFfu+GcHagrK7jIYw9J9CH0PEZtlUPsX39RDmPZ5uym9rerkzD/5iQT9jiGtFT+7qXiIlyM7W1rGZPkhPp4cUXck3BCuWLvf1QJP/7zUtQ8MPLpTki8akSx7bV6U0Lr/JvTUNGq+PqYhNAYlUqAGqfJl7975fy6Yiy3q8tAGN+7txLeX8j2SCSbkYaZOudotUSoRUR2mYAJmIAJmIAJNI6AhbHGsfWSTcAETMAEmpzAl18iGiSZGLZmXSXskAjV04ocJNrrZs1IwgoJWjHq3jvTcOPc81fzuJb2H6hm0xBZF2Ht+w/GWRfbe/hwNcsCi7HtLOOYJjceU3vmJg0+oCaMS8LsmUm4XoHwiBWTJpzft+wBPfAfJlKeUOsn7ZMjzomGR+S+GiWBMlaNkKCKW68RBWty3qhPP6+GX/2mHM5KR621VsZY5yS1Mx49KkYSDntKIZjvkUiGk4z8s1nX5CIZQysYnuAyARMwARMwAROIT8DCWHymXqIJmIAJmEATE8BRRCsUweEr1Q62eculdaN05lBs25HnjMUSxnBdnVKL3X5EMAlijW4/RJwZGHEyJW1sZE8xhZLw/cEKmUfcW7s+n0bJhNCeXmwvbrE9e6vhhuvSbBgCWXKLl8bbdlx6W7bFJ4EI+Y2703BArsJRGqpA8P5MCbcIrk89XY4mxk2W8HZArb89tRDSd+zKM8mYanntzJCdj4iDCLQuEzABEzABEzCBOAQsjMXh6KWYgAmYgAk0MYHMxSIzByLE8lV50HxMZ0uj0W7TtMh7bosXasT0wANyhA0bmmSiGILMPXekWUbUe2rp27Itrhhx9FhVwexxlknb2t//VemrnDGOJ+H7DA6oTUhs9PGIsfznf5+3qeIaGz+uGqZPzQc8fL4inlBLxtjBQ3HaYWv7DP+7dS6SMcZAiCefSDNH44mTSZa7xTo53jFq2pQ0m/4aY1mNXsZmuRe5IbrT2jt3TpK1gcpIlv2s0ev38k3ABEzABEzgciZgYexyPrreNxMwARMwgYYRIDeM1q5Tp3IxjADvWNlHDdvoNha8XcLYMNrt6NSKozmEx79dkmhSDbjHbpufhCGD1bYmZ9e3v5mG//bzcpa31sbmdPnHR9QOV5tY2OUnt3oCxzWFw7liauDI4SFcIccObaB71QaK6NfThU8EMVo+Z8tlhMj0ydJKGDgwblg+Tjp4xCyEHyZq7tilSaPKp6OtFfdhdn5qRTFy8LLt1TEeNyaEF1+LdMLHhNDOsjjvVut4chuiqaCzr0nCdbMTTe3MQ/udR9YOPP/KBEzABEzABNogYGGsDTD+sQmYgAmYgAlcjMCXtEqmcoVt1LQ/BcyT0bV4Se+6uG69X2fUdkdLGRfZXHDHqP6a7LhdLiuKIPvPliMgVsJf/6iUtSl+cS6/K8a6mIyIloX4hpBStP7pqXIYNVKOHAknYzVAYKzuER/69MkVM5xjz71QCbv2xGFVdHsv9vzvPpxmYh6/+9N7lXD8RBK+8600/PxXlUywvNhzuvIzjm8ik2FsMRjhi+EG18sRhbiHGElr6/yb8gmbsbLpyO86diKEk7rFroED81y6rXJGIp43qmDPe08iNeyaq/JpndyXK0k2ibRR6/VyTcAETMAETOByI2Bh7HI7ot4fEzABEzCB6AQQQsq64YCivWuV3GEVXfBycf3IQ7K4XAaFs+sKtdvFEsZOKdB88GCJSaW8/eukphfi7KIGSFSJXccVlj/6nMOo6LI53rUhAWFNLn7hxBk5IhfJEPoI5++pxTRNHG6//UMl3HFrLighRLJfI+R+YyJo0Roqt1KjQusRexDxxumldVLn0c9+Uspy3j5cVInm1CNDDudfIwqX4X13peGXz1ayjL1GrKPlMucok23hJ+Wwel0Ib7yDiyxoUESana8liYoIiy4TMAETMAETMIG2CVgYa5uNf2MCJmACJtDkBHCHJeotXLU2hOWrKwqTvxAI4dhnzlTDnFlJWHVOQLnwEb3nu+07Q7hrQe6IirHVK+QOmz8vVSh+flWOKDZhfL58xI7YRZvmKAlX5DDFKKY6DtfUxUOaeEn7Gi2WCCkHDoawRsJoT65BcixRONr69Us1mVKuq3OHluEQMYqsr1NyGsYswvxx6iHcPf1cJXtd0U55XK6uTRpmsUG3WEXu3UZl4TWiaFnlfGfwRKNr8iQyxtRaKVGMQrBfuZpbJROK585Owxy108pXZhdZjsj/moAJmIAJmMDXCFgY+xoS/8AETMAETKCZCVQqCCG6OJcgQvtfRw6qlRLErtPF56o1DeyZ6oYDsoOcsaHxVrRMofVTp1TDLLVnMpRgs9rKEGf+9RflKO2Orbf0sISIEcNRf4qLEbRP0opIayZC0vO/rwQcUnfdnoYXX600zGnUep/q/T7LQJM77F4NPGC7Efm+cU+aZbwxRCBGDdW5ckouwFh1rcTl+7WNNXcTQvPrb2snGlTjx4bw6hvxtr+2mYOUu3bF1KDML4nqOh0RVBtZ185KNRji4mtAyH/7/YpucpHJVXbjXPLyyCKjPfWcUnrxp/qnJmACJmACJtBUBCyMNdXh9s6agAmYgAm0ReDMWbX86WIRd9iyVeWwd29bj7zw52vWK1z+lhD69s1FlAt/23u+I6fryJFcyIrhiEJQ+t1Lcq2MSuS8ytsncXWNH5eEq68MmegYkw7OrimT4lzsX39tEvorP+7jxRI9lXV1h5x0b0ikYT8mjsc5FnPL4y+LnLXX36qEW29JM1Hs0YfSLMD+3Q/iCU3DNXH0aIQ8N/Ye4e5etR4ekFOMIQGzZiSZW2zthiT6BFPWN3GCWjSVXxYjj47ltayJckWOG5ufh3/z41LYKJcbN4YJ0Moas7IJlVcl4ZnfdizKI/BzGytBkDbLOWq3LOtDgL7ncvNibpeXZQImYAImYAK9jYCFsd52xLy9JmACJmACUQnQLkke1tJl1bBiTSUL0+/KCgjAxoWzQCLE+x9FvvLtyoZEeOxWtVNOV85YDGGMzSFr6eEH08w5g1D2WwllCAcLbknCF1vK4fCRCBt9bhGIboSexyhyuPbsq4aFn1aUcZWEe+5MsyB4hJQhaiGM4UqLsZ0XWwaOKzLGaOV7+tlyJkQiPHGOxhRmEAn37LvYFnT9Z+R99dU2vvVOPtBgw6Zq+Ie/KUlgChLGur68jp4xeWIqR2hHj6rv92w7rsgrpyfhqisSiVC5U4vJmu/IvYWQHqtmSkCk7bR1i3d7y0fwf1Mi7zsfaKCEXHo3XZ9kU0Dhj8PNZQImYAImYALNSEB/Bl0mYAImYAIm0FwEEAiq6nHaroywpZ9Xwuatxfafdsrbb0UYK7acS/3sbQrgv2N+vKRuLtyPS0x6W06lu9WGSBD8K6/LyTSvFKZOTiSMxRMJjh6r6gI/zrbv2o2rJhcMduocIcB8gpxuDA0ol+Ntc+zjjSj2xHfSbOony0Z4fP5Fta5KNIxd5K+tWR9HCMZhxTTK3Wq5pWqZbvysETVtsgS37Y1YspyRA/KctN0SoFZKaO+jAQLTNQjhKglliLcxC2FrvYS4eoppurSKf7a8nInhCGSTJyKOJV+1s9azXD/HBEzABEzABHojAQtjvfGoeZtNwARMwATqJsB0yRXKv/p8RSXKdD42ZP3Ganjg3pBdWBJi31uLdi+yo2IVeUtktdFKlqaVQEtfIvEGgWCIJlbGdF6xzAFqf4xR+xWa3q9fEn78g1LWgsgyf/BYmuVFFRVRY2xfW8u4Wg4l3FfvSIg8ocB6csVuvTkNb70bR8Bqud7BOrZwilFjRuXtlP/4s1I2DfSQBD1ak2nz69u3muW8xVhPbRm0877xTsfth7XHd/Ye9t97JM22neesXF0NHyysqEU5hFfeiHsMRo4ICtdPwrMvFN+PzVuVAagby7zhujRrH65qc3EaukzABEzABEygGQj4T14zHGXvowmYgAk0OYEvNT2P6ZEETnOhisMrdtF+SLj1doXY99aq5S7RArlOYl/RYpLgbXKgEWZPuD/10H1pFvJ/6nTx5bfcPpxpXMj3kzjG8S5U0uzIEWOaI9lrBw4ok0rttrTJ7VWLZU+tMeLM9uEEosaNqwZC5mNXSZz7inOsrDW2d+/+atYCOkaZdLOV40bdLofhbfNLmfPt3Q8rar8tzn7COLVO65jGbOPNtzbIFZlkLbev/qESfvhEmg2cGDAgCU/q6xdexplafPtr65qtoRa7dsdbHsulLZOw/vc/zh2TN8tF1revpllGEpxr2+57EzABEzABE+hpBCyM9bQj4u0xARMwAROIRoCWLNrLFi1Rto+EqyefKDXMBbFqbSU89qj6pkJxB0c0AHUsaKvaKa9Q21cMYYxl3LEghB/9We62YnPIMEO86WjaZx2bHo6fULj46CBxsp5nn38O58qadb3vOA5UG99piYJM5zwt4ZHzn4D22DVMky5PnYonyuBU3KGW1ZqDEIGToQ04ychLG6Njyn7FqElydR2SANSIGjUyCW/KnYebDvZbJIThfGtEMWXy7Q/iHYOW20gL65LPq9ntmquTcMuNic4pXHwOIWvJyV+bgAmYgAlcPgQsjF0+x9J7YgImYAImIAIVTVqrVHLnFs6haRJibpdr6U4JNMfVXrZxc2MuJvcoU+iEhJkbrkvUptn+Ov76R6VswuHFDhjb+C8/jy/KMLHx5huU8aWWLoLw26p8kECcC2DWgzPnwMGqWuRC1iaHM6gRbh32B9fYKAkqRV17CBsz5Jrrr3ZK3DL9lS3GlMrs6+w+n1r5h9cqYWdk105bx6UzP2cbOc5/9Rfnj5+i9MLf/7SUCUs4lnBeFS3abb88fX4dRZfX+vlZ3tieati9h9+0/1pq/dyOvp82JQnbGuDqRICnRo5I1CacDztgsAf5YhRTU2PV9KlkJCZh46bix7KjbVq3oRq4TZ4UJJDl+XVpmrtvO3quf28CJmACJmACvYWAhbHecqS8nSZgAiZgAu0SqLnD1m4I4dPPyplI8rOflLK8JVxQw4YmWbh3owK92bgVyhTCydGRMPaeplcivlA3zk2zwO6PF+cXuYXbAPPFfu1f8oOu0EW6uknbLdw7w7LJi+0+rFO/PHEyhKeevlDkY5ohWVjkI62Wy47pibEKwW2EQuGLiinDtIx7NYmSQtzDrcRxobWSfULk4Hta8npScV4tXXYxMS//WaxhB0OVD3cyomOsOxkyROFP7194TsZYPwM9VstpeOvN+QtsuXIMZ2n4BBNNEZtjisFzZuVtmjG2u7PL2L5DTswdFTn5QpgngWzWjPwDiEY4Eju7TX6cCZiACZiACcQiYGEsFkkvxwRMwARM4JIQOKspgakmqS1bWQlLllW/msBHthWCBm1xBO4ztbDRtWZ9NdxzRxoInSf8vK0ijL5WM65SuLhal5atPP8z7Y4mNyoEW1PnBmpZhJy/q7YpRCuKzCKmAvZTmxYOM/b908/y3+F0WqDnIkCx/zv1HMLYmZpJ/fnjpSBTXXj7vcpXy8t+ce4fthvx56orcaSc36aWj+nK1zh0rpIQVmuLa9latv9AImGs+Dpq23NIUy7HKWeraO2WW+mf/r2c8cNx1VuKAQQXP8/j7gTn3nGdI72txilvDRdXo1op31E+V6Wi1+3sJMydk98OHQ7hzXfiObtwLc7Qa/PfWwnO3XUs9itv749vVcKHi0Igg4yw/opeJH1KxV933bUPXo8JmIAJmIAJtCZgYaw1EX9vAiZgAibQKwicOauLff1/yTJuZbV2XbjZOLKWLqtkUxBvvyWVW0qtcMrIIVw6Zgh2y7WeUkD7JrVqMgmQ9dRb11+r0PFb1BIop8ma9SFzoX3vkSQ89Uw5EJCPW+lzBZaTqUUG0F23pZmb47BEpocfSMN+tS6+95GcXxIw5iikG3GH8HsEqg0S5b6U84kw+bZqm9whuMtiCGO09s2Riw5xb61asvaplbKPcq/uuj0NZGLFLNxnV6h1tmjBi/ZJ+F3YQkmrrth30CpbdP09/fmIrjEdUN21v5Mmpg0TxWqZaOs3VSVSV8IQuS5xG3Lecz7FKlxoe9WWfDSi07KebTsmEfbdD6vh40/LEshS3bSURJlqmiTqMgETMAETMIHeRsDCWG87Yt5eEzABE2hyAlxs4nj6ZCmCmBwabXRFLfy0kgVgE7g/RCLZJ7pYLctd9uhDaXjx1UrW3tQIlEy8vOeOYheHM3Xxi/j1G02346J6774kPKLtvlKh+CvVrvnam5WAE4uLcXhQhGPj4iHrCJFw776gx1bCB5owxzK2bMuFsSXi0FGQOa1fBG7HqI8/yd0lrcWBCeOrWUvW8lVtHMA6Vo5bqn8Esa2v/uuIHLiLVSZKroi3zRdbR0//2TAJY19EnLBY21/OXc46HJ6NqGmT1Q54znUZc/nz9FpBnK4V7dpLJVx/tCh//dZ+HuMeN9qa9Q0CVMcG8l5DG/iiJTjIUr2mq6Gkfu2WztA6FuunmIAJmIAJmEC3ErAw1q24vTITMAETMIF6CSAAkSO2UBMmP1PLZEeFo2GyJtANVRD208+Xv8qyGjMqF4gQfxpROMYeuDdR6HYIm7fUt4ahcpvs0eTGmpi0e2++rTismHz3Z99LMycTj0GoyUqKAvuMm4kBAE8+kQQu0Pn+/Y+7diFNy+b995y/0K9vL/JnccxaF/uBI4vpgzGLVsIB/YofV9rtEB+5P60Lfxh/eaYavv2tNJTFtNlriDLGDhzs2jnVETMy3Wg/JLMK5x/Own1q2+Oe1uPaa6Gj5bT3+wnjQ3h/YdztZn23yZGKg+5VDbagjRrxav5NSHxp+DDi+pjOOVRZiUs+j78P7XHrzO/4gOKTpZXsA4sb1WK5QK5ZjqUFss7Q82NMwARMwAQuNYHI/0l6qXfH6zcBEzABE7jcCJyRIHG2nIRFcoB9JhdGV4qLMoSZWtsgDqupclrRYtnIWrVW4tS1CsjeUt96mG6JAFar0ee+RqChdRJh6ZnfVMIeCWZDhoTwtxoyUCtaOBfLvTFxvPJ/5iZycCQaCnB+WbXpebXHX+wege20Wi1pP/2iTnGv5XKnTk7CeOU7jVHgPjcGAVBrlckWsxBUBgzQvrK7BRdNXlzrWqIct2+pVbUnthIO1XlA9hfnCEMC8vu89bP1fhT6XmwHDQwSbgst5YInI2DfqHMVV+NuTXcdNVLnil6rV13B6zcJ/++/XERdvWAJHX+DqFQ+q5ZetSHGKNqSaU9GsEPgfVc5fjUBG3H8uw/nWWMfLoyxtnwZc2amYUcPmoLa1p7xwcVnam9nsMit8xK1TqvFUm3sLhMwARMwARPoqQQsjPXUI+PtMgETMIEmJ5A7xKpyiIXsIqseHNs0jZK8rR88loYjcnRMV/4UF68IV40sAv9ZZ731xdagAP0QHrxXF8Jyb910gwKupbEhHEybwlLzQPuRap+cqzyyrLRLCH+PPJhmjhIcLOSRUTg3yCWiWNZeMcBt1t5EyG266L/yilTCWH3iXr62/N87b0uyUHwGBeQOoBDGj8uPx4jhSTblseXj6/5aDBBBx42RcCOBJWYx6GDc2Jx1mo32bOw51NVtZ+jC3cpta124Bmmd5fbGnyphlwYLFKlhEuCYxlktflp8tRkD5B6kXlOoe+2c5XuY45CK4RabTL6YXhMxCmH0O3IP8pqsDcQYLGdqy+L1h0MtZs26JncyxlxmI5f12XI+zNDk3cxBxvuQWywbydvLNgETMAETqJ+AhbH62fmZJmACJmACDSDAhMaKQsQWLakGHDpF6qyMJr9/pZKF4Q+Qy+qNtyth3cZq4CL2dk2t/EBtTrWMriLraf1cJrcdPpxnaBHE3VEhXrQsnjN6ZBquVUsWN5gw2Y6LbZxMs68h4B+RJvkqBJ3ctbMaSIAI9uB9uUBCayH7SAA4ky4ZOkB2WKJvXn690u5EyK0SFckMilGvvlFVS6JEjxaB/7j5cLox2e6t94od55bbePS43HYSCHHTFSkYjpcQVgvfZxoghRBy8FCxZedLivvvMrXMrt9YluCYZDl6OAcRw9h+BikgCp88VXy7hwyVyHa6+HJa7v2Jc+cFLZonT55fNq2snLsxaupkHTuJvTEKQfm5FyrZMAucYxStx3Pn0PapHDOtB6Fyq4TsWMV6vjyNqy7WErtvObmDTO8neu/hfQthmRw/lwmYgAmYgAn0FAL+s9RTjoS3wwRMwASanADuC8SdxRLEFiurpmgrXA0nrZQfKRya6Yi0FU5QiyHCE98vUDbQ+x91LFzVltWV+xUK4Z87O9W62n/Wb178+voR6176YyXL4Ro0EPGrmrlTWBItcr/+XSUMk0ABs2PHL1z+U0+X1U6obB/9hUcYqxWumxdergTcOYhkLUWq2mNa3iMAfeOulj+p/+tDEglbF9uAcNPaadP6cV39HmfgqBGIFV9fZ1eWRbbYIXEnXLzmuNorl90XW4ottyvb0JXHIgJzvCdNyJ/FkAZ+Rm3dnrvz+mQTA4tt/zDl3zF9NWbdqEw8isEYTGLdJzFsnxyOuAthH6MmTUiyCYoxlsVridcHt/c+yp2aCFe0ft42n33J9wdxP1bNmaW25ohCW6zt6spy+KBjyecS9W9Kw3y1WFJMqHWZgAmYgAmYwKUmYGHsUh8Br98ETMAEmpwAE+joTCP7auEnEsUUrh+7EGEeezTNWhEnSji4e1AacNQQpk4GEAJT7KKd8r47q2G42h0PH65v6Ygzbblz2muDRLhoS7ugDa4zdVSuGEQJWjeLulTgT2YaOU9kjI3V/QQ5m3CNIYTGLFjT6la03muQYFp0uzp6Pu2q1PUSm8jk49yeoLZVCsG0aCGMnTjXolt0WbXnr91QzYRazg+cVrgka/Xr3xZv/xw9SvliUt33Rm6vZRt538LVxm3RpyEMkRsVkYyMvwMH45zbAxXof+W0NPzzf5xTOmtweuO9kCzSe/zBI3I2qu0bkZFzFKerywRMwARMwAQuFQELY5eKvNdrAiZgAk1OAHcYl784WxYqWJ8LyXvvSMOiT+KD4eILcQbh7eixavjLH5YC7h/azBBnEKBiF64v2jbnyx1BC2dvLBwxV01HUCy2/WRF/eTP87ZMLoIPHgphgyYNrhcfgspj1uGj1TBR7qCixflCC+Lsa5Js0mD/fnlbJdM0/6isrg2b4m530e2tPZ82PtpgyRu75aYQTkgoI8x+r9xXuyIEt48YXg2HjxbnW9te7pk6ya1WuCERUBk6cSBC2ypuscMSYmIXjBkawDlNdlttP5gEyy1WzZqRZtmIsZ16sbavnuXcJscYbd7kPS6Yl08khRgfkrhMwARMwARMoLsJWBjrbuJenwmYgAk0OQFEqnKZlrQQPlSL4yGJJBRCw7wbqoGg9g8+jndRmS9dExDlSnngXrVTSXhDLLhzQZpNRWyEKFZbJxd9D2qdvbXISLrhXJtbkX3AeUamGRlpuGhob60VjhsIXTeHEP58wEDtd/XcI3wOZDJlwbpqepI5CnHY4QaiHbQ26ZH96KnF6+t3L1XCrBlyLUkQgi/ta7SAtuRe7/YP1eTLnReZ2Fnv8njerRJGECBxtC1fqXY7TY1FbPp8RSVjXmTZPHeaJtHulMgbs3BA3nxDPkmT85YMt3vv5JaLkH94tXJBK3ORdV+rNsqYQluRbYnx3GtnJaEkBewTWuZVf3qvEpYqpP8O5T4yCZeQfoRplwmYgAmYgAl0FwELY91F2usxARMwARPIgu6ZhohTYNfurwP5WM6xb36jJGGshXLy9YfV9RNcW//D35XCdx9OshD6dz9URpDcNYMGSiiL3BpW28Ct2/gqCdeoPQz3WG+r7RIT7rkzd3oV3XbcYeSb4QyktW2sHEG0ziEwcGF8+61p2CzxhsmbRYqcLdxdRevKK9QyKAH1qWfKDRnQUHT72ns+bJn2SXHe0544eFCc8P2hauuL1SLI9l19ZaJBGHp9SLhGXCIXDVHkuw+nyu+SYLKs2PnAOnCMLV4a9z1lqKZzUi0naTIVFkF18qRcfM8fUexf2mAHnhMMiy2p5zz7VrnFPv08F8VqW8UHJIjnTPLkQ4txYzzBssbG9yZgAiZgAo0nYGGs8Yy9BhMwARNoegI4bY6dkCAmJ1h7rXNbtsqdo5YvJry99e6FF05FIeJAQYDZKUGOC/tBusD/6x+Xskyg5auq0ddX215cY3PnpBLG4l6Y15bfyHuC7M+eqYbJmui3XQHuRYrBB3fddl5kw6lHyDrs92mKJ0MIjsntVbTIRouRpXVcQw36qtUWB1ZvKqZS/vCJNAvIp034rXdD5sainfX5F4vvzGBNjty3Lx6R65QnRhsiAtN//7elLHD/pIRqBM4B/RH3im3zSLWRUrv35Pex/q0NlGAba5M0v8oaWxJrLSHMmZmGnTvjLe9SL+kGtZ6eOZuEZXIDXqz4wOT531fClRIY71Kr6mB9cFGbCHuxx/tnJmACJmACJhCDgIWxGBS9DBMwARMwgYsSwP1x9mzIHGIrJIB0pnCNfe/hUnZB35nHd+UxK5RnRi5Q3tKHsyiEZ56vhCe+m4Y165JsylxXlteZx65eWwk3X997k6W371KYuHLGtm+/+IVsZxjwmB26uP9oEdMG86mDLSdmdnYZnXkc59uXEvNGjsizzDrznIs9hgy0+Tcn4QGJtNs0KZFssX7ncsZ2S8hZE7md8GLbUM/P5qm9j4yxj5Wn9+1v5kLk5q1V5Y2dFyXrWS7PQUyGb6xJkSwTdxhC2EhNEiWAnfOjj/7rdKAEkdNfdu49g+W0VbjFmC4as0pCyfsI9YPHcqfjRmXl4XYkWzBmzVSL6e9e6lhUZ7rj0KFMDM0HGdS7DezbHLU6cg7xPokoxYcKHPcYRZ7Yux92/F7CByibNpezFmscZJwTnmAZ4wh4GSZgAiZgAhcjYGHsYlT8MxMwARMwgUIEcNlwwUsb1EfKEat2fB301fp2SojZtlMtlfen4Y9ykcSuEZoSSeskjiUutrho/kIXYeQQETYfu7i43LO/Em5Tfs7HYtHbapsukK+bXVxUwRXEjdbVG65Ls5YpxQxJdFKu1KpK1HZWJjMS3n6wQHD7sHOtcrMkTHCjOK+/lPCBUNBThTHO6WNyuyH64tSkBihz7bgcm0WLUPxTEcSqltuxQ6/3BWqtw+WH4Abfb9ydhr7aj81bWj6yvq95XV+sbbu+peXPmj1TLZNqtV21ppoJR7SD8jMy3BDIXlFLYIyaqZw4nIvtbf/kiUm45w7aks/ncnH+r5ZTlZb1rlZ/HQccu2+8QyZgNTz5eCkTmpkOWrRukdB8VMMxmNjb2eIDlZVrymq3TTXIJMleg/xtcZmACZiACZhATAIWxmLS9LJMwARMoMkJIBycPVtVhlcI7+uijFa8eorpkU8+jrNAF+Kn6llC28/BPXP9tWpt3FDOxLtBA9UaJpcKAhaOFXKwuLCMWStXh3CLWgk/Xhxzqd2zLHLG7rwtzroGy3H05BOlQD4TjAnKJ29o7Jg0/OG14hfeta2knRLHWJHapvy5516o5GKNxKBMtJFwQ5g950lPLaZSLrglzVqEeT3OkWCDi+ydD4rzHTokCV+ejqtKLFXQ/sTxaZYvBtN/+JscLqJ6jImUk+UYe+n1jh1XXTmewzSA4MDBEF4/N20Wl9WUyblYxvkRqwipbzmts/Vyp0xKwvfldiULj+PLEABeWxzzm65n6mPrZ3T9+0VLip83rJW23lvlWnzlja4fCz5Y+VB/T1boffQuucemT8M9dl4I7Ppe+RkmYAImYAImcCEBC2MX8vB3JmACJmACdRLA6XFEDgPaZHABFal9+0NYv4kpkml4KaJgwjaRaTVtSjX87CelTJw5ISfNp5+H8L1H0izTBlfMfz5biRowjrvo/rtxMdEqVoRM9z+XUOxKpaoAc7VDyt1TpMha48L97fd1kavjUNYF7zVXJ+GRB9MsU6i9/LmurBeBYLjEiyL5VAiyOAhxp+BmQkAdKbch7ZUj1Pa3VOHhOLMQWntSfSZBKU0qYa7EX1jjvmIiJeH2RSsXNIsvh5B9cv5op6X18IWXK4FstMkTtYVa/OZt+STQotuLO5TjRxtvzJqi7aS1tlacx5wHMc+FITp2tIG+8ErbQtJ9d6UZv2d+U87Oxdr20DIOY4pl8D46ZHDOYr+4v8fgEZ3bON1uk4i6YnUlc8DhMnxR0zRbFo47nIdrz7UOX39tkjk+h+p9EjfbCrk9P/2843Ni/s1p2KsPIJhGXG/xQQsB/VMmBbnk0oBASXaeywRMwARMwASKErAwTKe3KAAAQABJREFUVpSgn28CJmACTU6gXJbAUU7Cex/nYkcsHAuVNfbTJ0uarqd2RwkdsQoXzUt/rITRmoaIY2maLiBvlqNmgi7Mqd+9FFcUY5k4HtZKmLjlhjS82oD2UNbRyEIQu+rKVBfTF140d3Wdg3Vxjhjy+YrzF9IINrfdkl/AxxLGjqhda4ym2hWtGxUUfqsu6Mm7al2IDWxvTDGk9Trq+f7665LwhRybn3xWztrrCIkfpuwpsqLOqoW4SA3XpMtjOn5Fipyyxx7NbVW48LLMOYnFDGJAUEcwi5VnNUlthjhBYxZTVCdosir1l3p/Iotuk267954/p2Osj9B9Wo8rbehiCEKjNFhg+crqBaJYbd218xJ3I0yX6XHUvBtTtakn4d9/Wc6EUybEkpdGjh6vTd4fW9bwYefzxXCwIbQyLOOTJVU5PTVVVBNPOxLGOOa4Fp97sY2dabnCTnzNefLL5ypZ/hgDPUol5dLJQeYyARMwARMwgXoJWBirl5yfZwImYAJNTqB2AXXwUBJ+/UJZ0wvjAjksMQwnw713lcILnQif7sra2fZjx6vhie+kYfQoZQUpj+f1P1XCow/JWSGnRiNqlUL4cUb1xtqqUHECuYsWLiyyo8jBqokffI2bhXymWHVErZQDWzh66lkugsIdatti0uAiiQBsO0LOFdPylrlfyaXD9z2tbpybyglZyZyJe/flKsfdt6td+EAS3v+omLA5fGjeJl1kn+HI1EHckwwEwNE0YRztqfn5xWvzoF7778hVSAB8kZqq9kbEpZiFyPQfz+CwkiiknLFb5SDkhnvw088q4bPlcdZHO+TCT9o+XkPU1koh7tfqoW9IxJW7keL1hbsKhifFfNoUXmdJlq2IGNay5ZMBJAiTFCJWW4UwxnJ/rXOfwSpUbX35dxf/d76OMy2+uwo6TlsvHdfpmvXlrL3yutlySiq0EIegywRMwARMwAS6SsDCWFeJ+fEmYAImYAJZa03tQooQ+9iiWA3xwk+r4e/+MqjNKoTde2o/jXOPIEYrzlNPn29Dek/CAW1RjSjauWgbm62Ly9UK7e5NRc7YHbcWF/XWbazKsZK7ThAiKcL4yZNa3YVA7o7YIRYMGFBsexHrEPE+XpxPG6ytk5w0QtERQnpSIaTQPgrPiXI0ITDVwvdxOcUYLDFsaKrcr2IKJoMLEEl4Pd+xIIQlOvYfyG3KVMoxEmxouUO4OaX3laI1eUIIr547z4ouq/Z8WhR37lb79WcIYRomofPhqulJ1gpce0zR+8lqFUSYbe81URPEmERZaxnmeHPO4mirCVa4Hu+9M814IpTWPtBoqR91dmon68IZVxPF2E9Et/ZqmBxnN8jF+ItfFztv2loHf3tozV65NoR71V45Ru/ruCNdJmACJmACJtAVAhbGukLLjzUBEzCBJidQVtZUSZ/KcwGG44D2wzfOBVA3Ag2h0kuUX3O32mWek8skZnFhyUVk//6IHPlUSvaHn2+PuaIWy1opZ9p1s1IJY425SGyxqqhfHlTQuC6pCwuUXJj/QRlGp3T+1Ap3F5NLYxYtYeQlFSmWgduIfLGWtXN3aNfJ0/Kx3fn1uLFJ5mbDgYcYwq1WDDrAsVi0EAX3R8rIgyuvv2N6vSHW4MQi0H7gwHyCa83tVu82I8jAYnvEFzP5g7SBIp4zrZVgfNppyS3kFqtoo9yu1sb2CpGdFvPZmpj6yVLlO+p1VBuwQP4WWWAUWXMHlRNIDhnPoW387tH1icZMNuUDBVxZNYGtvW3kd7Qik3HHNjSy9u4N2bAMBOK7tf99aK/sc/410Mh1e9kmYAImYAK9n4D+k8FlAiZgAiZgAu0T4CKIAPajxxI5BOTukcDDBdLHEjS2qM2ukcVUtL//aSlrBdqyLd6auJD8o9wk7Nfj3061/HzSnCKqw7ix1cyFEG9t+ZLWyBV127wLWwljr6NRy9upNqirlTO2e08xgWWTLpIbXbgYKdpi683EwtlE4PjcOUnYrG0mX+ubalUj2+njdlrc8jV3/7+4Zpjier8yoNg+2jwRBxGwOdeLVi1sPpZTju07o7a8WRJ2mGJLFhrFpEUEs6JFi2bsfDH2/bd/yIPqcYnhHrv/nlxAJcOL98WilcopNlMDKZ75bcfiOUIYQt0Pv1+SOFZR228+KIJBGbU6ebKqLLIkC9rnfECoqrc2bwmaeBrCo99Mwyq5Xscqx482WIYnXKxw/rEv/y5XbncVbfFrN5azD1Oum52f/26v7C76Xo8JmIAJ9F4CEf7To/fuvLfcBEzABEygYwJMm+SilTbD7z1SyhxcuTui+EVgx2vP28EWL62G228tSYSLe4FF8DttPoh8f3qvIjdFGn6lC9Kf/HlJYdX55LzObGNnH4NIs01tZEyCe1/tY72pEEARMXpLMTFvrC7M6xXG2M9r5e5DCEbEueNWtd7KMYTI9I175ILZWg44GntSIWDTRnalRBteo4ggbDMtyTiyitQwiYw1wbHIcmrPxb2EsE7w+09/mGRZWDi8ELRiiO0I3bHbrxFLyezi9vb7IYyTMHTb/Nypl0++LMYYNrMkJJGx1hlnHgH7v3+lEu5UFh4ca4XbsRaIv0jH/qFv5KIu20/GG+dJbUv5WUv3F4NCKH5OkSlW+xrxbajaaXGpka/G82qh/vmjL/x3wTwNqJCrrrtfJ2VtM0LxmvUhMLlzhERtT6+88Nj4OxMwARMwgQsJWBi7kIe/MwETMAETOEcgv2Cqho8WVbNA6Ws0fayP3AwbNuWXVAMUbn6FLsDJNEJg4mKsUbVYF2Q3zi2Fa3TRyLpiFoHUXLxxgXf9tdonhasTBF9zyMRcF8taKafF7bcoCP3j2Etu7PJ2KFfptvnnL74bu7biSz+iFr0RI7W9W85d4dexSNr9NmzKn4hggyMIB+Pf/mUpjFfrYqwpmnVs2kWfMl6twDP0Ov1EQjJOt1tuojU4hB98Lwn/9FQxUXmI8qVatsBedAO68MNZymkjR4spsIS6jxmdv+54HZI5VrQmTwzhjXeKL6e2HYh2ONlaZmrtUWvw6rW5y+2DhXHWdZ2O2/pz77G1dbd3T5viF1vKWdvoUAXyn1C7I0JurRDx/u0/y1mG23G1jLf8Hdl+S5ddeF6wf//lv57/GcenVmSLkQ341rsh0FZ7QlNOa0M0ao+p3U8YH8JUiZP//B/nl1X7XXfd71LbM4MFaCtmeiXOsZZDB7prO7weEzABEzCBnk/AwljPP0beQhMwARPodgK4xHJXRCXgvKkVodlcOOEYePA+Ze3omofvF6g98NkXmIQXV7SqrRcXw2JNBiSYe92GuBdae7XNXDT1VYvc0mWVrF2OFqyDhxqzL+sl7D0gx9EkXbjnLpPaXvbsexwsSaL2qbEhkOcTs7jIRhhhUiHh2SOGBzn3Khc4Wbq6Po7hSC2nSB0+QgulnGdyBiGMcK6o8zarnniBPVzuMBxBCDY4iLYpp4pMt3/821Lmmqm1K9bDBMfYSYkusYoBBkxWXLykHMUh1nK7hopDv75ynm1t+dNiX9MS+MC9aRa8T7YYN86x0Tpvu5K51d5WjBih5en8f/Z3XX+PQ6Bq6z0LZ1dRx2DL7eZ9v6P23AVyxa7fqNdL13el5aqifM2k0PWbypl7bJomlfJe7zIBEzABEzCBlgQsjLWk4a9NwARMoMkJcMFz+kvahHQhoYualsVEQQKUcVQ9pKwlLjY+XJSLFw8/kCp7JgkvvXbhc1o+v+jXiFY33VAKOCpWRAy6xgE3/6YQvvOtNLzyeiUMGSz32IrGTaeEA1ljN81NJYydd2MU5dMdzydnbMYVqYSx+rcbEYGWTASwTAiTsFCboMc+cBHPY2h/autCvzP7yqQ9LoKLFBlj90vExC3JdtG6xtdUo8PE69luHDw4HWnVnaysLjKoBsrRSSHsFSky1o5GbB1lgAf5V42oRuSL7dC5zxTKq9RCePft3OSYEg+mUuLailGzr0nDLjkze3tNmYyYrOyxFm6zS71PfMDz0muVzFF5312J8vdyx+Kl3i6v3wRMwARMoGcQKPifST1jJ7wVJmACJmACxQnQJkOrGBfTCGQXq30HNFVxjiamyTn27ofnxRG+xwHS6Fr4STnMkzi2YlUbG1jHBtAy+sLLZU1cTALB1yPl2viZWuUQEnDccDHVsv2ojlV87SlMCHz8Ua2slxUuwhlXFWunRGD6hgLiaUujzQ+HE8LYq29U5HSiNauatSoS3F1EfGLZgwYWOydpe63oBCGza+25dmFEkF27K1EdOLFOA16HOyWsIFIfkIi9YnU13Htnmk2RPVgwYww32q5ITsEhg/P2Q0QlhPbde+VElagXq6ZKEGWZMYssQrbx57/K2xKvmJa7GxEjF356/r2wyDrnzFQ21gdxt7vI9tT7XITZtevqfXZjn8cHPrRA87qYrQmWxAO4TMAETMAETMDCmM8BEzABE2hyAkyG4+LuzXfKYdv2jmEQmk2QcUn6SFnXg5MnJln4Mxfhja6Vq4OEsWq4+cYkLJF7I1Ydl/Njm0Sfv/xhKQuafu0ttZDqZ488iBMuzUTAoWoli5WjtkcCw3G5Za7XxfayFfH2IxaPtpazYxftrG39tvM/f/Z3lXD0aJ53xBTC7383zQLHa61+tIXBu0ix/KI5cYimiGPcakX73OFw/vvaz3vCPdv7nFqaaU3l/KUQAcjl47VapAjxZ+JfjKKFMjmnr37vkfwL3FcI7wgXRd9LMrfc+/HE8zkSUMip+mhxvv84GRF0EdERIhF7i9Y0TbisVpOwcVPBA1V0Qwo+/0o56oYpj+65F+LxL7hJX3s6H/y89W4lrNsYsrb2wcqZtED2NUz+gQmYgAk0FQELY011uL2zJmACJnCeABdzlUo1LF8ZsomT53/T/lfLV1XCdbNL4S/+rCQnSjVMVCg5eTtMraSGSNAoMgmw/bXnE/buuDWVMBb3wmucwtRxsvyzQsrJTaNwz5HVNGJ4mjlbfvlcvBw1Lv7nqHVq2Yq4+5FveWP+3StHV59SVblKnZua19ZWtMyiozWWmq+g+NfeqmZTCXHrFRUbEDH7a0JjMxW5ZzddnwfZIy4yRZKWxWMKXS9agwclEq7iiDa0C/I6a50tR87cqJFsaf3by/sPDsRNm4vu8fnn0z6JKLyohTMMYe8Hj6XhZbVft247P//Mzn/FAIIY0zg7v8bGPPK2eckFQnJj1hJnqXwQ9NTT+Xs8jkCGQbhMwARMwASak4CFseY87t5rEzCBJifw5ZmqLpZxiVUCuVFdKUKXCdq//to8dJo2IloOcaswBW/+TWn4tRxBMcOeW24fuU83yzV2uyYkfrQ4zoU6yyeTCjGGi3Na0siSwpmGU2bffu2z9qmloNNym+r5mpyxe27XRbwyoGK2kdWzLV15zk5NeptxZRr27y/Ofv7NSSDUnLB4xAdC4nEiIuoUnfiIAwmBrb9EktPnhM6u7GdvfOxN56bvIUwjEB04GDKh6eTJRG6v+gXYPnKIElh+SO2ZsWr4MCYEJtmQj81bWWr9YljLbcryxQ63/Enxr3Ev4hRsWTjGeL+IMYShrwTcGVcmEmnqP0Ytt+1SfU07fT9l3H0c8X25O/aFD3U2fhHC/RquMFTuMYfzdwd1r8METMAEehYBC2M963h4a0zABEyg4QRoqfpc7XsfLqz/QpRWonfOZeHcsSDNpn0RTE4Y//ixVU12TMIzv6l/+R1BWPhJVTlVtDZ19MjO/x4xgdy0J76TZo4xMrBooXv5j+WvXRR3fqltP5ILa8SfBfNSDTsoLjK1vaa4v8HVctX0vP2tyJIRwnD+7dpTDc//vhImjk+yYGzEBkTD1kJEPeuinZCA/+1yhjRD0UJIu+MhvT4niOeLmkjJUAnyA4sUwtApuc9i1X13pQGHDsX70UEJeIjOtFIu12AN2rXrLVpzEVpjFgLj1RKu2GbeO6k79b7HkAhE86I1S+Iwy+lo0mPR9TT6+bfpwwoGl/TGYrjCL35VCXcs0AciN6SZQN8b98PbbAImYAImUB8BC2P1cfOzTMAETKDXEcCFQ0vVG29X1BYUZ/Nna7ogLXCfLK1mAeXDh6XhdS3/7xReP25M/AvU2lYjKN18QxLuuSORmBXvIpiW0Hk3hLBM7aLLVypHKKIYUNv2lvcIb/coBDq83/KnPftrWsrIeSta39RkU4QrhhuQ+YPrkFvMOqrzffQIOQCVH9cMhdOFdtcvJSyR80Qh6iBCFqlhEsZOn47DEKcYAtNqiZ/j1b6MMHbyVDULQtc8UgljxVS8KRPVGl5A9L8YJ5ypUyeXsg8Abro+394JGtaxQe8XMZyxtBOvWd87BaUar+tmy0GnQ7fk8zjnSW253X3PB0abt5TDg/elaq1X9pivlLr7EHh9JmACJnBJCBT/yPeSbLZXagImYAIm0BUCTPrDifEfz8QTxVg/7h7aAD9YWJHrpxxGj0qyTC6cFI1uR1n4SSXMUkZXzCKX6l//sxwWL2m8KMZ2I/D104XXtKkx96Kxy2JwQL/+SRih4PEiRSvvS3/MhxzUlkNYPsMcyHrD6US7bpE6ova3EcOLLaPI+rv7ueSJMc0TcYx7hkfMUXZVUfFmqMLyT56OwxFnIPWOXJK8T6xaUwm//UNFkz41JEDB+0XcYky5HCQxY+OmeOLMAJ2TOLmYRvmh3udwy9L1uUjvEUxSLVrk9SFi9nZBiSElny4rzqMozxjP54Mj/lbyN5O/nS4TMAETMIHLn4A/B7n8j7H30ARMoIkJ0EKFGwcBojMTJ7uKiiwuAou/cbcuij6rqP1Nzg+5yNYoBwxnUSNr244QdqsN7wF9sv+mXGrdVTheskmecjvFqFXrKuGm69KwZWv37UPR7UbEuOaq9IIw8q4u89U3yhLXkiwrjnZHst1qkyj/9F4lMAwhnwJa/3nElEtcSc1STNrr1y/JxBuEGwLdEcU+PjdNsV4O5OwdP1b/cWi5XjL1EL9OS8RDGKtldDEZFxGqSJEvFrMdkXPyxz9Qu6/Od9xh6zeFsHhp3NfpnJn58ovs96V+7k1y7zKwZGU3TCbuzn2ltX7TlqBogFQDHRzO353svS4TMAET6G4CFsa6m7jXZwImYALdRICA/fUbg6ZGhjB9SiphLO4FHbuB64cg/icfx91TyoQMWuO4iCSTh4veDXJvEMzfiCL4/4lvl+Q+yQPbG7GO2jKZvkn75lXTk0DGGeuOUauVCfWD7/Uu8YacMc6pRQUAXHlFKlEs32/yxPbsrYYVq/OsKYSIZSul6BYshLUrpxdcSC96Oq2pp9SWOHVyItdYNTy1pJINMii6C8MlYB6OFLyPw1TDcLP3Blq7b5AorJ9kU195LRQp8sXY71h18mQ1c4/SinrXbdzUmioOtFyTg1fUicd28kHCa28WP9dj7XNXl5Pqg5Fbb07DW+/23n1ob58J4+ddig97rlEWHNmTLhMwARMwgcuPgN/eL79j6j0yARNocgLlclUusSS88Q7CWDVMUubO4xKP1qyPExTdGu9+BWYTvI+4gVhEltk8TXMknJqMrrlzquF3L1UaIo7t3hPCZok0D8k19kqEtqbW+4ajBYEPQYxMoZ1ywf1BgeabtsS7+N5/IJ94d/ONaVgi111vKNyAN84txmDV2oomEiaB8wcHEay5xRRRjxytyoXEZW1zFOcqr4V+mnJI4crCxcPUvSI1XI6xTRKDYhTZYqvX5SIKLcsPP4jglAamiBadMosgWHQZLfcRoZGBIh9KAcYperUEsusl5JGryPtcUWHsSi2P9tct21qutXd9DYtDmgLKhzAdFY5QPizp6mANzmfeF2DencVk1/vkhsbBimi7eWsSHtTkylIJp3TzvK90J3OvywRMwAQuFQELY5eKvNdrAiZgAg0gwEUW+Sivv13Osr9YxY6dQW2OTIoshV8+15hP9V9+vaJWk3xS2zsfVLLMHMQygvh//INS5oogaL4RRdbYj/6slOVS4WCLVbgDEPfIu1ov19vI4QrlVyB/TFGstq0rJF4QwL3ks9pPevb9rt1qe1Nr0TCJBeR41VNMAT2m9jwmKeIcQ3jkDEF8fO+jahTnD46x/motbIYiJPxeDXJggMGHi0RS/ydfDJF6xy7lbhUQtoYou2u/WjKL1LfuT8NQCWyv/4mW6xBGyoW2U87Af1OmHxlbiExkFtZbA9SiiZCxbkOBhbSzcrb5UwXLp6WK3LFp+Hx5MbGRVdHq+oXeJ3trkQl4iwT9F19t/+/KdbPz99IB+htBIYQzsIW21M4c8ycfL2mgRDX8+rfFmedb0Ll/75coxt+xmpORD5q27yxn4vMkObFrAnTnluZHmYAJmIAJ9GQC+NddJmACJmACvZxA7eICt8TvX6l8JYrVdutj/bysa4r772nc2/6okXJTKCy9j1prCKgm2+mUcmdoQSk6Fa+2Hxe7Z+oe64i9byWhog30qafLWcj25yvySZi1bWC4QC0fqfazeu/Z/jEaXIArpbcU+W7XXFVMdOIcefzbaSCQHeFmqYSHEcNy11MMtkcVms7FOO1el3sRkI+IS4g7ItMBvQbf/7iSvQZHFRiUkOh1MHCgWhT31k8QJ9cstQweVBtizS30F99Pwz/+rJSJ2gvmce4XO5cmky+mjMNYxeTMH/95Kdw2Pw1jNWG3VgitvN/ixitSZK1dOY227O4Ve4psc+vnzr85CbvVAr11e+vfnP+eVtEH5LLCfffqm5XAhyh791fD7bcy0bhzf48WqSX4s+Xxju35rWv7qxvmJpl4+7LyOVsWrcD8ja05E2t/e1s+xl+bgAmYgAn0PgJ2jPW+Y+YtNgETMIELCNBewgXha3JiMI2urXrznXLm3tqwqTGtO7sklJxW6yQXwF+o1fDeO/OJgNvlYMG1RjA2DgMu3nFexSxaOP/mR6VsEh+tiTGKlq/A7Vx9vqIi943cbzOTbPrmXLkg3pY7ruYmqD2unnscFLgR5iur541uHCRQz7bWnkMLK5lOOD/qLVim0hx++Vwla6lkORs2JeHJJ9LMTcNUuKJFqPtYhfvTdns513HlddFuNlfOw6Ny4uGeJA8PYZBcrHqL9jcE7iLFceY44CalEIARlnHj4HSjBZTcOlry6i2ch+29/3V1uWxv+Ww1INpxw+G4R/ll06cmEoKKn5dM1N0lsbEo267uV6zH4867+YY0PPOb9t1iTKtEPHr+xfJX+4oI/vc/LYVb1Ia55HNlYEogxJ3L35ArxJehMcv1NwJBjJo2JW85XasPEGi3vnVeGq6T224gTka1Yr/7QT7sheEN3/8uWZdy+MqRyN8aPtxAIEaY62wx0fU+uS9feKXtfUOo27GrHHBC4njkPHaZgAmYgAn0XgKd+6im9+6ft9wETMAELmsCZ9ReQoviL55tXxQDwr79IbyrrKH77mrMWz/TL5mKd/ftaebeqn2SjkjWTxfBP3gsDd99OM2mDcY+KDiDPpOj6947GrNvbO9ghTBzscyEshm6kP9YTo+NuuiKVSuVuYWzprfUDk0kHVnAicR+cjGJi4iL21rhQEEg4WIzRnGRPFpuvMu9vpS4igCAO/NnPymFf/zbUvj2t/LWyiJtlJkwJsG7SI3VdEcEilpGFN9T70jQeP73lWxox+BBxY7R1El53mCR7eyvLKsfaQrl9x5JM3H/V2rd+5efl7OMKVxOnEe0qtIOWrRoL1yt13xvLQL3t0jYbM9JCE9EUDIJWwqACLgI64ijw4fn02hHqFWdD08Qw5kmi6OMaagUy6i91+BKvu0WDYPQh0E4TDlvOF448Hg/YcIt4iXHiRZ1Pqjh1pWihZK/q5u3tP8shNhf/LqSPZa/xS4TMAETMIHeS8Cfb/TeY+ctNwETaGICTHUryyn2+tt5wH5nUXAhMV2fvj/yYGPC6plGeUpTKWeqxe6zZZVA+Dmf7hPQzMUQjotGOaJwF/z9X5ayYQM41GIVbgWcDbijaB98X/lXZI7VhL9Y69m6TUvS9duMqzoXZB1rvfUuZ+euEAapxQ5XRr3ZbkckaM68OncR1pYxWC4QLpJPnY5zock5OEIX31noVr0720uet3QZYkA5E24H67jQ4lZ0SiMtmkWPRUmtrMdb5P+d0XtX7hDLjzHCeZk3tToLJyqtmGvWFROa7tWHBqPVEr5M7tCaiIfTCIcrbqWi7ZO13Rs/Lm/xxRXVGwuRivy6n/+qbUcV+8WHCdRuOeNa1z4JjbNm5O8ftd89/Xw5cx3zev2rv8jfc1tnU87Uc8jS/M0f8nyyvfv09+yhVNNn5To8l9f29vuVTGBjuZMnlbL3bnI2O1M43Pr31/Aa5XR2tljf9p20gCehpCsrXLAuEzABEzCB3kWgcR+t9y4O3loTMAET6DUEaLvbpU/gf/7rctZ+19UNf1OuLi4iZnbxU/TOrofWybc0xYuMo58oowdRiVbH/3imnF10su5G1Cm5uRZrquOdC+IGStHmxYXYcy9UAg6SdWp5xNlwu7KHYtcquRTmzom/3NjbWVse7i6GFNRbq9bo4lZP/qbakWqFgPpbXfTGarfFfcZUxcu9EIdw4PD+sEoT9Jj4iIvzpz8sScCsf+9x7TAxskjhprli+vkl0ELJpFqK1xLtnjgH6y2WcVgCaJFCkEWoWaoWOZxGretBOUUZJBKj5sxM1V7+9XXEWHZ3LIMPO5hS2tHgDdp7qfFjv75VNRdnTRDnEZyv1KlT+fMQVFsXQi0fsNQ+mOA9iGL4S61qy+F7lkXuZWdqogL1b7kxKJag86JYbbm0wvM3mb/NvAZdJmACJmACvYuAHWO963h5a03ABJqcwFll3ny2IoQPF9bvjKDtkE+471SrytoWGVqx0X77m6XMaYLIwXRA6pU3zmdJ5T+J++8nEgNuuk6h1hLfNm2Oc+FJeyhFGDdB3Cx3m5w4N92Ag0zrUatorFotx8vNN3TyKi7WSgssB9cP7Z8EvtdTXBQz3AD3Iy24LIt2KCZT4irCoVe0ON+nTKxfvGtv/bhDaBdjmxGl+uo++7qPnCM6jFyQc88ggezG19oUcpIyV4m+GKaspmG62MepwtU+xiku+rmv6PocoZAbF/tkL3F/Ru8DOJpgxEX4XcpnmiGXJj/DYcPrm1Y92qbJ/aPNst5iGALOviJFXt89anN+UCHs76mdu+a8QnR78L40E54Ry+qtKWqj3L+/3mfnzyNgn+Oy9POLv7dyTl6tNlWOZ0vhpZ61IsD9rp38qnqW2V3PGTsmf3/9t1/oROygOM6899fEz1o7Ja8FssQ4fw+rbbJ1C3l7Z8KJE9XAoJda4fCj+PDiYsVriePamWKAy+f6+9pee2h7yyGH7jm1Bt+h1+NNc3kv6OSK21uof2cCJmACJtAtBPSfcC4TMAETMIGeToALYy56X3urGkXw4eJ5mi5MHntUAcMvX/xCsCiTEycJJ84vjFgWo+1pmcKBRSsiFxGxC0aLFQa/QBk0sYQxtpGpiYgMTKZkklpZIz6XqDXneollMYWxw3I37dlbyUSS3jCtbrvEgmtnn3d71XM8EXaefDwfnIDgcFJB7xPEGyfaM7+R81ATFovUEWWMkT/UUfEYnFX5vYK95UDhNkgZRjiaBsqR1V/3TCXs25fcvLw9GLE6E60qSRbWfras+3MCVv47vs8fw2RYWgarVU021NeIX0y5Yx8R1lJdwTMFMkmqoSTljMmoCDGlEoIMQfX5fUm/6KPv+Xk/bcuAAfmkREQ5BNy5c0qZEIcotkcta/cqSBxBAbbceG2yXjLzuG+vhqutdcfuYscA99/kiZwrynuaWQq7tLwBalcj5JxiUmERsWkK4qzaSIsUjjGqI7cP78VF6hqJYsfkpNq1q8hSLt1zEXDJVqyJmx1tCRORH5Lb7s8Uir9Y7e7wY+Ijr6mPFkvg7Vhfu2AVX2wNGoYgQVUiK9llN2kAAMtEpC9SCLf8/SCnr2jxwdWu3YmC+XOhP8aE3aLb5OebgAmYgAm0T8DCWPt8/FsTMAETuOQEuFCjdYRR9y1zeopuGE6ov/qLNNyoixQmbMUu2rkIMV6+Uo4BOXYeVq4Z+3JILZZMICMjBhdG7PpkaUX7lGbTI2NMjKxtH46E9z6sqH01Cd/REIEVComOFRBfWwf3K9eonUdutIWftPxpz/yaLDcyxhCTOhJY2toDBhkgkLwqNyG5WNdJaHvuhXL4a00ZxfX07ofFzhEEWLZx0kTu86DvoQr2x6mFGILwhQBGux8X+6dOK1NL7VcISceOM+mwmrleyCo7LOfU4SOaAnu0IqdLMSdWWzy6+nMEgkcfKoX/5X8/kznW/uFnpXDjdamGQ1QVeF8JtJ4NlTNrqPadbCty4RAlmODXv78EOYltmVim/SVP64h4HdW+4vRBwBmlPKmDBcVJRK+X/lgJ18jVRkbUGIXvIxYgZiA2FxGx+0pwH6UJhEWD7BlOQvHeUZuGmP8k/5esQSbe4kAqUkxT3LSlyBIu3XN5DU0aH8I/PdV58Yi/A2mau6j4G0Dxd+CjRWr31Xt1rRC3WrPlZxSCVe3rT9UuP3qkptbqvYEbrrM339HrUa/LWstw7bE8N1tuB8at6dOUmabJqf/5bBdVOlbQRnFO01r58AMaOCM3IsK3ywRMwARMoOcSsDDWc4+Nt8wETMAEsguCZSsr+hS74NXYRVjiJnnrXYlXah9ZubYczrTRinKRp3bqR4RVb95S1jSxPOwfZ9VkCWQvvlrJAvnvuzMJTz8ff7/YuEWfVpUVk+piOc6FDuIIogE5Q5u1HzLzqOUxyVrWOgWjCw9aI27335NPV6tdrHfh6d37UB2+PWp3nDkjzYYt1LNyRCnYrt2Qt1QRvM/FLswRyjpTiCMjNLmOAHaCuwkHJ1eMiYoEgHPBff89pUxYZpodDq11G/J17FJGEQ6mjpxCndmOS/EYhK/92h/2kZbJAwc1oVVC9z89JYidKC7YcUSOH5sE2gnHSKSkPQ0XFoIiLrTvy+1DXhRiGQLEQYmCTA6E5SF935n3DraPY8wtZtGml7V6FlwsHz7s0rnMNMTBg9OAwM7+4tq7RS5RhLFaW3W92z9E5yOsX+ilbZQLlC22Vq+brhaZbQyF4HxCEG3dmsvQiKXLzr9X87fpv/zX89/X8uhYL69TRFYy9RB5OQdrQhgOyJbP4/EdOaJph35A7w2fqh28Zd4Zzy1afJDF1NW7bkvk5JTL01ddRZH6+SZgAibQMAJ+i24YWi/YBEzABOonwEUk/7H/xz/hUCp4xdfOZmzYpJbKKZXwmMbdEy4fu3Dg4FI5oGDtlzSt8tvfTDO3GNMrcQY1qmjduvmGatZWhiOlaNHu87qOxZNPKMtJDidcEFzMIQ7QpvbRokqhHKeW20eLHaLiPLUIvfZW/GPScl0xvmby4bTJEmOW1bc0RLCsbVGuMybVqZswE2vHj9N0QB3HloWwMHqkRDCJrQg4OIWGSxDrp/ZGxDUubHEkblewOeHz23SPkPl//x99w//z38rhiy09n2fL/e3M17Aj++r/+7/6Zq49WpZh+j//j330fTVs1TAMxOi2CqEB59bFWtEQGf/P/61P+J/+1zNh+jSJZRK2J0qImqhjM31qGjgeg3XcvvwSkYzXeTXsk6uKY7BfAl0j2qVb7wfTYvfrvClavOe++EolPKr3qOuvTXQrZa2mZMjRzkoGGsMxitTsa9JsQiPZcb2tpqv1ftSoRIMx6t/4mMIT4tnp08WOB8fgAbmaeR+nzbNRxQdbu9Ui/y0NGUEY5D3OZQImYAIm0LMIWBjrWcfDW2MCJmACWeYK/6H+sj4VZ6Jeo+ut96rhr9VSSbA8eTCx65QuYLi45GLgHbUi/vTJUrhSF/LkwzSyFso1hsPh8xX1X8i13D4cJQSH055J61mtmLhGSw9CWaxatbYSHnlQV+O9oLbtrMgxVv+2IshwsUh227s6PxC4Zmti6r4D1Wx4A/lEiGCIYbTk4eKhtY/zh1YsWpa2bm+f/SG5SqZNCRLGegHQLm7iR59UAllveT5akt9LLMNNM0wOutEtztUuLjoTIWkhRmhDoG9LpCc8nYEX03SPg4upi7j1EJQQyRDLcAByTPn6dIFtar0PUyeFsExtzTGK1zUOn8kS2wiHx3lIDtwWiWK4nhDPitS1aqNkQm9vLHIb1+i973Iq2nqnTg3hX3/R+GPCa2ff/nImvCI4d3ZS5uXE2/tiAiZgAj2ZgIWxnnx0vG0mYAJNRwDnxYZNcie93fj/UP8Krq513ny3HL7zrTSsWc+F7Fe/ifLFRrnD7rkjZFPp3vmgkl0Y0pZEO0wjCwFrnlxjt96cKDOo+AUdDj7cUeTk7NkbwjY5cXaqBY+JjHcruPmz5eXCF841HmR3kXk1W7k3MXPSasuPec+ABaYLEkxfj+BBID3nyHRdoI4alWZiCgIYQfRjRouzRK8PlUe0Zj0TTevbclpSGzWZsr4tivcshMEiGV3tbcloOYTIW+uoECYvJk6SHTdLbbZX4jaTaDZ3TpqdKzhJEcl278nzExHN6nGX9VEbKHlla9bFfS/Zrtc2t5hFPhdiSE9/PV9sn3HJksX3/sd6YV4mNUj5gt+QW4ywfVy63VF80PXLZzWMQJNYr74yd7p2x3q9DhMwARMwgY4JWBjrmJEfYQImYALdQgA3woeLFUbdgCD8jnZgmwSfZStDeOSBknK/4l780KqF++17atesVnNXEBfEtJWMUpYR+UgfqNUEl1zsWqgA8rvviCOMsW2Ekk+akGbZV7PkasKlw0U97hguHtdFbHtduZYg+p4vjNEWtkc5XTM1RXJZB22rhL6TZUV7LVlLZFqlmsB4+GiSCSu02K5ZX27TmVTv+UF2FOtzdY0AbatF2t8QMj/QhL4PFl643hkK4UcwowV0gYRrsuEQnvdKwNyp94bduytZy+GpDpxlkybkmWeEs/f0unZWmonpPX07L7Z9C+Yn2bCRi/2ut/6MwTC0XDNEpbuLD7727E/CvfrbJP3fZQImYAIm0AMIWBjrAQfBm2ACJtDcBBDEyEt5+fWyLpwuHYsP9Mn5tD8rZZlZOLtiFhcgTOg6oTa5aySgIIrRmrhqTUVtiGl4/NtJ+Pkz5ZDKUYFwghsrRq3fpKyxG5Nw522pxLfi+4TTZbkupHAbvPJ6JQt6n6JWLvKVCICPWbhgFswrZYHNPf3Cf4scQ7TRtRbGRsvxRR4VU0knSAwjCP+gHIm7JHx88hkXpcr9Uptaowvxkqlzrq4RmCAxcb+cXbErb8u8UICndfE6Ocpw0tyxoJS1MRL4v0tC2Q69f+yUuLlfwlnLmjwxzYT1lj/riV/zvsb73q9+e+E+98Rtbb1Nc9T+SUtsIzO4Wq+z0d/PVYYcTsN//+WlOx58AHbggForNVGWQQIWyBp91L18EzABE2ifgIWx9vn4tyZgAibQUAJk99BSRDA9otGlLloqn3y8JMeOLkbVIhezaJUiKJ3x9YSqv/1+LlR9vrIc/vpHpUy8wklC3tS//aIcaLGLUQuVwfTQfSUJYzGWFpQlppy0H5YylxguN9pjVq87Pxktzlry4PKdEgQW3BJH1Iu1XRdbDnlfTKbEwYMIRtsiogpTEvcqGJ0hD6+8UdVxj3RQL7YR7fyMIHjETFfXCIyTSL1G53Z3FALpF1trQkV+f/21qdovE4llcpYpL5DBAkwQZagCYhm5cSsLBuJ3x77hpuS9orWw1x3rLroOWtFj5icW3Z6iz2fq7X0amPLyG5fmvajl9vNB2C+eLYdvK8ZgjNqW+/qqrCUef20CJmAC3UrAb8HditsrMwETMIHzBMiQWrtB+V7vXPr/QK9tFdlZH6md84F7Ujm84m/X0CF568hnLdpFCQkn4Pum6/Npj2S+xBLF2K/NW0PmKrnvrvQrMa62v/XcHzmqCYzaftxPTAS8727cUEnA1YWLbJOmIMaq5brovz0TxmItMe5yyE2aLBGMzLjhyhl7UAIkuWuL5Qb79LOz+jru+updGq6n/ppc6eoaAVqdt26P/z7Q2a1ASKXFu1a0w867MQ1z1MaMA5AQc153A+S4wZVKNl9PLFqica/2trr+unzgRYzJvj1l3/nbtnZDNWzsIceDD8Se/W0lPHBvqnZ0OY/7+n2qp5wr3g4TMIHmImBhrLmOt/f2/2fvTOCkqu7sf9+rRkFQZFNRQMQNENlFUFQQxQVwX+OamG0msziT/2SyJ5OMiVnHxInJZHVfcEdA3NCIioKCIAoIgiAgiOybQlfV/3zv49lFU91dy6vqWu7vQ9HdVW8979V99557fufnEHAIlAgC+OngJzYnwkqGUZ3aG6r0162rb85UuuMzz0c7KMbriYHAiapw9uIrSdOvj6+BLmoKYx6ekChYpUpUY2POiokYiwYlyDvUb1epwiYeaeuVHvjCtIQ590zfPD5Z/jFK3YsiFmsAN+oUqbCkxIpawZfL8WGG30UV+6hAiCJsq1LdICNeejWpogq19jrmst1Cr8M1Il3JRXYIUFRh6fJo24DsjmDPpSFdJz0d1yt4v63UPycq3RhVGYUq2oisRlFGMQLSsSm60NyBQqmT0vZo38othgyU4b4q8VZKDFLl21YqIvDIxFCZWDpnxgTZug2eGX5ioJounSNzR+IQcAg4BKoDAUeMVcd1dmfpEHAIlAgCSfElu2qVVvZsUkqmaMiTQpza8+qkQ/osed/YKplR7QN1x6MTE+b8Mb754rUxVV4MzLlRJEAWFioglUi9ipLsQyWGX9aDmu2/5vKYTQFdviJpvZE++ji6M1kgr7F+x/sixgoIUAOHS/phV3mH4f/U5TCj6m2e9Xqiyudrr9cqDbiBFUvs7R07jKFIAKb/FH5w0TQCbVoHy6xXGmqpxiYR6k8/H9crOMKOqoJ54uCYOV4eUgP7+sbzRZCpsAhpmlTNbI509Z7H+FZFWaoYNnRckEjbtqn4x6KGliiv9w/qZMxQFREoBimGHcAgKRtnzs6uzWaibOPGhDn7DNIqnTF/ed1h7mgdAg6BckfAEWPlfgXd8TsEHAJlg0BcA/NNqmo46alEySprQjBRcP1dBvynDI2JGIt2dn39xoAUxE/lJakRtklBVoyYMSthLj4vJqVaUOwg331C8mFKDaGH79gIVTmDTFi4OFrCc/67SXPeORppFSkOOdiICPNN926eaddOFSel8sND7eGJeIVlN9Ar0iFntJtNm5PmiG6+iLHyPYeMTjSihUijpChIOQVEbaqi7MgjfCnKPCnKfKWqGbNBJN/7SnV+/4OElGXFOTNSPl98Jdo2tNBHXqO2eXB/z5KOhd5XsbZPquI8eVt+GLF3Zrrj57sz9ASpFz8Kqu2mW6ah95gwe+CRpFU4k57OM8aFQ8Ah4BBwCBQeAUeMFR5jtweHgEPAIWCVURhGT5LJfrJMxuUMIg7vQgfdt2RelJexOXzV1krFteR9+adpgPTkM/lfBCoxjlB6Hqbgs0WMDe6vdMqXEnbgTZplf6m8DpZKYbwUZfkEvm/bpXjC76d+1cd8thuuy8ALEqyH0iMP72pMrcbwy1eoSupzcQ3o8zv2cB+l8BMDftJAXWSGQAeZgX+6M1qSN7M9R7cURO57S9leQEydKtN1lDxnqwAI5A/+g0uUdglZxsRF1NFN3ydUwsExRL31wm1v8ABV+5Qv39JlhdtHMbd8ktITTdLTZE8BLnKaE/lYBUeovHryUM+SXNwD2QQTU/fKlH+MUvMPU5u1T4ts1nbLOgQcAg4Bh0AuCDhiLBfU3DoOAYeAQyALBKjM9878pJlWhl4tz4vouVoplcfJw+dtnUO5B15jpIhCXG3anN/ZkAb69NSEqmmqct9iY/6qSpr4blFhDJKJaoyz50aD2dvzE6bn0arm+XY0AztSJI8QGUa1P4zz8WIiZfPxJxNmkQZ0lRhrpHwjldJFZgh0kFpw27bMli2XpSB6Q7L3aFXAPWmIb04QCXTOGZDBQfVUimdElXLZ+1jfLNN2yylatTLW9/GxEvThygVHUsCPl2LwgUejaTszPYZXZuhZo+rFx6pQxAKpfrMNJtAmSl1+ylDfPn9bOHIsWwjd8g4Bh4BDICsEHDGWFVxuYYeAQ8AhkB0CpNm9IqP2t6S+KsdggPjCywkzfJhv3lkYL5raDY8W0lEO6hj8fE2EFkRUvsFM/DsLkoYKlRNEAuUb+BaNfzRpCabRpwfVKTH+xkeNKnlRBemZpwwztgrmjk9y2+r+bYzpodSyo3rIa6uTvMKUUjRnXsLc+qfSNc3P7UzTr7VmbVLKuOKlpKY/ivJ5l3tkg9KeKzUggBctgSyJq7qlMSOHx2wxkNOGK31Y9wqVC5dKYbpla24IQGQcJeL5zvuLS8jkdrR1a0EUfqiCGqVQ7KPuqHL8TUKxUafEzJuqIkzbX8jYdx95mJ0g7FYnDWpiJl7mar/DBvtm8Xtxq8TNZf9MqG3c7BnUjjwXXTgEHAIOAYdAYRBwxFhhcHVbdQg4BKocAVInIMUmPxs375d5Osq7ImUO75o0F5zrW8In6ktLKl8HSDClHXbqGJBhpHHx/icigVq25KdnXn8zmkH6DBkif/5zMbs/0hTzjQHH4yfjG7zAnn0hYcmEA9t65gSlWM6Ur1kUAQ4QbqRt4v2WabQRGcbg/JijPEs0rlwVELVPP19b0GIHmR5fMZcjlbL1bkP5Yu63XPd1sIpLUNmxGgLS5NFJcfuCfBg9MmZIJzxpiDHrVdGUNnDx0qTZmgVJhlIIJebmLeWDIFVI+yplmzS+SoiRw1U5V2nor72eeZuZ63n36e2bDir+gJ+dJ0IOcnW1Cn3QBvfTM+KNPJ5fTKxt2aaqx2cE5Bjbd+EQcAg4BBwC0SLgiLFo8XRbcwg4BBwClnDYtj1p0yAYGFVC4Al27RW+HSy+nmWlrabO/+QTfSk1PGvCj5cK5vx4sX30sTy8pOzqoqqIUab3kR42W9W/hitF5ZEn8h8wzZMCbf67cYOS69BDlJ6lVMojlErJ4GXhougGxu8s1DEP00ZVPKCxIE3yKCnDjjnKGKr0rVjlWe+zZ15QtYAqDjyTWu7rRpSZ3gIM8l99vTqIsVRMmNCYIn89XsSZI2KWkB56ghHRlbTFNd4TSdZUuuVxPUmxzr99ST22Qv8OmU8Fz1KuRJopBqSJ9+heHMUe13qYzPapULxBVSXxBSNFHe9GYrAqfL6zIHhGZHr89Zd7XxMj4x+Lm3Fnx8x+Snd16rH6CLm/HQIOAYdAfgg4Yiw//NzaDgGHgENgDwRqa4NBxeNTEuYTzVRXSmBMDTl21ukx+aUYszVC76HpMxNm1pxgm72PVcqIyLB16xN25p3BDSmP+fqB1b8OM0Xu3XBVzHTtYswHK+p/mt3fO3capXx6GrB48rDyrLLrCV1/lBdnj/LNg4+r4EIE/AKKsVGn+QZD7+UyDU8N1HVHH+mZY6UMO6yzlD5KhXpZKbzh4D512Wr9ncE+6U4uMkOg7QGerd6Y2dKVu9QzL8QNL+LsUTGrBD1Vac2o6UhxXqSUS9rH1OjQwZgD2njyGCwfYqy9iNBj1Ibc8UC9k0k9sTL5fV8VRRl5SqDYjSIFv7HTpojDUfKrmzUnaUjXJmireRGo8C4aF9w3ob+d/SCH/5hou++RuDlPBXE6dghU1Tlsxq3iEHAIOAQcAmkQcMRYGlDcWw4Bh4BDIBcEdu5KmhUrjVU75bJ+qa9DBTfSBc8dHZOvVnSDJwYu4eAFVVTvnklz/rkxpf6J3JG/CqbYYdSIAKJqYr6x81Oj1MyEGSr/lw9W5D945Zg+UtXLp5+XH8ym4Hgxe//SdcHs/jZ5tUUR8xclTb/jfBFjwTEf3tUzPY/xbLokCjvSdW7+Ta2BrHOxJwKbtySNpzS5KAov7LnlyvsLYqGFeoirRLC6qEMgVJKhbB2jdnBQf8+MUpVb0iwXvJuwVS5Zutcxvk2jq1uz9H8jTZsKndsjnPRorrM+XaQYJNUceXwVMlpLnXvFxTGDn9xLDRTXIZWWVE6qIb/5Vv4KYibcqHQ8RsrkrlKl8T114RBwCDgEHAL5IxD7oSL/zbgtOAQcAg6B6kYAYgcl1TPymMo26ODiZzMvxaAf4/kvXhuzhsHr1me7xcItD0mFX0pbeWilElZR7pEqnqit8PV56dW6gQ2KqPPOidmUyygw+XCNMSfJGwzCJN/UIdIo31c1u09EuBF4jGGWzE+UBLURZTFuV4ruKSqE0KLGM2eO9EzXQ4PB7J/ujBtUagtEnNVXrwRH5P4HgdNOilk13eo1dfeVQ2ZvBDDeH6bvxpPPZt+e7b21ynsnLlj4rk2dljAzZiVNZ1WjHTIAXzJPaW6ewXfwxVfikStdC4Uk1VqZJIhK3Vqo48xku72V1tjzKKpQFvbeRaXbXl6YPPu7Kt0fNeoypaGSils/eF61OzCwBEj3ef3lM/kbpWLr/TzTTn0FjsWFQ8Ah4BBwCOSHgJtnyA8/t7ZDwCHgELCkBzPGq/IYbKOEShel6CPCYPDCMTERVxgMpzvq3N9rKaXKSUN8s1bqp+eUukkwoDjtZJFAGnxQUfKDFAVZ7nsytsImKZVDBsbMYludLp+tBeviMTagr2c9xjBffnhCwnqP5btlBj49ZebdS6mmDMQoVPCXuxNm7ttpRmH57qyC18dIvYv8f2bPreCTjODUKH7x6W6SN4LNVfQmUCbdYStPxq2aE7US5MeQQb7Zv42UZGVAVp+oY4VoSUSgxm3Oi03aIhWHw2dHIY8FzJjAuVOpp2vWaqJihG8uvSBmJj+9NyFKKv1TU6Nvq/Gw63tczOyShQOTJS4cAg4Bh4BDIHcEHDGWO3ZuTYeAQ8AhYL2jXng58JAaOdw3WzbHC5JCQ8rGCG2fQT1al+Wamf679otSCR8uyKTVSt3rrtQ60vpQn0H6EJBNqIwO320EvFADtTffSlg/LMyWn/u7jO53e6NQSW1gPz9t595uTP+tXm2UspcwZ5wWi7x6GbP9+2jm/dGJCWtez3n1F9EEoYGaIWqlz5sy4e/fN2kwT35bpFu+cYrM8fFfw9R/1eqkTdvjumHUPSOHCpWHHKIqZ8dipO9p8GXM9BkJs21HwnqXOVIs+6tFumnng7Nfr9rW6KA05u078v8+VBtuc0RUn6bv+0y1j6tWSYUl1d1pJxurfp23UO2X2s5Siy6HqhqwFIITnixzVkzA4iu25H1VEdUzrpARU0o2bfKL0xO2bWefKNRQf19+Ucw8LRIMBXEhg5Rw9kf6/Aal7486NSj4Ush9um07BBwCDoFKRsARY5V8dd25OQQcAgVDgBlgXpOeUQd4t8nufi0T5hyVU79fHeQdWRrvM9NNpz4MyKzUOOt03xyidB3UB6jIMFlv0cK36XP7qxz8gW2pUuWZefOTWo4BGRXRAj+TM0f6tkoWZBlpilSA3EfrvvZGwrQ/UH9r1vuZF4JO/CCRYqiTmjK7n/FGUlW3AjN4iLWo4m0d/8pVCSmiPEvmkZ6Cz9jct4PjQ8lCdcEoY6bOBfItCmIM8g61CKmwDFqoTon6jXSrTAP8e4sM69PLmFYtjXlHKbo//mWtNftmG/g/XX1pzBI8pIO6yBwByOO+8mhz0TgCnVRMYtPmzO/ZxrdWPZ/SFh/fyzNf/36t2bzZmMnPxu1kBm3BuaNimshI2jYaL8VSSXkeohTKQhNJxbgDaMMP2N8zj08uLMEXFFrxTStVhkzFDW9JqkbiJcbzuJDRQs/FsTLgX7ZcRYo1WULs+ETE3Jm+nVDynHiskPC7bTsEHAIVioAjxir0wrrTcgg4BAqHAIQY5uYTpkgdlkJMzJqbNPu19szFY31z94PZkUVss5MqmYXRsmVdzxa1GOXf52swRWVIokWNbythoa4K435VqyL9Cd94z2sAAEAASURBVF+ray737ICMWWtKxpPu8+HuVM9Nm4zpIZXZ8y8ZO7uOd9dLrwZ+KR1UmSzTylkcy1UiaBYvlbeKOuhRxKfClbTUc9XBhwSEFNsukrGzUhRRXrVprRTCu+JpfVxy3T+EGCo5UiBn6xrmE5BiVAu77ALfKsZQvq38MLNtduoodVgv35rpr9G1evbvvPYe5HGN35Bv2UVjY+Z3f9n783yOv9LXxesH8sJF4wgcouqqoYq08SXdp6kI4NOFshNSLAyqV/7f7XxP41LZ+uaUob4Zrhft27z5CRHn4ZLF/wlxf6DIpEcmlHc70lHPzuEn+gUnxbhCEGA8S1FqD9BzY2aKEpg096eey+7Zn8tVHyeiFVP/Z1MmpZige/gJVaw8O2ZV144cywVZt45DwCFQzQg4Yqyar747d4eAQyBrBCA+tilV7nGlnWzYuPfqLym1Yj+pu/AaeVCzx5nGlq1BpalweRRHV10aKFv2bxOQZGEpeJZZt0El4vUTRVEYoQLhE6kSCJRHzKATHaW0Is0vDIg9qlmhxKLUPKmEqLR4HwIuk8Cw/u+vKHVIhuZ3Ls/8XJvaNgPJ+x5OmI/XJe2s/BnybumlyoukwdXEgrTRhiqANbXthj5HPYfZ+Oy5+Z8HRCZk3mOT6gZIXCfSVKmSBgmaGhCTeNXgpUbVz5/8urbJwgbTpsfNl67hEZ7/8aYeS6X/jtqw5b5134NKP99czw+iAfWpi+wQwN/qlRkNfychMnh1UzXBsapqSfXd9RuT5i21w3h8FTuGDJJSNsP2vtjHls3+8HVjguODldmslduyqK4nSyk+sF/wLDq4k2+eUTViJnWKEWdLlR6Tn9gjE/e+z5ioe1Ak5/kix1prEqkUPUqLgZHbh0PAIeAQyAUBR4zlgppbxyHgEKhKBCCe8PJ4fHLgK9IQCPiLXCjV2Hnn+PJtqSNHGlq+qfdDrx/IMiVw2sXbKvWSgMiqH6nDq22qYki8Ppt0vr2PBTXTx1LR4IXDDDPEDR3/TGOulj9cKZXnSOH1pAYLUQWkGH5jKCuYhac63uIlyc/UWB+u8cx7S1PPNL89UwFzgLzGTpTi47XX8zuPDRroQoT1llH+qtXGVqjrKWIPP7ilywJjZtIhj+/t6xWYnE+fmTCPTc68dCWDQCrjnSyVxMuv5Xe8+SFXXmtDKJOe66JxBFCdLlvR+DLu0z0ROELK3LaaiIA0aSqo6HvbX4Pv+wUix4ap3Rk+1Ji3lO7+1jsiWYpQ+ACPLEji117fm2Bp6vhL6fOhg6nKKAX0tMKeB8UUqDa6Tn6XkMaoiz9aK79HEVX4ik16OhF5mn99nE85yTP4/93zYMPnukFt3PjHRY6d65t2+h4zQebCIeAQcAg4BJpGwBFjTWPklnAIOAQcAtYPBsXWYyLF4hnwFxOfSphLzvcN/l7MJucTqMlQZ+ErtmWrZ2QlZtM41sgvCbKlsWBdPK4G9ZcabBcm9krZVMoeHlZ3qZoWMXdewvqi8Psc/Z5tPP9Swlx9WcymAC6Q4imqOEBKOTzHIPQgx4gtW5N2Zr4QHi74ppGu+drrwb5y/Z8UFwojjFLaFMF9g0pkxcqkwc+HgQ3VK99X+und4+PmdRl15xKoxkbJz8YRY5mjRxEH0o95pSOVM99S5S7JQHo/+ScteT+3+7JykWn8zE4Wib9c3/Fs4zF5YvEa3N83Z50es+T8/IVqi2Xkv25dtlvLfHmInnIv4HFoZ0089PUtEZT5mWe/JOowVL20tdgaUIFy82a16VI33/9w3E4MYYZPqnahYpDujyO7ewbLhKaCYi/jH0uYC0SOHaTnfY0UZi4cAg4Bh4BDoHEEgl5748u4Tx0CDgGHQFUjACnzgQY8D0/IjBQDLNaZJHKs22FKt5Cqp7GoTUO0xePBAIvUTVLvKPX+iVQEKISGqVLjFqVzPrvbMJ9th8ul7of3CNRWkDNUpmQWmUqPEExhUFGLwI+sKdP9cJ3Un1tFvr0gcoxUxCjjVSm3GIiEpBh+OJ+7OGYH7T2PVpVNVeCMMpbKo2XzlqQZnpJymuv2GTChaOOeGa9iDEldRNJr+0oh1llFFJ59IWFu+vWunEkxjmv6TCosRotBrudbTutBFh95RLT3ajmdf1PH2kHKVNoaF9khgL8YqqFcA4KcNuEHP41b0vZieQiiOu7WNdctNrwealweLPl6Kja8h+J8QgolKudCEoicST8V7MAmYaGUxdgSoMCm6jCEGfGgSKjwOWrfiPi/XlIfD9K+Jj8TN580MRkW7poJPJ4/K1YF/ZHwfffTIeAQcAg4BNIj4BRj6XFx7zoEHAIOAYsApMxSEUa5GOqiHJr4dNxcPC5mtm1XB/6t9IMmSK/6AUF16x/rZoZJLbzz/rg1DofGgowK4823kubNt+qWJQ0ndV229cgTCWtqjxJkm2aTU8k4PK4IBhi5BkoxUiqZoUZVF2UwE3/qSb4tIkDKI2QZaUBU5WJWHEVcVIHX2NlSbbwkNVY+wbUnpYoB6DlnBmQeZMO78hHCf+yBLPznGjoOyE4UKlcojScTFUFD26m290l17XYYXnrVduaZnS8FOJyaLjOswqVOGOBbwuKdhfm3fRi7/+4vwWzJlZoIGDk8JqIyILFo/6KIIQM9M1PkTjnHaVL3frrTa9TTLarzQ2HKcxUV8NZtScOkTUzc+oDjue4JQ5XRQsXhStEdqXN9+vm4Ujez38sTUxLmrFE8P6WUbeEmUrJH0K3hEHAIVAsCbsq0Wq60O0+HgEMgawR27kxaIiMXUizc2ZqPRJBIsXXyEM9Wggzfz/UnapdUUiyb7UDyQZKlkmL4ivVX5369Cgnge5NPTJVqrINm06nuGGXgM3bAAZ6hwiMk4lap5WapKiME38GdotyTUbpjkPo4UimK+cTxSru57oqg+hy2cH+6M27+5Zu7zB/viNuU2P1k0B9FkLI5MGK8oziuUt7GWqWnHZqD0o7vSrpKb+ney+f8O3X0LBEcGmdDZoc+QShXKJRRyMDLsKkU7ULuvxy3jen+XHmDRR33KU3v37+7S1WDSYf3bZtC25JP9JdP1qefBmnq+WynOddFPXyMJnQmqjJ0MWKZno2QS1Rr5RmEirufcOQ7GqXXZf1zOUjPtzHy78SDcvGS+p9m/jd9mEXvQXjn94zPfI9uSYeAQ8AhUH4I5NfzL7/zdUfsEHAIOAQyQgASiVngqS/mP9ihjDqphvhBUe2tlIJB/ey5CfOcUvvyjV0qBAA5hldOy5Rqmflu9zn5c933UNz6ubCtljKux7uN6o8bN+W79b3XnylPs6NVqdPP0rS4RhrswVKOfPHamAZtvnlUVSnfnp8wk5T+ghKN1NaNKt7w9e/tMnjARBEoF6g82qO7e5xniudqKXIgn7IJBsD/9+sW5k+3tPjMO471+U7zfkhiNbbNnqpK+i9frmnS/J9022svj0ndYcwhIvB+e7P2uZuoPV0/x6iaYSGjYwfPphQXch+VtO32qiZLe3Gv2qhCBSl03/yvXbZNoW2hjRmktoY2J5vwdB+jbnt9dv7tfTb7jXLZFvpejDxF6YxKPS0kgdumjTGHdfbs93Caqi+j9KVwx0B5mvH8wZKA53qhqlGyf1TRVI6OIuWVvgx9mtCaIMpr4rblEHAIOAQqAYEsH6mVcMruHBwCDgGHQOMI0HGco87o9BnRza7SId1vv4QZO9o39zws36w01SQbP6rCfApZQyW0qGKp/MoWKaVy7Fkx85AqY0URqX5HpCYyIEnquClwgJdX1LFaKr8PpBAYLYPlKZppbyr2EVE3UKo7lBj4zvzl7rhSW4P14nHfjJAPTmq6bJRpalw/ihOcd45nbvl9U0fqPgeBj9cnLXmbLRoh+TVWxNTLrwaefyi5wveb2h5+cBh4h+qvppbn802bk+ahCXGzYFH093lD++8sVUyU6ckN7adS3h96gmdWqxBKqhK3UOc2TfcdL1S+486OmRP6x8xstTWzlU6/U6l+TQXE/SaleS9Shd9yjZFqTykiM1uq4SgD0iskuVBlsh8mjriutLEPPBq3pGLXLioCIwzxFSOdvRAR0+hsnEgxFMwv6XpHFdOm6z6Vf2k/tUMQjC4cAg4Bh4BDoA4BR4zVYeF+cwg4BBwCqtzI7Kw6wlL4RB0Y9rbezzOXnR9rtNx61Pst9vaYRb/mchUJkBk/KSBRxVmn+wY/NGbQX5NSCt+Xfn08mfF71hSZioNRBQOhy2SWT8pjQ+qufaWKGyT1AITY+8sT5rd/TJj57+55vq/o/HkVMhg4fe2LPM6jISILeaylsO11IsZaKT0xl4Dg7i0j7NHyoZvw5J54H9jWMzd+NWZIf8Okm/j852JWaQLBesGYQOn1zRtrrHrwHimMFslzrrFA13aiqgd+uDqxV6ozA9svXBWz6V23/TWu+zRpLpffXN/eIo61WdSEVEPlfLMJqtbOmJXdOtlsv9KWPfWkmPV/KuZ5Qbzz6nWML19Hz3zx6pj+Tpo3pP79tAFzdtrLwf1UFEa+l+UaPY/xpOIy5m/3RNumdlGlyTGatOL7gqUA6ftMGIHx8fo+8Sxr1TIZKUnV2DUYp2NBofZ0nhWt0+1j+gwVEdKEzYC+znMsHT7uPYeAQ6B6EXC5F9V77d2ZOwQcAvUQ2KWZYcirQpBi4a7whFonAueS8yq7+Z06LWE9WNq3C888/59zNVC5/5GEeVFpLccqLe16kQ6kBeE3c8VFgf9L/nsJtrBufWCUj2qgfuwrhdhJ8oxjMHrA/knz81vj5qe3xPcixeqvV6i/MfQnpShMtyvUfiplu6hNIAlyiXlKjYX0OkupVPvvv+cWSPFlgN2mTV2aZudDPPngeVKdyK9wcTCYJy0K0gq/wKaihcyyu6qybf19kUL3tRtqrPLtGQ2eUXjdcHWNKtf5MiNPmOf1/UNZSSpWttFOqYEfSKniomkE8LlqJYI8ipT7pve29xIQ8bQ9tEEHqEgJbRJtE21U/UAttmatJ+Kn/ifl8Xfr1saMkJfbq69HT9qi+KOq5Lny8zpTSuGdUo3znMGTk4kHri/emZDfhY4zR3L9PPN4xEVsUo+bPg59Hfo8LhwCDgGHgEMgQCD7HpNDziHgEHAIVCACdBBRIb3xZvSd7vpwTZEZf0K7Id2wUmPlKmNn20dL5RVVfKg0RapzHiU/H8yuZ7wRpC2i0Fms1KATVGktysBr7AhVBAvJPRQ6w0Q23KDBZ1sNkG7+Ta352W/jMl+OVr2Qyzm8+ErcGrbnsm61rYOCChIr13hYqY0QD+Oy+P5SKAK1GfHU1LhN0cXrjHvpK9cHry9fF/iKNXVcISmGco2iDigSDxBJR5om35HFS5NmxYdJVbBLWj+kTFM9w/3uL2+jJe83/z0dHk8p/0RZtFRq0eYO2qCfqT2iTaJt4r6irQrT5SCVKNLx8qvlqxZjkmKZqvDO3/09ihJz0iWfkc8maufummghRT21jZivqstxQXfoIVHude9tcT8dfJBv0zb3/jTad+jr0Odx5Fi0uLqtOQQcAuWLQHQjlvLFwB25Q8AhUOUI0DEk5S8Kg9tMoZz0dEKzz0lz+qnRkjmZ7r8Yy706MykvMM+MUKn5KANDZNJdMLQnZYzXWhFmURr+c7yb5SND2iYk3BCls91wjW/aH2jML/9XA9Bbaq3CIMrzymdbYE3FtFyVUPnsu9zWrdUAF4VdrgULlqiYxqw5CXPaSb7pJKP6fILBN8UTwlcmFS57aOB+vAz6qYZHyi/RUdVgCRRrl1/g21dbKYh2fJIdCYhaDLVMqq+f3bD7by8EIByHDPTNhMkB4bnXAs3wBqon2ibaKNoq2izaLo4T38Q1a5vhoCLYZV+lzHfQvfmknpuFiu6aBCF98pEJCesbeIXSkg9Wm0pQBANvwA2q3lyo6C/i8uijPPPYxOKRl/R56Ps4cqxQV9Vt1yHgECgnBJzHWDldLXesDgGHQOQIMFP8ymsJS4BEvvFGNvipjJIxj79UPlbbdyi1qsA+VI0cSkE/mjotbi6/MGYWLTVmZUTpWWCHrxhqCAolkEqJOmKOPHaijs1bk6ZvH9+qBW79Y1yqn8INzPI59vUbVfRAqjkGc3feX7yBVT7H3JzrUh20WxeUUbkdxSMTAwP01FRbVCZEqtIkeCf4P7w7U833f/eX7K8VnneowlCI4YM3/rG4NVRnL5OeSZgnpmS/zfA4O7SXAbm+Xy6aRmDoYN9W71yyrPTaBNqCn/xPrfzwfHPRuJg5vGsw+dP0WZXeEu2Ujn/qML+g3mikw55zhm8VmKRV3v9I3JwzyjcXj/OtdxveZqRQfyiVZyECawDIy4n67m7dVog9NLxNnptJNV4nn5h9ldOGt+o+cQg4BBwC5YeAI8bK75q5I3YIOAQiQgBS7CWRYm9JFVQ/DpU3EBUGCxkbN0GOxc1FY2PqDHtmnmarKy3WfmzMy/I8On14zNz1QO4D9lRc8Hnq3TNmrrw4ZgkrUh0XKNUFbyUqix0kT6cPlHKTT1CVbLBSM7dKNfaHv8WVYlt6g9/654d/HSSkM+Gvj8zef3+8zpjD9B3PNRg803YwYA8D1SKeRCOlkKTyKBVUScUNq76i2CHOHBEzyz5I2hcVMrMN0iRv/VOtIfVytLzOUL/RjqCiPFeD+0+kEqPt6tbFM8M12P3OTWroMowO7TxHjGWIFUrSWVLclHJA5PMa1F8m/efETJ9eSTNTStt3FpbyUe95bKcrhRIvtaXL9nw/n79QgO2jiRW+MwQTLKQo7y9/wA2aZNgh4/vH5PGFT9+g/p55Z0HS4JtZiKDK5RmnBcb/q1YXYg9NbxNldNIkbHsBDi4cAg4Bh0A1IuCav2q86u6cHQIOAZs6gFIsHSl2+qm+gRh5YkpC1QYLO/D5UB1hKtYxwN2yNW6WLa+8izN7TtIc3iVpzpbf2JSp+Q8umFFHJXNcT99AbTz7AilCSdNTs+4ny6OlRtzQH++I2xTLbNE8ortnhg7SVvXvsUmB0X+222iu5WfOTpjrroyZ46QSeTsHZVuYxkdqamo09H7qMuHvA1Slc+fOpHlbA8lMo1NHT9X1PGtyjepqP1WM/FTEEp4+/Y7zTW08u+1lsl+ILVJyswmOjWMKY8KTCTNMqqFQAQZuk5+Nq0pg4BkGScbyHD9BCuZb8/U9kBKFNLzfi3BtiBhjW7ziWpefid37ZQCPUpL3/nJX3Conzz/Ht0QYBC4FKQJyNFgGb6RsAsXYFqkkSzlS74/mOk7I924qivBTqbLKISD2eZ2q9F8M5vv1UdVSeTQuVeplKQe+kS1lRP+cqkVGGccqZZF05Ndk5E+7SXo1zxX89cJ0Sb7vGO+vXBVMkvGdizo6djBmzJkxW4xj4aIC7CCLA6YvJHc1c5LI9BZudJgFcm5Rh4BDoFIQ8JKKSjkZdx4OAYeAQyATBEJPsXSpd5BinTWb3EqDc6pCUe2tGNFHnfSh8oJ5+In4Zx3zYuy3WPugYtrVl8aswfEiVVGMMjrIX+m0kz0ZI3vW9+tQER6oczBTZnCTSRxysDEniuQ48ADPPC8D5nzS0TLZX6GWufqymL1/f3FrdgN2iJo//KqFJWz+6+e1nynu2ktB9NPv1Vjy5xs/rDXrVVG1sfjPf6mxHlX/8/taS1SOHhkz/3d7rSW6GlqPapqo//7pG7vMgfIR+u9v11ji82lVW/y3f6ixRNDPf5vd+TS0r/B9fO9Qdv3g5mi3y/ZRouDV9ZHajnQ9rNb7GYtzJlUpw+PN5ieqyQN0H29Suih+YdnEF66iqqFvUu+BbNYv9LIofVLvj0Lvr6HtXzAmZvqqzf7RL6K/fxraZ5Tvjzs7JhWvbzZsDgzYV6+JcuvRbIs2GTU1z8Q1H0WzzdStDOzn2XudyS8qu45RBVd8JVGMtWrpWYIe9RTtEOryqGM/tQOXyg/w/WXGoPYtleh3vKwJTnDkWKlcD3ccDgGHQPEQqMsBKN4+3Z4cAg4Bh0CzIQApRiWmxkgxZok/UXpSsUgxwCCNcq7UJOedLTVJBRar3Cz1zAvq/J98YnYqnaZulBNFJl5xUdCJH/9YwkyWx9KDUpPhO3Z416b31UYKgTNG+MI9ZhU9//7dXWVLioHVy7p3UbLkEpBjxNjRdV0DlIyhIir8PFiq6f8hmPHBCtdveg2jVMSkeUhVHxcUWD2xfkOgTMvkmLJdBjIKBWM6UoxtUaGyUKQY20dtR9uVLSnGugdLCVXKUaz7oykMTpEy9bkXS4fMaOp4638O8f9vautQMdL20QbSFpZS4N9Hil8hSDHOc5aUzKiCIVsvlzcjJBgG/D2kGm6nwgVUjqaSbCFIMU9N7DgRcZxbKZFi4ELfyFWrBAkXDgGHQLUh4MSy1XbF3fk6BKoYgZ27kub12cm01SdDpdijqgg1sJ9v3pXRbmrQaS5EBzl1HzNE2LVuRUW5mLnv4ZScrdSFyvh3fFoOl+/ROJF/pKlGEVTde/GVpJknUjEkIiA1IQcY3DTmS3PiYM+cMMCXB1TCfP37tZYMjeKYmnMbS6V+2LRFXlNKz5n8TPb3EH5V3P+dD07YlLpT5KHFe5hTh/Htf68xByn9cV9VVESVBOFJOnBqtJViCVUN8c0ba6xy756H4qYptSC0DGTnh6sTn/n/2I3oP1IIUTRRffO2v8bN9u1JO6Dt29u31/5VfX+eVcrVugx8u1hm331KmwQKz7uYP9tJIdhQoHSDQEiH9wH7G3PVJXhYBWmi+K3hofjr22pVfdczN341aNMwMCc+r5TP7fJxeuDRuPnC1TGDtxnEK4T2RyIVJ6r64IkyIyc9mm098VSQClj//gjXZZtHitBA/TNBpA+EBtH7WM9cen7MqkkpuIAa9KmpQTXbf/h8TCmoUgY/GXxPUMmcKYLopl/X2vvpkvNitn1o09qYdVJKQoQ9L58p0uxjOtaXlYpf7nG3fB8fejxuvnxtjbleadgz9XyEFGnuOHmopzRi0quzb8MyOXZSJrnepHxjtI83HxUo58zjeVL48x87Oqj+OuXZwu8rEzzqL0O1St9P6v4PitzU/9z97RBwCDgEKhGBumnhSjw7d04OAYeAQ2A3AnjzzJ5r5LOyJ+HFx6mkGCTAMfIfWbg4YQc/DLbGSEGD0TUDokIHAy8qIVJJrBKDgSnExvFSEkURKAowNw9JMVRiVygtj78XqzJbuqDC2OevYiDkm5t/Eze/VbVJyLRKCRQIJysdLpdg8A+pyD1/+ikx4+sykUqUGhhTs9x9Iro++tgYCASUFqlRW5sUuRysxyAL0ioTlVSLFp7pKsXb/iJaUgNi+ms31JjBMhEn7QlF1A1X15hBIvEousD3hhTAsVJhZBIQHRB7LvZE4IBGVEON4f3Fa2oM/nJzRTI/Oilu7xuuI0GVzi6HelIk1d0jnZX2HKrTDhbJiucTBQsgCkhD/fK1Isvkd0Y6NNf+CltUAnJ0z/sjXJeUadSi+NWRfkeQBvzPX6oxrUVsQYZB1HGvUk2SgAghXS8MyBIKFkDQcS+hlsT0HT/DlasCD0OWPWVYzLy7ZM/vRLiNcvxJ2/fbP9aam2+JW0w+/zkRkmojmyu6dTX2WYtfXyECgvcSkaVt2xqrZt261ShdM2EnV/r18awPW7bq2GyO8/RTPd2TvnlUlW1LOfCko7gEfScXDgGHgEOgGhBwirFquMruHB0CVY4AHbs5IlBmqBpX/UCdQsoXSjEUDAyMGBIwyGOwv0oV4BjQY0Aeki/1txH135Okjrj0/MAkmcFeJQWDMMixEarotuDdeGSdbga1p8hYGiITQoxZf1LWUoNBMMbC+8k/hsF7qaWwpB5rPr9DQl0m1WFb+bphAJ9NoMJCAUahBALT6y1SoKXGn++qtYUPMK//9FM+C0iO1EIVYI9qZ0BfSIngu8U2bpA6CKKD4Pt0+71ND35DUgz1z5/ujJsZsxIGhRJpmuxz8dLg+FAaDdT3luqnECWNBfchCtDOuic+LEF/pcaOvVCf8R1qqI1rDO/H9F3i2rym9pXrQ0BKnUgRiwyDIgH40hEHirAYLCUn/l1cx3UbfHPdFTHTsYOXtr1g3V/9Llg3rvw3ih+gcMRDCpXhXQ+oyIoIO7zffntzC0uMTZ/Z+A2CwT+BETtqVNosngGQqYO03e//NNhfsFRl/P/e+wnz418k5Ncognl0TFVVVelXqrhi+o+Rdo33H5NYVAQuRAyREnHHjqR5eEKdByVFMiDX13wkFbE+nznLWKVs1PsfdoInktg3d97fdLsX9b5z2R59ppjkkf3U1vJdcuEQcAg4BCoZAUeMVfLVdefmEHAI2Ap5DNCnz9hzcB9CM28+gyZjSTHeg0zANPvD1UmbKsPg/xylWdBpDtNzwnUL+ZNUoss0qz1CPisvaN+VFBBX3VSlEgPoR2SsHEWgAiEdi4IJK6TugDQ5+khPJAyG/Albve8Y/Y266O4HK29Qm4ohRC7VDyHHQqIi9fOmfkeRhSE+RABVRBkUhUGBg2/IYB/i4P0Pkp8p7cLKleFyDf1EPbTffsH2IGEyWa+H0usI0jAhxYiOKrhAoES6XAbWBNsitZZ9QHI3FaScHnG40jbXVNb3q6nzbuhziljgS5ZuANwY3ihAiZCgbGj7jb2fmqbOtaMKZ0hubt9NcEOQplOvpK5LZUHuAwiW9lKeERA+BOdG205qZFMxY1ZS6sSkVU6invxY6Zz3PoyazdhKopVMpjJhwItiKeefI3Wcvne0m59+2hRq+X9OUYwtWzwRU9E8F9IdUceORmnadfdXuAwp/i+IAF2wqGliPVwnm599pUbrrYrBeCiWU0zXta+Jceye2celn5fTpXPH6hBwCGSJgCPGsgTMLe4QcAiUDwJ4ii1aYsy06elJMc6kvqqItDxeBIoxSDEGCcUkxdg36WpPPBVX6o+vY9QMdhq1G8uVa6DAuPZyefhIVTLzjYavT6bnh0LMDpA1Fj73TN+m470nJVHr1kmDQmDtOmO+9aNdStHzrOcRfkOVHOBxrSpUGpP9IAyDc9LHSCeiQhuKsDDwZINY+O9f1Vq1Fsqgn/8wfVciRDjVfP93f8n+eCBGIF0gOyH7OLZNu9Ukk6SozLWC6Lr1xkB8uwgQgFiuVZuZer1DbBrDGyKNNEiUt2HUBNmM9s+Q4IKwzCXC+yiTdVMVb5t3Kx27ijzF24z7mfs1VDZyXC2lHk0XtA8/+Z9aS7xCsKOgumisbw3ZIc2qIe5+MG6/W1++PvAfw1MN9VyhApy7dzPmbxmoSPM5hm0iT7FLeOPNwIuSbaGI5HlPqm5CqsOo4yid2zBN3uD7mK2KN+pjyWV79KHA5pgj0xPnuWzTreMQcAg4BEoNgfS92VI7Snc8DgGHgEMgSwRQFry/3JipOVYOS0eK8R4RDqyyPKSsF6dyHgN/PHO2bvXM/N2G0llvqARXSGpQOnUapsdSJGiGPt/BAr5YBMoxVETTNIjrqcEPKpO/iyTqI3+4c2RIf7oUeE/KKJ7U2UqON99KWINzPLjemCOwswwUkukiJBsGHC+Ptk5JmxKbbjne+2BFMMA8c0TMLJO6jNfHGRjj19/eCqUz3/qnWuvzh+8TPoATRRov1/Yxzf5EKrFVUniSBj1cqbLfuSkzReCaj5LyVKq/t+r9u307EVy1QRuHl9uR3esIAtSBjeFNOiMpcJ2U7gg5BYkZesphns/3m88h0Hrru3iE2tJwAqJQiEPiXDzOWDKVlGD2CzlHWiUB2cr9crJeECNnj6pj8y5Um3uI7o1XXktaPztSNIPUW8/8aGJm91ehzquY24UQ/cWttbYIwUXjAu+xl0ivVNGCKKOVFKgjTvbM9NeTVi0Y5bbrbwuf0YvGeea8c33zukhOnh2nnuSZD1YmzXp5D0Ydhx1qzDmjgiqmH6yMeuvF2x59qRYtfPvdTacqLd6RuD05BBwCDoHCIOCIscLg6rbqEHAINCMCGH+v/FDeRvUq5WV6SOlIMdZFcUCVvo7tE+b1NCb+mW4/m+VWrlI6m86DAgFbtsbNijLuWNc/7w9W4N8jPyuRGw88kp6Iqb9OU3+30+CelJ+Th6iimWa571V1T/zMTpP/2NDBnrlrfFyVzqLZV1PH0tyfv6wUmNHyCsuUGENBg9dO/YjvhovP8S8bqmpupJcRkB5EuB7pauHvS5ZJfSly4mwNCvnu/P5v8QaJMcgUXvF4UEiBVDoCgptBGJ/95a64TYk9/xzfEmF/0PauV3XDy3cbs7MMBE2msUaeZD26B+eR6TqVvBxm9Nu2JS25FV7f8HyflCl+Y3hTXdKXNPCwzvIEkxJvPUrD3ZeC64KROt5fX7k+Zkky7pFaXWuCeyY1+Lv+e3zOOvXvj/rLcb+wP0Q/pFTfqwIRl+n+oHolwf0LSUbQDvSmEIfuIe5tiDx+QtpT3OGMU2PyEwu2R7VX3uPzaoyZsxOqWJkwV6oqKd+/+QuDqpzhdz1fTEZqwuLDj/Q82K3Wznd7qeszOYKXKB6TpGNDyE54Mnimjj07IIJXiyTPtb+Quq/6v0M2j9GEDP57VGUu9wAjUk4prJGqBC7383LH7xBwCDgEQMBLKhwUDgGHgEOgUhCgo86AF2PdXAJ/mivU+Z8zL0ifxMT5+OPwPUnKeySoZHexKka+KvPm994vXvOJP8ng/p556HFVrSyQKXEueEWxzpWqIskgdtr03K5ZeAykx+BRg8k26Tgo+66STw7eYtM0CMbPDA+iagmUc9+6scZ87Rv1mIcIAMBzCsIsSLVsfINUgYMYCxVEjS+d/af77qNUqAM8s0npb/WJksa2NlBqOvzJ/vO/qkcB1BgeX/9ajVkmFd5Dj+9mJRtYOB3epFHuEox4cR3Y1jPfvDFmPlprzK9vq8OW7yUVJ/H5KmbPk7TOjqpWSYowKer1A0Jwg5RC9e8dngUcLwUmSLn/zU9amDtV2CFTorn+firlb8ier1xXY1NnaVffVZpqPnFcr+DZdsd9+bX/6Y6Ba3ieiDyuI4owfLJQPlKlFPUiVUwhOyE9o46W6juQ+o1yFuuASoqLZfFAVVlHjlXSVXXn4hBwCDjFmLsHHAIOgYpBgA7uBg2OH5MBe67BgA0PIwg2OtWUdcdvho41pdxRTsyemzC91MEuJjE2d578slp55nylf1BlrZKClMqLz4tZP7hcKqCRBmWVfErjgjhs0SJpvnBVoBAhfQ+voKVSL1VbQDZCQpAWFnXqaDYpkfV9/KK+DqRC5TKwXae0zn331ZfchUWgQ3tUQE1/T9LhTToiykAUWyh0atV+3n5vHSnGDiCemLQodnAsq9c0vF9SatMFz4Iwta5/H98SwdVOioETKf4/vaVWqbExqx46ukcwqZHLhA3FbqiC+bQq1xYiSOmlOMQ9Ug4edYQUkds9Q5EJJr8mq8BNQ9c+imMZe5aKNqiNKSYpBmkNQV1oZSN9rMs0qUCBCyY9XDgEHAIOgUpAwDVnlXAV3Tk4BBwCVoGAqS5VCeN7jseyRidMDzlIM6LM+k58KmHTLKbPTIqYiln/nI/XZb3ZvFeYLpXaKnm70KmvpFijFJoZMuCnEmK20U8D1mtk4r9xkzH//t1dGoTE5VOTUDpX0twj82hM4quRFAtxpHDEkIGO/AnxSP0J6cFA0kWAQFup7pZ9kBvpjo/fnffHzYQpcXOHfn5PPm8obCslTlUq9vx3c8OmUjCofx60tbS5TBzRBtMWZxt4Pi5WeuPiJdmumX55SLBUooYJrFlzAn84UsBJo71f6fWoCC85X7YImkwpRJCKDDkF+dZY0L/4xy/GzD9/WWnIUvjmE0zefVmpykzg5RqojEmVbMpDjD4WfS36XMVUf+Z6Xm49h4BDwCGQCQLZP8Uy2apbxiHgEHAIFBEBOmakRTz+ZNxQwS6qQIWC4TKpeMRKmYBv36F0HJl/47dCYPjdo3vuHVG7kSz+o2O/bTsqoMpqvl8XnuB65ojMzqtDByNjbcygjfnfP8fNbX+tY0O3KNX0mz+qtTP11d5px1OJtMfO8tdxsScCpHYG6XJ7vl+Nf5EyDlnw4Zrczp628kWlQqOoxbsrG0Vhbnss3lpt2iidvrdnlcTF22v57Om2v8ZtG9xLbTEG/bTNmcSgfp6qBhvz9PONk0eZbItlSNVFUc2zcT+lbxNPyEvsLflY4iVHuiwKYvoKvu71mTLeZwIl6sAv7QAp4R55ounzOrqH0hF3P/J6HZ1fP2K7+gVUDl2xKvczandgUJ3Tz+BQ6GvR5wLPan/O5o64W9Mh4BAoJQRiP1SU0gG5Y3EIOAQcAtkiQKfsscky9o5YxcV2GSgOO4Ey5Z45TlXNSAeaJAUZqjJIMdIl6ISz7+1p/GuyPZdMll+8JGn6aqDWVfvn90oJDJAZVKyVeffGjQ2f1eCBSts63Tdvvp2Uh1G8WdKzGj660vqENLIunX2b+jtzduXcK1GhfOpJMbNKhTo+bCTVLqp9lfJ28AuioisVW13sicCpKrhyUCffTFaFYBfpESBF9jlVLeSZiNl8wnj6XjXc3nTqZMxZqgI6RURqVN6DeB5+sMKYPr18EZm+WS0lMmmfTG4deYQ8saQmw3wf5Vg7+eBR8TlqQmfIIE/VXD2p0jLbNmmk8bhnUzoP7+qZN2WZEKZBMkk0UOQh1VRH6LnY6xjfFq5AHX2k0kLPOSNm1XEnDfFNf6nE8HobPhRvv6RVUPOdPkvPyVOkdkTNh5puuYhBVGpU90WtN0jVZ6kky6TfPlLPnqtrRyr0EYf7po8wXK9ncWPX5xNNZq1URWCOjUkGFw4Bh4BDoJwRyGxqvpzP0B27Q8AhUNEI0LGlg5uLN1UmwOBBcr8qJuKThLcOpBhkAwOAc8/0zQtKVaNDOlbpBwP7FqdnSMd5olI06OhSbbFSYoPIMFKyGIimCwZT+Joc0c0zv7i11qZupVvOvbcnAih5ju6RHtM9l6y+v0in7HJo9Z13/TPGd+nTnQ0TGfWXr6a/IS9efq0wHliVhiPptD//ba1to2mrabPTxemnxGwFSqpHRxl4Kt7/SNwqwS6ScixMK6SYDoQP1Un7yOyf50zUpBjb7SsyCeuF0I6hsXMj9ZFn+AJV0l2otGPSFyHVwmjb1tgCB1RZpqIlqk6KyxD7S8WIJ+DwoUHKJuQVKaQdpdZrpYk6Cp5cMEbqPX2v5y9M2j4KxBvkF2QZvy/SpNoSFRCCZDtDJByVgEMyE//UhYsCFXd4PA39pO9VCJKxof259x0CDgGHQKEQ0GPChUPAIeAQKE8EmAmGmHq/CMbqVN/aqQ5qKin2rNIaQ8XWtu0Jqx6bN1+pBbuLADKDiofRJ1ov6sDbY+JTcVscYMt238x6szLUDG9JBXZ4l6QZIyUeJGQYJ0gldsKAoLrk3ePr0ibDz93PhhF4e0FCKoSYOVnKgpdn1GHa8BrV88kaDaQPUUXFao8OqjRYLMVrOWHdXSQ8VTadWizzqwbh8t2bdpmrL4uZS1W8hpTFmbPq2p1haof4xuF/GEVAeA3o6+s6GRXGSdrKqBOUQokCEm+4gw9KmqlSs92uSsVdD/OsmiqTarrZHFsPkUsUgHny2bhVqWWybs/dqZMLFwcTbxSu6KmUz4UpVT6poPnElACnDRs9ez7cj2E8oEm7MG05TB/ls6OUogkJRmpz2EeZOSsojIGXGWQZmBAtany7fEK8OPvDGmL2nISdCLQLZPAffTAUgyNEInM9XDgEHAIOgXJEwE0hl+NVc8fsEHAIWPKJDhgpEcUI/DRCUoz0yeen1XU42T8pBUSYTsBPZmFPz8FQPthS0/+Tvjn5mbg5Samex+bpT9L03oq3xFRhe1jnIIUEvxpMkrt3M+ZnUiLcPd4pN3K5Evg+nX6ae+TXx45qhXiwVXsc1FGEwUanGKt/HwxXtU3IAhfZI0Bb/bPf1JruXYM2nLYcdSaVIqdEVIUSf67zpNYecLynlHFVbT4nIGZQg1GsZpKU1SiML70gZlVUFGKJmhTrfIhRWqNvXpK/1/vLM8cpfGbTT8AbDcUYxB1qrzDCtEr+Dqt+theJHcbGzenvzQP2D9q0lapMHAaK9/3bBO+nVoddp3RTAkVaPgHm9Mkg+Fw4BBwCDoFyRMD1ksvxqrljdghUOQKUIyf94MHH4/JOEgFVpAF/mD6Jh8e++9ZdBDqDI4YHqQl0PkNSDO8OCLRCxvIPjHnmhYRSKmWwrg56JQQkJGoCqlReeZGqllkFQq1N+6iE82uOc3hFSrHOThm1F/R4ELWRAXi1x8G6Nz76uNpR2Pv88aNqqrLg3mu5d0IESNX77k9qzXtqwz93cUzG+DEz5y15YDXiIRmum8nP05RaeKBSEu9Tpcl7H4pbU31SX6+8JGYVXHgHPvAojmfG8H7UQbrjmNExW/kStXOmQfVH0iEpBoCPF6935X9G3yEkzOpvi9RJIpyEC/5K/z8FeohOIrxTg+JBRPt2de+33T9YAhP9MEjLzCawkUCdN2VqQtVbVeBgV+ZYZLMft6xDwCHgECgkAk7wWkh03bYdAg6ByBHAu+MDzeCHaRgPPR6kMFJiPEw5iHyn2iBpCswKkz6JyuSyC2Om5b5BlUrS/LZuS5oXRIKlkmKPTozbSouFOJ7UbeJPsl8rY86WmfEDj0ZbmTN1P8X6nQHDsUd5ZrN8U3aps36HfGtc5IcACoEVK5PmCt239+secREgQFW6lvvWDRKrFZeOGnTPlfG3izoEThjgWxLi7YWFndyo22Pl/na72vA2ImB6H0shg8AjqzFT90yQ6H1sUBDnQfUB2FZYWRXTeQin4+T51amjb6tDMokWdYofqYrjRvtmiVRo07NMUSdlEjUYFTlDoou+w2GdY6bn0bJGmBO00fiQUfgH8q+flHacJxNzB+kcGwsmzE4aYqzx/ptz5XmmfQ3q59siRUwG8HzdstUzVJ/EYwwvVapCr5UKneiv1NS12g+ebaFSLfhk7/+HK4X06COMmaACSBQ8WKRU0DatffmwJoV548e599bcOw4Bh4BDoPkQyHJOoPkO1O3ZIeAQcAjQkfx4XdKmR4RobNpszHh1jFuI5iddolCBiokZadRLW+Xv9ZA62vuro2/9ONTxfHhCwqBkIy0CpVixSLHwfPFWoeLWRZqRL+dgwHDVpb69zt/8r122Y33xuPI+p1K5HvjxUeXMRR0CpBHtk6L+rPukun7Dt+h9DaZd1CFAYZO33nGkWB0iuf+GB1jPo3zzjR/usm07bTxtfT7RUc9ZAtN7SC+evfQHHpoQV7GEhHlOk1ik5OPzSXrfjoirRmOpsHGLMVO1n2zjiMMD8i4kxVifVEQK+aAMa3tAsEV+njXKNycOojhG4BmGpQNBfyi1gEBy92HYfpIIfzzEWmvCDDsHKlwS+LI+NVVknHxPT1aaMH5vW9SfefaFgBSHIINUHKTnxDkqLtQUATdaRv7duxhNtmjCUKRYGKSwQsBxLC4cAg4Bh0C5IOAlFeVysO44HQIOgepFgJaKypD3qeLUJw10cM+WogsT6YefqJuFLRZi6ZRiqLjovKNK4diLEXRUGeSOLzNVkC/ua5TKxzOQeVADG1L/iL7H+eYr18XM9366K2NT42LgXI77iAnj3/28ha0ah8rBRYDAH29pYf7lm7s+U25UGy6QCr//ZQvzpRudOVB47VHq3Pz9GvPPui9SU8zCz93PzBHgOfiT77UweEdOeDJgdU4SIYMxPx5Yz+l9KiLmEsf1VGVmpUhCfJH+R0VKyDECVRSk0B/+Ft+DQAo+ze9/1OOtW3t2giy/LTW8Nt6aVKSEyGLiL9c+RBspsOMixFCEpQbKbJ4CW6VCqx8tNVlAn6b+OuFy+KFBDKIIe/Cx9Bevpa77FRf6Uo95dlvhuu6nQ8Ah4BAoVQScYqxUr4w7LoeAQ2APBJh5fGJKw6QYC09RBablpItdFLPpGntsoIB/1CfFmI0dJm+a666MqVoWCqhY0ZQ6T6sTvXNnUma+5aOyOvRQY666RJ1sdba//v1dn5FiXLK5bydsJcV//0d96CIvBEhDnjE7Yc6TQbWLOgQYGB7ZvXox6SC/oUJUzq1DuPx+G6aCJqQfO1Is/2t37RU1uytF1hEoTHx8/XtSBKtZp+3nGZBLvL0g+Zlam/XDio2oxFBDvfVOMnJSDCIOjy5U48UI7sFcSTGOj/YtHcFFWmY6Uox1aA/SrcNnB0gpD2nH86QhUsxuQxOYE1VZ2qnGQMOFQ8AhUA4IVG9PsByujjtGh4BDwCJAx2qySC+qMDYV015J2s7wBSKGjurR1NLRfM7s6j7q4Ifpk4PlTdOnt2dWaDYc37M77osr3QPPjfxSRzI9Wjqj+7VKmjNHln4TP1j+bOefHRMZljQ331KbthNNCqvnJS3RmCkGbrn0CLw0XVXaDi/9+yL90Rfm3fWqxthN6UDVGqRuoUxxUYfAqcNin/lY1r3rfssWAdL1eqli8n//SpKlesFznTb/ZbX9PAN4buYSEJgPSCnGT7xGhwxS6qCefaQNvvZGoDzOZbvp1hk8wLNVLotBis2cFfRl0h1Hc7138EGyrJDSj77YhCebxtZWzlbfLR53CuXmumZuvw4Bh0DmCOT2FMp8+25Jh4BDwCGQFwKkSLz4isqgZ5H69cabCTPt1YQZPTJQbOV1ABmszMwqnhr8JJ1jcH/PPD4pIUNbDPGV5qEOOv5fVKIqRjAgmKjjofT78KGl2cxTzIBBzJHdPZva94gKFTQWt98bN8MGB8s3tpz7rHEEqHyGrw0pRi4CBNZ+bKq6YqdVjNVLs6rme+NomZ23UhrYc/JocpE7AtxXV0st/ZhM2RsLJpR+/ttaawLPM4FnQ7bBs/fxyQlbHRI/Lp61VBOl/xBVYPaPV9qkZ+PW7yuq7Ta0Hby+3l9eOoRSd/mi4fc5X8V+nlHRgEyDvtu06VSqzHQNt5xDwCHgEGgeBFzPuHlwd3t1CDgEMkCAjtTb83ObNZ2/UCb9zyRsSmMxySFSOCDH1qpIwIxZgcoN7zNKsFPhqVixRabAE5+Ky6PLU4Wp4hBymZ4bHezPXRwzGzcZ8+0f77JVvZpad5GKHkx5LmG+fH3+KaI12sTBB3kGj5VCBaoFCjPkEhwf6ToHdQzWp9oaFdCIDu09M2K4bxWKwTvZ///i9LjBWNxFgMDqNQlbMKNa8cAHcdPm4rVNpY7zKZpMWLq86YE/KfS8UqP+dxciBR8sAo8//LaqJbASeG9p0jz/UtNY4nnIs4BnAs8GnhHZBj6kpGgySUW1R5SgUUX3w41td6e+GFe1xqi2Wj7bgRQ8V/0Y1H2vqLBBtkFK6zvqy0VJVGZ7DG55h4BDwCHQFAKuZ9wUQu5zh4BDoFkQwL8CY16UX7nGMs22UqHqmKOM1GPFae6YuYYUowQ6YckxKVIosU5Fy2LGR+rAk4J6kvzOjjqimHtueF9DpfoaPcIzTyjd83//vHd6TcNrGqs8gPD7xy/kRo51EtH0b/9QY26T0fhN36kx/3NTC3PzD2rsgKex/eby2eWqkIrPXC6BqfM1l8V03wb30Lf+rcb8v3+S+7KCAQoqjH1FluUa02cmLTGI6boLVbpdb2yF2WrF4pCDPdtmVev5p543kxpDlN494cnG2+o2rVWw4FctzJ9UuAGT9zDqf3dHqxogymXirNN989ubW1h/qnD5Sv1JFcTDpNr65e+ya+N5JvBs4HnNsyKXWPJ+0vCKKg7uZEQKKd1/ZkJEX1RbLZ/tkD56ssjiKfIvnfNW7v0x+nIrPkxab7LyOXt3pA4Bh0A1IZDbU6eaEHLn6hBwCBQdAWZ+N4kAQfGVb0AOjX8sYUugn39ucZq8Z59PmlOlyBkopRbVmyDHnhRB1RxBGgMz9iNV8bGTOvjNFaTHnC/Td3zWbvp1XDP6jafXNHSct8uvbWA/X+Xks7uWpEZ968Yaq9ybrPvq1j/GDd5lpJ0OlbqrlIO02Gf/Ht39s35DQNJ+7pLcCMZSxiqXY6NqbKuWdeRGLtso53U6dTBm1ZroiIRyxoK2YPMWiJXGv28nyA8LdRhBhcVMgjRmJmq2bqtsrEljvPzCmLn3wdzaeJ4NN/2y1j4rKBSSS2plJtcjk2X2l9H82LNiZs68pHlzbmVft3R4oFzuI8Uj6a5LpP7LN1DzbdL3iz6eC4eAQ8AhUGoIuPniUrsi7ngcAg4BeXIpDVKzxsnGxyYZI0XlpfGPJ8y40b7tsD/waG4d9kx3SArHwxoAnTLMNy014Ca9o6GOIGlMA44PPG3eUYWtxRF0PusfJ2mlrffzzJgzY+Y+mRR/WmQ/oW5djUFBsGixMbf+OT+jEQoacP0gdd6Yk/kNcpZUG1TT+vNdcfPq63Xr4V8XFkX49r/X2PTFfVVMYdOmpHnh5YRN3wTPL1wdM3jmEPii4f0yQVVS3xG2xNE9PFsNFV83SN22B9i3zaD+vhmnsvYQeqFfDEoIvOd+9xel5WSQXnucVGJUCZvxRrDN1P8hPEmLnDotYb34Rp3mmzPkH9buQE9FKBKWFA2PMXW9v+vcGLwaU9jvQuo+S/X39RuMIQW6WoN7ZfkH1Xr2e573aUpTnpUBAULFQ1LjmXjhO36PSPamKlju38YzJ4p4m7rbu6yx9gYyCJPzPj15hoi4lNLmQT1TPlydNJer6nLf3r59ptCWQZpD7qJ2Gzs6ZoYP89TWeVZxfb/ae9LQqdZ441fV/j8cNwsXB23W5z8XM9tVOZD2FDXtVWpTe5DCqH/sh3NaviJ7BuN6pVDOUtucTfu851UIiNrv3LTL/PMXa8yVF/vmmRdUcbrI9ygVM8eqz/CBKl2/nEP6YP1zKre/sYDgmXeP7pldqowZRdCno293+UXYAVTvZEQUWLptOAQcAtEjkNk0V/T7dVt0CDgEHAJpEaBS1ZRnk9ZrJO0COb4ZlzLoMZnzrt+YMFdfHjOkwhQyNm0OSpVDijUUMbXAmA3XipuAEINIo4pXIeL12QmzVOqxS8YVZvsNHfPAfvImESH31NSkSLHs0moa2iaDpFUauH39a5nP7XTv5kmpsXeVMrDH34bYoUEihtv3aUD4kdJfLzlPXjdajzhYA0dSpmyFVCnOGEheNDaQjEC4/ctXRKp18uz6eLCgRCNI6Tn0EG8Ps/tzNOBASfixUm4zCbzGDpEnWv0YqUE8g9k1HwUDN1Jmr9SgeeVqYx56Im7Jsa9cX2MHzPXXnan7Ae+y3scW936ofxyl8Pc6KeggQ6s1aAubUkhVAzZ8f7uJ2IZMaiz4LkIgkZI8Xel1VCUeKC+xpqL9gcYWRIHAIhprb750bY05WeTb0mWojeO2GMDhXT1zw9U1Vi3Lc+V5keGo1caKeCdQ96CwopgE5uiQYbRLqJ44RpRcbUTOhdFZ7dLBOmeC9Oye8sGc9ExcHl1x+32g3co2qAZNe3jbXxvHMNPt8szg2cEzhGdJMQNSbNsOz/qVFXO/zb0v2sKL1E9oI3L2Hqn+oiLFwvPCR44+Hs9SFw4Bh4BDoJQQaPpJXkpH647FIeAQqGgEdu1KmpdEKlCNqVDxzPOq9CQi5FKpZQ49pFB7yWy7GKm3Vudz2vSEQS1Gah8V0XodU5gBACqhdVLHXHJ+4Zt+T7vAU6fXMb755f8Gg63MUMlsKapUHiUfN8ihTKJ9O2M2SMnXkHKPbfz5rlqr4IL0+vTT4B4MB458Pv/dpPmVPHNQik2dFjcMVCGXMNjmJ6ow1BePToqbbdtZI9jn7LkJM0SpV5j9Q64d1tmzqhGOBSL0KyooEL5S/YqCLaT/f+TJMauam/FGwvzfHXHr2wKxSjBYRwW1QNXDuL8aup9e1bpjNPir9sDPEOXMkUdUHxYoQlA6uYpxSokUsfxhBimlqMWIV/U9my3PpU9lDi+aAABAAElEQVSl5szFT7Ch9qbtAZ45vpdnFVcQTKR+//BntdbfiWIqqLmYSMGvCe9KSDnINtJA8bikjXpYxDgEH+1Sv+Oavq9Zjvtg7TpjXpIX1H/9vNZaAGTTNqCaRQn7f7dHy3hA1PEM6annIs8Uni2FjtHazz77eGZCExU1C30cxd7+gW1RKvq6Fzyl/UZ7HVPPhT4efT36fC4cAg4Bh0CpIFCEx0upnKo7DoeAQ6CUEdglhc277xl1/gvfUaLjD1kx9uyY9ZwqNi5hJTNScSBQQqP+TzUwQQWA0S2KokLEFHmdMVOLUq1Q0aG9kXJJAxjxe9/44S4ZFkffwUblc7dms1EoZBIbNhqroGpoWdQRP/52C/OFq4J7Yt99A3IyvFasF6rA+B31GZ9Raa6T0mGJhYvSnycqNIzuIa5GKc2RwWuYmoO6grSn8MVgLJNAGUKQIhzOvHeQVxRxmQY2l1/gy0TcsylWGIKnC74HKGRcGClUkyI6qw+J9vqu0u64MEpB9K3iszEs+M4PGxx8Z2gr/u2rNVZdRVEMFFqZRmPtTUddE2KRPMnC4DtOG0FYDy99v/mOk7K945OkVYS1F8kJ4RC2ByiEiUyq71KkhaCwyW9+2kJplzXadubnw7rXKzVzulI732vCn41lsw2eIf/5w1rb5vJs4RlTqKCKNSrd8QW2XCjU8ee63c6aKLxURWNQY1PRutBBX48+H30/Fw4Bh4BDoBQQyDwPpRSO1h2DQ8AhUJEIoJz5WB4pofdKMU4SI90dOxLmDHkytWktP5Q36wYhhdw/iiBUPKGPzRtvJixhsnxF3KbW4OnCgCiVhIn6eCbK4wPyBD+q5yI0dec4j5JqgIpiED93PlDYzjX7wGvnu1+vMf/9q8Z71+B6nEyE8fdK9RiD2EL5dXwv7gNjt4MXGIPMn/+w4UdkqvJspZQbBH5x6Yy1Md3GGw0Sj4E1RBmeYQRFGeoXZshkQEoqJEoRfIN+fmut2S6CdfNmKZ+2J63aI/X4gj3t/T8DZ4yQzz3Tt6qUvZeonndQyhyq6ozVFijGPhFRW+0BsVUjrjkkrBvCg/abtmHe/KR9ZrHcBpGqVLIcOkjpla9n9hzBvL+h9oY0fAK/wtTAu5CgKM0TUq3Wj02bg7Rt2hi+/yhTCYj4kCwjpTJdvCnl2//7QcIcodTxfn2opOkrTVOplU9ndj62kEfSM3fc13g7nG7f2bz3s9/WmmtkhYA/4tNKF4260vMAFcw5uod81x7bG99sjrPclmVyDrXfG3OSUkJmds2jOEf6fO3b++YQpfRy37pwCDgEHALNiUDDvf7mPCq3b4eAQ6CqECAVZbKqFRU7FirVbPuOuDWlb9M6aUg1LHQcoFn47t3qiLG5byelGEvaNBiqRzKgKfRxkDLzhPDG3Jm0oOmN+KBlg8cQpfL0U6oPps2Y2hcj7ri/1vzkey3krRMzE55seDDz1NSgGAKqBtQaeH+hOsCXB1LpNaUVEgOO9+W7kzQj9H6m8fYCrlvMXHNZzPxd5w05GJrvh9tgAHDtFTF7faMggO+VIfJszbh/6ZqYuVE+Qr+6rdaqIC+U79kNKhSABxGm6qdKBUNaFeRcuuB4TzspVvXE2Gql0IVFGNLhVKnvoU7aujX9vVGp55zuvE7Vd2BRBspWUiZJvSUNEtUowYD+mCP9oC19veE2KFg6+J/Kl0S69gY1LKodyLYtKhzz3tKktu2Zd2WaD8F/rjwKP5FKjGW4Z4crHfs7N9Wq2EZSSmDPtjMQRhQ84VhJ018rP0MIN1LPaf97a5IAEox1iO+o8MjbWm6BVK8omYlYLDOmgvRO/NC+/9P8CqvYnWbw312acEEZx+QOJCXp5FEEqZonCHNS5XkmVEv06e2ZU6SS41kwb/f9UMxzp++HVyZFJlw4BBwCDoHmRMARY82Jvtu3Q8AhYIkCzIWbqyP6wQoZlava1xgZGLdq5csUNppOdkOXdu68hJRLMTswYcBCUAqe6oLPvxSsRWcfrw/Im0LFJhng4t2CgfzWbRogiaDLJ87SbHMHETE3/6bWqqPy2VY26+INdcf9cXOD0pqmvhj/bLBafxsMYn8utcFVMplmZhxPHgKlIumrqMiGatAbem4xkCQYWBL1PZh2aQwIiZnQa6uUHJBdKPCulZqBtE0iXJff8SKCGGMgGg48eT9dxOOBF1oiZd+p22K/FJNgQNi6lbHnRIW5P90Zl9G2Z0Zo8IsyjuD8UIw0FPgkXSaC9AClZKE4q9bgejPAr7Y4RCq5tbpHqjkwG8fY/Qc/bVrt1F/EOWqxkBQDN76PM2YlrMqqndpt2y408t3l88baGz7/v9vVpongRs1J8HycPjNu/vC3uE1ZDCrKBvvC+5CY8lzcHNpZKdsiOU4ZGqTI0jaG7c1kPWdRreJnCElGm1KrtobAf5G2DyN/JqpmyWqAyYSmYh9Vc73uihpbFRf/ymIFEy88H/9JVSvbHeibp57L77lN5WTS3J+Rgnr16mKdRfPvZ4ieE33lZ8e9sWx58xwP9zZ9wAvGBIrq5jkKt1eHgEPAIaCJrqTCAeEQcAg4BJoDgZ07VdVLqSdzRQw1d+yn9MZxGhRAgDw6Mb9OdlPnQsrdBef65p2FSc3SB5XF2P/Du81uUTHVKMWPlLtCRw+lUJyltBkGVUuXZb83CJVzRDRtkerkp7c0PZDKfg+ZrQHphBn/9zMY3OL31V4k3icy2N+8Oz0p3EtHFUSIC3YGitkGqVH7tRLRIJKl/pP1dBGfpBv9WsournshA9IvPL/UAXxD+/xXKc627UiaP4tYq9Y4XqqJay+vMf/xg+KoXkoF52//W415az6peYVva0rlnOsfB+0tbdg3f9Q0MVZ/3Xz/bqq9Ie0ev8P6hUP2FSGF+niT0jjrk/Y8S/AjWyvlVyqhzrHuI+9KlKSQZfXbKD7DJ229FGu1GTYFKFY7K2XzRzLrb6741o0x+ah55kmRY7mQ+x3lzYh6+rVZSTNL1gbVEkzGdTvMSCGX+GwypznPvW8fz/r3Zeqz2ZzH6vbtEHAIVCYCwVRUZZ6bOyuHgEOghBGg4/3eUlMSpBgwMWuJkXltbdJccXFmhu65wvuxiJPx8jBpd6AxV1wUM21UrfD5aQFZgul+z6M9M7dIKQ1LliZtVcxRp8Xk9ZHdGXXpYqzXyxJ5VTUnKcZRk15Dh5qUjKYC/zYGhvVJMdZDYZULKca6kFDpBpykWpHWRMW7QpNiHAd+QpxHJqQYy5NC01vVQ6s51q2HgKg+BNpJnYpqtprjtJN8Kb4KS1Y3hG9T7Q3FWSCq6pNYFEyA+KpPirEfnmWkBtcnxfiM5deokmX97YWf0X5lSoqdqNT54+Xx+N+/bD5SjOPm2cMz6HIZx/NMyiZaazJj7Fkxm0ZaTaQYCvlDDvLMXQ+WBinGNWOClD5hpvdfNtfZLesQcAg4BDJBoLp7wpkg5JZxCDgEIkeATjlV4J6N2Pg93wNNilB4YopS3dYGaW/1faLy3X7q+pAyk+StQcrMg48l7OCHz485UjP2Uisx6AkDg/hCBqlBeJ2N0wABNVUmgUfNeepcPykj6D/flaG8IJMN57gM99TtMn6molh90+ocNxnZahBjT01NmL/d2/w4pTspjLe5xwb1q94uAb5OqHCqLQ4QKb9kWfWoZOpfXwzqD5bx9yMTS/O7Wf94S+VvCoRggj9R6fihsX9zHhvPIIqY8EyiyEom4avN45m35qNk0TwxMzmuQi7TSqn3l8qbbV9NIt0nn8owXb+Q+8xm2/QJ6RumI26z2Y5b1iHgEHAI5IJA9faCc0HLreMQcAhEggAdaQiVUo2pL1IZMmEuOS8mkqW4R0lKV2iIjEn8Waf75galq5AaV8jAr2q5DI1JKWkqhp3gmRPlTfL7vyVUIa10BpQL5LVD+unXbsiQ3WvqRCP6nPv9BRV2KKRnXL6Hiln/aN1r1Rr4Ku2S8CWs5FcNOBywv3ymdG+mU05Ww/lzjifLuD6sKlst5xzFeV5/Zcx8sDJpK0NGsb0otsGziGcSvlk8o5qKsfJv+1Tp9PWrAje1Xrl+3r6dsX6SqBAfUUGWUg36hqVAtpYqPu64HAIOgcIhUL294MJh6rbsEHAINIIAaWyUWd8o8/dSjukqWT5TfiPnnhkY5RfjWEltwP+llaoz4UcFUbFeRu73jI9bFRnvFzKoikm1tIvHNfxo4Ji6d/PNTb/aZVAalVpQSAHvsC9f1zTBV2rH3pzH8/JriaoihdJhvWlzUvd20wPqdOuW43sd5KcHIVjNcZKqKT6l55GLzBHAm4rvyc9UaKXUgmcSz6bDu3qNEv1nKLUdL7ZHJ1XHtT/sUKOJPt8sE5k5uYQnJbmf6BvSR6Sv6MIh4BBwCBQTgYZHP8U8Crcvh4BDoCoQoJLf3LcThlLy5RB4XjynioVUqxoyqLAD5s5Sh5081LMpbahWUPDccV/czFS1M2Z4e3QPUlcKTY6R3unpyYAHSWrsK1LuYnWsMYL+5o92KdUz9dPS+p2UxcH9fdOn157nUFpHWVpHs2JVkL57oSqDVWvgM9ZF371qiQ7yF/tUBVCqNfr18a0y5Y0qMlzP91ozeXOlfDEfeLR0FUc8m77141r7rLLPrHoTSsNEhvK8vf+R6iDFjpY9A9WnZ8+Tcln9mXII+oj0FekzunAIOAQcAsVCwI0aioW0249DoMoRQBqPse/Lr5XXQGzxe0nrP9Nfg6iRw6NvMqk6dvVlMXO2lFiYYN8uUmfiUwnz/vI6nw1IMZRaGCdTQa1Tx8IO3tl/exUGQBlAdJAp/2XyJVm7zshoufR7qsuUEvropLgh3cdF5ghgwl9oAjjzoyn+kqvlNXTQQcXfb3Ptke91pgUamusYC7lfTPfnLyoPoqCQOGSz7c9/LmbmqYrpq6+XPm48q3hm8eziXieofNj7GM88rudDNQTne7om9vDumim7hHIK+or0GV1aZTldNXesDoHyRqC0jFjKG0t39A4Bh0AjCCCLx4C8HGPlKmNI0aN61bmjfTNZqqqoAjUYqQ1UQkxnOGtJsZG+mSJjYQifXurUk+qIce6mzVEdxZ7b+eQTI1PlhLlUHmu7dsnMuBcKtri5e3x0573nHqP/C98YKqbd+NWYueUP1TEIyhdFBrtU9TxY5NCaj/LdWvmt/5Gq9R3dIzfy29dq+8nYumXLIBWaCpcYXO8jQ/99VGmWarMt1OOK6VUjvpbleXmqzEBxBoLvf1L/MRDkRXW2uNpNvM9QTkCM75TCi4qEpEDu0Pf0k0+SZvuOYPlgK5n/j+k8FQ+rMdq09tQ+eOY/fuDytTK9/mP07MOnqrkrEGd6vCx36x9rNfHkW7/QF0X8D5P/GF5k1eCrN+wE3/Q6liI/cbNiZTaolc6y9BmvvjRm29HSOSp3JA4Bh0ClIuCIsUq9su68HAIlhEBtLSa9SbNtWwkdVJaHsn6DMeMfgxzzzUUiph55IjqSqKHB6Wek2HOBgoxDfmdh0qxR1cwWLTylV6qi3PuFGdhu0PliGI/5Pz4spFiWW9yuVNQff6tGBtsoFcvv+IuNN4TorLnymFPazW1/rT4ycZ3ueXyHwmjd2ph2bT1zYFtjqMLXVmb17ZR+yHsY17dRRcf9WnlK2QrILsh/yCwqvWFqzysRT+qnZ4muuH4PSa/wJ8vY2P019nzP6J8lzWKQZyLRYjGlWNvfk/oZpFtDqkGwUU2USrLsF7Js+46k2bo1MNTfoOpuG0R8bVIFXPzT8O7hvbAdPlhpcYVqP0IMS/Xn0MGe1CiBn1GpHmMpHdcRh6sK8TnlOcnAhM6GjZ65cIxvps9MlC1JlM39MOo03xx6iCb0Hsc3NJs1S2tZ2ir8xs4e5amdK6xSvrTO3B2NQ8Ah0BwIOGKsOVB3+3QIVBECKB3mvG3M0mWFIXCKCSXEAR1NZs6vvMQ34x9NmHiB+AMGvkMGemZKCikWnisKEzr5M2eHo+rwk+h+koIxVLPrf707bl7RYKIcAwXQPQ/FrVrAEWOZXcEXX4mbL15D16BAN3Zmh1GUpdqI+DpIackdO3g2PbnzwUobFvH1ix+1MPuL9ELBtVPqLNqwTyCdtidtcYqNIpeWqD2DLMeX7OP1DLyLcsgN7qSdUp87tg9SxlD1UMW2nQi9w7tgMi7yDuXa7hftxxYNllkHBdqY0TF5BibNx+uC1KVqSK8kJd21CQ3eTnt9QAollYvnLyzPZwGqKUjiq2RbsHNXwuAfWolBv4H+SWt95+96oDLacPqOb87zTL/jAuVtJV43d04OAYdAaSDgSbZfmU+H0sDXHYVDoKoRSKh1Wb06aR6OUF1VKoDiv9X1MKUcyo+LAXIhggFs/RaaQTyk2OsyjJ4tdU8h4kSlYPQ+2jN/uD1uFlSAB88/fanG7C8S5Ke3uLSpTO6XX/24hb6zIkRVAKISAsNwzLYP1atbF/2+mwBjEAnZvUNVTFFZ4WeDuuuNOUpbXp4oWKpyc2Pa9gBjK8v+85dith2BREP91kqFNVrKqBw12zqRCB+uNmb5ioRZtcbo96TBg60SgoqKX/9ajfnn/xTj6aJJBC67IGYGHO/L0L788ep5tG++ej3ecsa8WqYTPg1dMBSuY0WKkXL96MTKaLtTzxULiUPUhqOodeEQcAg4BAqBgCPGCoGq26ZDwCFgEUBpcfeDcTvojBKSIzSwIQVp+YrmHahhVN5XPlbP/j0us/wozzD9tkjfuvzCYDCbSorhbYQhPx5k+cYIFRigKuavflerlM38t5fv8USxPuqfn3yvhbzc4gbvMReNI3ChUin79PTMj39ZXkQi17nrYZ7pcqhnjuzumy6H6XshIhm11w55caGSWvlh0ixVYYuFi0T8rKmM+7vxq5n+U9qMX/93C/PVr6uRrheQiMce5RnaWX4nhbSVUkZbKmV0rVRl+BW9975S0lTJ9IOVwlWkYjkFnkWd1cb94rfldX83B8a9j/XMP32xxrYFlfJ9wVsPYpS24IWXKuN50LGDSDF5oEJe40daSgERT7v89oL0PqqZHivkPd9d/BpdOAQcAg6BQiDgUikLgarbpkPAIaD0o6QIo0CJUR8OlFBf+2LsM9NpFAqk78ySUuOtd5oerJLmh7dOcxNjM96Q8fX2hDnnjJh5SR5Wb73d9LHXxyKbv09SmXlSuOqTYheOi1lFR77E2FmjfHkneeY7N+2y6WPZHFspL8vA/c774+aay2Pm2RdUAt6Nhxu9XCjFzhxR2t0Dqrmi/OF1zJG+VYKhdtquYhb4aUHYTH46aea8k4icmG8UvDL5sEN7z5r4pztc1GG8Xqj3IcRj3+N8c+yRQZo1vmt4sqG6oy1+973AC5GKuhQVKdUYKkXs76vQQy/b64Gv3fWfqzGY1lcKKQYGTPjwjPvBN1pYD81yLQoUXs9uXY0598yYmS/iicrC+cR55/jm8K6e7YdFRRrSRp+qCrDvLo5bNVuux4eql+qaZ5zmWY/VXLfj1nMIOAQcAg0hUNo934aO2r3vEHAIlDQCmFDPf9eYxUvSE0UQY7wgcha9l7Tm1Qy4UCu9tzRuq6yV9AmmHNy8+SLHPoEc802b1kkzvYDpZ1SjowJdGKg+IMXWSPny/LSgQ9xK7+1IWSZctqmf49QhpkLedzVgqMTAj40qdN/5eo354c8cM9bYNV4j1QFqoCukTrz/0dLwqQlUYFIyKRXqqB6BimmLyPSNqub63tKkrXj7Tpn6HzV2LQr1WXt5qX2qFNJsAoIZX66XX9tzrd7H+iLMPNO/j29GDvesPxuG/7T/C5WK/Z4KhHA/lUIMHuBbIu/tBfkRCKVwLoU+hmuviOlZkiyZNiDK80XNzrPue//RwvDse+LJ8rwfjpXlwZkjfPmAJs0s2SvkE0w2kGpOHC3ye9orQQGRfLYZ9bq0KSjae6vaJkVHXDgEHAIOgSgRcM1KlGi6bTkEHALWE2vzFs1cqqJhU7H2Ywi0YMDUer+kGdiPykPBWpde4NtKcPtINo/64C0pP2bN2XtwRWW2M0b6tnLck88kbGW2U4Zp1lOzlAQpU2++lbDpPkce4ZkTB/mS9CdU0TEwpGa2mOXxITL6R4XIv7+ctGbUwZE0/f8SDcwfkScTJtatWvlmqmY1CxEoxaiI2aLGt6TiqTKQhhR77sWExZ3zG3Wqb+6U6S4qjkyCtARmicH4Z7+pTFIsxAFcbv5+C4NnDhVGXTSMwN+VYnTeub4GxQ0vU8hP+H4eo8FZn16+TemjyMUmtSuQ6Q8+liho4YlCnlepbLtD+z1J9nyOC0LynYV7buEEEVD9jvfMGRq0XywVKgpfUljnzU9IWabiBQWqprvnUez912lSrvAscdE4AoP6+2ZgX9/8xw8r+5nw41/sMv/5rzXm4vN8M0HkGIRZucSAvp45YYBnnpYK+l31c/KNY5Q+zYTlXCnfIbq7qxIpkw4EfQsU66RSkxZJ74oK2S+9mrAp1qTfUxEXFSkpjyhOn1bfKp1ylL7W8GGeLXyyXhMbC9QHZJ9kDmQS9C27dPZthWCO14VDwCHgEIgKAUeMRYWk245DwCFgEaCjQnntTAIPoKFGVdOkcsLThnScsLQ41eCoHLVNleCYvTz5RN+sXJXYw/eKwda5MptllhOJ/abNxow7Wx5Z8hiap5RMTGj7Ke1ynxa+JY9IBWJAOHyobxUMKCCQ+DMDGRrx9jzGV0U3iLFMzqBuGYyqH3w8bsbpeMbqGCZOyQyDui00/RvV8O5VlUV8Xy6QAf98dUxTSTFmjkl5ufi8mJkjMhA1W2OBugxSDNPxW35f+UQRSsbb74ubf/hCTORnXPdSY+hU92evqgIdqaekwZAaV+jgO4z6oZ+Uo0eKFEMdiRpsvgZ8kJjNnTZd6PMv9vapxrlB+BYqUGjOnF23da7vMKUwnjjQN2ePCiYlUJLNfTuhAh/JolzfdioyANl665+cYrTuyuz9G9Var5NabMrUzCdY9t5K+bzzs9/Umhv/IWYnnSDHclFcF/ts6cPQL3riqbhIqGj2Tt+HQkLTVZSg97Ex01PtcUiM0Xc6sC378Swhhv8gxNyi9zzbR8PjrLbWsxOdLMtzo78KNtSv/Erq9fmacIEwe/X1hEG5ysTk+g2JrNoAyMArLlIH0IVDwCHgEIgQAUeMRQim25RDoNoRgMyis5MpqdSubaAQw8vE04uZRJQiqAmYbWQwhRdOOItLxywkMywpdiaVITVjqmVRIUCw0SHDQyT0RNm0yZgemu18/qW6q/PAIwnz8fpgUIgyDcKE1J+VSveZNTf+mfdZ3RqZ/ca+xj+ekAmuby45P2YeElEWdaAEQwW3T4ukeU3kBVUrmc2FFMNYHkUNZrdXXkwaTJDGlO4Y6Lyed27Mkh63/SX640y3z1J4D8XKtFc8869fbWG+XQFV1gqFKQotyI0LdI/c8ofoiQS87I6TwT+Dp14agBEQNe9IPXCPCnaE399CnV+1b5e2tphVJiE2l6+oa2c6Hxz4DqFCGTs6uP6QoKh7MelGdRx1DDsheDbwnHLRMALXXVFjVmuCZdLT0U/uNLzX5v2EiaF/vKFG5FjMTJgcL+mCEqNP963a6gGlueOpGEVQ7bqjJg3xl+T7sVRepvQrWsm3cUeK+px98vmbc435wtUx07WLkeIrOAK86PjuEpdIgcdnpl7a9VHa5j77GDNHk55MZG6WH2SvYzxztNLjs5n8oI/J/oYO9u327E7dfw4Bh4BDIE8EHDGWJ4BudYeAQyBAIB5PmlWauaTDk2lgtM/sJIF6iYqLg/p7ZqMIJlIG91UHCjXTZwOZFNm8TX3Ueqsk2YcUIxhsEx1Fpp0iqX4YrN8ipbXbqM5YGG+8mbRmrueKZCPonD0n9RnFAHIJ9vXIE4Hn2FWqoAQ5hvolyghnW9lmfVKM9+hwQpChnEOVUT8gGCHFFrwbN3+6s3oGPyEO+GYd18szn78qZv52T91gPfzc/QwQmKY0ma9psBhV9FBqzvFShA2U0oDKcCggFytV57a/ohqqvvswKlxz2Q6D4DfSpKbnsq1c1oH4ZJAdRk95x5Fedb4UrNdd4ZmPNLnxhlLH35KijIIjUcSpw2LmGVUQdtEwAqh3UCLd+O0yyils+HSy+uS2v9SaL1/rW3LscZFj9ENKKbCZYNJtn308c/f4aO9jyCniuJ6+JheTUs17xleXiHuBNMcwwnRH+iBUBkfxZUzwefgZy6L8xwuyfoR9tJ7aX0+pzwiU+7EcHjP0Nbt1IbVT68f23lf9fbu/HQIOAYdAUwjk0BQ1tUn3uUPAIVCNCMTjpDPm3lkjfeHTT0WQtdTs4ZH8NBo4JewACc+Kz39uT9k8yzK4QiFGWgFeF6RdEq/PTpoZszIbaKNO+6uUDAzUj9DAnfSAXkopQC2TT6DeOk0eYCi3Jj0bN2sLkLYHKXaWZo9JdYMICyM00Q0N+cP3+dm+XZDK8Oa8hLn93vzOMXW75fb77ffGzTf+pca88poMwhdXLw6NXbd3FyetV93IU/zPijs0tny6zyiqMUjegf1kzO5p7ALRjSqh3CvBpTvXcnqvrdS6y4qQIpspJhCjCxbVLU27hs/V6cNr7LB7jtqrN1S1OHWQXrd0078xwGfyhUkPF+kR6CTV0FWXxGy6fvolKv/dP2qi6PrPeebCsb55fHLCphaWwlnvv79IMdk0bN/hmfEphHIUxwYBhr8YROAKVfMl1ktRf5S+MxBY6b5zB6r9QOnfkJeprXqrPlr92G77aJ7FNopUbiw0rlXKPxkELhwCDgGHQL4IOGIsXwTd+g4Bh4DZpUwrvK6y9ebo1NHYjhcG+1Sdw6cCKX7YeSKtsp3UTX1UTdBGHfdjUyEnPpUwZ43yLZm1c6dvybC1GnijOtu5y7OdWvZB1bS7ZLyeLi5TKuXyFeoQKo1yk1WSBTOl6ZbN9j1MYrdtlx+Y1FlTX4zLryPbLTS8fKgUm6yCA/ivkYqwSBWbDhLBR2U40qT4OzXAF3+PmSIOG8IjdflK/h0l3UT5s9xwjW++8QM3WG7oWr84PW5GiOBNR7KmWwdVwwClR54gL6m++t6iLFj2QcL89e64metMz9NBVvT3KLiBGnf57kFw0Q8ggx1CnIbkad/e/v9n7zzgpCi2Ln4nrGJEBQQxYkAERVFBMWFAjAgmzJieOT1z/sw5PJ8+3zPnnFAxYg4YiSKoiKIiQTEBBpSdme/8a2gZltnd2d0JPbN1fyy7OzvdXX26p7rq1rnnWC/1aZT4kfT/SEzjD7XwMVJll5TB5xKba/Fk4jf+c14XVgdp8Wn8F0l7893mjROLJiRbEJSHOfbDj3WhVvi/LdsGpljMJunz+tJr2ccxTWkFkhXIUOCojaB+EMlU2m0W9lgQODuzKIk4PxFokPFzB43XkL3gO2ONbAm1ryaZ9ewhbVgx9N+X7EZSh2Nxk9L9XAybOE5mMOZk7LlNL7Rk57Uz8z3+Z4+AR8AjkCsCPjGWK1L+fR4Bj0BWBBjQfK5SRmy0cw10sfhaecWI+4KCj1bGqDEpp1EGs6TTGinnuITYK6WBBIMogskQK4Ts4yVNoBZeSKLOGyoR9kvE6Wxt0yvqBF3T7zY3oAx+5lhsFwQlk93Xl7uTvhjUkTAZ8VH+Jgaw137/XQm8rWOyVE9KmyPj4EEjGvGdZGKgKTbr16QcMaNuwLmkVpZxeXpD+huZ50mCkDKld4elBfwbcciK22SwEqvraNJ97GEx+8+t+Z9wVAJg736YkqFFWguwtiQEjIMN1o06vRcmTpRI0idccm1ivs9eJeBRCefQSuVPs7OwOcJ6biRUPxpH6xJOU3J7scn27Be1wwbG5DCZfmbAJqNvzxbcnyRqr7rBf8az4cNrMPRgTZ/yfzlmGmvbUYW8joNxtW6X/lpIekqC/Lnqpub79HGG3LF31CWZYMUXImDKM47LTHJxHLRMSYB1WEWfvLkfHRbhGJ/xLKA9k6emDLMGAtMUvgiY+IGhEb8zFmHkg+s3CW9Mj3aYK1/BuAtt2sYGY0/Gkh1XN8Ol3IdHwCPgEWgsApGUorEb++08Ah4Bj8Cvv6WUupJoqybQJGTyGSR5mOw0Ru8LVgSroDBWapvQB22F5QIT4VdpXaCbUYhYZWWtkvaWW6R0MWo6NeXjeJQ1LK0JL9ejZnmDS4qJtcZANlPXJx/HLfd9tG8XsQvOiEtrLZFz+W25n3ND23/qsRLjluZTTZYhk6ZNusdsPZUfz5JYOu6CsPACg4yGHse/vzgIoCNEafop/6cZaRlH27lMGtzzlpC+JIsOLD7gdJkZuGHuKhff0873SZ9MXIKfYQyde0rc/nNbQs+n+bEL3tNcv+N8SDII5lixk2NryX16q82ieV1Qa+x1XG+dtHvkLXclrEpsUxYyg0Q0iTH0OilT/kqSDoy3/taFreOAjM9Y4GR815SZaPvlzLbeAnfztNttHYf0f/IIeAQ8AnUi4BljdcLj/+gR8AjUhUB1taj9ss1eYrGIbakBXIeVU/a8SvvyFQi4NjZYhZyR47yPgVzASmvs8erb7quvzR5/OuFKIhZbNGpDXssfThybhN4PPy6YmPRJsbqvDOYNDz6RcNbvuerS1b3Hyvsr7MMB/WN2rxg7COiTaNhIbmCOYTkxaZdc45lh5XTVW0lnsKFl72E8PxKwt6tEl8CdGA2mA/eOWVVVzJVpYeyCcD/PppFiI/vIjsBB+8Rs2KikT4plgechPRtI2vTTwlIxk2MbdpNExDomx+2EDEqyNKxELzHO+FMLiNkCnBrikvm7yiCbGjyH1peG5UdacPxaWrF9ZU4Qj6dZa03dt9/eI+ARaH4IeMZY87vm/ow9AnlBgGTSx5+k7K25eiQI5LO6ubT0KN54JyFh57wcpuJ2Eojo/iYRXWzhCxnofFAKMvSDlDHA91E7Av88Mi6NErMrb/CskpootVwyYtdcFLcfJci8iFbl0eN7QeYSXjOsJlLl8ftu0k7qsLLZNTdWZp9AefT20p4kWTbr15QrETz53Oq5GpLlcY2K1UruhY02iNrpF+S4ilSshoXsODhmb7ZRxJ6UIH+hNccw7aG88dmXCmPa0xhocfpuu2xaA7bm9rC+OovdhqN3oRcYg2Mzttl6C4nuiyn/0uvzdOBwVV1bjtNUAfjwCHgEPAINRcAnxhqKmH+/R8Aj4BD4WTpC9z28IOup69oR6yX9CERcvQNY9pslrgQM7AZs1/PtMBUcEfdJxIPR7njgscqcAAfnmo/vuGxdck7cBj2TkLvqgvd1Po5RbvvASZLPMhMNyl3miCF6ui9HK7fLuEB7jzk0brNUcn3PQ5XfL2B8srnu4SVU7sVCDuxHXy6YviXWlBMhCwKX/7t6PlfjBW4Y/4JDYF85dm4sLdNBzxTOrXJ76YnB6HxscNL+nO2Bz4YApfuYafB5zmYKs/9eWqDV89yHR8Aj4BFoKAI+MdZQxPz7PQIeAVe296QSCFOmZQej1TJp9tjCC0dsiFbzpqvkxceCCPSR4PGyrSP2hLBsSAnCgnua/5Wl5OSJ3fzw0QvqQs3/Tv9bJgKUCKIpc8KZzZc9AeNzM006cKJEZHncZ0l7aFDC2rSK2ElHxe24M5ovNpn3Sjn/fN5pcadz2JwSwDCa9xbrB4diSr5eH5qQ5mLKfv5FvzTTuOz/4jZOLtD3PlL5CdJ8XWLcKindIzn2y4x87dW0SIbzZNQwinjsKb8wkw1Z2PZbbx41tGdxsMRNPFu0byemvBYFYZP58Ah4BDwCDUEgdr6iIRv493oEPALNGwF0hUZJoPeTz2rHAf0aGGOUXfXeAkHUiHenywIXLlBLSjR6i54RJ26O+H9TYwlNAGGKYZV+dzNghDQVr8ztKRFcaYWos5J/U8yS5hSUwuy1W9z22zNm3EPPDknabfcm5NCackLKTAIRoV54YWuQA21zwrBcznXXnWL20hsp5xBXLm1uajsRA+dexhEPQxaSv/STq6wUdYYl039s6hHKa/sDBsQkexC1627ypeMNuXKj9Vxt11bP7E1iznkxF5H5+vbfUgtZu8kcAs2tJ59tXs+d+rAJ/s7zaZftY66M9Qmx6eoq2ZylcRSllJRbxmKeORZg6L97BDwC9SPgGWP1Y+Tf4RHwCMxFgJV2SijvfyT3wdtyWr3bSqt8aJI9p8l2YxwmK/0CdFNpQPf1o2IxJG28nP0aG4vI5Wm3vjGb8EXCbrkn92vU2ONV4nYkfi47t8rekoMnZZWVHDDCtlCZ2bZbRm1xGWh8+nnS7ns04dxZs533tltRWhmzcy7xrLFs+JTDa1zzW6+rssNPnPO3q1w5tLsQbYRFtr8SwZ3WSCfHMJIhIc5zrpJjvXWi9o8DYnbWxXNs5sxKPtPCnds/Bkat42oxe2JwoklGFoyPduoTs4kyifDSEwteL57HjB/bSd8M5/OGjI/2G5AuqaTP8+ER8Ah4BHJBwDPGckHJv8cj4BFwCGDP/bxEtxvCbOK9Y8albJmlI44GH4lGVIJZ4TOPBt4v074zx2Lo3SuqMtWITW0EPlXSLeuvVWfKC26SpbqPxiGQEHTTvjfbY5eYvfNB0mb/2bj9hHkrPotMxtCaWmmFiDNnuOGWajnTpdlhtbV9+g9mu/eN2htvS/9GDBwf5YcAItqbSaAaRmBzD9g+3PMvvJIUu9lsmy3EIhObblExnekD/qhAjacWLcxOPibutJlGy8nPR+MQGCGZgjVWi2pBK2LjJ6QalWRetUOaBQW7u7kxlHNBfTXh00/mQbP1OXx4UFLmL7lsNe89uHR3WiOi8lSfGZuHiv/JI+ARqAsBnxirCx3/N4+AR+BvBKqVMBijARyaJI0JHIt++Dkl8dq049JnGkxa43bVmMOHfhucrr6bnnLOnkzMvp7UMHDQFGMgeMOtPinW1Iv93fcp567ab4e4vfpW5SQQVllJ5ZL944ZODpo29z+W1FfCPv8it3uNRMKqK4spIdFuytJ8lB8CODWuJ1OFIa9Vzn2dj6vAZwDNtW+nqMxSicPdVWbZvl3UftQzK59aUvloa1P2cej+cadjdcvd/jnRFBzZ9sORSVunsz5PYuB9IumIhgSGJuhlwUweruSsjwwElMfaavOItNyi9uEIkoaNw4dFWXRuW0sf0+uNZeDrf/QIeARqRcAnxmqFxv/BI+ARyEQA2/vBLzRtMjVDOkVj5CS0fDs5V24Wsb9UkQULxUcaAXQzvvomZRspebicdEwmfJnbgLDvDlpVFbPpmhubPtmBObGMBNjnqPQV9lRYoo1MCjZcL+q06ih1WlTtTOo7P6/bJer0RPJ5L8Fy7K0SQ+5VdGXKObp0itiBe8VtR7HE+Bxf/Z9qe1GJERKxDQ2YYr17xZxWU0O39e8vPQIdxXJZdZWovfpm0/ry0p9JYVrAZwL2zttKWGzYLSJBdAn2d4zajFmpsn9WbdIj6hZezrwoN10xStCCr8Kg3bi9FvtZUFcr3xuWsh4bRG0taWDBHMsleP8Gepa99FrCPvs8ly2az3tWWF7MdznJohH2yJNJmzK1aefOgmznTlFroZJMHx4Bj4BHoD4EfGKsPoT83z0CHgGDLYZo8cxZTQcjpfnYl1+lXOkg+kYI2ebKWGn60cO/BwR4P1dCrKuSPWusiu5T3YPt7eRsWVUVsUuvzW2yUxsC3bpGnd7OfrKkR3OKUjtWbL/WwDIMjImeShaiB8R92FpJsqsuqHLaLl/oXtpXbe6kyevQ9/M72Z80OWV7yslu7KcmDOq+DrXhWsrXN9D1Q0tos41j7jpeck21MZFrSnnoNLHpdtw2pqSaSk6/Kz9MSnk9wnDsbmK3tFzS7O08f1bCcG75bAOfET4rz72UdEmPHXrHrHu3qP32m9nUMrzvcZs98ci4xN0TTs8qF6yOOTRmhx8Yd6LnfSV83mermC2nhYKxYo2XctGkFM+CuvDiubPlphg5RAxDnbpiq82itrqe6089n5BkQl3vbH5/20TmLpttzP1lShomLZmnhTlYn5S94vjpwyPgEfAI1IWA7ybqQsf/zSPgEXAD4E/Hp+zbyfkFg9XV+7CJ1zjywH1iht6GjzQCTL4eeSrhsN97t9q76S01yF5yyYhdeFXTxNBZgT/q4JhjXXHcm+5M2LOaEMIc429hixkzU/bY04l6k4ZNbfd4lVcNeTUhbGq/Bk09RiG230iMhIvPSjtMkmT951lz7Pb78jTLUIPRXtt+m/LCpBA4l+M+27UVS/enuifv5XhehWwznx0+Q3yWcG3ls8VnrJziID1jncB7A5mCLIbdofO/92HYTSnbpHvUNpejZ1iiWM+C+s6XZzAO0zyTa4ud+qQXAu+XwclPDdTLqm2flfD6sm3M9t4tZiupzBstsfeH5XeBi7ErY9hSJnMr4Tr5c/AINAcERFb14RHwCHgEakfgz78KJwz7++/mRKDXlk7HDppok4hgpdCHygSVx3hapauU8x2wd8ye0kp/JmNvI01Qll8uYmfnwSEQ3SFWU9HYCZyxho0yiVInDIbfQB1/WSXIrrmx+m/HtkP3j7nyhLseTNgpx8ZtuMSIV2xvtmybiEtabSGdnilaEWdlnOip9sJEu0TMNsoa2IbzWba12dISg6ds9LZ7Ezkxs0jVMTGdOi0ps4H5J/mYEByyX0wuVhH77x0J+/33lO2lQXfXzlHX9vc06OY8f8wxOTDo2aStrW2PVOKQhGGYA4x33o6yEQnqi8XwxDNNYxHWdq7se/OefvhQGz5hfp3P8cgxvo9tzDV66ImE8bWb9McG9I/ZLiphf+bFpL37Ybjx3EamLvTxJ53T8AWUP2an5AaYPr+JKvNfb524GMrz0GPfvWVaACNtzLikvSZjjnHS24JtvMv20tB6N2mwkReR6P91N1XbSUfP/6yAiQvjOduz5cbb6+9vi/ksmHfW2X+64Mo5dsk5Vbax+uH3Mu4JDA/ol3mWPvh4/eeUfe+V+SolpRtvyL1TuHEmyFEeTQk5+q0+PAIeAY9AbQjUvrRR2xb+dY+AR6DZIDBH4+g3hhZ+pe1jDYpYRV1iMbP9BlCu0WwgrvdEX3496ZJGe/aLGfobRNe1I9Z5DTTFqo1r1NQYPyHpVlN3UrlQvx1ihjDwEovLlU1lnZQUTZ6adnciuUS0VzkNSZipctNkUsOkq7/co0iKTZcBAG1qq8QU7JQg2B8OiCTggm0oFf1YZTkYOqwpQXeSgLlEsP0SS8z/bnRJcFpEi4wE6/QfUobYNCWFsJxek5A+OjtMUhoSdz2QcPtAtDyM0WN9McTOjssxMmYfDE/ayefOUVKscBOwb6egt5SSC2osjHD4NtWBAAmMSWJQ+Gg8Any2+Ix9MDzl3Gv57PEZDGPQV++tcvDGJmRgDfM5JxHI4gBOnR9IEJ2APbaPFh0mawHkscEJlxw74qC0uP8yS5ut0D7itsPN+udf5vX7mc+K71WSjXNgtmdLLngW+1lQV5t47qHfuBbno2c0sbRw2LNf1OH2+OBwJ1DrOrd8/22plma7yuF4LY1jBunzVGhXTthijGXRtfXhEfAIeARqQ8Av+daGjH/dI9DMEWAw+400lnIVgG8qXOhYPfFM0onSsiJPsuwNrfL5MHtXSZ3ffo/YTtJ2Gj466Vbjb7gl0Sjx9Gx4/qrSTdha/cSA6KtVfrM0u+p9JVlgSLwjhtCumhxtLWbA6LFJ56bF/QE7IIhnhiSdfk3wey7fH9S+YRQQZ5wQty4SMH5MP8NGI8lFIK5PYqq+CJJinbWPW+9JaPKWVGmLkohdIs7QYMJc7ZfvJa69vhgMlAZxDrkEWmOPqnTzALk5jvo4x41y2XET3wMTg0nmEotFnLvZoGcLwxDL1sw3hiYNfbsnn832V/9aWBHgM/HlV+G5h8OKUy7tgg3LF30jySdK5Z58LmkjPwoPvgfvm+6zcFBsTET0OFhPSR4WNBZXPwPza8feUbtPC1mbixVMwJijn0YPE52ttTrOY+VcdHW1nD7TibSlWqZfz3xWsL9NVZqZ7dlCYg1Mg6AfRvOtvijks6C+Y/N8uemuhB13eMxmz0Z7LOpKcFmU8ZFGgAqBXtKXpUJgUBGThYxlO66esg66R7mffXgEPAIegZoI+MRYTUT87x4Bj4BDgIEuk99ix/BRScdoYKCM7gTlfGEQfy82DjWP99HHYmL9lS6tHKZJzqef5/faMHEaJuzbivUFAwxm1cYSvJ8yLT0ZITmHfgoTH9hiJOh+/iVlwWQHBlFDIzMx9YNKG2F64YJGqeWii6YnUdyHvFZfrLpy+k0YOZAUI1ovk36NCdZe/dMjYfZFeRDHwOgg1xjyatKxGk46OmbX/rf+RF2u+23M+5h4MhmHocek9OFBxUuIBe2lJBW9pbbSh0GI30f4EWgpPcJq3Sq/qYTdR/4QGKQyd772UnLsQJWdIwvA759I16iUQSkjRguXXNv4/oqS8/OvSPcv9J0k2nop2fPcy0lr1Sp9dgPEiCL4O+9fTAm0IL7P8lzIfFbAQKvt2YJmF19BLLpo8FPd3wv9LKj76CQIk3LwjohNGFWSNOUcTuvbpjn8neuH+UCbVhE3rvtiYvHPmjHtKityv867r4rfCn9Ej4BHIKwI+MRYWK+Mb5dHoIQIQDdHIwMR+FIE5RUPPa6yt42U0NBkY5SSQvkWZC3FeTXlmK2WMcPFc5BYdTtsG7UjDjK7WSvT+YhWSiAxqflBZZC4DvLF4P5fl1TZcnINJV7RijeJsTP/GbeYKuheqUfEmaRXixa5Dz7RS2PCTiIsF22ZmueNXh2sMBhilP088mTCZsx1UcVIYPALTccK5hplU1tsUlg9lJrnFvxOKSplTat3kE6UEpOX/qv4CbGgLZTYjtCkbzeVb/5PWm4+wo8Afciff4W/neXawocHJZSkTtjBEro/6pC4649wgaypg1iM81tNfcSOcha+5j/5+2zSN38nRhTPisUlezBzphYXpOF4wZXztCeDc8u1LJ731/Zs+XpSyq66oeF9XDGeBcF5ZvvOoh7saxYt0ND6ZDwJw2zvbD6vdZRUAuy5yVpoQ5e0VMGYduj7KenARWyhDK28UrXHH9cj4BEIFwI+MRau6+Fb4xEIBQJRDXwR0C11vKMBzDffJmybzdHXitnTzyXyoqlV6vNq6PEXpnxFybB3Pky7RVLOd/wRcTv1uEijJg41j4+m2D67x2zoe0lX3oC4cqCZE9jPT/su5RgQlCoyYamvxJYk1WayX99UX5Rvbb/NgnpU66pEZ/bsqASd0yy1ppSbfCsdtBturbbDD4xZn63Smi7PvJielFL6M1ssMdhvJJdo19mXNHzCBauNEqI9dokVXBMl8xrB9Nl1p6gzHBg3Xtf+jIa3PXN/+fr5zXcS9o8DGEaUbqKTr3NpDvtpJZOL2X+Wvl+vdKzv1MSfL8rpWEigJB0TDxwUixUk51hM+vzLpjGLYWzBEK7Sx3xZ6UZupeTGDCXEeB5QMrqrZA8ofUfDEf06TFcel95YQ6Khz5b69l2MZ0FtbUAGggWkW1TODz6YF/HsfuQp/Sx2XHMLFtFIFK6o5+5Q3SNjPyneZ6A2rEdroXWtjmKUi/FIkteHR8Aj4BEIEPCJsQAJ/90j4BFwCLjyNg0Wesj1j0RJqQOr7bulB7XVZhEbuE/Uho1IGQOb5hQ7S2fl62/N7nskfT0Qw7/kmjl2gpJj55+ur7mlLo3FZJKcHb/6OuUYab02Te/lTzGCBssVM1PnDX2xzmvG/nau5J3JZPpaIG6bGW/r3umskj9Kb7inZv3Ke8UIy7il0Ppav2uaJTZqTMqeELuiroCxwFcikXLfce4kED0mmcffbpdWGs5TrNiTCMNJ8iC1AeYhwXuaUuLEeSEUfdZJcbtUDpuFDjTf+m4Xc8nIsy6e40SsC33MXPc/VqYJXFPKbpkY+wg3AjDGSsUCDjcyhWkdOpBLL5Wwo8Ueu+qCuA1Wop4+tdCBBEFEq1t3PtC0/ol+FQ0wEl8EWpTjpdP02FMJJ2L+wqtJW0KJMxJBlN0TLB5QHknwTKB/CKK2ZwV/z/ZsCbbL9j0Mz4Ka7eJZt46eDZf/u9qm6BlN8MxeeikZvugZ/vjTGWDU3LgCf195xXRSDCmMO+9PO1yH5TRfH4q7bFTsd58ZC8s18e3wCIQBgUhKEYaG+DZ4BDwCpUeguloOgZ+lNZ6WWsrs4SfCNZCjPGSrzaOunGPw8+FqW6GuXh8JnC+8cMQuvlqzlCwBc2z5duYYUOgHNSXimv+0lEAyTwX0w2o+HU4/Pm7txBo49fw5Tqsol2PhTvnzz/O7QaFLdvWFcU3cEvaxVpD/0qp6MJnKZZ+Nec/CC5ktKebVjBnzt6Ux+1pMWimXnltlL72esGdeLMx9uJES0ziRUtaMo9yYcYU5TmPOP3MbtM5gHCKy7SPcCBwkFlELJTpIFvsoLgIk02HlksB/VIklWGSFCD6LlHGef/kcOQQX4ggL7hMhc9wrYSOSPGtMNObZ0pjjsE0+nwXsj/M//vD0s/GMC7M/p885pcr+FD5oVTaHwJgBLUzK7dFEDWOglde5k1ncJ8fCeHl8mzwCJUEgvcRTkkP7g3oEPAJhQ6A6EbG35UBIkmIpJRHCFpT14SZYrbEnq7MdZYteydFTOhjLKEFZW1KMc7/+5mobJ5HnK8+vcqL5TcGjWvNlxJN/UiKrZlIM0f01VovY6xKvbUgC7jvpldVlkU55UaGTYmCCthKiz3W1JVfs0EK756GEXBljtqgSDfkMcD5NCUhYH7h+nnXRnNAmxThvmGLLtavsz2E+r28p94VZw3ffl7IFzffYHymxfaY+y6+9nXCfbT7jfNbzGZQ7HrRP3PUbxUqK0X5YYTDFGpsUa+yzpbHY5fNZQJn7OSfHnclBbUkx2skzvJWShzzTKznaaZFu3z2j7pnwwGOJ0CbFuAaMdaurK/t6VPK95s/NI1AIBGLnKwqxY79Pj4BHoLwQ+EuJg7feTSp5IOcgsbLQ/cDhD5HduAbcc0JCCKE8A30rEhy0E+H4QAervBCvu7WdO0VsPZUaXnl9tQSO634vpaWLqHzwALkEfq/rN1UlhPmOhReK2FTdEyRCuFeaEiTgKK/49PNUvefWlOMUcluwINHQd/uYva4EVlMDFsPeKvfcV6wSSlsvvqbaff6aut9Cb0+ScN0uUWsv8wRKK32EF4FddK/iJkqJsY/SIMAz9UWxhrp2jtjuMq5gAWr8hJQrO2xqi1gswm233Mww8vlsaSqGDdl+Rbkdn3pc3D3LLsvBCGW0kqO79Y275yfjrEqLHhtEpCcW03PL7HkZ3uRjEaqQGCHr8IecqXGtRgvNh0fAI+AR8Ikxfw94BDwCjh2Erfqb76ScXsiKy0dU6gFzyGyn7aLOnp0SO9wK0R0JQzCwZEKxxqoRJxRP6d/MuS6EYWhfU9qwwgpm20lA/rZ7k/blV7lNYkkyzRbT74C9Ym6Shfh9PoMEyFffKCHZxKQYbYJh8JUE/OtL+OWz/YXY15hxKWcqgP08JaGNDQwKTjw6Lm00syv/U21vDG38vhrbhqZsl9D1JEn98utNTxA2pR1+27oRIBHz+DMJNxms+53+r4VGYNiolH2oEjNMSfrtGHPPrkmTG/+5xyylz1YxO+fiapsr+1joU8jb/vP5bMlbo+rZESY0Jx0T12JA0v5zq1Z6cgied9PE2Nxzl6hNlbsnrp6VEMssnR4ntmkVtWeHJOyTEBg35YrrDyo3hrG4+GJpZ+5ct/Pv8wh4BCoTAZ8Yq8zr6s/KI9BgBBB332C9iK0uHa8Ro1OGGDoxUaLsP/9i1mmNqK27dtSxWMKyEkhJxGdKCEW12sekYDENbkjelHMsuaRZ/x1iGmCmHIOvIefCuU/9zmygkmO4iZG4pZjARQAAQABJREFU8VE4BCg3nTwlZXv2j7nPCwYDDQlWqo84KO4Suzho3iGB4nJMFsJAwo3tYzHGYAL6CB8C6OJR+vuo3PF8hAMBEkKUprPY1E99flcxL78RW7ShCzy4/pJYJynxudjUPgqLAEYDRx8at5ffTEpcP7ekWNAiFhdTyYjt0DtmLF5hclPO0VXO0rCmJ8kk6WnpvnJPl1tQBoxRUBQ7dh8eAY9As0bAJ8aa9eX3J+8RgL0j5s4fEVtajDAYRx+OSLnE2GqrRAwB1fbSD4KdRQkOiTH8rb9VMiBMMU3JoC+VwFtb5YdMLqZq8AlFvhyj/45R+0TJvocHNWzAHZwrJX6fSnNsN7FDVl05IlZCuK5V0M5K+c6Kc9oFU26dmijlGrBEDjsg5hJrCNdz/5ZrkCDEZKFrFzFNh5XveZQr/rm0e7m2EesuVtELr+R+j+ayX/+epiPAZ5/yyvW7RmyAkuxRiYGz4JNrHH5g3D2775buoY/CItBHTG4cjnk+P6dywcYEyUvGVT26Rcu2/HzxxUm0R63DSlEb8lrCRkpkv1yDxahFF41Y61YYKfjkWLleR99uj0A+EPCulPlA0e/DI1DGCMC6gqmCoH0QLcVaoiQP4fQZovvjBskqdsuWpolv0oarDIRyy2XbmEuiMTEOAk2y35WUolyuFLHxhhHrJm0udLfQwyqn2G4b2YdHU3bZdU2f4OAeefwRMZul63bZdSERiCuni9HAtl5wRlyr5imVv9Z97XDq2l9acDiZ3XF/UgyP8rpHa4Ol4+oRO0YsihPOzOhIantzCV5XPt9FZl9VgmaU7JDd1ona3rtH7fTzfV9QsouQw4HXWDVqh+wXdc/P+x5VWZoWOeqKLeWsR5L9xLPD+bmrq+3l9rcBcgnedOOo3XoPbspN77fP/KdkD8Qee7HMktWd9AzbcrOofS05BLTEKiHicos9dL+YLSStTx8eAY9A80XAu1I232vvz9wj4MRRh+LMU2NM3VqC9kwkn385qdXApN31QMLZzCc0p0I/AqFSNIU26ZG25F5abksEk/1dVBLSRyuJpYr3xFh56vmErbqKtDy0+r5Inl0DC3VePTaQkYBwzEdSjDZSsoGAu+nSXHSm3BN8FBSBO/UZQeen85rZ730+GyTEjj0s7ia7Z14kcf0KSYoBLHp/ME630oQpbEGi/Nbrquyma6qMvi2IU46N25EH16+6jDHCcbpuJDWDyPZa8Lcwfl9mGS1YlGGZUxixLGSb6BPoG0iI0VcESfRsx2wr84999qA8tu5kfLZt/WsNQ+CwgTHbSCWUF8ldMh9JMY7Os55nPs/+cogq9YOwxHp2jzrDmUpJioE9Y2BcKsMiE1IO94Nvo0egEhEoj964EpH35+QRKDECMCdmzkzZ2Cyi4T9KdB/dk21VNoAO0vL6WkLU+feHJx0bbP11o86eHD0UBkn7D4jaOnLZWld6E600ASu1ttWUqSbtj6QcGlO2v5hv3dadN6EtMexZD7+6DATW7WJ2w235ZXMwEcYtC8HfK89Pi7tnbYB/sckIoO/25HMJO1hsj5pBee8V51UZrKpzLpljMEEqMd58N+GYBGE7tyqxAQgS+v1UqhzEQno9Nu/X4OUFvsMioG9r03peP5LttQU2DNELy6rtGJT4KA8E6CPoK+gz6DvoQ2rGQXKhHCfx93JjRtc8jzD/Tt9xikT2O6wctZPPnWOUzuczeOavqxJ0xgBhjg6S1hg4IL3QeKcqDJBrqLRgLMyYuLmyiivtevrz8Qg0BgGvMdYY1Pw2HoEKQKA6kXIuctmEfmdLEPZ76YqttAIJm6iE9yP2w09mr7yRlKi7yUlLOlgaGL0gRhki/bjSTZO2Ve9eMftiYio0ehNfK1mBcUDP7hFbecWI4dwYtiCRiPDyQ4OSBUso4n4Gu2D/AXEnzgwmPvKPANoxG4idhIkFrq6OJabJxC4SJ4aZeePtCceqyv+Rw7HHH9VHUNaFjlWpSqmzIUFifwMl88eJ7UpJIXo49HtoKCJ+jQ4fgtqH7h+TI2i6NAiH0LNOituPEmbm84lGF5NjFgJaiXWGk2jma2is7alSq0Ulch8IoLdcMmJnnBB37NtSm4Jsu2XMJcjHyiDBR3kgAAPztbeT1lJGKmhGtp7rfsvEfcdto05T86KrKzPJHoYrtMzSETvtuLhLqJ93eX4XrYLzox/6VQtYu+4UczqTYdRGpWyy+3pRGz46KaZYZfcfv8xIuSRlTDp/PjwCHoHmh8CCS1DNDwN/xh6BZocAA+uvvzGJ6Nd+6rDBHn0yaY/oy7lnaYDOdltsErVqjcWDVWpeG6aJ5XqacPLz2++FS3MCV817H04z3WDzrCWb9bBERD0wpQlQ+N98p7C4wUB49c2EnXRU3HoqCeCjMAjc+WDCunSKuiTx5f8Xdy6vZ100xx57uvInsD/9nLIvlBzcZ/f6yxMLg37de6XEmr4LB82agfAy7NggWrSIOB3FJRaP2Li57AhE0jEhIfFV8zUWCv5QIgPnR5hoBH0lWoxffqWOscTRWgn4sJmmlBiSsjn8Y4MTKq+c4/oS+hT6l/5KQN/5QGGfGWUDUAEauooW0s45OS6X3ZTKJwuTFAuazbOfMQBjAcYEYYnl26M1G3Wi9PfKfbOxAvurim123OHpxG5Yzq22djAm/nqSedZYbQD51z0CFY5AiLrgCkfan55HIEQIoB82NEdhespvoM5PnZaSAxGsiYi9q21ZzQ6Cyd8aq8GSSdoiiyB+j4W3kgNbRkOh8UVZ6JBXk/buhynrpcnqDn3C0fX1ET4/qWz13oeLkzQZ/GLSHn4yYQeqBAeLdR/5RwDDCtwpB/TXCrtMKmAazPo1/8cJ6x5f1yQvW9lXGNrLZ+21t2hfur/KtU3DxLgkPhqbdGw4vmd77VVd98XEGEMziLJNhNE//yJlLDKUOlrKdfirb3wipdTXobHH/1V9CH3J8NHSHvtHzAmfj1UZpY/8I4AsxBn/jNsYCez/63/FeTYzBqB/YkwQhthYLHvGCBO+NHvsqfnHew1tX7zMJE4ZGwdmLQ09V/9+j4BHoLwRKLPuqrzB9q33CIQBARgTlD/OnJl7a2CCETNE+8ft8eMMXTI0enppAkggPr55T9Mqq9mUqSmbrGRa6aeErmnuP3QxJk1OOOOAA/eOGZpIE7+e9/di/rS+dM9aiaVSbJe4t95NujKyow+J2TJLmd39UHEG/sXEtlTHWkWJ44OVdESX5qKr5tikOhiZpWpjoY/74YikHaTP1lodKbcO38T92SEJV0K5xy75TwxTavTzjJhts0XU/pLbL+6+DzxeegzQQ4PFNlnaiz7KGwFkC3B9XkzuzzjhYvpR6jLd8kZ0/tZTIj1Q/RfGQ08+W9xn4xXXV0sLtMoYG4xQArQU0aa12dabx8RcS9kjg9LJukK2o8XC6ZL2lfXsJD6T3MWoMUm3mLStkoRLSLqDJBWl6jM0rkQWoqMWYWH3Mh7leTNBDF6CBdrN5Bq6zNLmqhxYwAhwdPuSTi5mRDh2fz895eQOcJKuGYyNh2lRa711IhbP/2Oi5uH87x4Bj0CIEAjH0kSIAPFN8QhUOgLVqgqgHKgxQalUzZI/2GFLK8HywYiULaxBDqwJVj9hzZCIymSWNeaY+d7mt9/MnnkhaSM/TtpOfTSJLcEK7Uorplklt9zduOvQVExG69wZhKO3dPwRfuTXVDzZvo+MKtCkolztLLnKNcekWIDje2KO7hwSVmbQpuA7ZeHPv5yw1VTeQ4lPEGiiMQHDbbJmBAsDsMCCyPYa+3hjaMJN0NAr+0ls25EfleYzHrST762klYRupI/yRgBX1K3lBn3tf6tdH+P6GvU59D0+mo4Aum37qgyc8Uuxk2JB62++W+7GYpwyRih2dJMO4167xuw7JY0eUkIfBluhA4On1WQ8wFjxo7Ep66R7nAVWomVLs+WXixhj1hFKVC2uZDDlpktKc4/FXRZl0YkkMIfaebuokWgbIQ3JX39LOR1I9HEJty8l0+ijSXqh/9izx7z+370p4z/GyBzXh0fAI9C8EPBP0+Z1vf3ZNnMEYDGgDZbK01wNZsyG3dJC/O9rIPGTRN2Xkv14XQGtnhXRA+QWeegBMdtRE2hE/osdH4n5dv9jCVtKrI799oxpRbI4LUCcm9VLknNfTMzThWhE09E9uuTaaltWgs5na3Llo3EILC4NquMPjzttqf/elrBb7ykuy6BxrS7sVugMluIznetZvSwTEVitmRGwDtAf26RH1I46eF4W7Fcl0zGsYMK2TmeZkWjylu019veGSklh5ZJEo2yTiVipA4MPTAZ8lC8CUT0iD9o3bjB+J4uNTdDX0Oega0cfRF/ko3EIoIvYZ6uYXX9LoqQ6qYwJnpHkAWMExgrFiCU1Buq/U9S6rGk2SM7Kr0tPthiBwQksaxZcp8q8CaOTGdJ0W7VDxBnX0AYYXU89l3SLuRMmppxb+kNPJNzvLDqQLMMQajVtw9jyVfW5SH08+WzSEuqH15ybGAv2xesfaOGGJByGRLBpswVjZMbKjJl9eAQ8As0HAZ8Yaz7X2p+pR8B+UwkGltT5CrS7Hh+ctKFzBfena6WxbZva945LH9pjlCugXTZ8VNKqNJjpt2P073LM2rfO/19+1oro408nbfwXSdtdrl/Q8AsdvXtJd2iC2bMvlT6BMv1HCQtfU21ztDJ6ydlzFcMLDUAF7R8tmovPirsJzMnnzrFRYuL5MJUna4IzK2U79C785ylXvGF4VVen+z4mO0+/kP78UZpGMOlisrS1yiAP2S/m2K+8Hvz9xdcSjr1wghiW6BQS2V6bpfKer3T+9I012bVuoxL8B2Psj9n56/dLcArN/pAsJP35Z8oefHz+5wZ9Dn0PSRT6IhK3PhqGwJEHx219Md//77I59tmE0vfhlHuP1xhhW40VCh2dO8mtWguDszU2vO8RJV0nF/qI8/YP84toLZdfmF98LbpoxCWjGBcSJLeCILnPQkOw2BAk+3GQXHyx9L6mSeOTgO01QyWRi7QItp5/X0F/COustmCsDMPYh0fAI9B8EPA0geZzrf2ZNnMEmKgFCax8QjH9h3kTru/186qryFlJY5Sg1CjzWD27R502xBtD0yt2/A1KPGLY6JTN+jWtrQHbInNAlLmPQvz8ocpAA+2xAf1j9twrCftVE9x8x8Zyg2yxcMRuuE0XIyTB4PJKlVUecVDcrrowbpfIgeuXBujPheQ0it6MXXeKuVX9l8Q+GvRMxui96C0J5wFJCm3RM63VU+oWwhDgKzNoX2biisnW9bdUuxKblDqvmTU+/y+/nnRMClwqZ8xM93nZXltajFlKNHGZC8ukqk3riP9MZ178Mvt5fZW4wcw+/YLanxuXX1dtu4rtCNNxyOuRkpUClhO0lN2dcERcZXgRO/W82rEtxTn957Zqt1jFmKGx0hd1tbuFEkZbbRZ1TPmX1LdhElLs+O339DFxNf9AWmENjcwW//4Hv0Vckg1GJYuwlFd+N72he53//UPnuoVSHeHDI+ARqHwE6siVV/7J+zP0CDQXBEhSkbSCyVHI+EQ6EeM1wFpEFPmawcAChs0XKuGDmZEZ/P65BFSZwPE+Vsd5bzFj2ndmDz6mFdNpSemMRK37XJ2LfLVhFbl5dl07YjferqXMEMbNd8nxTNobF5xRpfID/2io7RIhqH7yMXHrKdeuy/9d7ZNitQCFAyzlyUxOyilIetVMigXth4UA0zVgLPB6zdcQ3mdShtZiWAKxadi8pQwWS2pGttdqvqe23ymbwvWzjUrBKzlwOcUoZshrSfu9HvYKCXr6pE3UN9FHoaPkIzsCjDXOOSVuMd1H51warqRY0GLGCl27qNxQY4d8xurS9DpgQMyVHt71QPGSYhyXcV3whYM5C6sbrBdxQveU3/Mz47+GxjeT0ouxm/WMuFJ3HNEZS379TdP6PcbMjJ2zLfQ2tI3+/R4Bj0D4EfCzn/BfI99Cj0CTEUgkUk4vock7qmcHsI+YEGYbwOMixEAFba9sAZvtbemnoOPDZGDKtGzvKvxrQ99L2QuvJK2z9DbQG4o2fIy2QCMpc+mtCTNaGVPk1BnWQLvjhVcTdvxhMbF9/OOh5nVae62ISxxSfnHa+dX2zbfhvZY1217s32f9mnavHSAx5+YUn01I2W33JpwJQ1jOu3Ur+tPS3avdukbt1uuqnClBJibnnBy3Yw5t3P1B6dT+mtx3XD2/SYPM9oXh54F7x52D3uC5pb/1tYk+ib6J5CyulfRZPuZHAOMNdDURmb9UOpthDT6zTz2fcmOHfOiNRXRPUCpOQhmDlMHSOS1mdO8WsS3FUgu+VpcuGO6fXAfKKJHUQN+RZwfBokNm8Dv6jTUjmUzZD9InoxKBsnH02dZUv4DDJS7qRLZ98bo2rTfQGitmBUO9DfJv8Ah4BAqGgC+lLBi0fscegXAgwIP/q2/MYESVMhAPJoIypPRv8/6f9avJZju9cgiDDCHWUgWrj+htMIA7eN+os/X+eFzj2wOLhAnzEOkUhT0YqKLNcdA+MWslNoYvE0xfsR2ll9V3+5hzW33s6fBfxzDcZ5QqkrxQYXQYmlOUNowZV9zJZi4ntXTLiH2tPq1UwYJItkD4Gn0gH9kRQPOSCf4/z2o4o+mqG6ptj11iSjzGlQBJ2HPq132YmElRO/qQmBPYv0fuk2EPxgwdV4sYY4imJLJWXEFJsc1jSjqZ3f1QwmkgFuvcx2vsM35C7Vg/IZ1a+gjE+Ck/D5JYCOVnBiWl7w2b98oXE1N2g8wSghijMdq4TxO2pJiSv6tM888M4fya+/pUSbNPP5+3bbCPbN8ZO38l5pkzBfDdVTaI/GsegYpBwCfGKuZS+hPxCGRHgOf4uxpQlDp+nusCh3sQumLZYstN025E7dqqTEZJKVyHSNKUIlghfEX6UWtoUEq7cE/CSbKhgTYMgrIXX9PwyU1Dj5Wv97NCOlPi6Uyqll7K7I77chtA5uv4YdoP5V7orzE5+ffNCQ2mG34PhOl8itmWkWOSctKLGYwhPss+io8AzKHF5Nw2oYQOuLme9TYSG4dZi04bCcbX5I437rOUXIyjtotMW3Bk5F5CUPvG29N9EmYmO2+X3gadJNh6lGz11Wt3PZhwE1qOj1bT9ttE3XaZupi5tq3Y70OQHLdkWLyNDRL4H0tA/PADY7bSilGjXL45l4RtIdOMfeU++fTzcn6UwH25BHpjl55bZRuKTT+sEVpcm24UEXMwaiPUH384PPvYq9RYoIE7Iw9DJMxSKHfPdzCGXq1D49it+W6L359HwCNQOAQ0ZPLhEfAIVCoCJHcYGP/yS+nPEEtuNMg2kSMlYvtoxGQGK+PLq9wSIfwvpDe28oqa3IihUxvbIHPbQv7MZOu+R5NOV+jAfaKadOV+tPbtzSgfuO2eGjUBue+iZO/kvkGvpsuaUTvx6BoXq2StKu6B27eL2IUqR2onrayTzpnjk2KNgP9dJVm339oPNRoBXV42obRo9uy87KrJOyGBNVD6QcFXpj7YJjJm2We3mDQezR4bnHDJMRLSJPaWWdqcaQvGKOi7/ZzxPGvbJuKecZ8ogdZpjYiRKPtSOpZ8dikbCwKHVJ4lP8iJtxwCxi66m5SHNSVI5NN30YfRl4FLcwzcsAf0i7lkaTklxYJrxRiiu/S3GFPkGmg87qNE4ArLR1yCNaxJsVzPp5TvYwzNmChwKS5lW/yxPQIegcIhMG/UULhj+D17BDwCJUKASUVj3H4K1VwYWGNUJsnK7aH7x2zPflGxASJGSQ1lI99OSTkHphEfpXW+YCstq4lPqeMPWZk/NyRpwyRO32frmPXZqv6uE22ybTaP2osSTf6ywKYHhcLn60kpMd1w6jM799TmlRyDmXKuxJmnfJey868ov8Rmoe6Jhu4XVy8S3j5Kg0CrZWy+kqLStCJ91JU0QV8x4yszRYXGEPHuh0n76WdTEjrltCbX6jjv3rlIjrnX/rfaYNAEBggPilF1/6MJsTmrbYISSZ3XjDjGCAzFHmLrYv7gFl2Wizj9y3JgTPF8WU4JrGtvzF+/Qx+GZhV9Gn1bcwqE5ikjvPrGREEcHouBJWMIxhKMKXLRPYWpvrtKaRlTPfxE6Zj3xcCmWMdgLB1IghTrmP44HgGPQHERaF5Px+Ji64/mESgpAoiUUgaWObEoaYN0cCYllMPcK20PBhk/agKEQCplLtiHv/H2vKkSkyhW5777Pv0a4rO4qyF8XqoYqxXD+x9JuAnb/gOitvxytbeEAewPP1nZa3RRlnCxJqQYKlDO0RwCdslhB8Rs8IsJ+98d5VNyE8ZrM0kTs+li6fTf0ZehlOL6oNv4R0gYY//VZ+kSiZ0HX5nsrVYyCCAGaLFkr/5RmbBEnM7kYhLZDwJ3uJoRJMh4HQHu5ZUA47n3ikxgYCWTcEOfCQxI0oY9SBzCjLtPyb58x//uTLg+jb6NPq45xLH/iMsFMWpnXjRHZbXhv/51XRP0PhlTMLaoLVhM3K0v2nRmT4h5yXjLR34QWK5tum/J7HPys2e/F4+ARyAsCDQvCkBYUPft8AgUCYHn5a64kSYYlMON/DjN1irSoes8DLphI8UKU6rMlcxQWjlidMp+mqsNsbg0cbDtnqAyRoRYN9ogahuqJBEG3F8SVH1fjkq16ZTVeeA8/JG2D5Io7AZiuvWXayWi/DXLXTqJ5QBL5vTz8yCakYc2N3UXXINrxF74hyZU11xUpRLLObJZb+pew7n9IfvF3EQKPbHPJvhJRT6uEp+P7cSCefK5fOzN76MhCLSWgQZ6gWGPmepXEcy+4MoFdbB6y2Uul6BM8Hexe1mAGa9nB2wZErJBomy2XJPDHpRQDh+VLJgm33MvJe2Lr8yOPChmTPTvuD//CbgwYIyz9QlHxq3FwjgIV8ZzGFyvvL7arrmwyhhjfCppisxYR+OoXmLjs9iIoL2P/CCw0ooag0rfDSfc96TRtqHGprn1SPk5vt+LR8AjUDwEYucrinc4fySPgEegGAjMUSJj+MiUS9rg1MPvPMy7SID1L40Rf9SqY1iCRBer+aNVYhmsxCHC3FLOQs+ofHENCSmz6o9TJeWMUXHZYZhNnmLOYalU5zEVpyKVGrIavY5w/XZqymn5ULrTbwcEoiMSe44ZOjq0lQlbuQclrlyXAwbEdb5m38tmvVICgfKTpKXWvm3UTaRK6YpaKZgG5zFNrE8c8j5QQhvXMR/FQ2DLTWP2628pG1mL4UkxWsIiwQYS0CdBOnPWvCNuLeYLTFQWOug3WQBZtrU00ZTA6rh61PaX+Dx9TEu5aiIe/qySOuhmEi3Uv1JyiGg37+/dK+YcB2Eij/443S/xPMGFkLhdovxhv/d23Slqq64SscuuK2yyir7txVeTkjKIa8EpaqO0aAaOlRLtlPA77fi4zdYzl/LbSgqSvjhLMsbA6ZrxE2z67aTjuNoqUXtZchXDJfngo+kILNdO/YrYpmtrjEcpK66gUzTOUy2GcY+Vsnqh6Wfn9+AR8AhkQ8AnxrKh4l/zCJQ5AtXVeoi/OG/FcPqPSjxpshDRHGGTHlGXbPpNq/O/zHWKLOXpMtD7brr9nRRbaYWIayNlLySUdtw2ppJLaY7Jbp7BOyyArl2iNlsDQn4uZTCpo7xyiSXSdupV8YgzFoDZduvdmqApmYej2va9Y24QGwa8m4oXLnHVurXQbflDE9KJZaqflokD5UunHht3CdoLr6qsiVTmeZbqZxiHK7aP2lrSfxqmhL2P4iFAyRzsKfS3ShVBYuzl15NK0s1rBYmxWWKzfah7gokniwmYs2yqr25KaCXV5Hc+SBmst7U6KjGmhZFg8QRdyu2k90jpZE8J96+6csSdJ2X6LP4QMJBZnGBx6NW35j0P038N1/+43rLgcP0tyYK46mU7W8pN0fbEHIMkS2bSMtv7y+E1cDzlmLh9MTFl/7qpsAnGUuExaXLKVlo+al06qWZY/3bZIWYzlSx79MlkKIyWSoVLvo7bWmXdW24ekdlBTBqjlKQmbdLkeXtHdxRt3HhsXpn3vL/6nzwCHoFyRiCSUpTzCfi2ewQ8AvMjQPLofa2aj1RpYm2xgcoSu68Xddo/Q+UaN01OYGEJRIfXXTtiL6oMdBHpjh2q8j2YBjDGCJgFB+0b04QpvTKKMDwTL0r7pmfRoCnWea3Q3mxXlVaygnvMaXNcOQ/HZgJ3whFxay0RbASQw6L301Rceqi04LCBMRsiQeBHnyrfCQiMv6MPUfmSxLpvu6d8z6Op17PQ26+9VkSGG3E78ewKoqYUGrQ87J/SZ8rlxn4a7sRQcKosKiyzFKyx1HxJtODvNb/z/lbLRNyiyS8z5n/mkXjbd4+YE+wnoR/muPTcuDMcuOeh4vdB9OPrS5AfDbgx48rjPsl2LTfQmIYSUZKgDz5efByztamQr11zcZW1XCKtpzfu03Df34XEIV/7btnSpG0o5/EOkvFQYvUljW1qi25KjFFeWWrX9Nra51/3CHgEGoeA1xhrHG5+K49AaBFIJFQ2U0dSjIZTZvnRxwlXRrG7kjmTRQ8n+fSzLKlLHVPlnMUXgfg+qXuYBOiRMQnaVCvcBAyIdTpH3Io3LAISUJSIPjskYeiAFTtgTxE33534OynG7yTK7hGL4YIz4oYQdhuVCqFPdteDib/LgnhfuQUlS7N+TRnixgj+3qLzLregRHc/lWs9rxKtp54vv/aXE95Y3cMAgt2D86CP4iDAQsLEr8oHb/pyRPRzDd6fbUEEXbFtpU02VeyOsCfF9lPyLpmI2D0PlYateqsWBPrvoAWdf8Tk8Jk2yMkV/7C8byslQQf0i9ljTydcmWhY2lXIdtym8uCTjoqKcZ/756WQ7SnXfVOKitlHl05Rm/hNyu58IOFkMeo6H8bYG66bUmLMs8bqwsn/zSNQbgj4Uspyu2K+vR6BOhCYMycltlhKTo51vGnun5hQfCtK/litNC6tFXomEcu2iTitrLDojaAns/jiaQbZwgtFpBcTcSUzH+ocSZihMUNZwSMqIWDFFF2aTmuk9cjqRyC/7+i7fdQl5B56YsEEy28qH/pEjIWfxGg4UYLAv0tTrRKSAz+oRBcm3w4qFV1v7ahj8eUX1cLtbRddL0pQKL2ipMhH4RFYbNG0PuCb73i8C4+22VLS5tpys6iSvs0PbxZRKOF9Q/daGBZ8arve66rf7CeDgEuunVPvZLy2feTj9U9VSkl/vs/uMavSkjmlleUSu+4Usx31DIIZ+dZ7zedex9UVdiX6fWFP/obxXmIxFb3aHbdFmkOati/AmEwbPuXS3kQyYu2lQxbzJZW5wOXf4xEoCwTS1IuyaKpvpEfAI1AfAtVadR7dQJFldLKYqMJqoszvwL1jTnMkGqvvaMX5+2sqi3hbg91l2yC4bMbv7w1LOi2vX6Wr8Yy01JgAoY+CoPD3c8sp0aWhzLIY0V2U+qV0rED0Odsxv/gqJWzjjvV2l1YkKyXQebv4mmp3bc4/vTxIyIh6b7W5HDbltMm95KM4CLyr8mdKpX0UB4FWKt/+U4zV5hgs/LwuFvSX6nfDGgvLMZHn7atKzIcheUdfSJ9I30gfWQ6BrALMX5ySh49ufn353Sq9pUdlDOIjNwTQ2gWvQ/ePWbtlpc0mKYinn0s0WHN39BiNPTXm9uER8AhUDgKeMVY519KfSTNHwGmLyUr6OznANSb+nCukjpj6CtLsojQBB8IwiKvDgPtE1uQI3X8vLTGCgc0UlVwishvEH3Kh4vz7y91rY5VssRq/Wgc5Rko4FeeyIEiYoQ1BmWNTo40SdtuKufbp5yaB6IhjTeECWjOcyPE20nVT4o7jksALCzOvZlsb+juT77feTdq6MkVg9R6NFxh9YYwjD46LVRixcy+tdgyJMLaxUtuE8DqfyfZy9IKp6qOwCKyxatpoxTMiC4tzY/d+yH5xi2st4ea7wrNQgkEMLLu9d4u5Z+ewUeFMNlEqi3Znh5UidvoF1RVhHNDY+wh37AH9Y/bVtynn8trY/TSH7XCp3Xm7qC26SESLrAktjKUMRn9jg6qG9lrsiZVHHrmxp+m38wg0GwT8EkOzudT+RCsdAR7Qo2W73tRAp+t5OUA+Lc2lxaVPc+jAqFuRbep+8739TLmZrSA3wRZadQ+CwfKOfZTQUwnRoGeSdt8jSTkHme2k1zKDEsxdts/PSGarTaP2liYS9z+antxgE8/kn7YE0Vri0Ew0SAbwtVOfmJ15YryihFtJhP375mr7dELSrr6wyrnFBecfhu8MXE+WW9kKcrE77fzKMUEIA7YNaQNahuuvl/HhaMjG/r0NQgDGWKYLZIM29m8uKAKUcGFIcVEIXXBnizlOH0lfSZ8Ztkn/knKBPufktLblGRdW/+1UWtALFuKdw4pkYYqxiI/sCHTuJNOm/WLOGZln0CODEvbNt9nf25BXqRJg7O3DI+ARqAwEPGOsMq6jP4tmjoBji0kMPRdtsVyhYkL12ecpx3Bac/W0NtDCC0dsskrnwhAk8DqvGbE1pSm2qLSL0ItYSgy39aW38fIbSftKIqoM8GGKIdIP2wyc2KarmE2UZDa1fGVDSiiVhLvupmr7XWy14RJkXatjekVyh21i1nbZiI1Saeuxh8VtIYm0Xv2fahulgRQlKzCrZsokgHZWUnC+rMYeMCBm3083J35d6vNbfDFN9I7TNdA9cp6cQX2UDgGMNXbrGzPE+GGn+CgcApvLqAQ25/BRldXHFA6x4uyZZ8aJR8ed4UeYSz1h/qI9yn00QmWKf4XAUBY2+6nqy2fOTNml//IZieCO/UjaWFtvEXNjoSkyU/KRRqCjxq479I7acm2jrtSWsuWffs4vOphEtVcSOebzkvkF1u/NI1ACBPzHuASg+0N6BPKNQEJ2bw3VFsu1DZQhPv500um1dFjJbOA+UevWtfSMD4RnEbqn1HPF5aWlowTYskpEMRH8MqO8ErYWgQ4Z7LJNNora1yo9aOqEpFUrCbdugLvkvETLz7+k7F//q7azL662+x9L2BODk84gYI1VI3I6SifPaAvulIhD045KjEHPJoyvfxwQs+22Lu1jppWwPvOfcftTk7oLQ8jOqMTrX9c5VWsuO2xk0vrtUNr7oq42VsrfMFPJ52JJpeBS6vM4aJ+Y6/tffr3pDO9Cnwt9JqX/MJzpS0sZSBXQl0+YmLSr/uOTYjWvBWMRxiSMTZp7dFg5YnvtFnUuyGNlfHTfIwm3OFoIXBh7o2nowyPgESh/BMpDKbn8cfZn4BEoGAJzqlNazS3Y7v/e8UTR9fliBW4jlYF0WdNshMRHcYMsVSC+jzB/EO3amkVVw4j99iz9rZWSYp07RUSZT7mEGbppC0lbDCo90VYTx+lKsDVmUNNrE5VQ6tgTvlzw/LFP5wu3T5hhr70tnDQ4IyjtRHB52nfCU2wx2AOUdi69VNrhcbg0XcKwMu8a24T/YBvMkCHCkQfFXCLwwceLP5Fpp0TpSSoFmjItadf9r/jHbwJ8Fb0pZT9HH8rww1+TQl5oEvCTJs/rHwt5LL/v3BDYeouorbSC+qVzQkC/yq3JdsX11fbPo+J2upJS10qcf1ojdUxzPFzWt/UQO/uwgTEb8lrSiaVnfVMzf5GxCGOSLTU2eVyLcs0xVmhv1mMD9HFxAjex84vzjIGV2319adfGS5s8bo7X3J+zRyCfCPhSynyi6fflESgBAkm54jz7UvHEzilh/AhdBbHUNtIApJNWcWf/mco7Pb0xUFKa2KVT1FZdJWqLtJCBwGZRR29/7qWUtZQuyZb6fdhICfYrwUdSbMCuSvDp/ZRYBqL+uRwXDTHcjK79b92DLko5p3wndzQlxqDbE/2VKFu/a9SuvzXhyivPOSnu9LgwEthGpRBrrxW191VqKXjLPiiboxx3D5XOIZL8obAvVqwo/blTjo2LGZi0G4S1j/AgQB+C811CZMtKKyUOD8rmPnePP512Gw5Tu5prW5aT6cTxh8edA/TkMit3o/wf5vMuO8TcIg8u0MUKyjn3kUbnI3IPfHZI80z45Io1mleYAcVjsEWL97zNtX2Fel9bjce21sIn4voshD71XMpwzC5WsBC6wbqI8PvEWLEw98fxCBQCAZ8YKwSqfp8egSIhUJ1I2ciPTK6LxRsABKc2Xe6Q6EnFxcDadKO0g9WsWamSukOR4CLptZg0x1ZRIoZyyyGvpaQlhuB9VCKpERvyajrp9NvvZp9/kWZwkeBDFyuztJHEGbphNWPJJcz6bh+1O+6XppsGQ/XFVDHDgqTYah0iRhkNg3smGmiPLazyzouurrb35Sj6uVZ8+2ni8Y3KV2GUVUL8KD2PkbpP+qiksvt6UXv7/cJPbLj2p4gpNvazZKgc3yrheubrHFpI721TlTWTNPaRfwTQ1dt2y5g9pjJ4H+FAgKTYJD2rMYYpx2BhA7YbLOhPtOBRDI3APfvF3H18890Jt2BUjrgVu83Tf1RSfJeoW5RCWqKSY5mlzXppwXNjjeGmSdMU2Y98iOo3FDPMh6IiQbNgGo365FhD8fPv9wiEBQEv8hGWK+Hb4RFoBAKUDY5UOWMpY9RHKbv9voSSSknZYMckrB21Nm1K16IZYo1RKvmANL5IQP34U8q5f6G386bcI9H22kblLLQTU4GPxiZdOWbXLhFbWJN1HLgoQdq9X3Yttc17Rl1CkO0aGuidTZD+2eAXE9ZO7AFW4F94Jfl3MhHRXByOKAOopCDJd7GSf1Fhe+GZha3gX1XaIiTF+Fzceo9nioX1Pnr3wzRrM+5HIQW5RJSRV/qkuCDAFWinfbdLl8uXO3uVPpW+lT6WvraQgUYl7p0XXTPHxoxr+PO2kG0L874Zm7BoyVilUmMJLVBu0yvq3L5NSSnGoK/KdKmUAeaMyX14BDwC5YtA5faa5XtNfMs9AjkhQAKFAdBfEp0vdSTVlg/EeLrj/oRjUe21a0wlF1FbMiQJnq4qfURsn7KtzTRYXHMN2GTmRPsP2Csm18qoE+enfBEWy7576Hexz3CyzAz01Vq3ith/75gnuJ/59/p+fn940q6UXguaZi01sCM+mzDvGOioxJU3ogSA8dUGYlhRRtKmdfkPtmDoXXpttXOqvPL8uLVokT7/fP6/6ioRO1kTtg/l0HrnAz4plk9s872vH39OlzTvs6eypT7yjgBC6X+qxN1H6RGgX2LR6Lb7SjtxzxcS9K0fqI+lr+Xc8h08A9P7jtrJ586RM3a+j1D5+2OMwliFMUslRYtFzDaXhho6rYvq53seSrjFRcyVSh2MxRmTMzb34RHwCJQnAr6Usjyvm2+1R0CJk5QGBCnnGBUWOBgQTPrWnAYJgzJW9GBJTZLmQykHC+NV9kFSjMHTht0iKlM0w7YbQXzKJddaM6IVaYnhy+ESthaleAzOF1VJJjpZbAeTjDLHp55P5EUX6dffzHr3itmSi5s79obdojZQSToSZUPfT9mJEjsmKQZ7rf+OMVtOQvKjpB8CZb+cgwkVovgHDIi7c81XOQ7sBSZTJB/vebj0I1NMFtqIpUhVBa5uYYhu0rZrpdITJpokWzdU4pXSrlLdU3yutpau3ksS1PaRXwS6rBVxn7M3xJL1UVoETlJfPkYmNeXgQpkrUqPHptyznVLHT8dLrmBGrlvW/T4Ma047Lu6ev+ddFoJsR93NDfVfee702TqmZE3p+vh8AcR4rLscN3feNq1NSTUADK2wGRX99IvJtT3qFjbzde5+Px4Bj0DxEPCJseJh7Y/kEcgbAklRm8Z/YW5Amred5nFHDMhIROGStFw7ieBLFHUZDXhhbZUiSMoFK4pLywWSSWMqFXGDqvXWiTgnoedkYECZ5fbbxJxT5WtvUYIZlbFAOpFAWQLnda9sv/MRLokoLbHtNHDtq4RbdyXGvpqUshtvq7aD902XqaCrgpsjzLV+0nXB8ehTJfnKPRioL6Sy1YFKjv0kDbJvmyhETSIzYIqVOilGwumIA+NOS663EsPcT5uIhVit26bUQvMHKvG6ykpRp2/XUyVK+4ut9aI092hbKQIBcpK+E78y+0Elzz7yhwDXF9bpByM8rvlDteF7gj29XLuoXfOfykvykBxro4WvPXaRIL+SY01d5Fh5xYidqqQYGllX/Lvy8Gr43dO0LXjedJMYPQtRmfqpTdtr8beGOb+zNGKrqiL20usJMcJT9kcW/dfit2zBIzJGbKkxJtpnEV9WuSBA/hWPQMgRUA7eh0fAI1BuCCSTERsxukSz2QaA9bNWzxC7b9M6baF92MCoS+ihAVaqePfDpAYsUccS27h7uswAC3gGNJtujAi/2dPPp5w22f2PJhybZpONIrZ254iE3KvdZDNfDBt0U046J+nKHXDoQ3y/jZh26J0NekZaLh+lcfpSTLYXXkmoTWnUGG/lqw2lug6DX0gaenAH7RtzJR/PDGnc/bxi+4jByBg+Oml3l5gptojunTP/GRfT0IxEKwzEVsvAikqLA3uh+QXvNhxYd5L+0iefl65PWLBV5f9KW02GJxXRla38Ecv/GXTpFLFeKvu64ErV5Vdo0OeiHUkffJWSfzBQGxNra7HqmENVBj8y6SQZGrMPv82CCNx8d7VdfHbcxn8pQ59pC/49zK+sozFX9/Uj9tvvMk3SGI3naZgDcyWcQEdoLLJ6h5hbaA1ze33bPAIegQUR8ImxBTHxr3gEQo8ATIsgSRL6xqqBlG49+2LS2i+nBJl0tA6RqO5nWmEeWgSHwpr4oO/19nsI7pvhRkmbPhMLi1LJrhqIwWZCsJ9YRDpY28lNsf1yETlbmh02MG6fqPzyxtur81YaSnsoRQliqZbpn8bqOJlB6UAnaaP936lxW17tgTn2/MuJsmaQYYYwc5bZ0YfE3AprQ9leGBiceLTKlD4Jh6bYdlupNFbacbfdm3CsrOD6cZ64uRFnnRS3ZcUqw410xoyUva4kMQYMxCH7xwy9vj9mmzNmGP9FyhZXqS16UbAZO6hc9Hs5oT6je2EjfY64H6bLeXWwPlvDR6X3QUkpLJWVxL7A9GDoB0lXNsx9VlsMlF4Lbbrmxuq/E66Hqi0t1MYbb29cwrK2Y9V8nc/iPzWp9pFfBForIfvesPn7kPwewe+tLgQopT5on7gzgvlObnmVHGiOxQcqOaa++AppaDbUUXmTHlHHsH1e/SALQqUO5AtYfMLNOug3GQvgLs0CWjkFjOy33pW2qljLjz1Vx0MgRCfVqWNE48SIxlgRe0fPr0/Hh7/dMT2fqYwYLykMnveM0WFA+vAIeATKCwEvvl9e18u31iNgc7T4DDumHGPKVLMnn03aK6+nk2QHii2EtlapAj2qQc+ksWwrPSh0LDIF93tL42t5MZIopzzjwjl23f+qncMlZY+FisnSNGPwvbUGWZmByPEJR8QlqG0S/0/Yb7+l7J9Hxm0FtS8Iknv77hETS2nea8Hfwvp9lBzOKJtZf92oHXe4TiDHIFnERGzCl+Fxn6SkE+047qvMoFQR1h9BCcgr0rd7UK6p3ythTBkS2xFtlZzaTKxFErY/aVL22+9ybtRruKdyT7zwctLQ4Dl8INfYVFaSdPfs3kqEES2XTCcKFxNj7annErKtTxl/W0sTjbqCQTxJtq4yoSDaq/y5Z/eoTZUWX6EDXGbNSqnkdP77vdDHrfT9cy9M/Gb++7DSzzlM53eAks18fh9+svSJnmLgglvl51+IAa0+mb4519ihd9T20zPrPkkUlDIpVlVltnvfmN1wRZVhDnPFeXH7j34+WGMUyv7PPDFupxybTuDTVx5/eNy5WOd6nqV8H3IMjG1g5YU5VhfjCuMjFk/RD4Oxn7loGOa2kzQdo0XVztKrxd187Ke+7w3z9fJt8wjUhoAfidaGjH/dIxBSBH4Ry2TylJA2LsdmoXfx6JNJG/ouZYRmB+wddeWDOW5ekLeRiIC91GfriGP3wJZZYfmIWzGmbBGmFoHYK6ygQsXvcm+8S05L2NQzGB/QP+bYRSQ4cPL7103VNvpjlZtolX7Wr2nWW9CWvnI+23LT6N+Ol8HrYf/+hbTnLpFjJclJGFX1xeKLwU6I2ZRpSZckrO/9xfo7uiKwDOoqc73t3moxKFUyq4RX4BrIeQfBZ+NMJWH/K6YWLEHiEzEK/6Wk7JNKdsEMI1F74VXp39EIW3opc+WoG6wbcSzHYaNTLukG+5GoL/n8jpib7JOST4KkLEyJ194uzuAegfjNNs49Keoa6f+rFQHYiEyEp5ZZ6VStJ1Rmf+Dztr60nS79V/PSyWLBhj6Zvpk+ur7Ye7eYbS+NzetvTdibGguUMjC+IUkHe5zzgPX7sZjIuFQv0iLiWLovv5Fu43JiKiN3wEJUucQTg9PnQt8Qtlh5RbM9+0flGB5RcjXlnCaDZ1fY2pqtPbAL11074lzOSbAiu4HBkw+PgEeg/BCofwZSfufkW+wRqFgEYI0M16S3UmLCRAn06wtXyO7dIoamBBP/Tz8v/hnOVvnaU88llZCKOI0oXDVxFJyoRMW1KjHbRQL5rBgzCCKRU8j4QIwjnDwR/Kdd0PRhjD0i9kFQykHb0LSSD4MLSuh23DZqlKME7KRCtjHf+yZZdPHV1Y4Vd/FZVXbOpdl1eZiM4Ng5U0nB6/4XLjYG5bZ1lU/AxDrteGmQ6bphtMC1JbingiA5+2eNcp3AOIL34KJKuWVQ4kMilSARwj1LbCLtvJ66j4mflEytqudJT+nmuypZ2XKzqGOvwRaDlUqSrxhByd8eu5gtobJRkr0+moYAjB2YpT6KjwD3MCYXz0sTMuiri9+K0h2RPvn0E+KujyYxmKiliz7ioLitvqrZeZfPsV+kNVnKgHVNn4fr839kfhPEe8MoaU+KBZyyLmumjXg++1wu0TLCIc6QniT98P1i//Kspl/OLIOHsYsUwwVXpvdJv4+5wOODSbqlDFH5vtJXpIydfv2LiUnDcCfo24N25OM72m3075StvvZWaZOQwfm0b5fWnqW/+kQJSRZoyjFwX4dFCMvtz79SSpJFpQ+bcG7j6Awig+DDI+ARKA8E6hkul8dJ+FZ6BJoLAnPmpNyKWqWdL7pdfK2jVVgE8HGKfH94QmKrxT1T2HgvvJJOBqy0QvrYU1XayGD34UEJp4kGk+sLJfMKHVOlD0UijGD1HRYSg+cgYPfAahurVW1KPdCE+lZi208/X8tMJNgwxN9hLaFRc+TBEnK+IG4XKVFGoigzKB8lkRRG1zImQgyEuUfek6h8ECTzSJitI5dTruXF11Q7h0q0bCjbaUpk3okzZqZ/u1aT04bq/LyiyRITJ8wDaC/lnsWKmSqlHKfPP+zI2+8r3/u3WHjVdxxKqZmg+Sg+AgfuHbcp6rsx32iuQd8Mw5q+Gt3CzICxhCRAyyXkQPl/2Rc/Mt9fjJ+DxYyX5XhYMzDEIUhewRavrpYj+ISkdetK8oOxgUrBlcyn5B3xdZ5XE5Tgooy2dSuxzjOkDlqIebaiWOhLLB7RcyDlSuKnaHzxyFMJZ7qziZJzUjJzxyvEf7fIPOiy/6sSA1lC/CVkNDkzJpVLot2KJteTzxbunAuBI6wwxmMsWLEghVQBWmjDR6Wc1MH+AyLWcbWIYbaz6spRW2yx9CJVIdri9+kR8AjkF4Gmjcjz2xa/N4+AR6AOBHgIj9SKVCUHGg18sZLaR0LmiOAz4JhSgpKgDTVwY7LeQ3pP2J2jG/W1Eh+PPV38QRy6VZQW7KqVau4DBvLbSv/sgxFJuXymnEYLk2HK61ihRwONgTntL8e46c5q22f3mF14ZpUra2EiQpAwQ2PrnEvCMaGqie2Lr6aZAzhtwg77UsxCtMB6qbwVZlegPdZNZVZt26Rc2WvNfTTl9zHjUrbbzmkzA9iPsAkxlJije+YBsRrqChJplGyikUI554S5E8K6tsnn3yin3H9PmBh1tzOfx6zUfbVSSW9mEr1SzzNs57WFHChJjpx4djj7p2LixbPo4rOrXJ9Nf07AaD3hiJhjyp4doj480OREqL6++E39OM/Vbl3N6O8zP2f0m1dqYSdg/O4sNlhtsdBC6VJMtv9G272tUlLGFiRcChUzlLTDjGUTlYc+8XTxE7cYCzGegv3O4uKtYseVU7SQAUNvscPQBOU64XDOgi7BfUHAsv7qG+6PqCofxBpVV5BDVXF6Y/+/R8AjUHIEfGKs5JfAN8AjkBsCEY2xmPg2h6CccvTHaW2k/jvHbOpUszfeSagsrDhnjyvSolrdPe+yOU5vDGHwnfvE7HE5ZhU7YRCc8S2yXd9NWOzZT26BGqAhvP64BtIwlGD6PKpVZ1afoe3zOyuWJDpulabVrBqsq2CfYf6OYDAMqBMkyP/gE2arKBm46spmp50f3kknCUwmRvspwcM9E5RQ/KAEL+UrsMg2Fitgpz7pCROOkkRQbsQgumbUfI3fa77GNuxjmspRb5EI9j7S7jlKTp8EJXVokxFsFxyL3xncZ07ERo9NKjEWs1fmaunwnmLFyI+SdvA+sblMjOJP2vJ5nrAIFls0oq90uTMaRTBlEGWGbUBpK++JxdJlNgGfgGuR1H9cIxLgJDQxW2GijR4dxg2/i71KkpXEN+/JFujXBezBbH/3r+UfARhFiMjfKxF5H2kEWMCAEUvCmwWu4yRYjyHE9TeHCyPKzYlltIiBIUpjI1sZfG374pg8E3hWo6vJ5xyWbqEX3hC0v+qCKmOMUyxh+8WUGeqhxbrOGqsg83Dn/YmyLPXeZfuo+u2IPfRE0rHE0J+bMjWpvtacQU6AJ5IKq6xkjh34xtCU7bJjWpajtnvBv+4R8AiEBwGfGAvPtfAt8QjUigCaE7gl1jYRCjakxAw3stmaRAX6RcHfcvlOSR7Hqu84ueyrqe+hDe9pRY4EGQwo3BbRZXpVg8nflYAoZPSURtOgufR+yuNucSubpR3MMzl+8ImEPaSSToJJ9KKaeB+0b9yxxpxDoXIhi6tM46obqt2gjPLKU6WLhsZJkBChlI8ETjkE5UgMOnEGo5z11PM0ewh5kJwEfxIfy4jdxmcxsxz0MunutBa7DxermhpeNcuOONWar1F2kll6MkJaYP84QTubGySV+cIggkE85cGBZg0C/kEwCatZLrmhnEFJon4gPZpSBJPn7aXJQ5IsrAGuMF/QxcFsAbZJG/2OAQIlUugIUYpKUqtatyuOpFzrhEqw3M/6nb6NzyPXBVZfkJxENzCq/6LaHl3BON91DWOxlH5OM0y4r3id7+wDxsmsX1O6zmYkYNHqYwKKRuGSKlejTNVH4RGAJcrE+O33wnvvFh6FBY/wf5dX2+Uq3yMB9JZYUXfLWCZsMWly+jPSuxfXcF4fSTthN8EEy4zgNz7ndQWfb8ZkJMQDFlnm+9Eme1bPuNV0DKQRWEx5S/fPd98HR8h8d/5+fmZIQuxzMZp0vxYyFtJiAGO3bpLGYByF8yjP83IIFh9dGawgCjRb26pyYPALSesgPdeOcormXBgzD9PzdhtdP64huoII8X83nT5bGrVij32sBW0cQYOFsnI4f99Gj0BzRcAnxprrlffnXVYIpDRz+khsjtpicQn+ok+xsije6E4RJBKYIKODkWvARvpLOmY4RoYlYEm8qTKrUWM0yFJ544F7x1yJGokgxG7zHRtJH+rHnyP2xtDwYJB5jsEkmtdgBnG979AK7PLS60DThXKFaRpY46DF62i9oGvC4J5BHILBlGUG+mWZ+w7jzwwmSfIuooEq53un3DjLIUh+fK8kRbYggVHoSCfjcj8O5SFriGXIwL9UiXHKfDbrWfphCRNeSmH5Wk5ffH6Wa5tOdJLI4n5EW+g3JZhJPKIHOFrC3VO/N01qky5JVejry/5bLyNto7Yqy20tDSQ5m6JptMpKEvOem7jbUCXpTNQzAkkAAEAASURBVMxx3EUr8dspcqpUW0ne8hUky4vR1ko+xg5KaMAYOyUkmllhwprPyu33VdtRKoMPEgxhah9t4dmI2cgGWhg4Xqw2EvQwO3GeJLFz8rnzJ8tIOhPbbhlz29ZMnLk/6r+AXQ7TGxmGrZQcDILn9REHxWzIa0mXzCa5nUpFXDIleE+hvjO22WKTmDHWeT9DCzNfx6O6AWfWDeWSTIKIscb30/O19/zth7ETSS60PieKyUafSHBtdpCREc9BEmQsNgx+PukWMPqKNUYfin4YUgkkzygLXWxRRPe14KVtWHDKTDoydu/SiWuvztiHR8AjEGoESj8CDTU8vnEegdIjQCJk8lTYJbW3Bd0DJm+IfzIQgRWE0yO24iMt/bCvfet5f8G5KKzBRJ8Sr5FKkPVQguywgTFnRPCqBiH5ChKMuGNefl15JF9gJ5D4RIttoBKGc8RKuexfCadB1ne7mEuEMbj7UWUb3CM4a1LG9c4H5XF+XbtEXVniXUqGMRhFtPnEoyKWyXzK17Vv7vshAX2fymxIppcqYG78oPLS/jvG/i7/LHRbYHih2bfSChG55EXddzS6YFX+9lvKlW9P1oTp/eEp++zzNIOx0G3Kdf8//ARLLGlja2zw78uq7N83V7uJG8kzzgvmy+pKfHZfnxJPxL/pF9L6RoiFw+hggp+pmVRjt/7XLAhw7+zWN2Y33FIefWqWUyj4S0hA3PNwQuzmmGPZ1LXIV/DG1HIAyvsYY20hd8muXdJUMMrQSZKRBM8sQyfBN0YM/qBc/n93prWkau4ax20WoWASkaAOEi8wSNkfybeDVD5O8Ax/QlINk6fmPl6rebyG/I7m5BknxGzsp+rrZB6Qr8A4iWTiL5JBgJk26dt87Tm/+yHpuZmMnggWqtB8C67PtltFnU4Y480N1ks7lrJohLkRSTSSZDAAO2gxqc/WaSbkh9J7/XBE9jZyX02eZrbS8tn/7l/1CHgEwoNAREyU4vTC4Tln3xKPQFkhwADqhZcl/F6Dzh+cBAOuY/4Rcyyhx56af1JLqR16NHv0i2rioxIpCci3XNJsR+llfaCVwi+04rX6qkyWovakBmU4QkIFh6HF+xANR3iehS40MdBLYOKKtgIDBVbccGRioMsAsJjRdlmzjSTk2kZMifGy+qZMo6nRW4L2aH1cf8v8K8RN3W8xtj/p6Lhb3bz8umpXooWIOq89MyTpSu9wSvzHATH3t4e1gktCMcy9P4nes06MyyU0YU9pIEowKEW8mWQfjpU+Kg8BWBUYb5x5kT6IBQhW+CldWlOlMKt1iDqGJX3Yz2J+0ceO+zRloz4WG7Xp3UkBWl//LmG73XRNlR32z7rxI0G+vhgyndYQI05JwaVUgr+EFgbAASe+z2XqAROiWBP1+s8snO8477S4S9qny+3D2cawtKqfFmZIJl2qcvKgfDEsbQvawXgKgxfKmmFa1tUPoCEIo5n+o65A3oKpVmZJffB+EtQLLxxxibHgtWJ9P176nVVVEXtZ7PumBlqn3TeQc+efEZkCocXa1D0WbnuYXZsrAUrS8yMxfSlxD4L+8+hDYzZCC47t26VL5RHYp7wfaYI9dom6cRMLCJTSf6wEKQy8uu4T9r3yimbb99ZipZKhPjwCHoHwIqChkQ+PgEcgzAhQilBbUox2k9xgkMmED6dC3jv9x7R+EUkxF3rP6h00YBkOe0AlN2IRwCgjMcaKNwM8Si9JhgVlVGiCQClH54vo1DEqzaSUIezcrWta2B0tDI7LV7ETY9+pbOlpJUxWaC8GmZI+h+yn1U8NYBpbGtBOpVKrilZ/cpmWw6CJdqbKJM+WkC+aF5specm9MPiFhNM92l2sBia77+h67rVrzInfhlUPh8nCsUr2jtBgNEiKcQ+SnL34mmoJ8sft0nOr7KwCJU84lo/SIIBBAXqCbduoLHF609sAE4wkWJe1oq4PZAJD+SOfDQwr+KxUUqB9NltMl/oCDTRcUt/XMyEzYHvApoBhukfftN4ZJUMfjUuKMZcKbUIj8xyK9TN9KsYKGKP4qB+Bp55PqOQ33bezsBFGrUvGU4EYf31nFDgR1ve+uowwwOBXMVNLERi1XHNhlTH2mfZd41qA1hYLlJiGfChW7dhPw9+f8kyA/TVi9DzcWeSFBcbzgf5zPSXP6B9hh/E7VQowBWFVM5amDJ1KDp4lucTXk9Il+D4xlgta/j0egdIh4BNjpcPeH9kjUC8ClMaNGlP/g/etd1O2SQ+SVxH3xY5xvHtTDC/o4d9Mhl0lvQQ9/HmoEyspIYYoLOWW3yqxVjPQoyJJhsX3ZAYRHyVcOQBUeYIBHeU3lEmwylqqQDfn26fTgqg9tGLZaY2YY7A1RFuNtqO38a4GQiQiyzHQyDj/imqn7QHjBm2Mi65Ki+6TaFhEJWO3q1wExh+rnLMkyr1Uy4iucSp0E5Rj/hHXar3ZrRq41wwYfVffWO1Kaa++qMou/9cclULUfJf/vVwRIEE/Un0e5Wn/u2PB61/fecHOgL2w3tpiQ6k/ZKJLmdL4CSnn4hpWpkp955Xr33HWg/Xb2KCc/sOR87ZGs2wTmZGQaO+7XcSp5Iz9LOn6/XFaiMh1Yjhvj5XxE0w7koeXiaHrI3cE6NNPPyEulnvcrvi3xy535PL/TsY6jHkY+zz1bMMSWmhzMd5qIbYbFQMNHW/l/2xy3yPu5izuUhHBIhw6kmiY0m8+9VxaHwyx/B81rsBNGCfpdTpHXML0By06N3YReNSYpPXsEZGcRQkHzLnD5N/pEWiWCMTOVzTLM/cn7REoAwSYhjz/Sv00bSaT48UGwv1mkpJg0LzRP2B1liQIgtGU1vF65zWjroyOciK2g02BcPR02ZTzHlbMYAYwaEKXZi1NLjeQiLNLoClBxmCBgQTbravJ51pikuGIxlcpg+Pj3Mk5deuaZj2g5cF51RcddJ6dVo86N8H63hvmv1PS8ZkSADgLMmnl2rdVqSmGBThgBYKwlIkM6B9zyaXtto6pLDa9GoqYeKkD5l97CYpfqKReXcFqL+Vf++8Vt0lKjiKQ66MyEEDTB2HrF1/NbbIG67XXpjHHNEOfDEYAWouPqrQcLZ03VBr+sUoks5UyVQZi885iTfVjJLNw781HkPhCT+l1lQu9oGfRhIlptzZYIn23jzk9oSWWiDgGark4zuUDl1OOrbJhSiKGlXWbj3Ms1D6Gvp+0nbaNObY6SXAfpUOAJA8lrjM1dvilDh3boIUrLC/TAWlwrblGVCXXZs9KqqGxbLNgn8X+zmIxCyjINRATvzaX6MfAhGcJhgj83EN9HGPchVRuivQEFRZNCTQdYeSWciG5Ke3323oEmgMCnjHWHK6yP8eyRCCpbNYnn4u1VbdUjMWkcdFOrC+0YEh8weLiq92yaacsTp6SR5g26CqQOPpENt2d10z9LT6ajUVB+cwd3yZcYoXVQVbYSILBKMC1stUyEZVaph/0PXsgVtpwdkchLgzMkPETEtZZrJEeEpru2jnqJjDo5tQWG2vl81W5DFVKUC4ZBHoalHwEGmwMyk49Lu1UeZNEg3HLInF28jExO+OCtD5ZsG2xv+/Qm5XZqJ14dj03/dyGPaJSOER+jzkkpiSI2WsVdA2LjX2YjkdCF6ZXT1ictbimUcKDixzOi3GNZHBiJUmBW21zjtatIjZTn4lCxedfJt2EONg/4tPddQ227RWX+Ye50lQc/uiHKzUO2AujE3OLDZV6joU+r7MunmP/uqTKduidsueloeqjdAjw3NxUTKaJdSR+2knTFS1aFto+nZAU+zb81ywuvTDYXkRmApsyyCFZFl3atU1LizBWxp0ZNhmLyn9LkjTxEjGWZ+y9Vke06dJJuSbu0m/uEfAI5BkBnxjLM6B+dx6BfCGQSES0ilV/sglno936Rp1mAvbgJL4QzG8vVhc6CgQsMH4mwYWgMr+TKCKhxip/NibFgP5pwX62S2tkSG9GY4yeGmgsvZQe8GIksS37+lMMj7AFItp8UfqJXlq3dU16aQlnQpDZ1s5r6jeNUdDiqsSg1LX/jmYHyxHsSZUJwAJkpZRk6N67xezOB6rtoScSdv7pcacply1JWgxcYPnhpPnvmxt2HVjd5f49dP+YS9Y+9nTDti/GufljNBwBJjKYYWQmxlZTGThaL3yR4OVeffDxytMJazha87aA2UsZfbGCCWYwyYRZ3GuTqB11UNxoAWYvLKQ0lWlRrHPJ5Tj0Uxvp/iuUOUQubaiU97Awg5nKNOmFIm7uozQIMPbZdKO4K0EfqzFTZrRSaTb9LQYdjBkH3xv+5yuauVuoH2JszFgYrdK6AtmQriqVpFzyA+mkBVEIDbwxnySt42oxN5YOjuO/ewQ8AuFBwCfGwnMtfEs8AvMhgDvY9BzEp9EBo4ySpBci+ARsi6++STn6d7BTJpG8h+QZwffNe6Ynl8F72BeJLoJBQXcxrvhiBY3JDQMM3CihlzNJ5TiULA39YN5gIr11eP5Ho2302ITT3tqpT1TtjdjQ9xJ/C3t3F13+yQbqa4Tn7OpvydTvUnb9rdW2s5xIcVxaUfcIpQSUKqKRc6y0Xvid616XSHD9R2r8O0jiHj4wZoNfTKgUtO5BbLajINg+U5ppnAtJ22zaZNm286+FFwEcw3qLhQRDgbK9TTeSJqL0bOjH7nkoIR2yht8n4T3b/LWsTSslpEaUpj8eLiMDvoj11onaNltExdiIS7xaph/vyxhFiTKeF+Ua6DTCrn3p9US9ToTleo7FbDd9/TNDzPX9F12d1kMt5vH9seYh8NxLSeu/U1Ti+enP55JLpBliHTXeQ7/0NiXEkiHOibFQgq7qH6qawMmdRB6Msfslll9bifd+e6bHRJwrLLL3lRSjPLqQwZiesf2yMrHy4RHwCIQPgYgshMt3lBI+PH2LPAJ5QYAHOxbQgSZULjtlYLCoBu6UFZHU4kHf1GBfrL79Kv0J9LqC4FiLiWYONTwXB7Rgu1J/Z2VwQ2k8rK+y0EkqIfxWCaEOK0bt3Mt0Is0ktto8arvtHLPTL5jjSgRISsG2ohT3vkcSbiUz2zXFwv6og2N2xwMJaYrk77HBvXThGUrOaZ+NEVvPvGwkhk84Iu5KhxHo91GeCHBPwEzFNII+CPMPNK6CcuDyPKvitPrai6vsVk1iP5FAfliCEn4YHMvPZTFzLd9VuXe5jT6PFBOutRKPOOP6yB8CR6kUHqbjeZdXl909kT8USr8nnsNfKAm25OKSoJAz7UQtrr4mrcJ8lRLm4wz7bh+176Ubm+k+zngOPTAYYiwEPqMySNirCOjfIcMhFnazBQvFbVR6TqLqa50r4+5iBKYwCP97h8pioO2P4RFoGAI+MdYwvPy7PQJFQWDOnJTddGd4JjZFOekiHoSkHuUBDJwYSF1xvazjlfxrDoEz6bmnxp1YNhpdJF9hkrG62n+nmEsaMphExD8IEhUnHpUutTzv8jl5dbE88uC4yh3MOWoGx2vKd0R1Kc+hzRdc6SewTcGy2NtS4ksSBQfEmb+mzSNI1vrIHYFbr6uy406bY7Ob4EyZ+9Ea/s4B/dTHrBdxk29E2N98N+lYgA3fU3G32FT3JIYlJ5xZpNlzcU+v5EejlJ+Sypvu9H12KS4Gi4YDpZ23sXQdkc9gYRb3xrAFCXb0Je/SAh0VDpQ/bq7XXpG2JJIKyIqg40UZ94H7xJy2GOZSYYsjDyaRp0GKD4+ARyBUCHhXylBdDt8Yj0C6lHHcZ2ZfTwrfw7xSrg8riLgOoeMGU+pAORuuvmp0vlXISjnXmudRrTwD5QK418Ec22rzmDFBxbhhyjRzDpW4VC3SQiK7cieF1UFJ1NZimt1yd8JNYhHJX2G5iH3VxHt0R+0HQd8zL8rfZOjPP2U0IH2q9VTu229HDZjf8AnmmvdA2H7HqQtB8x16x1xJ710PJe2RQQnDMc1H7gjA6kTj62kxJsIaY/+fvfMAd6rKvvjJTZ6oiAqIAoqIIr2DgF0RRVEQsfdxdGxjHZ3RsfxlbGPvY5mxjL13FMtYsYB0BLFSpUtHRXlJ/ut3LoHweC15Sd5Ncvb3PXgvubll35t7z1l77bWkTfk/fSe/+d5n7x6sFu9O7T3zu4A8WrqDGA3qh8yFZ0bMi0OjVqIgiPuY7/sEixCGKGZClRnl5PtxBnH/++/vmXNPj1gG07LlGhPNkdTGtOB9Fyl2oXPbXsZKFDJhjlHgnDvfd0Xv1SNkxy2MY9DS3XKLkB3PBPE5Ureu2Gpqp+SYXLgMuAwEJwMOGAvOuXB74jJgMwBwwSARrQQX2ckAlPuDD1DV8emYeVvi0QycWgkoOkn6MbBWxowP3qAwk5n4TZPQL8bGzGej4mbiJNmtq1JPrJJxA3pdP+vawx0SwGwbidee/ceI/R2he2JfmRkgajtqXFwD0fTadmHrnXBUxNz3UNT8tDiz+QbM4zi217k8SaDnxMmxjLLcbBLcPzXKAHow+0tc/ywxBtu29sw3AmFvEnMTbbHFSzJ7PdRoR/Pow7QSd5M4PPe0oMfipXHbTokjIfvdd++wOXA/X/OH1lnYIEGJs3T/W7rMmKdecOzFbJ6TmbPEWtIzmKIgoIeL7GagjwpeSA80bexZExP0uMj7oINDBpZVQm82u3tRvbUDTh8ptikMMQqbuO8ybkNLDKCMNm0KeRiBzBXA3lSFu1mzBb6LnbpwkXS9llZvO7laauUvcqfUcw8g2IXLgMtAcDLggLHgnAu3Jy4DNgOLBBKMqiXx5GI5Bb3ULrBa4NBLYgAQUPABir5V+yDGArg1Io4aRAp+Js8RLLHyBoyI7eIKSDWTgXNMOMW/BGABONFS+ZnMFt54x598/+XsiG1tGCeTg+oG7Y4X/Tli2zVopcpWYLxQd9OQ2Ehq01FVed6C6u9jtvap2NeLpsug/mFDC22D+p55492oeUiaWJOmuHNT02tjZ7FeYb6+93H2vlM13cfyPo/g97tqhfpZ2pg4CB8xMGzqSedovgB77lG1GYC33Tt7Vv+qNvejGLZNgQSmMi39FG1g/7rIfAZ26+kzxFq2CMnwJmYeeiK6lq2Jo21nMTjrC4j6UUYnQYkDxS7fdJOQeUYuxD9MN9IQE+AlEG+Fxm4tdwxZZjjPEAouMOAAxihwLpDYPXqyjGGCFBS+MbBifOLCZcBlIDgZcMBYcM6F2xOXASv+ib09D3wX2clAHWlsMXDCZamshsZiVRVhrMzUQAonvMEDwmbzeqG1Tk3Z2aPgrnVAv7AVtb37P1F7TQ44MCx3QH/iTe4O7CM9qN6eeeE1va+qbHUD90gMIjgH2Q70RmDIoZ+ScFfN9jbd+jfMAKwgKv60TAK4PvBozLz0etR+1zZc2r2STgY6dwiZBmqnpJU4HwPH0Q8+iQkkNfa+crjuv7iS/qTnIcWLXMe2mlyf86eIFfBGi9JF9jPwlVptYSvDfMSgwUXmMoAg/Z9P9VuXPxgeNfc+XH5rMAUkvnsTv4pnxMQp1SOgJRwwurEMGWB/EWhPTpAT8bSZxgLoMPt5/9ORvsMjkgw77SAXXBU9fy8NmXc/iFsGPEzPoIFia/OhQ9tWz0U0Xl24DLgMBCMD8nty4TLgMhCUDIS9uOjgQdmbwtyP7p19t6XKdExgMEz+utQOzrEw792jRBO2qHk9wNo9mT5bO2wfMof088xb78XM91Pjxv59gP83+h0AHVT235drFZOZ6sZh+sw2jYz525Dc9Uq9LwbN8uVGLKWwWEqqOr+UfUCuuvko9OWaNwtJO8yzk12uo0uvXl0uS7HQ85CL46O9OdNtybnY77LbmD4zZm64IybWmDGnHB82l14YMV9+FTO0XeZSe/OU48Jm3MSYGTPBATRlz1E2/7757lJz05CI4Vnx8hvuXl3TXHeUbAHPap59yCO88Frlz17GRjhSMlaCHZ6rQBOsaWNjHRt//sWYzWSStOkmnmWWwxxl/43x92ey2GH77+tZrdihYr3tuEPI3i9oBZ0vYC9IbaAV5W+KWj/33p3jcayxinLkXncZyHUGHGMs1xl323MZqCADtKl9+4NEQzUocZGdDNQRzf7g/cNWRL68FsKyW4UlAIMBtsIB+4ZNPzGkGHDRaljokWB1/eexqImohHKhWiapvvK3J12M8yVGTavL/Y9ETbSa80b0QY4+LGxuuy9qlgmoymUg7I3TJm1agHyjpY/mInsZoKJ//JH+5HbJsri57tZSOylDx85FdjLQTxpdMCqSHWWzs6XcrBVB/pFj4lYzDQbvIJmCNG/m2YlvthlkGJDsrBat6293wExuzvb6W8Gc4WTpjc2UTtSChe5evX52qvdXq51C5tQTI9IEDdvi1U0CHKtbxIKpdYQYvpY1VjmOVr2dqcZSAF3dxBSjJfK1Yb7W6a67eGbqdH1Yl0Cn9iGrhwpIxv0AII2xCOMxxnO0XiPKz1g6H4L93FLsuIYNnAh/Ppwvt4/FkQEHjBXHeXZHmQcZiGr8HQ4jLBpX1T8PdjgPd7GX6PYMqtDVSCWwL8dJbbUGiAPVTshAk1ZAXi/U+OaHuBktjY4VGmgeJTCrXSvP3PlA1CwVoHWY3Cy7qtWFFkssxzu09Qy6JQhmL6rg2qX6e/E5JeZ9AY0jJYxfG8G+oTvWbz9/AE713EVmM0Dr23FHRMxRg8J2svKPm0tlhKCWHJfqzCa6nLUNFJjDNT2vwNr+mEB+Id1N2Ku7ynmO+8+2TTx7/4VZkulAswhQ5u4HnRFEpnNb3fUtWx43G9XRuRbTCb3L3yW47qJ6GYCle/KxEUlGhK2L6nW3labs8AvQ1K61QBvpQNLiXJOgdZ5CSTKYvbEkLTqoUNa5o2e22NxYZ0mKJm12DqmFNm6X/UnyDG007mDsgMTFDs1DdtzRRZ/ZWNfGsHd9tjpj53wM2HHbKS/oKToR/nw8g26fCzEDDhgrxLPqjikvM7DyZxgtxvDQ7yYKO1bOy1bEnTtlhs7mRmu1xTTZkSNaOjFd7QU4vsGgopq62y5h6+K04Kf01pfOPuTqMwhh84Pex2knhs0ramkZOzFuhW7/cGzYVmp7qmqLODUMrFgsZDbaKCRh3PLbGBBbhwEC46w2A0ATx0qAvL57e+ZDAXUuap6Bupq8HCFdmj+eELbg8/W3l5rhMlbIl+p9zTNQ+2tAFwi9v1UFKlrOtQSD7D0VKdA2RLNus7ohO/nPJHBykdixON7RJu6i9jLwtfQhu2o8ROFl5Bh3Lqo6E7RSH6+ixOFiRSOiP+SGUjN2Qvpjk3kLQtIak7ZXDbXGcI08SLqu30815leBX4j+09qJwdEKPY+7yPCI179TMa5lCwn/b0n3xLr9pghH6+SX2o+lAuwoSH70WcwW4fINFNtM7eEw5xl7tN7ZM8vEwsfZu47GTi5cBlwGaj8DDhir/XPg9sBlwAqcwmShvQsnRAY1uLfttZvvMraJ3HjmzF03UHApSz0DPbqGBMyIop8BnbDvp8lF7YOYrWQef2TYCsWifUOrYaEFVVwG1+N1XWJc8Be5UsJoZIJKq9EFl602b6pyy8QFu3SEZKlYw8xLDFppkegh4d8r/5mjnowqTgKTaECbjppwHT7QMx9rkJ3Y1yo+6t4uJwMHioF3nkTKS0qMueP+qGX2ZBKoKGeT7qUyGYB1AEj94uuFDyCUCltHmH2UnpdMMAECaHFHw66mcdzhmrA38sxt9wbjXlXT48n3z8MWg33KmZ2qoouLDTNA8YocYTCzUgzK626hbb3muVqiAiL6ZFtu7rMzN9xy9V5hXDR/obGOkTDRWrX0zHIx0d+UZiA6gphcMN4FjMYgB5OAb1UkBuDH5KejXDIBxHCYZOyBjhjs9HwKWKiA+ZgIUEBknM8YEr1WCq1NG/ttofl0TG5fXQYKMQMOGCvEs+qOKe8ywBDmPQmEw6ghsKBmEAhDh/Y9AIg9BZIheM7f1dHH8tfk/iUDDDzQFnv0mZj5SaBjJoKJGEAQjCM0ImBRUdme8l3MgkKZ2EZQ1kE7JUFlF82P26URhnPVPnuIcfXpOlYjrRfnnxEx/aTHhiYbrEcqwmecHLEOlHwmSPHF2JhpImerk46OWNML2ndcVD8Du3QVIHZG2GyvdpAnn4+ZZ16O2tbb6q/BLZmpDDTVdYwzG+2GxRKwPz8WwD17rrEGD/0EwKNdiJ5gOgGTY7DaNK+/fbVjaqeTwCx9BkDkDzJCsIyhAiw+pZu2TTc1ZrCYV5jK0Kp+279Kzbsf+pIP6a6z7OcWLQ6ZQ/t7tjDGmCfVoE2SdskSjcEYL6AfBvMelv0grbepWqLHytxiJ7HIAL9gjbVrQ6ukscuxTc4710C+xdaNjOmhZyTSDduIzTdnnmQ8VJidpOOhTTQRgITkyHOksURK3P8uA7WWAQeM1Vrq3YZdBtZlABcdGGNlg9YRHqAIpgKUQbnu0SVk2y3ry6Fn0eL4WjCt7Gfd3+sy0FWCriEJXbz4eubb+GDGMNj7RBVaqn4nHxMxbVQRHa3BXqGxkDAj+FgVfKq4HHf/vkxWYmI4qgosod+L/uwL8l9+bamZoOrvYLV2AZ6Ml806rLIgBlVq9EpOOCpsWzNmO2ZmlacJvZg/nRQxu/fyzCefx829D0elEbPh/avKFbkFMpaBndSChD4PWojFFgDuOM/CrB4gDUgKFLRbJWsaVZWTjcR2RANxuO5vY6St6CI4GeD80ia4t4qDrvUdLVqj69wzGORssokx/5IW3mvDoiYbensUEruplbGuWpZTAZxhjTMeOviAsDTEQmacWOfcn+LxkIDsuC2wUVB8+sWomT1HemP6zjZs4INgsMYoAM+b71+D6QBytXX1bqwxOq2j++2lFuB2ngyK4pad/umIuJn1Y/kyExTEyResXxcuAy4DtZsBB4zVbv7d1l0GLHUcYeHkClJ5aaGl7UcNIADQoLg3FkOgz56eabGDqNka1CcGEeV9tthfO/gAzzzzks9yylYu0Mig3XCMBoA76pwg3txCYrGc20KKBKuRVoY+e4WtMO90tZEi9ovIrqdBewdVfBFcb9cqZBqozeNqCbAHOXDxo/WTVpSYThd29S42zADnl5Yd2JFMbq5Ry06hOCBueLT59UoHtTzBSkB7p1jjW32P0YDs3EHut7pONxVQVl0XvlOOD0vnx5j7BPIGNfj+lfeTzv4CrlBoA4DIh6Cd/wC1Cm8lMGXy18V7f4YVeZ5Y2Vs18Mx/n4maZ8XSZTyYzQBg7i+NsFT0yvbe3Te4oVXw5Tdi1qxo001DYoOpZVLjpObSJcVVcq7ALwossMt/Xx2yjDGYVfk2nmWsx3EAiAFWct8ZplbR76aqA2QN476yc8S4A+Y130sXLgMuA7WXAZFbXbgMuAzUZgZ4EEIfTyVmzDJmxqyYtAqMad0yZCtUULbniLXx5aSYmfljKmsr7GU7yuKb1lNYS7kIbM7vf6TUCtIP6i9nsxtLpCcRs62Eudh+Lrfx2LNRK5TLNmlJfPfDqHUQO+6IsLn679Kc0hNmigSU8yE++jRmlqsN66w/huXEFTKPPxfcCXJt5BONuGMGe2bVqpDB5Wymqt8ugpMBQLFFS9w54Yzc/0hUukUxc8YfwqZnt4h5+iVYYBXf/3vJRKSTdIzQSwxqeJ6O69YSa3qSvI9Mui+8PPX97tfHs22jfxtSKhF0Y1vfH/hvqfltjZxD8jaC8vudD5Sa//tbiZkkYGzy1xWfz6Dsbyb3A7bcoRpPwNSGZYVLY66CsdOSpWFpfYVsGyCsKApjMLsIXCMZfyKaD9A1elzMFnBhQfH8TzC+WE+n9mE5TYbs+5j2HCGNT4C3518V8zzPTIxguLUWC66tjodcMC5/+Mmo+SUNp1zmAPvt5efT/esy4DJQexlwwFjt5d5t2WXAZoAWyXRb7mDvoL/Az1YNjR7QnjlAA97ff5NTlyauX0gQHaZZMUe3jiFVLHMPcqCjccf9pRa4xHL+zn+W2PPx5Au535dsnX+0QRKB0yc6Ie984A8OYbCI32BeeTN/jnecBu433hU3550eMVtsYcw9/8mffU+ch0z/TxvMsQLE2ujegkvfa8PyhGKS6UQEfH3bNAqZGQ6sXHuWYDT+n8w+DunnmRPVJr2LJAgAyMrqCHJ9nyim6OtvRddO4NeuJGC/AI4BNIxJuu/+lqYDKa5/OJjiht1ZoGAngR5BZ6sg4I5RysnHeObSq2OBP1+ZuHwAbRk/RCJxyRFEa61V+tMRUeskuXtPY01WGN+glwUodsxgRP/jZqaAIRzVt5F5xatv+q6RXFeJIgoAGAwynNcnTYlKlzJqXWWXLovnjXsxBjOAYe2lp7oFjDcVQmlfnzGzZmebOQBzAUT6XbgMuAzUXgZcK2Xt5d5t2WXAuiR+rpYzLJtrGrSCMQCB7o7g+bZNjSpQYUtZZ0Cdj+KlNc1JK7Hpttnas1W8mq4r3c8vkovSJyNjVp8Dqj0ssrpqKcgXJlV1j/sn6d0NOihsW3wRAS8pCZnLrim1ul3VXUcQloNdyHeor9p2mJTgilasgYvWBWf6unFXXu/aJoN8HaA5NEpt22hruViXAQAgDAn67Bm27pUY2yQm6ix1xh8ito36UbWlBTlooUQ/jdb8t9SiBTDBD+e7mzQ0YccBbB0uXUfaudC9vOT8iNX+4xlEnCIB+9bSv6QVsXkzv+2LtjZygBxDZ5mr0AL3k5iHZ/8xYhB3T7SVAyBeqvWxH2y3toJ9576EERH6kIUaXQUewV7m3PIMultFmqkzaud4Ad1PPTFiTYy+keHQRzLcwWnSd5gMWXb8MwKdp2n/ftU4FOCLVkg0cJMdJjlXsLKRW5ij6xZ32Xwp3DbbzpjePUJiVnqmXl3PtkgOfTsm98zMjN/JDW3NLbZHQ86BY+TDhctAbWTAMcZqI+tumy4DazOgKv/MzE+8qTxNnS4NkU2jdiBM1a5Xd1W35N41VqyYfNNvWJuuFH/p2ilkK8wpfiwrizOInzi51IrRDzrYM7v1KjH/U+thobjIfS0mw233lppTT4hYEV3YV4lWi6wkNIsrxTHrWuln4bB5zWUl5srrU29VyuLuZX3V9aULB8uGVhg0bGBpuAh2BgAuaK93UX4Gbrq71AIqsG+6SkycVuku0iJroXaudFoRy99K9l+FqeKFhCysCYouDeobCxSh/4fmH4AFrn6AR5tZQW8fUGkiMfSVa/SOGqjtDRONmBx+vv0+ZnMyTi7Yv67y9U7RzOzXJ6xnlNyydfvbS618LM/Yorbj5ntKzQ1X+hIFhQaO4exM8WxrgVEjRsvp96XaZ+hyXaFjNmpc3OzWM2Q+GL7uGsDxm5/Esx5Adjexyrj2Rmr/d9XvXcXa/+AT/zM8W/nJh8BRE6Y0rZLErNlx84TclzNRyC7v+GdYwFlVbBcuAy4DtZYBB4zVWurdhos9AzhOUs3OZvwqrYPxE6X3MNHI1clvtUSn4mcxyhjgjlCrZSzYhfK007N9MyYHIbUf1P7AMvkgRkl/gx+q3gyAMVCg8vjx5/k/qf1ebRKwE6lw06aTz8HE8IY7S1W1j5ib/hExV99UagWE8/mYqrPvu/f0zPFHhi0r5KIriwsQrE5+grgMmj8RYSXo+7ioOAPcl/i5+JyIue5ysaSk0fnQ4/l1n8J0B3HvREyakvjNWDOMBGMQF8fqBHpICIV37WRkXCB9JDF+CFw+rUabWLOfj4qZfcQkQwcpmW3nL5n7fwH3cKc88aiIueQfqwuipXKnHQSICbTdQcWIsRqzXX97cMYt22ufPhgetc7SffYsMYytaJsk5qjYCouwYztfNwzWIiAZbLCohjR839Ajy5cIafyCbm+7NsZs3dAz8xcY86mOIcGczPZxMCfA1ZKcunAZcBnIfQYcMJb7nLstugzYDECb/ua73IEh8/SAn7cgpsqdMbQYUpk8U+0XWKF/pfaEr0WRL6ToorYQAKigRmKS1ndvz7b4HNg3bF4UmJSsHxPUfa9ov447PKxWirj579P5Ndms6Hh4/b6HSw1mAtdeXmLueTBqvp8a3GuqsuOo6j0c+XBSbS9HUUBN9MRc5EcGMItYlabWVH4cYWb38hYxjmCO7a92aSb0Y1U4CrLofPLRvyfA6uWh699fm23nz6IzycThObRkmd+WiZYp7JmnXgzOPeGF16NWDJ5nzhPSqsrXgFl1qCQIGI9NmhIz514aPBSJqwtGKsGYirHVzDXsVK65H1RkpdC30UZyS1cBFuA20W5Lq2E+RNMmfuG41U4hawZAke+lWijuMSdo1TJsW5vzIW9uH10GCi0DDhgrtDPqjidvMkBVDVvq2ggGK/xstpk/GOipqjCU99nSfRijauWiRbWxV5nbZkMZEVAxv0btcEEPhFuZ7GCHfuoJYTlPeebJF2I5BU0zkSPaDXYV2+iK6wqPZfSUDBMQCL7gzLB5+gVVkHPoCJaJc1PVOqhQ/+HYsJ0QnB9gZ76qjqNY32/YIGT1Kov1+NM5bgxZ+Lniooi59oqI+e9TUau9lc66gviZhBMgLZVVRQK6SBbf5/MffSrBdbGaeS5hrjJOY4MgBeY2FCwA8fJNs7PRViEzULqAu8jNETAEQCxxzoKUY/bla+1fd2mdvSRAFkfMf91UYhhjoRd2mGQhXpPQ/jLpiu7YXK9Jwy9fHCYZ/yKk305jF0T1Z89m36Pmp1oc/zInYG6A5p8LlwGXgdxnwAFjuc+526LLgB0AZbuNsjpppiVh1Fi19o31xfpxtTwaPQkJq1IxG6VWy3wMXLZoD8mXoK32jXcEkAkkO6Rf2Fx0dtjMnO2ZR2T9jbtaPsQJar/DQh59m0KMN9+N2YnASWJVbdUwZF4dlr8sheTzM1CC3v328zQJjpnnXimMY0o+vmL4vaE0phItcMVwvJk8xmtvLTVHHBo2Z58aUSshrquF8R1YuEii4AIu9t1DLtVifLUT+I2eGg7WZWPWGjfT/fcJS6cubn8wU/lI2oI8j2jT/UAM0qABNzxreObw7Ln8uuAXwcj75vVCMlHwbGsqYyxaQTlPQQ6Kdz0FfKE7CYDM2Kq7dPpo4QaUr6P/aTfMl2gpVhgMve2ahAxOp6PGx8zXARovMjfoLF1gZClcuAy4DOQ2Aw4Yy22+3dZcBmwGsGZG8DZIMXsOjLGYWqhURdPAoX3bkOnWSa2W8+PmSwmqTtUgLh+ijirkbVsbc9U/82OgnJxT2qFoY3tXgscD+nnmqr9FrL35ff8ttaBM8rJB+h3dOgZx2K8XciB0TUX87FPDpr7Eq/O5ZZTWGJgg2zQy5pZ7onIUC9b9qJCvo0wfG+wTxLFdpJeBF8QSwdHzrD96pmWLiHnoiajAiuDlE2CqIk1QxhTJwBXFljf/5zO+0AoDfGGZ0ui642IZfnA75Bl/oABy7uP3PSLWjIAxHDyn6z1MOIJqwMEz559XRsS0DptX3wzu84dxySEHqAjRx7Mi7v+4abUcRdO7XnP9KdoiX1FuaT/eqQX3GslxaIyIA+Vrw8QWCziwR7621nOOwi8MsV9+iet5p+/HO9FA6p8xN+jQxh9T5fpcu+25DBR7BkJxRbEnwR2/y0CuM7BipXSYngr+RHRLTf7b7IwrDwPokBXeHS2NCcCBoEYPtSbQRnndbfnf0rc17RYHedbynHaLu/4dXW/yE4RzgEbK//01Ym6+OyqB2uBf05nI2Q5iXpx3ekTfh5i54/7gTsYqOtaO7fy2XdiIN8utz0V+Z4BrESCDll8XNcsAwvzNdE97UKL8X0rzKd+DlixcZtGCqmq0X3dTY4GxFWucK/ncjVdFDAWBx54J7rW1806e+es5YXP1zaUCm4I1pUFEvX9fzxwsUIzv6NOSSZiiZ3k+BmBY9y7SEtM1xbhwmgAznCeDGjDaAMKQCqi7Sciy78dPilnDgKDuc2K//nCcZ+pZR9nEK+5/lwGXgVxkwAFjuciy24bLQFIGcOqZIFv0fNMpwpkI+nlLVQzRYPhGVS3s3YMWpxwvMd7noma06PGFEoBPaL2g48Vk7X5V9IMSfz03YgX3EaYvpqCF5PwzwrZNiXasfAm07AaoPYr2mBclYO0i/zNw9d8jVqeQdlgXNc/A4EN8Yf6hYpTQ4l6sccTAsGWRDbkxeIBT2XNyzmlhib6HAgX07ydjHVrVf5bz50u61xbSmKSHALIT1FqJ3EPQokVzf6zK/wvUKgkQ+eXk4I1VK8vbbtJr7dIpZMKunbKyNLn3XAYyngEHjGU8pW6FLgOVZwC9j5ck+rtQD+x8jBK51yVaLdHLoNVygqpwM3+s/aPZWRXNXTRgu+Tq/GeLlZdN2hgAyLB0xyQBvY/ajN17yVFzQNj85YrCzHdVuaVyfv4ZEbOlmBWXXxv8HJx+csRa0f/nsagVVK7q+IrlfRiAu+7iWWHpfDzmu24oMbfdW7rWCS4fjyFo+9yqpWfOODlsTWoeeDR/gO9M5hFmKSyyEQFmBSUf723Xlliw/1Mx3GozcGjEaZKGnKECVoPahlrTHN14VYl1qfxOmli1HQ0biMWmwmFbMdl+19d1hthsX0g/l3bPfIxGav0crNbVjTTeduEy4DKQuww4YCx3uXZbchmwGVj5swlklS2d04MzEboNbURXB/CbLuHeLyTYv2pVOmur+WcGD/TMuAm+HkbN1xbcNcDcQ+8DbaERo2LmmZdzD5AxYLvl6hIrVg37qJjj9JMislgPmetvX20WLwleJrZpFDJnnhI2tPXA/nDhZwCdtcMHeKabHNdw76Nd7OPP8+tajkgp9r5bSsyfLgg+MJuP192QSyK2BRGW7vyFtQ8A5GMOc7XPfWFoCZC6+P9W2/FIrrab2A4yDrg0blwnJEZu1Az7X37dSxLHUd3/KdJ16xwyL75WO8eJk2RrPXcxlthyc6MirTHjJ6tIO6u6RxDs5eh+2KxusPfR7Z3LQKFlIDxEUWgH5Y7HZSCoGUDjA0efmWtcoIK6n9XdL6pxHMtYgVHLpUtCy99+e3lm++19EV9o7LmKRlsZ07WjZ26/r/An/gvVyjpcE3gclfbaVa1xateos1FI7a25m7gdc1jYbLqJMQ8HsJUiV9dcYjtjJsTMlluEzIlHoztmDI5wQYkOMtH4y9kRM0vaOzfdlXsANSh5KLsfiIz//YKIzAdC5tGn/Yld373DVoQ9nxweG8khdTcxNwt9El72/OXq7w/Vnsp3aLCYsbNmx6XVlastu+2kmgFMBHp19zVGy3PfTHV91V2+k5h1GBzg3DhyTFy6k6Xm+6nBeQZU9zhSXe7r7+Jrvxe/qF00V9FsO2N27eGZ/ff1zGabGWmbytX77Zgd/+SDEUB187SZNMbQy6Wg5cJlwGUgNxlwwFhu8uy24jJgM7BaRf3PxfCBNVZosVRORVDqcbfyvJChDaPnmkHqSrkArVwj6Jut42ZAPH+BrLdlDlAsQRvrB5/4rlD77yvHK7mKxXX4TBCyGbSeHXd42Nx8T6nVT8nmtvJl3ZO/9sWtTzw6LNcrnz1Z2/u+926I7Et/Soy+RwMsnl0beYJpcOB+YfOvh6JmsooVU76NG1qDYcDmk/4jjoFMzN/5oHjue7m+XnCs3GTjkDlW9zyE6WeIGe0imBn46tuYOfmYiOF+vHRZdveRe8hpJ0bM3rt7ZrLGPRiZcB8ppmjR3DNNtgllvY17iy2M6aLCJ2DYjtom5/at92JmzPi4lfMoxJz/vjpudt7RM+FwIR6dOyaXgWBmwAFjwTwvbq8KNAO/Cxj7+LPCHjiVirAFYIPY6Ry53sGk2V1CorRb1pMm2ex5VbtjpXr6GThgg/6g2EvL88A6PNXjq2p5nLhoZ6SdFWH1fffwBX+z5dCFVtUsMQU/+rSwr+Wq8l72/R+mxW0r5UnHShukJFSrkyQExA/qG7btgcXe6lr2PPH3NqrEoysGsMwki/sWrLpD9P2hgJEvjI/W0tRp3kzHMdwBY+Wd50y9BuABW+xoy5St3e92po6pENeD0P3224Zse3S2tMYoDJ18bMQcJGAdZ8brbys1E78qzmch7cWH6VmDEVNVrqepXm8hsXoZN+61W8j07iEpAK0AV/T3P46baSr+/fZbqmvMr+UpoHft5JkStcu7cBlwGchNBhwwlps8u624DNhBA61u0zWQKpb4WQ92jpeq3iqBNi00oNxH1dXttxOzSUnA3TITQatLHWlevTqsuCeHMBnefj9mK4yHy1Fs915YxJuMauPAzOstQOG6PHJizMQ1Vt11AEYCkNFq2qRxyIytBefW004M2wH1jXevtuLh1d33Ql2OVhS0h04Sm2/77UKWIcakY9895WS3sXRpvvTvyds28WwrVqudPPPJSN2z8mDi1V36aHWlQ/PZF8V978vFtTtbhZ6xMj05ZnDEXke18d3OxXHm+zZGa7xxhFpfAbw5Z5kKmFHHHxkxhwsIWvBT3Oo1IiNRzEHrIoZH4TAOkJnJRdMmxnYbwIBvKGOb6dIMe/XNmAxj/MJTseR7a7X5ozFWXzlw7ZTFctbdcdZ2BhwwVttnwG2/aDIAC2GEhOmXryiaQ17vQBcLoGFgw0+J2DTQ4pnUISC/dEW8Ru5B6JqhBZPtFsL1DijAfwDMvPthTBNmv+Wxu0SB0cdZonbXmsaFZ0XM+2KnBMGJqqbHkq3PowEHg+CQA8KmY1vPtk9na1vJ642IOXmh9MQAeC75x2oDMF1sgRh9LAkjQkvsUIlEH7CPjDkEgPXQJK5Te09sx5htO6YFeWvdg2CQHTM4bIFldMdwlPs2AG5rVZ0/2KHLlsfN+EmZmZRWtb1ifx9GEm2rRwyM2GfYKDnfxVzqA3dZRCIhc7Duv5loMW5QP2SZgicepVZa3VOvVVHosy/cSU+cdHLdu0fITFI7abqBVlhH3Zf77h2SoL5npTeQAECzLZPgZrr7l4vPYQCDszrFG1q2aaOEMQcTz7VT5uIMuG24DOi75sT33WXgMpCbDDB4hgJe7EG73xy1U07QRG6+qq5bSTx6L2khMSDYRGLuc+amlqHGjY1pJ12gex92wuLJmQMc+EYgJK1iDOz/oPa+DtIi+ub7WNq6YAP6eaapQJf7Hyl8g4PkXKbzOwD4F9Im4tpGgwYgJpuxudqULz43YgCGrrqhOM9PUzH0rri4RMwFsSQXxE1jMTyGXFJicHG9T/cHWkq/F2jMhBmGw2tvxUxUp2WvXcMGrRzO0ctvRE13gWeAiugUBT367+/Zlt0fpgd/X4Oey1T2772PY2Y/uSDy/QZw/U3PNRfByQCFG0BjDGLSBbhhYtKSfqaE9Wm1vkWamtxD+N3FugxQkGRsMFeMsVS1ZFtq3IeB0O69aRkMWYD/XQHP3M/yyQRlXTZS+20jOWs2aBAyPL+PkYYhnQ/Ij/DMgv2PuQpjZMcYSy2vbmmXgXQz4ICxdDPnPucykGIGpulBny+6NSkeWtqLUxWbqrzQkgKjbucdQwbB8G3lbllaWj2GU2+19qFbRrumiw0zQF6Z4NMaRisIwsToEo1TS1AqA/wtNg+ZP/8pYh55IprR1swN97hwXqEVD/dQ3FIPVSsfk+lsBAyni88JW329G+8s3lkb4MR2TULW+RfHXNoldxFbsu4mIfPUC1ETFXa+eAnV95Dp39ezy8FIwNGRSQht30cNClsB/iefj9qqfTbOVybXOejgsC24/LTY3f8ymdfqrOvjz2JmFzkRIggOWwY2mYvgZGChNOFOUPv08M9T06OiuIDT859PixhYPP96KCYQPVoUQE26Z297mYA0U9GsOqz9rRsZ06Orb37Cs+tHFUNflwwGBgaZktdI9zhy8TlALoAvnkU7tQiZzh38Z9asH/1nFpqRgGHfTzVmioxhYNJxTbpwGXAZyH4GHDCW/Ry7LbgMGET30b3gQehiwwxAFWdAxCAARscmmsjS8kS7ZX2xnRZr0ldeRX6t6P7jEt0v0hbVDbNZ/iu/rjKWpQeACDvm5GPCZscdQuYLAQPViWPVZobj5QuvOWZedfKVWIZre8TomATSQ+aEoyJmwmQx9gTYZCqaSWj64nMi0mGJm7seKO5zA/AFe+eiP0fEbBT7QL9TjNhnD8/U2yy0ViD7O73WWZMNXHM/FnDJ5wDQ/irGHeDxvQ+V5o0W5BHSEnzyOYF+2cFcM3WZFux60HZr0ypkgRQE+tFcchGMDCAMz/d8W+4F1Ww1PlC6VuedHjENxeL571NR89wrUUkQVO8ZGYyjrp29wBEcdh1FTp55ZWNjaTm2bxMSy1LMdckLUDQCWP5UBTtkHpLb38t+tlD+7toJ+4CQNUk6UgWYsBhyiyQxwjP8S0kvILTfRkVL8rLppsaCYT/OMdZkYIfmYo0VSiLccbgMBDgDDhgL8Mlxu1Y4GQDAgYKf/PCnanTOn8KmVw9f8JmJWbvWnl2GVqCqYjuxqmjRwp0nsd5d5f7YeGtaFav6dHDfZ8CEgDmT2sUakDJR3XdPWXTvIKq9aOfz5q/bd6pugGivDituQGBdRqr+DRbNmPExy3BoqxZUdFOYOFQmJI3mBfpLN4iNtEoAm4vUMwBgAzhz4tER+/2k1a+mAbAJCPSlwLZ/P+q+A4l8erq3ou+GaDNAO6A6bpOwGXAWZOJGqxWMSdqs+JvJL4yfR5+JrnePSawziP/TIg3D9vW3HSpWm+dnlFqmeR4DDGCwkwktx9o8nkLa9qQpMcuSBnioDLTEFOi8MyIWpHj+1Zh57FnHjE7lOqAw2bObBroKmHqJaCFAZ/denkEHduONYUbFzFti6FKwoGOgUIPxPWywbtLRban/f1oUN00be6abwC8kLjpK1mIrga/oQ6JxCeO0Z/fQWoMB2vlpA4btj4kE8wMXLgMuA9nPgAPGsp9jtwWXATN3ftxMKmPnjSg0jAWcBEePi1vdLWjliG2y7OoqOqJgoMCowhUJxgPRU/T0etIqQOC+EIKBLAMoQIWYDqmtKvO7yRERcfFVq+L2+EeMihsYIC5SywC5HSkziO/Vyspg7WhVMBuKvj9x8oa5xJp+oQZ2H3264XupbbW4l4ZRslogzYlq78FqvjptJxVljLbjiyS0P1Li3/99urhBsc4dPDOov4w8NNFAm2aaWiJbtvDMntKugdEDWIHT5B69w2IoxGzbNgAx4FiC3QBIRpGB1uN8CcAYWAa0gbqo3QyME1OGCe6Rh4btdeXY4bV7PhJbp5BDAYEiEM+7stFbhclzJRHQumXIDHsvZv7zWNQW5sou5/6uOgMAX906h6zUQjcBO/36IIshoEyF3qEC79GVrU7Rt+otBXcJmIaAYY22ol3Us8xjDKZghcEE41mFltqmm4bMJyOkUyjAMB732c1RPYP66G8YqGNVvPzqG2PBQwrfyDE4Af7gnne3Z4WTAQeMFc65dEcS0Aww4ZowyReDTt5FKko9pU+CjgDAzzxR0TeTi2ATCUhT3YQddbgG2VSfV6xpE+wrZzXYPejJ9N8/bKnWtMUhql5Pn91Jk2WEO3eSmw0VKQA2NDJgXPHA5YFdVw9k2BGI4O+v9VHRY4LVe5eQtYWe+WPwwA8GBgyo0KCYof3bTMwb2HKbaCB2+/1VIIjJSXe/b5ABqPyABeh8ADqiWcS19JVAHAIwsl+fsPnHjS7PGyQvjRcsa0nXMmYIsB3TEXhvJcHivwgUG67zhhZWMUcvFRfOPCVsmYy76vqlhXKMigUUBxBH5+9RKjwk/uY+AiO1EAKwbycxabOlXVcIOcrlMTDx5/kLuxbQdZGTTshl+ivcFnIBxx8pBqkA84SGFYDy2X8MW2CZdup7HoxaYLzClbg3qswARcyjNGalYEvhh6LE8M80ZlPxNxU90yo3FMAFcDU++rCwbReFPcdY9ftpxoJcmMLA7gU85/pjLI4GJkAZY37uGXRIMBbj/zF6XjEeS2bUhUWDbqzq93slAABAAElEQVRtUFB34TLgMpC9DDg5v+zl1q3ZZcDPgACw6TM3rFQm0rPdtsb0Nj5tmqolwBQP1vpbyo2mgRH4k1iS14ydAMY0F54zN24roTAkfv9dbkBiQPz+e8j8Ivzim+983Rw+iTAwYvaAZGidIfS5UYk/mdpiC2NbFXH/gdXGYCbosUgDi080kI3HPLORHHxcZCYDX34VEyAbs1XOw8S+2bVniSbcUdNFFc5xEyq+fjOz9eJay6hxMbN8ZdycK3Hn+voO3v/f6oNbMMUuPCtiPtKg+pmXqv+5QsswZhCnnhA2zXRvQ/cO1hTAP5PdH9Q+Ses6gvunnRg2u+4SN5+Pipm/X726oATSG+r5sFLXkYvgZIBrzuiUXCjg+rZ7Sy1AFpy9K9494Rl2mIo+nhcVuzQsRk/I3hOefdkVfDJ5VcDOpehKsa0QYovNNT5XwaW55CQoVsPygvkN+MezGO20EXq2cNw4SvJc/mqNm/FJx8iMQOPzhz+IWpb4DuryoHWfZVkvATiWPMYnd+UFbuLdu/qtquW9715zGXAZyEwGHPacmTy6tbgMVJgBKkOVaVvUV7UI1hZVpZC+kVSFoP5XFuhwJZhdDPhop/xWD9ulYoItXyGXR/1N9RqNgh22x/0mboGvRWKaLVsmQE2aB4nK08Kf4uYx6eq8+U5MzIr8Gcy03tmY94fnz/5Wdj6D9N5oXQOXX1dqXh4atZo526kF4JEib9XLxvlBZ+T620v13ffM386rXo2K+wKg2HANzosZFKMthVbqRg1VONA9LnEfGKt74UefxszhEqRvLG1CTA9GqyWFCQlRaK6B6C8u1D3dRbAy8NSLUVu8ufDMSJXP8mDteeHuDfdMxljcP2erqHjBZavNsy8Xb2EhW2eaezFjs0IIQK/BA8K2vZ5rhXHyXGncMkbfXgVtQC2KMHv0VjukhqKYCGyuboZEMP5mPI5URV2J6TfXWJz4UDnChZOASZfMDLMvlvMPcwjmEi5cBlwGspsBB4xlN79u7UWeAfRrfpheOXhD2+TTqjI/IWexR56MWqHo7l3WPVxrksLNpTdGIPKJ3g4/aBtQlSpZMxdnsphPujocT/Nm2mex4yZKdNxFdjLwiSq+TCBGClxwkZ0MzJkXN9feuloMTmP+cWnl4BgGCEy0aU+xrJTs7FLg18o9DBdOdBUffCJqAf7+fddV0nGRo0BwmthkgP8PiI33dIEy62C90ILvIngZeFLP9M9177xA31mAXBe1kwFyf46YuQBiywRS8Ewrdk3GbJ4JxmSMzdDAzfdoISCLsfH7H8dscRsAa4GcTilKf6QW0b1kfILZFaUJCoiww1okFbU//CRmW3Ubb2NUyIqZD9YUcuncoLidajCXSGhipvpZt7zLgMtA9TLggLHq5ckt5TKQVgZWr45bXYvqfpiKEO2MaGfFUJtXMGmuLBLMr8QyyX///Iu/DsT9sR5P/DwqBhBObfkabSSk++XXDrDJ5vnDGAL9C1z6XGQvAwy2r7211OqL3HhVxOoGlt0aphxMsMd9GTNPFKmmWB1pJRK4d9F60rG9Z6v1b0kw++ADPMuM5X3uawBmONpy7yzkiUQDtdvPCqAmJOfBhTGPy9kQoABQhu+wi9xlACME2qgv+wv31Lj5899Wm8uvLbXPNJ5tLrKXAcZmCMjne/DM+eVXfwxd9lj23j1kHY8BvADLYHNj3tKwvrSCN/OXRteSsfarb8bk1FlznTVMZZhTuHAZcBnIXgbc0yF7uXVrdhmQiwwTl8oTgXsNg4hO7UMS1JeFs9qDEIeGOg2bq0O7kNUywL0meXC9UFpbRBfRtLGD3rye3H/0GgPCltI+aC13SybdPJBhoHXpKPq3WCf8jitevgbOPBwvlt8uspeBgQd6Vk8je1twa07OwF3/LpULVdzcNKRkPYYJ3+sLzgzLpCNmHhajtBijj8xDblZe0LvDOGSiWLa79vAnXq8Ni1oWCJPgRBGB9pZ7H4qmVZXPp/xybUyd4e6DQT5nDz4etaxxvsMJBneQ9zff9w3twROOCptrL48IpAiZS4asNnfcv+6+iUYUzzYX2cvAW/+L2jFaPrgoogvWQ27uuJNGygyLcZbdWoB2sgYYWdtJIBgF7CZigvXbD9aYXCbVNvmrHFBpt1ypcXc24kfNJZhTuHAZcBnIXgacK2X2cuvW7DJgJ2xUjSqKXeRKaV0k9aAFtKqzkdwANTmmXQonRn523tGzIBctkAw0liwzVtAX0AwnHFwDd5ZLHdoHs+Vkw3o6CkzbSeARbkzoHvBw79BWNtACy2gtWLjId2lrJbF/GBXok+VLAPhtVteY199yE8JsnTPc/TrJ1RSwxkXuMoAuIC6yJx4dsSD3AoHafz03YpZKF/Cuf6+b3OVuj4KxpXpqCUfHhfvlxnXk4CV3r4P7ha22GAwx3NAO2i9sCwm4fhZDALLguvnSUHcfDPr5HjU2bluqaAP+dM2zPej7nG/7hx4UovqYb4SEHdwht+phYpOWZcYzHsPRm6JhobjTBu1cMTbtJaCpVI+shAto0PaR/Tmkn2d26+UZT9cL+nO4nSe0e3kfE6w2O3vWoGqmnDUR3+c73K2LZzXCtmoosysdK6xlxu1E2evNvpjBfzDSAvx14TLgMpCdDITiiuys2q3VZaC4M7BamMKnqk6iIVaTiEh6iJa2Zcvj5bYFMZFmIEi1KhEARzygk7XDeKhT1WLQks/W2YfKMZGcvvxG8QIFifOcrf+vvyJiRgpUfVVsHBe5z8A+e3jmGFm/4xSLlhatlsUWhx0SNu1bh8ydAmdX6d525/Ul5rW3oqbfvmErOI+gPlprH0psn0DThklNsYxo0L857wxpJ10uwRoXeZGBKy+OqDXLmFv/VXzf52ydIMY+tFIDdsGOf+oFHAIrB4sPPShsenUPmcvUWukiOxnAAZQCLW2EQQhYX7hL0qFBFwcuxQf29azWLkXWbZuEzAAxCf/zWNQ+cxP73ECsw4O0HI7wPFvQBf3o07g1tEosk8v/yenuKhIlNIJzuW23LZeBYsiA4xMXw1l2x1hrGYCtVdMAxIIxUtGEDxHPZFCM7a38eX1QjNcAyWjPzGdQbFM5+2ynitkb7/iADYPiiqKy9yr6TNnXARIT7QBd1bLavo2/QUSvEV5N1nMr+9nK/k5eF+tnOwTr8wVdKzkwf9Gs/dtL+it1xMpxoFjWUlzlihHtxU2RVqBiBMVI0LiJMcOk5O8XRMyWqpB/9W3cfheH3FRq72V8V2A2JmKGKvoV3SMTyxTS/w1lqPLb7zV/vhRSToJ+LNfcUmq/07T9uqh5BvqKMXmHAPPdeobNQ2pZveqG0ipBMbbKs41nHM+6XAZjkvJ+crkPudrWG+9GLdjEmK02AgYhY0UKwsReu/vg1udfxG3nBAATYvl0bBAAXhSz+Uxy4Oj+pHQ9kTH496NRuXXHag0UY78yMadIPj73u8uAy8D6GcjtU2H9bbu/XAYKOgM4Py5V26OLzGWA9tBZc4zB1YdgUHzp+aLUlQkqwv+5o8Q0EtU93Wi8TcjcdUOJQduNOGAfzxwgtgrRSYOqk6TTltA0si+m8E/yuvr1UcuitgMIgNgr620npkxtxQC1F3wqR0oXtZcB2FKt1cJx3t+Lhw0Ey5XWwLNPDZuDpbU4f0HcXHdbqQXy/35hxGqLdZLgPsxZGDdD34mZb38oXmCogUSeKYC4yK8MXHbtatuexXfcRXoZoJ3tlqtLzP77eubF16LmsmtWmzETUntm8YyjlS5XAZD/wG0ldlzC2CTxc9u1a5CbXO1IGtsZrGuVe3Iqwfj3R0l7tGyR2udS2UbZZRG9RwQfOZGTjwmbg7TPB0oDjKD4OHaCLy2CVEn7tiEzQ2L26DQy9qKogng+ny8vaJlM7sAob5lcvMacgty6cBlwGchOBjacUWZnO26tLgNFlQGma2gSuMhsBlpLE+2zJNBmvFz6dpdGBFoPP0k3LRG9dwlZfTe01NINJuAvaNBdmUZcuutO/hyTe7az8mefEZP8Xq5/79bZM2jZvTTUtZjkOveJ7cEY3EfV7etvKx5QDID5oj9HLDCM3mH/A8ISRPbMTXeXmn/eUWrOOiVi9lV7KQGABiD0SpG3UqMvCZvBRf5l4NZ7V6ugU2IWL1Zb1mepATr5d7SZ2+NddE847GDPbCQt1v99FLXaTumu/aWhUekWlpjueualCqqlu03AsSliviZvDxH3oAcFyWhUTP13U7tWR4+NScMrJGfWmh0hLDueERXpd6EPRjER0ynyCUA2VO2RcyRFcMrxYUORE73eJlpuusCwZdIO87RS1ofO3I7Nje6lxowRSzvExgIezC3a1mLxNODpcbvnMlCjDDhgrEbpcx92GSg/A1SWpjtgrPzkpPkqgx0AsGHvrQNt0IkAGMNRaOjbfnslgziYYi+86v+NXTtOnbCxlqklFU0ixFKJP54Qtq0t/I7TEIMmdIwQUmV4RKvF3Hmx9QRZWbZsVLaNssuW/bueBF/ZzvsfbzjoRPfilOPCZpEmwPc9HDV11ZZw9OCwFcanwjlidEwThJhZpAlWJoKq8BfjNtyPTKzbraPqDHRQFfu4w8V2lM7J/IVVL18oSxwsIIzv9uVi0yB4/P7wmGWCDpZOzZPSEUNIG6e5vcQUwTyEyWWxR2MZqhSL0UChneu584x54rmoOVXPH+7tk6a467myc4xjN5pVtL19/HlM7WzrxgCVfa6q974QcIMTeDJQVdVnavo+31la5ZODghROmcN1bMgsoIcFW/ZStZFXNHahSHi0dChp/UMi49dVMm1S0fCt92OmvPU990rUupGTQ8TmaR18Vq99p8Ic44qLz4noWvSdFhtsGbI5ef5VMasEwOwgPUM0rYZc4k8Z/6F29uq0rQ97L2oGHhSxQFVNnBoxXWkohuywNU7kAGFoSoJh0XLP2A6g6IXX1OaosRDjOuRFAMlghTG2GzEqbgYPkCHAas+0koFTopA6/LO4WbWmJZ08Skks+dQE8nfmFoxzN5KjpguXAZeBzGYgdxzXzO63W5vLQKAzwCBilipRLjKXgZYaCPw4e/31fSN2CayJXXusq/LtKpCM6uAIiccTv0rs+D2BTk9rgr3gJ2OOGBi2Az3e20aAGQNMln9T1VC0w2gbIEpKfAfPeqLaVxWVbaOqzzaQqCuTfarJycHg72KxaDbf3NgBH++dekLEVrhpBfhA4MFuPb2MtYOgn4Zu0TMv+oBi8r6437OfgW0EdJzxh4h5+/1oTidq2T+y8rewiVpbzjs9YnrI4aueQO8lS+MWFGNpRPRHjomZPQSEMfnh+/nYM76GkAPF/Hw20HfVueqVf23lw6ujVIB498OY/c7z3XexYQZw0QYc4rmH8yxGEy+L6ZWpeOalqH3mtW9T5uGbqQ2Usx6ApsMHhNf+wPykLRqA66hBYXuvW7LU/2BF4wpa/7h31heA9baAMJxOAdAaqrhAlLe+sMaks+fGLdMWttwWAsgAZonEWKejCjPfyLUT8JFiHeOq+TI0wPzkJwFOFOIA76oDitkV65/Zc8Tk0titJsHzACAMPdaunULWbIHxUtMmcokUw3qW3kcfjOcELDAKnImWSHTE+H3+wrgF1mAcT54SM++poEgs1nOHNsl8CuYWmHK5cBlwGch8BtxXK/M5dWt0GbBi+b8luUS6lNQ8A60EYJWttDJA+1yVQFypqGr+KLMDWrCYPGNYQDz4eKlE8z0rBPvbb7wWMkxEGDwRLJtwCYvG4tbynYptKlHRNjA6YN8SgXAqAFxVAeX/kH5h89vquLnl7qgdlKKFQeWc/f5+mr/vCzTY66YK8+PPRu2gsKr1Vvb+gfuFzcSvqt63ytbh3ks/A2eeEta1KDbEG4V/DmCHHa7qPZOdjz9XC4v0gfbaLWK/w4nvJaD3nrsay57AyY9gYufCz8AWuh9Mn1n410ohn+8XX4+qvcsYvvuwcFz4GcBx9dD+YcuKmTApZm5QO3W24ks989Chmvx1br5LtPVRFEjEpCmJ34zBnCEZ7K5oXNGiubEsqQefiFrGFGvYU06FZaPs+las8BlgAGq//BK3YyLApkQ8paLYR2tcfikYtmnliYFWauZJ7xF35ATTPrF8df4fOTZqcFke/2Xq926YYH329MduiOhTQPxBY58Zs2Kmc4eQZRk3aiiG8Ue+dIkFwLSvsPJou/3sCx8ka7xN3BYeebYkni/V2fegLsPcAqkPzqMLlwGXgcxmwAFjmc2nW5vLgK2mzZjlEpHJDMAooUr67ocbDpBppwR8wqFuyhZxq0EEo4qAdfW38yJWeBX6OZVPAhZKIpJdOtEu4r3kwWJiuYr+r2wbrGfzeus2Vl2HpoSe0pPPxywoxra3EkOEoLJ89CB/EMy+0kKxsQaQCfDALpTiP4CKLZqHzK1/2zC/Ka7KLZ5GBk4/2Z+d3PtQ5tgQaexGxj/C9Zlow/lOjA+AbPTTaAfmvasFBtDSQ/UfRsL5Z0TMPf8ptdX9/WV2wWdqcl1n/IACskIm1uSsmNptA5L6jO/GPf+J2ha1M06OmAceLe77L89SjHNwDJz8Tcyce0n28/GQwKV7bipZD5TP+ElOWiHs9bKst2YSiycWiJ2ViMrGFbgVE9/9UDmYl7w+jE2OUesl91MYWLCrCH9N/u9lx0IJR0f/3fT+hRU5WAw5xnArVla+DloDKUrSCkobJKyoLQX+PC9ZDJjFAF8AW8cfKXMWFQVhESM9QP5ghnUXGPb5GjCsvsaCPGNgkCXAvsq3nl/vMsfYcov1x7L5dQRub10GgpkBB4wF87y4vcrjDPwuls/M2ZUPWPL48Gpl11toQDS7gtZUqplUCHtaHQqBXxpQjZMoP0HVEOr8tbeW2gEV4NpNQyq+7TFxTzUq28YMgXE3S0A81WCQh6baURrIAhzAnkEwlkAA93XpoGUy+u0bVquKu2YzmdPqrguNm9YtPXPRlYUltp9wBoMVRtDywwSHFkmOGQYC312CSdqd90fN+WeGbesU38OFmiTe9e/MXud2YwXwDxPjioSoC+Dwiu4QhtxYanAn5HtRHUZxoSWIFv4B0thCKxTNqwvUMplL5z2efTwDgwRMVjauSGgLAp5h3gMAVFUxj4IETr+wyLh3HCBHz2bb+gWZ8q4n7sGsNxFVrT+xXHn/zxZTfmc94xjDRTUcogiSCJjwaPKiCbaHWG9IOvyg8c/XYvL3Uivn12JRo/0FS76viiXsE4AQmmG0aFIkoKiHy+gmm/hjGEA12j4LOZhjtG3tmToyonDhMuAykLkMVDxDzNw23JpcBooqAxtJm2r23KI65KwfbKudGPisG0yV3eDnYogdf2TYdOnoD5ASg+rlK/zPdO3oqX0ybtkqZT9b07+zsQ0GdeMnxc3fpa+Clsgt//KBPSq9/ft6Yr7FLWAG+LCHzAcuvy518C1x3ExKuncJmUv+kf46Euty/6eWAZgRtMzefl/hAEAwmfrvHzYD+nnW0fXqm0vN3tKBwSQDYIwJECwNxJ5pYUoAAXPlIHb5taUGXaGfpflSCC0vqV0N1V+a76zfFl79z7glg52Bfz8qYPiMsKHd/suvKn7WBfsoUts7ilYDdP+DzQQYcoXMN35anNo6MrH0o2Ie3XhViWn4eihjRjY13a/KxhVfqe0zGg2bc/4U0TghZnZQ8YFcVhaYmmDmgwvnJhLbP0SGJ9UNxh0Yn3QXawv93FRAJ54Hq/V4222XkDQkQ5a9/8xLMdN4a2N6i+UPKwzHyVffjNl7PmO9YSr+AcwtWRqyDPlxE+NWLH9TgWCNpcnGeK+fnh3oy/I5hPQBw1iuWII5BnMNFy4DLgOZzYBuWS5cBlwGMpkBxDxLC4v8kcn0pLwu2g+3libYOx9UDB7gLlW65u1EGyUbYgDHgJtWyz+dJFcrCd0TsFWI38ucJyqXDMgkNaZl/NavWNKyic/xWZbjp6ptsGzZYLvlrQvmDOuM6n8GfbfeW2pFZS84M2Iro/c/EjXT1EqAG9WFZ0WsUQBOUjUJ2jaZjCUEf1NZFwNVxIPrJLkjIQKMpggD4lxEROP7vVUNZ7v5FFtsjvhxxLwjsf2qWmLy6bhgbg7q71lm2O33ldq2nW/EaiAQl6YlBgYkbqoD1TaFbkwi+E5M/rowdGASx5SN/3Focy2m2chs7a3z6+8kxq/vBPcE7g2FHLTo4TJ56zUlBu3Qa2+Nmn/eXloroBh55tnHMzAhYZCt3PN8T4wnym6Dex/vJ6KycQWs+Acfj1pW7c47Uoj176+JgiDrKLu+N96J2rEEjo1H6z6cEKvnkzEGPGs+Y39Z83tijIJcxRJptp4lLTwE+5OZZInlK/ofFuSWMhBiEy+8FrWOyytWxi1ANvwzuWjKaRIJCzTDAOBYNyZIxGgZVKC3ekAfzxxxaNi2YsKkHysADNkBADY+U4z3QuYYzDVcuAy4DGQ2A6G4IrOrdGtzGSjeDDCwWbjIqOIbs5O/igZBxZuh1I8can0r0fCH3FgGxUphVehzATbhfJetyMU2EvsOELW5Jk/LNFgtC+4llqnO/wxC77mxxDzw32hKwvtYyh91qLd2AMu2ADtgBLXUQB0tk7P/mpt2GCaRt14TMf99Omo+GZE0sygnATiOwrShHbW24y9nR+wkIGH8UNv7k6ntc0399dyIZSf83z9LrXbPqcfLbU1fvblqC95ZjIChb8d0DqLmyosjFgimvSdZ3yZT+1Ko6+H7BSB95wOO5Vlo55jvDoDEbSqKFGLAEoUlCxj17MtRM0kOgUGITu08OYSKhXXJantPCsI+sQ8VjSvQ2+J+CgO3ixjx55wWNo/JhOdjgU0VBcUqGFeAXDhephpbysny11/FzlIrZnWDezwul/vuETbffh+zhY/EZw8S+x0QDOmIDmJPPyjWJEwwin0jBMYR3OcYUyxQGyiaky7U4qrz2LSxMW1ljgDDOhWg0uXPZcBloPIMuFbKyvPj3nUZSCkDq0vjquL41a/99vKsNsIi6SnMUDXyW9lgw0hykVoGdmoRMjhT1SSSNS1qsp7KPpuLbSS2z8AUDaaaxl5qcVvxczwlUKxzB8/8+dSwbV8AjKLtDRexvmqH4VwFOdi/aDRU68AYTKmttzLm0qsLb/JLqe1htUoOuTRi/u+vEZlP+OLHsAVgOpxyXNjsL32b16STB+vhtBPDliHDfdJF9TKAsx3i0y4KLwNoUt5wVcSyKV8btoauXACHCYsYYX3uAU88F02pHS8Xh48j84qVntxxvUCJtVc0rsCwBdAMlhii9eg1jqxCV4vCLZql6UbC6TuVz1OQBLhhDNehrUwVxAgmaAdHG+whPQPq1g2Zrp1CVkQfhj+GLYlAF42fYg703Zo0kfFSE3ThBBaqg2K5WHe/rgrZglImTBKKOb/u2F0GkjPggLHkbLjfXQZqmAF6/j/6RJR1AWA8rKjqoOvQsa1n9t1dFsvSvFoiDY2ZAspoL8J22UXFGWBAgI7W3XKqc5H5DOD8N1zV3FTiSDHFqFJfp9aXFWsMAcZNNOZD2bwzQGfwS5x0dFi/e/a78OGnUfPGO/522rUOmSPVFoFwMAPtDz6JWWF2ABXaZnmvQxvPbCx3qjlqEXlegAoVZTRR9tg1ZF0+EfF95iW1IJZTQQZ0wrqelovVmjR8JfFeKuld2ntrHRKHXOI/+v4hV0TaQXFJhDHAPtDCQpsfg3N0sgD/EnpXiEPDePiX2jjSBSZhQPZTa8gNdxTuNc1k7ukXoxYE4/w++fy6CT5aYok2W9pgYJW5SC0DDRuonWhCcU8WU8tYfi1NyzzMsR+mrc+wya+j8PcWt+hBapv0QnHz+ttR875cGYMaw0fEDc/EfHAxfOTJqNlObeglGiMt1Jhy4uRYIAuvMyT9sKuem/c9UirtyRJrEgCws4XaKwFJB6rtHjMRADFYw9NkpITwfjFHRHOHbe3cwdM5lpSIWHWMtRZJXuNbMfNffytmHdaZY8BydOEy4DKQuQw4YCxzuXRrchkwS5evY4UBjmGpjDPhZ19ETVjftgRQBv3ZsnX0sEMnYJYm+rSi/Sr2jYt1GQCc+EmtqUuXrXvN/ZaZDABQbaZKbQKwqs5aN67jt2IAgiVAscTn0EQjEsAY7Q8fqa1jJ7V8oCczcrQs4rXIuRIMhqWGS2Fr6cscMTBsmZXomPzppIhpr/0aL1fR6freAEThaogO1cCDfG0qquK79fTMeWdEzGUSay4b6KXgSoruCgNK3LcQdB430R9MLvs9bsEvvp8AYWj6tNb3kcnQKgF+CEEDyr02LGbBuz5ifsKAImj9QCwYsd90ghbYU46LWDAQTZtCDlzCML3gXL37QcwsEMORa4M2qg8FliXr6RRyHrJxbLQ0TdezxUVhZgAgnpa4PxwbNlfIWCWV1rWgZKSbRN4PO9hT4SGk+13Utk8HZd8q2g90uPbfp8TwbPzqm2Dfnxkv8hP0eEf3/qsvi5hD++s5r3Hcvnt6hjbQUdKFfVFFr+2a+i2hxayXVaJxAQX07fhpqvbZhpLJ0FyCllKuw5ffEOipIl/ZYAzDnKO+ngcuXAZcBjKTAQeMZSaPbi0uA5pkC+D6seJEYFPN+7PEksBq2lOhp+k2eiBqYLDzjnJt62nMSgFjAAw/Cij7ToMeREmLOXYU1R5RYheZz0CfvcIp57aBKrvEkjUgWGV7hRvhL7qe0Qi57vKIadMqZAEnqpyPPxuzOny4Ud11Q4kFwBgAdhRwMkqCu2ieEW+9F7NA1EXS44Klhh4XgApMIyqlncUCK+vghssh7K/tBajVEZCHBltjVah/mBa37Sbo97Begja/Tu0FMmgiih08sUAtat2kofa4WGaAaT27yk3xlagFyRi8woQCUEsnTj5G2jpiyb0gLbZCCVzO+oplcbs0kcrq3T36bKm5+tISc5qML74Xuw82BjpwaNG5SC8DfH8AWGf+6O6L6WUwPz6F/larnSLmZIFjOFbmS7QX2xdAjMk9RjjPvZJfjFDGGzwbv/omv/Y7qNfHQhWRblF7MMDYJmJnb68i1/8+jFkWOPsMAFRswbikqcYS26o9kqJfgy1x7PQLboxnvpEWW3U1N5lTbLk5pgUOHCu268gdb3Yy4ICx7OTVrbUIM0D1BkCruoEw/49z/M+MHK0/9FxLMMoAhHbtgdCpQAhV2VgO57ply6u79sJYrnkz2XiLueMisxmor4FYR4ndXnRlaoP/hHlBAiCrbK8SA7uV0sIgYFoxACR+mO6fU4AUmERYzW+l9jDiuzUOhvwOCIaGCtuDeZlgGdFuQdRTu2RyMDa8+JyIJpS+BtPc+T6IwHervECjhaBqffQg30aTdfy6Km5gx72nth8s6veUVf0OAtoA52BCpRO7iznVTpPGCy7TQRdA1BOoSAsMWjdjBSDSRlsWGINVSBsrmnSAk/+RnswXY9LLXwGkLCOHQM5/UwuSi8LPAKYUd15fYnbvFU/7vpOrLMEQPkzgRzNJH4weH5PTZGrPllztZ1XbeUJt37hl8oxMPO+q+ox7v/IM0CaJmQQOmuedHl4LilX+qcJ5F0AQ6QhaX5sJDMM4KQGEjZuo1lGKv9WfOqyXGOYcbXb27PN3vTfcHy4DLgNpZcABY2mlzX3IZWDDDITDooTPr8GkTw/GOXN9XaVRY/2nZJM1OgPbb2vMLl194dqlEvf/UW1i302NGX4v1GgsNh3gSnk6UoV6zLk6rj2kwYWj1cqVqW0RYIgK8C7dPAGWUTu4S6yB9q6Scp4oyeO95dLYI5oJiKINBK0pQC8YWwnQlwpq2aCqzMAS0Aq2Fswtgv1JDpYBFKN94zmxvIjL/rL+TqFbl4hlAm4IXCpflxh82fhWIB0Dz0Ga8LFtgDJ0UVINJlnHHxk2z67Zp1Q/H7TlycXlF0bMFjrn4yWqnGD4lbefsO6eekGaWJoApCPeXN46i/k19MXysbWumM9ZTY6d++zxR8Bgkj5pFl2V091HGECwgWhHx437vEvzExBLHD/PRJ6Ne/QO6ZmQ/PRKLOH+TzcDjOUY0zG2m6eiVaEGWqkWCNM4h/EMhT+KRAs0dho1XowwgLAMBZqdyWOaDK3WrcZloGgzsP6MoWjT4A7cZaDmGUCfiNaxTMbceQzSYmb0OH+tjbf2KdgI0nfvHLYMDcCx2RrIfS+h3kXS4yqU2KGZJ5OCQjmaYB3HPrt75qWhGwJB1dnLl16P2TZGAKc3JahP+y86YH2lxfXSG5Wvc9KUuDl8gDFHDQqb9yRw305C9DCzmFAhLItjVk+Bbis0OaH1cdeeISs2S3vBgAND5iS1IiZa8miJ/GqNw1Viv3HIhFUGA6yHmF5UqGF6TdTnCVow9xL7CxYYIN5IsZd4rb+0w1aJJcb2+W7t0cszl0vbh0Asmu0CyKUrHH3iUWErLpwPos72oKv4h1wM1blHA6k6QsnvD8/cRKCKXSv4twGSYRK7KI4M8N1Br+sE3UPu/ndwQCcE1DE66SY3wSly3D7nb4XBhOWqeletfoMPCVuR8+K4ynJ3lIzpGNvNq0kROXe7W60tYfSTAMLQCMPQZ7nGMAt/kpmPtFOzWdxlzsHco67ANxcuAy4DNc+AA8ZqnkO3BpcBmwEqN9mOeQt8W+6EI9nWjWTjLJZMc03mO3fwTLRUTn9qt8TN73u1qy1cmO09yt76Ed4f9l7lQEv2tl64a+Y6obUw3ZZANMCoUA4+xLOAEZkCKEGjC9BqZzG2AK0SbY+JTPqtw3Gxh6LmqMPC5o8n+NQtXCAByVgHzKNT9Xr//f22RgZ9n4+Kal+l8aUWBNwm9+ztM2YefSa6tg2Tz7J+GEmI+qN51a512FZpYaVFo/53E4F/WkjPOsUHugDGcID7w3Fhc7T2KXEsU5JcsRDyBxgDnKPtM9WgDRPg8KIr83fiCEMMliCg5VKxVgBA0QrrInF92CKwwYpRKybVayETyzdCmHkN8zIT63PrCH4Gbrmn1Lb3cS9J1UU400cHMxi3XvaF+/1fh6xOmXmc6X3K9Pp4Ng4eIA1LPSsniBHrInMZGDMhZg6Ss/OI0ZlbZ67XhIwAQBhsMATz68isZ7lY7fMFhH0yMm6maiyUy2DuQSuzC5cBl4GaZyAkwfDcfoNrvs9uDS4DgctAqSblw+UiBSOmNmOrhrSZeXpg+w/uaIwJq+/6A6NsvoC1fAio6IgOn/mX/AUTgprn806PmF9+jZsHpfdU0+A81ZOzJc5IqegeRYRBbSXHSMCU8tgvdbXeOnV8jZfkJxTb27xeSJXYuAXfKtp/Krb1tBzukYB0ZYPJ3a/KQXJLGoLmaH8sE7iWrJXVRy5ax6mVCY2UVJ3KsKS//soSK9gPkJSPgVDwGSdHrFPbWE1q0EmbvyBubryr1FapEdfHQfTO+4PDZsnHPFd3n88+NSJTlrh5TMCwi+LJAC7WgPeXXVNaKyD0Jpr84yiLyy96jw89USrpiMLN/2knhq2j5l0BYukVSrbvv63EPPp0NOMdFtnKz+Z6jm8LEKYCNIAYYwWkH+ZrHDJNBejpM7O15eqtF7fnPXV/YFzlwmXAZaBmGXCMsZrlz33aZcBmIK457zxNFms7flIr5U+LYqpy+nuCHg0PctrDBh6op6aKSrBq0HdAAB1NsyAGlbgFC4K4Z/m9T1sI+GEQddEVmQExYHT98kvq1z1A8rxKGJa0RP5cznqru71f1GoG+FdRlKd1BUgG4JYcMKVwUqQimyooxnqOGRy2+mn5CopxDLSBthB787rbSq0+zE4tQoaf/vuHzdC3o9a982yJ6++t9txCaRXluIMajVT8+Fb6fC6KKwMfq/DWu4dnjh3smfvXuPbmIgMwbg8Wg5fvO4zZm+6KWn3TXGy7NrfxzEtRc9u1JYZnpmPDZvZMLNBYmTHeN2rBDWJsuaUPhCGWv21jGQeV+AUzCsvvfxyV/EKw9pq5B3MQ44CxYJ0Ytzd5mQEHjOXlaXM7HbQMMHgElApaLFpszKLFcdsGxr7Vr78OKOvfV4Li2m8qX4AUU2fEzI8B0fRCF8o69QQtoXm+P73ldDpf7bUrfs7zA8nR7gOM0Zo5c3bqA3h0zNq08syFeehCyf2syTYhM1st2UzIP/jEb3VFV268Wkt//jIuoN2z2nA4Ug4fETL1xcJzkf0MkOegTcyyf9RuC2TgJrE075BLZfcucTNGzo/ZDooCA1RQQzj8349FDUYaxRIr9YzkWckz8+33U7//F0ue0jnOrwWIMcYLCjDGuHgdI8zIFAggTPq+Apzelt7c7ICMiyvKNXMPntkuXAZcBmqeAQeM1TyHbg0uA1Y4PB/SsGSJMUskcj55TcvnllsIKJNGAtW7AzQIjkQ0INAgeD5A2UwBArNq56i2Uyvoi0PdYDTT2acd5+PPXAtWdfOKTtqHn6Y+GQRQg9nx3kf5l2u0/RCebtE8ZK66odTgzElce3nE6u08/GTU0Orad2/P0G509c2lti2mujl1y6WfAa4rhJ6nqi2+UIJjKi+SW6jLez+or9FyGNXp+V0M1GwEBiDcW2hrzlaO0A/Dibe0NG6ee1l6gtLcKsb4ZETU8MykOOIicxkYKdf13rtU8MXP3GYqXFNDsW6bqvBDJwXO7/K7tnIQtAYPk0P1HJle5VtgXrS15ClcuAy4DNQsAw4Yq1n+3KddBuzg9Mc0GCVBSN1SVcVoK0u4+6GlkGi93E8ugxtBIRejjBaKaWKUTZuR/b1GJy0eC8mV0A1GM5ltgI56m1H9dnnNZF7LW9eRh4atfsrQt/Mr1wBiB8mhk7bR1ZL3++PxYXPrv6QlJiCs8dYh84acKJmMDzo4bH4SExXx7YqAjfLy4l6rWQZwpFz1mzGl+XVZVXjQsBzuv7WkXLbDRVfWjpZWhTtbzht8X377LW7e0GQ6EX+/MGLP0fVqPc5GvPZW1PToWmK4xzz3SmaBd8w1Bh3sP/ff/iBq3inyZwXPyoMP8IsE02a4Ql2mrmfGdvFY2DDWy0WnRaOt/HEtBWCAsHhcQJjGvQBgo8W8zBft3cryzxwEYxb3PK4sS+49l4GqM+CAsapz5JZwGag0A6tXS7OrQPSwlgsEw13n6zWufMnuO3vtLuHdPnG9r3Y8AWXTZ2bHfWe7pjILCIBeW6UnPQ/f3G0Xz8zKUwA3n9LN4BtQeciN+WUcASCOG+jLcpwEAOvYzjPnnxG2x/I/uYYCgp10dFgC3J5p2CBkbhNglmCT5dP5yed9baiWn2TDiHw+lsS+A47hAotb3doQBlGexuDa9wPyC1p70agA4yRgbKi+O9mOfz9aaq68OCLH3lhG7um4Lx4mQAxjk48/j5lX3sgOqJftvGRj/TwzeXZOm5FZEDIb+5pP62SMx1gPg5xMB27tiQJvk21USNB3lCIwbu0jx+a3W3tFuWIOwlxko40ca6yiHLnXXQaqkwEHjFUnS24Zl4FKMoAewfyF2R8MV7ILWXsLbZFvVsTXakHQxsOAgwHNHj3VfimHquVaZsHCuHWq+m5N21VNdghm0+hxmR8s1WSfCuGzvSTc/KB0YlxkNwNHDQpbHa58cWwLS7AX585t1VJNJAT0v/wqpjbSkDl8YNhM/jpuXTkR4N5Ejp+fjkSA2H1Hs3slbbh2AMlVqzZ8Pd9fmSo2zofSsSsb3Tp75vABnpk6PW6BWliMH37qA7cwGM88ZUO16aclmn6sTC++0AT4zTWAFQLqF5wZNh9JL4/nFeucocJOh7aebXt8f3hM7GjpSQkAKdGo+LMvYub5V6OWHTnwoLDZs7dnW1hXqz3yq29j5rFno6ZLe8/QdszyQy7xh9L/uKnUtG/ts/q+GOMfzb57eGZfOdty7pYulWafgKeasnZ/nBM3EyfHDPcaGJ3pRpudQwLEwqax2spGjI7JPTf9daW7D0H/3NvvxcxpJ4XNky+4Z2cmz9Wkr+JiPob0rKz5c6SxwK8EEMa1/LtYnEuXSSNzXtx8qu/yogDq/2Yyl6xrvsbgnhMay3Ra3fqKMAMOGCvCk+4OObMZKI3GzcqVmV1nUNfGceKIlnBF21QtVgmgDJHavtIpY+KBux+W7umIq/qDdDdAz+Q10EmTOCaVEwV2uMheBnbp6lmA6S8Zcv3M3p76a8Y1E5H92+8rNUvUWkK0b+OZkWP86wQ9o33kNnnqCWHrSvnKm25y6GcutX9pRd1Sovmb1ZVGWN2QQYdqY/1ENAJD11G1FRuxWFzsBl+fipbJXwWC/fyzWLq6p+KMh8vwipU1n0imtvfZX7pLB7V5110HctGuCzDVQAy5bRqFDOAtoNZOO/hAzsjRcduuCGOKKFHL/6D+nn2N1izy1q9P2PxPwtm/676HThRMTgC2Vi1Ddp3MITGVaN8mZA49yLOfwT0WVh4FH8Ttf9DynJNxMpzAiAINH977SaY2CNEDUi77PW5BJe6v7DfLsE1i916eOf7IsAHIevPdqGkuTaPuAvtqCoyx7n895Lsmcs8ZNS61+zrFJzTEdlQ+x+s4/nmHe96S0/KCZ+bq1WHTqX1IYGThfffKO+ZcvDZidNQccqDQ6DSCdki0cfk+bSOAfNUqAWFLQ+ZHfUcBzpcuTWOlef4RxuY8O3imuHAZcBlIPwPuK5R+7twnXQZsBoqhGlXRqf7lF2NbrGizIjYWmwR3n23FKOvRRS1lEuimPRO6/HQxTADKrK10BSts2sQIZIzbiUcFi7iX08gArSDfO822NDKX2kcOHyjBfdm550vQwoaIPoyWD8SaoT362MPDtvqMrmBiUt9cDmKdBa6On5TaBDxf8pCJ/dy4jrFMWiZsiWJBo4bGwFYCMAEsKRX+8LuAlNX6HyAFph6TGd4nYB9HBAIxuQHsKYnE7f/8vdFGWoD1iLV04VkRC7bMlUnKHLEiAF6yJfZudyzL/9DC12zbdRshHYBhicDggWcNk+DrZALRplXIAGIl3AIxgSCHDz4etS7MALpn/CFsenb3bLsh4C5sZliOAGPENbf46/xuKmyyiGXTThALC9ASptrOO0nnUsAYrLNOaiveXt+BOjrHnMfGAut+mIaEQtyew7fEKiovYJpxXq6T3hjnmwAczVTwnT1C95zqAmNcm4eKAdehbUgs0Jg59xIHiFXnXHw/NWZ26xkWMObyVZ18VWcZwOWVAv0Z882ZW8kn9HVlGcaViOUDlP/ya9wsEfhF8ZU2f8aYLuRAr3E2Y28XLgMuA+lnwAFj6efOfdJlQNVkY6tULhV+Blb9auyEgUkDwUTCnyQa07WjgDJNwGE/8ACfIe0OgDImi4mgnSsfHYES+x/E/2FGdOmkCeWt+QPYBDGPVe3TQfupLUvXMvpcQYrN60mXSuwjtKkAVwAJmExw75ogoGv4iJA5Uu2SCO4/8N+oueT8iLn0An9osEJV6JvuKrXukzuIZTJ+UpCOrHb3hXbynXfUjwCUltKaghG28mcYXmLMLvLZRu99LB3G6TFrYJKJvW28tTHNm/nsp+0EJKEDBwMNsGWxXMmmzZBe13cxy4wCLMuXoL3w5aEV358SzwiKJkQyKwIGV2+1ib82LGZbmHkfvbIly3x9PICpLWQq89SL638vE+sEcCNWy4GRgG0GyAaTDyHri8+JmFY6x7Qq0R5dB4CymnPPhhLDnq7JewIUY/1cI5mK19+Oqv0zYg7UvacicI5tbaU2zgFixfWSuD66gOf/ffV6z91M7U+hrmfoO3Fz+UWeNYngvukiMxkAELNjPjG9EuEJEG8qRth2TbjPiYEpMJzvDG7qMD5pbc3kdyix3UL4H8ZcEwGIrqOyEM6mO4bayoADxmor8267BZEBBtcwK1yUnwEm5Lg5MWGD7lCiSUWCTdFRVWv0VyyjTIMeRG6pCH4ywuWz/Gym9yqtOyukE+eE99PLX3U+BTAxUK1JAEtBCYTBcc1jUo9m0iNPRTXZEAgmNzsAsoRj5rPSZGorrSHaJW9QS9UV16026NHx3QU421oV+mYCgT4qRwMqKMeai/2ov2XItt0hVI42E8zXpWpvhLXw7Csx23qX7f1AYHnegphaXTfcUm+xozq0C5n91c4OA4v4WnpYE6Xlg0YcLmz5HmWPoJ30vI4QqDtW7YCARIkAvPhILVW0C3JdL5a2F62P5UXZdSYvw7OK7887H8TWOkBe9pf1h83JzLbkz/L7MuWciT8T1WwBKi+8FjOnSwNruBh0gLLJUU+aoIf0C5s+KkjBfrvs2tUCUJOXcL9XJwOzZsf0DPVsG2x12XnVWW+xLzNpStzs0dsHnfmuba92Z543FE+X6Dv77VQ9p96Jml9VcHVRdQaYizAnseziqhd3S7gMuAyUk4H1n/DlLOBechlwGag4A54Xl55Wxe+7d9bPAOLFiB7zQ0QkMcGAiMkDkxz0WQ4+AB2WkPlySsx8vEYsef21uL9SyQBsiq/FzHORvQwMOFA6QgJ2x0uLKAiBuySg2HdqcX7oiajVR2K/EDl/W5P8AZoso5dDaxlaVk++ELMOlIjrDxXAgAA/38vDB4TNHrt69nv42Ro9pyAcX672AYH3broXoePE7/5kLW7ufACXzmCc60QuRkgXbkQSYNZqJ89OOrkWTjgyZAs4aMeNneC3ACY+F4T/W0jEHiZjIrhbfTqy8vw2qB9Su2TEgk4cE4AlAUOPiTWaZIBCtKbScpgOMPWz2GR8DnZgjy5qrxRDcAe1VAI2Enx/9tL3o7veQ4QfAfvkYLmBB/omAZ+N9As/LaTrdef9STTp5A+k8TuA3+y5nrYTlni+Dw5iJHDwAWHLJEMb7ZpbMMtYf9/S2FRRf4RnKM9SB4zV7DKgi4DvUdudPdNFXQS0R++zR9h2EUxRjl99K2Z+E2vTReoZYC7CnKTalNbUN+E+4TJQ8BlwwFjBn2J3gNnMQDQW2qBKm83tFdq6S6W7MlOMC35mzDRWk4yJfBsNmrp29KweCqKiCxfHzVdiPXz8edRVvFO4CGg56igWyZXXZ24ilsLmi2JRNE9gPv7fP4ORYxgugGK0pr2xxpUv+US88kbUdJDg+J/EMkFniVaz5s389jEMNN581wcD6m+JEH/IPKPJNiBDsQQsm55qOdtTgEcjAfW00DEZTjgc5ksevv0hpra5dXt7kACyXgL4+u8fsuYoAE8AZbTL1mYAPFEUadc6SVRMO5Rwq0OHrSyoFdNrsIsxNSDQGEvE/Y8YM1rC+TgqTxcQjD4eBZbkKG+dye+jI4boPiw7hPIxlWH/WCfsr6gMdwjE/7m/niV3TNovySefZf3EsP9F1cYot0sBKt06+ceRcH31l8jMvw8/GbXOmGirAeQeIlBssTSY7nogaiZ/s/6xZ2aLxbcWCgbXXFZi23gTbbjFl4XUjxgX41Y7imUrXUCeJ5i9LNP3aIH0+Wih3n+fsHnvo6iT0Eg9tRt8AsYocxI3sd8gNe4Fl4FqZyAUV1R7abegy4DLwHoZQPz4hVfdwHO9pKT5R3dZd9eXTk+y/TyTEKqLrdW61LGtZyc5VPEXqfUSoOyTkVGzYGGaGyyCj/XQRPioQz3ztyHBAG0KMeWnnxxR65oxt9wTjBwfJlCsuzTlrlgDhvIdAmSm/Y/WP7SIYINdrpYw2qtoBaT9jjZQHNjyWcS9JtcX4Ayspa6dPDNfk7aRY9WeJ/ZCIcYh/Xy9KRyAAaBwcqPdspCC1tcbr4roGREzjz2zBqlK8wA31eS+ntpTMZFJgF7Jq0Jf7lcJgqPjV15QoGCZ5fr+AZxlI664OGLZbLBGXhb4/YWuXxeZzcBNQyLmOY33RqfoAprZvQj22upKVgAgrK0Fu/0uABicc9UCPsHea2Lr6dtd9OeIBaBHjyus+09tnaUjNN4DfHThMuAykF4GHLCcXt7cp1wGbIV4rhzBXGQmA83UTjl6/Pr5hCnwzfcS6dcP4soEYtewYnAKO6BPiay6feFpHPYAyubOy8z+FMJaYL7QTuciOxloJk0U2kEuuiJLs900dhvr+q0beeagvrR3hcyeu3kCnCUKL0AZhk3LFp5aAUvNfY9EzQlHhU2jhsY8I50xWDbFGHsLDEPAfdNNQjIDiQlEXm0dzwo5F+jL8YMo/bGDw2JcRSQ6H7daWh8WiJbcfnv5YumwqGoav0jjCCe8iqIq/TYYRoBq2Yw77is1N19dou91qW3xzOa2inXdPEt5pjpgbN0VUE9FoWQgrKFanJdL0xS33Pf03aONubL4WuM2HMwdMFZZlqr/HnMS2v4xDnHhMuAykHoGHDCWes7cJ1wGbAZWa7C7IE19MVgcaJJUVGEuxhTDXhg7serK/ndy1eIn4f6HyDhAGQ5tffYssYwXxJYB0xAdRwemWKOT2nyuu63qnBZrfmp63GgYTVGrEk52QQmAjR2k2YQ+GMAyAscPqz0Z4HjgQWFpEXmG9haE9fkpxkCcmBaefgLEAIRo6UncT4opH8uWG3O/NYyIGlotyQdtuO9Kh+6dD6PWgCFf88H9/8c5Uf0Ux/0fpz7uRWiL3fdwMNir+XrtVLTfsG1h2hZzwHyExQ/Dtm0rT0xIY4EwtOzIT9m25apyhXHGIf2KO6dV5SiV95mTMDdBZ9CFy4DLQOoZcHej1HPmPuEyYDNAQeYnaV9VFAcf4JkdJbRLMEFdpGU/H+W3LnVTq9OuPT3rFIeGVrFHQ7FWaOGiNTXV+GFa3PAz7H/+JL9F83VA2SXnRyxtn4r+t5oofT4ay+/iAAM6tfcsS8i5UaZ6RVVvebSL0Oo699JgTUIB6e57OCp9LFzq4mK6rDsetJEYNBdruyQtbQf19UXJF+t+/MQLajmTLpQL6WFJj44fjAYGCDztv3+Jneiik5Wt9r9s5v1LtQUXW9zzYNTcfUOJlRygRdpFZjPAsxTmLc/WiZOL4/rC5AIgDH0wtF/RYFy+EtA5bp1gqzLJqOoMMObj/sIYcNGiqpYu7PfJdeOtjQHkJr/MG1IN5iSOLJZq1tzyLgPrMuCAsXW5cL+5DKSUAWzal1Rhfc6k9HOxlurWVetfezku9guZJ56VS5za/RhQ0Abowpgmon4vzFCryTQJLvODaDIBgAGjrIM0yv5ytqfBRthqWtAWMUJA5XdT0xh95MFJw9lz+qzCPLYgpL+/WhWnqPUuncFrLvZ/oazbE0FbRa/uvpnFO2IDlaeTlFi2UP9HRw3G3NJlxvzn0agZX6RsuarOL0YD/MDAPerQsG0zfe2t6Nr7aVWfd+/XXga4F32lexL3JlqlXWQ+AzxTebZOnJz5dQdhjVs1EBCm8VICCNtU7fdo4wEKviRDl7LOq5nYZ55VjAEXZWgMmIl9yuY6yOkmG4fEyI1bEIxt8Xzu2T1kC7kUcOZJ5/L5V1IfvzEnYW7iwmXAZSC9DDhgLL28uU+5DFj6eFVpgJnx1TdMUONaPmQnGTidYXnRqiWDq7jZWPbVCGavUBUOweDNJF4KAwrgjOok7+OQ1lztUcQ3srQe/6Uvkj14YNh8973EYNdoc/HAPVSTv0lTYubLNZby9kMB/6ep9MU45mwElXN+3v3QH2SgC0UFlInfeaerpzUUNss0Wf5+Gi5tcbWcpT4YycZ+13SdnTt4toWuputxn98wA9s1FdDK9XNJcLTFNtxL310RBmWHtlSiQwa9pRdfL64Jc/fOnkGQmPb1p8QQw0nQRdUZgHHFD46Kg/p7Zt89PfPCa054vOrM1e4SDwgQu/OfJWa7prGiaSPNZcY/+iRu/ngCyENh3Ee31ngUIIzCYWuNSetovLlcLdYzBAA+87K0J3NgNIAJDM9U2v6DHnXUht9Q4CEtpORq0WI5q1dTrgNNx377eQYn60Q8IkfZLTYPWVBswiS6SmK2mItGaEuNU79PQyMWjTdaXl24DLgMpJ4BB4ylnjP3CZcBm4GFKdK+N9nYvKnAfAAAQABJREFUTxxVXVzsGjUMGU/PLqpDW4lGDo0aEA02R+cOcsBaLM2tCXKMk+7LtgwaBHRBOee9jUo8K2z6++9x01UTv/GTorbS1KGNZ9c1b0F+nSTo42+9l5tBEZVPft5fIwoLKNdKAxCAjjNP8UzYE1CmgeEPM8ScEFD2pUDGfIsdBYYQuAy6yHwG+vWRqYF07qIBT++q34zZdRdPDq4x8+DjUQsQZz4bwVwjQOBRh4VNCxUU0BB7WWwHF6lnAIYIP4cKHDvu8LDZo5dnnnslasW1U1+b+0S2M4DQP2xo7lEPSVvQRWYz4D9Tw4Zn7FQx0/MtuC8mgDCY9GhRLROQMl3H8tizMVt0zfUxAYghwB/0QFdtv71VYVkTFLhhY49RYRo920TAtusiJ2iAs5kqyo7ROH6JdG/32UOabALB3nk/ZhYvVafENvqEPr+txqAEHSR9ZBrC3IBge+kAY8xNAO5cuAy4DKSeAQeMpZ4z9wmXAQteza8G+IQeA65nAGG09AG4AMrw4CwbH30aW1sx27Zp2FbQcOxBSHv+wvha/S3YTTtKcP6DTwR8qMJ0YF8BO6r0sWwHia3jBpTcRlV2O0H7e2MBhrSa1pYmzByJxvLzofJPYAJggTJVUP94gpz9SsKWHcjA8YuxYuvlQQtWR2mg5NM1ELRrsrL9YdCKM9lfrwo2W4xjQAfngsvWDdgrO65Ceg99x0H9w2ayAMELLw+WBly+5vnVN2OGn/NOD5shl0bkEhy1zpb5ejyFvN8PPymHyiEl1sk5UxIFhZyvVI+NZyvP2Kkzgg88Nm28RkpChT+Y8mHhOstWGKu1+vCTPis01ePP9PKM/erWDRvGgkGWFyFvBJ0FY+XiTMvi4era6Khx92df+O+109gecOsngVN0bXSVa/V26lJ46vmo2ielNywwDUAN5hmdDGgMx3hRCFmbViE7zue5BRMt3THcPOm2Ady6lkr/nLh/XQZSyYADxlLJllvWZWBNBmB1LVpSvQnnNo30sBdzA/bXmAkxy+z6f/a+A0yO6sr6VnWPcs5ZAqEsJIJEjiKJIGHAJBNNMk4Y22t71+mz1+v0O3ttgxMsNmCDiCIjRJBQQglJKOecNcoazUxX/ee8mtL0jHpmuruqezrc+3093VNd9arqVHW9+86799xEQMbr/pShUloUnW6b1h6BRt2H88+uJtOYosmqlgxBp1An9csqMU5viVTKKdPZyeaPEZ9SzJ7litGp4ItRJrQuCHsnUTYMRNmdt9hyf1MQZdDcoFPDFNY5cJByzU5HcYdpcTOYuXZ8+Xw8l0Krat0Gpkbn81kU5rFzEuHOmyMmHf23j8RkMar0qYWLwO//EpMhA1y5+zMRaC3ZiDKJGU3HcPeirQVBgKlwfEZRV+/p53OfvAlyro2xLfv8c1A86eXXG2Pv9e+zN7ILGBFGqQhW7GZEEydTV0Mq4tH/c0zl0vpbaJxv6QMyxZB+Va6ar4FWgii7Svys+KIWWDPohfk2DFFeJLWeQRoqs0NiMUvORZTtCSjENW+hKxefZ5l0Sn99ZomsgR9P8ypFe59ZOfqCc+y0tB1ZlZ3jCSXGfJT1XRFIHgElxpLHStdUBI4hQL2aPQ0I73PlA5gNejYNAU0/RPvQYa+TnDOf0UqJB3kMQz9rlIWUS8vMPmVKq+vYyYf8oWsXG7Nkic8t5F2l1dwOROvx9SE032idEDHkV2m65fqI0RuhpsNG6EwwpH5mI1e5o14FyTy/+EBaJ60bJUSAM74XIQL0Z7/TwWZCgBpx4Vhot1CrcS4GrX+BuL5a5hBg0Ylv/dCR++6IyH+i8u9Lr8eOVQXO3F615VQQeAZ+x7ceisiLr8WElWrVwkOAfet1V0dMJkBjT5D07eVlDFAjjEQYyRhW4WY67et/dZDyn7u+VfwV2QYfsCskNdZvjF+a/mdKlHSEPAnJK1aEb8io/9UBGr9ck1kXiSo3c4KbEV6dOnjav8zcYLbG2ipii/uIYL/En9eBRv/83DPF6IixAvLqNZ6mWBNEjJ012jLpktNmehFi1BLu1tU1EWX9QaRxnDFlhsiRuMrSXqv1/+XYhNuqKQKKQOoIKDGWOma6hSJgEGAHmWkjscZw6tOhv1BeYRkyrnMnag/Y8k/M1NMotD/6tIgJkaf+BUm1fDLqLMxdkD9HvAuVk/iaMZvHHDPacD5Rdv24iNx1KyLKqsqZzwNRlu3ILepS0DFTCx8BaoTs2CWIkMmPwUb4COReixzQ3HNbVJgyxGimxXmoCZh7qCZ3RNStmzbLlc9+xpbBA2x5/OmYPnuSgy7ja61Z52BCxza6Rm+8o8+rsAFnHzsMmq7ZLuZBzUSSMYwIY2EVasrxWFascuXlNxyTIhn2uWajvVVrxVT7ZKGqVI0FqzhhSa1e814ljs9oOeLy1rvVbbKYFTMXfeKL/ce4sREUvqreK8nOf6FQCzV9a9sukGyMTL7/LhZg8IyRYL4xFZQFnkh8cR88BhpTJ3lsFNTnJCoLZbVu5VVjJ+H2Eghspuf27ultwzRMkmqpkmLcVzbGJtyPmiJQiAgoMVaIV1XPKeMIMEKoIaPDUp+RwGIr/syS/85t+Nmt6lDp1FLwk7NJvlGnzDd2nDsQzs1ql4vRkeabdYYzQ3IvX21PqWs0J2bN5RnETDUgEmUkqMahQugdSO3i/bJ5q8j8hc6xFM1MnS9FX1fFzWBmaj/F2O6lFyICQ0Xcc+bSc3DIqKXN0AjMB823nAEuxANhFd9v/sCRb3wpKv8N7bG/QfCd2nZqjY/AG5MduQGTNUqMhX8tVq11jcB6pokxRg4dI8JAyJCsoc+xHIQPi2AkWxExfATCbZETGmMvSX1ISoLps7d5JBX9ZkZKsZr7dET470JKo6/TRb3fsaj0yOIDXI8pm6+97ZiUQ6Ydsmo5hfIHDbDkvLO81EdWgK9t1A7r10dkKqQ2uB398hvGeSmPa6FDy7RIEmPUIWVFz/Oq/PatkOdwsP7oUy3zYrs8tslTvH0chh8/C0VOZs2pvcf0/qfPyYJeaoqAIpAaAqk/hVJrX9dWBAoSAWoINGT1pbKxLPMCVJKkVcDR+V9EOsTbRMz8+UbB/hdecSACL9ICugPs9ONJN86WdUVnvxTi+5x5yidrBWeFjkwu60qkiidnb2cj9XX2fG4ZM+kWA060DVFGx+y2Gz2ibMs2MRWg3vuw+lqnuq9E6w+BY/fIY+G2mWg/xbZs9Km2cYT9lNpiO/9cO1+Wsx+Pmf63MaBRsrLxr84v/lApn0J62YOfjUCUX+T1SfoMauyrwkp5LELBZ9dsDNLVwkNg2kxXPn9P9WRlWC1zUm3gSbYRdO+Hgk306UiE0b97ckIlCgWFtafcamcdSCnbcoU+YSoRT4fhD78FAphVHkuB07VX29CY9PS8/DOkj0mRfEZvkQBjJU4WxRoCsXtqfE0AwThsiIXKuxETdcbtqHeWmBgjkeVlb5CU3LHTkauvsOUavGbN8TRne/eE6D50Xk8d4RF2jP6ixAknw5nm36I5r2t60WD+OTX0zjFKh/YNraXfKwKKQG0ElBirjYj+rwg0gABnm7ZjpifbRgJtH161beRw25BLJNvyzRjlRuKvkI1h+Sy64KeLksgkUTYEEWWMBLz1BhJlnojrx4scUx0znvhMBZs+0BuhUQNILVwEWGmKEX9qjY/AvbdHTDr5bx+NIXJCr0njXxHvCJgOtGSZK58DOdYd1X3/jugxtcZFYB6eWXx2KTEW7nVgH+tKRNjnphu1RcKGRNggpCGfDGKmD4gwEj27SYThd/Q4qotu3xnucedya/sOWCbz4SCkKFKxFaur12dEV8/uKE4F8os+M6070uwZMfY+JiHpW7WDDitJqlEgjJcsj8mlF3sVO5l2OXO2K+dALJ9pmYmMUWg0fr9hE8YC0J995oWYIcdOg+TJocOWiURjJXpqve4FYcf0S9+Ogug8ClIs08YxCjXneI+pKQKKQPIIKDGWPFa6piJgEGDHys4uV2zTFmheoeNNRmA0V47ZP44uIMa27fD/K453VhGdDwJs/iLvfFl9aCCIMpbqZhWim6+LmHLqTI9dgJSkD6Y7SZcwH4xoMVYkUgsXAaZG9EK1r5//roH86HB3q63VQoCk8hfvi5qqk1//XoJZglrr67/ZR2AFxL6//l1HfvTtKMTfo/KHv1fKITzz1BoHgX9j0P6/Py8x6V3xEgyNczSFtddS9LXsc5MlxigITyKMenzDSYSBVKOOLP23xSDCHnm8MqmiToWFYvXZsBp4F2jorl1XvSzVTx4JZUlH6IyxPVqkihyiRmgFunD6ysTbT7OkbttSRI6984FjosrOHOVCYD9xGiIzAjgGYFSar4fGLI4JKHZBss03TnYmI7nirx/2O8coPE5qnakpAopA8ggoMZY8VrqmIlCFgCt0iHLF8jkNkVWI5i3IHSwb45pSI44E2ILF3t6bQhx2IJ3ngbacPdqWG68FUYaouh0Q/F+02JUp02NCci2RjYB46zKkXKiFiwB1RPL5dxYuGo3TGiOQHnogInvxW/jeT5SgbJyrkPxeeY2+hYqV3/la1EgFUGNHrXEQWL/BNVpIT0NQXC08BJjeyD737fcSR62SlGB0OCe9hg+2DDlJwoSEDKPDf/dnx0SLh3dE+d3SauhznTaymnBK52wYMUbrjIiubdu9zySuaAvhP30wrfpa9UWEHitN8/u+IMdY5IpRVsxkoCVK6yT59VekQ7LaZbzFk2LxyxvrszdG4TM3McHXWMel+1UEch0BJcZy/Qrp8eUcAgzR3rsv5w4rLw+Is3LLV9XyMPLyTMI7aIbaL0IRhUVLYzLhZS8lwJ9lHgXH7bqrS7xZZhBlrFo0ZQYrwXn7p1DvUzr4Ce9ioCXqkpyH1IrfIG1PrXEQOBH39cOfi0Jnx0FUhV6HxrkKqe+VEZafR1rlfz4cld89WilrIE6tln0EWK3wq5+PyL+ej9WIasn+kRTWHqcgmvv736geRjUDyeJHfw8DEcZKuSTCdiDd7qN5jvziD45JlSwsFMI7G6bFX3ZxNZ7ptEw9NpJUXsSX97xhhBgJM16T/UjXpL80sL9X1OCVNx0I4DtyOdIpzznDNqQlNcu4JStMJrLapFiidRp7Gc+xpERJsca+Drr//EMg2BMo/85Xj1gRCIwANSDUgiPQFE4kS1ivWqODpfrQpE4GBWKphfHCq0gLgJ6rT5SNGGZB9LXEzHgePuJKDJOhFeWKZ314pvodo/b2Q/NkJVLE1LKPAFOVvvJgVGZASPwfzygplv0rEGyPJDLvvFnkG1+Oym//XJlQ0DrYHnTrhhBYuYaRSV4EMgX51cJBgFGQrBJ5D6ointDXMoLtJMK2QwZhGqoivo/opPLycPZVDK3QF2wGn5C+4dE6SKmGcGD6YClIodoaYa+9HTNae2eD/GJqJf34uR+7smUbriGu0eNPxYSprty+UOzwYVdampTPQjkjPQ9FIPMIKDGWeYx1DwWGQKGLxWfrcnXqQA2GbO2tcPbDEuHLUEZ82cqYvPS6F9FEouysUbacNdqSH3+3RJieaQR8keoxdWYMjnrhnH+2z+QiVK+av1DJxmzjzv0NRYGKh0GKvYMZ/WdfVFKsMa5BGPskoXkUg8+vfQHk2COVpsJeGO1qG8kjMAeSBXyWKTGWPGbJrMmJK0ZqvzvVEVaYZnEmtfQRoE9I33DzlvTb2IVoeuqGxRvbfek1x5BfzPqgj1TbCokU47lxrNISupxqioAikDwCSowlj5WuqQgYBHaVKhBhIMBQd5I3asEQYNoAqzKNv9Iy+hnPgEA4iZWukCpw8lBbLr2wxJR8p+YE9cc+nBWTzQVa8j0YksdvzZLtFN3/yW8KaBr5+NPMySVDoMvDSLG33nXk+VeUFMvJi5TCQfG55OAykuj8Dcgxkvtq2UPguZdj8qdflpioJlbSUwsHAVb7ZHEWpuOpBUeAPiF9w80oKpWucSKLYvqJjORXoRFgic6TyzhW6YEKnWqKgCKQPAJKjCWPla6pCAijdahhoBYcAQqcbtqsWAZH0muBM6TPojISjSkJfL02yfufGk3U1CBR9p3zSkwZcxJly1GenClq6zbqdfBQrPn3zNNtUdHwmphk4z9GYDwETTFWCVNSLBuIZ2cfEybGxEYa00MPROWXf1DNseygXr2XLVtd4TNt4ptKNFejEuzTjNmuXIDiLGrhIECfsBsKrfgVH9NplZpuat5YJRazjPyG4qEIKALJIaDEWHI46VqKgEGAxNj+/drphnE7MFx+OpxKteAIMKqJ9+aGTYlnrdeg2hNfb0JUltYPJJpPlFH7h9uWogz5SkSe0dFfvS5xO8GPNL9aOOdMS16vIhfz68jz92i7Q7CaUUXTodEz4SUdwOfvlUx85M/gmrLy7ldAfP70t5WyDXpMatlBgKl+48aSGMvO/ophL+xzY7GIiSzeFCDKqRiwSuYc16CC6vAhNdMgk9lO1zkeAY5V6NtRl1ZNEVAEkkNAibHkcNK1FAGDACvUqcZYODdDu3aWrFipBEwYaDLCZt+B5AeY6+B88uWXme/TyzKC/owoe/jzmP12I7IX+hSrINo8cw4jy4rvOrFse7OmlrDymFp2EGjVCoTJAxFZvNyRfz6rpFh2UM/+Xqg51graNw8/GJEf/bLSFA/J/lEU3x4pCP/p8RGjibUaEyVq4SCwD/pV7IOVGAuOJ33CdjcrkxMcSW+swjGLmiKgCCSPgBJjyWOlayoCKH+MzkYF4wPfCRwAcyZrt+q1BcaSDQwaYMv6AOmQGza5iDZzj+mkMAKNgv4kyr54ny2WFTGE8Oq1jnw01zXERSgHnsONjD7Vlo0aAZDVK/Sl+6KyZ6/Io6hkqFbYCPzpsZj851ei8qX7o/Lz36mGX7auNp9pfLatXhf+byzRIJwamKeOsFH5D/3GssIk4zZsdEwf/IFOogS+jekT0jekj3jwYODmiroBjlU4ZlFTBBSB5BFQYix5rHRNRUDKylxxNYAk8J3Qsb3IAXV6AuPoN3ASopsmvBzejcmZb76YekPrgfQ2EmXDQZTdf5eNyk4eUbZ2PYiyea4sXBzevv1zauz3M06z5akJ4Q8eG/u8cnX/990RkRbNRb7/UyVJcvUahX1cPwMh9qNvR+We2yLy2FP6Wwsb30TtTYZu3123ROTfIVd5Jfn1xXuPj/RhH9KruyXlqN64eFlh/rY//sSVG69VnbFE91s6y+gb0kdUYiwd9Kq34ViFY5ZmzTRsrBoV/aQI1I+AEmP146PfKgI1EDh4qMa/+k+aCDCNslSLGKSJXs3NWrYQadtGhNWxMmVbtrnClz8j3rULNMpAlA0bYstnb7WlSRMQZZidXL/BwXG4Mm9h5o4lU+cY3y711xj9MHdBfp9H/Dnl8uerL7dlyEBbvv49jJ7VigqB7/2kUn75oxIZe0m1BmJRAZDlk13wCZ9pEaMxyWrGYZkfmTLpfUfiq15uhJj6p8cdT5iFtd9caId9L4l99sWHDufCEeX3MdA3pI8YJAo+vxEI7+g5ZmnWLLz2tCVFoNARUGKs0K+wnl+oCOzdF2pzRdsYhfdJtKgFR4BC+tmOvtsOwWy+ps70iCNWGPWJsttutM0ggZpnG5DeOedjN6OkXXAEj2/h9FPsQOXij29Rl9SFwMjhtlx9eUR+8yeNGKoLo0Jf/td/xIy23JZtUpDRp7l2/RgNfNpIW1asDv83Nx1VjkmG1WWsSnoNfu/nnW1Jm9aWec7++4WYrEQV5fFjIzJ0kCWMJKQxAo0TLk9Cb5DRpN98KCpvvOPIrLmOnNjXkpuvi0if3pZs2+7KNOz33SmONAcJ8B9fimJSw5XePUS6dLZkLwrLlJRY8qs/VgpTO2n33h6BhqTIH/8eDgbsg/v1sREVp5MpHsLp/6Vv2KVz+tvrltUIcMzSqWP1//pJEVAE6kdAibH68dFvFYFjCNChOglRMrdDGLTsKGYGD7myH05b6V5Xdu9xZeduESccH+vYPgv1QwfMBmo0TjhXl84478HGtJ27cP/jxcEJrWMHL/Vy2GBLbvpUxKRK7SdRhgHTXBBlM+fk9uBhFIixZ0JONWrM65Or+26P5wAHqKyWuhKFHtSKE4HlENye9IF3L3z/py70DBv3eVboV4GRv5+5AemUIKTCtksvtI1fxHbLjrry2ts1f9cXnmvL+CttFHRxZRb6gXPOsOUhVCj99v9UyKEjLnwsW7p3taQSh8b0zEpwZM+/EpMTIW5P7UveG23bWPLVL0RlHwivl1+PmfVvAUm2FYTK5q0ivXta5kWCbuduF9HpIpdcaMkISAEsQNo/pQHOHm2HWnGYfXC/PkwXDRvR4muPOniDoZuKKkDFd/JpnLEFqFpDk60NXq1BNvNzu7aWySTohuh+jl0S6f+lsSvdRBEoeASUGCv4S6wnGBYCdNRYoe7AQRcdkCWtWou0Rwob9TNatrQwowkdjXKRoyDNjiCv//ARkf2YRaTzthuh4btAnJWVhXU0+d0OU//WaFWsUC7iAKT95RqWJIr5mjmHpxgTEiDUKCNRdt3VEbnr1ggGTxjEwAGet9CVD6siz0IBJGAjfRGBwLSgj+bVHNAFbFY3T4AAtaVY9GHiG+EP0BPsThflMAIvvhoTaiXeB6L0V38qTC2qXIF/7sfQGcMEH591YaerjRhmw/fxCA3HsY4jxs463YZ/JCZ6y8Ejlr//z90dkZHYbulybzv2aYwQo0UxSjkVUaWM/KpApvWqta5ccLZtIsMmT3Flxy4xkzLnnikyCkUFNm/1ntuvgpB76TXvucIosnPPsmXMBR4xNuZ8W7hvX0PT21Owv+yDB/QnmaP9RjAkPd+w7bigrRTO9vRHSHaZF4ivNhh7tAM5TD+aYw9GPnLcYcYeIKMPI52Xk/aMvFuFSMwzR9lSoqP9wrkh9EwyioD+VDIKrzZeSAhQyHI/SLFNm3hW8TNZ1Z+9josdGIgzdGSMjGKU2aktbWmB8vSxSleOllumA6PzyPB7hjqX7nVMxFkxiI2WNBFoUln1plsU0n2T6XPp28uSSe/mtjPO2XSK9H80j2jEzIw/Bz9DB1omje72mzyibMtWV+YvgpbZtMY7Hw7sduys/k1n+voVa/tXX2ZLV6TLfPMHSoIU6z1Q+7x/8b+V8osflsiVl9omZa729/p/eAhsQyo8n3XrN4ZLSv8apGZ9qZQd2ntkHIkp2tr13rOWvhMH8vSHqPHISJcpMyDcjygxEl5N4Dcw3ZIRZJ06emLi54xG5Nco7/MeTD7GD/4ZwewbibgZiGa+6DwbUV1etBgj1sOMtF642JX7QPqpBUeA9w99RPqKFZhsLnRrCmKLZBfHDfwdtEW0VzuQXvxM4ovk8FFMth8FFkeOQjoDk4qlqN68Br+d3bu9sUNdGPXqidFK47lTdR2WLlcEchYBJcZy9tLogeUcAvC/DoHIqs9IdHl6T75T5r97W7WAOKshz9gBVs369OkliKTxhFsZEn0UTlwZOsAyEmcQzty3vzpdcw9SAvLd2OGrQG04V5H3EoVVFy/PL8+H6TBzINI/Zz5xiJnfBGfbh4Aou/xi26T5cMaT2jEfQyyaM/v+QCoc5Opu5fSRlsyYnV941n02ufkN9YHGXxmRX6uuWG5eoEY8qv97OiYPPRiRpStcWbehZv/ZiIdVcLuejaix85DG+Mqb2T01PvuZysjULqZ49UTEPY3kFW3JCqRXIs2R9gKiCLdu89Lxuf5zEz0Sz0+1/fUjMdNHmJWr/jCFLJFNnuoRY//1cFQiqAUwGXpkYRr74GbNIqYv83zAMFsvvrboI9JX3Lkr/8+9JSbFj/n98NlMmqMhwjzii0+5o4j0OgrSi9kmvH+2bsdvAffUrj2YPAcJlq4dwhhCEv8k0m1St1MEChoBJcYK+vLqyYWJQBTOFImqIMYQZ74oXO6Z/+79x5mjYx0oOs62CJvu0kmQhmabikecQWP55fKqDvQQ0jV94owzpjvgROT67BD1QbS6Z5C7qHpbaqkYx6d6UV5+oiM4DzP48xZ4h8/qXiTKBg+wzCw/RZYNUYbfzUJoxLwPoqw8AwUMmZ7Aiptv5XgEXl5e5LiDZirtLKSqLl8V7uA0bhf6MU8RIMEwZ74ldyCK9Ee/1GjCTF3GSe85cj3S2tkf+0RTpvYV3+6iJa6MG2vJnbdETJrXZRfZEgPftWSZ5wsxnfKc0WJ8hGUrXUMQ3Hyd18KSqlRLtnH9NSJfuCcCjTFMmmDTEUORaonb5fVJiZ8pnGQh2Upxf6aPMsUsbGNfzD7ZP86w2y+m9ugj8t6Mj/zLyfMH6eRFe9F3r53mCOKrBfTycF+ayW747kfgs9PfWYd7cA8i6Xfv9u71TJ0bxywcu6gpAopAcggoMZYcTrqWIgDnDWH8GRiMx0Pr6wTsgmCsZ/67918Ev1hPYBOdMEKs6ThQZ4DOWCuma0KXg4UBOPtEPTPqnLGqE6sykTjbBeKM4diNaZwt2wuHQC04Ar1w3anVVWjG2eKPFzl4eWfGqLiBVUTZuWfacuO1HlG2HSmPi5Y4JvWS93pQGwoNNP5O1DKHwLixtnAC4LEnw03hytwRa8vZRoBVKn/2/SiqF9pCrSi1zCBA7VPqPk7/KLxnHnXAahsnMUh+0d6cHJMe3UXOh+bX+Wd5/sgT/45hUs87Bp9U4kQJo4SZ7kgSqxsE+f0UTaZc/gX3yK3XR+TzIMdo9J1eghC/Q5YM5u/P/FP1h8L7QwdFZPIHmbmn2BezT/bPIX7f+jk1BOgjetF/4d2bqR2BtzbTGJnd4U9Yc7K6bVv44fC76YNTv46T1WWUSDE+N4uHIOILk3h7qopyUXu4sYxjFo5dbFvDxhrrGuh+8wsBJcby63rp0TYiAmVljd+xxDDzRG0Bvjyds1pOA2evEKrNwgAsEMBXu7YofX0SUjcxc0W9Am/2yos6O3TYFeqalZI4y8LsFY+6PZyKzXBs1YIjcGJf+9hgIXhrudsCSV5Gii1c7B0j9WaoQzMIlavOOM2WG8Z5RBlnlxctdVEkI2YizFI9o5MRdUDdDrXMIMAUqnFXROSXf1RSLDMIF06rTzzjyNc+H0H1YkYN6W8yE1d2NYTs+cyb/lHw1j+a6whfiew3j1RH/nFi7pHHYtKiRQyRNl5EUDyJxei1+75Sk1372e+qt/fbZwEBvhitE41isg0+jJ9uX3t7f5tRI23oM6GwyvzEx+mvl+47iTv2ySrAny6C1duRWPLTbKuXhv8pPkuD9xLvyXbwUUmGMXK9SYllJpmPliPai8QXJu1IfK1FmveePY7J0qghORz+IQZukf4TBfzVFAFFoGEElBhrGCNdQxEwCBwEiZTzhkNkypmpSGN6a/+Y/XeBQ8rOnzNg1UKffXsLHGRP54znyNlXhn4fwTkfqHIEShlxhhmwIHoHbJsRbnM+rj4eLlNLD4E+PUVem1R8WHIG9hMQYJ8sjcnzE73KZRTzH3ySLaeebMm1V5aYdAVGXjJFZ8rMGCLBGsZ46CBb/oRBm1pmEGBK7KKljqzQFMrMAFxArS5FSuUnSy25BVFB8cRKAZ1io5/KhzNd+dL9jLjK/jPPk5UI3nfR1/EmCeuHk6L77CNeedMxk4P1r53etytWuSgm0/gTqOkdfW5tRTKcxXmC2jFdXxBejPryqzly0pjaXzSStYz6OgK/lxPFjERftlJQSd4TuffWyt+/B+HDk+hTUwQUgYYRUGKsYYx0DUXAIMCZxkIwX+eMmhue+e+ec2wq5JioM0aceRVyunVGhA6qa7ZsgbLPmHny0zVZIecQKnXSOTURZyDPdu6sHyU6J5tQfVAtOAKszsX0kGI3RkFSm2bp8pi8+JogbYAaZYgoA1F28hBLrrq8xBR82A1il2kuH85C6k6t+5TpyLTlKxXPTNxPo1FZrg8qqH71O8dHf2Rif9pm/iPwuz/H5Lc/LpFRp9iYTNHfZdhXdOUaYhoxUgx+mmLY+8iV9qjt9OSEmIkyy9QxLUBaP/UT1YIjsGmLa4ishlry0xwZ6WWIL0h1+GmOjPiib0Dii5O9fiX49ZsgL1Iak50Qti+GSvAcu3Tv2hCS+r0ioAgQASXG9D5QBJJEYB9mkorB6EDs5KsOnbMoiDE6IEbrjOmamIlq286SPr2hc4Z0zebNvdBzkmdl0DojEUfijOmajDpjOifFb9WCIUDNFWJcDI5dqkgxpWY5hJuXr4zJxDe8rQ1RBrLs5KG2XD6mxKRHUGNnGQSZP5zlgETz0nFS3ZeunxwCnx5vy3uoDKemCKSCwPvTHLkB944SY6mglvy61FTks6/QiTFGAfGVSWNfzD6ZfXP1xGMm91i4bdNHpK/Yvh2kQYy/CeILvibTHD0SzPI0dZEmyDRH4u77misRubd7Lyo67sZ3+L7YrVjGLsV+nfX8w0FAibFwcNRWChwBamAwMkoNM3CQ/yhFWhpf1SkM1dhYiNYhcea9POKM4et0FjuAQCNpkUigNxG2LNFel7HUezFbD+B55EiRg5DCDbBytSt8+WLe/U+wjE4ZibIx50dNJCRnlpm6RTHqDZuUxEkB3npXHXuJbRK7J76Z/ZSteg9Mv8x5BCiofubpUWH1wknv628y7Au2HCTCiGG2vJMhQfqwjzfX22OfzL65MYmxuvwmRpgPQXrihzO9wgZhYtm5U7ht00ekr8j+mBUqGfFHTVwWk9qwCcQX9L12gvhytEtp8DJy7BKLWRLRYMYGsdIVFAElxvQeUASSQIAd9CF0zGoNI+ACq/0QJ+WrNnHGalQXn59c73zdNRG5+jIK2SY2CvJmouR64r3l3lKGxtNJVEsPAQpP8/XGO95g+w//r0SmTItJ7962fOsrtsQqIybKkboxM+a4smadt156eyverZh6fQ0E9598RkcwxXsXBDvziW848pkbI8LosWQnVYLtsXi2nv6RI998SIcCYV1x9smNmbZGGYFHf1Vi5ATiz+kAotlefQuVPG+ImCIJjLAK00agiEPYbRPL96bGZMvWMI+0+Nri2IVjGCXGiu/a6xmnjoD2hqljplsUIQKsAH44H8T3c/zatEJo/CGkViZjs+c5plQ71x02yJJTR9gox+5g9tCLktqOqkXFbH162bJVq3uGcgv06oFIRvA2z75M8ssjwKiHNRApRicPsVEdzxbHjcg+pAOvXOPKTBBlK1YrUZYM+FddGjGFD2bWUbEumTaKYZ0o5gsoFO2JiRfDGSd/jjPmOHIVJkmuxL008Q0lWJNHruE1GX3DiHg+A6nrpBYMAfbJ7Jv9fiRYa+ltTXJsKSQC5i6o7qMokdGieXrtNdZW9BXpM1ZPsDbWkeT3fjl24RhGTRFQBBpGQImxhjHSNRQBsdE3H9aIscB3AtMr96McezJGJ9131F0X1QZHiMzCAMnXPmsHkdUffCsi/3o+JkwHoX32MxFznZ55MSanoTT7+LG2TJ3hGFKteTMx0UHXXWObUHxWIKTLRX2pCS/HhKmZJ/a1hJXzqJfGVIhpmE1/d4qXdnDP7RHp2N7L7ezfz5J1KNfN1DCKud95S0S6IJXgV3+sNO3wWO7F+s2aivzx75kZyHXvJvLu1OSw5PGo1Y0Ar+e+WvclB4x8vVOVvsWB40BolA1H6uWX7se9Y5EoE0SdOTJzHoX/qwchde+puL5hIY8rkEb56OOZ+Q0UApqcxR9/ZUQuvcBGVLIr3/txpRGLLoRzC/McnnvFkQfvjshb78aMkHaYbRd7W3tB+J+IZ6Df3xY7HkHOfy38gjHne35CkHaCbrtmvSvvf1izT7oEz5h4G4oJxxuvjUiPbp6+5ntY/613HePD0N/hZNERaHQNQOGlFZAhYJTZ+WfZRvOrArIDS1Y48g9EAlPbKxN2AH0yfUa1YAhw7MIxjJoioAg0jIASYw1jpGsoAhLBL4UaB2rBEKBoKisDhmEknUhWtEIBAH9GsTscPF+MvkN77/ubPhUxxFnpXhEu69oZ6+MQqLMxcpgll19sy0cmOk3kq1+Imqigl6Fr0x06IbeAJOMM8OJlrnQF8UVdKs7Evj7JkQvPteV6pHsuWV4pm1Fl84KzbRkB0oRVIulonj3aNuuFca6J2ujYwTIC84m+02WpIUDHf/3m+u9Ln6h9t0pAnteYgv6MKHvwblsiNogypH4w5fIjEGWLUKGs2O3SC21T8n6hVk6t81a4744ICFdbSOYvWupKObR11I5HYMEnENPeEzFaY6++pb+t4xFKf8kGCJ2T9J8yPf02dEsPARZ9uXF847MQjLK3MXnjGycA460DJvm+fH9UDiACn2QYCzB8ejz6MEhgzJjtHPN3GMG6CpM/1Peidtn8RY7xdzgRSN9pFyo7PoeJxUzYLviKPE7fv8vEPoqhTY5dIhH6N41/XxYD3nqO+Y2AEmP5ff306LOEgIs4ZNU2CQ42K1iuXB28nVRa+NEvK4/NhF8KAWfa//yq0syEvv0eorx+FDWpmpwZZVTZ5Cmu7NiFqpy7XDn3TJFRp9ogxjzHj6QYo8JoMdwTn7oqYraZDqfzuqsjMgYzsiTGxpyP1Dv4oZyBzYS1aunNAG5FVJtacAROwqDwBUSkpGJbQJjy9QF0j2jdunhE2XAQZffcZkuTEo8oW7fekdnzXTOgSKX9Qlj3ijHQFns2M4OmQsCHg77ReL7wmcJnCwen55xhC3XtmLKrVhMBplHecXMEWkmp/VZrtqL/1Ubg48Wu3HRtzWii2uvo/8khwD6ZqYzsoyka31jGYkfN41InP1la80hOG2mZgjP/fMYxkzhNoAX5+5+VyFmjbEOMcW1Whvx/v6+OYOV5cfKPEfWMBiaJ340TjRkykm79+mSo8SJqlmMX183cdSoiKPVUiwABJcaK4CLrKQZHQGfxg2PIFqhxsQOEUzYt0f5iVeMqps9VYtzOSDNf2+ec0Yj2GuU5ESxlXxL3lKz0ODFz+HR6OYPKVCh+noG0y4vOs+HIedFi1Pco3ZuZc+VsbZmWIQ/lNuI92R5puYwaDGLboHnHF1N3abxGjCgbPtiW22+y5b47I7jHXDPYmPOxK3PmB9tfkGPNxrYXIaKSFdqC4pqNY832PjjAJHFeUQHtF7wzUoMRsF1BrrIy6qeuEvneTysbtbJdtjFJZn+z8Zu5HqnwfM7WThNLZntdJzECcz925AE8n/gsVMmIxBilspR9M5//vh5qKtuGte5kSEC8+GrNSQlG2PvGCuG01VVFZejj0lcioecbfSI+j2j0df7jS1ETWbh9pytbt4s0bcIvzNcZ+cPJyRbNM7iDjBx1bjZKckzF93Pz2uhR5RYCcUO+3DowPRpFIJcQoHCpWnAEWrSwhE5VGMYBJY0DynSNaZUUvT4EYsvXmPr1I7GkBqTUJIu3yUix44Dtvx6OGgeEjmmmjKXRjxytdQCZ2lmBt9sXs9/7UbErbOMgg69pVSksnZD6SqJs2GAvRfee2zyibCN0zOYuoKB/5u6XsM8tmfYuH2PLB9ML65ySOe/61mG6NfXEWkE3ZwqwoT4iNQgvQyQrNQv//mRM1iFK4zc/LjGp3NQ5VKuJwBQQz0zRVWKsJi5B/+MzkM9CRi6qBUOAfTP7aOp85apxkobWG2QZNVpJ1jOClc+hREbpAKbbvv2eI8++5BFu3/5aZoeQ9BXpM6oFR6AM92SzZoplcCS1hUJHILNPtUJHT8+vaBA4osRYKNeaqYphpf9RhJ96GBeDjCrHrOZQEA4nIFpr0ZLEjl38CTCahTPj3JY2b6EjLGd+/TUiX7gnIi+j+iWr+LAEeQWixJ5+rubMa3xb/mcOYjmooKAtUxBWZTAVqlNHMcfr71vf00eA1SdZbTLTRr0UvmbM5p5iwhl7nyijVt1dKOCw/6BXcGIeiDKfUMv0cWWiff4GmsMJpxafGtKe8ZhhYZDRp1XpDuJ2G3+lbfQWqe9D/SxaE0Rg8F4g6U7CVO14BN54xwGRGJHhQyz5BJpsauEgsA/RzXwWKjEWHE/6Euyjc9n427lhnAg1WCd/4Bj/iZOMdWljskIkJyMZdTbqFNsI8vcDkbowCX8rXRzoK9JnVAuOAKVC2rUN3o62oAgUOgJKjBX6FdbzCwWBIxmquhPKweVJI9S7qKhMT6uNFZBqGwePr78TMzpfn0O1MpJkLDtfGaseLPF/P7IsfnumLnGwSkKNs59+Vcu//CMmt14fkc+DHKMxUvAlCPHTaqfTeroNaL96d0ZfbOggz9E0G2XoDwsD+NU5M7SLomn2pBNs2YgKqNm2PRiIzprLF/cck7ZtxIiwk1Qad0VE7rjJiyjbgsIO8xa5JsIo28eY7v5YmGL5KiXFfPwYiUNS7HePVhr9wi/fHzGEO3UJOUBlQZIv3Bs1adh8Xv3hb5WGRPW31/eaCKxYzeInxC4ut73mKvpfigisAxHLZ+Fbor/bFKE7bnX2zeyjG8v4DGFFyURGv4kvFpPhhN9NKDDECpQ0Ri2TJKPV9ndYuZQkPnVa6eMcQJolfahYnL/lt20aCOEPfSz6jPQdtfhVMEAVv2D46dbFg4DlworndPVMFYH0EODg5T2kylGDox30iCi6rZYaAh07iIwbG5GvfgfeTohG0dj2iL5h2lpDTzM6daw0+dB/Vpiwcjp7iYgzFgmIRr0S5om+r+vwv/VQ1Iiwf+MHFRKvR1bX+ukuZwoDo0xee1sHMeli6G/38x+UyAsTYzIroMaY315Y761RbZWpK0NAlJEs64g0F6a/sErq/E+851FY+wqzHWrUMBXwm/gNsBJsMRvTtKlhSGMq0gFEBH77q1Fo0Yk89lSlfOsrUVPU5ccoBnLG6bZJ66YmW5lGKHug1fGXJPIv/rtEvv7dSoNpHavp4hQQYJGZGzFh9K0fhts/p3AIBbPq1ZfbqHhty09+k/vELZ9RnZD2SSmJZMgT+sCtUV18F8g/Tjxm2n7z46i88qaDyYNM76mw278YBaEYZaumCCgC9SOgEWP146PfKgIGgWjVL4XC6qw8+Ie/pucR9D8BGlsQ6G7MakWNdUk565cJrTbObKaqW8bBKoX16zJPiL/u7xNtx3uDqXF04jJJinHfFIvfuCXRUeiyVBCgGG3H9iJzkUqba0YShdpjcxd4R9ayhRdRNmSgJZfgGcTIRt6nFPwnScoKqJm+75LBiAQPn3HFTIrxOcCIP1YqfRo6YtTD4mQKq9haiLL4498qDWG2HQTZyOGWXHaxLUwRVEsOAUYH74D+0JmnW/LOB6k9p5PbQ/GtNQ/FYh5E5DWfidkgPAoZ4U3omy86Nz9ICPpCqWgZUoLi8JHs/eaOHq1ZXbOQ75tMnhtTYTlxzCIKaoqAIlA3AkqM1Y2NfqMIHEOA1cJopkR1grS+YyvW84EO51WXIVUB4egrIHZabMbqQo0dCbEMGmBP/DtmUijDxp+zrU9OiAkrfGXaWiOibd2GzO8n0+fR2O0ziockdS4QSg1hQcd2/iIHL29Naq+QgBky0JbzIepOrRgSZSSlFi5x5P1piDxqhMql559loxJl8T3f/OvHCYCHHoiaZ/wnSx25/caIMKqVotWMpmP6UUcUYhh1KgoxYAb/yWdzL1rRP5dcfp+OKsDn4l57pyr1K5ePNR+OjZHRfBbymbhxc/H+fsO4VuybW7eGw6cWGAGKxnuVKfPvniQJ1VAWQ2CAkmyAODqOpZUpk8RLVyteBJQYK95rr2eeAgKHD3udcpMm1rHy1RQhPf0UVDXEr4ikyIrVNQXXSzAY4jr8jhFNFFamUdeqGI0D+WzONCbCmLoafGXCeI1TjVxL5zhaYnDtYhCzH1ETasEQ4CDwUNVvO1hL2d+aYroLF4MEW+xFrzbF88UQZQNsOWuULdTR4z3CFONFIGhYIfJgBqpvxp85q7zyNfHN3E8hij/uMD4zYvScM2yjFcdopj/+vdKkaZegf6Cg/pLlriErR54clR9/N2oGTCTSPwCBqZY6AizscNWlEaPlFFZBl9SPorC2OHjIVWIshEvKiEb20eyrWfFaLX0E2D/nqgB/C0Rxt4HkASfM+ZxnoSZKHTCLgcd8350Rk0FQV6XP9FFhcQek5kNa4WjVeILjCxbP4HiDfgCNEjAn9vMkGUjQUQ9X6dogqOu2xYCAEmPFcJX1HAMj4Jfd5uDTJ7aMICgGpxx8dusqcuWltkx42TFh6STMKLZM/QbOGjFUfdL7HiHjpxOeNsKS3ujIKMDN7zshioAdGtfagKqGTL3hwJ0i3dmO/KCGC0PmKX5al3EdGp3AZIyOgjqJySBV/zpMo/TvwfrX1G8bQoACyYWS8kcHmY7wJ0tjMmGi56jzeTIIRNnpI22TxsdqadSG+WSZK1Onx6R0X0MIpfb9aSM9rb/Utsr/tftj8PGNL0dxL7kmGoyV/Xxtwgkvx4xO3L0QuKaW2Pd/WiHDB9uyElVrqXGolj4CJH1POdkKrdJx+kdSGFvyWdiYovGFgaJ3Fuyj2VcfAtmolj4Chw+zwnH6GLZqBYKyBfxoSGeQHBpwokdkLcVEhU8qpXt0I6AjNxqRv2yXUeecDGcf+xQmPPziBf6EuL8Pkmkkr+IjyehLc2KFWSV70SeTSONY40xMcHXrgtRmkKwbN3nFEUiIjTkfE1DIYuE+V2JCfvIUx5wjxyA0Fn9o1dKSk1FVnRNozJSgXinHI2qKgCJQPwJKjNWPj36rCJgO7AyQXAsWxUzU19Fyr5NevdaVShBH7dqJbN4Kkqunp1dUWiqGFFuCweeM2Y5xjgZDF4gdHY0dJlOf6NDPnO2RYiTSGG1AgVGm2rCzfeypmNwwHqmXk5F6ic6Py794X0TexP+rMKi65YYI0nWYnmOZDvkTlM0+oa8li5c5ptMksVUKZ6ADRLvZ4TJNgtXPkrE7bo7Iu+hsGeVQl5092jYzZS+/7sjZOHZ2ulNnOKYzb4+y0DzOeKNzsgMdtlowBFhy23e6grWkW/fqwd9uYd6TnL3m73fJ8pi8+CpmivH8METZSZaMGGrLNZeXIFrOeyYsxnofzojBoQ52T4yGgPec+TV/98FazO2tORC6+9aIUDtyBiq6PfGvmPC5SBLsAjzjp+B5yN/q3/4ZM6L7V10ekYlvxGR2EWGUyStIHM+Epp3qs4WDMifj+ExUC44Af/fsq6k3ppY+AvsQFdUFZBCoJCGp1BRZG8w88CeY62uZz2L61pycZqEi+thtQEJxMnf9RgfEWLC+vxzbMz3xj3/zoraHDfY0iDnJzShWavX5fj/T5y88x5KeyCIheUZd0PkLvcnvT11jm8lvToCzSNVTzzpy1hlYFxPjC1Box0SD9SYx5o0NSkoseQ6T8O0x9rjkQhvjAxRDqPLtmWI+92NvLHDNFba8Cs1b6pDyOE8/xSPO6sNMv1MEih0BJcaK/Q7Q828QAZajZmfcto1HbvnROtehM+PsKtPn/IgudoQDMfBkWDXFbBlxxVltvhjmTLsQoqzcbtL7jpnJIeHFmSe/8iXXIZHmrQ3Besw80vwOlmQcP3dCB9oJHT1Dt0l8deooRrfm1JEQ0EWbTBncvccy4s6cnaJzQO2QiW84Zv1bIN7NCAdGvsUwiKbQ93pEqlHcm+t2RqWiE9BRMy2IA+jaxs7aPzaet3+8baF/xTZrWzMsY4lvtWAI8D70cQ/Wkm7N32GxkBScdV620jWvl/EM4G+cs+eD8LwaDqJs7JgSM7tM8nwp1ps2MwbnPvl7hPcl8Xy1iCqlcsaeFXE5EHpzMh6CME6GsIrozah+y8gxzt4zAoATHaswmaIWHgIkxMaj0jEjc0o1+i4wsGvWuahcp4PnwECiAfbRfCaS0FFLHwH6jCedKHLL9bbxSf2WSPY8P9E5FpnrL/ff2b+dPMwy5NNc+OKcQCaR9MKrjuyEP+778YzUYsTW+o2M1vKuFbclyXUy/HLKqPA5nkgXmOQc/XcSdk1AVnVD/8d2/cJOvAf8iDGSYs2aoX8EUdWrpyXnQR9xzbqYmcymv84oM7bH/oRRhjxeavKSYCPp9eFM78woz0KtUS5n/3zaSIwXBljy7lTv2L3CUSD/akWD+8t9fPRdEVAEEiOgxFhiXHSpInAMgUjEC5U+glkqEmSc7WmN8GymOU6Bbg9ndKgx8MBdEeMMNUPKII1kUbz5HWTP7pjxAtG0br3XkbFyGUWZGQXmG0Of2UHSfBLE3z6+s+XAwN+O1c24T2qvbNjkzTKRQJs93wvdJuF16UW20SZgZ8/ZzKZNLWFIeY/uImMvseUvT8Tw2dsvoyA4cKaIt78P//j4zrb96pqMFmO5b7McWPjHzP95vvy/GZbvx+wfSbzW0GXwnRCzkf5JGoE2IB59zbukN9IVEyLAaMqVa4onwikeBJLljETl65W3PAxOwm+exP7JIMouuaDEOOokz0mocSa6PlFuDiS4bqEbB019e3tFG5iW+tiTMfnBf0ZlHGbnGRlGYyXKQRisMHLs57+vNFHHMxFRphY+ArznWMTgw5mFf++Fj17NFlesdqRDO3TQaoERYB/NvlotGAIVlS4ip2yTYsiK3/y906dk9WP6oEwV7ABfeSj6H/qgy1HYiuTUOWd63zOLom/viNhVt/X1mNAmAcXo3qvxzKYfT9LognPE6D1St5NVgkmYMQuDpNcVY1hpOXacbIhPrvE57xsnyXuD+OIkCL/nmCEacQ1pNhmFQtZikmQDJqiHDoogxd42E9iUILjntojJ6NiwyZuknjvflTEXWvKpqz2impPWb6NwF8cBfpo+93mkzDU6x5yk4eQXMaGVIZqNxrEJjWMONUVAEWgYASXGGsZI1yhyBDgQev9Dhl17sz98ZwQVO2SSTRTk79/PA4kdIdMhadQYm4XBUBvMGrbDjBQ7NA5GmXp49eW2XIkKlfzMDo3WolaUlU+E+Z0vO1ga909Ci0Y9At/4PbULfKFPdtA8vqHQs+H+ObNFYzSbv/0riBxhxBtnum68FjNqmHn/eBE7bcxsYbDMaDGePwkEho1z377uWBMcw9GjXufbF07Eps1s3SPkOFvF7cZcYJu2SCCygx6GYxl/ZcQQi0zzov5OfYNttqhWEwE6gSQY1YIhwEELf497SoO1U0hb05nni+Q67UQMKph+yYjWC8+JGnFhDkw4ez59NiOhqsmekZidL/SIKD4X77ktaiYVeO+QLGSV23+/EDMplXx2zkFVWj6HGSF2IwogcNKDkylqmUGAGjsjh9sgxqrvxczsqfBbpcYY7+s2rbWPCXq1mQLIvlotGAIn9LGNL8kUdD/qiQQYJQJo9HHpZ/IZSx/43DM90uvgQfpIXkYH5RI4eXvhuahii0wNpgxTf4uT0k8ibZGTtGyDEWJsl1HU9KMZWUa/lfsgiTUT0cDxRn+YxgnqXbvhY+Nyn4/IsIvR1roNjADjZLpIK0wEc0KY8gY0TmBz/MDJYhJe/3rOQUaJSBcUrhl9GiPFvBTKtZhoYdQhj4fL6YfzuDhhTQKvJUg7Riv7ky4cK9QeN/j/H0KfpKYIKAINI6DEWMMY6RpFjgAdRYpV0xgdth8dMGdsJr3nmNRFiloeQCfM6Cl2dgyj5kwTI7hGDIuYTp0DJlZ8YkdKIuhtbEtyjFpj02Y5hmg7C3oItu2YwHuGS8/BjBGtSydPE4HVZWgkqEi2+Z/NB/xhB+531FxGp4zh2oz2eHeK14lSnJPr+J3lsfW9XZl9+zNOPiFH0fzbbqxi1dAuw8rpXHA9fx1+9tsiURhD+RueH9NH/ag2EoUjh3t6O3Q4brsxYmbi/CgLHrNawwi0w3XVaLuGcWpoDYrYMlVBrW4EWHSEr7cwU01jpBSfd4wo+8aXbPzOI+ZeJDnBgcMjf/cGK3W3mL/ftMOkwQN3RU2K/ISJMRkFvZY7oVxogt4AAEAASURBVMVILcdnXoxBM9KW22+KGFF9DtwY9fujX1aNhPL3tHP+yKcgUuzhz1X3Tzl/wDl+gIymoSyDT0Lk+OHm7OFxcpB9tVowBBixRX+7rvuRkbkkl6gh1gSaj/cgeotSJNTvOv9sT0OUer8U4b/wXC/LgRpjvvbup6/1Isv8ieOO7b3j5WQxiSf6tUwxTlREwfd/We3Z98nWrPOqQ/r+OH1tfscJOPadbIuTJcw6oQwKfeQO2OcKZIxs3orJqBO8yfaxl3iFuFiYqzPGACTTOM5YuFiE2mGf/UzE+PEkBNdWZZ94xBjvOegfo+thuimlV2h+Rof3n/5VBBSBuhBQYqwuZHS5IlCFAIkxlt6mkRTyjZ0xX4nsPUSYzf7YI6dIlpEIovjm4cNeQ+wc35vqmJBwzmS9hugsao9RSJNOAPfDzpSdIsO6L73Ii8DivthR++QVnVjf2AHHi4k2rUrp5AzTDnSQp6EyHY3EGvULaH7El0+UGdINs8XmO6xH4/E/jRktrsP9+npjHhnmrcPP3JbGz8OR2kJ7A5EnfhQJlxNLiiVTPJWOQZs2PKbCHUwbEEL+w0gn3xEKuemiaq4jZl/jfy9FdfJpnqz/zKM+Io0pI3T2+ZtmJOrSlVUPyjTbz8XNGFXAQQ7TdzhQYpQrn4ksNEJNtUsQHUDi8Il/V8p//2eJjBtrIwpBn2nZupar10JnyI1ANB5Ry9DVVAuGAFOw+Gykj6KWPgKsJs6q42rBEGDmAV+JjGQWn8GMmKJvSd+YZNBJiKgiMRbvK/sklu/r8hnOFzMjyuFH0xfg+iSUSJyxuBYnrWncjy9tEn8cXJ9G4ioSBcEFDTNOmJCs4oQJ98m+g7ZwsSMXnWdjHBAxKbZMbeQkOY+fE9gk8Wh8hi3CuiTMmCLOLAtGaVMXlO2SHGP6fn+cI/gvWY6Jb6ZQ0qhTRgLNtwkvVffHzCDh2MInAP119F0RUARqIqDEWE089D9F4DgE4jua476sZwFnkbxwbm8lilr7aZZcQrF9vmhlSFl89iWv8iQ7L98moPIMO0iGYbOz7tLZ62z34zM7/vjqhOz49sRtS1KN+6N2WLyRTCNJRfOdBb/zZkfPzpfWF/tllTp2yrWrWbJzjeLpwfXptNDZONYWPnO/JL5YeZMkDjtubsMQ9qUrHIjzU6OH4e3qfHtoJ/+3NWYbNf0vebzqWpOztPyNqqWPAB17vpgicjn0CwvNSLZ86ytR89xiRAKfddSs8av1Mn3vckxcsJLfJ0tFfv2nSlNopdBwyPXz4SQS9fGUGAt+pQ7hmchno1owBNhHMzJILRgCnNjl5IuJwIqbCGarJMMY9c1oXsMS4S/9Uqay0wwxhQwGfsfPXN/3fRchq4P+KaOgP1niGGH/009BERWkRbJiJLM5mjezDXnGbA3qSb7xTk1/1Z9YI+FFo8wI0zanIYqV+6JAPgX3adzf5i2O0fDkdvyfJNxqENB/hbZvS0xWc3LZ1+2lVhpfiYx+N6PgaltDY5VKkGZNCq+brg2D/q8IBEJAibFA8OnGxYBAZez4DihT5x1Pivn7oJC+bz4h4lWpqV7O7/3ZLX9ddsz/ggg0ozpISlGPjDNbJNN2w2mbPa96polOAzt0dtRMBWVkCCPVaH9+PCblcYQbl/nOBWfaGL5OI+Hmk2TzF3rpoeOvtM0s2fvQGOPxsDDBzLmY+YLYKSPlfKF/rwX9mwwCJBXjCdZkttF1jkeAqRR++sPx3+qSVBCg5sm6OqJnU2knV9alrstnbrCNvgsjB/7090pEJWGSYF9Err8mAjKw0kwgdEY6Ls1PySVJqJZ9BNhHUgvv/WnZ33eh7bEUacCMGFMLhgD76Bboq9WCIcCKkpx8oD86CZG5JIVIOJKMYlQji0eNgL7l1m2I6MVyVlP/ABkbNGZE+BFi/J++r/8/+/6Zc1iFFUL+p8EZhTGzgz44pVAOIbuDZHv3bp5vTCKrtpGAo0YZiS760PSf440SKj5hx+WMIuQ+axvPySfZan8X5v8Oo8mq/PUw29W2FIFCQkCJsUK6mnouGUEgFstf54ZkVDyx5ov1c/aLL9/8FCn//4kI2zbFAHDq8VFp/vecmZqFDn43SDTom5qw830guxjZxn0wjJz7nY5Q9HMRJr5nr4XZNDgPIM9+8t0SzJy50hUpSowm+/1fankT/k70PSECJBd3xYcGJlxLFzaEADXGtiPtQi04Aqxgy2dGPhpL3VO/htGsvrl4cA4aYJsB2H98v/LYM/D/nq6ULz8Qle98LSofQ2+SKaQf1FG1129L3zOPAIWoPz1eQyHCQJoi4hQBVwuGAPvoZs08wiVYS8W9NScmSDj1Q2TX3dDVYvpjWxST4jJmXKzbiAJXrW0jnk+kPkYmhR9ptWZ9zayNqZig3bmrGs/Z8yB5Ms9Lk2S0li8TwjVYiT1RNfbqrb0INGZU5IsxYkxNEVAE6kdAibH68dFvFQGJVeZPxxfm5SK5VZeRLPsIToVvfhU7/v/PZ6p733lwUpatiiF1UqBxZsl3f1JphFGHDLRlDmYC/VRSvx19rx8Bk8IKX5vVw9SCIdC+rZfeEKwV3ZoRo/GVsfIJkdGn2vK5uyMmFfQ5aIdNnuI900iU/QPVJr9wb8REI0yZ7vUBi5G+8vPfVZqiIST2X3w1huqc1c/BfDr3QjrW2fMduf/OiKny5kfvFdL5ZfNcWImaVfDUgiHAPppR8eyzE2UCBGu9uLYux6TqW2+5pro6Uyop98HJXF9jl8Ws3vvQy1hg5JZvHyE7Id7iNYLjl+cTuRV/3Kl+9sYy+ttOFTddv7gQUGKsuK63nm0aCFTW7FvTaKG4N6HIKIkxP/Ju2QpWbKsmz4obndTOnlF8tcP1U2tB1/YRYBGD7Tv8//Q9XQR6IVXb10VJt43G2s6v1MWqmrfeEJHhqLb5+FOVJoJsHtLBp8+25ObrIqYYCtNsaIxyfRTp5Wq5hQCjPXpCE44RJmrpI7B9J4ri4NmoFhwB9tXss/P1+RgcgXBaoO94pMyRTZvrbo/6Xmr1I6Bjmfrx0W8VASKgsed6HygCDSCgHW4DACXxNSvWVRZp5F0S8CS9CoVcNRw+abjqXbFFCwtVX5X1rhekJL7s2c1CCkp+khHUqGGEASOOHnkMlb4grP9DVJYcOcxzjajReAhFQu67PWL0E5OAQ1dpJARYrY2VQ9WCIbB9B2QU8GxUC44A+2pffD14a8XbAn1H+pBqwRDQsUww/HTr4kBAibHiuM56lgEQaKjSS4Cmi2ZTVgryI8aK5qQzcKLNoS+m92NwYHk/Ms2lFHp4asEQYJRO7aq1wVrM3tYcuK6ElszQQZZQ5Pknv6000a1ffiAit98YQRq9yGNPxYRVyc45Q92l7F2Z1PfEe7Ab0lvVgiHAwjx8NvIZqRYMAfbV7LPVgiFA31Hvx2AYcmv1HYNjqC0UPgLq6RX+NdYzDIiARugEBBCbl0QZ6ZSfUSXBzz68Fqivoc5NcDxbIiKiAqSHWnAEeiFKZ2M9KS7B95DZFpaucGQwhPZZQODL90PcGdqKFNS/4BxbvveNqBFk/s0jlTJDtcQyeyECts57sBdIWrXgCDCyhM9ItWAIsK9mn60WDAH64PQh1YIhoGOZYPjp1sWBgBJjxXGd9SwDIMCoAbVgCLBapUaMBcOQWzdtokK+wVHkoE+12sLAkW106iioDJa/pDcFmVu3Evmvh6OydbvI939WIf98NiY//32l7EH0DMWzlyx3VUA7rBsmQ+2sRxXkzp0y1HiRNUtCh89ItWAIUHSffbZaMAR4P9KHVAuGgI5lguGnWxcHAhosXRzXWc8yAAIaoRMAvKpNmZqhGmPBcWzSxJKYk78kRHAEwmlBU1LDwZGttG1jyZp1+avVtgGECguEzF/kyONPYwRWZRRxZ6SYWn4gsHqtI+3a6ug5jKvFyBIWzFELhgD7avbZItpnB0GSviN9SLVgCOhYJhh+unVxIKARY8VxnfUsAyCg4ccBwKva1ESMORoKHxTJJiWaShkUQ27fDLovmkoZHEk/qqR0b/C2GqsFF2PWZascad9On0+NdQ3C2O9e6AXyCrIKoFowBFhNsTkKvagFQ4BEBPtstWAIxOA7asRYMAy5tY5lgmOoLRQ+AkqMFf411jMMiIDOsgQEEJszHclRjbHAQJbAyXaUYAyMIyuFxbRKamAc2yBa7CiqOua7MZ1yYH8IPGtUQl5fSlYYZQSjWjAEGKGj2ljBMOTW7KvZZ6sFQ4C+I31ItWAI6FgmGH66dXEgoKmUxXGd9SwDIOBo6loA9LxN6dRopxwYRlOyPKYEY2AgqfuiEWOBYZQ2rYEjhLrz3RYtceXAgZjOqOf5hSzHvUi9OGrFqaWPACNLVBsrffz8LdlXl+goy4cj7Xf6jkqMpQ3fsQ29sYxOHBwDRD8oAgkQ0Ed2AlB0kSIQj4AXoaMaEfGYpPrZRiRGLH9liFI93Yytz5LlSjAGh5ez+IpjcBxZua4QiNpdu13hSy2/EahApFPLlhz46bUMciX5bNQUwCAIetsSR/bZasEQoO9IH1ItGAKabRAMP926OBDQ4NTiuM56lgEQ0IixAOBVbWpjrKI4BseROhusdJWuWbgO/ivdNmpvx2PKN10fzuKr3kbtK5n6/7zuFRU6A506crpFJhBg9CILa6gFQ8AQOpoCGAxEbM2+WrWxAsNofEf6kGrBEFAfPBh+unVxIKBzGcVxnfUsAyCgmZQBwKvalGSM66pnExRJo9WWJjHGbR/9VcmxlISjR0XWbXTlX8/HZNOW9CMsrhhjy/XXROSbP6iUPaXptxMUm1S218i7VNCqe10vJTU/rnndZ6HfFAoCFI1v1rRQzqbxzoMROqq3Fxx/EmOaAhgcR/qOlqX9TFAkdSwTFEHdvhgQ0IixYrjKeo6BEGDVMrVgCHC2T1PXgmHIrQ0xFuB+5PaLl7nyf/+KybtTHel/giVfvDdYjsKK1a48NzEmBw8FOLDg0KTUgom8Q5qLWjAEDDFWABpjwVDQrXMFARJjTaAfqBYMAVcjnYIBWLU1iQglxoJDSd9RI8aC46hjmeAYaguFj4BGjBX+NdYzDIiAdiYBAeTmCBnT2argOFrEMc2IMX/vjBL7cKbXSMf2ImecbpsoizJEkLVsIXLz9REZMdRGhJ/IzDmOvPOBI7v3uHL6KbaMu8KWLp0sOXxEZPVaR/78RAxi15aciTbeneKY7f/jS1HZXSrSvatIh3aWzF3gyISXHdm336ssdc3lETnvbAvC7ZZsRqTav1+Iyco1rrRra8nDD0ZMBNvyVR7J9tnPRMy+nnkxVuf+08HDpPbmD4/nX7qceyfBqNqBOXdZivaAeC9q6lrwy8/eQYmI4DiSYGSfrRYMAeM7Ghy10w6CpI5lgqCn2xYLAkqMFcuV1vNMG4F+fWzp0EE75LQBxIZtQJ60bunKN76sj5wgOHbqIEICKwxjtE/3bpZs3+Eea/Pe26MyaIAlH0xzpKxM5JILQZpBs+d5RIQ9cGdEtmxz5dmXY9K5oyXnjGbAcQzkl0jvnpaZGS8pscznHt1Eps1yUPnRlTHn27JpsytvvuvKhefaMv5KW0h8zQLpds4Ztjz0uah8+38qDDnXq4clrXCv+OLZPL6DB0VatZQ6958OFjpYSQe147exI8GJ2uNbLb4l46+MyKCTdAAd9Mr3wXOoQztbhg7SZIggWPYFjh2B4+CBimMQHPv0tqQpUnt79VC/JxCOPUV27sYk3ii9H4PgyIq9aoqAIlA/Avq0rh8f/VYRMNEy+zE4V0sfgYpykC8gWvxIoPRbKu4td4EY69srmHN4LsiowRiEd+tqmVLyf3vSyyls01pkxDBL1m1wZdVajwjesdOV00bY8upbjonEYKTYBkaczXBM+mRdM5BPQ7eM5BqNA34OsN5815GzEFl2BPfBr/5YaSLfNmxy5XN3R2TkMFtWIWqsLmvSxEpp/3W1E79cJ/Lj0Ujzc92XLM0Gi3OzS888Ik13rZOKj2cVJwAhnXVJ67HSeukCablza0gtFmczimM4172k6UXSc2+pdD+wJ5wGi7QVe0sH6XTy6UV69nraioAikE0ElBjLJtq6r7xE4MBBVz6aoyPAIBeP6XokRCa+ocJOQXAcNzYinQJGL/J+3ozIrxP6WrJjlwvNMY/A6tTBi1hh1NbNn/LIN5JHR8pcOXLElfegSXbRebZ8+2tRVCIUmYzUSWqLJTJq/fh28JBISVWFsw7tLVkPYs1Pf1y73vtdNTSTSVH/VPbv77uu97oIvbrW1+WJEWCKi6ZcJcYm2aUD+tvSvGVU9n3uc8luouvVgUDJyDPE2b5Jyp5/oo41dHEyCJScPEqcHVuk7LnHk1ld16kDgUi/k8RFlZuKae/UsYYuTgaBJuddlsxquo4ioAgoAoERUGIsMITaQKEjoJElIVxhMBG2AhkYSJc4BmQiFi5x5cVXY7Jlqyu3QE/swc9G5X//Uin7DniH99okR15583jC66nnYsLv+vezZMwFtoy9xJapVVpl9Z0YSSj/0lNnrAfSI/k/l/fs7pFxJE19sqyuqnJ17Z+poKmag51rOmWqqB2/fiVSZSNR7xoe/60uSQaBa69wpeLDScmsqus0hADKzbpk7dWCIWCqvBzfBwRrtPi2tixqdXoTT8V39uGdsQsc1RQBRUARyAYCSoxlA2XdR14j4A/q8/okGvngGVmiosjBLwLJo4C82LGDoKh+1y6WXIwosNtvjMg/n40JUxuvutRG2qtr9MT69LLkvDNt+dNjMZPy+PZ7juxElBmjzlhCPZpiQctFIOXGjbXkzlsiJnXysotsU610CSpl7tztQqBfzPGUl4sMHWzJCX0s4TYk0JhyGXT//smbKlfqa/twpP1ODqJEvYi08eOGA3qVy5EnXw3Uhm7sIWCVQNCpPCQRxmIGNQKCUctIB74DXDo9nAFSC4aAlvYMhp9urQgoAkkjoC5t0lDpisWKQFhERLHix/P2oobUQQx6DxhiLAChw+2duECAf0ELjEL6F5xjy+p1rjz6eEzuRiXIm6/zGC9et6UrXCknAYJ0yLtv9ZazSuULiDrbjKizwRDr53p8OWRAYfFjKn7md7Q3J8ekR3eR88+y8RI5CgLsiX/HTEonv3/9nZh86qqIIcFIknHbylj9++d2qRpTPSMBcEx1f4W6PgtBIEhHLU0ELr8YN+GBUqlc/kmaLehmNRAoaSJuGYQQ1YIhwB+1Rt4FwxBbWyDGXD8UOnBrxduApcRY8V58PXNFIMsIqEubZcB1d/mHgJe6VjWyz7/Dz4kjNlpEyjAGvhYkitL1EemfP/DVmmlGXPbbR+MEwXCE/+/3lcKKlW3aWLJvn0dK8cD/678rTXXIpk0tU5DCPxlqjfFFI9F131dq7iO+fX7/CKLPWrSISZvWlok+4zn5NhlRbFOnO9K+nad/5hNq/L6u/fvbpvJegVO2U4x2S6X9Yln3CDgIJcbSv9qXnFUh5e+8nH4DumVNBJhKeVgr5dQEJfX/LESMSSUe1mqBEHCJY/xMVKDWinhjTTco4ouvp64IZBcBJcayi7fuLQ8RsG0lxYJeNvqGGqETFEWMVRjplAVChwQWUyZrG4X0Dx46fnnt9Rr6//BhkcOHE7fD6LTtqIaZyMLav6YAJkI39WWHcA1LVGMsdeCwRYvmIh07l8j+qW+ltb1udDwCFomxAwg1VQuEAFMAKRqvFgwBG8RYLFZz4ilYi8W5tSFqi/PU9awVAUUgywhoMkmWAdfd5R8CQcXO8++Mwz9iRiZlg9AJ/8hzq0VGOkUiKnYe9KqQ+NNIp6AoiuxHwQa/4mjw1oqrBaYrVyyeJ07p7uI68UyeLVMp95dmcg9F0bZJATyKiihqwRAAMebGl2gO1lrxbq3OY/Feez1zRSDLCCgxlmXAdXf5h4D2ycGvGYkxWwmdwEAy0kkjGAPDKEePuiDGlGAMiuT+A640QdqtWuoIjBp0WMonvZT6hrpFnQhYTZqKs1eJxjoBSvYLpgCWIaxXLRgCnDVQYiwYhtw6ChzVFAFFQBHIAgJKjGUBZN1FfiOQauW9/D7bzBw9daQimpIaGFymGSpRGxhGoTaWVlMMjiNTWykd2LZN8LaKqYURw2wQipZUzPqgmE47o+dqd+xq2ncPqcZYUKAtEBHuYfy41QIhYIEYcytram4GarBYN9bw7mK98nreikDWEVBiLOuQ6w7zDQElIoJfsUoQYxqhExzH8nIXBKNGOgVF8giyhPR3HRRFb/sD4CFO7KeuRCpoXnOpI+VT3kxlE123AQQiA4YiWmxPA2vp10khoEUMkoKpwZUY6aTVPRuEqaEVrKiGJTeEkX6vCCgC4SCg3mw4OGorBYwAswrUgiFgIsayIBof7Chzf2tqY6VblTL3zy57R3gIWUIaCRoO3iyU0K+PkrWpoNmve6WUv/daKpvoug0gEO0/WJztmxtYS79OCgEQOs5BCAiqBUKAkXdSodU9A4HIjVXIMjCE2oAioAgkh4ASY8nhpGsVMQI6gA5+8SsqoemkxFhgIFkoTCOdAsMoppqiypYEBxItbNriSu8eoTRVFI2MG2uLu2ubxNauKIrzzdZJRk4YKLH1q7K1u4Lej8UiBoe0umfgi8yU1HKt7hkGjoHb0AYUAUVAEUgCASXGkgBJVyluBJSICH79qT8bibjBGyryFjQFMJwbgPcjoxjbtA6nvWJuZctWVzp20IixZO+BC08vV9H9ZMFKYT27czeJbVybwha6aiIE7E7QauMDUlMAE8GT0jKjMabVPVPCLNHKxFFNEVAEFIFsIKDEWDZQ1n3kNQLaJwe/fBXws1VjLDiOZWUaeRccRa8FRo316KpdYFA8N29zpVVLJcaSwbFjB5F2XZpL+dS3k1ld10kBAatVGyXGUsCrrlXtHn0gvK8FDOrCJ6XlTKXUiLEakB2B4GzMTTxJuvFQmczZta/G+vxHibHjINEFioAikCEEdFSQIWC12cJBIKq/ksAXk5PPGjEWGEY5jGqKWqApOI5sYT8kdLp6hezCaTDEVhjJ1qpliA1msCmmUrZulcEdFFDTN46PSMXsqUhTU/2msC+r1bK1OBtWh91s0bUX6d5bnP17i+68M3LCTEktQ6ddAPboso3yqXfmyUvrt6d9NmUxR259f4HM3JH4/pq3e7/8e83W49tX8f3jMdElioAikBEEdMifEVi10UJCIBIt7miIFs1FbrzWlhHD0sfBpFLq0ybwz8JxkOWCFMD27QI3VfQNlGJiukun9O/pTADYooXIDeMi8rPvl5j3TOwj7Dape1eKcc7oU/UH3hC2I/sflvLJExtaTb9PEYEm510mzq7t4mraWorIHb+63a2XOHt2Hv+FLkkJAbtdB3Hp+NQRHZVSY428MiO8pm0vla7Nm8r729Kv/NoUlYN+PnqQjOyQooaBzgY28h2gu1cEigcBrbdXPNdazzRNBPJNNJ7He9etEZnzsSMLPkkcsp4KFNRiom9HUqa2UX+N3zdkrKaoqZQNoZTc92VlIp062CAjElyQ5JrQtYDA7t0ucMwNKJqiGv2lF9pyxSURIRG9bYcr555pyxvvOLJjV/DfcKbPcu0GV04GcT57fqb3lL/tn3GaLRGplIp5M/L3JHL0yKOnnyuVKz7J0aPLr8Oyu3QXd8eW/DroHDxaq0NnkQIhauft2i8VcAAfHnai/NecFbLh4BHp0wodVZXN2rlXnl2zTbYeOSqdmzWR6/t2lQu7d5Cvz1om1/frKnMRCbYe23x5aF/52/KNcv+g3jKwbVTK0ebjKzbL1O17jI/ZrkmJNE+QomGqe/o703dFQBFQBDKIgE7xZhBcbbowELDzrJoiI4qaw2dp3rz+aBgLX3MQznff+LlHN8ukRnVGNM3wIZa0hH7Qhk0iZXHFlQb2t+TOWyLyhXsjcv9dERk5PK4Rv7G49xgmTjFZqFW34zBJ9+PhIxQ7T3dr3c5HYHepi8i7+u9bf91MvZPEvuQCW36KCLHrrongd+bKT35TKT/4WaXsQ7bdGHyXD7Z0hSMn9GlcLHMdpysvikn5e6/l+mHm5fGxImXlko/z8thz7aDtjp0ltl2JsaDXxe7YBRGMh4M2kxPbM0psdOe2MqRdK+nVslmNqLFlew/JzxaskQFtW8h3RvaXS3p0lGX7DpnjXgsy7LeL10kUjuVZndtJc8ykctkRpFTSnl691USiXd+3m3z3lP7Su1Uzs7zGH86+xjupNb7UfxQBRUARCBcBjRgLF09trQARSDVibOBJlvTvZxmNoHJoa23fIcKB4779mQGHg3v6DXsw0PeNEVrN4WOccrIl3btasgvR70uWOXKoyk/r08uS88+2pUN7L+Jr3kJXZs52TDs3jLeF1Q+5PW36R44MHWzJJvjKq9a4hgS74Bxbtu90Zf6HrnTrYkmXzhwUV+/fbFjrT3mFK+3aWrIzDyJgah16Tv17ED4nr5taMAT2lELHqxG1sc443ZYbrrFNRcd1iLj62z9jsmR59W9oynRHLrvIlmdejOV8Ns7qta5cf40SY/Xdkb26OXLwgzfqW0W/SxMBpq3Fli9Kc2vdLB4Bq2UbcXbDaVELhIDVoROKGOQ/MXYYM60fISLsWyNONHhc0K29vL15t9xxUk/hE/+tzTsNWfbg4D7m+2Hta3aq3zj5RDkDpFoie2fLLrmmdxcTVcbvV+w/LFNrpWpaTeGIMi1B0ykTQajLFAFFIGQElBgLGVBtrvAQIOlkIXDDTSJz7arLbOl/gmVIMKZDUZR69GmWNGliCwe6vrHN2tITHTtYcrTclZ6I2GrfHmQWUr3Wb3SFKTjdIRJOcmv+Qo9gY3TGJRg0H4Guq0+SbN7qytvvYvAF4oS6P4z2cl1LqKV0Enyaju1teXOyYwbi115lg0gTeXeKIyeCxBt9qiUrVlmGXKMsho3jm/yBYyJYKJw/6CTBOXhHP2SgJUzne/ZF73wWLakezPvnl+i9osKStq2VGEuETSrLKBrfoZEjnVI53lxdlxFjzZrStW8cG4DnBH/zjz0VM+Rz7aPgb58RnW3wm9m3P7nfWO02svU/BfiJ5MD+tqxYXf2cy9b+c30/n742IrHNayS2aV2uH2reHV902KmmM41tXJN3x56LB2w1byHurm25eGh5dUyR9iTG8r+65wwI5Vc4rkzZVirTt++VPZh13VVWLktKDwpJsO1Hys17XRcnUWok1z1YETOvoYhCq9dAjLluDP2LDlfrxUm/VAQUgVAQ0CdNKDBqI4WMgAOnANIHhmyq7zwHMVIMg90ly1x5d6pzjPhixBYJshK0cc0VNnSNLGmGSTASTp8sdeXDmd5A8pbrbZNuyH1Qz8sGO8V1SKJtB8k2DFFbLZrb8voktI11GNFFAuyd9x1p2wbkFgi4wQMsaIu5Ug6C7cBBS156zZG9+1y5+DxbhgyyzDEwmo026T1Pv4jRHvfeETFE2pTpLsg5EUawxEevkLCjDhKtRQtGoKU+UGcbbdp4bejf9BHYuxeRdyq+nz6AVVvu2i0gxgI3k3YDr77tGB0xPh8SGX+nJKmPHk39t5aovUwvY1TseWeBYF+d6T3lX/vnjiyT8gkv5t+B58ERNxlzjVR+Mi8PjjRPDhFERGxHgsqAeXL4uXKYVjsQYwfzv/rsB4jgGty2pXRqCgcW1q5JVLaBDGN6JYmx9li+/iBmSlO0ViUR6YhtSbLVZ1ZTzA7BB1dTBBQBRSAbCOSHgEk2kNB9KAJ1IOAg6orEWEM2ALpbJLJIdMVHg23d7mKw6JplraDXRcKJZNbGza6cOsIyml5suxz+AaOBJrzkyF+eiJmoM+qFPflsTF541RFGZvVDpBglF0he0T6Y5iBNE2mQcxzZjYiyk070Btls68BB15BiXI9pj9yOESgk5WilIMxo1A5jmmfXLuZfcxw+CeYt8Y7NX3bosCudO+I44p4eJP0aMpJ4bVMsRtRQm8X4/R4QY4y8UwuGwP4DiHICjO0SZ3kEazyJrRkF9trbMblijC0Dqn63/maM9qS+2MIlTg1tP//7XHxfiOcTJwbUaiLQuycmRto1lYoPJ9X8Qv8LBYHooBFSMXdaKG0VeyN2x66IjrfF3QtnIocNqgyy27EE7lHOmtWuI4ixDOlnZOmsdx+tkEV7DsjtJ/WQOwf0PPa6qndnRI+Vmkiy0zu1keXQFHtny24jpr9y/yF5ZUNyqbgjO7RBKuYuWXvgiKxCGiXbrG1WM5RqVlMEFAFFIEsIxA1ts7RH3Y0ikGcIuIwYq4qWqu/QW6D/3ovBrk9a1V6X0R9PPxczFec6IFXSJ5N8IXVut3Wba74nwcYoMb4fqIrGLwUhQnKLUS4kvmjxx0UijMQbjW01aVI9SKVmGI3LmOJJi49U4bH71SUZ2RXfLtclqeW3t36DSFMcw8UYuFOofxTSMG+9AQfWgKFgkUkLa2A1/boBBEieMmpPLTgCJBmZ/tdY9iZSnym4/7UvRo34/nln2fL5z0bkoQeichC/5+dfyZ+0xMWIlOVzTa0mAtddZUn5zPfELccDUC10BGykrFUu+Cj0douxwejQU8TZszNnT31JpS0/P9hEPruvuTy4r5ncWtpcvnOgqWwHSZZrZiOs2z2U3xFjH4KoYkTYsHY1ZzTP69peqD02b/c+ubh7Rxnfp4s8umyD3Pzux/JtVK08ypQHGK9K7SsTv+zqPp0RfXZUvjprqXx37gqzzXF/WEmKM1hqioAioAhkAQFNpcwCyLqL/EaANFJtoijRGbHvbhpHRtVeh21cd7VthOpL94rshIYYzW+b6Y8knHwjmeVHaXEZdb1oTaGLRPLKfI4j7Chs75NyfI/f1ifSuIypk4wSO3s0VBvwBGCUB5dT04jGdf1jMgvwJ7692fMdDICRmgmtMb5oFOVvyI5CD611Tf+qoU30+wQIMNIo/tomWEUXJYkAiegT+lryUSNlYpGM/sUfKuUmaFCde4ZtoteoCTgDhTAmvAwNFugFkrTOBw1npmyTzKfOItO91TwEhvYrk7Jfv6JwZACBpjfcJbGtG8Qp3ZWB1ouvyciAoRLbsjEnT7wMLsZPQYqdUuLIz1uXSTvMZ6yPWfJqWVT2gRjrajfsg2TzxKyWrUGM5XfE2LUgvPiqbR1Alr146WnHFt+NaLI7EFW2BxFm7ZFeEaVILez5S6D/V8smjKle1r91C3ns/JNlB1IzuzRvIpEEBJgNzbtjGiO12tJ/FQFFQBEIGwElxsJGVNsrOARQ87EGYVXXCe7AROvwIUgXbOOlJsavRwKKovqs3kgR/gWfeE5c/34RkBx0IrxIs3hCqjZB5ZNeXOdgVRSZnzpJgoopYbPmeO1y23jyxN+WyzgYf/9DB4L7tlx9uadj9NFcVxYs8ralkHbzZp5j45/D8pWuMCWUxu058OVEXsvmFipduqaKpb9uXe9cT1MA60In+eV7QZwkk9qbfIvFuyYrrfqae42FAqMx/4l0ab6oRehHiDK98vprIkaX77s/rqyRnt1Yx9rQfmfNdeRMVNtUYsxDitV77aOHoYE1tyHo9Ps0EGh67mVyVCt9poFc4k2i/U6SiiULEn/ZyEt3OLaUQdbiyqaV0jPi+SJDo64MbQVnp8pInj1+pERml0eEccBnN4nJHc0rhC7WvIqIvHk0It+OW/+b+5vKgy0r5MSII09hOypCRCxU28a6/bGMEWpcv30V6fYJ/n/ycIn8sPVRaahui9WipbgH8psY83FN5p2kVudmcDBTNG7XvUXcjHCt7a3mrcSK6FC1Fiz6ryKgCGQIAX3aZAhYbbaAEIBT5ZNX9Z0VI7GoDXT5xd7A8BAqdUOuw0RVnYHBIitA0iiU37OHyFCQWUyN9Akskln8zjdGhVlwGkiClCOlkt/TuD7/p45Zn16WeZGsWrjYhfC+tw+SW/E6Z4wyegNklp9GuRKaZytXx6Q9qhuWwZv0Uy3Z/tyP6XR6jif/p3G7bTu8z/5fVsQ8cqTmev53id65j65dkl8/URu6zNOGiydQFZP0ESDZy1TgXDGSYtSkIiF28lDvuFjogoU2DuP3lus2b6Er14BsV/MQuPy8Sil/V6PFMnU/WJ27SsVHUzLVfNG1a7XvLM6mtTl53r1BVHUGQfXnw03kapBjA6OOcFm8iMMTILcWgdS6u0WFVMLV+HcZyC48ju4EOYbMdNkUI11WbevwP8k02k5EnU0DoTYCEWmnlsSkD8i3WWhrMpZ9uhl0MGBvIDqtG5Y3RIpxXWpjFRMxxnPOhFms2JQgkiwT+9I2FQFFQBFQYkzvAUWgAQQoMh+f4ljX6tQKmo+BIQX177glIntKobkD4olaYhzwMlWRA/GRwy3z4kCXGmJVfpkRyPcju7iPzVu9lCq/IM9utPfcREf2VFWEJFG2DJFcU2fUFPvntmvWuebFzzTuZxWIu9pG3bJsGYmxlqqNFRjuQ0ivs3BP0l/cXzwT0oFxS9TAFqRStsqRe7JzJxJitow6xUYUpsizL8WEBPe9t0fl69Ag++lvK02VykTnkSvLmEpJEn38lRGZ+AbY+iK3rl1sOfDBm0WOQmZOv9mN94izdTNeuZn65581ReJbIAoJwdU5b1bLVhLbtC4nj5PwfbvVUZkAsuvviNriFCBxvRakFV+kvKaUR+WmZhVyASLFaIwyextRYiTGkrHzsd1DLatmILHBBjBg7xyNyg1ovxTXcQ6IMkaLNWRWM+pioYhBGR7kasEQaAVHR00RUAQUgSwhoMRYloDW3eQvAoz6ouB9MsaKlKvXWnJiPwskkCegv3mrK2tBVNGee9mRLhgAM7VyBypFsuqkb3Pmc51qoorfMz3TN5Jb1ETyzdf9io8M87/LxffDiC5r1pTuq1pQBA5A0/eEPjZSclXLKQiWhhhD+iJ/41V6wUGaC7TtQFS1HT7ElolvOjLpvdixapR//Uel/MeXoib1mdpjuW7TPnJkzPk4jzdy/Ugze3y3fToisdWfiLMD+bpqoSPQ5LzL5egbz4XebhgNHkbK35NHoiZ9j8QYrROinW4FQeOTNmHsJ9Q24JRYICFiORoxxnPthWitr4K4qoBvtR7RXjNAVP0LUWKM7hqA6DFKrw5AJJlvJ+Hz84jyYhXLZKw5iLZ4uwRE2QS0zzTM1Uij7IN9DI5rP37d+M8Wqns6B/NbeD/+fBrzs9VChWkbE3/dtyJQbAgoMVZsV1zPN2UEGMXtRTrVdJrqaohRYb4eV6J1duxKrp1E28Yvmz3PMZEl8cty+TNTL5s2Defcc/k8s3FsjPTr1UNAjGVjb4W7D6Yg70aF+FNH2Eghrh5QNcYZk/Sat9BBenLNvTMq9IVXY0agn8fINOpctllzHLn1+gjStJH2iyIjxWpnDjsi5U+9VKynn9Hztjt1FbtbTymfNimj+0m38SdAilGn6mGQONSvYuTSdKTkbTOpfHGzYenuIAPbNTnjQnF2bZNcDUs9CteBaZGcWuM7SS++pgLXFSCtmP7ItMqNwHhoFXm1GeL8JLv87VJ9dLYDmXkGyDFqk21AuzdVpVQ2BH/J8NPEbttOmt18v7h7d5viEM7+UnH37RWX74eqRGIbaki/FxtabWqKgCKgCGQLASXGsoW07ievEWiByPhcsyXL84tkYupoMimpvpxEokg4fpdoeUPXhhpNZ47yyA+mtfJ6MuKOxEhd5uu/BdV2YoociyMwmjCsqCSSq91RzEEtOAIbkOI8dJAFYix4W0Fa4L1RmxRje6yaOW5sxKRGx0eYBtlXJrdlGii1xm4BOfbIY/X8wDJ5EI3c9oATbWneCtXypr7dyEdSmLtvcfdXjLaYewCVSHLQllVG5AwQNT5Bw0ijPs2rifcwReLPxH7GJUnY1AdV9ORRElu7sr5VGvW7pcD0nyAcb2peKYOAJ58sJMWY4kicSYqNBBbvgcQaFo1JJYomTcH3p0IzjDYE67B6JQX0e4LwmoQUyWQ8qMuhZ/bDA02lJQi285p4WmOmwXr+2D36SGzlYlRM3Sh2u45inzBQIs1biqmwyDRLiskfOmCIMmcfiLM9uzzCbP9ecfaBOMO7WhUC0GpTUwQUAUUgWwgoMZYtpHU/eY0AK0arBUOAg/6SqKe5xrTQuuwL98CZRQTPaygW8CIiZXz71leiwkp91F56+73qQYb/fX3vPXtYcvuNEZOKug8ZDv/z7WiD7VwxxjYi6N/8QaXRi6uv/fq+GwER9VtviMhHqNhX1rA8SX1NHfuOEYkjhmla6jFAAnxYtdYxul4BmsjYpu3aWvKl+6Kyd58LkqkyNGI1Ywdc1fAH02LywF10L6p/v5neZy61f+1YVypyNJopl3BK91giQ0bKod/9IN3NM77dKBA01LaifOEIfD4BqX4kVnwLUyS+O9oOwyInDpLyD3MzAo/n19V2pB26vN8cbHLsqdIamN4Lof1TgDHtPnz+Jb7/6n7MhMEGgQy7u0pfrCPIsDEguX4Mkov0FgnFeKtrmmk42miL/ZzfNJaU6D7bjCCaMbZts1TMfD9+F8c+Wy1aiN25hzDy0WrfSUik2QOHGcF+adZMrKbNTVSZe4BE2R6POKsizDziDGHO9c3qHdtTnn/A7KRFkV41RUARUASyhIASY1kCWneT3wg0T1JjLL/PMvNHTwH+7v+fveuAc6JM389Msn2XXXqvUqT3piBdRVDAXlDsvXfvzr/1Tu/0Ts+zi71hpQmKgKKiiNKk994725NNZv7PO9mw67Itu0l2kv1efkOSKd983zOT7Mwzz/u89TVIoYKyQnyKvpnrtVQ0J7XULFJMthE/qMqEVOj8fJrXKlxQWjvrWblT1svMKruvpbUTimUHDwEp9MZSUXkE5FwcPrik26LKt1/RFqQa7a3XOiAVSP/9kpyHFW0p/NuJmjWTZeBGn6Hjq1mBkdjh723w99imiRs5H8wIfsOqRcSddyXMzHR4lv9uWzTOpwF8PMmUGfS3msxJfl36MyXvcpI0QtAE2yQ+GEDoJGi8W9YHo6mQtCEE4MM03xc66yiVX3IZUJNYFg6pWvnPGi5LRSaYSypk4biRxNllVJzJsuRCRKWsc0ch0/3C22xmCmU6PePOJKlW3tBq14NZShEDMzsb3m0branYNqko0+s3goNVV7Va9aCzPa15a2h8QisTSJzBlWt9D8yjh+E9chAQAi2fPDPl1R2kp3DFdjA8M7WkFJgeHi9FjoUHcLUXhYBCAIoYUyeBQqAcCJQnBbAczVT7VbKzTdSvWzYxJsoqKXgw7DTfjfVZwx2Wn5oUNCgcwwbpGM51arL654rVBr6fb0BuyiXl8sxhOk3AHUhlUSNvoXtzuSju21OnesywCDo+vMUFYxzodLIuD2uxm8USPiMhlpKsWet996NhFVIQA3Txo2pYH1a10cV/GPiMxRSEaGtD4/QJrEQqCh+dOxBT90+obNtAci0UcYCplAnxMhIVlUVAqsXWsBnJKMU5rrzUgRbNNMz6zqCfHNOFmO6ZkqJZfZ36tWGpyCo79lBuP3uegZHDqx8xdvoQ3rJnHoVn3YpKw5vFG/Irj/rUL8U1Np5Ei1TkCzTkZn8qCRsxMo+0iBsxBrmfv2PrbksFygt4XM7ntE/S9+g39gnxFqN4qZAYbJP4YIChpdB4f/O6YDQV0jYkZVLIxdKiKGFWeF1RmQUS03ncRJFWv4x9Fm5TT0mFQW+xCoeX6uDd262ppDZ0kmZ63YYWaeZIq8ULk6ZwihKNqYemEGeGF5JqLGmZ0hfzCFM2/R5n4nOWbf8nLXJOWso4RYyVdBqo+QoBhUCQEVDEWJABVc1FJwKx4t6qotIIiF+XVOUsK4ScEsJp+CAHVq+VtEHNUm8JgeWPU3rrlsn3spUm5v7kRT+SXTdcyZu9v+ZZhNZ5ZzN1kimH380wLIKhZ1ef1CyGx7JpYyEZfC1dd4UTHUk6LFthYCtJkn70ImvelH3k9bOsJwo1/zaNGgA/LzSQ52FaBhVtO3eZ+OY7E052S6qPziMxJ3HGMAeuGe/Ag48FftPq61Xp/4vHWHkrpZbekloq5+QRpir27Fb1BvyP3O9Eg3q+dGP/kZGUXvHVE+8uUS+KR15rKigXLQvsBs/fXrhef/jFwLn8DvbpoeM3FgqpLjG0L4mP2VODMtxE3sT/hwoYfzzINLALqUbqke+bVFQR41+vrFdR3CzN8/0elrWunZbHDhjBNLN4uOcEB99QjY0FmGn6DkuZ1ICESgOqjXbQCH4xCbJkfpa/YsE0ia/sOGJPGUaD+MMkS5QpfFEsO9OvrI0zsN9aqe4pRFQowziwDzKVFDrJMq1uAxJnJNAkXZOpss7EZCtdU0tgqqbGvytZ6b6CAJbPGckzq0DAERgk0+zg36clkRgr+3KxJAjUfIWAQkAhEDACihgLGDK1QXVEgNcQJEeA0ryxqiMugY45nf5etflwszwhHmN/o9fYQ3c5Wd3OxK+LTCq7CrYc2N93YyfV/IQ4kOp9orARo/tT+ujWsXr8GY/12preZH5irKAFUE2moXN7Db8vNfDaOz7PkW/mGhDFzsB+J944fvSFFz/87LvJb9daw8ltme5JRc+a9UwdyzIsgk3Ua6KMa9xQgxj4hyIkrU7M2kW9tqfka+NQ7Doq29yw2URXkq9VbcD/2VSvRRwL+ZXBVEQ5zvIqpJgc70iLWd/RGPzM6kOMJVLcVadeDNJ/+iYoh0ruCZvSaNwfvJVFHRIrheeJibik60m6VxyX92PK3tVMGZOfnjU0Gn+fKqWdJGWS2Jh4X13BZROzY5DL9e9L93kE3JaUh4bcjyia5tOwXC4Mh5DMGUlfJUk5y+S6b3CblSTThCIQz6wbqTaT1LVwRvwF18A1fVI4d1mhfd1Jj6uziF9v4i2+WFI1UYzie/PYyHEJhUl8hTqav5Gz1wB411de4ViZPth126H8DgQSev0mvB7hNUkOf7SrMAymWELSLDesLrYXGkkyvZ74nDFVsyYLBDRpDi2pk6U4g6RsxsQW8jmjwozpmuJ3JmmaFnFG9Zmo0kIZorzTnMpjLJQYq7YVAgqBPyOgiLE/46E+KQSKRYDKdvAhmyLGikWn/DPTM3hjV6t8jwC3bjettEhJIfuaZJXX++ebsNq1ffu9cIyPwJL0yUOHaXLMO8C6XLaF25dFZNbJJ+kKpzwKAeEuIcOIdhfHQ0gLv8JfUjovHueAqI/Es8pPYpRvpMebDOjNoSMm2rVhSui+ghvngBpQKx9HYCNTXocyJbeqQ9KAI63abGmYSTrl6NN9xTSWLo/+8/QiVuLMW7WY6pvQqkUKY55Kcupipuc1IVl1mEqwF7Ni0ILvh5OY+TeNyHuSjLk+0Wul9C3IJ73EhPxLkmCSiikhZJuQYou4XAzMRan2LokwuUAcx3TASawGuJXpl/cluyFH8WeuJxX+wkmMxfQeSL+lOnB9ZX9iTAhIISs/IKYSQoadyuPgN4IPhUm8taMK/uekmij3q08quLXarDACzrYdKpdGWbixEL4XdaB363prKnY3vLgR4sxRpwG02nWg8TWmRZsCjzPxOsvNtpRlQsKJQk78zgxRnYniTF5LupAqdocnztRSeYEWqqeLJ+5OzVEIKAQUAtZ1j4JBIaAQKAMBg5xMIomx9PQyVlSLS0VAlDBNm5SfLpo8w4uDh3XM/9VAHE3IC4ccC1FmPfYvj6UYK7ysL9O3GjcqPKf498fyj6ekTAYaolITMk5i8Kk69u038cSzHrhIqonPUNPGIZKL+XZJjzQqN6iQm5f/Wb1UHIFNW02m/QV+DlR8j9VjSyGmv57jhaQ1VwdirFe7HLjfDG+aXx+SMKIIE1XSESq7aI1ofRYCS/h9oWbEk6kFFWH+SnytSJw5SX51zU/JlLNxNqsoikKsFudLdOayhSTAhBhzsd0YasWkymIzttOBlfrCHQlX3wXXtA8jwlT8OpKLQn5lEDdJqxTisfBfg1CYxFfmeGipNakYW1mZJtS2+Qg4SB4Zhw5EPh788TZ2bbOmkgYjBQKksqZVHCCtNhyNm/EJchLTNXmxTJ8zjU+UvSyUYR4lSSY+Z5ws4sxfJKAMVZ0Q4SoUAgoBhUA4EVCKsXCirfYVsQiIoXqi3BVYiSQRO4wq77h4JBU10C+tU1u2mdiyzSfXL0qMyY32uNE+L69ffjMsA/7TmF75xXQvVq410LWTA1dd6sDGLSbEp6m4ENWVGOWLD5KQdpu4bv8+vMnc6Ls5LG6b4uZJiqikTkq6pjxIFZVMqGP7To6xc/HjCvW+o639nbtNS/0n1U/lHIikEHK2F/3RRKm474D9+i5qz9OHOnBqX93y54skbAPpa5eOulVBNGfhvEA2q/S6ovSaQnVSR5JVkg4pvwhyFsgv0ARW4HuXaq9ZTLeU9MuL+NlPjhXesaRhSmrlb0yVXEGCzR9+a82zSY49TyXaPUy9FPPy4STQLqDaLFxJTrGDRkKvkYb4sZfDZCUV1+T3OEj7net+3ORVrhZqECtm65cYwTSJL3EnZSyIObkLTxYnvNs3lbGmWlweBPSmrWDu51OrahDGvt2QqaQQbzOfz1l+umbr9vk+ZyTNhDzjHy9DiDN/gYDDTNfke8hnKs50ErYqFAIKAYVAOBFQxFg40Vb7ilgExIA9iX/HVZSNgM47MkllrM2USanSmEqT+ySSipKKmpxUoLIqqaWy0h/9aYri7SVV+gYP0C3DfGnvIFMpc3KBRfQME5JMbsZP7QscpkeZBO+prJRMuacSewx5FW8xMco/a4TvhpCV1LHgdy9TPn3LrXVFMijbF7LUkPf+e7MZ33px1WVOXM12pH9Cssmrb6uCdqxGgvSfeIuddkqQGquGzZx2io7unTWL0KzB80h85Uaw2MOmLYXyZW2Oi5Ax40aJOlHDElZJffmtQieoTfou6cdTZ/q8xqRwRbTG6OEm3D8Gx1usvBi5+AMzjaTYzfT7GsRUPYnnsgqYmGFMmTyN02aSXd+SHPtfViy6pTLfm2EUcrVOIoEjRNp4EmeSBlg0RCX2bxYB2ENl2lKPAx8yzbIl5/XP32fR9YP9Of6ia5Dz0WtU4uxHwqU3In70Rcj97C24vv482Luqdu3FjrrQIinSPvgOnk1rkLd0Abyrl8GjFGQVOhcc9RrCvcX+1T0rNLgANzLoSwZOJ/6i+BrSk1NInLGyplTYpOJMa3YSYpJYIpoXi1ocnzCy0IYKhYBCQCEQTgQUMRZOtNW+IhYBsTlIkhyV41RHxA6l0h2Xa5U6QnzRZF6Irxokvlgl3KqSGBerIZ7LxWtLTMPFU+zIMZ/vVrqYiZMwuuwCR6mFDF5/r/jLKPH0uvYOnyeODEKIqUlfevHpFKb/sC+5vEuUdfwhxvviZ5brZiU/KroKx3V3FrQj1SRlXVGyxcVpltG/n/Ca+6PvRl7SIwvvW9p6/tUCAkV8oR54NM+qKCgVDnN8957WLqUNfzuF+1DZ97tZcTNBSp+pKBcCQ1hFtHsnDQ0byDmrQdSCctwkTXc9zff79tAwoJiCC+VqPMwrtT1Jw7lUS0pRCfl+SQGK/qzS2rSxgR2slGq3mPODYVVxlSqVX1LRGY3RomEesl6bEdahiZI5gaTWQfp9ZVPxJemU6zhJemUWP39Ktdg5VHu1pZpsD58EiMeYi4SYkFr8WcQmrtuQaZUO/l3ryW0+4voNdFGemdhGTzFJpbyEyrBPqUoTw/g2bKefxt9czWmlCIZjsPEkwsAHE64Zn1i7y/v1e8SNOAdx4yYgbsxlyP1kItzfhxf3cIw7XPvQGzVHzjsvIG/5b4gbPAqx/YdCP/sSy0vKs2ktPEt/hWcNibI1f4SrSxG9H61GTRgH90f0GMLVeSOTF2acvFvWn7hLPmEQwkNWAABAAElEQVRNuvfvZT9JPXFLNUchoBBQCFQYAUWMVRg6tWF1QyCVD7KqQyRznHWplkqrqaNmKpDCz4kkYOJYwEzSGUVZI1XyMpgWKT5fkr4lCikhweS1KAlVFLMsbte8qYaNJCOCEaLMEqVY0RBy68ChE+cXXc//WcaURc+yiob0Q9IywxV7SYzF85jI8RLCUUUBAnKOipKwayfe+Nfzkbf7D5IIW2vi+/lChBnIKkSiypbrNoIVFO1NNMr3RgixjidrFgkspLCMR1RZrVpoFvn07iR7Ek9fTDcw/sLoJMbOPpPU0sFdxd/gFZyWQX8nqYwXUOX1MQmtSSSvxLvKb8Uo9SMlLXLmsXjLTLYeya7rqCyT9D4Ri0nVyb9lxEHo/adSXBBfrNeoBLubFRUlRD87MF8Rxp9sPMJ15dsRz+370n9scIDV+qTNikTc8HOQ/fozf9rUNXsaZIobOx7xF1/PFMvxyJn0BvIWfPen9dSHshHQ6ePkWb0Uxs6tyPngpeMb6PUbI27oaMT0GYi4sy5gxcIUnt/rqCgjUcb1PWuW+2TXx7dQb3RipPEpoXk4CjzGqvhwaqlpMPPc0GJ9lXOruDtq9woBhUA1QUARY9XkQKthVh6BFCqjoiFqponiS6MnF5BKAxQhVhJ47REfT/Ir/65KSANReIk5/XYqUET9lZFPfEmqYWVCyLMmjYJHjFWmL5G+7UESf12ZThfNKWrlOUaiUpQCCF066KifT4TtIXG4ikTYnO99RFhhFV9xbfqVVm1O0rFhk08pWNx6VTXviosdGEhFm6gXp31jYPb3Xitt2N8fOQdGDnfArsTYYqZ6nsr+33mDE8+/VqC29Pc/kl8H9XTB/dXkkA/h/TTmiReJkSS4hsZ6cJQKsXokxgpTu/9h+qMoySTlsqif1U0kwqRKoqRUSiqlxAOsOpnHt9JWGtvye4hdxXUv53SEyjQx8vclnRfpSAg+Jj/8PLyb10JUYsWFa8oHkCnhshuReM3dMMZdjtxJryNvyYLiVlfziiDg7NiDczRWJtxQZAk5r327kPPxa4BMDDFYjx12NmK690Xc6eOg1UglUbYBectIlK0iUbaWirKyfBBO2Et0zXB07smKtAeja1BVNBpdKlL6pftV1Ae1W4WAQqD6IaCIsep3zNWIK4hAMlPtbB+8K6pXB6jFFEJJLxR/L0lzTCBx4E9zdPPOx1J8UcV+lGlY+6n4EvP4jEzDUny5XKEd5THuq2H9wrdvod1fNLe+fRcgaXU/L4zmUZ44NiFzB9EjrDOJsHokeWvUYCU+GuivWmNi5hwDG6gIq8h5vHqdgYH9NRJjJ+6zqueIOlOM9p96zgNJ/y0a8h2W77moCHND/B0uuu/yfv6MCrcn/kKj+HY6VhHraIjavH9Lq5eAYz99W2XDYQY46ueTW0U7kcj5Vt2Yogv42ZeJ/edzSQz36xbTllwsiiItXOHs0hvOTj2Rfvf4MneZ8+GrkCnx2nuQeOv/wbtjs5ViKcomFSUjEEtFmGfVkpJXKLRE/N1yP33TmmS2GKPHDh+DmG4kyoaeDS2tFrzbNpIoW2i16WXqpek6kcgt1GTUvXW27QSjmhjvh/rgyfmkiYeJCoWAQkAhEEYEFDEWRrDVriIbAVGlVHXEUtElxvZCfKVR7ZVKQsBKc5Qb4lim1lH1Jebz/jTHYyS+jiu+8tMcJe2qKuMIiw5JepuKyiOweRs9f3qGS79R+f5WtIU0pvSedooDnZhCKGpHSe8VhdcKEmHTvvaSCDODIlZYsdrEqPwiDBXta6i2m0WFmKSHSoXVtz48MV2yS0f6pjGlWBRldg1R8U2hEf8VF+t44LHoIMYuoG9a3u/zYWaRmVQRNAQSb3zQIreMXdvK3Wb2xH8DnBJv/z8kPfBPqpiWk8iZCC+9slSciICTFSmF7KpIGMeOIPeLd6zJ2j4xmUqysVSU9UfcoDOhUfHjZXqm5w8SZSsXW6mXZk6R/PWK7NjG2zhatIWxd4eNexg5XdNr1bWqpUZOj1VPFQIKgWhAQBFj0XAU1RjCgoDDwcp1zC3xFPi2B32/UrWxthBf+cb2QgBINUchvOKP+3tR8cXrS0lzFN8kn7eX3+eLXQrfQ/0Kjf8ozembN41+MqdC4AS40U6SQzUGRx/JKOTvgP700mrH1C2SwFIYYftOHxG2boOPCCtcITRA2EpcXTzILr/InnhKKuhnU1n99FIHNm4x8eMvPmJJHqpfPM6BHl10zJht2D775KtZhtXXay93YOL7JxJ8JR4cmy7o2job7pen2rR3kdmtxNsfgZmZjtwv363QALJfeNzaLumBp5H82EvwLP7ZIoC8AZBsFdpxhG0klQDz/vgtOL3OzrTSWiW11Qo+xYs7/VzE9DwFMacOp8KMRNmeHfDQ5N+zQogyKsqijEzWWZGyvAq84IAeva3orFZpSaSjd4hqZAoBhYANEVDEmA0PiuqSPRHw8B4uhcSVKJ4qGmni78XUm5ppuqX2sogv8faKM62KiHJLLub04sMlKYeSHmYZ2uenORY1DK9oP6pyu2PpJoQAVFF5BEQ1lRQFWDasD5za14H2bX1EmKQEbt1h4o+VJk3xfURYOOxGjvLc3LffxOlDdHxLbzK7hfiICUZXXORAv146U6FNGvHrFnH4y28GplM9J9G4oU9NKlU37Rjvf+LFg3c5seA3pr9GcEplnx46Kzp6lKdVEE8ySaGUyogZD99Y6Vaz/vkgnyolIvn+p5Dy7Ltw//ANcj9/m1UD91W67UhvII6VJ717d8I8eig0Q3G74fpqkjVZO9B1H1HW+1TE9B1spWIa+/cgb8UiEmWchChLr8TFVWhGEVCrWs3aTKXcHdA2auXiEdBr8kJZhUJAIaAQCDMCihgLM+BqdxGMAO8xhYQojRgTpUttMbZPZboX/b1SUjQa25P0otorjgSYpDH6ia+jVHxt3irEl28Sj6CK+CJFGqIyblEAqag8AkKa5jJ1NtI8m6T4wql9dZzcRopA+Cqebt1uQgza1280LUVU5dGpWAvSh94kPOxIjMmI3vzAaxUV6NxBswiwZSsMrGRK6e9LDSvFtG4dDeef42DKtYb7HgmhvLVi8FpbbeGxnvyVFxMuceD+R+1HQJZ3aCMHe+GeN6O8q6v1yoFA4s1/RY6kP25cU461y7FKbjYyH78DUmUxiSmWNV7+Aq4Zn1opgKJKq64Rc8owFjWYF77hs2yz65vPrcm/07gRY+HsPRAJV/L40LPMOHTAIsksskyIslCRdv4OBPFV0lJBTzUzm3J+FZVGQEumf4IKhYBCQCEQZgQUMRZmwNXuIhcBjdl/crMpfkdCfNXwG9vT+TiOhtcyiem1EF+S5ijqk917SXrlV3MUEqOaF22yDj4rcMPtNtG0sWb5REXuGWGPnm9jiqH4S61aZ4/+FNeLFs10nNJbQ9vWPiIshn95hBxZuNhHhG3eZh9l0/JVJkbYOD1VlHMLfjc4FSAt6dZjRzkwYpCOTP7+/Pc1r+1TKr+ZK+o3Hffe6sSzL1ax8WEBlAG9a9LAQOZ/vw5oG7VyyQikMO3R2LUFrsnvl7xSBZdIlcWMv94AZ+sOSLjhfqSeMQ65Uz9kuuZ7/MNsY2O+Co63rM0cDRojZ/H8slYL6XLX7CmQyR+xQ0chpvcgJFx+i48oO3rY50+2/Her6qUQZ3YNZ+deVIvtsWv3IqpfWkoqTMOrzPcj6qipzioEogMBRYxFx3FUowgDAk56+Qzop2MvU62E+DpwiKTXNhrdZxhIF2N7Tmbkih/CgGDBLgS/Vi0UMVaASMXfbdhkoFsne3m2tW6lM9WPRBgrZqaRRHawe5uojvyZ6X6iCNvGNEm7hvRNCOze3XVLhWXXfkq/Yul5OPQ0HSOHO1iEAxbROPVrAwfoPRgJ8fZHXjz2oBPjSOpNnhFZfmPnj3HAu2uzZTAeCVjbvY/xl94IvWkrpN9TdhXKyozFs3E1Mu67Es4e/ZF4xW2IO+tCSz3mmvZRZZqNqG1FLWaSDPRuttfTFPd3MyCTP2IHnoGYfoMRf+kNlkeZQYWfZ+USn08ZFWXGgb3+Vav81dmuE38PtlZ5P6KhA5bxvpcX0/z7pkIhoBBQCIQTAUWMhRNtta+IRkCjAdhGVr/7eo5ivyp7IA8fpWKM6XQqKo+ApCAOGVC1WLZrQyKspwYhxNJYKRXsziYaxP/wM4mwTWbEKQMXLTMw6BR7E2PdabY//gKH5VW4jF5sU0gsiSdhowbiL6aRvLc/OSYeaZIaeuNVDogf2rqNkfPbemqXXLg/n1z5L7BqAc6O3UlQXYDs/zwM80iIPK+K4OxZsgDpnIR8ib/oWsTTc0sqNBZWMBXZJGo+xrN6ZN6v39t+PO6fZkEmf8SS0IvpNwTxF15jVb2UtEXP6qWsfElDfyHKqAqsqtAbNKOqbUVV7T6q9qvXrgtNZOUqFAIKAYVAmBFQvzxhBlztLrIRkDRKFZVH4OBhWDfwlW9JtSDEmBRxCGeI4XtfEmEntdBRg0QY7WMsX7DvfvRaRNiuPfYnZUrDazGJsT5X2/vPo6hTBeeX3vRaXoUyHvHsGkhVqxyPT1nBcs48+xNNy1cZ+Ir3vtdPcOCeh+3fX8FZPPJSasbh2PzZ8lFFJRFIuvNxS7WVt+SXSrYU+OZ+8iXurPMRd94ExI29DLmTJv6JkAm8VXtvIcq8PJKAkRbuX+ZCJn/E9DmNhRqGIf7cCdDSalkeX541y5C3bKEv9XL3Dv+qIX/Va9eBsWdnyPcTLTtYcigddVhqvVkSK+0UCY3VPeGw99/fIl1WHxUCCoEoQUD98kTJgVTDCA8CqppicHA+SsWY+AupqDwCWdmsYMrU1FCm/nVlqmbv7hpaNvdVU5UiEhuoBJv1PStG8nXPvsgmwooeBVG5iZdXD6qyliy3J1mzbKUBmU5mlcoO7TRLcdW9s26lU+6jFc9FYx1Yu960VGRFx2e3zzNnG2hYX8MTDznx8FP29xs7d5QGNxU3pttlNygjrj81nv8YeVT8hMJXLBAwXDNpDM8p/vyrkHDFLYgbN54E2RvI++3HQJqx/bpSEVJ+3Dyrl9m+r2V1UI5N4eMT0+MUxJxKomzMeGgTbgc8eRZBJkSZl4oy786tZTVZoeWyXzMjHSYLPUR6rDuWhQd+X4cPBnVFcgz9Q/LjiWUbUT8+Dtef3NQ/q1Kvn2zeg75104olxhz1GleqbbWxQkAhoBCoKAKKGKsocmq7aolAPCtLigm/8hKr3OE/dIQVO8Oscqpcj+299UamLXbrpNETKzj97NlVR69uGlo0Y5EJpuVJtVQhi76e4yPC9h2ILiKsONR+W2JY/l12Jcb8fb5hghOz5notYsxLm64jx4BpX3vRh0TmKX10fDqFMyMgJKXywTuduP92J/71gr3JsQ7Nc5H73PQIQNXeXUx5/GUSCkeR/eITtulo7udvQ6aECbch8YYHYIwdjxwSZB4awEdDxDNltbDqKhrG5B+DKA4Lqw6dXfogdsBwxI+6CNplN1sXbpLu6Fn2q5V66d2+yb9ppV6d3fqwaMT2SrVhl40NeSJUTMjs4pcUs3IlZ2m16lSyBbW5QkAhoBCoGAKKGKsYbmqraoqAmHKnshrlUd58qqg4ApksVODgw8jaNQEhyVRUDoF1GwwMHyxPdytGgvTpoaMnibDmTaTaqoacXGDtBhPTZxmWIkwKTVS3+H2pwQIC9v8TKb5iLZv7POY2bGalxza+91Lps0G9qvWeC/SceWmiB3+924mb6Dn2ytsVO5cD3Weg65/WX4eel21Vywt0W7V+AQJJ9zwJrVZdZDx0bcFMG73Lefd/kCnxpoeQdNcT8G5Zh9xPJsKzLrJ9pPRmTKP88BUbIR26rniW03uMkz/Eyy52wOmIO/M8xF9yPb0wNR7PlfAsXeAjyrZu8K8a0KuzTSdIUYfqEruzXfjn8s04kOuGEGltaiThBirJmuSnRd6zcC3ObVEfi5kuuS0zB7d1aI4YXcMra7ZDFGm142KRKbLzYkKLTwSc9v+7W0zX1SyFgEIgChBQvz5RcBDVEMKHgDw1S6WnkiLGKo+5pFO2pWn7AlYqVFE5BKTi43kkbMsb/XuTCOuqoWljHxGWmSVEmIEpM31E2KEj1Y8IK4qdFA/IdZk4jSb8P/5i33NU+nbdFQ507eQ7ZgmsTikhhQ8MzhoyUIeX9yAtWQX23Y/tSTb5euyr7PvC6z7l2PgLgA8+s19/Rwz0wD1XqcX8x6wir6LEcnbsicyHb6RizN5PmbJfeQrgJORY0l//YxGiQpB5t22syNCrdJvY4efAzCGpu35llfajqnbuWUWjfk7+cLbthNjTzkDs8DGWob/4Wnk3rELeUlGULYN301r/qqW+Ouo3gvuHr0tdJ9IWfrR5N2L1AruLHVm5qJ8QZw3DQUJxcMNaaJ+aLNwiPti0G6+v24HHe7Sxlm8hGfb8qq0Y0rA2+jFdUtqRVMxklna/p1NLOPNJsuIw0evWhyakmfIYKw4eNU8hoBAIMQKKGAsxwKr56EJAVE6SWhY+UXl04Vd4NGLA34qpegsKHugWXqzeB4CAqIbk3GzWRMf2nSeSOAOpcuneWbNMw0URJp5ka9Yb+GK6jwg7wuqAKk5E4JeFvuqUdibGRNlWn8qw264TxSDwM/ssIYqxy1i1cvCpvpsb8YKLiQFE9Wrn2L3XxAuveXDvrU4rhfezafYix0SFl/HDN3aG0NZ9S7jydouMyHj0Nnh3bbN1Xwt3Luu5h62PyQ89i5R/vE6PuXnI/ewtGHt3Fl7N1u/jTh8H97wZtu5jODsnBGFhktDZ6mTEDjoTsYNH0tD/CiA2Dl4qwfKW5BNlJM2KhqNxC2s948Deoosi+vNhVx5ihPXKD488Fc6P+gmxGNGoNv44nIH9VI3Fk/jalPFnf7X7OrdCn7qp1hay3h6qzF7o3+G4p5gY7xcXep36MHkxU7Dn4tZS8xQCCgGFQGgQUMRYaHBVrUYpAkI+1KqpiLFgHN4DB000oWJJRXAQ2MLqlP17ayTGgMEDSITRc6xRQ1bPIxF2hAqw1TRi/4XqvPWbDKRnBGef0d7KwsUmzhxm/3P0q1lerFprWOSoKN26dNQxbpRuKQLlGAkp9k+b+3YVPpfEM++/JMfuuokKDt6PfTndHuTYZec7qCJZBWP/7sLdVe/LiUDC5TS1Zxpb5pN3Wcqccm5mq9Uyn7oXempNJN39JGo8/xFcc6ZZnmTm0UO26mdxndEbNWO1zdnFLVLziIBn81pr8oMhaadxg8/y+ZSNuRSS5ufZtIaKsgXwsniBpNXG9BscUQSvf2xlvd7avvmfzPcfX1qgkFx1JBN//2MTUyJjrDRKaauoN1mCs0Btti/Hxbacx0mx0vatN2wKzcknOCoUAgoBhUAVIKCIsSoAXe0yshGoQ18sFZVH4OBhE53aF1w8Vb7F6tmCZDsMIRFWkw9n27TSLcP4g/QEW73WxA9MsxMiTFIlVQSOgBQZEDXexeMcmDTZHuRMSaPYQoVYItMob7vOSWJMw979Jl6lT1ces1JuvdZhkWQ7dhU89S+pHbvMX0MiV8ixO250wsFz/LOpVY9/3445cH842S4QRVQ/Eq68A3FnnIvMf9zLdMQlEdX3op01jh1BxiO3QG/aEkm3/BWpr06G66tJyP3iHStVsej6dvicwCqNBtM/jT077NCdiOiDsX0zct578XhfhbSJGzoasX0HQxdD/6RkFmLyMj1zGRw8F7w7t1SLZIKvduxHp5rJeKjrSZay65f9R7EhveSLjGZJCcjiH6JsjxeJTKcsLfSGTUpbrJYpBBQCCoGQIqCIsZDCqxqPRgTEY0xF5RGQVMoaAfhiVX6P0dFCLDMQJD2uK1VBkkInGAqBIz5jyckaHno8D9k50TFWO4xiHr26xozUSYzZoTel9+GMYQ50PFnDh/TmElLUyM+qnb9Qs9IoU5kGPuFiB75mFUtRkdk9VpHcfe5lkmM3OEG/5ir1HBPSOSHZiWPzleIm0PMm8cYHEDvwDEsp5lkV2aRY4bEbO7Yg48Fr6ZfWHQlX340aVMO5Jr+H3C/fJ0FyYkp74W3D/T6m7yCreEC49xtN+xNSMadQ4QK9bkOkPPM2HPUawtmyLbSUVHi5jnfbBgip5t2xlVKqqif0g30MEkhuSWrkMXceMvO8mLv7IAmykpXVbVITIdt8vHkPxjSrhzVHs7CTnmV9657YMy2t9okz1RyFgEJAIRAmBBQxFiag1W6iB4HExJIvAKJnlKEfiYuVD2lPgdatNGzcbP+b9NAjUvweElmkaRAN4Lt00FGvro8IEx8mIQ1mfUdFGCsR5hJLiVee1ZGaqpEYU3j6EKn8/wt+NzCeXl0ns1CEFCiwc2RlmTjCohZC5hWyhMFUFlUYNULHspUGmrLyaJNGWkQQY4K1KMeefdGD20mOJSUBr71TNTeaY840kffzHBIe6rsVyHdAqk86O9Fon55inmI8mgJpy67riqF7xj2XI4ZKooTLbkTcqIut9ErXzE9t0WUh7vQaaXD/OMsW/YmaTogXVkwsst9/yRqSlpgMZ4ducLRog5iOPaDVqEmibCe8rHZp7CBRJoqyEqox2g2TQvZix7vmv/I9p2k9/HPFZlz54wrLWL8tia/CIev515X5YtZ/YcsGeHfDLkzfvt+qXhlPGXDRfWg1a0NTv6+FoVTvFQIKgTAjwN8g9SsUZszV7iIcAbfbxCeTDVWZMgjH8ZyzdCz5w8SMb6vmZjcIQwh6E6IAEyJM0kzr1vERYZICt5JE2FqSBBtIhLlJKBYXYlgu635i87S/4vpu53mX0luqMf3anvkf8xJtHFJl9OF7nfh0ihdzfjCQxPuVkSMcGMbKlHIT8tHnXvxMnzkvv26SgutXlNl4SMe7JvjffoMDh2jl9K8qOA6v/SMPOU/fY/kKHe+UelMqAsmPvwy9Vl1k0Zcrkoz2Sx1UORbGDTsbcedN4JfMidxPJ8L93Vfl2Cp0q6TwOHhJzGS/8WzodlINW44/70qSoadRifdmsaPX4hMsokynmsxRm9UW02pZ/oQeIcqoKDNIlJkl/TEvtkX7zJTHA3upGqtJnzEhucoTkkqZxaluCcb7jnadEXfW+dBi48vTnFpHIaAQUAgEHQGlGAs6pKrB6EdAQ800jcSYUg5U9ljvow/SSS0KP1usbIuRt30tetad1t+BDkyBq1OLZvnJoIE+ibA1JqbMZMob1XTlfci8fJWBU/qU7yI18pCquh7/tMDA/bfb/8+lkKJisi+FLUaf4cAZQ3UrBVGKLkz7xsBhFmGQypTDTtMxcrgD/2GaYqT4ju3aY+LJZ71W9c3HH3Li/54KH0l5+hB+pzKPKlIsgK9gjf9+DDP9KDIeuhZmxrEAtoz8VV1zp0OmuHMuRfxF1yF+7HjkTHoDeb/MrZLB6VQwZb/1XJXsO5p36uzaB8bmDSUO0czNYUXLBYBMElSXxXSgeq9VOzjbdmIRh1rwHtxH77cN8ApRxtRcU6T0ERBy1dYwMS6gnoq/WGkeY+IvpsUE1mZAHVArKwQUAgqBMhCw/5V+GQNQixUC4UbAyW9NWhr3ui3ce46+/e0/CPTpUb2Isfr01RjQ14H2JMJqs8KppEpu32FiBYmwdRt8RFhFlTxrN5AQOb164RmOb4WQR2LCL8oxUV3ZOaQq5d//5kQ9qg0X/2FgygzDMuIXhdhpVCKefabDKtSwfJWJXJedR3Ji3zIyTfzjOQ+uvdyBZx+PwatMq9xIBWWoY2jfPLjnTA31bqKifUnbS7rzceT98RuyX3wiKsZU0UG4prFqJaeEi29A4tV3wRh7OXInvU6y5JeKNhnwdgmyX0njo0pJRXARcDRujtxfvy9/o3lufi8WAjJJ8EfZ2akHHC3bIXbIKOhUlHkPH7SKJHilUMKOrTBzs33rVoP/HU1aMAdTXb9Ug0OthqgQsC0Cihiz7aFRHbMrAnKDWZ83ndWi/FCID4IoW1JTolt516ghcGofEmFtNdQiERbPB6JbSYQtXW5i/UYfERYsmEVpJtGeflhrbO6HFawxh6ud7340cOFY+xNjgseX0w0cYGVSOR/kPqNPTx1jmbYsZNl6mu6LT5ff10/Ox0gjyCa+76Vnmom7bnTg2+81TP06dGRlIrN66tSLQbryZyrzqxZ/6Q1MhbrQqs7omkwDehUWAjmTXqNi7DUkXnM3Em/9G72mtlpG+OEoRCC+ZznvvqCORJARcLTtSPMsJ4x9uyveMp+AeZYvsiZ/I056k4miLHbQmVSU1YZx7DDTLjfBs22TT1GWnelfNepe9ToNom5MakAKAYVAZCGgiLHIOl6qtzZBoHatEzsiVdMSEjRkZdOkOc+3XEi0GH7LXCV4Qp3YSuBzxN6hfTvNSok6lg5I1UJRHJU3/S7wPQZvi0xe4xmmhhZNNYssCl7LVddSM5qbSzpju9Y+IiyWqWtbtpv4fSmN8jf6qkeGsndrqBo7tb9GYiyUe6l+bcvxu/hcB9NedfzI1Eo7hyjFJLp20jFulG6Z7W8jGfvcKx6raIMsO7mNhnNHO0DLF/yL6ZeRFjNmG9i5B7h2vANtWMDj2ZdCM4aLeMzzVi2GcYTyVhUlIpDy+EvQm7ZC9n/+5ksfK3HN6rsg+83/AJyEHEu6/ymm5q60CDLvpjUhASVu6GgS41qVpXCGZFA2aTR2wAhWn9wY9N5YZGmhyq3O9t18RNmA4dBIlJmZx/5MlGXyoi8KQkutCa2cXmVRMFw1BIWAQsCmCChizKYHRnXL3gjUSCmQe7eiR9aAfqwGWKOgz+KHM/9XE80aA/1Jkrz9kRdCAoUi4qhoGEJz7blUtBxLN3HBGAfceSY+m2Lvm3c/FqIa60ij+a07Qqf68O8rFK+tWujo30tDWxJhaawIKam2W7aZ+HWRjwgTUiycsWyFgTEjyZaqCDoCc37w4vShDtsTYzLwPj10XD/Bgb37TLzytpdFLnyVKls08xFiHUimHzxsWhUrgw5UmBr8g1U2H3naxNUkx/71qBNvfWgEvXJoz3Y5cL+p0ihLOqQxvQYi4dq7aSS+Fel3j4d5hNURVJSKQPaLT1rLk+57CsmP/g+epQto0v+mpSQrdcMAF4rHWa5NKmMG2HXbry7KLg/ThUMdnjXLWJqXU3442nWC86T2iO03FNqZNWHmZNGfjGqyrRtZYIEeZRHq56fXbwKTT3QLrqz9I1avCgGFgEIgfAgoYix8WKs9RRkCyTRJr1tbw6jTdaRnAHNZBU5SkurX09Ctk4aG9U3s2gv8vJDzw+inKsqWSIo9vHFv3TJyetzmJB39SISJSkWIMFEFiq/T/F99RNi2/HTGqhrR6nUmJlysLi9Dgf+8+QZTEqlQ4jmwYZO9v2dLSZC+/i6waJlhKUgbNdAwluqxHl10Eui+CpU//sJUnsjko48f3sNHTTz7osf6Hb7zJgd+X6LhzQ+CM6guHXzFC44tnHd8f+pNAQKJtz8CUc7kfPQaXFNU6mQBMuV7l/XMQ5R4xyP5gaeR8q934P5pFnI/fxvGAV44VDKcrPCn128M96zJlWxJbV4cAo6GTeGa+mFxi0I6z0uVoUz+cLRuD5li+g5C3BnnwsjJ8XnKiaG/EGXHjvhXtfWro0kzZbxv6yOkOqcQqB4IKGKsehxnNcogIyCpilJN8NS+OqTa9qdTvOD1iBWbt7Ki4GpQOSTVK2EpicToWrx8xjF1SQykpaplcpKPUBHiLCvfX7UrCTVJf5Jlkvok24nxt/gE9aYCpCNVHgk0az9EpcdPv5jYvfdENZKk8kmfJG1PonMHDV066khJAbKygFVrDCyhv5VdYt9+n6oOCM7NbLDH1b4diTAWCDipJVWBqXSWI3RChAlJsoF+TTtoym6nENXgvgOmVZFw1nf2Jm/shFt5+pJDgnvezwZVmTr+8R97Yyvp3L8tMVCH5L0oCPv10q3fqC+/8mIOSXz5jYimmPGtgTXrTYy/wIGn/s+J9ybJ58odo9HDTbh//CaaYArKWJxdeiPxhgdgZmXA/cPXiBt+tiLGKoqsOxeZT9wJvW4DJN3xKGq89BlcMz+3fNoqo/5JmHAbXLOnWIqiinZNbVc8ArHDzoZx+ADP/xClARS/22LnejeugUz+cJzEipcndYCz1wDEDh8D+aH37vQVX7CIMpsqOh1NT1LG+/6DqF4VAgqBKkNAEWNVBr3acSQj4HD41GJCfK1cbR4nxfxjyrCul5hKSZJKVGU6iS1JsatTWwg1DaLq8ZIHEiLs4GGNaU4mTqY5u1SNkzQ8IcTEo+rM4TrepNF0p/Ya+vbUsIskzDraWsi6Z5+p4b1PTiSTJKXT7y8m6VKDB+jcB7B4qYm6dYCTqHSyFTFGEkdwtEt0pkpEKmVKimQqyUQv7603bDZJJngt4/LiyEi79N3fDzm+vbrpUMSYH5Hgvc6ZZ+DJvzqtyo5HjgWv3VC1dOu1Dn7vNcycY2DWXC+y8wl8SbWU35uX3vSc8PsVqr6Eul15KPH4Mx6MPkPH3Tc7sGK1hhdeP/E3srz9aNEoD1mvzyzv6tViveS//BvOrn0sb6zcLylJZNT4zwdIvP4+ZL/+TLXAIBSDFJVYxt9uhLPVyUi48QGknjHVUiTlCMYBsth67bqsdNgWWf99NBRdrfZtxvYbAk8hMspOgHg3rYNM/nC0aA1n646I6d4fcUNGw/TmkSjbBu+W9T5FGQk+O4QQwyoUAgoBhUBVI6CIsao+Amr/EYmAEGONG5HtYmRkBaYY+oGKk5VrfNs0buSwjLGFGOt4sq+9tTRPF1XSThY76lEX1nLxr5Jr48kzfD5BBw76SLOWzWlaX4qHlRBjQpJ9Ntl7PGUqgZ5kdgpJM80ihkJIrVhdOYVHRcbVrTOJsO4sAEAsU+kd56bSRir3fUMSQRRhe/cHdnwr0odgb7NilYEhA9TPe7Bxlfak2qMosa66zIn/vBwaw/dg9lvSCkVFmE1V6mB6EdZI1qz07v309mvOohcXsdLmOx9XnDwKZl+D1dZXs6iK5W+qFEt47u8xkN/cKTMDG+PZZzpgHtrFG8iCm8xg9S8S24m/+DrEjRhr4SFeYsaubceHkfnYbUh54RPELP0Veb//dHy+ehM4Ap7Na5Fx/1VwduuLxAm3I/asC6geezegtL3EW/4G94LvK1cxMfCuV5sthHTMm/pBRIzXK95jnPwhBTKcrKgZQ3JbKl+ClzfenVu4zgar6qVxcJ9/1bC96vUakrDz0HyfF9YqFAIKAYVAFSKg7pyqEHy168hGIC3fbD+FN5rW1UU5hyNKMX/k5ppw5l8LyA2rhBj5+0OUZ/EksmQfciMrhJmEpMpJlEVypZDokXUL+whJOpjdYi/TKUUVt4IpqKGOXt119OqqWaRAjRoaXPSFW8e0U0nFEiJMcI702EzVoYR4JC2vArIx0vErq/+ixHvoLiekEm0oK86W1Y/yLJdUbIlbr3Na3ofy/R92mo5//c+DT0iYT7jYASGSxIg/mkKUnUJc9ub3/dzROhW3Tkz7xsCC38tHvg/q6YJ7hvJnih00EvEXXsM/cQay33gGeb/OO+E0Mehj5KLJu6RXprOinpnNnH0VlULAs2wh0pddZnm4CSkZf/YllkG/69syzkmWpXa07YScv95Qqf2rjYtHwNmxO+Bwwti9o/gVbD7X2LEZbk7+0Bs3J1HWCTEsJqDRLxCaDu+urTC20KOMhJmxn6V/Qxx6I/qLiVmrCoWAQkAhUMUIKGKsig+A2n3kIiBklZhYtzlJw8JFOJ6iJCMSj7DyPPwSokv8wySyckzkujV8/Hkh5sy3CN07m1YKZv5H1GY6pkRZGRZZ2SZq19KsffhJNX8bdnrdzSqeJ7G6ZyhCvJV6kghr2liDEGGinFm7wbBukoUIizZCwI+hVOwbNEAjMeafo16DhcBOpjSLuvGGqxx44bUTv6/B2k8w25HU7O/piyd+iDdMcOKmqx14/F8eixhrzfTqaP0eSDESmUYM1nHpeQ6cNULHl9MNSHGCkqI2/SPT6iXg2E/flrRK1M+3qk1efhO0tNokZN6Ca8YnpY4595OJcHbvZ5FjWc/9X6nrqoXlR8A9fzZkijvzPMSNuxxxY8cjd9IbJXrfJd/zD6taondbgUqo/HtTa5aFQOzgs2BsKvD0Kmt9uy8X5ae7kPpTb9AEUrjB2aEbYk4ZRg8Qh6UO9QpRRjN/Y9+uoA/J0aIN9xMT9HZVgwoBhYBCIFAEFDEWKGJqfYVAPgKi/BI1zkAqvC5gOtIi3nxJVcp69PMR77DyKhP8gIo/Tv/eGk4fopO4MZFEk/2OVFEt+M3EVj6c7NPDp/QQJUQ3VpaTAgDby6iAuG07t+sJjOTN4Br6monXUIN6wLSvS74p9PcnnK97mK7Yp2dwnhhKQYQeJMKaMNVVVHiiuhMiTNJQxSvs8JHoUsaUdJwWM5VM1EB2LWpQUr8jZf7X9Oy6/zYnYmK8EKN7u4ec97VY9EP6+taHHjzxlxg8fK/TIs3TM6L/OzGb3nBSOOHMYQ5cN8HB3wEHpn/jxcLFJ/4Wnn+OA3mL5sPMZLnhahZSZTL+vCuh1alvpe/lTmHKmKd8J3jmg9ci9a2ZTNEaaZnyVzPoQjpc1zdfQCY5NgnjbyZJ5iPI8hb+ULBfGpk6SGhkPnJLwbwoeOeWB4gcR0xonp0FhJCzQ/eoPreNvTvh5uQPSXMUokxUiDH9BrNyZCwVZfQoY+qll8ozY0/Buv5tAn11NG4R6CZqfYWAQkAhEBIEFDEWElhVo9UBAbmVlCqP3zKtqn8fHUOZniQhyqw9+0zsYcX1hvQTlc+yrhBZEv5X/3sz/2JPPHESE0x0YhXJdm18M9N5X+biVeGSPwyqxHR0oA+ZTHm0NvruR8NSrPnTKf3tiqeY//3iZQarUeo4me2JIkv6soLFAuwWhw6xaj0fGDasr1nYBdI/MRDv3llD44Ykwpg6epSG6FKN7nOmTAkRdvSY/cYbyPgquu5y+owlJTospZw/na6ibantTkRAqsauXGvilmsceP5V+6vGppIMv/FKB64ez8q4/F1Joqo1KUmDzJdqjo0a8LtDL7JurGD7SznTDU9Exd5zhBQUMmzWd15LQXbZ+Q6MHaVj/q+GlUrt73231tlwvzzN/7FavMadO4HVJc+BxrLHrmkfW6mRpivwvPvcT99E4nX3wsOUyqrwK4r2g5X7xTtWxcqEy29hwYP7YYy9HDmTXrdUYsn3P+1Ti222ty/e/2XEoanDwHWJPsJ1l1fDnenxuJ6fR8TxAoaxwO3AK9kxeDctF89mxSKOl0T3JNFotQpD0g51Kii9m9ZWYS/Cu2tJpXQXSqfUSZg7Tu4CB4tExPQeCMTFM610+3GPMiHNAgktmRWO4hMC2UStqxBQCCgEQoaAZjJC1rpqWCEQxQjIN2fpcoNG1r6vUFyceH5pkPTFyihIJLUyJRlWG0X9wGQfiQmSwmkeJ7/KA7GkdYoCTSrS+StWlme7cK4z9iwdi5bR62t26STDEFbZ7EYiTG7khQg7RCWMVPkURdz6zYZ10x/Oftt5Xzdf4+R5ZOKN90rH1M5jsHPfJD33L/Qau++RPGRGgK3SuFEOjDpdtwhyUbSKclRSKKWC6Q0kzUTxKr5pDz3hwaEo8xwr6TwSYn34IN3ycdywycAKFka5/KwMpF87uqRNoma+XrseEq68Hc723aiOS0fuV5PgnlN5QjDlkRdopu1F5pN3RQ1Wdh2I+LqJkkcICSdT0qSypah57Byf5MRgQZ6O52vwB4cx2+XE6yTBBsR6cUc++fUmP+8z+Pua7MZuEmfyqLCho2pvVxKuvsuq9ukSFaUKCwG9Zh042nWBs/lJ0FgNVUtMgpdEmYfnoLmdpv70KSstHG07I37UBXwyyotbFQoBhYBCoIoRUMRYFR8AtfvIRkCUYZ9PPTEVJ7JHVTW978XKkGmpGv79ku+JsfSCmSEYfKqOriTCGtZjRT0+XBRz/MJEmKj2VBSPgBQauHCMjvsfLcC0+DXV3IoicD39uqQQh5jZ2z2aNdEwcrhuEWLy2+X/fo063WGR8eKZ+MyLHuzlsuoWUsFXSLJe9HM0jh2Ge+505H72VlTCEH/B1TR1Px16g8bI++1HuGZPgWf570Eda+ob05A7+QNLeRbUhlVjxSKQ+vpUyw8ub/HPEL83O5Njqz06HqFqbGJqLlJ1E/+lIozPE7HVq+M1zpO4Oz0Og0iUjYn34GMSabGaifP4fiW3ncTP7Z0GfqCqjM8JMSYuD0PjfA9/RIMm68/nMkmJGUIF2kguS+L2j3KfQ/lZ2pWQX2yZdy7b7cGU+LIi9YVJcDF11bt2eVmrVtvleo2acLSnoqx5a+hClCXXIFG2g+fjRla93GT5lFlPZvIRij19DGK6n1Jt8VIDVwgoBOyFgEqltNfxUL2JMARq5ZvgR1i3bdldMeBv31bHGUNJhDGdq149DakkwuQGfhVT1uZ877UUYTlUvakoHwLLaDB+/RUO1K8rlUzLt41aKzAEps700q/LGREpq+JJ+No7vhvALvyOjb9At4p6yPdr0xYTZ5+pQxdpRjUMIdtXr/Ni4r9ZqXbqh4gdOhpx51xqmU27f/kOri/fjWhU4pkqGXPKUOj1G1m+QK6vP4f759kwM5h7HoLIfvM5JN39BDwrFlleRCHYhWoyHwG9aStoNdKQfsclSJhwO1KefBVuEp5C7Bp7aFBqs2hLUiuWvzNCkPUnSSWvd1Ip9hhJKlGJJXLZTpJknWN8qZYHOE9SKSWy6T2xjuvXJKEmqZcb+P6tnFgMjMuB2LcLKbaIpNi1XJZIMuxdKs/kRmccya8WTN+clus8Toz9yvV2UI3W0Vk2KSZeWxon74ZV0g0VJSBgpB+BQfLQ732nM1XSQUWqGOw7O/WAnpoGL33JhLg1tm+myrFtCS2p2QoBhYBCIPwIKGIs/JirPUYRAg5enIlXj1ItVeyg0p4CbVnVsxlT0mrX9hFhp/XXsWyFiZlzvJZHmMuXbVGxHVTzrSRtVjzlRp/hwJsflH3xX83hqtDw9x0w8f1PBq68xIEnnrW/akwG2YlFPW67zmEV73jzAw/WbfQpxLp09BUOETK6Z1cde1kUQypwVpcQ033v9o0Q0kgmvWFTxPQ5jeqqEUg4/0oYhw7AQ7WI+7uv4FmzzNawiEl47JBRcJ7cGXqtelZ6k/un2VSI/RAWsiTv1+8tNVrizQ8h46HrbI1VpHcu6baH4fp2inVcs56+j2WxayDl3r+jxn8+gPv7r0iQvQ3jyEHbDFNuPE4mObaKpFYrvrIgN9rxtTUnIclofWiRWi1JZBUXKSS8/H5j3an0mkKyaz2368jtZ7sclkKsFteR6BxjYCEJMCHGTqdabKYr3lpXyLlvmcI5mMScn3Qrbl/+eXFnXejzFpOqSyrKjYDBAibG7z8hj5OElpjI1O3u0EmUxXTuBS0ltdxtqRUVAgoBhUCoEVDEWKgRVu1HNQIGn2TWraOIsfIe5AR6rLZtrZMIA2qyQp6VGkliYfsuk94+Bnoz9W/+rya+pTpMRXAQ+HWRgQvHBqfiZ3B6FH2tTJ/lxTOPxaAXyaRFLJRh90iiJMPLbj79X8+f/BD/+YLHKmIh3mlXXOTAqnXGcYWZ3ccUjP6d2jUXri8mH29K1DaiHpNJvHScXfsgptcAJNHkXEyPzKOH4d28FnlLFsA9f/bx7arijZB3zh794WzZDlrN2lbVF8/KJTRqf9cyZK8KYiTr2b+gxsuspHjhNRBTfhXBRyCm72A4aAqf+cQdBY3TLy7j0dsgZvGJt/wNNV6dDBf94+RcMLNZptkG0ZkqrR9JWJ1EQktIMvkLJcTW6jyHlfbYge/zRWKl9lbqLkuapYtKsnROuZx+o3/ZCrbrD381y8b0KOuUT4glaB6s5To3JZbP0D+G3y134Qqg/sbVa0AImNnZkHRfcHK0bo+40RdDkyekKhQCCgGFgA0QUMSYDQ6C6kLkIiAePfXqaNi6rfqoKgI5WslU07WhIkxutGsy7VQ+76cKZccuFi5Y4cXuvaygWYgDq1+XF65Us3z7fSB7UeuWhsBiEjXXXK6qU5aGUWWXifH+tK+9OPecyCDGpEqpk3eU/Xrp+GmBj8iTYhZSobFHFx1Cpj7/qifgCrGVxbEqt2/SSENKzTgc++nbYrshxJJ73kxrkhUcTVv6TKc7dkf8JTcg8daHLQN7SU2USm7e7ZvgIWnmXb+aSrN9xbYZ6Ey9QVM4TjqZ6Uet4WjG9Ll6jaBTcSE+PrIPz7qVyJ3xKbzrlvu8fALdQQjWz37hUST/3wsWOedZtyIEe6jeTSZccStyqAgzM2gQWCQMGvJn/uU6qga7IOHae5F65nn0fXuf03tAFSufOpOg+pBpj5LOKCSYhKQ0vpYdi2QSXafle4YVGVKxH/0EmviICVE2PsGDXiV4holq7H/0NJPLji5cpzyG/kI8SjVGrzp/i8W/ojPFh0yZ7lcUPbWdQkAhEAoEFDEWClRVm9UGAZ0PJZs05BNKKGJMDnoNmpC3aaVBbjJrpjEdgsqUfSTCxNtIlDS793ClUqDaRZ+xk9v6L3OrzWkU0oEavOeQ1NTRrEb4ytuFWMiQ7rX6Nf71XAODBugYc5YD4jtm59i918SnU7xIzwDqMIX5nJH0+iFJJv59X37lxZwfDLjLJ6Sw8zAD6tu5ozS4f50H012+3G3vDlZc4+SeM9Xaj6ge9GYn+Qizpq0sNUTMKcOgp9Xico3t0lQ8zw2TE9x5MD3cD8sXmx76KBn8UWQ5Ys3BPygOOiXFxEJzymsMNL63PktJYk2HcfgAjL27rJRPLxUsBqu+ebdtgunymZYHNOgwrOxZuwLun2Yh8aaHkH7npWHYY/XZhRRRAC9CXFPeL3XQkv6bce8ViOk9EAnjb0bcqIuQ+/nbcM34pNTtQrlQUiiFyFpChZiY6ktIOuUhqvD38/tyi9PnLxZIH4QU60my66McJxrohkV6baNXmaRSXpLga68PUyeTmLsp5vwPsOJleSJu9EXIE28xKUWuImgIOEnya1KGXYVCQCGgELAJAooYs8mBUN2IXATEG6u6RhrJrzatdIscTEszER/vI8K2kQj7bYmJPVSEBRJCnCXTYKQO7yUPHg5kS7VuaQj88psXEy6Wn3t7EzaljSESln0xzcAl59mfGBMsv/3ewLmjHbj5agc8PC1mzjEwa64X2dW0uEWHFrnIfW56hU8zIabEmLs4c24tKZkEWR1oNJ4WdZeWmAwtnnnlsXEkvkiAkfCywjRInPEGnuScmZtjpb2ZTIszjh1h2uYhmtk/Cc+mtcj96NUK97MqNsx+5WnU+O/HSLjqTuS8/XxVdCEq9xlHBVj2m/8p99jE50km8Z6LP/8qxI251KpgKRVYwx1y1SSpk394mE6ZrxgTry95v4eG+E0L+YsVvcIq+rlw36+j6f5rNNy/O92XniffrIH5VShlPSHP+pE8W0xCTki08oSzW196tc0sz6pqnXIioCUksmBEzXKurVZTCCgEFALhQUARY+HBWe0lihGQlKTkZCDTHtYdIUW6dm2gdUsdjZl2lZZq8r5Ow14adW/baWDBIpPvK797aa9fLwe++rZ8F62V32P0t7B8lSniE3TpoGP5al/aSvSPOvwj/H2pgdNO0XHrtQ68ONH+56/LZWLezwZm8LuWwd+voQN1dGcqZfOmmqXynPSll2nP0a+SkIIfujvbqqAYirPGzMqElxN2Va51Y98uy0+qcq1UzdaZT96NlH+/B8+yhchbuiDknRDlkVQlTCiNRQl5L0K3g6T7nrLSdfN+mRvwTtzfzyDRM8Pyd4q/4BrEjx2P3ElvsErpnIDbqswG9xWj2Pp7yomKzdtYsdIffUhm9Un782/re2kFask0FkQSJVgef7aO0m9MPvNP3/GQX7NlJMUkpbI8p4azYw+LyPaSkFYRPAREXStqWc0hVKUKhYBCQCFgDwQUMWaP46B6EcEIGEyDqV9XIzEWfTeQdeuSCGuhoxHTRdNYPMhJ89o9JL82b2NaJNOx9h8I/oHbso0+Yx00EmPBb7s6t7iQvlFnDFPEWKjPAUlR/Ns9TjRtYmAHlZN2jhmzfSRpLO8cb7rKgR4sHrB5q4k58wwMIFl0541OPPxUHuiXHNUxYoAHVaGaCRRUSd2Mbdsp0M1ssb5xYA/c305Gwo0PIu+2Cy1VXLA7lk0i5AOm0Ul6nhBjEnVIjEga3WmFVEPB3q+/vc1M25vKCol3FSJy/MuC+eqgx1xM9/7IoH9YZUIM+WWKv+haJFx5B+LGXk4F2RvIWzS/Ms3aYlsx3K9LYrRoLMo/N4aV08MsfuT5rED7R9Fm1OdKIiBplMpfrJIgqs0VAgqBoCOgiLGgQ6oarG4IxPAKrEE9E5u2RP7I69djKgMVYY0agEQYPW94YSnpkBs3+4iwA2Go+L5zt2kZgEc+mvYawS+/G7jrJvWTH+qjIgqruT8auP4Kkkr/CNwnJ9T9K679QafSdJ+k2BR6o301y0eWfT/fi38/EYNunXT88lt0qwwb1NeQ8eM3xUFjq3neLetYHfMqW/UpkM7kfPAynF36IPGG+5H9vycC2bRc675LUmwpiY87SUy1YirefoPnLr2k9pKwCkca+VGScUtZETHUkXTHY3B98zm8WzcEZVe5n0y0Uiol1TXx5r/Au3u7pSDzrFwclPbt1IioCO+ioiylGNKsuH462ndD7pT3iluk5lUCAUfLtspfrBL4qU0VAgqB0CCg7pJCg6tqtRohIN6hTVh1sVRXeZviIQRYKxJhDeuTCKtBg2j+EyJs3QYTu/fRCPdQ+Dt+kPvU+JRfCLpNW6L7hjyc6IoSL4OqxjOG6pj1ncI1lNh/NpXpPj20iDDiFxwakhjatsM8TorJvJxcX+E6KTASzXHZ+Q54N6+CsW+37YfpWb8KGqtQiuE6pKpGBEbGg1cj9c0ZiD11eNBT99bSr0pS7fxVDpuRHGuWUIDTv1mNsBs9rIYxjS6XYqJHMuJwLT2p2nDeWo+Od1kl8R9M5RMr+I/5Xgza5SJ5CNcfSYWRVEuUkEqKn1IZdpBEWN8YA2fRPL4J9zWR3la5VK3dl85CCYzbkvIgfQhmiOG+eNQJyRjsEP83mRJv+SuS7v0HvBtXIYekmXfD6mDvqsraE1+z8kbssLNZ1CIHxu4d5d1ErVcOBLSa9ORgsRIVCgGFgELAbghE+SWv3eBW/YlWBGrXFGLM/tG4MY1o6YF04VgHrpvgwMgROlLoj7ZmnYnPp3sx8T3xGzKwYrVZJaSYH8Gd9OLpS2JBRXAR+PEXpsj1U54ewUX1xNakeNnHXxoYwiqVkRCHj5qoxd+wunV837mUFODGK50Q+xchzKI5+nbMYYrflMgYIskwMycbeh0+0YjU4BhyJ7+HhOvvh2ZV7AzeQHqRFPuBpNVHJLVWkujKIklVOEQltChf0SU+U5L6+AtfJVZxfdb/tHynhBRbxHaENLuZ6rPf+H62y7feeq73PAm2IUzNfCzFDSfbfCUrxiLQhpJAEyJtPFM3ZZI0zmBHHFP7st9+LqTEaPZLf8exK89gAYhcJP/fC0i65++sttoq2EOxfXvxZ1/C71p9xF96A5ydehQUybB9z+3dQWfzNpH4HNneoKreKQQUAkFBQCnGggKjaqS6IyAP7+vwIZionewUzZpQEdZch6RIpjI10kNH2l1UhK1aa/DVxNGjduptQV+28ma808l/vqkpWKreVRSBX1kg4byzgZQkICOroq2o7cqDwOJlBnp103D/7U786wXRoNg3flpgksQDHr7XCUllbt2SvxXs8stv+cz3hSATsi9C02j8cQAAQABJREFURUolAi8VdROSnTg2P4IMDalg0evWh7Hf/gq3koB3TfsYsb0GIpF+Y1lP31/SagHPPz8+D/EkqmZQzTWZk/wF6U8C6/J8kqoT1UKi6pJYSEKsK4m0hSS9JnD5BhJenfhZQkgwUYjVyleIdaYqTNYbR2XYHJcTLdlOe05efidEMSbzRD3Wih6cQpR15bxQRMqTr8Kzeinyfp0XiuZPaDPr2b/QWDQWyQ8+jZR/vgn3/DnI/fwtnnssHx3loSelQG/QBNkvPgln936I7TMYcWecS7+xZSzSsRji9xeJkZnnxfgfSvZMm9CmMcY1ZwpBALEpPRtfbtuH+zq3LNdWjnadoMUKDa1CIaAQUAjYCwFFjNnreKjeRCgCGoUhDeppJMaC/4Q4EEhaNANa0iy/PpUfqTUAF4s5iUm+VCXctddAenogrVXduuLTNPS0yFDbVB1Kge/5WLqJlWtMXHSuAxPf/3Nlr8BbU1uUhYBUdfzHwzEQD68ffg7NzXJZfSjPcjkvnn7eYxVnqJWmYfIML5b8YeIAf89O6aPjnJE6vqNv2rff23cM5Rln0XXGnGki7+c5Ptav6EKbfo54xVg+rhn/dzNSJ36F2NPHWab8wYBbKlBeQPLqfE77SFStJPn1CQkyUYBJZcNOJKwyqSLbTqWYeIH9s4YLDzDtcRNJMVGCjeF26Vwu6ZC/cfkKzvOHmLlLSLsHvBreZJv+aE2SzG/2758X7Ne44efA0aINMm/7a7CbLr09jxtSUVSvXQ9Jdz6GGv/7FK5ZX5Igextmuk2frJU+onItjWNBAu/mtTCzMpA3f7Y16fUbIabPIMSdcynMPDc8yxfBs2oJzIxj5WrTDislsYz6C/07HO/KvQvX4pKTGqJnHaZoM2rGBn5beMSdhyUHy49BdVQfHgdcvVEIKARsjUDgv4C2Ho7qnEKgahDgtQaa0mdMSIdwRisqO1o000iEATXoEeaiL9DOPSaWrvCZ5WdkhLM3wduXVME7cgQ4jWmfkv6nIngI/EA8r7hY0oKqnhhLSBD1moajJGbcJHHLE6JeiuPD5uyc8qxdtescIxEt5NjYsxy2JsYEJSHBPvi04JwQM/5br3NY/mOyvH07HznmKVhFZkd0tGniplfTVxE1BuPYEej1GkZUn0vqbM77LyLxpocgJu8GDd8rGzn88yvkmHBYDZjG2ICpjTtIYi3OT5esQTVXU3p+fUGyrCHVXfW5Ti+SZVOp+HJxK/Eak23l13F8gofLTjzZ07iNpEgK0VY0pBqmr4WiSyr/Of7i65lC+TzMI1UjSzcO7UfGwzfB2aItEm56EKmvTYVr2ofI/fI9+nDxwiPKIqb3QLjnzfzTqMSH0DX9Y2ues3NPxHTpjRh65Xl3bCZJ9ju8a5f/aX07fhBP3GZJBf5eOj/X4R/UwvNm7TqIL7buxTG3B3EOHafUS8N17ZrCwY1XHMnAJ5v3YCxVZTN3HACLsmM3DSlzvQbuXLjGGvLdHVugWTL/uBcTjuatYXryoMkfchUKAYWAQsBmCChizGYHRHUnchEQA+tQR5tWJMKaixcQiTB6gwk5sJMZNYup7thNRVhmZqh7EL72t2430ZM354oYCy7mf6wk0Wg6cGpfHT8vrBrSsXsXHcOoCJTz2X99LCl8707yQooElBZSPODc0Q7c/6gHh4+Uvm5p7YRr2U8LDHTvrOO+25x45n/2TqkUTDq00yx8hXCXY/LiG17L6/3ayx247EIH3v34RLIgXFgGcz8jhlANlHkUnnUrgtlsyNuSFEpHo2Yh3084duD+4RvE9B9mpVRmUkFW2bgzPR5nkQzrTUIrjYdXVGA/MQWyN9Mp/SHplDNJhIkHmEQ/LvtnZiy6cL7/grgnt/+IFS4b6IZFoG2jwkxSKS/hNmLu/z96jPWO8bUrlSi/57JBbKclSTc3f5JEgSbEm4PFbOKCcFmQ8uj/4Nm0Bu650/3DqLJXz9b1yHjgalYX7YXEK+9E7FkXIPeL9+Ca8n6V9SnYO47pNwSIiWXxAR/RU1z7kk4pE2JiEDtgBOIGng7tzPOQRwWZzDf27ixus4iYl0bV2GWtGqFJcjwO5ebhhdVb0TIlEWc0roMspmKuPJKJg5w/oH5NJPJ70MFIwmdb9uLK1jSxZdSJLzlN0tG6PdMofcUpIgIM1UmFgEKgWiHgvw6oVoNWg1UIhAKBeD6ES0wkWUW1U7CiXRsNzZtqqFdbgxhiZ9IXStIMf1ssRJgZ1H0Fq8/BamfrDgNnDitIZQlWu6odYN7PXowYXDXEmBi833SVA2L4/imrNx5jBkbTJhqGMN1QlpVFjK3fxEIR07z8LtifFPOfa+9TifX3vzoxdCBVVz9VDRnp70tZr2NHOZDE3zFJtV24mGbv+TBPnwVWNI0eYmxY3zy450wtCw7bLffu3IrYvoNs16+Kdijr6ftQ49XJiBt3BVw05a9MiMJLvMU+yE9zFE3KqSSsrswnwaRt8Qub6fIRYvJZfMYSqCTz+4vJvOtouv8avcjuJtEmIX+FBuaTa9LeXiMPL2bHws2/x/L1kIqUQzm/JpVkUsHyb6x2KRT4U6xwKWmWlYk4ki166w7IuuOSyjQT9G0ljTD97vGIOWUYEi65HvFnX4zcz96C65svgr6vcDcYf9b5lgKsXPvN4+/I9zOtSW/SAqI0S2DlUIMpmJ7lvzHVchkLZkSWoWffumnYmZWLtceycNiVh2QnvSf52R+JVjpme8TmlyxexDRKJ9Vk3WrTv6OMcLbtSElnENjiMvajFisEFAIKgYogoIixiqCmtlEIFIOAlw+lRTW2aUsFb9h5rXAyibAWJMLqkAirQSIsnSlmO+hzu2CRLzUyJwLSx4qBpkKz9u6j7y/vbERVtGFzBTGt0J6jf6P5v5oYfYaGZKoOw60ylJRjuZ6e84OBuZwkFi0DvpnrhZl/D3n1eIflkyfLmlO5dIQk2sdfGPTKM1hFVUPfnr60PlkuyqYLxjisVGbeo/BcMfDHCtPyy3qH6iZRHkr066VbROtLb3px4GB4zyfp/4efeXEBq8HanRh7aaKPdJTfM39IyuvJbXQk8lXuafxkmX95pL3KQ4w69WKQ/iPZvggL79YN0KjSiabIfvkfSP7Ls1TaMB2tFJVOWWMWQksqSWbQI0zSKiXlUcixwiHk2Wc1C/6QilPYe2kFN/2yrqRLPpDsBmvV4Cjbks8FjmLAefQiO5fTYarF4vl9SCKx5o+buH8h4iSlsvB8//JAX+MvvAY5E5+FpDLaMfJ+mQuZ4ugVFzfucsSNuQy5kybC/cOf0xDt2Pfi+iSm+442neD67p/FLS51nkHS2iUT14rp0Z+VLHsidujZ8PCctlItN64udXu7LPxw026mUu5Dp5rJaJQYD0m3NAr96EtKpZ8UC6TPWk1WqEpg5R8VCgGFgELApggoYsymB0Z1K/IQiIkx0aRR+YkxPoRDu9YamlEtU6cWiTA+bBMVjSjC1lEVs5teYS65wqrGsW0HLPPvDZsL3aVXYzyCNXQhalasNjH+AgdefTu82K7fyGpuXgdGDacyiYZAm7Ya2MYqpBmF0oCleMRJLTWraMR8piL2Jal12fm6RYzVSvP5+Qm5lsZKq/fc4mR7sNJC5dpdfOm+metBowaaVcDhrQ984xs5XId856qqQMbPvxnoyEqrf7vHiSf/bd+USjHi94fgNZhKvlGn+1RkH31O8rJgsX+1iHu9hMUnJOXJOHIw4vpurF8FvQa/BFEUQhq4f57LlMqHkHHvFZUaGe/hIV5itNysdIjhft1CpFfhBqX52iTMigvxOfNpyYpbWv55Kf98yyJU3PO+Lv9GVbSm69vJkEnIsYRLb0D8uPHImfQGK2h+X0U9qthu4y+70SKyKmuon7dkAWTSEpMtVV3ssNHQRp5n+el5VvK358DeinUwxFu56BU2mRUmb+vQHEMa1rL29syKLaXuVU734r8Jf97MeRLTKOXJigqFgEJAIWBTBBQxZtMDo7oVeQjIH/ymTUq+PKBlxXEirHZNsGqkr4qleISt2WBgF4kwFjpSUQiBzdtM9O4uiSzhJW8KdSFq3373oxfXT5A/AeHFVtKBJU1vDCsdnn2mHFvdIlskbU+M6mW5xKq1Jl543Ucg7dlvQsiM+nX/fFHds5uGBKp/XiG5t3iZT242fZYXoqxcutxAH547n03xWiRZ44YaVWdVS+yIh9qTf3PiQirHPmW/7BxSjXLsKB1SpVKOxRfTvdi+s+TfNzuPpWjferbLhvutKUVnR8RnIzuTFfHyoNesE5HEXkkgZ//vcVY8/AQJl9+CnPdfKmm1ajM/YcJt0NNqI/ORWyJqzK7J7zMl9n0kjL8ZidfeA2PseCrISJAt+zUixiGpkK5vvgxaX01+X62U7Tks6tCqLZVkpyL+0hthHD0E7x+/w7OaVS3LW3kmaL0quSGd17EJNP48kOtGNiutSDrlOk596/qqVha3pfiPCaG2MT2bCrM4y6RfTPuLhqN9V6YBFNZeFl1DfVYIKAQUAlWLgCLGqhZ/tfcoQyCNZBe9WCEpXZKuYynCmDpWq6bPI2w/U7h27uJN/xoSYXxgyOI8KkpBQNLgRg4XZRBTWuhFpSJ4CKxeZ1o+XaNO1zHj2/wcxuA1X2pLvy81mD5pWESXpFYKCSOpjuKbN3O2ry9GoS4dOuRrriFVYIVDlJYS60gs+8Ofbjz3RwM9u+kY2F+30pNZOKvKig34++Yi8f3ORwZuvsaB35aYTPMs6Ld/Hbu8SuGLw4dJYr7ngfi6RUt07qCzqqmGY7/Oi9whuXKg120QVcSYHIzMfz2IlKcmkkRZyLTKRZF7fCrZc+dJJyN2xFhkPfMQzNyCtM9KNhvWzXM+eJkVX19G4vX3IfGOR+Ddtgm5n7wBz5o/wtqPQHYWSz83IakkXTkU4d28HjJJxNAn0NGtD4/zGKsAiJVqGaL9BjKWGOZNXtyqIT7YuAsfMaWyXkIs0yb//He3qOirVlwMhjWqjQcXrYOHZSqf6dMObWr8OWVSi4uHo2HTQLqi1lUIKAQUAmFHQBFjYYdc7TCaEfBQ4DKWFfMS4pnKQS+kfQckNZLqlVVe7KFXWGHfnmjGIVhjE7xEpTJkgAOTZ9hbYROsMYezndnzDBKP4SXGapPMkgtrSWncSyWYTGtJbD339xjLo6+48Tdu6JubRcP92iSZ/XHsmI+wkQIVomoqHELmSFXFsWc5rP0JUZZrg9TkVWsNzJoL3HiVjgcfsy8x9uo7HovgL4xpNLwfPdyE+6dZET0Uk+yvVqc+yy6ujOhxFO28sWML1TXTkHjTQ0i/lT5qhdnxoitH8eeke5+Ca/rH8PzxW8SPMvv1ZwBOSbc/gqQHn7GIsdxPJsK7ZZ3txhZ3+lh4loZH2Za38AfIpKfVYmXWoYgbeb5l4JjHogaeVYthHsl/GhRilCYN6XbCHkY1rWsRXUfdeagfH2f9/fSv1K9eGmQqGrcy9fLqtk3oRQYks1Jl0XAwjdLMc7EiJZ8Yq1AIKAQUAjZF4EStq007qrqlEIgEBMST58gR0zIVF5Pvz6YY+PV3Azt3KlKsosdPihl07aR+qiqKX2nb/fgLzeyTNHShiiZc0am9hidZofHyCx2Wif6Afjquu8L3jKZw4YoGvO/v00PHOWc6MGKIA4cOU2FFL7LCsZJkmNw7X8w0y9OoDDult47HH3Jaacqy3nckw/ILZ1nvC29ble+nfWNg/wHg3tvs+2xKVK/RGC0bSRW5GRE9NDPjqKUYi+hBlND5nHf+yyp+2VQa3V/CGtE9O+WxF+Hdu4PqqolRNdCsFx7DsQmn04zKQPITVJLd+Sj0Rs1sM0Znx+7Q6zUMe8qncfQwXF9/juxXSIbOnQ5H42ZIvPJOK91SzPuP/wELM1LxTIVskPBnUqysLki1yuJIMdnO0bGbIsXKAlAtVwgoBKocgfDdDVX5UFUHFAKhR0CUMPXqArvoG+avsBf6vUb3HrYwnbJhg8CvD4vK/eVzcfPChd7/s3cVcFKUb/iZma1ruru7pAURCREDUVBQVEIQEEWUMFAxAPWvomJggC2iCIjSCJLS3d1d17cxO//3neXgOC727rbve38sOzvz5fPN3s48877Pyxn9SLojoIyF1JeudKJLZ9/9FBwnD8AjpB3HIvn9H1fQu6eCyhUk/EVk0TIi6lKtKGVmHfCEgvtIiyyZUsxN+k695sHE4+YXe4SxbldMlITHeyjgbJZsdoeLQNu83dUeJxrgMOZAssmUFKAM6Z49QB6mwnyDwL13kp7dxbMUzhR43io5QcB5/iyUACIVcjJ2d8rGvzoQxuZtKdzsdneKh0wZS8+nIJethCQikULVEt8dhdinukCJKYToD35A+FOjIBemiyY/m+XBPnBsIm8x/mHxk6l7t+uEaOKEV6EeOwhD09sQMewtmCgLrVK2op9G5YFu6drLUL6qBxoSTQgEBAICAe8iELiPq707b9G6QMBrCLBYNeuLCv0wz0CclAQ9JLUjeQ3N/8e9cEr2ILqjtYyhL9t1IXb2Gvp4vBEJCRpeessl6M76VO+8bsBUEnz/Z9l1QsYzo76xlRLFyUvqZYMuuL5wqXf7urHn7D8xMdaxrQEFKTri8pXsy+e1BCdUeOdjB+jhMmIoqyTfh3CWzPT3I0xmffW9AybWg0qTKZFDIvmVaqvWOrGaMj4WpO+dzca6aalHcDVxA7B4mXvnzfWa3t/iOU3+yYHBfQ3YsVsjHa/rc/J+7/mzhzaNbbDNmRX0k1dPHQV7uISsJSXqoYThT41EHGUP1RLiQnaqqRPj9bTc/RAS33+FtON8E0aX2rfP3xMTEP/Gs5BJcyrimVcR/QVltPx7GlL++A5aYrzPh8NJDgwkDJ/01Xs+7zuzDu0rF4FfcrFSRBDfBvN9j1Aooo2ylHKoJX0n4oNHdFWpUgsaXRBLgfZkMDPwxX6BgEAg3yLgOzeBfAuxmHh+Q8Bm15CqiZTf5u6t+R44BDQmMXB3jckXJsOqVXbVYYF3zl5YtIgrEQK3U70qPcYkO0xlvW1MgkyfTRme9nu/r5zOhUMUN27R8AR5XPnSKOGVHh55iUKP05NiqeNgwfy0pFjq/vTvXJ/bSUuKsXdgh9tlnD6rgRMNBKIx+cdZNJ/q7VvsAxELb4+pUEFK4lEsjPTFFnq7K6+3rx49QF42FGscwsYkifP0Cd2jKISneW1qEc+9gWSac7Bkb7w28DxsOE8fR/zLA5Dw6iAY6jZGzFezYenel9yLfPvM3vL4ENj3bIMW54MnQznEy3nuFJHEvyLps7Gwr14CpXJ1+k6MhPmhJ6HUrJfD1vxT3FirIYVRmv3TuehVICAQEAjkAAHf/vrkYGCiqEAgWBEwGSWUKy3j6DHhAeKpNTx02IkWTdwnD3bvcxLZoqAGkV9bSZ+a31ONM4X+t17TiTEmXjjzJdvLzxtQjIgzM12/saj7v6uc5KHmREQ4aUENMWDjVg1lS3GorKSTXM0oiyILwTMBV7G8RJpRGv6m7I7NSBeL+ztP4vJ/LXAS6eQE997sFiJpzjj1ZAIc8pcqIs9hhDyG2fNVncBhQqczCeLf3lpBgWjo7XA2dw69O37SOwTPgqWqPkdSwtOx8Pd/TBbJ6TJh5XRMjOOCJYS3lzDL6XgyK89ZOMuUkjBmlAFj3nV5M2ZWVuzPPQLd71Ng37AqJLyP1AO7ddHu3KMRHDXjXxmAmMlzYLrjHtiW/B0cg87FKKMopNCxawusM3/MRe3gr+KgEML4EU/AeMutCHtsCMx3P0zeY9/qhJAvZmeifpN/m+yLrvLUh2PHRvCLQxJMrdrDdGtHSB0f0M8dx44NOpGcpw68VFmmLKs36Vh4qS/RrEBAICAQyAsCLneKvLQg6goEBAI3IMA35OXL3rBLfMgjAvEJLo8g9gByx+IpGoP1p1IJsepVZCLINJylDIip+/h97wGXeDu3SYne9BC9qdNV0qMCutGNdIVyEoxGCexxdj/pcDEpxoQXC5MXJxKNSTYmreYvdoXyDSDNrMKFAM72yA+9e3R1kXmpbURFuUafWpeF45kYYU+2VK2p1iQi35V0p+KuepmdIGKHiRPWKPOWMTHHnnP9rmp0easfd9vl0MJtO/NGLDO2TG4eOuIdMtHdubhT7qvvVd1r7ukn3Sd/3WlXlLmOQIMqSZTx8M/rO4J4y3nhrD56KYqY8xC3lKlfIrzfC7oweihONXLUu6RrBSROeC0Up5ejOdk3rkLccz2R/N1HMHd6UPcgM7XvkqM2clo4rPdQqGdPwnnmRE6r+q88hSXa/p2H5G/eR8r07yBFRMHSrQ/C+g2DsUkrSOER/htbup4VJsX4x1iYQEAgIBAIAgSEx1gQLJIYYvAhEBNNnkcWwEoeScI8g8A+IrGaNVJ00smdFnfv0/RQumgio6pWljB7noorsRJq15DAwu6sBbdgyXUPqW9+dNAxmcJgJVitTKZIKE5E2BXyHmNjb7BZc66X533cx4QvXF4+BWIo3LMhZUX8n0O/Drx4WdbDE4tQXxll+OO6H3zmqqtSjvP7Oyt6uCd7llmtwPiPHHDQ4SqVJDTKQRgpjys3xt5xLIYfKF5juZlDMNeZ9K2K0cMNRJACM/6+8TwL5nkFwtib0PdSIW9I+6bVgTAcj4xBS0mGXKQE1PjQ1t+yLp6tC/GHD3oJCaRLFUpmeWQgFAozi3+xXyhNK89zYdKHX+w5ZunWG5b7H0XKr1/DRppbnjbTre1hXTDD0836rD3nySOw0ovN2LAFDHUawdT2HjjIq9SxbT3UA7v0Y/76z1i7kQij9Bf4ol+BgEAgxwi4536R42ZFBYFA/kaACY2y5OUjzHMIHDhM2m2l3Pf+2bmHQhhpCVi0n/XF2DuMNb6YqGrZ1PWnb/dV7alSJSS89bIRfR9V9BBLs9m1dlw/1c5nkNWQ1znVksjjzEl8RurDUU4awJaZXErauqyNxX2xNm1h0kI6clzTSTFXC775n/FivTFOXCDM9wicpVDcLynzZse2Mho3ED/NnlyBu2530o32HE826fe2dGKsKKXrzQeW8PYwyKXKw3xvz5CZrallO1ju6UGeYq9SCNzxkJmXJydinTMNcQO7wrZ8AcKeeBZR7/9AHlGtPdYF65k5kxKgHt7nsTb92ZB9839I/vEzJH36NhB3mUKQ70X4M6/R+92Q/fS3Qq5aS4RR+vOkEH0LBAQCOUJAXH3nCC5RWCDgHgImE1ChbBpWxb1qolQWCCRQOOWFS8Bd7dwjbvYfcpFLndrJYJKK9bn27GftMeDeTjKJugOnzriINvYoiaTog3ETHBj3oQPfTc27x477FN6NGeIPU1hjiWLSNUkOE2U49ZVxWGdT0kgT5h8Edux24pc/VDz2sELeiv4ZQyj2WrYkeYuRB0ooGWfvk4sUD6UpZTmX5K//h7Beg6FUqJpluWA4KJcqh7D+I5D07UdwbFkbDEP26xhTSP8rtv+9ur5W+MAXETX2S12sP6+DYu06+5pleW0m4OprRPaxp2XyV+9Sts9fKVFHMbB3ouWJZ8irrLnPPLgUJsXUvF9LBRzAYkACAYFAyCIg7oBCdmnFxPyNQDlBjHl8CfYdoHBFN4kb1v5iLzO2fUSSMSHGWmUnT7v2sUB/qsXFu/Y1rCvrIvn9H3OPfEut78n3bTs1xJB00JsvGdDnEQVDnvRdxPvGrU4kJmnX9M48OS/RlnsILF/t1LXRhj/jQ0bUvaEFZakH71XgPHkM6onDQTn+zAbtvHgOcskymR0Ouf32DSuJxPgXHFIZ7Bb5+kTYFs3SX8E+F1+OP/m7jxHb726oJ48i4oW3EfnqRzBUq5OrIZjvewQauXir+7bnqn6wVGJvuJTfv0XSx2Og7t4KpX5ThFMGVAvNX6lYzavT4EyjIhulVyEWjQsEBAIeRkAQYx4GVDQnEEhFgL3GWHdKmOcQOEDZKcuUBBhbd2z3Xhf5xZ5iqbaXwinZWOMr1dZscOIgibTf3VHWdbYKFHAd4YedTtL/Ykv/4NNGAvxpjT+n38fHuZ6quog5DrVkS1+ONciYuOOu1m926jpqHFZZnsjVQySKn1EdfacX/vubMmne2kz8NHgBWrebnEkaY5cva/hkvCDH3AYtk4KtGqTAumhmJkeDdzeH3yklywXvBHIxcg47lCKjEdZjQC5qB0aVmG/n6Z5Pyb9MCowBBeEokj4fh9jenaAlJSJi9AREDB8HpVzlHM3EfCdlcySiNT+Zfd1ypHz3CXmSvQen3aonOAgf/DKMrSm7ZcEinoWCLmAMlWuKMErPoipaEwgIBLyMgKSRebkP0bxAIF8iYCf9qVVrnNi+S3zFPHkCdKHskIzpzHRC+J7oo0ghCSpxaJev+G/NWJOsHGXBZJ0xtid6KLom2rBX7GAtMl/YuNEGrN2o4U9KWCDM9wg8SUkQGpH3IpO1rI/39gdpxOx8P5yg7ZETabwxUkLsE3dCC7FMKKbb74Kl6+OIGxo6ulvunGiGKjUQ+cbnSBj7PBy7trhTJWDKRL07BZApEQSFUiZ9/wlsC2cFzNiCdiCyAZEvvQdDrQaw/beEvKOmwHn2VJbTYVF/8z0PU1bHD7Islx8OKtXrwNigBWn4lYXz3Ck4tq53fa9Sn+LlEgQDJZUw3dlVeIzlEj9RTSAgEPAPAsoYMv90LXoVCIQ2Ago53bDXDwu+u2tRkYCZvKEyymLoThvsSVWruoT4ePhcvN2d8XmiDIvUN6grYcmK615gnmiX22AB/RQ/ZxItV0bCKy8YyHtNQWd6sVbd4mVObN7m/nmUVzwYh06k5bZwqecxzuvYQr3+C0/TmpeT9YylvO63tSQxftLA+2+9WIucrn3vnjIKHfwX9lWLc1o14Mtr5IpqvvshWGf+GPBj9eQAnZcu6JpJTG5Y5033ZNNebStyzESdJIh/eQCFAh5BeJ9h+mfHzs1e7TfkG9coscaKBbAtnQNz+/t0HToppiDUQ3spLTj9kGVgEcPeoLDcpXCeP5PB0fy1S6OQbMfOTToeUnQMjBRqaWp7N3mQFaaLoWRocVdyBYiJ1kIuJIQycwWeqCQQEAj4DQFBjPkNetFxfkAgMkKi0LisCQ0DkWfNm8jo3EHGLZSNrgF5ijSqL1MYpoRjJ7RrWQ7dwatYUUlv58gxl56WO3WCrcxluk5rc6uMdZtYDyvYRp/9eJPpWv4EPfA+QiL8O8gzjgXxl//nW1LkxClNJ2RioqUcEbvZz06UyAqB10caKExYwnufqDhHWVA5w+nm7U7cSZkqq1WWsGFL1n9Lsmo7Px7r+4AV1qlf6J4QoTZ/vmENe6gfOHNfyD4FyWTR7JtWw9yxK+SyFeHY9F8mpQJnd+TId0gPrhwS3niGnr4kwnniiC66H957qO49Zt+4KnAGG6Qj0VKSdHLMvn4FOEwy7LHBRDxaoO7fecP3gzObGqrWgW3BjCCdqfeG7Tx+GI7Na6Ae3A2lTEUYm7aBoRGL9VuIILtMRKN7Tw2l8EgwMSalTevtvWGLlgUCAgGBgMcQEEIyHoNSNCQQuBkB1pYqk40+ctvbmBCTiAxxkSDspXOUwuhqVpN077GbW83fe1izi0X1O7UnRjEEzUpJA1hnbMESJ/5Z7gRn1/SHzZ7vRKvm4ifCV9iPf82IOPL0fOt9B2VMvb7mvO+jSSqqVpbR99HQPOe9gXHrFjJkezIc2zd4o/mAaFMjjw65SImAGIuvB5Hw5rMwtb4Txsa3+rrrHPUX/uzrUEggnkM/tSuXrtVVj+xH7KAHYajXBBEvvndtv9jIGwLq0QOIf7Ef4f0CDI1bIfrrv2CmkONUM9/VDfbVoedBmjo/T7w7z53Ws1kmfT6WvG2X6CL94ZRF1fxwPyg162fbhaF2QxJWFeH/2QIlCggEBAIBh4DwGAu4JREDCiUEZFkCEx3Hjmc8K9a0attaxmESWJ+z0EnaVsBFunZmMuTESeBKrCu0ksvcQQQae5JFhEu6BhZnXWRjUo3D3lgwvUZViSVMdGF5zsDY/X5Z16dq3lhGrRqkbUL31afPuup1uF1GxfISypSSyGNNQsECLg8119HA/t9B11xNKbxs4b++9aQKbFQ8OzrO3snnFCcA2LrjOlHj2V5EayWLkw7Wi0byzHPiiymqnoQhPSrsGcnJIjjDYuGCErYJ3cL0EN30uX9PFaYVf1CYUOiGqvFNvrp7C5xnTtw0/1DfwaSgZLEgrHs/yu74J3kFUQaTALPwp0bqXjcJbw4lL7HDN4+OdJysc3+D5f7HYKbwNfv65W575dzcmNiTFgHWy2KvMI2+GxbyErN07wulRBnIRUvAtpjOF2FuIcAkGT9cYOF+pVAxGBs2h+m2OyFFF9CTH2gJcTe1Y76rO+So6Jv2ix0CAYGAQCDQERDuAIG+QmJ8QY0Ae5JXrpD516zYVQmGLdtvJh5OnXGFUnWgMKrKlSikjW6Mt+3UUIM8yZo2crXJRFjLprKe5ZAzK3L4XVpj8mwbkRrLVjl1LxQmOopTuCVbTIxLj6xaFUkXdbda09YM7G32qDOaNNSrnTm2gT2DwB9d754KWLy8MYX3CvMOAg3qyHhpmAGr1jox5eesEx1wWPWESQ79+97zQeE5lt2KlCDC0bZsfnbFgvq4lpgAKZ96jPHCpfz6NZyXziGMCKhAs7C+w2Bs1RGJ5CnG3mFZWfxw8miiMLWo8d/oIWxZlRXHcoYAC/LHPfswUqZ+pRM6cvFSUOrekrNGRGndA8y2bB6Sv35fT3AgRUQhrFsfhPV7HsYmrSCFR+goycVKQY4pIBATCAgEBAJBiYC44wnKZRODDiYEwsKIhMrk4VlUpIukik+4kdBKnV841a1QTsKlyxp5emnkTaYhNlZDpYouzzAmydh7atofKjaS/tDmdATbQgrH47As1opKFfQvQIRYqp0nHaMfflUxl7zVOHwvmGwv3WvcQZ50wjyLwMNdFXw0zqiTYhO+cOA0EbR9iCQT5lkE2reR8VRvBX/OVTHj76xJsdSeD1GWSl4TFuTndRKWMQKPEHHI4tvOs+R2G8KmXSYherrRz88WP6ofCYY300mPQMEhjLTDzO3uReK4F+BgjSs3LH7MEKgHdiNy7JfQQ9HcqCOKuI+ATN5i6pmTlAl0JkzN2+qEjlKjnvsNiJLXEHCePKon/Uic+CZp/K2GoUZ9hD89GuYHe8PApKNCqbWFCQQEAgKBIERA/PUKwkUTQw4yBIjz4ixzW3fcTDzFJzIhJoEJsrS6QqkzjI5yEWccctm6hWubj7EnmJG+vUx4nT2vwZHBfXUhCrl64F5Z1yljIe/U0Evq7ppxiFYqYXZtZ4BvlCsL1CdPMSYMg23sgQztvZ0UtG0lk/eghu+JLN28zXW+OincZ1BfA76dmsFJFsgTCuCx9SBSqz2FMk/6TsWGHBLSHGY94XMHhg026F/lX2eKdUm/1M3rJMP286z0u0PuM4dQKqXKh9y8cjqhlOlTEEYaSI4dm8iD7HxOq3u0fDh5ipmIFEt4+3k4dm/NUduJE15F2BPPIvL1iUic8Brs5O0kzDMIcKhqyt+/gjXI7CQwb2x+O0y3dwaataGslouISN/jmY7yWSuMJb+k8HCYWrSH8ZaWdEkrHljms9NATFcgEDIICGIsZJZSTCRQETDQt6xqJRAxdvMIL1xw7WtQ1yW+n7ZEiWISklNcnmQbKLMlZ2FMb+xBVphIs4ysKmWxC7OQN9lMJ84ReRYZCfR5JDi9THgeHD5arhxrrknYvV/D6umqrs/WmUT45y4W5EBG54A7+9qR51KnO2TKgCjht1kqOCQ3rbG2FSc7eGaAgolfCZzTYpOb7UHkJVa7poz/TXRg7wHX9zun7ew7qOHDzxx4bpABBiPw029iXVIxrFJJRlikEbErF6buCtl3lbLImdwQww5ZAK5OzDr3d5ia3obwgS8igby0/GXhA0fBeGsHJLw1DI49OSPFUsec/P0ncJ4/Qx44ryClYGHSIPs99ZB4zyUC7M2kEonMpFiq2df8C36xXpb5rgfhvHiehOaJIKPvlLCcI6AlJcFx/KAepiqZ6YJNmEBAICAQCEIEBDEWhIsmhhx8CJQsIcFIN7DpPZzYk+sgkQ6VKTTy3k6yLrBtIO6qAoniVyVdsSk/qeBwRxbYt9k5pBIoWoS1wWT8OE0F6w6xgD6HZXGoZcN615/UJSXxTbeEShVIWJ/CJ+vUukqg5e5e3C+g160tUUIB1kWDnqBg5X8avV8nbnbv1ShxgCyIsVysTgtKyNClswwTEY2z56n4l3ToMrNZc1S89JyBEjSoeoKIzMqJ/VkjMPJZgy6eP26CA6whmBdjz7EPmBwbaICJfsmn/CLIMcazy50a3eAuRoZZDPICeADWVQ/vhVyQfhCEIX7MM4jhDISUkMA6b7rPEeHsk+wtw0L7qpvhk5kNkgX5OQw4fMhoyAUKI/mXSZkVFfuzQUAmctHY8g6k/PxFhiVtyxeAX6b298HywONwnDiq//3IjwktMgQoBzuNDVtAkGI5AEwUFQgIBAIOAUGMBdySiAGFIgI2SpjF2f0O0M1seltMmRUTEmXUriHp4YF8nAk09tThjJbzFjvBXj2tW1wnvY6fdLWznzxHatcAalaX9FcCZaJkc9Jh9kapUVVDk4ZMiHGopn5IP8ZbrE0WiFaqBIVK1pV1jaukZGDnbif+mq8hJeXm0e4hz7E2t0LPrHni1M3Y3lxD7KlXS8ZDFMpXgHTv/l6oYv4/mRNiqWgxAbt2oxODKaRy7IcBeuKkDjZA39940aB/r996364nu/DEMFlzjD3PhpHn2KA+wBffCnKsWlkrkn/+2xPwBnwbjn07wSLYerph1Ttrb6c/q3GahAKyBnf9jXc7KAMyoVfNkP3fFk+CnPztRwgfOkbPoqeeOOLJprNsK3LkO1Cq1UHC66QTlo3QfpYNpTlo37gK8S8PQNQbn0Iicifps7FpjopNdxEIH/SKnpnWefZUllVsi2dTtsrZMN/9ECw9B8B5cA+s5EGmkSeZsOwRkCgLpVKucvYFRQmBgEBAIBDACEgaWQCPTwxNIBAyCDApxiRXVsbhjjLxWAmJRG6lK8oeZyzGz7pg6UktFvdn8i2ZiKT0Fk33TdwWtxmoxuGmTW+RUYm83yLCgT37nToxeM6Na1L2losn77ivSK9JWOYIVKLsqI89JIO9F/k8nEOkWPrzKPPaLj27994w4LOvVWzble7kzKpiPj/G5/bYVww4QfdlE7/2DqnImWaHDlRw8SLwAemP5VfjvwXdbz2L+GceyjcQxHy/APEj+3o80cAuIrf+SjFgu0OBla4S+fFKVSK6no2woTiRZFnZJ4kmmCUNT4XbcUiV8Se1M4zq+cIiRo6nrHiFEP/KU77oDpFjJkKmzKAJlH3Sefq4V/qMnkgeZBQKmPDOCMoOGPi/czxCG50iYXzSZGCb7QqK0DlUVvHu7wgnMYgYPQHJk96BlhCfwUgy2WU0w9y5OwxVa8K+fSPsq/+BFh+bSWGxmxEwtmxHGmN3APyDJ0wgIBAQCAQpAtddUIJ0AmLYAoFgQaA8icVnZ+zxFUfXb+lJMa7HXmTs9ZURmcH7MyLFuB63F6ikGGfVfPA+Gf2fkFGsMLCGvJK+JIJr2SqNdNF49Nnbjr1O1KZ2hGWMQFHC9eVhBnopRDhqeOFVu54JMaPzKOMWXHs5OcTf81X0oIx/wtxDoFwZCf97w4idFPLrLVKMR8IJON75SEVEBPDK8/n3xqRdCzt5ffzp3uKESilypZWLkputB42lLccnmGCgP6vvRqXguwIpGBNlRQyRXbGkRZgTu0LlN9t9d6mZ+N5LkAoVhaVbn5wMM1dlo96dQqLjkYgf/ZTXSDEeWBwRvVJMQUSNn+yX0Nmvk4zofjkMs4ngdMdW2BQ8fiUMmdGn06mdTT44JziRgX31kpyRYjxBuxXWP39C8lfvQ46KQfjgl2Ek8X7JQk/thGWIgLFBc0GKZYiM2CkQEAgEEwK+u1oJJlTEWAUCXkBAo4ejZUp7oeEga7IIETUd28ro20vRwzyP0EP2H6c5MWuuEwcoNDSnduYMkYIUZtm+jSBs0mJnIf3bF4YY8PYrRl3PauQYByViUJGYB8/BvxY4YSLPxbs7CqzTYp3RdpOGMkY8Y8C/K1X8QFk+vW1x8RrGUZhripU91GiR8pnx+V60mBH2FQvy1cy15ETyWCru0Tmfc8pIofDJu8wOlFY0RBAhVou8xUZG2q6FRy6yGjA41oJeRID0u2IBkyfpz3J6loNvaD+3NSLOrL+OkQeZty3pkzdJL+oJGCi80VsW/cmvOuHC4Y7alUve6uZau/Ej+5DX0hVEjv8aSoWq1/Z7e4PX9D8iuthLkAkvd6yR0YmxRKTmjEJ1p2X3y5g6PUAhqEV0by/3a91Y0hl3GSnTv0Xydx9DKVEaYZQQwXhre1fo8o1F8/UnpRLpeZhM+RoDMXmBgEAgNBBw7/FPaMxVzEIg4FcEOBSyKmVMO3HSu+EDfp1kFp1zqGRVSjIQTYkA9pH+2fx/VJw6nUWFHBzasRto3VzC4mU5qBTCRYf0V1CrmoytOzWMedehJ2bw1HR//1PFw6RRxqGYwjJG4K72lNjgLgW/zsg6qUHGtXO/10FLwoL8Tz6m6J5q731ix3kKr8wP1oPOSfuuTXBeupAfpnttjs7YS5CLlbz22RMbHOJWlIiQL5NMuJvIMdYK431paZEYOt4jzI4yRJxdIq+wTxONqEDbHah8qvEF5h30eUayEb2oLBuH0HnbHLu3wEZZScMHvYS4YY96tDu5ZFkKn/wUjh2bkDTxDY+2nV1jCW89h/BnXkPk25OQ+N6LcGxbn12VPB/nsEcbUVwjI6x4Nd4MJjbLpQmBXEfH/0g24AydA7y2XSwO/f1XWvM3iRxjO6VK+rm0n8JzC1GZBD4F6HqI38ZQm3yOtDG5fk/47OF9D1A7jYy5/42x3P8Y7MvnU2t5N9YnS5n6FeRylWBqcxeMjVvB/t8S2Nctz3vjbrSw8OQFfL77WKYlv7q1DoqF+Y+Y4qQTksmc6fjEAYGAQEAgECwIKGPIgmWwYpwCgWBGQKLHp1FREjZt9f6NQaDgVKUScFtLGbe3JjFmumnatkvDgiVOsGh4/NVEAZ4Y68VLJMLfSsY2IoJSkwx4ot1ga+PJxxX0fcSAyySHMuVnFf8s48QOnp3FydMa6teRUY+ynG7Ykn/OZXdR7NVdQad2CiZRSPCaDf4hwTdt0xAVKeHxhw04RzwRZ6wNdXuyuxWOPybDeeJIqE/1hvkZajXQw+vsa5besD8vH9jTpz6REqfIc4x1xhaSd9hcevFZxCQZ+3yxJxkTZQeJ7GBS5BQRJpHkWdaQvIXWElnCYZiNaZu9xdZR2NygCDtKUB0jN+4Ds69foQupy8VKwbF1rUd6NJGOUgQJ7duX/I3kyR94pM2cNmJft0wP6Qt/cjjpyp2CeuxgTpvIUflpKUad/LyHiKrVdgOYuKpH68q2l9Z+bIIZTYjU6hnmQAFa26N0HhSmE2SRVcH9VIeprdHxFih0rDdpzt1CdbeRbh3r1dWg1xEqz55od5pdJNhq2l5Kr35Uls+h3Fj4gBGQImNgWzonN9UzraPFXtbJSOflCzA0aglTy/bQSOPC2xksS4SbcXvJwrirbFGUi7Rg44U4fNS8JjqXLabvK06kmMwXmH4wKboATO3uhSTzXwVhAgGBgEAguBEQHmPBvX5i9EGGgELXDiUo6uXM2SAbeA6Gy4kAGlMYWdnSdKFG/3aTvtJSCieL9aJ2LesR76EsnvfcqeDzydc9FnIw7KAuymRMk0ayHjLJWlackdSb9tssFaOGGlCsqOq2Fpw3xxMobQ95km74Kst47xMHDhz27hpkN+cZf6u4QITxACJL5y8BZs3xD0mX3Tg9cbxOTRlmcliI9SA55Ilx+aINlYhAJmw8bewJxoL5dpJVYrLjPyK7ppIXUDna35hIM96eRaRZbSI3SpIHEd8W+/eMvxmBhLEvIOr972EnYsyxJW/kmOWRgbDc0wNJlPnStmjWzZ35cE/KL5OgnT+DMCaAChSC9a+pXuk9mRZ0PZFUL1AILVsrkwOLiSB9hLz/mIbhcNrStPb9icRi43Bbtg10rqTaTiJFmTj9kNpIFdufIV+/9ehI3mJzrRbsI5KNSVcmYW8nos2cS56Hw4rZqyv5ly9Th+Dxd3XfDvDLULcxjM3awNT0Ntgog6Vj52aP98UNRhgU/cXbF1Jca1EuwnIDGfbutkPYfSUBKaoTRSwmdK9QAm1KFuIqeGHtHtxSJBrrzsfigtWO20oUxONVSsPCF6RkS05fxLRDZ/S2q0SHw0oit681qIKLlBb9M/JUe522C5pd4fnbL8fj+/0nMfaWajBTfUP9ZvTFD7Rvvj4t8Z9AQCAgEMgxAtd/nXJcVVQQCAgEcooAh1NWoXDKM2dD7ya1YX26sK1MoTKFJHAGzn+Wqzh+IqcI5b78jt1OdOl8/YI89y0FT80H71XQqrmMy1c0TP7Rd9kijxzTsPI/Jwb3NeihmsGDmPdG+tJzBvLSgq7zxWL4gWDLVztx6TJlB+xtQMliEr741uWVEQhj8+QY7m2vwbbcu9pinGWP79V95fHkLj7qkf2QibDxpHEWSp4n3zbzexUiLPjFnj1MYNQ1qLoQ+2AizlJD4CYkZs5kOHXkPDlC99pynj0J28KZCB/4IuKGUKZSh4vAca/29VKRo96FUqshEt8dpZNs14/4b8tK5Jx69gQinntT9xhM/mGixwezhgguRmwlrfsael0i77+LRHLtpnOASbBztJ1KhmXWOevVsSdhKimWvhx7Hta5SoiFSQ7sobYHhec+g2nEs6/BTiGm3vbi4nk4tm/QXxxaaWzVAQYiyOwrF0PdvzP9NL3+uWp0BDqULoKCJAK69vwVfLzrKBoUjkaMyYDDCck6YfZgheKwEMn2KR2rVzAKzYsVwM7LCZi48yh5nxVF6+KFsC8uEVP2nYDdqaFyVDgS7CoWnbqAhyq6wrX/PnYeJcMoa+dVUs3YqDkkg7iV9PoCiw4EAgIBnyDgelzgk65EJwIBgQB7u1etlPkNRLAhVK4scF8nGQMoq2TVSsDO3Rq++l7VwyV9SYoxbucpZIwJovvzATnGGlYfvGVEo/oSfp6u4s3/OShM1bdk6++zVRQqKFHSA/Ez8tbLRt1b5q0PHHqGyED6Hu+g7+Tb7zvIu0/C6yND8wamYmnKRpnHsKlvr2be4+x7PejFgvLf0b7Ub9X7iSZ8QppbbIfIg2oCfU5rGe1Le9xb2459O8HhTJ603RTqxmL5HBLJWSWZDGHvsMtXiRCZfsLCiOy4QJ+TiCzZQuU4rC4jq0geRUwqcsgll2XSzZeW/ONnJFofh/CnRuaq26gPfoBUtCTiX+wbMKRY6kQc2zYgfkQfGMljMHzomNTdHntfQd5b1Ym0Kky6YKwpx2vJIvzLiSRjK0jb2SVTYEIskdadvc8yM/Ya4xDKGXSO1SNvxJJEluXGTLd3Jh2wKrAvm5eb6rmuY9+wEslfvqd7kZk7dIGl12CfJkjggd9fvpjuVcZeYw7y4HLS63SSS+ONjw+sWRZ3lCqMlkSG1S8Uha2X4nk3lpK3WPnIMPSvXhY1CkTgVjqeahye2ZHItkUnL+pOYRfJ22z9hVidROMyhpr1iT3PXw8jU7ER7wIBgUBoIhCaV8mhuVZiViGCAGf1K1qUiJzzwTmhsDCgKYXtlS8ngR5GYvd+J1at03DR+4m5sgWMNcZaNJEpw2VoesawXts9HWVIdME6c46KlWtSb9uzhcbjBWz0UJ+zXLLX2mLSMsuPFkFhZmNG0RP5Y1pAh/CyB9sb7zmIwDbohOoXk1UcOBIaa8bfB+3iWaiH9ub5FGTNo2fIC0ql+3L2ivmCiLA6pInEoYO9r4aPcSdMFm2mELG0ltG+tMe9tp2SBM1mhVy4KJwXPfOjUlx2ogBNb0KC6VqmySgiwlj3qQFhwdadNKWmkug6i6yzUH9amjDtox8mT9oS8TGaBNU5yH08CbKz95kvLf6l/oj5erZOINlX/+NW14baDREx9A2wkH/ihNfcquOPQk469+MG3o/oj6ci8vVPkDB+BEDnQ16NEyrsoO/A67ReHC6bagXoPJhOBBafCw3pXPiCCOIlpCfWisIfmSTbSy8mz1KN19pCdabReXIvaY6xR9hJEuNn8f1Ua0p1I4g5Y8+0UVfDNlOP5eTd8nA/2JbN1XW/clLPU2Xtq/4Bv0xt74b53p6kAXeSPpMH2cmjnuoiw3aSKOvKmM0HcIqIsLoFI/VQSi7ozCS4mUMzrRRyyXaeQjOZEMvMOhCZNu3QaWy8GIsDcUlEollQswC5RpMZm7YRovuZASf2CwQEAkGJgCDGgnLZxKCDGQGFvnVVK8pEjF2/2AyG+dStLaFmVZk8T4DDRyl1O4Vp8Xsg2f6DGoUWksZZA5mE4YML36xw5Pk8QAQUEzGz57tE9bMq76tjq9Y60bKpDNbW+vSb0CQjM8OyCn2Hn6bsnxs2OXWvvczKBdL+r753oHMHGS8MUbBgKXkBEbka7NamiQ22OX96ZBp8r17s6k19YVnFpCRXOCE3vsxmgIlu8O9THPiGPMlYVJ69qthYWD79vmdoH2tvsRYX3/DzxRYTRHeRyDiHlv1M+7k/hbY5818zIhmYOMiVWVMgFynhMWKMPXZejbTqpBgTfkwBMsGV1u6iudxBmlNXCAfGLC0ZxuRiWhtEJAoTixxSGUHz9bk5bEiZ9SPCB4xEHGWT1OIuZzkES8+nYLn7IST/8R2sM3/MsmygHIwb2hOR479B1DuTkTiehPlJgywvtorO2QK0rulDJW8lEusHOnf5nOUw2uOqA18TgczfFT7Hu1/NPpraN/sTdaPz+ieqM+eqJll6/TAu05zO/43U5i1XidfU+u6+hw9+GUiIJ3H8De5W8Vo59l7ll7nTA7B06wPH0QNgQtZ57rRX+mQx/qMULvlNqzqIMrpu6/4+ds6tvqrGRGDvlcRMy7K2GIdczj1+Xu+jRyVXSKVcqiykQnQxKEwgIBAQCIQQAq6/oCE0ITEVgUCgI8DSDNWqAKvXBfpIgVJ0DdSAMhCWLikhkZ7o7tzjJGJGQ0pK4I59O2W+vPMOIixCgBhjIrJnN1nXbZuzUMXcxfQM2A/3lVmt9tQ/VLw2wkChtBr2HwodMjKrOTMZ+Eg3BfMWq5izMLjmPHeRE8dPkvdPLwMqVSBR7M9yScZkBZCPjhWkqJ+CRS2IXbHAIz2yZtJs8oZhXSW+8efMjBzaxXaejvENPV803UGk0Ay60e91lQRgD5n0+4rQPibFNhDB8CQRQ+FECH1PhBrX70pEAbfH5ANn+GPPm9yGj/HYNPIak4uWoDSB2/mjx4wJCw6jy8wYj+JuEl1hOnOWeVuZ9eGp/dY/f4aJtKDCB45C4nsvZtps1JhPKRyvEhI/eAX2zWsyLReIBxJeehKRL7+PqHFfI+GdkVAP7s71MJmkzYioZYL0t4LJ19p9jL4DLMbPYbZMpKXeVHxX4Drpfh+11YG+MwlEorJ3YXrjPRyOyyGVaQnW9OUy+6xUqg7TbZ2Q/N3HmRXxy37r/BmwLpgBM2kAhvV6GurebbASQaZdvujR8YQbZDhIE+xcso1CKF3hkTejnHGXt5AO2cwjZ/HN3hOoSsL7i0/dPLZOZYrg1Y37EWlUSLjfJejPumq4SsJl3LLYKxAQCAgEgg+BG2MBgm/8YsQCgaBEwEJ3FOx5FYjGOqq3NpPR6yEK26Msj4n0JPjPeSp++d2JrdsDmxRjPLeT1laFckDJ4rm5xA6MFSlTCnh1uKumM0kAAEAASURBVAHDBivYuoOyw422Yw4RGoFGijFaJ05p+tj6Ppo/fk7u66TgiR4Kfp0RfKRY6tnN5PHr7xAhRndP77xmcGWQTT0YRO/du5A4+MbV0BLiPDJq1kHiUK8D9GK6k3WzlpKXS1rjvyqVyKPKQIRQfSK1+MVeUOn3MRG2iELMmpNXTSHatlC9ulR2LZFhqdaajrFn1oNEHHC4Zm5Ni7uie4zltn5+qRf/6iAYqtWBiXSg0puhSg3ETJoJjTLyxb/wWNCRYqnzSRg3HPZNqxH11ucwNmqRutur73xGMxF84zflxi6ZGM2IFONSnMWSdezakTdlboy9xWyUkTavXnK56TvbOvQ3xfrXr0iaNA6a2YLwJ4fD1L4LpIiobKtmVCCjq5pGhWPQkAiu4ev24Inl27Dtqn5Yall+T92+1ubVHTUoLPLhSiWw5VIcZpOXWSUix9jMyvUadUmon0X825UsrIvuS5FRMNSoT5IO+eM3/xpmYkMgIBAIeQSy+h0L+cmLCQoE/IWAQleS1arIOBdA4ZQ1qkuoXZ30QYiwO3Faw5qNGg4cDC5vGF5PqxXYtVfDA/co+GxycHnDxESTSG4fA6pUlPDvKic+/lJFXLy7z379dTYTcUqabk0bGvBodwU//567mxv/jd79nnv3JKKDNOz4vGI9u2C22DgNH37uoOQZCl6kjJpLVzgxnRIqBJM1qJIE2+eeCaPkeZcnwmtkGo0jDv36hXS02BsspxZH3jEcbrmOtMi2E8GWammzWrKAvSeMCQG5FD0NEJYtAsk/fa4L8Tu2b7yWuTDsiWeILLufCIypSJn2TbZtBHqBpC/Gw3nhHCJGjEfSV//Lc2IKb8+XSeRh9L1jHbucWliP/pDCI2BfsTCnVX1aXktKgnXGD7AXKgIjEWPhTxOZt3YZHP8t1TUC3R0ME2Cz2je6oTgndRrdoDIukTg+J8YowEK2aeyPdg3TfAKG1Cp/7TPTX90qlLiWdXLl2csIJw2ytG0cjE9CnI3CwClzJZuxUUsSMKPfCtYFESYQEAgIBEIIAfFXLYQWU0wleBCQ6T6pWmUJK//z75iLFAZuqUehkqUBO8UP7drnpIySGhIS/DuuvPa+dacTDxIxFizG58PQAQqqU+jk+s1OTPlZpSybOb9J8Od8fyJCbEh/A+YuUik7qD9H4p2+hz6lkCeijHc/cuhi+97pxfetsmbdQRLiZ9KvelUDxlJmzWCwJg1l8tpSkUTeMd6ysiRCz+Ff8eTNkt5YLyu9pd3HXmT8F6gXidTnxRssfR8ZfVZPHoOhXuOMDol96RCw/TuXRPjvQPigl5Dw+tOIencKpAKFkPi/l+DYGgT6Bunmk9nHlN8nkwfVKYT1HUbzK0xaaT9kVtTv+9OK++dkMHJMIZg7P0T6cT/lpJpfyzovXYD1t8mwE5FtbtsZxiGjYSdyzL5mie7Bm5fBFSI9sJxaLBFeT/+3E5WiwolUo4QLl+PxeBW6IExjfx49p3uklQhzaSoabiFiTJBiaRASmwIBgUCoIKCMIQuVyYh5CASCDYHTZzTE+4GEatZYxu23ymhEpNh5yia5ZgNlllxD6b1Jr5ezDQa7JZMESulSkq6NtmN3YBNMg/ooREoYcIa0cr/+QcUy8hSjh8tBZxdImqRQAYmyZipYujL4PA2zAnz0CwZER0l4b6KKU/SdDTU7fwFYTsk0qlaS8NjDBl1D8MjxwJ7nkz01hK2dRWLb6z2yHKxxdJ5IMA53jCUi7KCqkLeYETEUIsYaSWvpuIG4sMZ03ELvf5IWWaOr23y2R6bbx4M6Thn6/qN6fOMfQeT3Efo8n7zQuI81tN9EdW6h7bwahzaZWraDdc5veW0qX9Rn76KwASNgIe0ndf8uJL71HJxezhzoD2DVIwegUlbN8D7PUahtcTiCTDMtO8wiX/0I6onDNC/vPGFMpmyP3+4/qZNGYeRF5UnT4mPh2L6BvBZPwkQhr4bWd0IiLyznqeOe7CbbtozkYlYm3IJo8jLjjJMsrt+CxPbTWiLh0K50ET2c0tigOZSK1SAJYiwtRGJbICAQCBEEhMdYiCykmEbwIcC6pewhdOpM3m+M3Jk93/TWqUmhksWAcxed2LhVw94DGmmquFM7+Mps2eFE21YKWBw+EK3PI4pOTDIBwSFtB48ENhHhDoa/ENbvvm5EN8qgOf2vwMTdnXmkLTN2tBFXYjUixRwhQRqnnVvabSsR4l8RMXtrU00PiW1EmVADWZi/bEkVCRPnpZ1CnraJo8I+Cnl8Otai+4JFk8dXbSKtWFycjY+nGguQc4bJ0fFmsH/d+CgrqhD5lX5ffxLd/5IE95+PY4UxV4ZL1hVjS9ueviMP/6kHdkMmrydh7iHAAvss2Mg6Tymk/6RRVs9QNcee7Yh/7hFEvvct5IKFKanA6JCYqvn+XpCKl4LNi95ivx4+g0UnL+Df05fQu2ppdCRyyNOmHt6HJHoZajaAsUVbGJrcBvuqxR4j/LMbr0JeYpx1MitrX4pCC66aoXkbSCaX51jqPvEuEBAICARCBQFJIwuVyYh5CASCDQH2zvryO+8RCDEx5OFAN7hlS7tuw3bv07CHwiVjPaNVHfBwP/yAjJXkCcfhfYFiPR4gnSry2Dt3XsMs0uZiPbRQsnq1JfR/3ICX3rIHdUguZzx85Xkj9h3U8NX3wRFe6KnzqCB5/vV6iEJHy0r6Obriv8Bizx8k4rVj5QOIH9XXU1POVTss1s/hkxw2mWoZ7bPT4SvkjcZZ+3Ie7JTactbvBX5agtjBD4CF+IVljIC5/X2w9BgAB2VrTP7qPVh6DYZSphLiRzyRcYUQ2xs94Wc4KVFF4vjh0JISg3Z2MhGa0Z/9jpS5v1PmzT1emcexhGQMW7sHQ2uXp2yMBkzceRS3lSyEPkSQedOM9ZvB2LQ18bYabKsWkcffNm92l6O2FUpcYbn7IUAQYznCTRQWCAgEggcBQYwFz1qJkYYgAjabhvmk6XX02PUbK09Ms1F9WdcwK1xIw/5DGpgQO37CEy0HVxvVqki4hYjBF99weX34c/Rd7lLQhsJX4xOIEJvjxObtgUU2eBKbxx5W9AQCeuZDTzbso7ZqVpMxsLeC1eudmDYzcEhVH03/Wjetmsvo+aCCI/T36X/kMRcoNuFVO5Q/JsL2z1+BMiS/jyNm8hwkjH0e6qG9fh9LIA4g6u1JkCtURfK3H91w3kRP/A32tUuR/NMXgThsj48pauwkSJExSBg/4lryAY934uUGeS2dSQmwLZjptZ5e2bhP9+p8+5Zqeh+7ryTgpQ378G3ruihIWl42yl5qYnFQL5mxWRsYG7bQ58keZN4iAHMy/LAnnoVcwrvEYE7GI8oKBAQCAgFPI+C9v+qeHqloTyAQggiYSGSmVjXPBNWULwfc20nGALqhr1oJ2LHHSZ4uTiwk4i0/kmJ8uuyjUFGTQUNrusH3l7VvI+P9Nw1oQdkMmWRhsiiUSTHGmTNThlH02MNdPavL4os1vK2lTEkEFMxbrOZrUoyxXrnGiZffciCeMqN+NM6o/33xxRpk1UfpkhKiCllgX7koq2L57piWkgy5aIl8N+/sJmzp3hcxU+bCeeUi4oY8dAMpxnUT3n8Zpk7dYKhzS3ZNhcTx+FcGQiU9tahxX8FQvW7QzcnyYG9IxSiEcqHnstGmB4FDJ3deTkDPSqWuHUolwVhv62KKDU+u2KGXuVbAwxt2yliZNOkdOA/vh7nTA7D0HAClHF3Y+cmUcpUhUUZNYQIBgYBAIJQREOL7oby6Ym5BgUCBGAmbSO8rN0HN4eFAy6YyeSJJunD2sZMaOOxp/WaNQvUozCd0nZLcXlsnOeM1beR7QXhel6efNKAG6cjNnufE5J9UnDztWc9At0HwcUE+l09RIoduXRRs3OJEYpAkE3iAMpny64dfVfy7Snx5+LSxWoENWzScp+QK93SUwV5kHF7qj6QhPJ7ePWQUOrSMdHgEMcZ4pJqpTSfKQniWxOR3pu7K1+9K+SqIGjMRCpE/yZM/RAplAgSRh+lNi70EhbI2mu97BNZ5v6c/HJKf2QNJKVaSMlaSh+HRAyT4fiwo5inTmCOee5OSTEyDdpkyhnjBkoj4Grv1IInRG7D09EU46MfsMmVu/GbfCZQIN+PBCiXA1xRFLSY0LBIN1ujypqnHDsK+fgVk0lMz3XYn5DIV9blrFBLrSzN3ehByYRKoFSYQEAgIBEIYAUGMhfDiiqkFBwIOilDim0zO6ueusY5Tm1aum1TOYLiRblyXLCfPsJMAZ2QUdh0BJghvbSbj9FlQ5kfvE1P16sh4pr8BjRvKWPiPis+nqDga4Bn+rqPlua3zFzRERUjo0lnBP8sDn2Tq95iikz4Tv3Zg0zbvnyeeQ9o3LXEG3UX/OlG0sAROHFGOdAuZgPe19X3ACuvUL+A8d8rXXQd0f8aGzSEZDLBv8k6GvoCefLrBRYwYj7BeT8O2ciESxw2HkzIXZmV2ytZoancfDBRqad+4KquiIXPMvmk1NNWBcCLHnPFXgiIEN/L1iXASkWlq2Z6e+lEGxxNHPL4e31EWylNJVnzaojZqxERizfkrWHHmMqrGROCZmuVxLDEFw9ftwZPVyyCCvm++MhbpZy8yQ8UqMLW5CzJ5zWkXz/pEK04uUQbGW9tRJsrg8wD31fqIfgQCAoHQQEBojIXGOopZBDkCp89qmP5n1uRB6ZJA/ToSSpWUkZSkYeceV1bJlNBNqOWxVWWSqhRFGb31vvd0kipXkPHYwzJKFJMwl8Lw5ix0Qs2/8lTX1u6NFw04cUrD15TxMFDt+cEKnR8yPvnKgWMnfE/2BCoumY2Lk3k8dL8CDmtculLFX/Oz/tuVWTs53c/eao/feRlxA+/PadWQLx/GQvIVqyPhraEhP9fMJmjp3o/CzrqSF9QhJP8wEeqR/ZkVvWm/HBmNKBJ0T/psLOzrlt90PFR3mFq2Q9iAkboXVsrvUwJ2mmF9h+maW8nffUxeUxVonR+ElhgP6/wZHvMeO5tsw6DVOzG8bkW0zCBTo5O8x4av24sKUWF4tlZ5/2FlNMLc+SEYqtaCY8cm2Fb/49WkG+auvaivOpRK17vecf4DVPQsEBAICARcCAiPMXEmCAQCAIHwcEkXyOcslWmNrn/QQg+VlFG7hsvradVaJ9Zs0HD2HMDeZsKyR+AceS+x8P2hI+yZ51nio3hRYOhAA+4jfbe1tC4Tv3Fgx+7chcZmP5PgK8HC7ZyJk3XufOGxl1OEXhthgNkikbi8irOUKVRY9gjExQP/UWKCS5eBTu1ktG0t4zIlQzxDBL83rX9PFaYVf8Cxc7M3uwnKtmUKBzQ2aU3hgNODcvx5GbSx2e2IfPl9KJWqI/m7T5Dy0+fQrlzKUZOazQrJaEJYj/4uHTJ7uh/jHLUWPIXV44ehbluPsN7PQSlZJiA95ox1GsPS5zlYZ3wPDiHkzKsO8oyUK1SB5c6u5CafQIkEyF0+jxZpVNCgcDQa0isjm3figu5B9nL9yjCT8P4SCrX8gTzMNl6IQ2EKrSxCL58YaWSoe7fDsX0jlJr1Ye5IDwpMFmhn6UfWYffoEOQixWC+417Ai4kGPDpg0ZhAQCAgEMgDAsJjLA/giaoCAU8hwJ5F6zY5seFqaFLN6hJqV5dRjEgX9rbZtVfDAcouKSz3CDRvTNpEBTWM/8gznkvhJC4/mDTEqlaSsGqdU/eauXxFrFFGK9ShrYxOdyh4gbIJBpKNf9VI2lkaPv7SIbz78rAwTI5x1lXW0Jvyi4pTXtLS+/p90jZ7/jE4z+b9JjgP0w3IqnLp8oga/w1iH+8QkOPzxqBkEiOPGPIqFJp78vRvYZ35Y567iRr/ta7Vlvjh6Dy3FVQNELESPeEnsKZV4rujAmro0Z9NJ8+oDeTJt+KmcSnV6sByxz1QKbRa9x6jbJXesFjSGRtM3mS9qpTCXWWK4uu9xzGfiLKHK5VAol3FwpMXMKBGOdxWoqDXdcfSz4+Tbpja3QuF9Mdsa/+FffUSgMJkPWGWex6GTOSbJIswSk/gKdoQCAgEAhsBQYwF9vqI0eUjBOITNJwmwfLSpSTY7S4ybC9lVUzwznVePkLWNVWTGXiyl6J7Bh04nLfQr2cGKKhZTcbW7Rr+nKcGpCdUoC3wswMMiKBkEeM/8swFe17mx15+I581EuHsSoqQl7ZEXRcCERHAfXcquvfYfiLxPyOttiQPhnn3fFBBm+K7kPDqQAF5JggUmPovYvt2hpYcJNkuMplHdrs57DFi+DgoNerCunAWOARQi4/Nrprbx2Mmz0HyT5/BtnSu23VCpWDUB0QuWlOQMH64RzHNLT4RL/0PUlQMrH98n2UT5q5PUNbGinQ+zIS6e2uWZXNz8OOdR3R9sfeb1MCOK/F4beN+vNKgMhoXidGb23wxDm9sPqATZ91IoN8fJpetqOuPKUWKU3jlEiISl+VpGFLBwgh/crjwFssTiqKyQEAgEEwIyME0WDFWgUAoI2ChcC4DhU7OJ32qH6c5dUF9QYp5bsUpUgZbiMh68N7c62T0f1zBp+8ZSWpDwrsfO/Dl9w5Birm5RFN+dqA46a91payP/rR6tWW88oIRqykUkDOFCvMMAomJwNQZKl4d58AV4ig+eNuIoU8Z4Cl96hZ1kmFbNNMzgw3RVjTKuigX8c9NuU8gpZOJQyajJxH5QVkJ44b1QvKUCR4ncFKmfaMTAuyJk98s/oXHAAojZe9DuXQFv06fM4WyR5htbvbZQq0zv4f933kwUxIF890PAYrnhPGTKVPlriuJGFijrC6ztfjURdQoEHmNFGOQDsQloaDZiM7kTcb259GzYC8zX5qTwmI5jDiFsnYqtRog/OnRMFBSjtyauUU7qiq84HOLn6gnEBAIBB8CghgLvjUTIw5RBAzEF7DG2CnyGhPmHQQ2bnOickUZlSvkjBx77CEFn4w3omABCZ9Q2B2/8mOmybysSgIRJ0xEdWgjo1wZ//z0tKe+B/ZRMHu+ij9mC1IsL+uZWV3Wafv6BwfGTXDARpGzH48zYghlaTUR6Z9b4+9rWJQRthWLcttEvqinE2NFi4feXE0mRL70PmK+nQ+NfiTjRw9E0sdj4Dx93CtzZa8jx55tCB/4olfaD/RG419/Ws9SGTX2SxiIYPGHcVigpVsfIsWmu+0Bad+6FkmfjyUPswKUUGCErjnnibGH0cXZFy1roWo0ucWSxVrtKBVOLuhX7RyJ9v9++Az6VC2NcCq75twV/HTwFJKIUPOHqft3IYWSFNiWzYPplpYIp+QKSu2GORqKRJqFMtcRIZQ5wk0UFggIBIIbASG+H9zrJ0YfQghwwp+CBYCN24Rwu7eWlWU3jPQguVEDGSvXZB9O2e0+Bf0fJ3F2ugb+ZbqKmXOcuHjZW6ML/XbPEWliMknktSdj0b/Z4+9JRB6mLIpdOiv45kfVrbX3ZN/5sS0W6N+w2alnz2Vi6/EeBtSoKmPPfidymkm3b08JMbsXwb4+/2QLzM05Y2p7N5FFJ6Ae3JOb6gFXRy5UhEImxyOs3/M6CZb0+TjKnvhbjoX1czMx2/L5COs1SHeYUfftyE0TQV3H/t8ScEKH8P4joJ44DOeJIz6dT+Sbn8NBIZEOIrtyZJQ50rFjIyRyvzeR9pgUGQn18L4cNZFRYfYST7V40hSbefQcCpGHGAv2f7P3BAoQ89+nWhmkqE68vfWg7jnWsnhBvQpnszyUkKyXT23DF+/Oc6dhpyQFbKbmt0Op1wRaUjy0i+ez7d5M2CnFyGNS8s9DrGwHKAoIBAQCAgEvICCIMS+AKpoUCOQWAYcqgeVhzl/IbQuiXnYInCNs76Asenv3a3pWvYzKd+7AnkUGFCkM/DbLiV8pRIzrCcs7AnsIdw5nbNVcxmpKWuALe6q3giaNZHw0yYFtO0VoiC8wT+0jNo4Isi2ajnsZ0k98gggyXn/OYMlZLd2x3g/YYCXNJ+eFs+4Uz7dlOCslnCqRCeuCGgND9boIf+FthD06CI4Du5HMhBiF02mXL/p0Xk4SdA8f9JKu1aTFunmy+nSE3u3MsWUtESmJCOs7jDI/JkE9sMu7HV5tPXLEeFCqYNjykGGViTx192aYmraBoXEraLSWntKhqx4TgWiTAf+euYwZFDJ5NCFF1xuLoX1TD53G8cRkDK9b8ZoI/1wS6Z+46xjuLlsUBvk6weYTMKkT9qy0b1wFKSwcppbtSJuvno6FdiXj75NUsAjMnR4U3mK+WiDRj0BAIBAwCAhiLGCWQgxEIECyGBROySLWO3eLm3dvnQ+cAdRglNCYvMZWpPMau72VjMF9FVQoL2Pm3yq+/1WlhAhiLTy9FjspyypnMYyMkPSMq55uP217I54xUEILGR986sDho2It02Ljy232INtM3rBrN2goXFDCI90UNG+swE5enMdOZL4uHP5au+QlpPzwqS+HG5R9GavVhlyiNOwrgzPk1HzHvYgYOgZmyoRn37ASSRPfhG3J39BiL/llPZwnj5Kge2USNO8E2+LZfhmDvztV9+8Ea1eF9X4OcniE7o3lzTGZ7+8F0213wvrbN7rWWV760qxW2IkklgsUhKlDV10bVKW5eMI4rLINZaBcePIiOpQqTNkoC4Ecw/Du9kN6dsoKkWF6N1convydbYd0UX7WJTufYsOGC7EoTWmtlTReaJ4YU3ZtOMnzj79XcuGiMN3aHkrFqrr3ZXrC0Nz+Psgcki28xbKDVBwXCAgEQgwBQYyF2IKK6QQ/AhxqdviYhuTk4J9LoM7g7DkNt7cmnI+Sd95FDU0ayniGdJDq1pIxZ5ETX32v4vjJzG/WA3VewTIuul/BiVMaHu6q4CDdp1y45B2sx4wyQKFIkPc+cVAfwYJOaI8zif6ubSfif/Eyp/4goHMHBR1uV1CsiITtu24+D/r3dEBZMg0qaT4JyxoBmbLRGeo3hY00soLJwvoNIz2vl2Csewusi2Yh6cNX9bBZLZHYVD8bhxRaHniCQvKi4di5yc+j8U/3zlPHdEIlvPdQKGUr0dqs8MpAlKq1ETH4FVj/+gUcBugpU4/s18MpjS3ugIF0s5ynjuuecHlt/zfSFTsQl4iR9SrpnmCHEpIw9/h5DKtdAfJV0uvLPcfBftGDa5TXhfs3ESn2y8HT+PPYWZQkcqx0hCWvw8hxfcbDvm45FEquwKSvXKostEsXwN83/htibt/F9ZQ2xy2LCgIBgYBAILgRkDSy4J6CGL1AILQQcNJV1A66cVy2yjdhZqGFnvuzaUqhdaUptEuWyYOlkIQ5C1XMJVJMmO8Q6NxeRnsiRZ4fTSrtHjTOhDj2FSNOkrcfJ0oQFtgIMDF9x20yONTyOHmPzV7gxJ59TtKjAz5/R0Lc093hvJS9Lk5gz9L7ozNUqYmIVz5EbJ+7vN9ZHntggiLs4f6QK1Qlj6RDunaYbfU/eWzVO9UN5IkX+fqnSHj7OV33yju9BEer0Z/+phNLCe+MoBg9z/5eRn82XScf7WuXeQ0M813dYKjbGNYls+HYsDpP/YzZfAAdSxdBy2IkDkvG+mIj1+1BGSK7OlF2ynhyh31/+2G817T6NeF+Lsc3XavPXqbwyqMYQSGXtxSJ4d1+M/bQNFD2T8feHZBIK02uUpucxYS2mN8WRHQsEBAI+A0BQYz5DXrRsUAgcwTsdg2TvvXsRWfmveW/I4VIE7fNra4b8TUbnPhhmqpnBM1/SPh/xqzlVqIYMOZdzxBYZUtLGDbIgK07nHoorP9nKEbgLgK8dq1bkP5cMxnxCRoSSW+x5OVNSHxrqLtN5PtyBaYtx5VH2wEOz5LNngI2jDLkGRs0gxRdAHbKmmdd9CfYgyXQLXzgKBhqNkTc0B6BPlSvjy/qf98Ru6MhYdxwCsXLWKcqp4OIfPMzalKDbfbUnFbNcXmlcnWY23WBSmS7bcEMj2mP8UDOUobKWaQ7diIpBdsvxevE2eCa5bDszCV8vfc4TEQ4NStaAF3KF8N08jhjG1KrvP7uz/8kSxg4jJVDh3XXNn8ORvQtEBAICAT8hIAgxvwEvOhWIJAVAiRLoXuM7dknHDqzwimnx8LDgbYkvF+xnKSLgcfRzXfl8hJee8czpExOxyPKu67B33jRgNMkxv7FlLylt7+FdON691Dwz3InZs3NW1tibfyHAEchtWgio++jCjSblTxUjunhgdZ8qvOUk5WI+W4B4l/sB+eZEzmp5tWyrFlk6tgVcpkKpBtlR/KUCbAtX0DkSnA9/In+6BfYt69H8uQJXsUrGBqPfO1jyCXLIvGdkVCPHsjTkMOeGkVhtI2R/N3HOuGWp8ZyUNnchYigStVgI3KWM1l60lhb7PPdx/AskV4RlAq7x9It6F6xhE6KLSeSbB4J8jvI464vZbJkr7P9cUn4fv8JjGlY1S8C/Tx3y8NPQilfRRBjnjwRRFsCAYFAUCEgfGWDarnEYPMLAuTNjvp1fJ+9KFTxlSmpQad2MmXEU5CSAvxAovrLVzuxhcTAI6OA21qKP4X+WnsO5p/0rYp6pO/G2UBza7y+Tz6mYAYlTRCkWG5RDIx6fE6wWL9GmfDiRzxB+kYrYCadp5gp8xD1xqcwNmsTGAMNxFFYk0k4u4TfR8ZrFPXGZ/qa8drxGsa/8JiuXeQgQfdgI8UY0IS3h8HUpjOMjVr6HV9/DyDhzaGU9XErIt+epIcm5nY8pju7wnxbJ9IVI08x/uL70Kx//qSTYiz2b763B4URmj3WewG6iHu5fmVEEikWZ3PASmGWdQpEoSyFWT5auRRuK14Qhc0m3FGysD7tL/ccw+4riRixfo8eYnnJ6luPTybE5FLlBCnmsTNANCQQEAgEIwJCfD8YV02MOV8gYKLMiUdJAD6JwonS290dZZ3oaXaLrAvHV64gUegREBuXvqT43Ja0izrcLus32guXOrFzjwar7TouHHHUisK3WAxcmH8Q4HP3FEWV9HxAwYHDwMUcivE/2l1B5/YKvqSkCf+tF+von1X0bK/9elKG3i1zYCfPIsfOzboGFd+ISzGFYKGQH0uXR2Fs2Bya3aZnzfNs78HbmrndvVAp+5x62PfhicaW7RDe73mEPTZEJ4/sOzYh5ZdJSKaMoryGWkIcTE3bQLaEe9xDxxcrpiUlQg6LgKVbH1eCAzV/exqzFpgcEYnw/sPhPHsS6rGDOVoGpWotRDzzOn23p/ntO8wi/5xMwER/S4xEkDlZhN7DeoYWygCTTMTYjwdOItGh4mhCMv44chYvkL5YyXAz5p88j1Vnr+DDZjXQsHAMNl+Mw9LTl9C2ZKFrIv7/0mejIiGaiDZvmLnLI5BjSGPCx5kyvTEX0aZAQCAgEMgtAoIYyy1yop5AwMsISJJGwvCcOfHmp6jVKkswmyXd6+k8SXywNk/N6hL27r+R9PHyEAO6+VYtJHRsq3DkDpZSaN2W7Rln+jx/AahbU0JYmIR9B27GOqAnGUKDO0OhlE6CnzNVLljiPrn1dD+FvCtlTPjcoZOeIQRJvp7K4w84kPLdJ9Au0xf0qjkvnoNj83+wzv4F6v5duk6VhYSjLQ/0hqnF7ZDCI6Hu3Z5aPF++c+Y9jZ6m+CqDovm+RxDeZyjCHh0EY73GOgGW8ttkCpf8UF8rXrMbzGbTSU3dQ+iGA8HxwbF9A0ytOuhi5d4UiQ8ONEjKbtt60ui6grA+wyhM1gZ13w63hx419is4Nq7W23C7kpcKur4vGkxt79YJIvXgHo/21KBwNMpHWnCFvMemHTqD5iTY37VCccTS53e2HcIj5EXWmET4C5uNKBcZpmeuvL98cV3QfwtplX208whqk8cZC/t72pQa9WCq1wTgrDXCBAICAYFAPkZA/BXMx4svph7YCDApVrMasPy/jHWU6f4Cu/YykaORNxSTQDKKFqEMbvGaHobJZEFkBHD0uKbraR0n77PKFSW0bCrj/EVNJ9M4WJPbWLnGRUSwZ1XM1QRJxYpKSCBPHg45PHLMRRhxeGdG7VooAqHrPezto6FIIehtrF6r4RhlmPO1NWssoxaRhIzD/CUqTpzMfgRrNmpo20rGX/OFLlX2aHmvxLzFTpQsLmHcaApDeZsYzWzspecMiKJQ2LEfOnD2nO/PtWyGJw7nEoF7yCNWI0JFPZT5zalj9xbKELhF16tSKtWA8ZZbKcztLsp0+CScRKY59myHbenfOlGTy2EEZTX23FFKl/Pa2DmbpOmOe2Ggm2m5QGGopGVmX/svhUquynK9UgdkWz4fYY8PgYEE+B1b1qbuDqr3+FF9EfPtPJ0gs61cFFRj98ZgrQtmQqXzLuLZMZALFkbyj59l203Uu1PgPHlYP3eyLeyjAvZ1K3RPRg79DRswHLZ5M6BSxlRPGF9rcfbJRlfJr9RMlD+QF1kxuoC6q0yRa92wUH+V6HCwp9mmK3EYv/UgCltMYHLNG2a+nbLYejCM1BtjFG0KBAQCAgFfIJB7QRdfjE70IRDI5wio5EJTm0ie7Czs6kNEzp5eo5qka2Zduqxh9TqnTo51ai+T9xkQFQkUIOKraGFJJ8SSkoGG9SQUJxKMjUkxJiasViLMKOSQ272dCCO2rNrlB41FCgPNG0vUPpNSgOpjjonn8URPBRXonvDflU78MdvpFinGczt8RMOVOA29HiYxMmF+RWDKzypiidQcNTTr5zZvvUTH6bR9+31Bivl1wbzQeZsmNtL+meV2y0ygpfw+WdewihvSnba/hWS2IGL4eJ3AiPrgR4T3HQZD5RputxmsBdUTRyAXL+2x4Rsq19Sxi/rgBx1LxlQym8FeYXFDuumY83ZWJGb6wTh2baGsgPel3x1Un1Omf0fkyUgigq4TGkE1AQ8P1rFlHeJH9dPJwvBnX8+y9YhR70JSDLDO+yPLcv44yN6WKT99QZ6nO2Dp3ofCKzt6dBh8pdWBxPYLkWfY2WQrOETyqRplr4VMnk6y4q9j59CVvMXYWJvMQA9Jy5Gn2NOrd2L7Zbq48qDxAwVQeLAwgYBAQCAgECDHWQGCQEAgELgIGA0SGtSVsHXHzSwTk1xtbpURTR4z5ctKur4Ye4V16ewisvZQWCVr2Z44BTQqCpQpdZ1gmzZTBXucbdkG9O2loGwZSjN+3oUDe3n9NZ8YNrLLV1wkG5NdtWu46mfULpNwbOs3aVizwVVX3+GD/3hcDYgUk0kbg/WlchsOuZbGfV8nBdP/VHWBfh8MXXSRCQKffePAq8MN6P+4gq9/uPHcDw8DxowykCck8Nnk/K3xkwl8Qb27YAGgYFELYldS1sJcmPPyRdiWzdNfXF2pQFneajUkzasWiHj9E52x165cguPwXjjIy8m2+p9c9BK4VdTD+yBTeGNuzUQ6YYbGrWCoVJ303EhzSFH0sFXbP+R9t2sz1CP7c9v0tXrJUych+qOpFPoaQWGfidf2B9MG62KZmrZG2MBRSBw/wq9D3+2QwY90qhmcSLvt60E5z59G7FP3I/qTX8FZKxMYFwqvTGthpEHHHp4ppDsXyGZbNl8/30339IBSsTp5j/0B5zm6mPKgFQ8z4/OWtVE8zHSt1a/2HkfdglF6qGUKkWKT953QSTIOtdxwIRYxHtQYk+iJpomJP+Etdg1/sSEQEAjkbwQEMZa/11/MPggQsJDXVvmyHBJ582CLE+GVQt5dm7Zq2LjVCQfxBNGRLgKrVfPrDqEsbs7tpBp7lrElkrA/XXuhUEGu4yK3Uo/xcfb8YitE90futBtLXle+siqVgKaNFLqm07CeQiF37skbIXfmLHCI9NwGEBnzyVc3kjG+mpPox4VAAt0rf/qNipeHGdDlLg1/znOtbaUKMp7pr2DjFid++l2sUSieL927kC7gptWkWxTnkekxkcMv69zf9PaUcpWhVKsDY51GsPQajPBnXqW+Yin88iJ5Pe2FnTSk7OuWUfx6cJKujn07de21bMGjm2IjCeEb6zYmoqK67vkkRUUTDpdIJ2o7Uv6eputF5VRQPdt+qYDz9AmdZDC17ggOwwtWi399CGK+/gvmOx+geczI1TSeirUgQZPwWXQKCsiu308rvQ26un9awWR2jM3SFlkNMJMmKRNjabezrOTFg3HP9kDUO5P1V+J4Eua/QD+uZGbSAzRTGG7yT59DS8kgq5AXx5Sbpp3nzyLl249h6ng/wno/C9u/81x/G3LTWCZ10pJia85dwQ7yCPukeS299PTDZ0B6++hW0ZVlljXIPGnG1ndCo5Td2Z1fnuxTtCUQEAgIBAIZAUGMBfLqiLEJBAgByvpNHlEyEWM3Ej9Mdv0268Z9DFhisoYUm4Sp028mDtj7LK2xJxjJWGTqIVWY9MLYUlKybpe1zHxl7N3WnHTECkRLWL/ZJarvqb7Z2603hWNWrqjh4OGbsc1tP2kTPfk4I31uh+z3euz9+PkUFU8/qVzzZuxF2SdZN+7vBZ5bG79PVAzgBgQaVEmC7YvZN+zz5AcmevhlW/yn3qxEWfWYGFIqVoOhej2E9RqEiOfe0DMoaonxeoY69egBOEjs30FZMVNv8j05Jo+2ZUuBZk2BXKS4Pla5aHHSA2sAQ9WauvecVLAoeM5SJJFgF87o2SttqxbR+z6dGNQS6YfFB8baXKb29wc1McYwJf8wEeFPj4Z9x0bSzDqaY+SYCrPRf3OI3Ho0zK7XX2IzIJ7IsmC2+Bf7IfKVDxE17mskvEMhp4WL6gkaUmb+6HHPK2/jZFs4S0/qYerYlf5WVIV1/gyw16mnrXpMBF6o48pUyW2z1ljvqqVhYh0MD5tEWnDGJq1FFkoP4yqaEwgIBIIbAUGMBff6idHnEwRK0wNDDjG6fCX7CR8ivawWTVxi/Bz2GBEO1Kasi/+tcz2N5hbq1nLpiNWr7br4Pkii+alWsIAEznpZgN7r03Em4M6d13DoCDJt1xeeYsXIO4694FgPbQN5DPFL8zA/wskGmGx7pJuCt/7nucYH91VIy811ccseeUz6zJrrxPZdnusjdf088W6myI4BTxiweJmK3fuunxueaDsnbTA+P/8OPE7abyYa0/e/qljxX2BilpN5ibIZI9CkoQyDpCJp46qMC3hhLxNBju0b9ZcVU109kP6RUrYilDIVIPN7hWqwNGwBuVBR+ptD55+DCAx6d54/A8666Dx3Gix6r546Bie/rnrIeGG4NzTJ5JdcqhwUerGumFyshD5G0I101LuT6amKBRJtOy+dh3r6OOy7iNg7cRisQ6YeP0zuwv7zikuZ9g3Mdz9E2FYhj74DN8wrmD7YViyEkcJPwwe9hITRA3M19HZmBxZYFXS1OGAhz6+/UwxoT/sWE1mWamedEr5JMmIvhU1WVDRwndtMNz/8Si2f+s5tzKL2rhDRVkVxYkC4DaWoPu/fRm09H+EKdZxMbbPH2oM0BrbR8f9n7zrgmyrX93NOkiYttGXvvaeCDAVBBUVlyhAURERFcVzHX8VxHfde93XrdYuKqKCiKKKobAVlD5G9ZMrepW3Wyf95T4mUkrZJmjRJ+V5+Ick533i/50vSnCfv+7x2DCZR15xRaOFaxlP3IOW2fzJybDSEZHZOm4RIV3sM17dQ+3m3bkLWey/A3nswUm68l2v5JuLVNMtSd0yqVYplerw45HIjPenkayBUnwtqL9U3c7IEEpuALWiN6pxCQCGgEAgVgeh84obqhWqvEFAIFIiAxpCjs5rr+PnXnC+pBWX5SFplSrIPLUh+NW6Y86VHUiKd8rP0CTv/XB0SxSTjSEXKnbtOnktn4aPLLs4hcY4wm+mnmUzR5PfvgsaVa0Ux/33Os8j8L/6IllqtGhqW/cGLhqnUR2P6aLRswWIfrh/iM+f04x2JuWQPvprsNQnOrp0tZiTUI0/5sJ8VQuPNhISSCqS/r9JiSowJLvVqayYpJumVQloqK7kIdO9iwD17SuwXSMLIn4KZ1xmtTDkz8kW0y1y/ToelCgmpGrVhbdkGelpZ6mZR/JFpij7RVhICjR+yPiGg/n7MD1N5bt68OUSbcYLgkA9lSW2irhdIzslNdIBkvJzHDB82n9ug2fgmlbEzM2AcPUTyaz98JOhcrMbpuLK2ma7mXjY/KpEteTEJ97nByL2ki3oga8xr4Q4RF/2O//cBpL39NRwDhiP7qzEh+9SK5NNGklRCjlUmOWXjy6CdzSB5lTOUUFVPkqiqx3aPlnZhJ0myt44nMXUyG1VOpF8GmnSFW8e7JLz6k+xqwr6TSJA9k2HHK+nZnMfAQpcNTv5wJt8SZpAoS+NY0na3VzMJuBoFjB1ovkDHMj94GVbq+8l7A/7XeaCGCXLMOXk8vE3P5uu2uxlp6mIKrS8r8mmhKVYLbmtSC08u3wTRF+tTq1LEELLUbmBGj5I1j9iYaiCFgEJAIVASEFDEWEnYRbWGEo+ARNJL1NevC8xrIZOsym/RQk798pvByJqcKpRuXptlMRVSzC/A/95HXsh1FQswnUZmbdnmM8cXjVfRIPNbQeNKm/9FWJeLhc/Q9QLdJEakQuaH47w4TnKkOGweybFel1r+JiIjMWdWto/7l0Ps7D8AjLjWYpJ9A/vo+Gs3qKOVc3HcoZ2ObhfpeOolRg8Qg/v+YcWBQ1ItlFpvjOITLbkJkwwWW/CZ5GYPVhy9iERbGRKI+0iySVGF9z/xmlFpQipd1Y/zsDjD7j2cn1VKZ/7CSBe6IUUXypvackD9Ohpk37/90WtWK5UILbG+PSzo2llnZJvPJPUigUMoY9w50oK6tXQ8TSw6ttfx+INW3P9vuUxMHJNiAampGg4f9pGcDs9v4UI6kcxexfeB7HFJtZpVvMh4bUpcL09SqPQyFeBesQhykRzQbDboTFXUSqXmEGUUmdccKWalTPCDTbPyw5dtTAKMRJj5RpaBJM+a5IFPfrEQ0svDFwxLBEtqpKnJRKF6IcIk+sbI4K8W8uEewGznXmT6GI10rwDThX0oe9J4RhQ9lPDEmACQ+fqTZuqge8VCs1hBqKBcQULqoxNRW33s7lN0n/5wM52cZNhNSR7zuBBWNRj9tcBlgfTLz35mSmY9trv6RIpmWfa776gda0nCCVEmtMgGr44sRpPV5vNdJMQ28ZwQbzXZL53ti2pp1BrzblgD147N1GIbYL4n3PNnF3XYmPaXlGq5Oa4cjuSbRpn6ct51f0Tcp67VyqM5hfhZlDKilnRx7xxiPaKjqsEUAgoBhUDiI6CIscTfQ7WCMwQBSRuUFMhlK4L7sirXWH7x/LwQieC+swApGSFX5BbICho3UPtwjnXrolPnS2P6po+pdF4cPhLOKOH3Wcv0wWZNfLiGmlYyf6StNINKxOQH9MqVNBgC6gmTaqMSHSdkqI2hAzWra6jGVFoh1dwen0lU7WAq5o8zfejcQUe/XhbqzzE1ZrZhElznnK0zYhBIpwbb/91mxZEjFK+f4iWxpuFqkmS7dkuhAh8qV9BMjCVVcso0w4yQ68+xVq/zYDWPtT4rpxjBxs2GSdz5/Suu+4fvsZoFI4QglKi6zVu9uKW0FU8+bMMjTwUmBIrLt2DmkdTZQVfoqEic/bZuo4+kptckIf3HgrkvXUrD0EEWkxwuqcTYgN4WpiGeSPELBpQYttHKVYBv0c/5e0DCSsT8IbcYmI/VAfXqtWIwc2hTuhf9QnLvPmodXQDzcWjd46q1hxpjotWWcus/ceyeoSH71pFpkeOybDhKkuoCuxdChvlNSDF5Nj6bEYMnjAWrkc+faH8T7Ge/hiS8/FaLZFcS+x3gcfnhS8T6hSTbQ3Kso82LbfyjM5/zUqa0SCmU/vlSnxltRjP69fyyDx+Gvd9QkxxzzZjsb5aw99lfjoGtTQc4KM7vpkahayoLScivThG03OL8kRjWds55OdVmIzGYGkMhoBBQCJQwBOQHI2UKAYVAAiAgUSOt84jnh+r2jp0wI4YkICGQLVrqM6ODAp0rjmOSMnnTddST4vf/r771YupMo9hJMf86fyMRdT6jlNJT/UeKdi/RWaJddtdIK67qa8He/T4SUMF9iR73lRdjP/diPO8l7bVJo5yP7nPb6BJQgmdeoUYNsZpKcsxvbc7WkMxKpIuZWrt3P7BiVQ751pY6Tn4TUuzFNzxmpNjMOV5WPz3R50TK4opVBn6cYbDvyXH9faN5L+SXm6/RJ1/MIcX8c739oYc6ez48Niq+f9M5u4WO229kShwvQseM9+KN970m+Vi3Vg4Z6V+Puj+JQKdW2XDKhWUCmKRLSsW6eDUvReD1KjXi1b1T/JLIu6RufU45lqhPJGpMs9qQPOwfIS9BiK8bU9wYwVveT7cy1B2z8vZkqhPP5LoNLCBaTByQiK8dJL38to+EmIt/BvibiWktSIatJhG2hCmX55GY68DbfEahbSBZ1pKpnEWx0v96jRUP+fdp0ri/hzF2b0f2R6/CShLJ3mfI38cT+YF7yTwcf/tZWKg/mHzzqJwUxThdkJZkh+3CnpB7ZQoBhYBCQCFwOgJ5//6e3kIdUQgoBOIGAYkgakhh/A2bTkYYheLc/oPUtDqYfw+JPIqFdWSaWFPqoR045MP3P3ljEqGUd927ed27njjfPNyK5/+XD5OYt1Mhz4UYkfRUIZt+mEGttMJ+8j8xXm4iU7S2mIVlWnnKtmzhnuU+73ehQvmcq5+OLMTQoW3O44PEVyIF/Ja7n4wrRI7IG8XKJB304fus2LjZh3fGBMb8lbc9+Of/WfHAXVb899XAbWLlv3/egYwUk/Tlp1724Bi15cSWrQBmUyNQ9NvkPXzd1Ux/ZVVYSZP5i1F8n3/jNd/XUixD0meXkNCsWQ2oxGITP/K1InbJhTp6XaZTpy7nM2D0x14zpVaiA4cOZHoUCVMJPly1VooWMC2ReyoRhAN662b0Zctmupl9N/tXL76faqBNKx29OZ6Qd5JKKyYVXy+nxqCQeftI3haHVa+qIbWcA0fmTi2O6Yo8h+ZwmBUdizxQlAbwbt0ASZdKBMtmVce0d781o1h8R5gznuCW8d/7KTb/Pty/L4SHt1CsLYmqQNaMJJV8LIv4/rATaZG/k9CST79OJLPys3M43rvUIlvItpI6+TU1xkqTYPNHkbXgsc8ZpSbplhVJopXVvYxYszFtU0ezXJFm+Y2f3/HSDzwLvWwFZI17+7QmPuo3ZI5+EcnX3g7H4Jvh/Ooj+KIpGnqaB1E4wAhRWavt/Ivh6DsU7uUL4IoHrcQ8SxXBfU3KkCtTCCgEFAIKgYAIqE/IgLCogwqB+ERALqrPYSRQSbF2rTUMH6KjelWYFRC/+T42aXv54fkbNbmEzJJqeUU1If0kLVCIHRHhF303Mcm8cDiC39NcWZf4k2RGFaZiCqElJpF2fvNXCn3pLS8e+I/HvIk+l5ApgSz3uP7HxUmSNW6o4z8P2rBkef6kmPjtpfsvv+VBGlNO7741hixeIBB5THThZE8WLDH+JsX8TYWYFK036iqbkX/ffO/FxO+8SCdBdiM138T86bN9e+gmKSapkxI9JyYVWVeu8WHNOkYNkkgWokzsZkZZCum1mJF+y/8wcA7TOG+4JocBLUfyVPoJGfcztQf3sMJsv54WVCiXk6pcrYpmavmZA/G/7tSsE+K1OItC9O/JSJYFs00tLb8f8XyvOZLNipTx6qN3w2ro6eXi1b1T/DKOHoaxeweSOl92yvFEfWIwWs81/Vuk3PJgTgGFIBbi//zOr2kayaz7KLq/igTXsMPJuI63d0iS+f9q+O+lf+7HF5I068LqlS9kJGHEYYepSXZnKTdKcTwxIcikCqZEionJJ0ZbknB1SJQJgRaOpdz5L+i1GyL7yw9zPqzzGSTr4zdMjTwHCTKtTPl8WiXWYfevM6iX9ypE3D75+ruhV60ZNwuQyrXWFm2Cfk3GjePKEYWAQkAhUIwI5IodKMZZ1VQKAYVA2AiU5UV0dUaS7Pwr7CFi3vGs5hpatdQZ6eTD3Hk+bPwzvC/h0V6IpCmKtld/RtxEqyKirF2E1aVSaBrTNi+/OHiyR9Ij27UGHn/IakYE5SbwRDC/fy/gthss1Bij4D4hPosadUKyjPsyMDnmx1MijQ4dBtqfo5Mg4fUL90l016JlF1ArTYoESMXRH6YXnsIj/r30Jgm/u61cH/DmBwWvJ1p+Bxq33ImCBodIguVnksKacdxA88aaGf2VmekjOUwdoVxb/x0juoQ4E5PIMrHxE70sqpGDzwN3WtGM/Wf8wuqzDaQwh4GPPstpbyeBLtFgkkrrt8ef95hkrGjaPfWwldFlmlmRdtkKA+1J/E5gxJqQZOKHpOz6yVF//2jeN6+TjexXvo3mFBEbW69RhxUn3RTDz4rYmJEeyGCBABEw1NLLIhGisJyzvoe92xVwfvdZpKGIyXhZH73GKqVtkTLyfmS++XSBPrzLCpGBrDWjvSaUPfkak+iu19j2GDXI+HGMMozw8pNgd5Q6GXqc+7Gcv4mpmdcyyuwI+1XK1UfmlI+bj8ucOv+ducaSNqFYyi0PmORL9vh3gqrUKOSZvccgOIbeCufXY2Hs3BbKdHHZVt57sv9Jl/Q2q9dK5Vr3vJkx9zXpEqYr5/4DE3OPlAMKAYWAQiD+ECh6GET8rUl5pBAo0QhINEcbpkclosnFuAjat6JW2sKlBgkalqmPU1LMj69E6EjK4eABuVgL/8kg7/MpHmf2njvfgEQSXT/EYkbyyFwSRSbFFgxhs2gSJeU3eex/LmTdNOqKyfdd0QfbvDWnvYva9JKe9+5YL4X4NdxKckw0r4To8qfHSZvcJj4KGXJiSvw0y2uSJHexMuSFHaP3epPiASIs/ynJumBIMb/PEoH30pseRkJRl25Y+HvjHy9S96KBJuYnyAKNezEjvUQnrXs3C6qRiJL9FvNf6Mpj/z7JY7/528lzSYsWEqv8icCgP0/svZzbuUv+B0S032/+tNmMjBz/RLNQbAarlMpjKeRwMavASgqov3pqTovo/t+J8+ruLHj+WBzdiSI0urV+U/gOky2Oc/M5s6BXqBLnXua455z0qUniWRo2Twh/g3Hy2CMjYWt/AWwdugTTPOg2qYzkkuqSJ9/ZhXeVgOTKIfYpfNRTWyTf8H+wtr8Q2RM+gI9RgMGac8oX8P6xBI4ht8DSoFmw3eK+nWv6ZGSRILQ2a22uTaMGWazM1oqC++U5f2GhibFyUM2rEFAIKATiBAEVMRYnG6HcUAiEgoD/gvhAAXphoYwX7bZ1a2to30aD6CctIiEm0UyJZHMZjXNFd50C9yCJFbrnQlDlZ9t2+PDI0x6zOqVEGeUmrKSq6Ii7TmWwJBUztwmeEybl4Cm6VT5GBvhJlSXLDaYmGmYkmpVlzA6zQqWfXBHR/dw2b5EBuflNqlzOnmsgtbRm6lj5j0fy/oZrLGaa6mvveswUwVDHlrREIcdGUZPr+iEwqzaGOkak2wuxJOmP7UhCTvqBmj0nNMZkHon8Eo23i1hkYs9eH554wQMngz0uZRXWmtVDI/ckuiuTASVHjuasQD4T/FahQs6jrGx5XZw8LkfzvvNER2/HXz707ZFTLECIsmxGShaXXdbJA9fM74pruiLPY6lVD8be3UUeJ9oD+LJIjFWsDO+mNdGeKiLjezevh50aSJkbVkVkvJgPwojCbBJ+KTc/gKMrl8J3rJhLKxcjAMnD7kDSBZcj+/P34Du4L+SZXT//AF/GETiuGAIn01BD1WYLecJi6iBptVnvvwh7z0FIufEeM8XWvWxeMc2eM43mSIFNtMVEh0OZQkAhoBBQCBSIgCLGCoRHnVQIxCcCOn/9FVHtabNOEhnx6Gk1aod1bG+BiMQvpnaUkDSJaLt5HbxmHTDyOqtZATIaaxCiJFSrUU3DP++xmmSXRHqJdpVEkEmqYW7LIWdCH1+ijPwRULnHi8Tj/7vNihokc56lgH5Rij5s30lyjJpj991OHMgqyHoXAABAAElEQVQ/fsTqnbG2iZMNjBxuMfdmClMiM6gnJxF9lzAiayLTI2U/hMiSyM9kksW9Lg2OFGveRMhNDWc111GrhoY5jDY8wMgxiQ6UCqXyWOdQojEmEWR5Xwf54TKTZNgwk1TNqVqbX7toHK9SWcOxX36IxtBRGVN0g7y74j/ly3f8aMJEjMlGZU/8CKUo2o53n4vKvsViUOfXHyOpbSdTb+z48w/FwoWoz5l8za1MG+xDUmw0CeMToaphzOpe8hsMFl+wdx8IrXQqRK+rpJjz+y/gWb8S9q69YanXGM4fv4LveK5fTKK40KRLqKegBPejiLAaWiGgEChJCChirCTtplrLGYOAzlJ2jRuAET5ARkb8LVvSu0Q3StLEFv8uWkmBKyfGn+f5eyTpZdcNtqBLJx2zGEkVD7aLhMg7Y7xM24OZ7inRZxs2h06AFfdaHmUaoXxXf/JFT0SIN6moKJFj95Ick9WPjTE5Jimukt7av5duEk6Cr6SpStqwVNzctduL6ymOfwMF9yWC7xjfw3IvvgdKn/Ufk1RYuYmt2+jDRBZxkHHfY0SiaMldeUUOwbaLkXQffHqSIJTUW3+koNmZ/wmJ6LdlFOwXYkwiOfcWUyVKmVvSk72bV1N8fafflbi/18tXhocRQPFuxr49sJDESxTzrFxCsiADSedfAtFlKil27OGRSH//e1YJ7QPXjMTQ0QsW++QhI0lkXYksRopJAYWimnfjGmR/9i7sA66DnpIK57Rvijpk3PSXghiZvNn7D0PyTffCNW0SPKuWRdU/S91GsDRsyUqU6lIvqkCrwRUCCoESg4Dmo5WY1aiFKATOIATkYveP1QbFuOPnLVy6FNCls25Gx/xOYXghCOJYozrkV0sjipx3aKfjnkdOTW8MeaAzuMPTj9rMyKZX3/GYZF4koahXR8O9jERbyIqQ8RA5JmtLYURYKrW+Dh/1QYo5+E0nvyXVKw8xvZVZb0GZ9CnPapKiBydpsXlNzslfdNGsC8W68j075EqLSS6uZsXL4rLX/sU80nEvwfXLT8U1ZZHnSXvjS1Nc273wlyKPFc0BJJLH0qApMv5zZzSniejYKTePgs7qeRn/viOi48Z6MIkUSh5xD47+31AYexKHBC4IN3l9CSmW/cVoeCMtmm9LQjKrVRoH98P5zccFuZGQ52xntzOrsHr+3ADX1IlmMY9oLCTl5vuhlS0fjaHVmAoBhYBCoEQikPPTc4lcmlqUQqBkIyARKZJSlWSP/TpFvPvyi3OiY0T3SKrjzfmtZJFigvJ6Runsp37UbTeoX2BDfdVVpO7Vi0/YWD3TgOib+cXgQx2noPabt/jMsUXfS4oZxINlMo1yz75TSTHxSyK4JAUyWFLM30f04wKRYnJeUilDJcVEj7nbRTokyqw4SbH6dZlGmmqDa+40cT1hTHMkQ6Kx4t28WzclVCql4Jn5wcuwNmqRcH4X9lpwzpxsRgel3PpgYU0T4rypKXZ5fzNSLOKkmCDgdiGLrwU9pTQcJOBEJ6skmfv3RTj+xpP8xSSV0WOjYKnfJOLLS7rgMqAUy1wrUwgoBBQCCoGgEVDEWNBQqYYKgfhDwGB4iFR4jKV1ZYW9G5kSJhrfn030YsbPBo4Vj3xGTJY9Z55hYi6kpLLgEGjZTMej99owf7GB0R/nyuELrntIraQy5wsk3lq3jK9qlSEtohgbCzH200yj2AsX9L3cRx0hpszlzfEsxrWHM5VJjO2Pf/F9D0X3tTInSpaGs9BY9CFb7v1rO5Iu5EV9CbOMp+5hamst2PuwSkgCm1SfTOraiymP1BTjXkXTssa9BWQdh2PY7TlVFaM5WXGPzcBcJzF0L/0N9l5Xm6m2kXJBr1QN1nMvUoL7kQJUjaMQUAicMQioK7szZqvVQksiAlaLhnNIjIngdnFb5w4aRgyzoFQy8M0UL36cboRVsbG4/S7qfCKcPne+D1f3Vx+fwWDZlYLzt15vweSfvKyeGV1SzO+PaI49/7oHzRrrpvaW/7i6Px0B4aVm/2owkq/4UijFi0Y1nQlVjVJ81stXkruEqDBo7NpObSFWGk1hfnsCmWva1xElCeJp6cffeQ5miiu1nxLRUkY+AFunS8zqk5HQFAsGg+yJY2Fs24zkobfBUrNuMF0Sqo17/mxkf/ASLNVqIpmVKy016hTZ/6TL+vGHytj+YFrkRagBFAIKAYVADBBQV3YxAF1NqRCIKAL8/iPRMcVl57Vlmto1OipW0EiGeTH5RwN79hbX7PExz+8rDXio8ySC5cryR2BgXwsG97dgzHivWS0z/5aRPyPVKv/Lipd1auu4+1aV+hp5hMMf8RJGmYJVEz1rV4Q/SAx6Who0MyvnxWDqsKb0UeBRr1AlrL6x6uT86WumziXD2qx1rFyI2ryepb/CPW8WUm5NvAqVKXf+C7a258M5nkL7Rag+GQ64UsXRw6qVjsEjYWncMpwh4rqPcewosj5+g4VI1sI+aATJx25h+2tr15nv+crkxRQxFjaIqqNCQCFwxiJQfFfTZyzEauEKgegiYLNqaNMq+l+CWp+tmVUZa9dihMlcqYhnYMdf0V1bPI8+mxpqnc7V0aBe9LGPZxzy8+3m6yy4qKNuCrovXMqwpBjY7r0kx17xoCL1h++/S5FjMdiCgFNe3MEN1/RJAc/F80FLnQYw9se/vpgfQ5+TxFjFxCLGxHfPhlVmup5/HSXp/vgrjzGKrzSkomOiWOn7n4W1yVnIGvcOBfH3xcRt0SJ0/TQRjp6DYD2nQ0x8iPakrllTkP3pW7A2bAEHiw+E+t4VoX1bl55MoYwD4dlog6XGVwgoBBQCUUBAEWNRAFUNqRAobgR0cjNnR0lrrHlTDUMHWdC8sYZ5iwx8PtHAn9RxOtPtwAFgwVIfhg9WhEve18Kof1jQgOLqz5CUWrM+tq+VA6zQ+MzLHthtwGOj1F7l3avifu5IAipWssKdQJUo/RiJRlRxpZD55yzKve94hhk9UpQxYtHX+fn7SOrYFbDyTVsCLfOlh2HveRWszeM/Kq70v14zK4Vmj3sbvqOHY7ob7t8XIvvrj5F0/iWwdb40pr5Ea3KpWpr14cvw7dsF0XOzte0U9FT2ywYwzzu2f2+DdlY1VAgoBBQCcYiAIsbicFOUSwqBUBGw8fqhfevIvp0b1tcw+EoLpMLf0hVefPKFYVZlDNW3ktx+MSOhNPgwdKBKqfTv878fsMLh0PDkix5GFMbHl/SM48DTJMeOs0Lkk/8smRfbfvzj/f7qARa4V/8es8iTouCjV6oK786tRRmiWPsaB/ZBr1KjWOeMxGQeppQZhw8iqQgpZZHwI1pjeDavh0QHxXtKZeqzowFGt2UJKZbFD884MO+f65H9yVuwNWuFpMtJBJVQc/44EdlfvG9GxzkG3QgtrUyBK7Uxik6vWgOaHtnvgQVOqk4qBBQCCoEShoD6BC1hG6qWc+YiQJ1lnN2i6Gl9tXgdNaifBReer2PNOh/GfOrF6rVnLq6FrXwWhcs7d9BRr07RsS9srng+L9/Hn33MikMMKhBS7Oix+CDF/Jh5qfv/IqtV7tjlw3P/tiLZ4T+j7osTgbZNsphG+U1xThmxubTUdPgSKZVyzw4z2idiABTjQO4Fs2G/tG8xzli8U2WOfgFwu5Fy06jinTiY2RwpSH1lHHwuF5wkZyAfnnFkxqH9yHzveVhI+toHDDcrYseRexFzRUjArHefh6REJ4+4F9aWbQKOrZUpbxasUCmUAeFRBxUCCgGFQNAIKGIsaKhUQ4VAfCMgUWMS3RWuVWbBtQG9dfS81GKmSr7/iRfL/4iNNlS4a4hFv32UXFm0zIcbhpy5UWPVqwIvPG7D2o0+vPqOJ66zOd7+0IMVq3x4+lEb6tQ6s8nM4n6/tGiqw27XTAHy4p47EvOJKLyxb3ckhiqWMbys5qdXSjyNMQEn66P/Qa9VP2GJvWA2OOPfd5hC6yKYHi+ml6uItJc/gbFrB5yTPo0Xt073w/Aha8yr0KmnlXztP6CVKn16mxJyxDlpnKmvltT5Mtj7DIFmP/VXHXv3khs5V0K2UC1DIaAQSBAEwr+KTpAFKjcVAmcSAlaLj1pjob2ty6QDfXpYMPAKC3azuqQQYouYIuhTnFjQLx0TL7a+7gysUtnmbB0P3mXDnHkGxoyLr8iC/DbwkwlezJrjxb23WyFVVpUVDwK9u/ngSkBtsb/REWIsgSLGvJvXQS9b4W/3E+2BsXMLki7snmhuB+2vceQgnFO+QMrIB6Allwq6X7QaCkGX+uJY6OUrwbN6abSmiei4WeNZEIDaZw6SY6GK1UfUkSgP5lm1DJlvPm1WbE2+eRQsjZqbM5pVKCVdWqVQRnkH1PAKAYXAmYCAuiI4E3ZZrfGMQcBm06g1FtxyHfzRscelOq6hPtbRowY+YMrkrwsMMHtCWRgIzJqbk1LZtPGZ87F6WVcdI661YOL3XnzNWyLZtz8a+OIbL4Yz0u+K7mdutF9x7lndai64Zn9fnFNGbi5qLWm2pITSRvOQGNOYFgf6nYjmnDIBdlbZK8mW/floMwox5ZYHYrpMe6+rUOqeJ+CaMxXuhT/D0X84tPRyMfUp2Mmd33wC76Y1SB56Gyy16wfbLSHbie6Ye94s2KmvZu99tVm9VaVQJuRWKqcVAgqBOETgzLmCi0PwlUsKgWggYLFoaH12wSli3brouJ6EACVOINEzs+f6kBkf2rrRgKRYxqxcMQdzIYrOBBtMEfUr+1gwmhGGs+YkZnihRLm9MdqLyy/WcdOwM2PfYvXa7EkS3ndwHy9gE1Ow0NqoGSNTDsUKvrDn9WVnMpKmctj9Y9nR9fOPZiSMrdW5sXQj6nMfe2gE9aPaxiw6TqofJg++xaz46GHlRykM4NmyHo4rSY4lJQap6po2Ca75s+G46iZYKcwfbcvyeOGNUQVI9+K5pvaYhanGvhj5EG181fgKAYWAQiAWCChiLBaoqzkVAlFEwNQaa02SJgA31qWzjpuvs8Bm82HCJC+mzTJw5EgUnTlDhu55mY5O5+mYSjwPH/bh1uutJXrlt91oQcd2Op7/nwdLlicmKebfoD9WG2bFygZ1NTxwV8neN/+aY3F/UVtGi01LTNF9wctSpxF8rPKYaOZzZkOvkJg6Y4K1Z81yCov3TjTYQ/ZXIoGSb7rPTGMMuXMROpR+4L+wnXsRsj558xTS2vXd5yYRbGfkWKKYe95MpqZOQNKl/WBr1ylst99fvwN9py/Fq6u2nDJGPx5be/g4sr0GBs/+HfP3Hj7lfHE+sTLtVbTGNC3AF73idETNpRBQCCgEShACihgrQZuplqIQ8COg6xratjr59u54roYbGcmUngpM/smLKVN92H/A31rdh4tAXVaivG6wxeQgP/nCi3UbfGb01FmU/+jY/iT+4Y4fj/0eJHlUs7qGp172YP2m+Ko8GS5e23f68PgLHrP704+wioWyiCJQtgxQtpLDTNOK6MDFOJileh0Ye3YW44wRmirzeEJrL2WNewe29hfGhQZXhHYk4DDOH7+Cd8MqpNz6YMDz0TiY+uz7fG1URfbY12Hs/eu0KZwTPmT6sA0OCr4ninlWLkH2xI/M10xR9OnK2m2Yvesgth/PPmXpPvhgp57Xf9s1xtnl+IUqBmapWdckMxM1RToGkKkpFQIKAYVAUAiUzCu3oJauGikESi4CNga+tDtHQ7s2OSmT1atomDbbi2+mGNiVOEXV4nqDul3ECp7ddCxdYeC7n4y/U1GPZQCzf/VhINMMS5oe7uMPWaEz4/BJkki795QMUsz/Ijt+HPjvqx5s/NPAy0/Z0LiB+vPox6ao91LYw710HnzHEjc8Va9UFd6dW4sKRbH3Nw4fMMmPYp84QhMau7aTtNmFpM6XRmjEU4dZ49GxnrdI2w6vhqXu0NKzM/5zJzWyGsDeY2Ck3TllPEvDZkh7a6L5fhTxekm3zc+yPn4DGl/7SV175dck7o4brMaaTb+tjVrA0WtQWP41L1PaJL7GbTqdMJQgrdHrtuOvTKc59tiNO83osv8s24irZy3HXfPXYNPRk5jeu2AtxmzYiTvnrTbPP7diMyQVc8PR47h7wRocclLT4oT9cegY7lu4Fk5GpQU0zm3vOQhaSftyEXCx6qBCQCGgECheBCL/baB4/VezKQQUAvkgwKAxnNdGwy/UUZowycC27fk0VIdDQqAK5XquGagjlT8Wf0p9tj9WnU4QrV3vw85dPtx/Z8lIzZNCDc/924a9zCR7+iUPjp/8zh8SdonQWIpQTJ3lxV0jLehB4lNZ0RFoVT8TrumTij5QDEfQy5SjSPquGHoQ3tQS5WapXju8znHSyzV3KpK69Q3Lm5FHHBh4KNm8DeH93UcdmO86SVhNc1oxK9fzsCYJ0GkZSbEvskL//M/84GUkDydBVrNegFGLfijpsn4o/dhr8PyxBBKlFoxlM2rP2vgsRildGEzzuGgjlSoz33ueqalVYB90I3OhT+55sA5e06CamS6Zm+Ty9/0zIwtZJ8irfVkuLNh3BM3LlsbtTWsxvREYQ7LMb9J2+cGjGFC3CgbVrcrHx/Dz7kOon5qCDDclLf7a72+K77btQ9VkO+yWwH977N1Jmpbilw+VQvk3ZuqBQkAhoBCIFAKBP3kjNboaRyGgEIgZAvKDouiy7iphkT0xA5QTd+6go39vC9ZtBCZONnCoAImRGRSkr8CiXv17hf6FPJZrzDt3nVo6nnnUBtHien10Trph3jYl7fkP0w2897EXvS+zUC8usfcv1nvTtrUOm+6Fe8mvsXalSPNrySkkxvYUaYxYdPZu3wK9crVYTB2xOaVyo165qhlNFeqg8rPF1cluvJGejWfSnKhn4edYZhLitYauVBx0L5zDlMqHQl1qoe2TR96PlGF3UofrC7gXzC60vb+BLzMD2ZM+ge28LrC2aOM/nBD3mR+9ZupwJV/7D2ip6SH53DCtFNpVTMenAaLG8g50QZVyuLJOFXTm/XUNqlOLLANu42TU142NauBCnutfpzI6VioDiQzTSW5dWr0Cpu08YH5XO8DIsUX7j6BHzYp5hzefW1ucAwsJSs2q0v0DAqQOKgQUAgqBIiKgiLEiAqi6KwTiGQGDVwXtz1Fv86LuUXoacFV/HTWqafjqWy8WLzv5hTe/sQ1eeQk5dikrgNarzZ+QE9DOa6vjvtstmDnHi4+poXYm2TKmyD7BlNFqTEP+9wOhR36cSVgVtNYeFxlwzZ5SUJPEOGdPhrE/8fLQvawuqJcLfKGdGMDneCnpcUkX9QjL5XR+/FbSfahNUqyVzQsLdaICmUSP3cYIs6GHk3HjYQfey7T9TaCtZLrlI8fs+DTLhpvZ5i5Gns10niTNXRxyNNsPZz+5TXeF/5lx/IV/QmOEomPgjYHcDOtY6cffgK1lO2SN/R+861eFPIbx1za4pn4N++UDYKnXKOT+sewgxKpxYC8cQ2+HXqV6SK5cU78alh04ijUkuoK1mqUcJMV82JZxqj6Zv3/N0snYyDRKsW7VyuMgCbElB46QINuP2qUdaMo0zrympZdD0mX9E6ZKaF7/1XOFgEJAIZAICKgr5kTYJeWjQiBMBCQav0VTDWUofq0sPATaMR316v4W7KBA+/ivvNizN/hx/qI8yaLlPowYFv5FUvCzRbZlr0stGM7CAl+weunkHwsnAiM7e3yM9tduHx57lnpq3POXnrShSUP1JzPUnalZxUti7IdQu8Vdey2ZxNi+xCPGPOv+gJYWWqRM3IFPh7InjUO4YurL3Tq+zbZiHEmtsSSvrkn2kBw73dJJnkl02eOpTtxayo1fmWI5k2SZWKZPwzqSY7sNDTenuHEeCbYPspLgV4f6PNuG39i+n8ODB0u7UEMv2mdm5muPw9FvKFMYW57uaAhHLA2bI+2NLxmR5EPWmFdJ7oYf9ehZ8ztcv/xIv4Yxgi80gikEl6PS1Dl5PAnBP5B8za0hEXu1SWJJFNjHG0/XGsvP0c3HssxTZSjgH8g2U3+sTFLOORH5P48RZFO27zOJsR41ApPYjj6DoVkS73tEoPWrYwoBhYBCIF4RUN/y43VnlF8KgQghIL+Nd2Dkj7LQEGAxLjNtslkjHVOme/HrgsBRBoWNunipCPP78I8RifOldthVFvTpruPtMV788lvRLvAKwyfez0s68tsfejCdxStEd+xKFlVQFhwCkkYs4une7ZuD6xCnrYSc8GUcA3KlRsWpq6e75fFQXD0roStTyqLci34BPG7Y2nU+fY2FHBEyay1Jra0UxHcweux7kl1bvaf/TWxPsktSLbd4NLNtabYVEX2/pWo+3FvKhbZsN4gEmpufDX7h/hmMHrvc7sUVJMaaWA3z5u8Xzr1nLUmoOVOLlFJp7zsUpf9FPbFVS+H6dnyOtkI4zuTq4174C9zLF8Ax4LqQUxNzDROTh64Zk01MHQOGw9oy+JTQwfWqYt2R4/nEGeYsZX+2C0dcHlNQf+KW3WicXgrlcxFjW6kzlknB/Z9Z6XIx0yU7Vi77NwaX16iApYxKc/LzRVIy81rSRd2hVaiidMXyAqOeKwQUAgqBCCNw+jeDCE+ghlMIKARii4CI8NepBYhofFHMngSUYU6KEEZ+kxRDiUgraTqwLZtruO5qCw4f8WHs515s3+FfcXj3M34xWOWQeiJd4p9UueNmC845m+XoWaFx+R9nNimWe7enUHfsjfc96HSejlF3JA7JmXsNxf24c+tsOKd9XdzTRnw+S91GMA6y8kSiWnY29ApF/AMQB2t3/7EYSZdcEbInQljdzyiuh3h7lVpj6SS4puRKg/QPOJ4RZfcyRXIu0yAPkkyTL8j5/Rwin+RJHMfJSLLjJ25NrZFNN8986xmTDEm+/m6/i0Hflx71LBwkxpzUBnMv+DnofsE0FILJu/1PkmPDwxK1D2aOaLURYs/53eesstk76GICVVPsuJgpj2L8tnPiXh6ftLUkzq6f8wdGLVwHF9Mo725e5+RJPvpi824Mmf07Xl29FR0YIdYrl45Yy7KpSE+y4uKq5U8T3bc0aArrOR1VCuUpaKonCgGFgEIgOgiob/fRwVWNqhCIKwQsFg0d2+umYHyojtWro5lkgJBgfpOKi3Pn+1CV11oXdGS5+41Ml/LnlPgbJeh978t1VKmkYdZcAxs353dZFNriMlnFcTrJsSu6a1i5RoOk6MWj/fMeK1KSgadYeXLf/vj0MZa4rVzjw7+YWjniWgurdFpZjMCLbTsUToH2pCq12VLLOXCEUS+JbpaadWHsDT6VKt7W68vKzIkYYypcIls2hdTT3v0WWnpZ+I4cCmspQmhVY1TYX3kixpx8G0u65W2MCLswKYfgevl4burj9On8Z0uRICvHNMwDJMgibRlP34PU58fCs3w+3MvmFzq8pUZdpNz3FHzObGSxwqXvePDaWIUOnquBpCY6rhoBOyPHnF98kOtM/D+UlFCDrx/HFUOhscKja+Z3pzgtQvl57TZWm5Sb3yZ0be1/aN53YgTY8IbVSYoZSLOdfmk16qy6qFUqGQ7qW+StOLnpWCaOMtqsey6yTAbVSqfB3utqaDb+KqlMIaAQUAgoBKKOgIoYizrEagKFQOwRkIiuShU01K0d2hd3ad/zUt2MCJvxs4HvpxpYTM2syhU1kxSL/coi50HD+hqGD9HBzCNTaD5SpJjfwy1bfVhBzePbbzz9S7O/TSzvn/wnhaa59icpOK9Isfx34shRH158w4PfFvnw4F1W9EvwqqP5r7RoZwb00uBaMNu8QC/aSLHvLYLd3p3bYu9ImB4YRw8lfCqlLN04ehjG7h1I6nxZSEgw8Bd7GQG2jWTYDKZRSkSYiPDnNomsTibBtZ/tRE9suZvVh5l+GaydxfRJEe/fwjk2sd989o+EGXt2maL3ybc8yKghe4FD2vsMQemn34V3ywaSVe9HjRTzO2FWC3WUgr3nIP+hhLmXYgJZJFot9RojqffgiPgtpFcgUsw/uESF5SXF5NykrXvRunwaqiSfur920RXLHaLvH0jdKwQUAgoBhUBUEIjPK7SoLFUNqhA4sxGQ71fnMw3sz62nXhAUhMr55+pwuZgG8I0XWTl6sti8xYeVqwGrVUOtPD+s1qyeE11WjvIZxxkltWKVgaW/+9CgnoZ2rI45fbbxN+nSiKmFbVpRv2uqF04n0LmDjtq1coi7dRt8Zhrfsej82H3aki/vysqRdTXM/tXA6rXRiwCav9ggqaibemOvjyYLFQeWlgo8ep8Vm7ivoqWlLDgEvvnei01/+nDjUAua8LX8zCsKu9zItaiTjexXJ+c+lLCP9TIVGDE2O2H9N/btgl6tdsL6n9tx56zvYb+kD9PhPst9uMDHnzFFUm7yhbc8I7uucLjRl1pgYv6fikQhYCBF+cdnWc22Fdkub5yOv63ZMc9/3Tne08eSMOqonTpmPtSyRO7vSNYnb8J6dnsk33w/Ml9/Is/MOU9LPfgcLNTCc07+DN7NawO2icZBqXKZcvMoszCC6+cfojFF1Mb0ZWYga/SLSL72djiuvhnOiWPgky88IVq36hVgKUBPYmSTmqie4sh31LPKpaIRNclym+iKmQUO9MgQrLnHVo8VAgoBhYBCIDACGivVRO6vd+A51FGFgEIgThCQ73xzFxhYxZSwwkyKJo283kISzGemFQZqf3YLzUylfOdDL+z8sXPoIAsoZ4O1G32oXhWMKtMwbZYBSb28jhUOV5F0mjUnR7dqYF+daXsaxn7mRa/LdFSvxjRDziUpmTLuZpIOos0VTavOwlpdO1lwLMOHmfTr6NFozpYzdkoKMHiAjp9m+hiBFzxJGQ3PGjfQcesNFixYYpgVN6MxR0kfszQVum8YYkHtmho+ph7d8pXRfc0mAp6dSKgP634IR0f2TQR3C/Ux7e2vkfn2s0xnW1Bo23hsYO9/HWxtOiLj4ZHx6F7IPqWP+REZT90D7wb+QhNhk5TKw4wYq0RirCAiLNC08mm+jxFnQqpFnM6wWpH+3nckcl6A69fpf09va9EGybc+xNTAg3BNmQBJmy1u09PKwEFySbTM3IvnFvf0EZnPPvB66Gllkf0lyTFiGUuzNGoBR6+rAJVCGcttUHMrBBQCZyACwceJn4HgqCUrBEoaAkn8CVy0xrQg3vlywS927HjhJJq0q8+IK353NwmmeQsNfPO9AS+vFBo31Eg8AVu3+0wBeolcK19OM3W8Vq4xkMwfUuswUuzgIR927aFOy0EfjjD3RSK49CD8lLnDsYs66ejXg8Tf2hxfi4MUEz9Fb2waI+eEDKxfN4oLLASUTozQu5NC+1NneRUpVghWBZ3OIKn62rseEp1e3DbCgpuGRfySuKDp4/LcZRdQczCPbk9cOhqkU5rdAd++PUG2jr9mxpaN0MtTELKEmPfP9bB36RmV1dj5Z69yGKSYOCPv/CrRIMVkcOb4Z3891owa08rkVC5MvuH/UOrRV+BZuRjOrz6KCSkmrkmKazY1x2ydusHarJUcSjhzTvgQ3j07zegxvdpJLbHiXohWlgL8ihQrbtjVfAoBhYBCwEQgdldlagMUAgqBmCAg5NV5bQt/62ecIMRSTxBkhTlbulQOkbZ7bw6RJlpdRxiBJcSX2B+MBhNSrBG1vJo30eBlYI2kLaal5vSrQLJM0inllpJCfSJGtwXQsM0ZrAj/S5rn1YzYEp20z7/2YhlTPYvbtm0HFjJKa+R1sSFR+va04FpG9437yosp01SEUyT2fyojI59m0YIajHx8+lEr7yMxamKOUaUSkGhpVQUhrTlSYOzfXVCTuD7n3bgKenqZuPYxFOeySQLZOl0aSpcS0db57TgY2zai1F3/RupzH8LWugOyxr4O98I5MV+fsW0zXNO/NcXiLbXrx9yfcBxwsVqlZ9USJF9zC6QaZCxMKomavzDGYnI1p0JAIaAQOMMRKPzq+AwHSC1fIVDSELCSi2nbSkNariqTgdYoxJQQWyJKL5UKc1tpymHkrlIp5zKzcggmIbjEJNortTTg5DhiEjEmkWNnt9DRhFFkm1jxMYtpl8czc/otXubDmHHev28fjaf22Im+OSMU/f8O7XQM6mfBlm0+kxTbt7/oY4Y7gmiv7T/gwwN3ivJN8dn111ggmmqvv+fBr0yrVRY5BOR1JVUrjx8HHr7Hhqv4WjvTbPAAC8W/11MkfWeJWLpeqz51h5wJXURAInp8DN/1Rxol+sZ4Vi6B6EPZOl6c6EsJ2X/38oWwNj0b3r27kDXmVbMYQciDRKmD7IuLVWgd/YclbLEH16wpjHaljh0rVlrPahclpAIPa+8xEFrZCix2pC7NAiOkjioEFAIKgegioD59o4uvGl0hEJcIiLLg+UypLMwkJdLO9MuBfS1mlJekSwq5JFpikv6Y2yQKSsbt1EFDk0YaLrlINyPEtpIsEJNzom1WnlkgokcmEWRiQpZJFcQ2JOtatRRBfxHl13DtVZEjFRyMWrvyCp1FAIDJP3oxnxUF48GmMqVSItgiudaC1vV/t1rQsqmOZykU78e/oPbqXOgING/CIhLUG3t9tBdtztbw+ENWkyAOfaTE7NGhRRar6H2TmM4H8Npavwl8h2LIoAfwKaxD2VnQK1QJq2s8dvIs/Q32biVDwy4YfPVSqSj95NtIuqw/nD99jaS2nUwSJZi+xdnGPW8m3CuXwjFgOLRS/GUsAc295FcWMRgPEcC3dehaLCuwtT0f1sZnsQpl3pIPxTK9mkQhoBBQCCgEiEDhV8YKJoWAQqDEISAFlGrXRKHpXhsY1TV1psFfMClSf4GOHt10k7Tax0inXScyi4TwEpppP7XBfmZVx/JlNXQjKdaYlfqkuuTvK0+SUKvWGTAYpHSA2rZ/7T55/IfpBvbs85lplFf00E0dNBHEj4S1PoskG4m8/QdAcXQWAvgrEqNGZgwfsfiJ+IpY+QUdo/txLJUny6RrePJFD7Ywek9ZdBC4foiOb6Z4WWjCwIOPeyDvoacfteHK3pEjeqPjedFHrVdHR3KqDa65U4s+WJyMYKlVD8a+xE2j9MPoE2KsYskhxjI/eJlEQguSfSVHO82/V3nv7UyvS32dwvpSRfHd5+FZsQjuNcthv7x/3qZx8dw1bRIM6nUJORZyBYO4WAHgXb8S2Z+Pho3VQJO6XRFVryy1GyBJNPNEBFaZQkAhoBBQCMQMAVWVMmbQq4kVArFFQAgtEbof/1Vw6XQS5ZXs0MzURzcrR+ZnFvI7aWkaReZ9IadCigaZpG0ep0C9aJQV1fqSZBOh/5lzDfy5JX7JoAb1NHRhMYBnX/Vgx1+R91OImYPc61cpEl/Q3hUV7zO9/10jLXDwPfJf7mNuO6u5bpKzWdk+vPyWB4cO5z5bch7fc4uGBnumIfPNp0rMoko98ByMvX8h68NXEnpNqc+Mhuu3GWYkTEIvJJfzqS+MhZtryp74Ua6jJeehTpH9UqOegVapKoRs8m5ae8rikkfcS+H9pXDPn3XK8Ug88Rg+vL9+Bxqll0KXqgzzDsOSB4+EwTRk51djwugdJ11sdgry3wbfwX3I/uaTiDulpaYh+fq7oSVTn0KZQkAhoBBQCMQUgeiGKMR0aWpyhYBCoCAEJApMCKzmTfkgCHM6Wcae1SILI1ZEVP/Q4dBJMXFBxhZds6KSYpLKKVpaomE29gtvXJNisu6NjCr6fZUPd4yIrN5YhfLAi0/Y8OdWAy+8oUgxwTpaJtVemzGNUnTy8tqKVQYe+I8b6zf68OTDNgwdWDKjxxrXclKfZ3Le5Sf0c718xRKhl2bs3wNLDKvtReNF4Jr2DZIu7h2NoWM+ZvLVNyHttc/Nio9Z7zx/GikmDjp/+ApJnbtBr1Ijov4ecLrx8JL1+HXvIby7dhu2HMsKa/ys8e9AT01H0uUDwuofF53cTmQxOhGl0uC45lZojjyCq0V00tHvOmj2yI5ZRJdUd4WAQkAhcMYioIixM3br1cIVAozcZ4SWpPFZeV9SrDvTPS9i9NW8RYaZpuiOsIB/tHCSKpUHSCg+dHdkSJMW1BJ79D4bFiw28N7Y08maaK3jTB134BUWjP/Sa6YEB8JAUog/meA1ix4IcfsMK1c2rFdy/gRffCHXcvwoPGtXBFp+wh7TSqcldEVKP/DGX9ugV40sgeIfO1b3zp8mMtImBdZmrWLlQsTntdRrjNQXWHXzgsvMCCWp9AjJuQ9gxs4tcC+bz5TKyBFPqw5l4J4Fa8wMyFfObYqBdavildVb4JUQ8zAsa+xrsLJKpa3zpWH0jp8u2Z++CWRlwnHt7dDKVYyIY/Zeg6BVYAlfqVSkTCGgEFAIKARijoD6NI75FigHFAKxRcBi8QUlxB9bLwufvXYtYNjVFkjVzU8YJbZ2fXhf5AufKXotfpphUKhdw4hri0aOSVrmbTdY8P1UL76YpEix6O1YzsgP3mXFZqbqzqbGXmG2hq/LR57yYP4SH0bdYcE/RhRtrwubr7jOX3KeG67pk4prumKbRyJESoLGmGfrxrDE94/6NMgt96fpAUPDr674eN16NqxCUteSETWWcts/kfr0e/Du2IKs91+Gl3tWmAlx5uO/pIt6FNa00POTtu7BY0s34PxKZfFU20YoZ7ehX+3KsDC8fMr2fYX2D9iAKZnZEz6ArdW5sJ7TIWCTRDkoKbvGjj+RPPRWWGrULZLbtvO6wNqwhRLbLxKKqrNCQCGgEIgsAooYiyyeajSFQMIhYLEwnbIJUDEyP4LGZP0SrdLncguWrzRYddJABitdJqr9QHKsVUsdPbuFd+F5JSOXhlxpwdjPvZg6q3CiJlFxihe/L+uqo3o1DR99dqquWGH+TaJA/+PPe5CcrOGlJ224RCKuEtREM7piZSvcv/xkrmC9R8fAQ8nm7Sre/+OIAz84I5smHGmovqd/gXzU7A5GjO2J9HTFPp7oU2nUrArWBIsHj9ox4rADN/J27eFkvHk8Rxx8k1fH+5nxEWbs/Px9JHXsCljj+/VVEO5CaqW/NRHWuo2QNeZVuOeEVrzCNWkcbK3Pg4i4h2PZ1D94/o8/8emmXbizWW3c3KSmSYbJWGbhnarl8dve8IURjYP74fzuc9i5TkvjluG4GDd9JH3Vwyg9x5CRsDRqEZZflkYtYTv/YobsU7hVmUJAIaAQUAjEDQKJ+008biBUjigEEh8BXddwQYfE+zioRDJPSKCyZYBPmaa2IlcFzETdlaPUWPthhhd9umsmQRbKOm4eZjFF/EXgfT5TKJVFFwGJTux5qYXVTr04eiz0uaTQwvP/8+CrybLfFvz7AWtCEtSD+1vgXv07DApUi/lfef9Nc+J53i62e/AhiZSF7vDI3tCRDb3HnyTztnhP1VvUK1Y1S+76MvimTHCTKoEaU7a0UqmFrmQ59+kD7teFdi9Gl8nG2+nZGJniwj5GisWbeTavhXH4IJI6JV6qnlTUTH38DSQPvwuuhT8j67P3wopONA7th3vRHNi7X5nDZIW4SS+t/BMrDx3Dc+0a48IwhfYLm9L753q4ZkyG44prYKlZtGirwuaK9nkXiUvXT1/D0ftqk5AMZT69SnViMARaSdKvCAUA1VYhoBBQCMQxAon7E1scg6pcUwgkGgLyq3AFVm9sSu0jSfVKBOtEIq9lMw1LlhtYyLS0kmQ7doBpeT4MH2LBUy8a2Le/8NXd9w8rKlfU8OzLHmyPQmXLwj0481o8fK8VvzNKceFSPxUUHga/LjCweJmBK/tY8PgDNohY/1sfJk4KbLumWXB9+M1pi6+s+1BK86GWxcBvTL1b7dZxjs2LhxiJdFcpF2owjVvskywbSrNdX4cHn/LxUR4+ShJmFcmqJlYDQ5I9qMMxxLYzWmk0SZsNPFee46fzdgmJt4uScvCaz3m+yLZiP/ufazPQg2PWZd+VbP8Zx27K8X5mGwbq4Qq7G11J/iwhEbSYvoltZrsyHPPh0i5YGjSFceSgebwk/OfLzmI6ZWV4jxfM4q4lBmncj+7E1TRi1Zn4ys1vckb2Ki+Wcn4ao82+5h5ICqadaX7nsd8NKW4ILSr7MIH9+nBffnJazBTNK/h4PI81kNcJ90LkrOS10Iu3YMy9YDbs3frCNXtKMM3jok3Kzfcj6cLL4V6xCM63n4GvsKo2hXjtmjuNEWP1Yb+sH5w/Tiyk9amnr6lfDQ8uWofDLik3faoQvGiLzaMIf81SjlM7hfHM/ftCaGllYO8/DFmfvAnfgTDTM8OYO9Jd3L8vgJFxGI4eg0xhfvfcwqP8tJRScPQfHhZ5GWn/1XgKAYWAQkAhcDoCiRcicvoa1BGFgEIgAghIOpSQTZY4p8tLs6r5oH4W1KoBfP29t8SRYv6tXL3Wh7XrDNx7a+EpS/+634oUXs88+aIixfz4RfteUlZFD27sZyfJgqLM6WSRiE8p3v/f1zxITWV65VM2RqPF/5/o5qzEabdrcM+ble/ynSQ6DpGoSiXhJKTHFpJb2SRN/CaRSKJbJSaPf3VZSWb5cE8pN5xs9w1JFjEX+z6TkWRGpN1L4up6ki1CgB050VdSOF9hul8XEjH/SXXBSnLnreM5759MjrOO53ez7c3sdx4Jug+ykiBUQD0SMvU4X0OSZkOT3RhwgpARosHYv9ucuyT8ZxJjFasUupS2xEZIreeJ9QISVXtP4Ju7YxbPB8JS2ghZeTVxfDzViVu5h6JHNvNEKq3sw2rug0QQ1iHmLYi5HJO9y+C97M3ZJDTHkigTH4KxrI/+B517pVetGUzzmLZJurw/0t7+GpaGzZE17h3q8lEjrIikmH9BWV98aI4baopf7dLJuKt5HTzHdMo/GDnmt0wPi4Ws3optGdm4sk7hrxt/v4LuJdrKu34lHAOGs8JjSkFN4/6cd9M6ZH36NqzNW7MAQv9C/ZU1g+SYmZ9aaGvVQCGgEFAIKASKG4E4vwQubjjUfAqBMxsBq9VnVqn8OQgR8Vgg1bY1I07OyolqmzOvaFE6sfA/1DnnLfKRJKFYO6tLPvmCXMKfbs8+ZsPuvT689q4HUvlQWfQRqFgeZsrqWx944A4uqCVop7Zs8+E5kmPntqFOF8m3889ltcuvvPhjdXxubu9uPrjm5GiL5V3kFEYEuUlu+KOxLs4VcZS3be7nFyZ5MIjEilgmyTC/ntVqj8Ukzh4p7US1E9Fm5fWTX2Omk3ypS6JFosK87CcRY3LMnwKYSqLsXkaqibUm+SOEmxAyzdm+HMkcC88LKeM3S7XaMHbt8D9N+HsfI8X0IIixBsRDcPqS+LxAckysJsnDYYzca0XcxArCsj3b7GBaqmB7iPtP/th8bnbkfynE+aW0bCSd4L0kxVbGu+PE3ggxt9jtwCpG8XUI8jUjFRqTLuqO7PHv+qeJq3shT5KvuxNa2QrU4vsRntXLI++f2wn3bzPNqLGsbZsgRGiwdl6lMhAi7Illm9C8bGlUdCSZumJ2yiw8cFY9VErOeR0EO15B7USny9H/OtgHXIfsT98qqGncn5P08az3nofjujtMsi/7qzEBfbb3YfokU7M1S/ymkwd0XB1UCCgEFAJnEALx/3P0GbQZaqkKgVgjYD0hxF+lcqw9OXV+jZ9U/XpJ6iTw00wvzgRSzI/A1JkGkmy8aLz5JAEg56rxB3wRbV+30cArb0efFJOK8pUr8SKXP3hHy8oznfeiTjrXG60ZIjPu3Yzik9fgyjVkX6JkC5YYuO8xN+YtMnDHTRY8fI/V1NKL0nRhD1uvmguuWd8H7C/EiEQbCbnxUrrTTFEM2LCAgykkT5zIYVAkOkwIFD8plrfbHp7fR0LmfUYbye1zEjtC8vij0XK3l8vTJI4lEWn5mV6RaYd/bcvvdMIdN5i6JhpHwZikP75Afbj3qTH2T0bnMYgRLzH6LhA9nxdLSYu896gDcxn5d5B7Il80c79Tctrn74XsSHUSnyLyH6w5p0yAvUuvYJsXWzu9bHmU/udLKPXIK/Bu/xNZbz8bHVLsxIrcS36FsXtHUBFMeUHoWq083ujYDC1IjOnUV7ixUQ2826kFapV24Ntte/H++h1YtO9I3m5hPZcKj7LP9r7XhtU/nE6SFppF8s9vP+86iEPOQK9opmwfz8bi/UGulb9IZX/4KjSK6TuuvR1aSmn/FOa9FFew1m/KCpRx/oftFK/VE4WAQkAhcOYhEPy3jjMPG7VihcAZiYAI8V94fvx8NDRvquH6ayzIOA6mrRnYuv3M25bvphqozdTRoYNy9qX1WToevNuGufMNfDju5Bf9aCBTrqyGEdda8DJT+5562IpXnraZjy/tEvnXSLPGGoYOtICFAOPWrh9CDSTDh88mRhd3PwCTf/Ri1L882LnLh6cfsZEgFVohPqwHK6f6Du2DVDwMZHczje5uRgENZGqiaFaJiZ6hXBCHE2gnJNcxEln5pdiJNphEfD3DFL7cN9EpC2Tih9/ksZGHJNNS0+OyIuUvTE08TMIpVBPCRK9aq9BuWblYLNk3ia4bzAg+SZ/ckQ9Z5fdG0ma/JSF5G/f9Me7DTUyNlCi+UEzeWdtJcJblfgZrrp9/BMjeW89uH2yXqLdLuf0RpL0+gaQgCRnqiLl/mxH1OWWC7Akfcp9rw9qyXcjzSaTYAKZN3sLKlF0oxL/28HHc+ttqTP/rAEqx2sjba7fh3XWR+SOcxWgxvVwFUx8uZEdzdRDCru/0pZi281QxzldXbTGPz91zyGwtRNjg2b//TdL+bw3TREmABbKlB47is827Ap3K91jW+HfgO3bEJMf0CvzlimY9pyNs53QgCx+5iLt8HVAnFAIKAYWAQqBICET+yqZI7qjOCgGFQKwRkAvXMukazm7hv9SJnUc9L9NxfnsdcxmdM20W06OKh4uI3YLzmdnJ7+5Tphno2N6CG4daINUnv5nixcTvog/I8MEWM63vl98MvPmB1ySEDh/xoUHd2L8+8oEraocb1tNxblvqI42PPu65F3GEavRjOOczr3hILGl47Vkbrue+xNq6tHfCNe100f2C/JK4R9HyEpF80ZSS+zWMLAvGajOdT8iSl5neJ+SQ6FRtytVXUvhEz0rGlB2SSDFJB/SnUhY0h5A3m0nGZJOL8ZNOmiM5qCqB4scTGfZThhdyaeChZFNP65QTEXjyBnXUdoRBjHmZXmepxEqbhdgYRny9yjkk4k/WsZlkmIjpp5Mkq6EXTHLxdxUWNvCZ2m+iHSYVLkXbrTCTuB1JvxQtOinG4GFfSakMxTxrfof9kj6hdIlK2+Rr/4H0D6ZAr16bGlRvsYLhRPgyTmp3RWXSPIO6fp4C+6V9oaWXzXMm+KcZzBN/6vdNaFM+Ddn843t5jQp4vUMz/LL7INYd4S9VEbCsj9+AXr8xbOdfXKTR5K/R11v3mBqGMtCBbBd+3XPYHFN0DcXaVEjHf1l5M5p/uZzffALvn+vgGHoLLI1aIqlLT8CmSLGcHVD/KwQUAgqB+Ebg1Nyc+PZVeacQUAgUEwKSynb+uRo2/unD8ch8/w3J8/p1WQXtPOoJHfDhkwleZGaG1L1ENj7A4nirmLrXoZ2OL781MPOXgi9QIwGCkKRNGmrYvMWHryafvEidwbnTJLeKds7ZOgb01rF1G4W0m+rw0q2ZcyT9EziPvtr4V+a3hQYmTPKaFy3paRIVxmqDjXTz+aq1Bj7lHktEYF7r0lnHhR11czwh5i6+UMclF+hMKdRMza1Zcw2sXufDsKstqFRBw4tveP6+MBIC0UGu4o33T/qdd/xQn980TMeUqV5s4vsiFrZtB7Xk3vGY1WP79bSY0XuSavn515FbY7DrKpMOlK3owBGKaYdqPVnt8AOSSd9T/6sqiS6pSOm3vBet2t/xHTmRZncyEklS9b7krRmJkwrs79eqOp/pf7sNN17PTIKLrycZtQbJtK48LpZ3bPPgif+EVJtNTbRrDyejIsd8M51stD0ZviDF9/0X37nHjLfH3s1rqXFFgbxCrCVJwi+zbXj42EmyTwoUPMiUStsJEPPDUpLFBlKLbHyW1awCKljmpQUC9ZWU1kc433HeSyXT27nPUtU0FMsa9zbSXhkHLTkFvqzi/6Mh4ur2noNgHD4A53efw7t1YyjuR7StaJhZGjRjSuUAZH8+OqyxF+0/irL8IP+/FnXw/fZ9eIHi/P85pyHqUKx/a0YWGqefzKvfk+VE5eSTr5egJ3S74Jw4Fo6rbjLJQw8rV4Zj7Sqmm2Tdb6ygeX7lsviW/opu2sJ9OeSYjLmD0WGfbvoLT7dtdNoULqZDfrh+J+bsOWj+DSnDdSdbCyd0TxuIB1xT+WNBdjYc/YYGOq2OKQQUAgoBhUCcIqCIsTjdGOWWQiDWCEhkiqRUTmEaX3FaN6boNaqv4WcSIStXh3ZhVJx+FvdcQhI1rKdRY81A78t1iEj72g3R3Ru52F+7wWeSYzeQaJL92LbThz0U+5coJrFyDEioXJE6QryGEKKqeRMNV3RnpAl5BUn1LM/zkna5ZLmBTSTYbr7Ogvp1NFM7S3SIRWTeTmZDigfkti6ddFxzpcXs9+sCRsuRZBvc34LlK32YMceL89hv5HAr/u9ht5lmeAErqp7VTMfvqwzqr1HXiu0lyi5SdvsIC9fMNLEfIzdmuL6tWe/DmvUeSEpt3x46XnqCmmfEWqq0FpcN7Eth/WXzzNShvHNK6uKEsvkLf3ckUXUub6I/JcRJbruLhEhuk9TIT8qcHEuE9Z9iip6YkCi3MTpMyDW/SUXJ/rzJ2A4yMEKyiLXXvWhf5lR8xlI/y29CsD1HTS2JFpM+euk0aFYbjEMH/E2KdD+NJKBEXUkaqJ2UnWh43cA0Q4n7+5QknxBKIv6/jBFW55Kk62L34j2ShyspQC8rkCqdtxAbP16LuO4xPC9RcZ04llTTZHHQAs27ZSM05imLFpLPlYNhoA4yntzM6Dn6K5FiybnGFhKxICy7k/jsygIKh9m3EnHN1RWB+ooPQo6+x/04yvVISmzuPoF8DHTM2LUdxt5dsHW+NIecCNQoCsfsvQfD3v1KSEizxteN+/svYkqK+Zfo/HYckm8eBVv7C+Be+Iv/cND3pZk6aZMQQFrPmhWxnlFi/1m2EWuYXnl709rmcdHseo2VK7eQKHuD0WSiTRaqyZ45f/gSjiuGwHc8A96Nq0MdAkn8A9SzZiV8tWUPWjPCTdIqn27T6BRi7Dh9FUIvkI3btIsRZofQv3YVNC1TCpOoqbafUWfhmF6hElMomT6pTCGgEFAIKAQSCgFFjCXUdilnFQLFh4AQHTWra2hAMmbj5pMXntHyQMTku5L8EckPiSA6HKTubbT8iadxJaW0XBlgwrdeHKJcisNh4JbrLXjmZZJU+6K7N6Kl1b+3BR2YQtixXQ4q20mOjfvSiw25XhdPvOAxI/s2bNZw9y1WjB7rNUmqZOqFSVRZQ5KdB+h74wYahOj66LMcksLOcJI2rXRIO791Od9ikn8LKUA/+hOvWW2zM4kvMYmQ8hN2dWppZvTUbxxPIqi6MppMiDF5HTEAwCTq/GMW5b4dq6G2aqHjX8+eSt4VZcxI9F22woDc2p+jow/JyE7n2SCRdZN+OJUAisRcecdoXT8Trrcn5T0c9HMhhPwkT9Cd2PApRhXJpW0ZEikbvTpqkzA6m0RNbpNL8/K5yLLc5wp7LKSMmN6wOYyjOdpEhfWR83+R0PmYBJffPHnelukc92qSVzXor5B2r1PIvg4fdyOJJKmekgJ6FklA0fOqyuOfMeJqC9c3ilFaQsXK+SNs58dsOSt09nO4IW+bt0iQtWRfIZ0KM6lUqLEypW/n1sKamsRiFeIcjglJVznEvvKaCEVXLJBfrrlTTc0qM2onUIMIHrP3uoqE2ECGIurUD5sOSeW0UWjd1ukSeLdsiOBM4Q/lmvo1HINGmP4IARWKtSqfSj0xr5k6spDz0wAAQABJREFUeUGVcritaS38c8l63NW8Nqqm2E2B+md/3wyHRcd/WjcMixTz+yNkmGs20z8ZZeUc9w68Qbw+/X399z2Y6jlxy278d8VmNGE0W53UZP+pQu+n/7UfvUis9a9T2Wy7/mgm5jBlNFQT4X3HwBtN8jnUvqq9QkAhoBBQCMQWAUWMxRZ/NbtCIK4RkHS4C8/X8OdWX1T1vS5gulzLZtQbWuwzI4TiGpRidk7SFHndxVREVr46EeCyglFTKck+3Hu7FQ8/5YY7cGGtiHj6124fXn+P4umpOURps8a6SUANHmDB48+fJIo8Jx76017dJ5gBiRwTIstq1RhdlnORLa8nv+3ktVqbVowYKXUy0kBIHunzBdcsBJdY+RMZYIOuyCHIJDDhwEEfSrFfFkNb5jFdUypaClkm0WJLfjdw6PDJeXJGCe9/WetnTFcULOLRFi41IDdZdy+SqBd0tJnkY7Q06ITItFFrKpMV8IrbhpBcEkLMza24mFFV55AMOvnKiZw3ljoN4DuwN+gB5eWeu/plXmJMSCvR0BLdrkOMpCpNp+W53zozQkvSRP22gESYjbFiUpWzFtMYmzFSLrfdlOJCixPHfmWU2QpGlgVLjOkVKsMIg3jIPX8kH9fh+oYxei4SJmmDks5oqV2fUVubIjHkaWPY+wyB/bL+pti/e95MeFYt+7uNm+SO7daHqC/VHN71q/4+HqsHEiXoWb6ABN4AZH30ekhu2Pjr2N3N6+DJ5Rux5VgW+pE0ep4aXRIVJtFV/2OkWEemLd5KoX5p+yfbeHwGGqadTLEMZUL3kt8gBS/s/a5F1idvwceU1FCsNPP2u1WvgMmM9nqiTcOgu2a4mcrPW7Myp1aTDHoAf0Od6ftXjWCYKv9YhhE55x9G3SsEFAIKAYVAbBBQxFhscFezKgQSBgFJcxPiatacUy/MIrGAMoyCuryrxAkI8ePF3n2RGLVkjGHlp/PAKyw4esyH7wOks85n5JTDziim+214hORYNIyZNKhfV8O6jT76QY2ztT7evKjHVMg6NbWA3/0Loo5kDLHqVU8SAhUq5BwTcsuvArVomYFzmCZ49y0WPPe/nEi0o0xjzMz04T/PndQRy+mZ8/8Mvj6FGHvobiskRVN00CJho/5hhUTIzfg5MuNFwqf8xpBoOrlJempvEmQSQSaEWaQraPbo4oWIe8fCpDKl3KJtlhp1YOzeGfQ0tRjlJRU4/Sai9QuoV+Y30UX7hqmUzel7VRJBQu/mfq+IYH1u68100FcYVXbvUTtSee4SkoADSQryt4rTLIXnRaMrKMs8Dp0RY/Fkkm5ZicRgpMzYthlJjNzK+uh/kRrSHMcx8AYkde3FqrReuOfPguh4BTI3dbJs53eLC2JM/HNK1Nj1d5sppu4QNQGbly2N59s3MaPGJDJMXqUfbtiJKdv3YkTjmriMRJSYaHTNYOXKoxTsv6dFeMSYOc7sH6CRWHIMuA7ZFOYvKOXXnDjPf1fUqmRWz2xZluRUkFbaZkF5uy3s1En/NI6rboReviJzonO+0/iPq3uFgEJAIaAQSAwEcn56TwxflZcKAYVADBCQ73hNGmmoUT2yk0t1v6v66aZmlVy4K1LsJL7lygHXDLRg957ApJi/5ey5hkmcPTYq0OWyv1X493ZqKY+6w4r7SA4J6SSRQoOoLSVaZ6IXJlFdoZhEeEnUlRA3l3fV0aObbhJgEkGWW3x/3FdevP+p1yTQ7h5phfghKYM1qmlmVc5mjTUWh8ghwUSPTkywEu0teb1u3c40u1xpnqH4mLvtxUzNrFtbMytC5j4e748XMAX1kac9Zkqy7NUrT9tM3CLld60qBlyzYkOMRWoNhY2js3qjd+e2wpoFdd7J98m3JMVuI3H2GPXRbmJ0lFTBLMgkSuxFap69mpaNARSz/479FzOKrKgmmml6pWpFHSau+2dPGoekC7tHzMfk6+9C+nuTmSLZDa5fpiL7g1fyJcVkUvdvM6BTx83avHXEfCjqQK7vPkNSuwtgqVk35KFqlHJgSP1qyPQY+NfSDZjLFMOnqN8lpJj8Cfhs8y7cs2AthjWsxgiz2iGPn7eDkxptPqYx20mOhWoVHEm4ul7hlVfzjnt2uTT8RF0yiXrbyDTK3xgRF4rZ+w2DpWpNkmIq3iAU3FRbhYBCQCEQTwgoYiyedkP5ohCIUwQkcqjrBUW/KJPlSeXyAX10U2tKIqFEH0rZSQTq8rqify+LSfKImH1h9tMMphuSoXrgrsh/IXcxEE0ijoQcGkqi7lbqmnW7SMeKVT6M/vhkhAc1p/9OeQzkr4xjGDlE2nvUHjvOyK8rGQ0n65R0xw9IgvlNyDYv0zJFX0x0zCQ67fohFvzIogPTGbXVlnpf99xmNY+lp8MU+ff3FX0xsUhFd/XpbjGrokYqJdPvZ3HdSzqpaL+9N9aDsunUtXrOZkbhlSVu4ZrsmbF7O7zbN4c7REL009PKwtgfmiZTfgvTyd1KRNh+aoRlMrJrOVMf1zGlsiD7ghFmknZZhZFo5zEN08b+EoVWVDP27ISlOj9kSrC5F/0CMLfb1q5z2KvUy5RHyp3/RvqYn2Bt2grOnyYie+zrjAL7I6gx3Yt/NaPGgmpcDI2MfbvhXjLXrFIZ7nQfMVJMivK8dG5TNKKGl6QfPrV8E37YsQ8jmU4pAvjhiO8H8id7wodm8QtJWy2q5c5qPOUxB/bHWfasVRG7WVnz/xaswSPUUQvF7D2YuluXqZvy5UaZQkAhoBBQCCQsApqPlrDeK8cVAgqBYkOAGRJmVUKpNBiund1CQzsKhW/606AwOj961KfPKVC2bM4Kc4yEmjOPFTnXhAaOkI0HD/nwytsnSaZTBi/CE7mYSEtlNT1+7z9IIsuvJ1aEIVG+nGZGnInPoRivvViIQEM2w3ByR5nJGA/caUWVShpG/dtdZB8fvc+KvfuBd8ac1FELxc94bCv6a5d1sTDyTzPTQyf9YJDkDO39/NKjblgnvgHX9PCF9+MRm7w+pb/7LY6/8liBkUH+PlIdcht1zyQazG8SJTaUqZT/4THRB/uBVSnHU1A/i8SYCOgLjd2KhJdUpnz1eBK1xHxmJJm//4cc8yf2kQt3B8+1o7i+VKUUOu3qQ8l4lONKWqaYiO8bHPf2XKmc5okA/9l7DERSl544Nmp4gLMl51DKHY+xQmQqjj8zKqRFSZSXY8D1JMPOhnvtCngWzyURvCOkMfyNU0bcCxcJMs/y+f5DMb9PHnobhBx1Tgv9/SsVKO1MpxTySzTHnqHIfXqSFQ+0rIvyjNSKhiXfeC8LB6yHa8bkaAx/ypheXg7tzXKhUnISK8T6KbNTmpz2JOni3rCd1R5Iis76T5tQHVAIKAQUAgqBqCGgiLGoQasGVgiUPAQkMuib70WEPPS1iaB6JcpvzJrjIzEWGhkS+myJ16NDe0kr1PADI8A2h4GPjdmU/SnUv+Mv4M33Sw6ZE+xOCunzyL1WTP6x6FUZ+/awsOgEUzWfcP9d8CBYPxKhXbmymlm5swvTY49l+DBnvqTsFk6oVq2s4YkHdRwZfhmkumFJtvSPppI8ug6hVvIrCBMhyw6TwBJNrWAuu+VdfIhRZlJhs+D4soJmPfWcED6l7nsaR27seeqJEvZMIv7S3p2EIzf3YVre4UJXl3T5ANgv7Uv9tarwLJsP97J5QfUraGBryzZmSmfm608W1KxYz0nVxOQR98E55XN4N64Ja+5fmEr5+upt6FqtHEY0qgkhlL6l4P2KQ8dQjlpdfajzVT81Jayx83bSUlLguO4u7sk86rrNzns6ps+TLrgc1jYdVQXKmO6CmlwhoBBQCEQOgUh914qcR2okhYBCIG4RkGidLtRdCsUaNdQwfIgOSaf7+HNDkWIBwLv4Qh3Nm2iQKoLhkGIypFSm/JYRQEIQ3TQstD0K4FLCHcoiT/PJBC9mzimc4ClocWlpwCX/z953gMdRXl2fmd1Vsy1Lttyr5Cpb7r1X3ACDTQ2hJyEkJCEQCAmQhCSQ+kMapEDCR68GTO+2ce9F7lWyJctNllWsursz/7kjr5FllZ0t0sp+7/OsdnfmnbecmV1pjs49l+miz7/mvSBJMVm7qPQWvOfFDx5wW0TsmBGVPmR3MlW2eR2F2a66XEPFmq8ueFIM/KLTYuMg6WehjGiyYe38JMVkXFGViboslJ9mz+6tVuW/GitnhHKxjdyXQY8qUXpFTZxZ60x0mrzHfed+iDow5vIb4N2xBSV/e4SFJT4OmhSTQT1bN8A4XQTXyEm1zqGhd5glp0kwLbKqamoBqpyYFY87U7vgzr5dUcr/lt2/dpdVCbJXfJyltHp4/R7sKSgOydJMljkuX/gSXKMmQ4jGSAnX2KmKFIuUk6HmoRBQCCgEQoSA4xFGiPpS3SgEFAIXOAKSXSDm5vL3dPbh+hc7a1qlufrKNSar5ZkQxZmKcxG4fJaOJJrtv/ORgVx71enP7YjvJMUx86CJCWMd6NieXkZbLx5lXnEJ137IRMXXhQHPw8efDQ//xIX0bQY+W2wvxdCfviOxjRQqWMSKnoeyTVYg1XHTdQ4MZ5EFSZ2WapxV4/b55Sh/9V9MxaIs8QIOZ9+BcA0fj/J3X77wVkl1T/Rl18O94guYxacvvPVVXVF0LKKZ6lb+yVtVt8I1egqa3XE/Ylmp0aShoWBRsfjDgFMmz+m82huTVUAlddXNlEyWs6y2t3HeGocPwpnSB1rXlIAqZ3ZvEYvkM4qwf+w4iGNlFXhyTD8MT2qJUW0SEEtT0oUHj+GSMxUrg12leboQRkEeYujlJWSnyQISjRmukRMRNXaaUoo15klQYysEFAIKgTAgEMp/RIZheqpLhYBCINIQiHJpGDJQJ/FS+8y6dqa/znW6VU1QVDw7dp97g137kRfXnquv0CEpkG+8a6CgIDRrL+K97nsfeTGYfm43k+RQ4T8CN13rgNNp4sU3Lj4GVz6jTz7jwc9+7YGY9ovJ/hOPuvDtmypVZFIFVPeUwZO+zn9Am2hLR3IfGHknmujs/Zh2eRn0pDq+wP3ooik0KX/3JWgJreDo2Q+iDou9/R7E/+sdphLStyr3OEr+80dLjeTN3Bu25Xj3bIPJaylqzNSwjRFIx6Wv/xeubj1ZOXNoIIefPWbjyUIrnTJOKvSciYntE3GMRvZukZaFKLz0e6tY+jGi590EvT3/wGikkNRJqU6qjPYb6QSoYRUCCgGFQBgREKW+CoWAQkAhYAsB+u9C0v8kNbJ6TJmgIy1Vo2+Rgc3pofvDuPo4Tfl9dAxwNf3ATrIi/CdfnI9hsGvLJ8n2LhVo8y7T4fE6rOqOwfZ5oR/frYuGsfR5++u/KZW6iEMqcL7/iTwMDErTMWmsjid+62KqLhWfW3dcFMg4unS/oFVxZmkxvbTaXRTn0qTSqNk9v4beuh28B3ahYsmHAXtrBQqYpGbGXPstSzVmllHaGiFRvvRTRF1yJbyH9sEsKgxoVuIpdrL8XJluC5cTf2HlyjJKxPcWlqFfQh352TZGda9dxoIKLRE9/2aUvfTPkKS72hgeriGjETV5DnOc+d8sFQoBhYBCQCFwwSGgUikvuFOqFqQQaBgEnE4NsTGalYIlIya1Bq6gaXlsrMabanplZTbMPJraKG1YgEDUOIeygS+/Cj0p5sOjtKwyFe4SEphSUXL7LkVS+rCp6fnBe5xYuspEMFVXa+q3KW87dtzEmg2GhcucSxxMHYpBzPxb4erd30ptCrUHV6RgFX3ptfAe3Gd5REXKnEI5DxfTwCQ9zbNjcyi7jZi+RAUVd8sPIRUNpfSt3qY9Sp56DJ4ta6neYqnZBg6z4BQcVGfpiUlWhcUGHr7W4YzjOVRfdYKDn2dvgNeCKMXezDyKAa1aICHqa8JI0ilXH8/H49sy0LlZjPWodSI2dngz9sBBxZikOnu2rm+w9FTn4FGQCpSaIsVsnC3VVCGgEFAINC0EFDHWtM6Xmq1CIGIQECN+IcOO8uZ5QD8dU2nKL+lYny0yUHJhF6wL+Bz0TAZm03ctfTuwam34SDHfBOU8ZOWYmDHFocgxHyg1PH/3Vgd98zT8+7mLL4WyBjjO2zRrqgPJUYdQ/sLf4T2cad1Mx1x5I6v4zYOjM9VVR+j7UxSiXODzRm/4DTFX3MiqhGvgzdjd8IM3wIhCHOktE+Fes6QBRmuYIRwduyH2hu+SDLuXnl5zrFTYimWfwE1VlFTiFDN+M/dYw0ymhlGEhIq+7LpKMoeprJESkqIYNWEGq6Sa/Bxn2Z6W+I1JPMUqlWkkxySF8i0SZUVuLyZ3aIXeLZuRHMvEuHaJaE4lWShC0lOdfdLg7DcYnu0bQ9FlnX04B41E9PS5ihSrEyW1UyGgEFAINH0EFDHW9M+hWoFCoNEQ0HUNKd11q5KdpATu2qNUSbWdjMEDNUwe77DUN+nbGg4nFvWyTNSFHGsZr2HbzoYbuzYsImm7pAteSaXj35/2oiCwbKJIWk5Y5nL7tV5Ebf4CxvEjVsqV98BukiqsTkmyQe/RF7HfuANRk2ZDb9cJRs6hJm/qLj5GFUs/YTrl4bDg2did6p26wdl7ACq+fL+xpxLU+HrbDoi55luIo3dYzJU3wXCXw7N+GSo+fotpk7vPpgfqLRLg7JHaICRKbQuSQgeODp35GenY4Kmctc3Jt93Mz0P0pdfBuzsdUizAbvQh+TW3W1t4qc776brd6BwXizUn8rElrwhXdmvHVEs39heVYGhrlvwNUQgh5ho+jsR8Mrx7+Z+mMIUoxYQUU+mTYQJYdasQUAgoBCIIgdD8+yaCFqSmohBQCDQsAuK5e+QokHOkYcdtSqONH6NjYD8NH5E8lKqRDR0nmD30Lg35r5hNA3VdeY5VxV8M9xe85z2bElx1n3oNdOmsoVVrB0q2n592592/C/KoYLlaR58BcFHBEf3312CSQKvYvAYVn75NhdnBJgejFhOLCzVNVE6GN2MvtFlXN7nzIhN2kNSLmjkPUYNHQyMxZl1/JGm9u7daaZM1Lapi2WeIo8+YFp/Q4L5UVedT8dlCxHznfnjWLYNxMnKKO3j37yRpuIG4XoWyl/9Vdcp+v3bwO2DNiQKrWuWP+nezSLLHt2bgL1SLFbLEbRemU1YNIdHkmGCi9Pl/IPY791m+XxVLPgqmqxqPFU8x15TLFClWIzpqo0JAIaAQuPAQUMTYhXdO1YoUAg2KgIPEWM8U4GCWhn0HQkP69OiuQfx8s5kG2NTjkik6unTSLPLleCPeCwk5tpCG/OIDJ2TmC6+rtMF7v+/AsRMmPmX6r4qaEZg9VYNb/IfMOjDiTa6kZMkD/EJw9OoPZ9+BaPGn52Dkn6SX1Saann/Em+9NNQ8SYVstYqwR0+7CDYdn3w6mUiaEe5iQ9e/sP8QiP5z9hkBPaA0PTfTLhQwTpRAN3usNwwuT6b6SQupetaje5uFqYBTmUy22Hc6x01Hx/qvhGiagfss/fBNxrNbpYvXMQDEaTEXYC/sOY39hCXrEx+GWXp3xg1Xb0SYmCvemdUd+hRsHikot77Fijxf3D6C3QJBR9toziL3pB1SpFsFNwjFUIdUnRQVrlY0OVaeqH4WAQkAhoBCIaAQUMRbRp0dNTiHQNBCIcmmYNlHD4SNelNbjL9a6lYYbrqZBWS2xhWmGbdsA5eVNnxgTEiou1sSb73pRVFTLghtwc+5J4J0PqBybQ+UYCYznXvHjprIB59eQQ02kiq93Dx2/+N3FXYWyPswH9nbDeH9dfc2+3k+iwkeS8SMMB1MtXb3T0Oy+35PE8FCttAcVqxdHbBqfo3tvmGX0gKqQ2V+gQeN90+22zOCNU2TMIzDE6Dxq9BQ4knvzInLCoKpJqjuKQiyQcKevhWvc9IBJn0DGrOmY8o8WoNkPHoaHBvLG0eyamjTatrKP3kDMN+6EcWh/QErPrlSF3dGnCx7dvB9DkuKxIbcAg1rF4x6SYs3435hVNOP/Y/oBtI+NxoOD+N+0EIR4G5a9/4pVFETSVYWEDzZcIyfCNf4SkmJRwXaljlcIKAQUAgqBJoSAIsaa0MlSU1UIRDICDoeJ6ayA+P4ndShLuIDTp00sWV7ZxsUiVuNG6cg8ZFoPWZ8om9q2CS7FIhJwunaeAxUVQooZ8EQQ95J3SsixSuXYHTebePqFus9XJGAZjjnMv9yBlxd4ceJk01clhgMf6XMsP5tOdxHKszICHsKXbikd6B27kChLRQw9vOJoku6l2bdn20ZULP88rD5BdibvTOkDM0LJIjvrqLctDeD1pHaIFGJMVIZRJCOcaUPpxdXFMs/37NsJ97sv0bcuq97l1NdArrOoSbPg6EJPqiCu5/rGqXe/uwJupn0KSVf+1nP1Nm/IBoKzZ+MqplTOR+mzfwlo6BmdkpBEhdhvN+3D9SkdcC0f8ttc/Mb+tfMQujePhYcK07Ykx0IVBs9nxRfvWsUNzJLTrPy5N+CuXWOnwjVqCjRFigWMoTpQIaAQUAg0VQQ0k9FUJ6/mrRBQCEQWAsyUwOp1BkT15U/E8G/j79ziwEpWaNyw+etjrr5CRwKN4vPyTbRvq+E4093WbDAtE3mpftmSHr4LPzTg+/aSdEWpFP/lVwbmXebA6WITiQkamjeD5R21lymeQwfpSGwpKZ8mVqwxkV9QOd6gNA1iwC5tZV/69spx/Jl/TW3i4oD5nMPx3MoKnTW1iYRtLZoDc6loE1Lyn/+LIOauAcB58B6nZbT/1EW2brvQPny3iY5Zi+FeHfr0M61Zczi697KIMke3npVqMvqRebasRcUKGv03kpom9ta7SeB1RfHvfmIXribVPv7JN1D6yn/gXvllo8xbp2IqiuSQVPxzduoOkwpW78F9VITttIgNUf+EOqIvv57XmYFyKqMaO+J++EuUL3yJJN2Bxp7KeePH3vwDzisTFYs/OG+fPxvEP2xPQTFSE/hLhvF25jG8vD/HIsquTm6Pf2w/CKeu4fupXf3pzu82LioMXWOmWD5pUijEbkRNnAVJodSiQkfa2Z2Daq8QUAgoBBQCjYeAUow1HvZqZIXABYeAkFMTx+rIOUolTpAZOrGsAm/kAetJmA1I1TBmJKsrvmPiZJ6J/n11dO+iIYOkTqtEDX17aVY7J7/RkloDidy2Y5dpeWml9tGQ3E3D/gwTBw8BUh2ykGmNy1aZ6Ntbs+abQUN8IcT69NQwa7qO/73ohRGAkKpDe2DWNAf27jexfHUAHTTgFVHE+8633/diLg35f/w9B/76r4sjrfLSGTrat9NYhZIsropaERA1Z9euDpR9sqHWNsHssNKe6Dnm8x2Tan3Orj2p1pjItKhbmM5YApP+ZBUrF1kVML3ZGcEM5/exQthIZc0LPSQFTRRjDRVSPdA1ahJcY6dV+pvFNodxOIPVI/eglKm1xrGcsE/FvXoJYm7+IfDJW/zl0rjfd56dm5muNx3eV58O+7rtDlD+7suIIUHsPbjHOj92jxdTfR8ptuRIHhZkHsXDg3tgyJmqlHemdsFpd+jxd/M60lvEI+aqW1D64lMwT/vvXyCpu86BIxQpZvdkq/YKAYWAQuACQkARYxfQyVRLUQhEAgKi4poxWWeaWnDEUNZh01KFyZpMQ8foERqiaPmxc4+JMSOAgVR6CTE2sL9mkVhbt3893tIVBrbtrFSE9Uh24ECmic+XVO5vk6SjY4dKpPr3rUzZ3LXXtNRn2bw3G0p/s84dNdtVCvuQnJs0VsO6TQY2pVeOHQnno645iB/c2+8bFjn2wN1O/PFvF7ZyLIaF0WZNpbfaa16qCutCRu27crYDHqpZhEBpiBBipELIkXVLreFib7oLXlbuE7+faKZeavT88nK/Z882qsrWwM2Ur3CE3rotPJtXh6PriOpTqm46qIwLV7iGjqEabBScfdKgt+0I+fI2DpNw1HUSLvup2nozXEPX2q+s2Tx1gib8g+HZGh7Ct9bBq+2o+OI9xN31kOXBF6hvWrUuQ/bWKDgF99qliGaVypKn/+RfgYNaRv8w64SlFPORYtKsmKTYppOFMPjHwog2LZEg/1ELUZR/zpTKuBYkx25F6QtP8o+H+n8XR8+5ltfpAOsaDdE0VDcKAYWAQkAh0AQRUMRYEzxpasoKgUhGQCqwxzMNctI4HV+RoAo0qhYbKy2TP241OHSglL7YQo4JIdaOXmSiFttP4kuIDkmHlKh6bAWrW7IA1tkQU/9mcZWEWHzzyufxo9nxmRAllRAodmLoYB1jSdwJ+babJFtTCnpw4633DFxO5dgv7nfht3++cJVUP/+xExvTJW038OuyKZ3bYOY6elAFjBVrgukiqGO1Zi3g3fERKugfJKG3aQ+9UzdLVRbFynkalSHGyVymXB6CZzfJsq3r4ZGqmEGGpHgaF3BFSh88XqrinKmDfW+Denb2HQDngBGVJFj7rtBbJ5FQJfFBIsyzdweMJR9DSCkJZ9owOEl2NlZ46O/lHDiy0YkxWb9cs+I1FmnEmMxNKlM6uvek39g8VLBgQKAxoX0ilh09hekdWyOOBvyLck7i6d1ZltdYfJQTz+/LwS+pJuvd8swv70AHqnJcOX3pYr9xB6KpHCtf8FyVPee/jJ5/s5XSrYz2z8dGbVEIKAQUAhcbAooYu9jOuFqvQqABEJCUxtTeYJVKDfvo7xXqkLRHIcbEi4wChDo9zeoavbjURFmFhldpwh5oTGLqaCqVZ+994sWh4D2iA51G0Me9/7GBmVN1PPqQC7/+kxtCmF1IcT2LIcTGanjhtQtbFReKc9arh4YWLXSUhoBoCmQ+WlxzEl8tUTV9UogVeXg2V5J1Wkwc9A6drYdr2DhEz74aiI6hIugkxF/Im7nHUpd5qQwyiv1PqdJiYs+SOIHMvakc483ch6gJM21NVydZ6RhAYotVRqV6p962AytbtoZJI38L88OZJCe3wjiSbaXC1tS5Z/sG61yJj5PZCJU/3Su+RNTIydASSd41cpGFiqWfIrbfEDj6DrQqudaEV2NuK3vjWTT7/s/hTeX8dgZGOl/WpQ1OllUgt9yN/MISPEUDfiHBklvEWhUsvyBR9jd6jj05ph/kn2qhilKmqIpfYPTsq1D+MVNnq4fuQMx137IKPShSrDo46r1CQCGgELg4EVDE2MV53tWqFQJhR8Dl0lilUsPR40xboworlHGKpvyHsk107UxjfprcHzlaF/1V+8iSYjmGSq8ZNO+XdMpmNM7vTz+zVWtNknr19yl+ZFIcYMG7XuSerH2cprLn00UGJo/X8RjJscef8uAYix5cCNGBnmLifffkfz3iva2iHgRmTtHo/dV4qWbOfoOtipWo4/ITDzJvBj2Q+PBxuFpcMyttT2/b3jL1FyNuXQiQEvqVFZ6Cl4SZwfRQOUYqHtZk8G8RY7mV6qZ6YGrSu8XkXk9oVeMaxGfN2TMVjuQ+VhVHIcC0+ERorCwiVSyN4yQppaLo9o18nUN8beQl85wa+XnQpTrk/l01jh/ujd4cmr9TueZe9mnIhirnF8vaE/mY0L5mTGsbSNJ2o8Zd0mgkdG3zsrZ7PahY9jmiZ7BKJdNfbZ3nMx3rZLtu693Zevf6gSOQqpW39+6En63bg6+O5mFs2wQ8teMgCt0etKSCLJRR+tzfEHfHT+GaMIPn+rOzXQvxHnPdt6lspG+CI7Rjnh1EvVAIKAQUAgqBJoeA+o3Q5E6ZmrBCoOkgIH9zziTp9BZ9rGoKn/1HdaN7TzVRj++9UeVGWaopCjFWtQKmrx/fs4wpr33j+N4bZzrauMVEXKyJtH4axCNMQoz5yyuqDGRtPf/HvMsqK2G+SVKs2MZ94fk9RdaWJcsN+rnp+PmPHfj3cwYJw5rPXWTNuu7Z/OgOJ5YwrXfH7vrPa909XRx7+/fwwvPm+kZbrFSr9B7ca3t8uXH3Zu61HlUP1lq1odF8W+it+CDh46TBf2xCaypUdMug2yjKh3nyOFMzTzDXz2WRaQaJDiHfLsQQtZ1GdZ0oZWJv+zEc7TtBo7eaTpWe1jye35cGySsq74iHpdLL2M300uMw84hPCMI4cQSOrj0ajRhzb1qN6OlzQ0KM5bMU80f00fo4OxdFJHcSol0YkNjCb5SkIICLpu/OgcPhSW+8z1xtE3aTuHP06MOUyvkof+fF2pr5td3FSpStY1xwUeb9wMAUPLhhD9afKECb2Ci0cDn86sNuo7I3n0XMN79HUu80PBtWWt8DMdd8i34KPEeshKpCIaAQUAgoBBQCPgQ0k+F7o54VAgoBhUCoEZCUvC1MfVy1NrQEy1VzdSS21PB/r3jP8RQLZP6SwtGiOX1VOFfxMKsvrp/vQHGJiQ8/4w1kaJdV39ANtl+KG4weziIKb3ixcl3TXeS3bnSgGyuY/vL31djWBkOyaQ00hYrBayfnoeLZ/9doE4+78wGmPy2wTNrDOQktlgQRUwF1IclatrIIIkev/jAK8qE3540zCSKzlGozEm4m0zFlu1TKNPNz4aVyysyjeorkkZlHUo0qqMYMUX9ZBCAJLnl2cF1aQhIfXF/LBIhnmyjqZM0gIWicLuT2RHip+vJyHWZBnkWGSSqqrDmc4Ro0Ao4hY1D23N/DOUydfcd972co/+RtSz1YZ8Nadh4qLsN7B49Zqqf2sdHom9Acnx/Oxc9I+IymCspOuAaPhnP0ZJT++w92DmvQtnF3/gwVqxcxlXltwOOuzy3AM/QXe3xkKpqTCBMD/se3ZdBjrGdIPcaqT1DSfqPn3YiKT99G1Ix5lZUn5Ze+CoWAQkAhoBBQCFRBQCnGqoChXioEFAKhR8DFglOD04Cjx1hF8mBoePi2NN3v2F7D2o1m0KSYrFj+PSBKsfoinvfKV8zRkcPUzS+/arpkUX3rlP3p20xEuQzcTmIpMVEjCRi4D5s/44WjTWofHSOH6fjDXxUp5i++k0d5YaaHp+KjP3OQVEZJ2/NmZfrTPKg2FulFEsjIyarsh+QEomJQ9voz1ntLWUWTfzH615rJg+QSySS9U1c4LZKJRBPnK95mGpVmcLPSB9l108OHsOx8lofpke28Br1uGJS/akxRM1ghRDP4mRL1Kr+ApG9RtYCqGtD/SKOaxaTkVhfDRifL8dK4XHPw2cX3VHpZ43GfxtfyXsYEvb7MslISWyTyhMw7XUQT/Hx4jmaR2Cu0DPHFFN+nhIu9/cdw790O757tQeFo92D39s1UIF3FubsqcbLbQQjaSzqtiyotebYT6XlFWEhCTEidtFYtLCKsZ3wz3LtmJ+bQT8suKSZjiypLqni6ho+Fe/1KO9NpsLbliz9EzOXfsMhqIU8DieFJLbHyeD4eWLcb30/tCqlU+fS4NMuUP5D+/D1G/AbdKxchmvNXoRBQCCgEFAIKgdoQUMRYbcio7QoBhUDIEHA6xcdLw0tvhibtUCpNSspfOIz9a1t0506wvMh27gZWNWEFVW3rq75d1jtskI4vWGnz0kuozksw8dIbTYsMvP0GHe997A0ZIVsdowvtfQsSv526uFCycHOjLa3SXyybhFHDE7GiHBNFmC+EQLJIpDMVFX3ba3ymAsUiyWgqL2mKYi4vhBVI/pwlsYTkItllkviSqiGmqFao3tKpVhNyzDKjp0rNei1SVGLgJYlmSlldi2Aj+SWEGwk4aSum95BnkmEWu1/jxGrfKN5renwCGhxprkVSNfXO9BmzSUzVvhp7e9yrFiP2uw/wPL3ldxGAEzSR/+3mfRjbLhFPjEq1DOQNnrdHNu1DUkwUvnXGS8veTCpbV6xejKhpTO9kul9d3nqB9B2KY7ys5umhmjKahGbZa08H3OUPU7vhHRKLW08VoV9i87CTYjJR59CxiBp/ScBzVgcqBBQCCgGFwMWBgCLGLo7zrFapEGh0BOSeUKoevl2L35idCeYXmMgvsHNEcG1T+1SatwshJkqqCz1EGTdzigOr1hvYucdkgQMv5ljkmI5/PN001Fc/usOBvFOw0l0v9PMVqvVdPtOBin27LcVRqPq024+e3Ps8jzC7fQTa3lKqUV0SUAixJSmIknppswPXuOnWEe4VX9g8MrjmoiaTdMvGCPEu08VnrJGIMaNAijHkwNl/KNyb/FNItiH59dzEgWhG9Z4vXtl/BAdPl1pEmeNMet4+Vl9sS9+seFH3+RmeHVTRjZgA16gpcJMki8Qo/+A1xH3nJ5zjZLjXLAloigLR/O7tAjo2kIOiJs+Bk2m7kD9AVCgEFAIKAYWAQqAOBPQ69qldCgGFgEIgZAhQIIG2SRrGjWpa3h4jmIo3fZKORUsvDlJMTvgVlzqwg4SYjwQ8SfukN9410KY18PB9TBmL8BBvtLRU3fKfi/CpRtT0RvQvh5G+plHn5Gjdzqoc2SiTYHqkweqVF0tIhUmtlsqU4cbAyNgLJ4ssNGZ4SUY5aHxvJ6qSYmtpHC/qp/sGJKMVTffX8f3DNJS/f+0ubMottNOt1bZ8+WeQSqpaFJWGERpl9GWLmjgTOgs2RHpEz70BLpJikYxnpGOo5qcQUAgoBC4mBBQxdjGdbbVWhUAjIyB+YwP76+iZ0jTIsckTdAyhP9rbH3ixd79dHUgjgx3g8NfP13GEHmrViyVI1tZb7xm0MTLx+1860YYkZ6TGdfMcePVtL44evzjOWSjOgxCJcTH07Nu3IxTdBdaHeGeRqPFmZwR2fJBH6TSmN2mwf7GEFA6QogONEe4dm6C369iolQHda5ey8AI949q2tw3BkZJy/HV7Jq5Jbo8cvv7Byh3409YD6BgXg3+M6YdJHezj6t1PtebxIzTin2p7Pg11gJGVQQP+NUypnN9QQ9oeR4pMxNx0Fxw9+9EzMHJJRtsLUwcoBBQCCgGFQFgRUMRYWOFVnSsEFALVEZCMhhlTdCS0rL4nst5L6mC3ThoWkAw6nBNZcwvXbOZdqoO2Q5avWG1jfLbYwMFDJh76iRODB0Ter5AH7nYik/NbvKxp+aHVhndDbZ8xkaTYtvUNNVyN47j6DYHB9DbQoL5Rgkb65kWkGDNPHIHOwgKNEuKNVpgHB33GGjO8hw8ynXKYrSm4WTDhj+kHUELvt4+yTuDl/TmY0D4R/x0/wDKV79wsxlZ/VRuXL/kQUaMmsYJo86qbI+p1+ecLLW+8qEmzImpeMhlRssXeerf1LMUdVCgEFAIKAYWAQsBfBCLvrsbfmat2CgGFQJNFQNIqZ5N4itSYf7kDzeIkfdBr+VRF6jxDOa/Z03VER2v44PP6CaVV60yspf/Y927Tacz/td9OKOcTSF9CuHYhmfncqw1uJx7IdCPqmF7JBomxDY06Jz2lNzyZextlDlocP/BijF/MypAXSRh5TKVkNc3GSjXznjhOn7GURkXbQ7N7Z5o9YsxJo6xSr4FOVIfd2LMj/jc+DdendEDLqOB9rIzDh1j5cR9cY6c2Ki71DV7+3iuWqb2jW4/6mjbYfkfvAYi96QfQmrOCrBS4UKEQUAgoBBQCCgEbCETunamNRaimCgGFQNNCQAx4E1pqlndXJM1c/pb+xlUOlFeYeJOeWqUs9nYxxMSxOtq11fD+p16/iwFu32XivU8NCKH27Zsa/yZEyNbLZjjw4uteFBSqFEo71+3MaTx/BSchhuiNGXqb9jAOHWiUKehtmNZXXNQoYzfqoKxoKUUH/ImMolJ8fjgXuwuKLbWUP8fU1cYgCepobJ8xmv9LdU9HL6bd+Rny++uxYb3w5Nh+mNEpCbllbvyFaZXfWb7NeizIOAqpVhloVHzxHlyspNhY/m/+zNvIOwHPhhWIYpVKREBWvWv0FERffp1V7RVyglQoBBQCCgGFgELAJgKKGLMJmGquEFAIhAYBKezVI5meY2mR8UdsYgJw0zW65Uv1IQmfiyWGDtbRvy+VYiTFiovtrTo7G3h9oRcp3TT8/MeNS449fJ8TW3cYWLPh4jl39s5W7a0nDquAuWV17Q1q2CPkSBD3/uf3SGZTp9+V0Vj+YkntLip/Md8JMMpKSIzxy8+P8JgG3iDp87N1u3HDki34Nomg32zah+f2HsainJPYy2qMZVRS+RuenZvgaN+ZxErj/g7w7t8Jp00T/iRWqJRZp+cV4d41O7GNz92ax+JH/bvho+wTlim/vzhUb2eRTvT6ixo7rfquiHpfsfRToKQIUTPmNeq8oi+7FlFStIDqRxUKAYWAQkAhoBAIFAFFjAWKnDpOIaAQCBqBqCgNE8fo6EyxRmNGt67AVUyf3LkPF5U3Ve9eGsYM1/Dh517kngzsDBQWkhx7h2l4hoY//tLFc9nwN7ly7lq20PA81WINGXbu56Ui6+TxJH8i7LdumySgXYdoeHZs9Bs6MR4XcuTWZel4csdBrM8tgNvwnxCpaSBn2lB4c4/BrKioaXfYt2mJSTComrvoolSIMf8UY73im+EZpg2+OmUwJrVvZVViTImPg1wPCzKP4qesxnjr0nT4q5UyaWhoFObD0SW5UWF3r/oSzpS+9PVqZnser2ccob9YKzw+qi92kSxOJjl2T1p3y3vMdmdVDqhg9UdH34EQFWUkR9mC5+BkCqOjd/8Gn6ZGf7zYm3/IsQfQZD+6wcdXAyoEFAIKAYXAhYVAhP2JfmGBq1ajEFAI1I+AkAuzpzsgFj+NEWn9NMzh+KupNBLfrIsl2vN+a/I4HV8uNXAoK/hVf/qlgX2ZJn52twOSmtlQ0Zr39FNZPfT51zxoSE7lx3c68cxfXfjmNf4p5UQZeSPbSvGJSIpL6fXn3r3NFiHVIS4az04YgG/26IhTFW7LiPymr9Kt5yVH8nDabZ+gdCT3gXGwcfzF5HxoLRMgnlsXWxhFBVy7f8SYD5sYh46+Cc0gXls38hr4+aAU3Nm3q1WRUdoUVvhfPMFkSp7eOcXXdaM8WwTd0Wya8A+xPf6JsgqMb5eIhCgXxrRNwMfZuRB8ThEDD036Aw2z5DQ8e7fDNW56oF00yHEmU3HdqxZZVSq1mMCLDtidrHibxd52j1XZVGM1WxUKAYWAQkAhoBAIFoGGu3sJdqbqeIWAQuCCRSCa/+ydM6Phv45Gj9AxiSSOVFrctiPwm5imdmKEhJw9Vce6jQZ27QnduteSXFy83MQ3r3bgpuv8I4yCxe7e77uwYq2B9O2hW0d9c2oZr6Ffn0pl3MihOiQtuKnG0L4V8KavsT39xGiX5a/0i8E98eKkQfhhv26Iohzumd1ZuIWqoSe2ZdrqU2/bAd5G8heTiWrN4i+qipS+k2Pmn4TeirJBm5HcPA6Zp0txtLQcv99yAL/cuBcpLWLx1Jh+tkzoveIzltzL5uihb+7ZuoHplCNtd9ydCjFJK5aY27UtPsg6jt8Rj1FtWsKpB6eerfjwdTi69YSjUzfb82rIA9zrl8N7LAfRM+Y3yLCu4eMQfc23oMXyF1mkSXAbBAE1iEJAIaAQUAiEA4GGvxMNxypUnwoBhUCTRkBUY0mtNEyd2HBfSVMnahhAtdjbH3ixP6PhSJVIOFHzL3Ng7wFgU3ro173vgMnUSi/S6Fv2wI/CK4+65RtkpDQTryywr1AK5jyMGqZZ92OLlhlW9dKBaV9ft8Po2fbIA078888u/L/fuFi503HOvdvNJAz/+jsX/vxrFy49Qwb7june9esb6dHDK/tpwxTMcIWMG617IOREMFHm9WJs20QrheyFSQPxyyE9MZLEgJ3QE+gvlpVh5xCrrZdGZ6uP56PAhkqppkF03mSbTOu72EL8rMTbzW60jY2yDPjvWrkDx8rK8bvhvfGTAcloTe8tO+HduRmOjl3sHBKWtu7Nq6HHNYfewd5c5nRpY6WRZrIwQZdmMeiX0BzTOrbGfcRCIqhvWCrOvLvTI141Jussf+N/VP51J7k4XN6GLaLnXIOoCTOhOZrwfyPCho7qWCGgEFAIKASCQeDrv+aD6UUdqxBQCCgEgkTARQ6ldw9g0IDwEQG+KV4204GO7TW8SeP4I41biM83pQZ7vnaeA8dzTSxfHb600ZN5wKtvG5Y5+x8fcbLIQuh/1UifY0gePfdKw5JicqLGjtSRc9TEOyRV3W6+p/JQojktiu642WGt+413vVYhgN49zl17zxQNX600cOyEiXmXOixC+ABTUOV6rEoMS7VPF72kc08GdWttzau2H9PH0xtu67radte7fePJQkgK5a1Lt+K6xZvxV1bmyyt3Y1CrFlZ6Wb0dnGng7E9/MaYxSnVAu/Exjc7/Q5Wap4rHmSh4vqQZvK1gGphRcBESY6xEKl5N/oYUXBBsf0I/seb80v52n854YmRfixDyt4+q7YzTRTD5cHSuJJKq7mvo1x4WfnAOGGZr2MGt4nFp5zb4965DqOA1+MDAFCu9dA+vwT+kH8A/dx6y1V/1xuX0GtPbdbSUY9X3Rdr7iq8+RtT0K/z2rLMzfy2xNVMn77Z815SfmB3kVFuFgEJAIaAQ8BeBc/9i9/co1U4hoBBQCIQBAZdLw/hROrrZ+6e9rZlcPVdHVJSJN981kF9g69Am33juHAd9uEx8tih8pFiHdhrEaF7ozU85jqRq3vcDB9VRof0P/3dv0fEJfc32UqHWkNGlk2YVGFi1zkApeZzN2wxLeSikmBSTECFDSSno21ZJnN37CzeqcDb4zZ89FqH24huVhF7f3hpO5ZtU7xkYOURHi+ZAn54aOnXQsIj+byGt/FgNqB6sJurZvr7aVv/eHmQa3WOb92Net3Z4kulz3+3bxarQ99CGPfQY899jSkbTU8RfjJUvAohlR0/h2uT25yiV4knYSFEAISr8CocTWnTsRZlKaTAFTovlxetnStoRpk4+RbJndJsE/HtsP8wmKaTbqUJRwwkxTh6H3rXxiTH32qVw9rPvM3Zzr074w4g+Virx2hMFeICFKR5cvwcGP7xTO9hX41WHyLt9E1wTLqm+OeLeezhP7/7diJo1L6Rzc/ROIyn2Y2gsRKD8xEIKrepMIaAQUAgoBKogoIixKmColwoBhUDjIyD3Z7Oolkmwl4lV78TFn1eM0k+XAG+/b6C8vN5DLqgGM6boaBZr4oPP/CQLbK5efMsun6Xj6it0XDdftzzGpELlxi0mPmLVy5lTNfzw26FJrfz+7Q4UFgELP2octZhAI9VUJVU0tbdukWHiNZZ3yrSqmvbuoeHBe534xx9dVrXTqlB6znBGp09XEno+M34pgiCvJ7DfaUwpFtJtxZrwnCuZz9xZDniO5sA8ZVNZdWYx206dRioN2Od3b4fOTCGT9DEhyLxM/1rF1EY74WhHf7EAibFij9cyga86XgsSY4KuzMWfEEWOWXzan6YXZBsxUPe3MmWH2Gj8iSTQzM5JlmKskCToH6mM+jmJoPQ8figDCDn3ju6N7zNmHD5YqV5LHRTAKmApJgWLbvQde2psfzw4qAc/I2S6g4zyRR9AZ+VQR69+AfUk50hSjf37NHw9xDGSoJ8ezsV2ftb9jfJ3X4IjIQmu4eP9PaTOdlGTZyP6sussQkzT1C1LnWCpnQoBhYBCQCEQFALqt0xQ8KmDFQIKgXAg4HJquHSmjlD9HZzUmqTYVTqyc0x88kX4yIZwYBGKPsdRhSdKJyHFPEz9C0dIZUgpSvbymwbe/cjA6WITc2frVoqgVL189S0DCQnAYw+50JGqskBj2CAdQ/l47tWGJ8WEtB01TMex4ya27zZxmOmU6zcbKCbZKumVEi/T7+z+X3nwr2e9OHDQxKxpOtq1PX+91W9S9+w3revzSqr6hgzULVKM1k1hi3FDKmBuXR1w/x6qYeRmWzy+fBHHKgRtSZzY/YTpLVvTXyzT142t5x4t4vAZb95FweaLl/fnWGRdrJ9VERxt2sEsskfm+ca6EJ7N8hL6jPHD6UeIOOyro3l4Ye9hq/UXh09iV34xesfH0YR/P4SotBvenen09upq97A620u1SEmzrXp91nnAmZ1eVoIMxCdL1IlSkVX89b6fKhU6WVGmSnz9Kamy0cZL95Y19Bqzpxr7MOsE7mPK6y1Md5aCGN9guvM/qKT0Jz7isT9avdMiuTflFeL9Q8ch/fkT5Z8vRNS0y6FT4RVoaM3jEXPDd+EcOkapxAIFUR2nEFAIKAQUArYQUMSYLbhUY4WAQqAhEJCbr5YtSI6FoFJlSrKGeTSb37bLxFcr7N6yN8RqwzvG4IEaBqWRFPvUi6LABB1+TbBrZw3p20xLNXUo28R7HxuWqmvU8EpSqITkkWyTfQ/d58SMKYGlVt5A1Z+Y+wvJ2dDRv6+O+BbAx0zhfImpkL7HGlbjFOP8wTTh/83PnUhL1SxisIiqMOGN/ORnrNRJX0abpFGGK4QkbZXkgmfHpoCHGNc2Aacq3JbX1BYqhYQQ+SQ7lyTJafSJZ2qen+FMHUxvrzyYZbxAAogbe3a0xv4xb+JFtSQ386JyuYnb/Q2tVRvO4ZS/zS+4diY/nP4qxmTxRVQg9W5ZeY73FhZjXLtE3Na7M8mgGGym75zdMAqJfWlx0NUXpUrm6weO4N41u/Cd5dvwn11Z2MHr0U5ULPsczs4pxMM/otDXt1RkdfAXl6Py687aLKmUK46dwv1rd/Oz4R+p5Ouv+rN7xZdM941hqufg6rtqfC/+f1IhdkqH1nieBTH+Oz4N3yNhd5yEoT8h5OcNPTriERJ9N/L5QFEJMvjwJ7wZe+BJX4uomfP9aX5eG0fPVMR++yfW9aC5ziUYz2usNigEFAIKAYWAQiBECIQmryVEk1HdKAQUAgoBHwLi1dSZPksTRutYFqBR/KABOsaN1LBkuYEdVPhcbNEjudIY/qMvvDR7D+/qK3i/1bKl3BVW4iym9Nt3GSTlzv3/y+r1Bo6e0HA5FYGScvjkf/33o7rvLicOkxD7fEn4SKO6UBpMglFSITdsOXd8WZMo5nr2gGWYf6tUy2SczDOtqqeHj5hI7aOBxRvP8RuTNkYVgc2mrQZuvt6BrTtMq0CC7A9HzJ6mwc1qgOdNxsZgSaw++JuhvfDsnmz8amNlVUunrlmVCbu3iPW7J8tf7NB+v9tXb9iG8/jr6FSso7fT3sISi5y4iwRAnzPETfX2Nb3XWJVRfK6aSpSQhBR1XqhCzO+1lol+d9c6Ogr5Z6qAlspcmlV+xltGOSFpe4GEeZLVMTt3h5fpjP6GEE87qVZbfSIfa/k4VlqB1tEujCJpeyt9v0RJKJ5fAxLJZvsbBlWQR7IgBSHcqxb5e5TV7oYeHfC37Qfx4/7dLSLp/azjlqpyKsmpIa39L3BQ26CeDSsQNf4SEtr87NYTQlDH83xcyqqZVriASe1bWQ/foUIkCnm4n5+bpBgXrkvpYO1/jmpAKR4gxPfiIyctn7R1uZWGnPvWlCAxyoVfkTCrK8o/fguxt98DF+frXv55XU3P2Sepk86hY5VK7BxU1BuFgEJAIaAQaAgEFDHWECirMRQCCoGAEJCqfP2ovskv1CyywE4nY5k+KETGR0ydzGRK28UWbXg/NHWiwyIFM/2/17QFUxR924Yy7W/3PhMbaR4vKZswdWzZbkBUfyndNUjFxeoh5+OVt7yWl9bvfuHCf1/wWGmH1dtVfT9lvM7qlhoefiywG++qfQX6Wgzzfab5VfuQNX777soc1QUs6iBG/NHRmkWM+dp9QTJPHr4QBZ3vGN+2ETTfl/jiqypsmW9nCJ8H9mZBgPfXBdyjkA37qBS6njfSjw7rbSmIJHVNFEMxjnOJ0PoGcbTviIrlX9TX7Jz9P1q1A3Np+t+c5FAJ2cbu9HQaSTN4US4FEjrTtrwHdgdyaKMc82+SGaLUGp7UEiP46J/Y3CIEA52MScWenpjk9+Gz6S92L1P0OjBdUCqAXtIpyaLDs4rLcFnXtn73U7Whh+SoI6U33Gu+qrq5zteiDBRiRzy9hPRZTW87uS6m0+9OooDEzoLMY3X2UdNOUTu5xk2zTYxd1b09tlI9KQUoEkhKzRniHlgAAEAASURBVOnSlsUJkiCed0upwNpNEi+rpAzJnG8g16p7/XI4B4+Cc9AoeJhaWVeM4OfhjYyjVmXMycQmmSnH7WL5hX0mJPXzt5v2Wdg9ODgF6SeL8NdtmRAPucksGCAKN1GbpZJgbk3SbH1uoeXlN5fnN9rPz3j5h68j9sbvw8jcC292pm/oGp+FnI6Z+w1oScpgv0aA1EaFgEJAIaAQCDsCihgLO8RqAIWAQiAYBPjPaUwcq6Oo2EuCy7+eLqHRfFemi731PpVSTUcI4t/i/GhFQQcune6wKh2GSyknY1w112EppAoKSYzRZD862sTIYRqGDXZYKYT53C7VFmsKIYbe/8TAcJJBP6WJ/aeLDataY01tZZt4b730phcnaXAf6XG6GFYqpZ15CpF4yWQdR46ZYVU3ihea030a5VkZdqZ3tm2Z18Df6VN0A0kxqUYoJJncRIsZewpvvu2GZvmL2ZvLbKpgxNNqET2dvuJDlC2SxtaJRQCEdEimYu1KEiR+R2wcK1Lm+928sRt+g9hLgQNR8Yj3k6jHBrdqgeFtWmJY65YQ5ZadMPNybaUxilrwlp6drLGHkpgTgo6XLw3n++FwcWDGeN5d6XCNmWJn2pjQrhWGUonVjmSOL77MOXmWGBNccv1MHfQdL8+ebRsRPWk2HF2S4bX5ORnM+Yw/o8xyUUEpcYjKLPHnEhKxE8njngF8TqyO+MO99itETZhRLzHWi5+Pnw5MwRtMLf0DCwJIdOXnQ1JeRb22hUTYyXI3fje8j0WYDW4VbynvFvPzJBVmnUwNTeHnSNYjIUo8+Yz53lsb6/khFU/dG1cypfIqlP7v8VpbO9OGVqZd6g76itoj1mvtVO1QCCgEFAIKAYWATQTs/fVks3PVXCGgEFAIhAIB+Vt5DomeNxZ6kVtPET0xfG9Gxc6b73otj6tQjN/U+rj6CgcyDtEYflP4SKRhg0mw8DfIa1R+lZ+xrVm11sCuPRq6dmZFQIqehJSjMKHOWL/JQA5FHdOYitinpxN/+rvnvGMe/okTO/fSryeMVRrrnGQD7BRi7NNF9GA7HL5zJsuYOsYLY+vagFckKYttqCCZQ3JKVEtShW8kCZnHt2biseG90MuGv5ijTxqrABbALLHnAzW7c2V6mKTLyUOKAGSw3GxmUSmfS7H1VJEtYkwjMdaUPMZEqSXVQKUSqJiqf4tkx06mzr24Lwf/YCqf+H/JNp8PWH0n25t7FC6bnloytjx8IYrBNUxnfIlzEOKllASq+FP5G8apXKC8lCb8nWEcyfbrsOYuBytjVqaUuvlFs5x+XkdKyvGX7ZlIIUH6IQnbHiSIAgn3QSrYBgy3TYxVJWTlOnybirVN9PtKo6pP5vqj/t1spflWn7snfT1TDcfBNXICSbJl1Xef834sU0rlIemt+5gu+XbmUfx5awaenzgQcr4k1bKqiqwXrxvZHsqoWPwRYjsn04x/Liq+fO/crvmdFz37Gjj6DITm5H/AVCgEFAIKAYWAQqAREVD/mmlE8NXQCgGFgP8ICDl2GX2pYuqwL7rmSgfEm0zS2QrDaDTv/6wbvqWQYnlUVYW70EAHFhyTFEIfKeZbqRj972Fq5bad9ZNivmNycqSaY2XFzMd/4zpb4VH2z53tQFJrDc+/1ngplL55hvNZCMQlLA5RU+ppqMaV1ORu3RzwbN8QcJdy49yeCh2p9vfM7myM5o33A1SmjCA5JgSVnXD2SIVh01/sf/Q0e5rpc+IfJT5I5SRgRCElihchJe7p3x2/GOw/ISPz1WICV4wJ+VFVlRReWvNcdH0+YwOpFvtBv27419j+mMG0RlEmid+avyHKHsQ197f52XZi0P4w0wZvWLLFMrsXYk7OhygJR/F6sBvGSSrXuqTYPcxq//qBozjt9uJJqtY8hokPqNBKbh5nVYgMpEPPmiVwpg4CqGIKJJ6m8f2vNu6z0n0fH9nXSjmeQ0L3PSr8gg33yi/hGj0V1i+7WjoT7zdfxDOVU5R136SJvvjTZRWXWp+ZIn5eq35mDzMVVlJAawqNmsB6/sdR02HWtvJ3XoSowhw9+p5tI2q8uO8+YGGsSU6+CoWAQkAhoBBQCDQyAjX/BmzkSanhFQIKAYVAdQREUdMsTsMVs3RWJTz3T/RYkmVXXabj+EkTn1F1c7HGZcTG4E3hx/RVC3eI2X63LhpW06rKdw8WGwP076thJ1VjpWX2KAIxoRdT/b69Ndx0rY5B/TW8yNTJGUwv/N/LXpSWhntFF37/V5BkdB/KgFlUaaQdyIpTE5pRmXQYUgVSqhPeP4DpZiTJxMB7JkkZO6G364yK1YvsHIJWTOnaceq0lUYoJJ0kq4mCSjyUxGtM0ij7tqxU5/jTsd6mHSti8uLy2iP1pG8hoH5Nn6YnRqWeHSqb5MJPWBXxbywIIPMKZ0iqnjwyqJSTVL0vcnItUkjUfKLi8zvc/DDzA621iOe14V9VSSHexGh+Fs+5KPik4EJHfgHcv26X5fdla/wzE/VmZ8DRvReVUEv9nro0FBP5dw4ew139ulqpinJNBhvGiaMwT+VZVSA92+wTyeIp9jMSxlVxkPOygz5jwYZ3zzaYoyaRHJsC94ovauxOCOQK/i4Q831JocwpLcdbVK8JidyF7+VzJF5hb9KH7PqU9thMbzT5DItPWk2REh+Lzw+fhKRSC+mWyOP9DeN0Ib3jliB61nyUPv1nODnvqFGTSTryv13yi12FQkAhoBBQCCgEIgABRYxFwElQU1AIKAT8Q0D+jm5Ff+1LZ+j48LNK8qc9vZ5nT9exNwNYvso+ISRVAFvWUjCsmKKLZ1/6+j/v/s2ycVpNnaQjoQXwBtVy4QpRHI0cqiPnqInNW01cMUfDzGk6Vq834XabmEyDfKnEeOy4PVKs6nx37TGtypNTmFr5p0dIguw2avUpq3qcel0/AqMHVsBYtbr+hnW0SE1ojocG98A2klOiTpKqkK/Sx0hS2cQE3k5oCYkwbHo4zaMqTB4SohA6SFLEl0Yp1QnfyDiCn6QlW0o2f+ait+nAdE7/yKDq/YnRuihxhHjwhZAOkr4nqY3hJsbSOb4oeX63Zb/ls3VtcgfLX8unJPPNya/n8hLo8Ynw+kmMibpISNI76EdVNYScFHKwKiFUdX9dr8VnLGrEhLqa1LjvBVZR7MfrUqo/hjI8u7fQ6H4EPcfsE2OtaMJYJvnkVUJM+OVzIr5wlwdYpMDXXcXSTxB99W2QSpUWsevbceZ5EFWEr5P0emDd10UlepA8fphqShd/kSZE6Vb1TPEL/JDVMyWkcMEYKkAlhK6Sa8sXo2jmvygnD9cv3mx95p8Zn+bb5dezezUVeL3TEEMzfi2B50mk3SoUAgoBhYBCQCEQQQgoYiyCToaaikJAIVA/Ak6nhs6dTEwaR4KGRuVSrXD9RoNVEQMjY5avNqhEqxx3UBpTNXmPu2Z9JbkkqqimEGNoqJ7STbN81cI1ZylEduWl9G+jak/M9iVVUjyxJvM83HC1Zpnti+n8wg+DJ+aKaDl1/IQo0sDKojpuvR547rVzbzKbwnmJpDn2StEQ34JKvp3pQU1Lqtm1ZSrl9YktrAqUkoolRMhdTOUTc25/w9EzFWZpccCklIwjnk1CzlQl5Ayq1+x8E+it28LMz/N32ue0k+UWVksflbGLqaQLZxxmZcPfbzlg4T6A50FIFqlOaQP+86ZnUpKpteR/HQ4fPG9fTRu6No+xPN0kdbJqlcI7+3alcbv/10HVvo3cYzCpXtPbdYSV3ll1Zx2vpejD1DN+Z9uY2ioFIaQgg5jcS2VInwl+HV3UuMu9gimLIydBY8VOUzzQbIRUbD1QVJnOKumLUkHzAxJiYnjvq5ppo7vzmnrpgWbkHLIKFoiPV/WYwAIA8hCF1ymOKSmSsSxGUDUkDVoIzGOlFZYCrGpF2RcnDaza1CLDnhjVF/nEtVm1fs5pWMsbFwlPvUMX/p4weZ0Gdn3U0rXarBBQCCgEFAIKgZAgoIixkMCoOlEIKAQaEoEol4bU3sBApttJ+p2ojAKNqp5OPVOofOI97dYd5/Z3zZU6VWUapEKmqMi27iARxyqMMcyUmneZA/syTCS1Aloye2nlGpMm8vRjYRdCUokXl1RgbEFS4suvDBI+lX336aVh6CAdH33mJdEU6OyBAcRg6CANb7MCZ0HgGXL1TqAfUyQTWzK98XWmNZZVNt+738ShLC/N9ivXezDLhCcEnEACRQuDBmhWlUpmAFnk56MPOvHsK96wenDVC0ITbjBzsgbPjk1BrWDRkZP4585DVrqe3NoOIxlzW+9OVjql3Y6FGPPa9BerOsZ+kg7/x3QxSWcUQk4M36VaY1cqluyEntAKXpukh6//NJJSYjb/Fk3NJ5OEcJE9/pwESDYN4EVZF64QMqovjdLvY8qgKLRCEUZJkaUY87cvIaOeo4m7k9jncL0ZPB+S0ihpnaVUSj02jF/QAYTBCpk6/afsEGM39KDqj2NJIQip1inYCy5ivr+exve/HdorgJlUHiLkk/hjuZd9ZqsPMb2XypDP8hqVa0JUfJeSpHOQNHyLSi4h8OT6CSYqFn2A2Fvvhns9VWO1pEcL2VWXclH84OraX31+CfJL0EaIOix69lXQ23e2jlKkmA3wVFOFgEJAIaAQaFAEFDHWoHCrwRQCCoFQISBpfULC8O/6sIcQXOnbTJJiJnr10DBulM50P8N6n8SsEDGHl2qZBUWmVY1RCLIO7TSU0LroCFVtQliJ+kl8sz5fUkmMDSMpJtkkwZBi3bsC4zkX8RQ7cjS8MLRryxtgplD6SDHfaKJW20YiMZcplKGKWVMdSN9uIpue4BJSTGEEUzgfuNuJZUyXfekNpR6rRMb/n/16euB9i4ZwAcYueiNJxcO7aW4vJJQQUv+3N5vm63vxd/ppSZqYnXBQPeJe85WdQ862lSp7opiSdLGrk9vjOBUvYmouaWN/G92PijYbZt4tyML6qZI6O4EzL/qQnJKqmC+QHBOCTEKIj1u4zQ7ZcKY7v5/ET03GECWSEITyLI9ippYWy/OZ94KNGK/7FQWnmKduLxXxGRrMiwG/EHVC/HQjGSUEmSiVAg0j6wCcyb3hIdnjbwi580XOSSu998FBPc6mcR4tbYt76fcm16qcq0DCvWk1oqfPtU2MyVhSwVWKM3yXKroJ7RPPKirLSRz+lZ+lZ8alBfX7S8hD7/5diBo7FeWfvhPI8sJ6jGvoGKsapTWI+CCoUAgoBBQCCgGFQAQj4OdfTBG8AjU1hYBC4KJFwMlvsGkTdZI1BjIPho6YqQ6oGPqLKqp1K41eWpV7E0h+iXpMYt1Gkz5bVVMINZzINfHW+8bZ9vEtdItUW06Lp1bspzXvHZeurHpMZV/+/hSvtemTHBZRdICKtXCHqN56dJd0PKaPFVWOJsRezxTN8gTLDSwb7bxpS4qsrGbV2nOxWcd02cwsqse4/9GHXHj+VQ/2Hgj/us+bYBPcMGW8A1ppPowj2QHPfmfBaQxNisfkDpWkh6RgDWndAneu2I41JADspofpVJJ4bfqL+Sa/PrcAUSSgvp/a9SzZcEnHJNyzZidE1SZpbP6GFhcHo5CkUIBxBX2ZpnHsfUXFlkpUlEpibB7OyGdq3G3Ltp4dQv43IMRUM6aWynNzPuS5goQV/JyKQdWco2f/s33680JS8YZTNShr9pGRQgb9dXsmbunZkamu9v/E9OzeipihY/0Z/pw2krYo1TmreptJ9VRJ+ztG2WmgxJgY3WPa5XCQrPNm7DlnzPreSFECMdyvHuLNJx5koYiKzxci5jv3QVu3HGYe888jILREqsRmUiXWgSoxRYhFwBlRU1AIKAQUAgoBfxCw/1eLP72qNgoBhYBCoIEQEMXYpZfoJKG8OHos9IO2StQw/3Idch9znGTXWQ+vKko18dyqHkKa+Ug02ScKKCGRpGpj2zaa1c/O3ecfV72fmt4LIXXZTB3pTOkUr6+GiG07aa7e18FxHZYHmyjExo/WLdVexqHQzKET+Yy0fhreWFizIuwE7/veWGhgONVjP/0R1WP0h3tBeY/Ve/onj/LATCcjG0TI5S7KLDEPF/NuCXluydQqclS2wtGjDwx6WtWW/lVfZ7QpYrqecZYUk/byPSAqLbfkMNsILSYOZkG+jSPoo8cKiJJGKsSTeDgJIdUpLsYiYWIbwFRcKgtK1UshfYQAE+8om6fgvPUaucfhHDbuvO11bZDCA9VjBAlTmdPqAMhS6cs4foQVQr3Q23aofF19gFredyAJtp0FIaRiouAhlVLfYRVG8fTqGR+YWsw3lBBirgHDbRNjtamZJR1RiN3HWDThwUEp/PwEfvYMKv28+3bANW4aKt5/zTflRnsWL7GoKZdWeokpUqzRzoMaWCGgEFAIKATsI6CIMfuYqSMUAgqBCENA7isun+Vgyp0Xp+zd49a7EkmdjI0BXn+n0h+sOa2DbruBzJTNOHxE0g2B0SN06yZ+C1Mz6WMcUFw7T0fWYWDtBnskgN3BBpCkSqFKLOuwiS2sQrnwIwPTJ+uYw6qgEkL+vfexERJfMelPKlGuplJMCLC6QootZBwEJo3V8ftfOPHq2waJx3MVZnUdfzHta8HrtVMXF0re3RTUsiU97h0SQj9ctRM3UQ0kHlNLmEZ3qLjUqghop3Nnj36sRnnAziHntB1G5drTTOP75ca9mN+9HZKbx2EzvaTEdP3RYW3PaVvfGy0mFqZNxdjH9K4SIuzznFxrzKpjCMURT+LqefpvhSuESJG0xeohKY2+NEp5FsWUkGj+hKTl6c3PJ7r8ObZ6m9t7d+b1EWuld+4rrFRyVW9T13sxund0ps+YkGR+xjSa7wth+RBTe7uxMMBOpv6eKKuwUk47kjANJtyrFiP2uz+F9slbMCtoehhA7C0stlJuo0kWyednMElFScGVFFBRkAUT5R8uQLMfPAxP+04wjvIXQyOE3rYjVWLzoCWxYiyvT+Ul1ggnQQ2pEFAIKAQUAkEh4N9fTEENoQ5WCCgEFALhRUCIMVF0XTHbgTdIjknaX6iihL5iUrheCKJEpk+KosmKADip9G0GpjL1U2ILXwcSol4rLAQWLwvseH/HFB81Icb2Z5oYQzKvR7KJjz838NpbvOGmf5pkSR3OoadaiKYxY4puEW0bWNTAnzhJT7e3maoqlUR/8G0HNm/V8M9na1aa+dPfhdrmcioLK/bthlnCkqFBRGumB/5ueG+8yJv5J7ZlWooc8RX75eCeFgFjp2utYxd6SC23c8g5bUVx8+iwXvj3ziw8snGftU9MxoWQsWN6L8b7JtVJZrk9suM/9IaSEHWUVMEs8VQlpDyosKlaszqz+UOM5o+T+BFfMctfjESYqKSqxj1p3THJT78vs4SlYKkG1OKaBXStCAklxvuZp0us5xXHNFxCwudXJC9fmTzIUpFVnVtdr73ZmdCTewEbV9bV7Jx9olJ7YlQqqz+ewBEWA5jasRXX3hrtzvjNCTZ2qqZW7dwoyIP3eA6c/YdAPMfshqgKxYuvP4sCJMW48MimfXhiZF/c1KOjVbghWGIM7nJICqpr3HSUv/W83ekF3T5q4kw4R01WhFjQSKoOFAIKAYWAQqAxEVDEWGOir8ZWCCgEQoaAkGPNmDFzxRzdSrfz0pg/kKheVXH3PhN9e5kYMUQIMe2sWb7c+/I+0grfs2+86n34tksFzKkTgUymHgZiui9KLclO+fCzELFRvolVe+7UgVX+BkpVSN4oc9k9k0U1p+H6qxz4hEb/2STEQhk9UzgGlXkvB2CqLwSjqMcmjNHxxKMuvP+JgcXLFUHmOz8j+rthLFnjexvQsyiR0vOK4Ca5cHuvzlYVSvG5ahUTxU+E/QjGX8w3Wi+mxz0+qq+VKldEM/4uzWJsEx9am/ZM5yTLHGA8QtLnNpJxot5qznRKiUOszLiTZu/hDiEA+/J8ZBWXWQb4d/XrSgxirfRKX4qly2aOq1lWCi0+wRYxJn5i4ismCrUofjmJWqs71YTi6dUvoRmeJokopJWdsHzGBn3LziFWW1HHXZv8tb/cfqrVvqSqTzzw5BzdS6Iw0PDu2AzHwBEBEWMypnyGvkdPvDbWZyYLz+09jG+wmuYhnr9gSDvfeso/egNxP/oVHKzoGah3n68vf5/Fdy36kiv5i7cFNJU26S9sqp1CQCGgEFAIRCgCihiL0BOjpqUQUAjYR0D+Nk9sqeFKkmNvvWefPBIiqHqIp9ibrIoopvNCgJ2uds/7j6fPJ2EWfnh+P9KvpGVKSBql3ZgyXkcSTftr89+y219d7Qeweua+DNOqQvnNaxxYy9RFqTw5f64DV16qW8RcRgiLHYg67asVRkBkoaxDigEIWdi7p4Z5nN/o4Rr+87wHeYF7qtcFT5PZl5aqIy7WjTJ6EAUaonb5Kas9iirJSza4Mwmo31KtJTf00fTT8hFC/vbv6N4TYrBnShXEAGPZ0VPYnl9kVcIU4/fuTNtjgrLt3vTW7UiMBT6PAyTBqquQThOnBRlHMTPI9Lj6FjO3a2XK6Cv7cyxftZep5PvFkJ4IJm2wkhhjVQ8b6XjDmBLoM+CXsav7ZflM+etbT9X9xtFs0KQKOtPyjFz7xpEfZB3HuwePW6mUybw2xrBIwFg+ggn32qVwjZkKnWSqceKora6iqWaUtNYlR/JwDSuFfpNKsW8v30p1XSm68vqtjpmtzqs09uzcbKnGvK89U2Vr6F+KL1/U9Mvg6DUAWlRoigiEfpaqR4WAQkAhoBBQCNhDQBFj9vBSrRUCCoEIR0C8r9vR3P7yWbqlHgrVdH2VGAPtT5RXgwfoyKMH2qFse8TYyGGaRaoteM+LsrJAZ+D/cYuXGoiN1dClkwYW7WOaIlMmyf8ZJEb2MHMth35poYrLeJ5OMC1yewiKCOyhum9/hhdCtD36EM35V5r0HzufuAzV3CO9n0sm8bxt2xDUNBezyqNJkuKpMf3wDH29fN5Wn2TnYl98iXWjb2cAJysferMP2DnknLYrjp3CX6hSEuP3g6fL8GHWCYu0E/LhO3262KqOqScmwTjFi89m/HPnIZSTJZc0RvEbS6IKSFRaMgch7YSsa4hYkHkUb9NX65ckxHZTpfZzEpj3D0yxsAlo/OLT0Fsmws4nRrznfMHLBDlMY8xghUghfYa1bom+VI0FEmb+GZ8xm8SYVCz9vz2HcRW95ySVUxRaoQrj8EE4BwxDxaIPbXUplO3PeF5+n74fR1ghU5RsUiRCSLtbe3U6S+kKCb2Uvn1S4TUQsqzi83cRd9dDcKT0gffAbltz9Lexa/BouGiuD17rmkPdQviLm2qnEFAIKAQUApGPgPqtFvnnSM1QIaAQsImAkGOSDjhzmo5Pv6xZvWWzy6CbCzG2KZ3G8rn2uurHKpajhul4+wNv2BVQLlelV5uo4sorTLRN0niDxkwZkmOdSZK1aa2RbPRyn7011NZa/No6UPjy0puhO0dC4C1daWAPuZfxJMh+/0un5UW2blPoxqhtPZG2vQ994dyvrA9qWkI+jaLaRtLk1pJ0uC6lMlVNvLWksp7d0Dt1ZTraKruHnW2/IbfQMiu/s2+Xs9t8/laSTmkntHh6hAVAILSi39oxEhySAifKOSGlRFEnlTKTSYrd1LOTnWkE1PbTw7l4df8RK61VSEJ5iA/c71np8NXJg+EM4NwYRfnQWn5NdPkzMcH+TSrkhAg7yIekDEoKpxA/ku4aaHizD1b6jG225+mVxxTfVJJxN1CVFepwb1iB6Muut02MyTxE1diBBRtWH8+3rt9fDu6B1mdIO5mzELzijyYKxH5MkxVlZiDh3roBUeMvQWkA13Vd4+kduyJ6+lxordsolVhdQKl9CgGFgEJAIdBkEVDEWJM9dWriCgGFQF0ICMmT3FWzzO4XUQHV2CFpmFuZjmgnuvD+esJoHR+T3DucY+dI/9oKWScqD4mBTJ+cyCqPsk0qe0pq48EsGouXAjdf77C2r9vE9yEqbKCTvBxFJdySFSZKOUao4yiznRYwBTYtVbOqiE5mKurTz3lQwLTLiyFmTnXAzD9mO+2rOjZCtmzJK0T6qSKLeBEFjihbdpEMurIbK9DZjGD9xcRHqvqnSOYUiDJIi2sOo4AXu824nuSgED+96aM1u3Mbm0eHprlUe7y7fzeMrpIiKCbuiSxM4OGH2nlWh+T/eEbeSTi6Jvt/AFuKskk83iSlUlRa3VkhVAzmH9283/KlG8kCBYGEZ882xMy/xfahomjcU1BiEZftmL4oBK5UqFxzIh/7qWR7bFhv2336DvBm7GGhhjI4evaDN4D05G/Tj04+T7FnPNeETHyXir9lVEFKquUtJFQnd2hFYrGyQItvXDvP7qWfsEjAz+DoMwBeGvIHG1pUNKKoEHOmDaNKjF/a8gtChUJAIaAQUAgoBC5ABBQxdgGeVLUkhYBCoBIBIcd60djd7dawbFX12+nIRqllPDBjigOr1hvYtz/0c++ZomHkUB0fsdKk221iPM3rtzGdUQoEDB+sWUUMPqbR/isLvOjWRYMU7gul6f6VrCAqRQj2hmFtVc+srGnvAS/GjhT1mAsr1xpUqNlJFqvaW9N5PXE4fbzS7altalqdkC1f0MD8MRId/RObYzlv4j84dByd6Ccl7+2E3iWFVSDdMANIX/SNc6i4FNlUaYlCSlQ48VIeNcDQYmJhFgbmMSaKrMPF5dh+6rSFw2aSh6JmE6IsGJ8vf5fyTRq3N3c6rfG70vBeKoRKSKXMQMPIO04CZIitw4XoeYBpgtVDyMOHN+zBjT07QiqG2g1JWxRuT2vVBmbeCb8PF9N/8fF6cP0eDGoVD0mtFOKuL1VYo4lNsEb33gO74KQJfyDEmE8FtulkoUWIbWZBiwGJLaw0y2FJLQOgMmuGxbNpDaLGUTUWJDHmGjoGrklzmDLJ86fSJmsGW21VCCgEFAIKgQsGgcD/orxgIFALUQgoBC5kBKKiNPRnOqLHa2IVSZGmElfMcWDHblYDDMCo3581nsg1LeXNdfN0Ekcm8vJMLFleiY94oE2fpGPqBB3Pvuylb1doibkRJORatDDx7scNcz6E1Fu8zMDOPcBYplf++dcufPCZ11LF+YNVU2vTJok+ex2jUfLGpqCmLv5ZpR4Dfxjex/KyEpLhv/QZG0jC4Y4+nW337ewt/mIkPAIMUf9IhUNJ63xk0z5LDSTEjKiExrZLtOUvZk3BIsbsK8bk2F35p62Kh9entLfUSUIcyjw+IWZP0o9N1ErhDEKBu1btsMYWPKQggqjmfrR6J89X74BS8czjOdCak5EPQWQUlVrKp+gg1E9mfp5VZdFjgxiTqQv5VUgyTAixm+nhNYKkkygNQxHulV/Qx+sXqIhrZqt6p29s+Uz9d3c2xvN6fYJVVVNYwTPU4V69GK4Bwy0/NA9TK+2Go1svRE271EqrVeb6dtFT7RUCCgGFgEKgqSIQmr8Umurq1bwVAgqBiwIBUY4NYqqg10ufpA0NQ8YEA+z1VzmozjKwal1oCamqcyooZLXNhV6L/BLiMOuwaWXJyA23xBrilNrHYRUyyDkaunk0bwEMGQh8wvRQ8QNryDjKAndvs1pp396V1SsnjnVYirj9GZF/TdjBac50HRW7tsGsICMYRKw7UWClCyaSfPoW08DkEUw4OnWDe8vagLuQtL2fpCVbx7uZm3yI/mcZTEfLJAkj7+2EpFFqTA0zS07bOexsW/EWS6UKqTmVWuIP1YFE2P8b2RdPbMu0UvfCTYytpFeVg4qq/4xLw3uHjuH1A0csE/62JMf2Ms3Sp046O2E/XhgkojSq0CR9zs61c4oeWTtIFPrOxb7CYhRUeCzlVjCZd16qxhzde8Fj85q5nBU7Jc1XlGryzbWVyiwpCNAqOgrDkuItctUPOGpsYjKXXKpmOvsNgXv98hrb1LVxEosVjCRR5/MXq6ttMPtkbq5x02GHGNMSW1tpk4K55gpd0YJg1qGOVQgoBBQCCgGFQEMhoIixhkJajaMQUAg0KgJCjgkh4/Vq2LA5dERPqBc17zIdxcUGFi0N/xw9HuCzxQaOHtcwgamUc2ezWMEiw6p82ZaVPSWKS0I7jznTHNi+i6RGVqiR87+/XXtMyGPUcB0/u9tB7zf6j73gaZCKn/7PMvCWQ1PdMD4LnIDyjSzqrEC8u3zHV3/WElrBm5VRfbOt97voF7U9v8iqAClpnj3iA1Pc6G07wjhNdjjAiKESKp/kj3iNSXqpz+uLGZY4XhYcIenPlAoq3Bb51S42CvNJAt25crvlFygprvncF2iYZaXQ4hNh5tKkz8/YwNTA/9uTbaW2SkVOwaIvUxoDIeeqDunZsx0xc79RdZNfr6VCqISk3P4x/YD13Ilm9sUskPDSfg2/o89YMMSUZ9tGOJlmGAgxJp8peYQ7pMCFcwgrSA4bC/eGlXUOJ2Soa8JMuEZMYDt+32v2U1/rHEDtVAgoBBQCCgGFQBNAQP32awInSU1RIaAQCA0CUS4NksY3ZGAl6ROaXkPXyywqfeidzTS/0JJRtc1QfMzkHi19u2lVbmzdSsP18x2WYf3kcZWeY6IsC1WMZyEBh9PEitUNs7765r2G/m3PveqFkKaP/8aFG68L/w1rfXMKdv+wQTpidDfEKDyYeJ8+YulU2kgVPak8GGzoVIvJPbcdv6jqY8pcHtm0F+LR9Nzew1YFv0U5Jy3yo3rb+t7rSW1hBmC87+tXlEeCyzeXbMFJKqbEW6yUxIvMTVIqwx1j2iZSpVWpzBKSJ5rqNzFzF4N5n99YIHMwS0uYQpdg69CpNIx/efIgy9j+O326YCyJMR85Zaujao2NrANUsLkgSiZ/QwpDHGXFUIn/tzWDqjEH/jIq1UpvfYoprpLa+Wam/6RfTeMK6aQxlVLvEJyCsqa+Q7nNSqkcM63OLl3DxiHuh7+wiD5LMqxIsTrxUjsVAgoBhYBC4MJFQCnGLtxzq1amEFAI1ICAeFSLUsgwDWzZGhkEjUxzEomodm0lvdEApxbWiGc64zR6iHXuqEEy0HbtpepltYHX3vZi1jQdU+gttoXeZstWhW4isjapfPn2Bw2cP1kPkqeZSffFEgPtWWBRrou/POrCInqtvf9JZM2znmWc3T19AlNUt607+z7QF5ImKD5Ia+kr9p3l2ywvpFE0Lx/VJsFSBtnt19k7jf5iGXYPO9tePqn/3HUId6V2Q3uqov65k2l2zNMTj6Z/cbvd0Em2mAV5dg87215SKMUjagvJw9SEZkzTc2EjSbF+xG1o68AN8M8OUM8LB6Vp4rl2z5qdlnquhKScvJbqhmIyH2gIMabHJ8DO1S8prhK7Wan0GXrQScVMiS5UaX0/tauVcmptCOCH91Rupc+YnwUb/s1rQYjB25n2m0XF2L1p3c9er6LUupGVHxcESYzJMrzZmSxUMBwVR7IDWFXDHOLZsdlSgblGT4Z79ZJzBnX0HYjoybOB2GYAU2cj819F50xZvVEIKAQUAgoBhUBYEVDEWFjhVZ0rBBQCkYiAkGNjRtB/hqyQqKUaO4axCmQqfa8WvOcFLWzCGuKFfeWlDuQXmHiLfltdO2sYmKahdSsd73xgYOGHBgbzffoOmvOHEJrpkxxYt4lqDvp8RWLIvN7l2pO7axg3ko9RTqti59KVoSMHG2LdKV2B8sX2DbdlbkKuPLZlP4bTA2ke0/N6Mk3xDnTBfhIda07kYwUVWx/QT+v5iQPgI0P8XZPlL7Z9o7/Nz2snJFAhUxcHtGoO8T5Lbl6ZQkka2TJ5P++AejZoLZnWSXIj0BBPMyHDpnf8Ws0klTLl0RDRjP5Zl3Vpg2b8MhN1ljwSaDDfM74Z8Qic5jCLCqAlfL2mutYi3w8L6W8mBGos5yOVIAe2aoGHBvVgqqIL72Qew29ZlOB/49MQK9LUAMI4klXpM5a+3q+jxettDz3OBAEhTQ+XlJ09Tq7vg1TVHSZhJh5owRjyu9cuRczVt6Hi84Vn+4/EFxXLv7DSUT0bVsB0u+Ho1pOVJmfB0Zr/qSAhpkIhoBBQCCgEFAIKgUoEFDGmrgSFgELgokRAyLFxrFBowsDWRiTH+vTSMJpKpfeoUMo9GZ5TkcQUyZOnKomutkkaJIVSCLDCIkCM9bNzNJJlOvr10Syl2Mb0EDJiXNK0SRrKyk2s2xjafsOBVkamCXn06yMEoo5LSOgt/NhLX7rIJ8gun+WA93g2TKpsAol/78piJT8vJtIgvGqIj1f3FrG4oUdHnGalP7ukmPQl6XBGEP5iMqYY2i8+kmelMMp8JOS9qLRsR7PmMAtP2T7Md8D/7TmMj1hhUAzeRYkkxJTv+cdUKcXLF0wYQ9In5XyEOsz8k9DatPer2wqSg88zpVVUhDvyC0l+6VYBAB8td1e/bvgevc+205hfyNZAwrt3O6LnXOv3oeJvJoqwnJJyfLdvF/xm8z5IeuUBFmgQE/4okobDOBfZFtiMKqdiHD4Is7gIjtSB8O5M93t+Dd3Qu38njONHSIbNhk4yTO/YtdJYP5iqCA29CDWeQkAhoBBQCCgEGgCB8P7l1gALUEMoBBQCCoFAEaDnMMaTHGNSUqMoxzry/lNSKL/4ykBWdqCrqPu4Vokarr5Cx1KmRe7YRRrwDL/jdMrtayVRlZ1j4lC2aVWg9G2ru1f/9yZ3A9VwOl5eYCc5y//+w9Vyx25gx24Dw4ZouPM2Bw5mOejD5rW2hWvMYPsdN8QNc8PqgLoRvywxkf/ziD5o/f/buw/ouK77zuP/92YAgiTECrA3sBPsnRQlUaQK1a1iFZfYm2zsPZuNs2vH2WySk9312ZKcPevsOmc3e07inCSOq2zJkqxCSVShGsUi9t47CYK9gSQw7+3//4agQBAAMTN3gHng9/rARJm5787ngQU//e//aiVU4/G/Nu4VO/Hwa6MGNv7STT/2+2kvJu1dFBzPvlzQvlu/MWZQ1E9M+91HlVnWz2vjqXPyX6aNvukaGj/A79xFg7HTjT/d6o+fHNZX7uzXM2robk3drRrpfQ3pTmrj+2Iry8zzqFMEC4Ds2vXXv6Chpq2j4ef+cuZoGaVVZK0dwYlqKRpV2aqHd9JQ0F7rBT3Fo7P28irS90MtI/Ouhi4WGtr3TH1Q1qpJGz0otXdneqtfdz0Q4MzNg0zr73bfgDL5jm4rtYo+qzK08NROgnxsygiZ1PM2STaoqLPtlim1rA9aG12+xQ9TOzdL0cRZBR2M+WV9JbxcI0XTbk+/FgKxFu8pX0QAAQQQuHUFCMZu3XvPK0cAARWwcOx2C8f8tu05Vqo/qy66NyErtIpqm/b4yscoLhZ56D5fjlSFsmVb+hrHjodSrW+PPqAnUL5jJ1KGUlIiUtbb06b47qui7pqbiEK5Uzf/mTYfBDnPOaifJ5u2hHo6p8i3vulrgKnNu19OyY7d+bln2S54sPaL61WWlBrtK5TNsL5QFRoqNHfK4yg9ZXCZBmfZjOSYiZI6tDebp173HKs6+sGcSg2gTkSN5kfqVrmva1BnJyFmPEq6SNCKoKW5ecs08LG3hmNI187y/Y3W8D3/wZhlOxYK1leplXUqliFd/WtbK+s/P7CL/ubOYATVR8QrbX0t1WTdOrnk0AkNLQdLmQZR/7zzcLQFd49uWdyrVVq79TCALdp7zKq0sh2BVrElBlVIXSvv1ze1Umy+HghQpU347fUP14rH+nDOtn9u0Qq25bodd4VuD7bKskV6uum/1l5omY4rH74tXb/9PfFu6y62BbWQhtezTIrn3StJ7SUWWhhGIFZIt4e1IIAAAggUoADBWAHeFJaEAAJtK1Dfc8z3AlnjeBthc6/k8UcSsmNnKGvXuw+j6q95792+dNbM4FfaS8x+IKwfv1kcRH3Gnn7cl+oTofTolt5quUu3ELocD97vy4nToazXRv5xHH3LtYG49mD7h59qFc4F0e8NkRlTffnu7ydlz/5Qnn8pJbsdm2Xr9MA9ntRt0VAsyK4y77RWOjWspGm8jiu69cwqhLIZicEaamQZ2DW8nlVDWV+onLcQ6jGknvZXch1mlGlfrZN6QuVZ3W6a762UtrX0v07PvFKuoWdT7wfVR8Ur0T80tAJMUjf/XrJ78WefbZdPNWSy+7NDA1YL5SystCqsb2pgVtkzi62uDRYXHj4gyYpRUpdBj7oxGuTamw3rB2eHJNSHYdZfzMLLZyr6y+w+3aPwrMHlWv9uqk4CW9v4adrc/r3WPy+Pj7T+cMW3L5TE+KnpMNBPXAsF83hZpkYAAQQQQCD2AgRjsb+FvAAEEHAhYOGYnUro+2He+0k9+0RCqo4FehJk/gIja+g/Yli6TsJ6mFkT+fptlFb99LMXUjJW+5v1Lfe0miy9lbRheJar6TjtVzZ0oCf//PzNf7jO9Vr5ev68OQmxfmsWitnQ3tWybEUgq9eJTJ/syR//22QUjFnwuGtP/gLO9NVb/v/Jo2sleHVlyw9q4aujdbvd3207GJ0oaE33G4/1V09fbPz51nxsP6znciKlXcNOG3zz4PFo829PrUyy6jYLX8Zqf7FZGZ7C6PcZEPWHas3am3vM3+rpi7Zlsb7xvW0j/ExP8KzQMMhORWyLYY3kLeRpvH3SAsyZWqFlp3X++ZSRGVew2cmUnp5MGbbiJEh7vf901yQ9kfK8XNEtiYO0QqtP5+sr6XK1qNu1WYrvezKraez79r/rgRIp/cNtom6j/IoGeaM1MPvBpr3R/cu0oq7xImrXr5QiDaLaOxizHn6d5t4jfhSI6d8rGogxEEAAAQQQQKD1Am3zr7fWr4dHIoAAAu0mYD/PzphqxRK+rPgsP0HHFx7y5bI2on/7vfyFYoM1kLJTN9/9IBAtjokOGSjv7csbSwI5fzXksZBss26vtLd8jDkzPHn/4+BaqJSPa+RzziHaFqtveSivvnnj98HlyyKfrNAAdV1KAzJf/v23ErJ3vycvva5bVrff+Ph8rtPmvn2WL8nUebmcQ3N72242o6ybfG/NTvnqyAGysH/v6HRDOw3yV3q64FYNPr6jTeUzHX6f/rpfORE1AM/0ufWP36Zb8SwU++NJw6PTDg+cvyS2Vc+qk6q0N1qmwViirF9O/cVsXT2Li8Sq6E5phdhB7VN1Wd+v0K2dDw0qa7MKne9v2CMHdStgF21637D5/wANpywcs62eFghlOqwnld+tp6RaEYzZ3HYK5gQNneqHBYRLj57S/l61MkaDy7v1MIf+XbI/ATG1a5v4j3XOasuiBXff0kMA7LTQhidj2uf+aMU2eVhP9rReZNmOuo2fSfFdesqjVkWmcvj9l+31/bI+UjxngR4CMEWnsEAsu6rObK/P8xBAAAEEEOgoAgRjHeVO8joQQMCJQHGRJ9MmpcMxqw5yOe5foCfY6S6l5192O2/jNVpDfwu8NmmzfRvHqgN58F5fnn0yIYs1HDt0JPMflhtfo6WP7TTHQ0dEtm7P73VaWkOuX5szMyGr1oVy5UrzM6UDskAfJzJ1oid/8M2EHK5KyG/0hNG1G/J7jxuuauHclAQbVjT8VMbvW23hH06okL/fflD+Vk+n/KFWRPXXgOW4Bk+2Fe3fjR8mVqmV6bD+YnaCXy6jRrf0WbBiJw7ayKSZfFPX9XqX5dRfzOZ8uqJ1Jzc2dX1Xn/ufs8e22Oj/23rPsho1F8TrnrbO9Pk/330kOhRgUNeSqKm9HerwRyu3RYc65BKORX3GstiSa9V78/r2vOFlaHFbFBpaxV0uwZhNnNq/S5ITZ7RpMOb3GyhFcxdIckSl9hDTRRCI3XCP+QQCCCCAAAKZCBCMZaLFYxFA4JYQsCqryeM9LXTx5MNlbsKdO+b4MkgP9Hv+pUC0NU1ex0uvpaTm0ueXOHw0lJ+/mIrCMQutPtHAL1+91KbqFsNe+nPoa2+1XTD0+St1896o4Z501wKYVWta9xquaAXZ8lW2BTclkyf68i+/mpBTpxNaFZiSD/NwoEHDV2mHRwwdkpCaN1c3/HRW71uV0e9pE3ILfTboFrRDWo1UWpSQuRpI9eucXcWPP3i4pLZvzHg9tj3QQhbrU2WN5a13l33O+lflOrzuvSTM4YRMu/4lrRCz5u1WKRY1ulcnq9rqpWtt6lTPXNfc1PPrT7+0NTTeTjlFK6TSG6mbembLnwvOndNgrFfLD2riqxYy/XLPUfnTycN1O2Un+QvdwvgHWpllWxnfOFgtvzNayzCzHMHRg+IPG6llrtpHL8thRqv1JNNlx05H92689j7L6uCGRtevXbFUSn7r34gsfkF7/LXuz4xGU7T6w8SQEVEglhg0TP/rjf7m115z2d7nVl+UByKAAAIIIHALCBCM3QI3mZeIAAKZC1g4Vql9soq0gsy2JOYypk7yZJIGbb96JSXnz+cyU+ueW79dsuGjra/Yi68GYgGdvRUlQz0RM7fX1XB+e7+zHoA3Y4ovS94Pon5cjb8el4+twf5KDcXCDHnqNPD8TJ/32RqRiXq/n9AQ8uFFeiqn9nd7/e389Fr7wkMJqdUtXOHZ0854y3UL3sIBvZ3M5/cqkytZbDE7X5uSA7pF8UPdkndKt+TZ+O6KrVG1mIVlUY8x/bWHbmnMdHil3SS1a0umT7v2eNud+GertkfbOC9pNZsFVFc0EKnTMiQ7DTHrSq1rV2jdO/9vy35ZcvjEDdslExqW/Hj+pOu2DrZuxvSjwjMnxddTDTMdJy5fiYJUO4HStuCe0DDTAsRK3U656VRuf/DV7dgixfc+mumSosfbvfnLdbtlvZ7imVQbW993tDpytvam0w9zHsGxI1E/tmTlVLGtlfkYidETpFgrxLxe5dHBEfm4BnMigAACCCBwKwsQjN3Kd5/XjgACLQoUF3syakSo4Zgvb76TYUpydeaRwyXq9/WaBiPHqlu8XN6/aMUMFtIcOerJkSo3lXANF/3IAwnZviuUPfvcz93wOvl8f/w4Tzp10tNCN+T2GjZsCsXeRo/0NIj05N75RVHYZoceuBxzJ12RYNlyl1M6m8sv6yteUbEEVYcyntMauP+nqVohpMMqkfacvyh7z9VEvcXeP3JSfqyhmYUav1gwRSwIymT4nbtIeOZUJk+57rG7zl3UarpL8sM7Jsh/0IDsuxqyDC4tkd/7ZJPc1cS2veue7PCDRdrPbG7fHlcPAEhGvcasGmrJoRNSrNV/2Y7w5LGoZ1amzy/V8kU7kOCcnsppWxhtO+U7Gty9p/fLKthyGamdm8V79EtioWZ4/mxGU1lwaQdKWD+xSb26RT3RMpqgFQ+u27ZekpNnOQ/GklNmaw+xu8XrrCds6kmqDAQQQAABBBDIjwDBWH5cmRUBBDqIgPUcqxgi8ugDvvaOyiwc61MusvDOhLz3USD79hcOyI7duYU+Tb0SawDfqTiUpfpa4zysV9iK1e58tu8Mxd6GDBaZMsGX//s/iqL+by++mso5nLQtn926+VKzRZucFeBIjJ0kqRz6ix2tuSyv7Dum28VE5msD98eH9r32Kq06q+rS5YxDMZvA69RZghwq7Kzv2kANfUo1/LHG8xYGWTg3QyuRVh0/G1UkXVtoHt8Zrs3+G48HBpbLz3YdiSq0JvXS/cBZjNTxY1JU2j3jZ1qYaac8/mb/Mfmynv5oVX1/p73qrDfcMw56skWVbNbkPovvd1tPPkftx+9I0az5YqdDtuY0z5bW4pXeJkXTbpfk9Nv1W18DzmK3p3y2dG2+hgACCCCAwK0qQDB2q955XjcCCLRawLZVDtKfq556zNeTB1vXI6xEtxU+dF9CTy7UkwrzdPJjq19Anh/YW3fdTZ7gyctvuK2GyvOyb5jetrxaGdLmre7Dvf0HRPYfCCSyGu/L9/4koWGpJ2++m5JVa7O73v0LROo25d5b7AYIR59IDNIQY/fWrGY7oeHTd5Zv1a2SyWj722I9ldJ6V1n4ZCOpgZSFMFkNqxjLIRiza5/VKjYbdgLkCj2F0bYL2umUFpi157ig+3l1E7DYgQXZjqDqsEjX0qye/tujB8rK6jN6YEMoTw3rJ1/UQCzb/nSNF2B9xpJDR2QVjDWeKx8fB4cPSHL8dKn96K2spvcHDJaiGXdIcuxk7VWm9896iDEQQAABBBBAoE0E+Fu3TZi5CAIIxF0gmfSkr1aAPfO4Ly9rOHZRe3a1NJ561Jdde7Xf1Fp31UctXc/CuzG6bU/b/MjuPaGeCNfSo91+7f67E9rMP5DDehJlnMckDayWrcwv3IkTEvWs+1h3P06s9OWrzyTk6ccSsmxVoKFrZmHGhBHa1+qFVQVL7vculytLX89qfW/pFrzBGjL9xYzR4mtY+TfaT+vFvVXXgrGsJtUn+X0HSHhJf/PmEBwN1UqoiVqNZb2r7h9YJv959Q55S5vLX9Yw6BtjBme7tIyft/3MhajHWH3jfdvCaOGcbWOc1jvziq9rC6irFU9PlPC69cg4QJyiWxXtzYZV0+09XxP1ibNfF2r/Nevvle2o075wxfMfzPbpeX9e7dpl0umexzIOxpLjJqerzbR/mDZ/jMJ5QrG83y4ugAACCCCAwHUCBGPXcfABAggg0LxAQg/E69XDk2e+kJCXF6fk1KmmH/v04wk5cSqUDz9pm1CsRFvP2GmTpaXpE8rmzxN578NAdmlAlu+x4E5fM4ZQPtVTGeM8Zs/w5dLl9LbHtngdl/UkSzv1ctUa0T52nthpnvdoHzKrLnz1rZTsP9iy54I7dItVzSkJjmgpWgGOqHl7pxJd38GsVrdeT8W8S7dPWihmw7bjWbP5XIf1PQvPZdajqvE17XACO23RxmQNyP56bqVs05BqmvbR6tUp88MAGs/f2o+tKssqw+zk0L56CmSXpB9V0c3UpvKZ9l1rfM3wco34GoylMqysO6wnmf7Nln1RIGYHKFg4ZmuzwO6eHA90SG3bKN7Dz4nXpVTCi7k182/8el18bOuThY9KYthoSe3d3uKUFjomJ8/WLZNzxPP1Lxb6h7XoxRcRQAABBBDItwDBWL6FmR8BBDqUgPZx1gBKoiqfVzQcO1p1/cuzXmSpulAWL8lv5VHDq06f4oudlPfPv0jJkIEasNzty0kN7bpqCyI7jTJfY/BAkfFjPfn5i5lVOuVrPbnMO15PILVecO0xduiBBfZWrgcBThjny59+OylVxzRY/TSUJUubtp0/KyXB+k/bY7mtumZizCQJDmcXZFkkuE8rjCx0spMpB3TpJLa1sreD0Mnv3UeC0ydb9RoaP2i3Nt3/oxXb5NsThskdDZrsW2Xbp9r03hrfW4P3thrje5aKveVjBFoS63XvKXJwb0bTW0g3pnupLNJeZ3Z66EC9dxZu/vWmfVEjfgsPcxmh3jvftuhu35DLNHl7bt3eHZKcNKPZYCwxfKwUae+wxNCR+md2IF6y7YLUvL1oJkYAAQQQQKADCBCMdYCbyEtAAIG2FbAiFuuH/NSjCXnt7UD2Xj2F8d75vnTTftfPv9y2AYtt8dyslUadSzxZcJcvb78byKnToVhVkeYJsmxFftZz9x0J+Wh5IMd1e2Ccx51zfTl9rv1P06w+nq70++ATkUoN6u6d78mji7RZ//ZAXnsrkIOH01VkFswOGlwkF18p3P5i1gvKQoJsxgXdEmh9qV7Ye1R+vvtIVHVUouWa3XSb2asHjskw3co4rLRLVCmV6fxeD22OflqhsxivH6iWiRpENQzF6qfpo1Vk/0crpe7VqqhOOZwIWT9fa39NaSJuJz++oNtMz1ypjbYq2kEFs7RqLKdx4bxupdRgLMNh9+i3Rg644VmPDukjf7hiq9ToQQWdk1ohleVIHTskyWHaZ6xQg7Fl70rnb/6RXFlcLOEV/cNXh3dbN0lOnClFU+ZEf3F4Vh2mf4l4kr1Dlnw8DQEEEEAAAQSaESAYawaGTyOAAAItCVg4Zm+24X/yAAA2mklEQVSP3O/LOx8E0rO7J0OHiPxKQ7Ha9M9DLT3d6dcuXhIZrf3FJlZ6snFzqL3NQinWQoSRw7289cxadI8vZzVMWrs+HdY4fUFtPNnoUdoEf0nTlVltvJToctb+aoPeR3vr10+ryMb48uff1SqyapFPtQda9+6hXNm1XbeTXWiP5bXqmp72FwuybEJupz3+1eyxYqHPIa0Y26PVY/vO1US/vrCnSk5pAGSVR/9x6shWraXhg3wNKeoO7G74qVa/b9slG56M2fCJt2sF2f/etDeqcBvZ7cbTIhs+1uX739+wJ9rG+aQ2urcTIK3/2Q90HX8wfqjMLu+R9aXCs1qZ1VNLGB0M21L54dGTUZCZSyhmSwl2bZOiefc4WFV+prBqxNSxI5KonBpt9yyaOlcSQ0bowvU/TiT5J3d+1JkVAQQQQACB3AX4Wzp3Q2ZAAIFbWMDCsbvn+dHPPL98OSVncmtflJWkhVNP6omZKT0ob/2mQCvHtNWNVo5ZI/4t290HVxYkDR/myU+eL5wwKSs4fZI5VVeHWo2V7Qz5fd7RoyJHjwa6zVNkrLrPneVJeW/dOru2Wvw+AyQ4VngL97XSyOvSVVKH9uWEY32yhmjQY2+iAWH9OKMnQmZ96mJJVwnOnK6fKqNfradX75Kmt75ZL60SrRSrtQCkjYYFTrZ98wfa42yIbuf8ya7D8qhu5azTNVgVWS7BWHDyhCTHTMjqldj2V1vXXt16ak33j2jfsWK1+d3Rg7Kar+GT6raslU4PPy1eiZ4saocoFNiw35PhmVNSvPCRKAzztM9eNGwPPgMBBBBAAAEEClaAYKxgbw0LQwCBuAhYIYAWseipkL72HMv/D8a2U8uaxffrK3JC2yWtXhfI67rVzrZy/vZXElG/serjofxmcZDL4XvN8s+b6cvSjwOtGGv2IbH4gvW8tsb3L71W+AGfVZFt2hrKUe099uUv6sKn3S5Fk2dFIU/d+hVSt2lNwTQkT4ybJKks+4u15hune3FSukt2/3zxOnfWkxabOTXjJhe3pvsbT56/dupiw4fv1Yq2S3oUbBTiNfxCHt8/U1ur20z9KBSzy3TVLYp2QmWZrnP72dxCo+CEJrLd9BSPLMZ+DcNWVp/WHmNdtOdaH6nQXmPD9X0LDi2m1/+WkNMITp8Qf/AwSe3YnNM8rp5shwEkx0/V3mKzxO+uVXoJ/d4kCHPFyzwIIIAAAgi0iUB2/7Jsk6VxEQQQQCA+ArZ1cZz2hSrt6kf9oPK58nlzfJk03pPdumVytAY7lWO015kGY//085T07+tJnVaOHT7qvlLMXtOjD2r4p+HMZg1p4j7u00MK9h0ItdF9fF7JON1WaUVJvv3g7ReLX9ZHiu68X4rufkiCg3ukbt1Kqdu2XvKSiLaSyRqLZ9tfrJWXyPphUaVRhict1l/sQa3G+quNe6KTJxcNKrt28qNVSP2Vbl+cots7LZxqq9FL/9CxCjU78XGQVozZtd85ckKWHjklXxjaJ6dlWCWiX5pdn7J5uq3U3hqPl/cfk9XHz+ihCt2kXCvv7tReaNmMVJVuVdTvsXYNxrTnXXLsJA3DZkpCDwMItVzXK9LGkwwEEEAAAQQQiKUAwVgsbxuLRgCBQhTQ1kgydLAnzzzuyytvBnKpxv0qLQ+xLXWva9N/C8bsEICH7vPlYe119iMNxvYfzF9gNXmCJ33Lvej0S/evrG1n1J1+MnyoJ794qfCrxRrKjNN737gYpf4Hcutl5PcbpFvNnpG6XVukbsOqdgkPfO0vFn7ybsNlF8T71jMrrKvVpuiXs1rP7X16yH7t5fXD7QflH3ccivp52ZZO64PWX09f/P3KoVnNm+2TrF/XhJ63ya/3Vcm39Npd9ONX9YCAhwaVy11Zhk71awn1VEoLV60aKrx4vv7TGf266dR5WalB2J6rWyptC6xVi53RwxXuzmF9we5tkpw9P6O1uHpwYlSlNtKfIckR46LvpaiRvk7uaUjNQAABBBBAAIH4ChCMxffesXIEEChAAS0kkPIyT770ZEK3MqacntjYRVstPfuEVipodZqFYjbs4LO33g3kK88kom2BazfkJxgr0mvOmObJex8Gcjm7XKGg7tbCO33ZviuUk7oVNS6jQoM837f72/xmtPof1JMjK9NNv/UbMtAtZ7WbVktq19a8v1S/9DbxSrtJSqvXCm145f0kPJ9bE8DnhvcXO/Vxw6lz2kOrJjphcVhFZ7m9b49rFWRt+br/ZPLwaHuiXfPPp4yITsT0rfGhg2E9vLxuPbIKxpYeORkdRlCpp3iO7NZVFvTvHVXafW/NTvn+rLE5WdXp93Knh74o1r8rvKwnj+R5JEaMlaLx08QfOS7dN6z+VEn7lYEAAggggAACHUKAYKxD3EZeBAIIFJKAVfR01YPpnnk8Ia8vCWTvvuzDqnt1u1+Vbl20EwovaSBlJ05a5dYCDXY+0D5f2tZIavRnQ/tRuHElkUuTxx5KyO49gezak/1rcbmeXObqpbu8hmlln1XYxWlMGOdJUVErQw8NR+obfyd0y5c/fEz0DRJoOFa7eY2kdmp/pjzcysS4Kdpf7EBBsvq9+2hPtuz6izV8QVYdZm+FMKxKrH7keuJj/Tz1v0bBWHf9zXL0YP2nWv3r5tPndTtnX/kXowZe95yuRQk5cP6S9h/TlD+HEZzSUzMHV+j38ZYcZmnmqfpbLKHBcpGeLJnQMCy0yrmrYVgzz+DTCCCAAAIIIBBzAYKxmN9Alo8AAoUpYEUbVj32sG5z/OCTIAq2Ml2pBV22PdNOlxxZoT3FNGCzuY4e86LTFO10QgveRg23wERDszyFVtbo3w4GfOGjPCQpmaI4ePz82xN6emcYq8MDSvRwO9umm1UxUMOQbMxE8StGi6dlh3X7dkhq01qtJNvirPImMWyUpPbudHCX3E/h9+wt4akT7ifuoDMGFy+IrxVj2cTHFoBV1+gfXI3Gn04aIX07577tMKjWPmNDhjsLxixEthDMgt2kfg+HqVrtGabhp/3esRJdBgIIIIAAAgh0aAGCsQ59e3lxCCDQ3gIWbs2b7UuPbqF8+GlmJ1Zak/U3NPjqdpvIV3Wr5LHqMPp4+85QT6MMot5iX38uETXbt1Mpz+S2S6xJqh7af3uKVqi99rb+eNwBcrEB/UT69xdZrNtPcx0jNKws7+1pyBbIxTz0k2u4vjHaW0wPHIyC0oafz/j9BiFZcrhuaRs0TAOAZyV15ICktqyLepPlEh55vcolWP5+xstqiyd43XpKsKswTjJsi9eb8zX0kAJPw8RsxqN6GuXxy3pUb6Mxtoc293MwUnu0z9j0O3KayV6b9QpLjJssif6DJay9kq4M01k9+68aDAQQQAABBBC4ZQQIxm6ZW80LRQCB9hKwaq5K3QbXvbueWKlN88ObZDIWptmpk8OHeVHYtXJ1IL98OR2EPae9yywss1Mnn/91Su5b4MuwIZ700gPe9ux3/wofuCchG7boyXeH3M/dHjPePsuX1etCqXEQZPXr48m0yfaWkG07Qlmj/d1OnspPejix0s89FGsC3CvWUjQdiQFDJNGnvxTdtUj35l6Quu2bomqc1L7WV395XbqI310rjA7saeJK7f8pW19w5nT7LyQmKwhOHY9Of8xmuT07FYm95WvUbdQ+Y4ue0iCrWA9TuLEyrbnr2mmWVhmWHD1BpHMXLQjT0t6rFWH1/fmaey6fRwABBBBAAIGOK0Aw1nHvLa8MAQQKSKBYf0YcMsiTL38xIa+9mZLTZ5pfnPUVsxMTrcG+/TpkYEJ++kJKfvFiSu5f6MsTj/jykVafrdsYyqt6+uXMqb7MnelHjdktRHM15t+uCZ0XyifL8xP2uFpna+epGCrSu5cnL72ezeawG6/y8fJANm/z5L67Pakcm37bu18DsvWhHDzszqxPebpn3Y0rcPwZDQiiDmZFxVI0fV50+p5tI0sd2C2pbRujrZctVZMlx03VyrODWlno7rW7fIVeSRcJz+beY8zlmgp5ruB4lX4PzCzMJWo5bXBG+4wN0j5jekplcyOqChs6ShJjJkhisB5UoKeS0i+sOS0+jwACCCCAwK0rQDB26957XjkCCLSxgO3O6albE5990pfFWvW178CNC5g5LR2KvfCbQKqPh+ltlM8mpEKrwrZqVdJvFgcye7ovd2lo1bWLhlYrAlm5JpAjVZ6cPO0ukOivWw4nVHpaqeYmRLrxlbb9Z2ZPT8iqtWG09dTV1a9cCaVXTz/q73Zc21dZpd8Tj3hSfSIdkO3Qky9tS2wuo3JMfqrFWlxTgy2X1jfMHzBUor7/egpgas923XK5VYL9uySsuXhtGj/qL7bj2scF905JZwkdNN8vuNeVpwWF1Uf1hFHdx12gI6iuEt/6jDUIxjytAvOHjNAtkrpNWHvpifYOsy3gVllmgy2SBXozWRYCCCCAAALtLEAw1s43gMsjgMCtJWA7d4o1YXhkUUI+0oqjdbr9rn706+tp6OXJjt1hFIrZ58+eE7GdQvVFOPbrp6vSDfjPna9/pjitULJZF96V0OuE2tfs82vE+b2xo7Tqqmson63NMaVqhGDbXW2r7HsfBtHpoKvXiVg/sDs1uLx/gSfnzqW3vTZ6WkYfjtX57PumPUd9sCBaTZaYMF0SuhXNqsmsAstCMttymeg7QOpWfdSey2z22r4GPJ7nXxfkNftgvhAJRCd46r5ua0wfaiBaaCPQQCyplY3Bwb1i4W1ST1719BTNsFarwjrZqaHt/Jum0MBYDwIIIIAAAgg0K0Aw1iwNX0AAAQTyJ2B9xObO8KR3T0/e/SAd1lhzfdseOWWiJwl9wJL3Axk90pOkVpodOPR5gGarsi17+RrWt6zmovsQKV/rbc2806f4smK1ezM7NTQaV38Gtwb5m7bqPZwkUlUVRr3gWrO+5h4zcoR3LRRt7jFt/fmoL5NV4ujwepZF4URy4owoQOm06Amp26unXe7dJcHhvRKe12S3AIZX3l+C8y3sXy6ANRbkEi7ViKcnU1r1WCEMq2DzBw7T3mfD9W20+L3KpNMjz+l/beiU7hemi/Q66R+YDAQQQAABBBBAIAOB+n/SZ/AUHooAAggg4EKgSCvHRo8UbZzvi50qeVF3pX24LJCqY54snO/Lc08ldLukRNsl833qYf3rGV6ha9Iw5ie/7DhbKG17o21j3bDJfTC276AGnJprfvEx7R2n99Ca7/fXyr/u3USr03K/3kQ9tOHqLrD6W1RwvzYOyop69Jai8dMk9BVdg5XUob0alO3QoGy/BMeOtMv6/bK+Wt1G4/1M8UMLxrQKS9opGPP1QAjfDoYYpk3zB1aI17mzSEr/bNLKxfoySqtoYyCAAAIIIIAAArkIEIzlosdzEUAAgRwFrOKoX7knX9Gm/G8sSemWSJHt2pfq+MlAHr7fl6R+/cLnbZxyvNrNn37nHF+WfhK0eDjAzWcprEdM1gq8lWtyD6maelUnTobRNsr583z5ytO+nNLspZu2ZarV7a/7D+Z2zdJSkf79YrgdLNovrBU8BqYVPskxE6OeT6E2W/MSSQk0ZEkd2CWpgxqUVR1sk75ffs/eEpzWJnCMzAQuXhBfK8baIia3AM7vO0gSgzQIGzxC/PJ+EqbqxLPy2qsnR0aL1+8hBgIIIIAAAggg4FKAf1241GQuBBBAIAsByxFKtOjhCw/58uGnoazX7ZRWefSLX6f0xENfHrzXl9V60uEn2pOsvtdYFpe56VMeXuTLcW0av3FzboHOTS/Uhg+YoSd2WoHJlm3uX9MY3ebao7snVboF1u7V0MFeVC127LhEJ1NaBWAuY+woDQTcLzuXJWX/3PoTL3UGv99ADUAGSHLy5Sj0CFN6wuBxDcsO7pVAT7UMjh2Wlk6/zGYRXvdeEujpmozMBIJzZ8TTCkDXw06L9PsMEL+/BWHDxC/T0z4sAAs1PC3S/mBXm+rRLN+1PPMhgAACCCCAQFMCBGNNqfA5BBBAoB0EfN/TvmMifXp7smRpEDXdt+15M6Z6MktPq9y+U0871JMq8zHG65a9gf09+fHzbVEbko9X0PSc9ro+1u2prsf92ofN+r/VaE/yWZ09WfFZKGs36GEKGmrmegpl/VrHj5VoC2j9xx3qVw0+vOL0FjhP/yWSsL5RevJlWKthmTbJt5AkOHU8HZQdOaDBWZVWmlVJeCm7tNHrWtomlWkd6h7pi7EqOwsxsx1eiZ4SWd5Xgy996z84CsK8HmXi6W+SUP/nNdgSme01eB4CCCCAAAIIIJCrAMFYroI8HwEEEHAoUFzsyaiRIuXlvrzxdnpL4yrdBrhlWypvWyoth5itBwG8/1G6z5nDl9OuU82b7WvftlB27nEbJpZpcGknT9rhCLbN9dEHfG24H8jQIZ7coVtRf/SzlFgT/lzGgP5WRRjDbZS5vOgGYZlNY1VE9haOmyyelv2Ftq+4rk7Ck8cldeyQhNqvLDhRLcHJagm1sqml4ZV0psdYS0DNfC1UX09PIL3Z8G7rro3wy8XvXS6e9QXro1WB2hjf9oJ7es+iPeGNtkDeYt/dNyPk6wgggAACCCDQjgIEY+2Iz6URQACBpgTsFEo7rfLL2nfsrfcC2bk7zFsoZtd/XLdwHjigvc12ug2Qmnptbfm5MaM9eUfDK9ejrFe6//eW7WG0/XWH3p/zF0Q6aT9w2xKbayhm660c48u1Ey9dv4CYzedZf6n6rZgarni6/c624In2nwotdNHqMk8b/Yd66mRw6qRWlmlgZmHZaX3/zEmtFNPGb1q5FJw9FbNX3v7LDY4fEV9DL1Ffr3sP8XVLqtejVzoE05M+/Z76cWl33QGpSbD1kLPwslEAdsPH7f+yWAECCCCAAAIIIHCdAMHYdRx8gAACCBSGgLXYsZMUrcdY3/JAPl6en9DKenBZn6xXFudY4lQYbNdWYc3wT2pj/H0H3LudPpu+NzN1e+uQQZ78/MV0+DaiwpOjR3O/nlXw2cmg9j3AaEHAQrIGIYz1EUvY29AR6dDMmstZFdrV7Xolz/yuBmWnooqzUAMz658VXjir1Wb6duFcOu1s4XId9kv6B43X9TbxS/UoVX2zIMwsPa348rUhvlXbdf3uf9NtrnqihDU5tCDSwsoG36D0Auuw3x28MAQQQAABBG4JAYKxW+I28yIRQCCuAlaAMbFSw7E+obz5rm7d08okV6O0q8i0SZ68+V7Kim861Bit2chruhXV9ejdy5Nz50I5WhXKHN1+evly+hTKyRN8GTzQk1cX535Na+pvmY4Fo4wsBCywsQozC28ajKjPlfa6Ev3eMOCwrjZ9uIEFQ/obLazVj7WHWaAnMYYXNSg7r4HZWX2rOS9Bje6ZramJepyFl2tELl+SUN+iG9XgGu3+rr2WTlq2qG9ep84aanURr7P+2tl+LRWvWzr88rpoEKZ918QeU1SUtrjaHC9ya/zNZwFjsTbFZyCAAAIIIIAAAh1QwAt1dMDXxUtCAAEEOpSA/cxqu8Zsa+WefW7+2H7mCV+OHBX5sBXN6R++35fhwz4vYbqixSO794bynvYls3W5HoMGeDJVQ7vF7wRieUUmw6rs7Gf4197MPaRqfN0v6fbWMAjl168GMneWLxZiFesWSguyPlkRaAP+3O/NFx/3pX+fz60br4GP21BA/4kUWmpsvwHr/7mkh2R4nqaWFh7Z1y1gs98EdVeicC0K2Oxz+o0b6ufSX9OPLYyzuexXm0/fPDuFsVvP6AWFutUzvHrwgGcnNFrIZRVx9dsT9Vcvqd9sGmRFwZ/+aqGW2Oeir12t4rL5Q/2G1O/TaFhQaFVeNleDKq82VORSCCCAAAIIIIBAQQtQMVbQt4fFIYAAAmkB+znZApgH7vFk7UZPlmkIk8uwxvT283ZrQrH661zUQpmPlweS0LUM00bzY7WH17HjXnQSY/1jXP3as0f6GppBZDTMaHiFJy/+RoMBx8Myhd6aYbyzNJTLmnfYYQVLP05XjFkln4veYt21nVN5b8cLZ7rsBfSmN648u24y+7qlsFE1VVfJ8Nv1uqmcfWAhmfDPO2eeTIQAAggggAACHV6Afzl1+FvMC0QAgY4kkEx6Mnm8yIC+vm6BDOT8+cxfXXm5yCSd46XXMwvXrEpsqzact1FVrQHUMO/adr8H79WeXtrjfPmq9Jxj9dTGKRM9ef6lQIq1kOWJRxLR6ZDWuN7Cn1WrQ7EeXefOh9Kzhye2rXPXnjAK3uwKc2Zq+qbji19IRIUvSzWEOtyK/l333OVHFXXVx6OnO/2/2dO16kaTj3MNzK2I6Iz2HHM1xo3WaxRGvOLqJTEPAggggAACCCCAAAIFLZD+yaOgl8jiEEAAAQQaCtjuqX79PPnq0wkZOTzzGpX7707IZ+sk2kbZcN6bvW/h1ZwZvtwxxxcLwiwo27ErHZT10HDLqrzqh7Y1kvIyT6ziyyrTyrQKynpyWaP/s9q+yYZ9buhgTw4eDmXT1lDGaJhmb3bA3eEj6Xl36XbNbTsCqdF2Tjcb1j6pQsO6laszC/xuNq99vbO2bZpYmba+Y64no7Q5vlXxuR6VY+gt5tqU+RBAAAEEEEAAAQQQaEmAirGWdPgaAgggUKACFjj5GpDdO9+Tgf093dLXujDonvm+NowPZcVnrXt8w5dv7Y8seLJrl2hQZNsWp0/xoy2FDR/X3PsrtUrs06sVZRay2bB1b9ySDsEGDkiI9RZbvS6U/QfDqCJtzbog2raYfnTL/3+3nkS5ZVsop7RyzfUYNyZt3El3zU2Z6EdbWq1ybO2GQDZrqHclwz5oTa1v8CBrH5UO35r6Op9DAAEEEEAAAQQQQAAB9wIEY+5NmREBBBBoMwELUqzKaNAAP2rM39IWwqFDRB/ryU9/lV3/rXNa6fWzq8+1LYUWslkV1aq1rXu5Z86mA7CGj7am9fXj0qVQklmexGjbQ4do9dk//rTBhPUT5/ir9Vifq1s7LcBLB3kpqRiaPhzgzrnWqy2QVWtufG2ZXnb8WF+K+Fs5UzYejwACCCCAAAIIIIBATgL8EzwnPp6MAAIItL+AbVW0Pl3PPZmQDz4Jmm2GP//2hCzVr584mfuao95aZ9LzdC7xopMarZdYLsPmtMCt4WjtdsU7dXvnmvXZ9VxreL2m3i/RKjFbx2atRrNh67QTOe2tT7luDW0i8GtqnpY+Z9tjR1bYaYctPYqvIYAAAggggAACCCCAgGsBgjHXosyHAAIItINAfaBiPcCGDAplyVLty6WnSNaPB+/zdYthKOs3Zl/Z1EX7hllTfaugsl5hVi124aJE8x6pssq19Jv1F5s2ObcGXNUn0iufMsmX6upQT78Mr/Umq39N9b8OHijSVwOq197KfHto/RzN/dpJt4s+/Xi6jM0CyMbjmK7NxbDearV1uj01x3DRxVqYAwEEEEAAAQQQQACBW0mgiX/m30ovn9eKAAIIdCwB6/tlQdHXnk3IOx8EsnN3KGNHe1GT+x8/n/02wzoLbXTu+xakA69L2gzfTon8eHko9jWrpho80Iu2VwaaT9nXrbLK3uxjG/W/Nny/8efCqxVTVcdC2XcglOmTrYrKkzeWBBqMNR1CzZlphwloL7LL0WWc/p+FYRbKlXb19GRNX7bvDLUyLdSqu6bXku3FJ47zCMWyxeN5CCCAAAIIIIAAAgjkIOCFOnJ4Pk9FAAEEEChQAatAslMjhw4SWbYylC3b8//HvVWSnb+QDstcsNg2RquGa+5UypHDRRbcmZC//3EqOs3SxTWbmqO7nnhpTfetKs7CMjscwELB4ydyN+3dK12VRn+xpuT5HAIIIIAAAggggAAC+RWgYiy/vsyOAAIItJuABS1jRnoaKoVyTsOqthinz7i9zqWbVIHNmOrLyjVBXkIx6/s1XJvs12mh3QENwqzx/vJVoltIfZk03pOSTm5e67gxviRy23naFreWayCAAAIIIIAAAggg0CEFqBjrkLeVF4UAAghcL1BXF+qpiiIfLnPfh+v6K7XdR5VjPZk93ZN/+In712TN9p/+gh8117dXdOWKyMatoR5skG7wb1Vsruqtv/E1X0r0AAMGAggggAACCCCAAAIItL0A/4267c25IgIIINDmAsmkJxO0j9VXn/VlQL82v3xeLjhNtzau+Mx9KGaLHa+hW3mZJy++GshxPcXzSq1upZzgydefS8iihb6zfmAVWpHm+4RiefkGYVIEEEAAAQQQQAABBFohQDDWCiQeggACCHQEAeuN1VN7gD3+SELmzop3GDN1kjbl18MiN23Nz52x0zd379WTMM+GUqY9wBa/E4gdXmCVZIP0kAHr3+ZiWFhpWzYZCCCAAAIIIIAAAggg0D4CBGPt485VEUAAgXYTsH5Wk8f78pVnfOkf0+qxidrja/mq/FSL2TZJqxY7eDiMtlJaCHa0Krx2AMCri7WnmYNLl5RIdFqoXY+BAAIIIIAAAggggAAC7SNAMNY+7lwVAQQQaFcBq1Ky6rEnHk7IHXPi9VfB7Bm+XNGm/Nt3uml+3/hGWO8wqw6zijE7wMCCxAH9PZk+Je104aKb647RqjTr/cZAAAEEEEAAAQQQQACB9hPgVMr2s+fKCCCAQLsKWKVSQrcjWvXV8GG+vPthIAcPteuSWnXxyjGevK8nROZznD2Xnn3/oVAu1og8+Ug6FLMw7vwFN1eeWGnbKCkXc6PJLAgggAACCCCAAAIIZCfAqZTZufEsBBBAoMMJ1KVEtm4P5YNPAknp+4U47pxrJ0WKvPBKfoKxkcM9mTHVkxoNw/buD2XztlCSGh4OH+ZFJ1Pu2O2mwsteg4VtBGOF+F3GmhBAAAEEEEAAAQRuJQEqxm6lu81rRQABBFoQsABo3Oh09djSj0PZ6SgEauGSGX9p9CiRN7URfj5Gt9tEHrjHl9NnRLp0Frnrdk9mz9AG/1tCWbcxcFYpZmuvHONLQk8KZSCAAAIIIIAAAggggED7ChCMta8/V0cAAQQKSsC2Vnbp7Mm98z0ZPTKUpbpl8YKjrYO5vtCFd/lSfVycbvfs3cuTXj0lCgH79fEk0IKwX72SkkuXROxjO/3S3qZMTMg//SzlLByz/mI+uViu3xI8HwEEEEAAAQQQQACBnAUIxnImZAIEEECg4wlYc/6KIZ4MG5yQj5cHWjHlZgthtlK+Bna2zfGVN9zu8Rw/1pPJEzw5N1vkzFk9eVK3UFooZuPosVDeWBKKVZJVDPWchWIjR2gi1r6c6RfI/yOAAAIIIIAAAggggIDQY4xvAgQQQACBFgWu1GpopNsL3/84JUerWnxo3r74wEJfPO1//8YSt9so7QACC72sKmxAP0/sRMo1G3Tr5Aa3Wycbwjz+sC+DB1Iu1tCE9xFAAAEEEEAAAQQQaC8BgrH2kue6CCCAQIwELDAKNJPatDWUj7SCLFXXdovv0kXk688l5PmXUnLipNvrzpnpa5VYKBu1j1hZ73RANrIiHZBZo/0160PdvumuvKu0NP1a/PQhl25fDLMhgAACCCCAAAIIIIBAxgIEYxmT8QQEEEDg1hWoqwulLuXJR8sC2aInWLbFeGSRhle6vfGdpW6rxe6Y40eVYrv2hvL2e4HUamWcDds6OWWirw3yPT01UuTVNwPZs8/Na50x1ZeZ07zopMv01fh/BBBAAAEEEEAAAQQQaE8Beoy1pz7XRgABBGImkNSTFJP6N8dd8zQ4GhvKBxqQVVfn70X07CEyTHud/egXbnuLlZdZQ30vqgj76NPrA7ez50Q+WxvI8lUiY/WUzgOH3IRipjR+rBCK5e/bhZkRQAABBBBAAAEEEMhYgM0cGZPxBAQQQACBYq2k6t/Xk6cf82W+hmRJ/Tgfw+ZevymUs2fdzm6N/M/raZvLVlwfitVf5dEHfLFtlnboQJ2jbaMD+omUdKK3WL0xvyKAAAIIIIAAAgggUAgCBGOFcBd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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = plotly.data.iris()\n",
    "px.scatter_3d(\n",
    "    df,\n",
    "    x='sepal_length',\n",
    "    y='sepal_width',\n",
    "    z='petal_width',\n",
    "    color='species',\n",
    "    height=1000\n",
    ")"
   ]
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   "cell_type": "code",
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   "id": "2aa3fff9-ff01-44ce-bddf-416b569a2c19",
   "metadata": {},
   "outputs": [],
   "source": []
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