{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "d0df27c5",
   "metadata": {},
   "source": [
    "# 4. Align new slices to the ABA brain atlas"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "01d00cc9",
   "metadata": {},
   "source": [
    "Finally, we align a new Visium slice into the existing 3D ST brian atlas. We identify atlas slices close to the new slice based on the semantic distances, followed by attention-weighted averaging to predict the z-coordinate of the new one. The atlas slice with the closest z-coordinate is then selected as a spatial template to scale and align the x- and y-axes. At this stage, the 3D coordinates for every spot in the new slice have been obtained, allowing annotated atlas information (e.g., standard anatomical region labels) to be accurately propagated to the newly integrated slice. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b56ee3b1",
   "metadata": {},
   "source": [
    "## Import packsges"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "71779577",
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import anndata as ad\n",
    "import scanpy as sc\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from STAIR.emb_alignment import Emb_Align\n",
    "from STAIR.loc_alignment import Loc_Align\n",
    "from STAIR.utils import *"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a9b8eda",
   "metadata": {},
   "source": [
    "## load data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f6a67855",
   "metadata": {},
   "outputs": [],
   "source": [
    "adata1 = sc.read('./data/brain_ST_all.h5ad')\n",
    "adata2 = sc.read('./data/brain_10X.h5ad')\n",
    "adata1.obs_names_make_unique()\n",
    "adata1.var_names_make_unique()\n",
    "adata2.obs_names_make_unique()\n",
    "adata2.var_names_make_unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a98aa6fa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "AnnData object with n_obs × n_vars = 35141 × 14182\n",
       "    obs: 'section_index', 'stereo_ML', 'stereo_DV', 'stereo_AP', 'HE_X', 'HE_Y', 'ABA_acronym', 'ABA_name', 'ABA_parent', 'nuclei_segmented', 'spot_radius', 'passed_QC', 'cluster_id', 'cluster_name', 'animal', 'ABA_id', 'ABA_name_level2', 'ABA_name_level1', 'ABA_color_level2', 'ABA_color_level1', 'in_tissue', 'array_row', 'array_col', 'sample'\n",
       "    obsm: 'spatial', 'spatial_3d', 'spatial_ccf_2d', 'spatial_ccf_3d'\n",
       "    layers: 'counts'"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "adata1 = adata1[~adata1.obs['ABA_id'].isin([0,997])].copy()\n",
    "adata1.obs['section_index'] = adata1.obs['section_index'].astype('str')\n",
    "adata1.obs['section_index'] = 'ST_' + adata1.obs['section_index']\n",
    "adata1.obs['section_index'] = adata1.obs['section_index'].astype('category')\n",
    "\n",
    "adata = ad.concat([adata1, adata2], join='outer')\n",
    "gene_use = list(set(adata1.var_names.tolist()).intersection(set(adata2.var_names.tolist())))\n",
    "adata = adata[:,gene_use].copy()\n",
    "adata.obs['section_index'] = adata.obs['section_index'].cat.add_categories(['Visium'])\n",
    "adata.obs['section_index'] = adata.obs['section_index'].fillna('Visium')\n",
    "adata.obsm['spatial_ccf_2d'] = adata.obs[['stereo_ML', 'stereo_DV']].values\n",
    "adata.obsm['spatial_ccf_3d'] = adata.obs[['stereo_ML', 'stereo_DV', 'stereo_AP']].values\n",
    "\n",
    "adata.obs['sample'] = adata.obs['animal'].astype(str).replace({'A1':'ST_A1', 'A2':'ST_A2', 'A3':'ST_A3', 'nan':'Visium'})\n",
    "adata.obs['sample'] \n",
    "\n",
    "adata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "06041297",
   "metadata": {},
   "outputs": [],
   "source": [
    "# construct result path\n",
    "result_path = construct_folder('10X_brian')\n",
    "keys_use = adata.obs[['stereo_AP', 'section_index']].drop_duplicates().sort_values('stereo_AP', ascending=False)['section_index'].tolist()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4bbeddf6",
   "metadata": {},
   "source": [
    "## Preprocess"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3e5e6e9c",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|████████████████████████████████████████████████████████████████████████████████████████████████| 100/100 [07:40<00:00,  4.61s/it]\n"
     ]
    }
   ],
   "source": [
    "emb_align = Emb_Align(adata, batch_key='section_index', hvg=3000, result_path=result_path, device = 'cuda:0')\n",
    "emb_align.prepare(count_key='counts')\n",
    "emb_align.preprocess()\n",
    "emb_align.latent()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa78c8ae",
   "metadata": {},
   "source": [
    "## Aligning SE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "401afc2d",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|████████████████████████████████████████████████████████████████████████████████████████████████| 150/150 [25:50<00:00, 10.34s/it]\n"
     ]
    }
   ],
   "source": [
    "emb_align.prepare_hgat(slice_order = keys_use, n_neigh_hom=8, c_neigh_het=0.9)\n",
    "emb_align.data_hgat\n",
    "emb_align.train_hgat(gamma = 0.8)\n",
    "\n",
    "adata, atte = emb_align.predict_hgat()\n",
    "atte.to_csv(f'{result_path}/embedding/attention.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "cce29ce3-82b8-4a5d-ba8f-d4020b0b65b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 966x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sc.pp.neighbors(adata, use_rep='STAIR')\n",
    "sc.tl.umap(adata, min_dist=0.2)\n",
    "\n",
    "from matplotlib.pyplot import rc_context\n",
    "with rc_context({'figure.figsize': (4,4)}):\n",
    "    sc.pl.umap(adata, color=['sample', 'ABA_parent'],\n",
    "               frameon=False, show=True, ncols=2, s=6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "e8add6b4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x660 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns \n",
    "\n",
    "vmax = atte[atte!=1].max().max()\n",
    "vmin = atte[atte!=1].min().min()\n",
    "plt.figure(figsize=(8,6.6))\n",
    "sns.heatmap(atte, vmax=vmax, vmin=vmin)\n",
    "plt.savefig(f'{result_path}/embedding/attention.pdf',bbox_inches='tight')\n",
    "plt.show()\n",
    "plt.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5817b8c4",
   "metadata": {},
   "source": [
    "## CCF coordinate prediction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "ad736dfa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "([-1.8182837328385228], ['ST_20A'])"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from STAIR.loc_prediction import Loc_Pred\n",
    "\n",
    "adata.obsm['spatial_ccf_2d'] = adata.obs[['stereo_ML', 'stereo_DV']].values\n",
    "adata.obsm['spatial_ccf_3d'] = adata.obs[['stereo_ML', 'stereo_DV', 'stereo_AP']].values\n",
    "\n",
    "loc_pred = Loc_Pred(adata, atte, batch_key = 'section_index', querys = ['Visium'], result_path = result_path)\n",
    "\n",
    "# predicting the AP coordinate and the nearest slice of new data\n",
    "preds, nearest_slices = loc_pred.pred_z(loc_key = 'stereo_AP', num_mnn = 20)\n",
    "preds, nearest_slices"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "ce937ce0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Performing fine alignment of the 1 pair of data...\n"
     ]
    }
   ],
   "source": [
    "# predicting the ML and DV coordinates and the nearest slice of new data`\n",
    "adata_aligned_query = loc_pred.pred_xy( spatial_key_query = 'spatial',\n",
    "                                        spatial_key_ref = 'spatial_ccf_2d',\n",
    "                                        spatial_key_3d = 'spatial_ccf_3d',\n",
    "                                        emb_key = 'STAIR',\n",
    "                                        alpha_query = 2,\n",
    "                                        alpha_ref = 1,\n",
    "                                      )\n",
    "\n",
    "adata_aligned_query.obs[['stereo_ML', 'stereo_DV', 'stereo_AP']] = adata_aligned_query.obsm['spatial_ccf_3d']\n",
    "adata_ref = adata[adata.obs['section_index']!='Visium']"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0f9e9d84",
   "metadata": {},
   "source": [
    "## ABA region annotation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "614a8a19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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wSN4ck+85f2+6rDY+Kankgf1Hsfes+i9IiOH1nCHEqpQ+8/34+V+ltLuDFpOR5AAtEYoz92GnxcLQ4DCEAgHOnntkZkwiUQoVwTI57RazZ26oXInd5b2rtjuddFjM9C5Lsruc1Bv0fF5ywmvuhoZq0iWBHsMP8NS2ney4ZiFX/biKBoMBgFtWreO7C84lWC7nsuU/e+Y+mTeOrVddyj3rNvP8Dnefi9tGDmP95Rejt1pZcuwEQ9//jDtHDefzc2bTaDASrVKxq7aeKLWSd2ZN4+29B0gO0nJN9mBOtrXyytR8bl+9HovDwY3Dh5IeEkRCYCBv7T2Azen2VD42IZdgxdk3GH78/N78x4y/wWZjbV0lTxzYSYfVbfwfzx7DvPhkND3xu26btd9j9Xabx8gDCAQCxoZHsX7m+VTrdQgFkKAOJEHja5zB/fBZVlnMi4f3YXbYUYklPDlsLPMTktFIvGOH5foubuu1wwDY29LIh0VHeWLYGCQibzfgic5u7tl3xGvsu6o68iLDuH1Aym/9evz4+a9mY10VN+5cj9nhIFkTyEfjpxOpVLGs4hTvFx0hPTCITyfMYEdjHWEKBXEqDStrK3htdB4vFu6lyWzgmeHjsDodTImOZ2n5KfR2G2KBkNuysolUqomQK2gymwD3BiAjMJjhoRGsrCn3XEdKgBaByfvahALQW6wew3+aLouF7dU1XmOfFR4lLz6WX0rKPGPv7D/E+VkZfHb4KCtOuV31b+07yAuTJzI6JpppXy31LGomJcSz7vKLWHrsJBd+5+7MNyg0lDULL8Rid/D67v1M/OwbUoK0fHvBOdR0dROmUrKuvJI9dfVcMWQQuXExWOx29tQ1UNnZRVZYCCOiIhEIBFgdDkq69ajEYhI13hsdP37+Gf5jxv94Zxt37Nrk+Xe3zcr9+7YRrw5gfGQMANFKNQKgr/BAikZLsEzuNSYSCkkO0JIcoAWg02Km1WwiRCZH0MubAHCovZmnDp7pVmew23hg3zZSArSMCY/ymnuys93n/ABLKoq4ecAQYlQar/GVtY39ft53i8q4JCmWULms39f9+Plfodtq5dnC3R5PWbmui80NNSSoNTzZc9/VGw00GY18nT+b+/Zs44WGvQCoxBK+zZ+D0WHnhh3r6bRaCJRK+XD8NIwOOw6ni5eP7MPstPPk8FxaTEY0EikWp4PFZSeZG5eEWizml5oKHh4yinC5gkCllGGR4RxqbEYiFPLx/FlEa9VcMXggXx51i17JRCIyQoPp7tPzfmJCHAK8nx8AEoGQo33i/OUdnailUo/hB9hSVU1xWwcPbdrmGTvW2kppeydtJhNryysAd47AO/sP8sb0KYz79Gu6eq7ju5OnKLjmcg43tXDFj78AIBYK+eni8xgUGcFjh07wYXEFaomYj3JHcFFSLEfaO3nvVAUnOru5bUAK82OjkPWTq+DHT29+F+NvtNso6+5kd3MDEqGQnLAoUgO0SHvtkr8pO9nvsZ8WH2N0WCQSkYh4tYZHs0fzXOEez+syoYhXR08kVN6/C73NbGJHUx1/P3EIg93OJckZnJeYRmyPkbY6HHx66li/x35TdtLH+Ev7CQW4r0PsFaI4jfIsN5lcJELcz3w/fv7XcLpcmOx2rzGr00G90XunfbKrnWq9jk0N1Z4xg91GlUHHgdYmOntyeLqsVv5+opAnh49lxprvPYvxu3dvZv2sC1hRVcbfjh3wvMcnE6ZzTdogbt+1kVKdu5fF3yflEySUYxTaef7wHpoOG7kjaxhfpiZR09lNUoiWVY2VDAkO4Z4xo1h89ASTEuO4YFAGVqGLG4YN4cNDbo/eS1PzCFTJeWzCWK796UzlwHmZ6fTVSEsJ0hKiUKCQiNFbbZ5xlUTMsRa919zitg7qdXqP4QfQW2006PS8UnDmGWh3Ovm+qJhOoZgPit2LB53NzvUFBxgSHMANBQfZ29oBwNamVtZNG8+0mIiz/Vx+/AC/g/G3ORz8Ul3OX/Zs8YyJBAI+nTCDKTEJnjG9zdbP0W6X/un8fKVYwuUpAxgbHs3u5gYCpFJGhkaQotH2e6zD6eT7yhKePnRmV//SkX3saKpjUe5UQuQKXLgfRP1hdTp9xjIDg5GLRJ5dzGluyhxCpMLXzTYrJpLHDx3H2cdd8MCgdLT+pD8//yMUdbazp6UBqVBEbngUCZpAAEq7Omi1mLhvyEju3r0FgACJlLHh0VgdDi9P3vz4ZCLlSgIkUq8QX6hM4bV7BnAC7WaTlxfO6nTSbjbxVan3RmJ3cyNZ2mCP4Qe4b/92fpl2Dhdu+sWTGPzy0X18kTcTqVLMLQUbPHOfHZ7L1pGX8caJA1yzax0AN6QNYsPlF2MVOXnp6D5eWn2A+fHJLL/0PGo6ugmUSVl6oojYAA1fL5jLM9sKmJqSSE5SMkf1Jj48dx5Xf78Ci8PBbTnDiQ0JQSWV8ve9Bz0VAfePzSFao0IhFnsWTzKRiAi1itgADUeaWzzXGKZU0N3nGaq32WkxWzyG3/Nbdev8xt/PP+TfNv41Bh0P79/uNeZwubhn71ZWTV/gcZNfkpzBqtoKn+OvSM1C1stDoJHKyA4JJzsknFqDjjqDngPWJmJVGqKV3hn6dUY9rx3d7/OeO5vqqdZ3EyJXIBOJuCptINub6nzmXZqc4TOWHKBl8aQ53LV7MzUGHWKBkMtTB3BBUrpPOAEgK1DD8vyx3LjrIE0mCwqRiEeHZDAlKvws39i/jsXhwGx3EiAV93stp6k3mjja0cWB1k4GaDUMC9GSqPbHB/38a1Tqurh080qazUYARoSE89nEWRxsa+LGHeuxOB3khkfxdd5sum0WHC4Xd+7axIiQcN4fN42Dbc2EyRVEK1VsqK/ilZw8nj+8m26rledGjMPksDMtJoFlFcXo7TYkQiG3ZA4hSqkmVCantSchMEEVQJw6gBGhEazu9SxJ1gT6LB6EAtDZbD4VQS0mE7uaG7zGPik+xiBtKEsrztTtf1hyjLkJKXx0spCjHW53/0/V5QwPiWBAaAjTv1rqWZjkJcSx/vKL+NvJci7e7n4eJaqUrL7yMiwOBy+cKOW1VVsZExrE0osWUNfZhUYh56TJxktFFXx24Xl8eWA/gVIZs9JS2FvfwI3Dh1LY2ES93sCg8FAmJychlcsJk0lpsbgXTtenJTEwMICxYcHsamn3XPuAQO/QpB8//fFvG/8ms9FnlwzQajbRajZ5jP/QkHBuyhzCB0VHPDfNFakDyAmL7Pd9C9uauXrbGlp6EnyilSo+mziTgUGhnjlGuw29vX+PQlevncWosAhuzhzCB6eO4nS5EAkE3D1wBIODQ32OEwoEjA6PYsXUc2gxm1CIxcSq1D5lPKeRiUXMj48mO1hLp9WKUixGJRYRIv/1Xb/N4aRCb6DOaEIjkZCkVhJylvwAs93B4Y4uXjlWTJlOz4WJsVycGEtKgG+5Yq3ByBXb97Gl8Ux8MkWjYs208aT2M9+Pn3/E8Y42j+EHONDWzMmuNp46VIClx6tW0NzA9JhEopVqbilw62pUG3SU6br4bOJM7tq92bMA10qkfDdlPh1WM9dvX0eXzUqgVMZH46djctiwO108f3gPdqeTZ0eMp9lkJEAixeyw82XpSc6JTyFQImVNbQUPDR1NsEyGWiJlalQ8GxqqEQCPZ48hWqlianQ8G+rdYQaFSEx2SBhGu43vKs8Y+tyImH4X02KBgBOdbV5jNQYdLoPDyyOxtaqGkm4DLx8/856VBiPFBhONJjPr690VTLtbO3i3XMarowYzeuVmdDb3bn9JRS3750zhUF0dly93x/kVYjE/XXweAqGQgvZuJm7cjVYq4fPxI2m3WBEIBNQbTFywZQ8PDkpnc2MLRd16FibF0WgysbaukQnhoSglYuxOJ0VdOlwuyNRqkPQKbZrtVuRiv4fyz8i/bfwDJP3/4YgFQlS9XguVK7h30EguTErHYLMhF4lxuJxYHA5cLpfXzVdv1HPd9rUew+8eM3Dzzg38MHU+YT3x/yCZO2u4pk8NsQCI6uWiD5UruXfQSC5KyqDdaiZMpiBWpfnVmtoIpQqJSEi1Xsf+1iailSpiVRokwv5j/IESMUc7unjm8EmazRYuS4rnuvQEkjW+Btdkt7O8up7rdh7A3CNKlB8ZxifjR/S7Q9/X1sGkNVs9oYXC9i6+KKti3bQJxKu9cyH2tHR4GX6AMp2BbypqeGxI5q96DPz46Y9guXeyrVQoRCORniXO7x3XPtrRSqmu08vz1mmzUq7vZEdjnWeR3mW18F7RER4emsOMtWcU9e7evZkNsy7g+8oS3jh+0DP+2YQZXJ0+kJt2rKeq5/5/ZnguNw8Yis5m5d2ThTxbuJsXRoxnWkwCIoE7je+zkuMM0Ibw9PCxvHPiMBMiY5gZm0CXzcIjQ3N44fBeBLhDARqJlBvSB/NkT1hRAMyIScRg8K5KygwJJkAmRS4SYbSf2QjJRULqjN6lB6e6dZR06z2GH9zx+6JuHS/vPBPnN9nt/HCqhEmZmTxwyF3O2Gm1ceWO/eyfm89FW/ZwqN0d5tjc2MLWmRORiURMWLUFW48X5IPc4VyeHMdrx0t4svAELhc8MiSDhwdn0KLr4PP9W9lUcpQLho7h4qG5hJ8lvOrnf5N/W9s/VqVhdmySz/i16QOJ6yOko5JIiFGqKe7q4MJNPzN73XJmrv2eHypLvHICGgx6Gk3Gvm9Jua6LesOZh0uEQsmrOXleK1mAh4bkEKf2dn0pJRIytMFEKVQc72zj05Lj7G5uoM3cpy6ohxp9NzfuWM+cdcu5aNMvTF39HatqKrD0eeCdZnV9E3M3FrC3tYNKvZEXjhZx7qZdPjc/QHG3nsu37fMYfnDfwH8/WYa9Tx5Cp8XKQ/uP+uQUnOrSc7iPUAjAz7X1/V7f91V1dFv7v3Y/fvrjZGcbn5ccp7y7i7fG5qMQiUlSBbAodyo6m5UXRk7wzA2USBkdFkVGYJBXrvyChDSiFWrUYonXe4fIFDj6/E3bXU7aLd73i8XpoNVs4otS73r+fa1NHGlv9Rh+gBeP7CVQKuPu3ZvZ19qE0W7n7j1biFGqkQlF3Lt3G1+WnuSR/TuwOpz8NO0cBMAVW9dw1bY1HOto5Zdp5/LlpFl8WXqSiau+pdls5O9jJ/PXEeN5PTuPLw8co7S9g7/PnEpWaAjnpKfy7NR8SnUGXh81BInQ/ennxUWRqlFxfkIM4l6Pp2eGZZEaoEIuOjMoFwlJUquI1ng/s0IUcjqt3guNbquNBqPZY/hPc6yzm++r6jyGH+D5I0Xsb+3g8UMncLrcuRfPHznFofYuPt+/lfd2raO4tYEXNi5nVdEh/Py5+Ld3/oFSGU8PzyU7JIzPSk4gEQq5KXMIM2OT+nWVH2lv5f59Z8pgOq0W7ty9meVTNeSEuTPv+xPf8Vxwn9dGh0eydsZ51Bj0iAUCQhVKElQalH0eNgDFne2cv+lnL1GRS5MzeHjoaC/5YLvTwSfFx71ig2aHg9sKNrJ+1gUM6OkdcJoGo4n79h31Od/Rjm5KuvTEKL3FOw62dfZbTvhRSSV3Z6V6iQPp7XZOdOn6mQ3FXXqI8x4bqA3sd256gBq52N/Hyc9vo0LXxSWbfvHE23NCI1k/83yOdrRxc8EGbE4n6QFalubPpd1iwu5ycXvBJnJCw3l/3FQOtDUzSBtKh9XMurpK3hqbz/OFe2i3WHh2RC46m5VZsYn8WFWKwW5DKhRyY8YQwhRKtFKZJ/M/WRNInFrDiJAI1tefUQNMVAf4eLFEAiEWh90r5AfuioL19dVeY0vKixgZGs53lSWesZ+qy7kydSCLThzmVLc7ie6dk4d5fsR4kmUBzPz6W899OzM1kXWXX8T7xZXM2+6uPBgZHMiWGRMx2B2sqKln5C+byQxQs2LyOGoNRkJkUn6qaWBHUytfT8zhg1MVRCnkzIqN4EBbJ7fmjqGqs5OSjk4WDEhnfEoKcrGYJLWSCr17M/TQ4AwGaQPJCdWyt7XTc+2ZgRovrwNAklqJpZ+kZp3VxrpTh73GdlUVc/WofN8/BD//s/wupX7RKjW3DsjmwqQMLA47zWYTB1obiVCoSFQHeAyr3eng0+L+y+6+Lj3pMf6xSjXpAVqKuzu95owMjSCmT9KfSCDEaLfzxvGDHGprJlqp5olhY5gUFesl4GOy23j92AEvww/wTfkpLk7O8DL+zWYTi/spTXQBxzpafYy/yeHod4fvfi+zz5hMdLZyQqFPOaFWKmV8eAi/9KMnMDRY6zM2JzaSZwpPou/loRAK4L6B6V6JlX78/BrH2ls9hh9gb2sjHVYLzxwq8KjSFXd3UtrdQYhcwR0FbqnbmmodFQY9H46fxk0717O/tQlwK3B+mz+XbpuV63esQ2ezEiSV8fGE6RjtNhxOF08dKkCIgL+NzqOkq5MIhRKD3cbXpSe5ICmdAImEDfXVXJqSSZRSjVwkIksbwonONoQCAU9kjyFcriAvMpatjbWAW0cgIyCIhhADP1WfEe6ZEBmLq58VuEAAJX2eO41GPaZuq9eCfU1pJcUdXTx++MxzYn97F5UGIxU6I+8UuYWHirr1fFhcwUvDBzLsl00eA/11eQ2H509hS2MrF291ax5IhUJ+mTcHjUjAOyVVTFq3A41EzKIx2bhcoJGKWVnTxAVbdnPngFROdevZ29rBwqQ46gxGktQqrkxO4IvyKsaGBvHI4ExCZDKmRoWzocGddzAuPITBQRrOHzKaV7b85Ln2KWmDf/Pfhp//DX43kR+BQIDD5eLxAwVeK/Rp0Qn8ddQEopQqnC73Krw/9DabJ/YfqlDywfjp3LtnC3VGPRclZZAWGMTgoFC0fcR+Sro6uGDTz56kw3qjnpt3buDrSbOZFHVmW9xhsbCpwVvN6zRH21sZFXam3l+AwK1R0M+1yvqJ+QdJpYwJC2Z3r4zb0/QX8x8WrEUmEno1IQK4b2AaUQrvz6eWiHlm2EA2NbZ4reynRIUzUOuraDggUMOO2Xk8e/gk25raGKjV8NzwQQwN6t8j4MdPf/SN88uEIhQikVeoCsDuclFn8I7zF7Y3U9rd4TH8ADqblTJdJzub6tH17Mw7rBY+Lj7GbZnZnLtxhWfurQUb2TDzAr4qK+K9ojM71C/zZnFz5lDu37uV94rcNfjvj5uKVirDaLfz1vGDPHVoFy+MHMfs2CTEAiFOgYtPSo6RGx7DrZlDWV5VSl5ULFOi4tDZbTwweBQvH92HUCDgueHjCJUpeGDwSO7r8U4KBQLGRcZg0Ht7EwaFhxKkUCATijD1SnjWiMVUG7xDlic7u6kzmrzu326bnSq9iWcPn+lCaHU62dDYwujQIL4qr+n53uzcvucwe+bkc+GWPRzpcLv7NzW2sGnGBGbHRjJ+1VZP+eAHY4dz78BUvquuY+YGdyOld8cM48b0JCx2K4auehZ+/jK35M7gyWkXcqiunDlZI2k36lh+dC+5ielEaLQ4XU6KWxrQW8ykhUYR2Ktnit5iRimVIhT4PYn/zfxTv57d6aS0q4N1tZWsq62krLsTRy+30u7mei/DD7C+voo9Pe5zqUjElalZ/b73ZSneyWhpgUF8PGEGz48cz/KqUu7YtYkrt65mY3015l672h1Ndf1WG7xx7CD6Xu4/uVh81mY+UX28CZEKJTdlDPGZJxOKfHb9AEEyKW/mDEXRZ2d9e2YKKf1IcKYHaFgzdRxxKre3QSwQcMeAFBamxPebkJcdHMjeOZP56/CBXJUaz/f5Y/h8/EiilHKfuQKBgKHBWr4YP4pD86awYnIu48JD/Ipffn4Txzta+az4GBW6bt4YnY9cJCZYJueVnInobXYeGZrjmRsikzM8JJxhIWFecf4LE9OIVqlR9Qm9hcmVOFx9Fg9OJ01mbzEgs8NBi9nMl33i/EfaWzjU3kxhx5mE1nv3bCVEpuDO3Zs51N6CwW7jrt1biFNrEIuE3L93G1+UnuTmgg3EqwNYPnU+ZpuNK7a54/wl3R3uOP/EWXxWcpxJq75lZ3M9n02cyVPDxrIodwrr6yppcBh4e9ZUBoQGc25GGk/ljed4UxNf5w5D1hOKfHhQBhEKOZckxnrF+R8Y7B7v7fFTikVEKmVEq7zv4RCZlM4+9fzdNhvNZovH8J+muFvP0vJar06CLx47RafNxrOHi3C6wOmCm3cdIl4t51hxAU+t/Jzi1gb+8tNnBCgU3D1xLvf9/AUPr1rMrT98yPMbfsBit/Hdkd1Me/9Z5n3yIjd99z51XW20GLp5a/sqprz3NPf//CXFLf3nF/n57+A37/xdLhc7m+q5ettqjziOXCTiy7zZ5EZE43A6+bZXnWxvllacYm58EmKhiFFhkVyVmsXnpScQAOMjYrgwKZ3sEN+6+BqDjuu3r/O426oNOq7aupqfpy9gWM/8hj7ZxadpNRuxOByoe54/wTI5jwwdzVXb1njNi1AoyQryNugCgYALktJpNBn4svQkdpeTaKWat8bkk6zpfwc9KjSI/fMms6WxhXqDmWkx7p15f939REIBk6LC2TU7n2azGaVYTIJaifwsbnmBQMDAoAAGBvXfu6A/lBIxSom/Q5iff46Le4nijA6LZP3MC6jSd3NLwXp0Nht5EbF8PWkWOqsNi9PBjTvWM0AbzKcTZ1DQ1MCQoBDarRa2NtTyWk4eLxzZQ5fFwt2DRuDEyfmJ6Wysr6bNYkYrkXFn1jCCZDKCpTLae86bGRBEgkrNsOAwdjSfMTAxSrWPMJdIIMDicHi8Cacx2u2s6aMr8knxMdIDtPzYqxfA8qpSrksfxJvHD1LcE+dfXlXK6LBIsrQhXLz5lzNx/phE1l9+MR8cOMwFy34EIEkbyNZz52IUCHmy8AR/PXaKjAA1P+WPo1xvIFAq4WhHJ4faOlg8IYePSioRC+Dq1ET2tnTw4KAMTnUdoMVsISc0iLFhwYiFQkJkUtp66vnvHJDKoEAN2UGBFPZaAGQEqum0ei8UUjWqfjdDdruNDcXeeUkHa8oRIEDXK8ly2ZFdXDUyj0dWLcbeU8a5tfwEe6pKsDjs/HXTcgAWH9qBxW7n9XOuQnKWMmg/f2x+869Wa9BzW8EGr5vvdBLcyukLiFKqvMrrehOtVCHqcRGFKZQ8nJ3D1WkD6bJZ+LrU7do71tnGZcmZpAUGAW7J0C9KTvgkxrmAL0tOkB0chkAgYFJUPIuKjtCX85PSCeoTIhgdHsUXE2fy0pF91BsNTI9J4NasoST0060vUqni8WFjuCZ9EEa7nTC5gkjl2YVyBAIBWdoAsvpxxZ+NGJWCGNUfp5OX3enE7HCiEot+U0mg0+XqV/K4P9qNelwuFyEqvwDJH5neojh7WhppNBm4e89mdD270a1NtcyMSyRAIuOu3ZsBaDAZ6LZZ+WDcNK7bvo5D7e74crBUxrLJ89DZbdy4Yx3NZhNKsZj3x01FIIBavYEbd65HI5HywsgJNJsNaKVyOq0WPi05zhVpWYTIFWxtrGVhygDC5AqEAgGTImLZ0lSLXCTizTH5BMpkzIhOYG2P11EjlpAWoGVkaCSrays9n2dCZAy+6W9u136prtNrrMlsxOFyecf56yq5PnkQz24v8IxVdHZR09XFcYuD7U1uTYBT3Xo+Lq3k+WFZDPt5kycs8FVPnH9PSzvnb9kNgFosZtXUXFwC2NrQwsQ12wg6Xc9vtSISCCjt1nPO5t3cOyiNoi49B9o6WJgcR7XORFqAmiuS4/myvJq8iBDuHZiOVirmksRYllS68x4WxEeTGqjlvCGjeXvHGXni3KRMFH1q/LVyJTKxFGufqiaLw86JnjyK02wrP4HOYiJY6b+n/xv5zca/0WTwUcsCaDYbaTIZiFapuSIti28rTnndMALg8tQsL2Oikciocem5ZPNKzyr1RGc7y8qLWTHtHFIC3DGnxj7uwNM0mQwesZ4B2mCuSMniy7IzLsKB2hDOS0zzMUwaidTT3tfscBAkk/9qEpxMJCalp3HQH4lOi5UOqw2lWESEwtf1f5q+QkLJahXB/YgP2Z1OjnR08fbJMo53dnNufDQXJcaeVRSopFvPLzUNrKlrYmJECOcnxJB5lkVPk66TdcWH+WDXBpwuF9ePnsyszGFEBgT9ax/ez38MuUiMRiLB1mcnaXe5fOr5C9taqDboPIYfoN1qocao4/uKUpp7SmqNdjvflpdwTfpAHtrv9sK1mE3cvWcLG2dewMclx/ikV1Lw13mzuC0rm3v3bOWdk4UAvDhyAncNGk6jycDD+7fTZbPyl4EjmJeQgsXhwO5y8nHxUcaFx3BT5hBWVJVyfcYQopUq9HYb9w4ayWvH3Ep8dwzIRiuRcWPGEF484k68EwoEjAmL9pEFHxwUSoBMhkws9go9aiQSqtv66PZ366gzmb3yATqtNo50dHPv/jM7cL3dztr6JgZqA3ii0J082GG1cfXOA+yeM4n5Gwoo6na/97amVjbPnMCc2AgmrN7mcfd/PG4E9w9KY3FFLTPXu+P8jwzJ4OcpY3G6YF19E5PXbefhzCwem6riYG0ZeWlDMMpCEYmF3DhmGh/v2YhWoeL5OZdjESu5a+IcXu1JCBwYHsuI2BTCVAF8tHej59ovGppLkMIvHPbfym82/opfce0oemJ7WYHBfDVpNo/t30GFvpuZMQncnjWMUJkcu9OBuCdZzu508FnJMR/3VIfVzJaGGlICtIiFIi5JymR7o68s78XJmZ5ywBC5goeG5nBJSgY1Bh2hMgVJmsBf3aX3TRr8v8LicNBhsaGWiFH/Axd8s8lMrdGEUCAgQaXsN1zgcrk40NbJPXsPs725jQS1kldHDmZ6dAQBUu/4qtFu54eqem4oOCMkND06nA/GDiehTx7CofZOxq3agq1HTGBfawcfF1eyccYEn7ahpd168tds81Q3rKtv4m8nStkxK48BfRYAJpuVt7av5pN9Z7o5PrL6G442VPPMzEtQ/4d+Bz+/nSeHjeXlI/uIVal5eOho9DYbr+TkceNOt2pfWoCW0aGRPm72S5IzCJMrUIjEmHq13w6R+Xq2XLho6qPjYXbYaTEbfapsjna0EWDQeSR2AZ4/vIfvp8zj3q1bMfYY4ecP72FJ/hzqDXoe3OeWG/+i9CSvjcrj+8nz+MuerextdVfMnJeYyi/TzqXdYuHT4mOMW7mEuwYO4+9j82mzWIiUK/mlppRwuYr3cqfyt2P7mRYVT5oiiPL2Dl6cksf96zdjczp5ePxYggICuEKl5rPSSo9n4b6B6UQpZEiFQo+3VC0Wk6xREaOUU2M442oPkkq9RH8Auqw26o1mj+E/TUm3nsK2Lq84/yvHilk0ZhgvHj115js6coqdsybxWVklHxZXAnDF7uN8Nm4k92aNZeyqzXTb3AmZ92als+XWiZzsNnJZwRH09gpuTo3ji8vuwuV0cLCunMu+eoMJyQP49OLbWHuqkAlJA+gw6fli/1ZyEzNI60mYLm1toL67g+TgCGJ75Ud1mgzIxGIUEn+X0z8Kv9n4x6k1TIyIZVuTt+tnZkyip/xOJhYzKSqO5VPPocNqZnllKZduWYXD5eTylCyuzRhEnEqDyeHgSHtrf6fhYGsz1/VI7o8Jj2JWTCKr6yo9r8+OS/KRBNbKZGTL3P0A2i1mzHY7BrvNJ+HoNG1mE4fbW1hSVoRSLOGy1EyytKGoJf3PtzmcFHXrKGhuw+xwMiEihIwADapfMejHOrp59dgpNja0kKXV8FR2FiNCvDsdnuZIexeXbN3DyZ56/tywYD4dP5L0PhrdJ7t05K3Z6skartIbuXDLHlZNHcesWO/vpLhLzxXb93mNratv5oOSCp7JHoioR4zEYLPzTOFJj+E/TbnewN7WDh/jv7qu0aessd1i5Yuyap4fPtDL21LT2cpn+zf7fN4lhQXcOGYamRExvl+cn/+v3Jg5hHnxyRQ01XPjjvXYXU6ytCF8mz8Hs8NBYXsLC7euYkhQKJ9PnMmelgYGakNos5jZUF/Fu7lTeObQbiwOO08MG0ubxcTlqZnsaKqlw2ohRCbnhozBKMRirwY/AwKDiVNpyA4OY3fLmbLWaKXKazEB7ji/zmr1GP7TtJhNLK8q8xr7vPQ4IQqFx/AD/FBZyuUpWbxx/CAH29wG8I3jh3h51ETSA4O4dPNKz9zpMQksy5/Hc9sKePag290/OjqS9ZdfjAEBjxYW8eSqrQzUalg5dRwVegNaqYQDrR3saG5l2aTRfFhcQZxKwYSIUPa0tPP40AHcsfsw5XoDV6bEMSo0CLFAQJBUQkdPDP/urFQGBmoYEhToSfQT4K7nbzZ5L7xSNCqPzHJvdDabT8vxva3tCATuaoPTvHaijAsS47ik4Ijn2fJeaQ150TlYOst4c/sqAJYU7kSAgAfyz+HCz1+jrN393SUEhfHDVfdR0trI1Uv+jtluI0wVwFeX3UlqaCTfHdnNm9tXEhMYwmNTzyMnPs3nWv385/nNxj9QKuPlnAm8c+IwSyuKECDgspRMbh4wFI3Ue5eqFEt4tnA33/cS0Pjg1BFKutv5+9ipaCQS8qJivVbzp8mLivX8f6RSxcs5E7lVn43RbiNUpiBCoSJI7rtjNNis7G1p5PnCPVTquxkXEcODQ0b5JPMZbDYWnTzMol4lRMsqi3lzTD7nJ6b1G+ve2NjMvA0F2Huttj8dN4KFyfFI+qnZL+rSMXH1Fs+NXGs0saGhmYLZ+YwOC/aaW2c0MX9TAVX6MzuhgpZ2bth5gBVTcr06A25tbPUR8gB45vAJcsNDCOy1++/b6es0H5yq4NbMFI/wkM5m53CfLOLTHGnv4qKkWK+xjfXN/c7d3NiCye7wWhDpLGafhivg3vl1W3wVHP38MRALhDx5cBf2nsz8E51tVOi6UUoknla6GxtqMDocvDNmMldvX8ORnntZK5Xx7eS5tJhNXL99HSaHHZVYwvvjpiJEQKW+m+t3rCNEJueNMfmUdncgFgiJUqr4rPQ4tw7IRiE+zuH2Fq5MzSJIJidSKPLofogEAp4aPpZopYrc8GgKehICAyRSBgeFUhuhY3uvDcrEyNh+23QLgLJu73ukxWzE1Ke8d11dFTckt/P+wTPPiz31jTTo9Ow2WNjd6i7vPd6p4+vyGh4dksGwnzd6vG3fV9Wzb24+6+uauGybezEuEwn5ZXIuaomYN06UkrdmG6FyKV+MH0mr1YpYIKC0y8CFW/bw7LAsNjY0U6k3cnFSLKXdeoaHaJkQEcL2pjaS1SruHJBCqExGXkQoW5vcv8PFCTEMDQ7k2tREnjtyppxwYmSojyJqiEyKXCTE6uibEeHiaIN39db2ipNcNHSsx/ADVHW0UNXezKtbVmDu+f5aDN2sPHmQ3MR0Hlz5FQD13R3ctOwD1tz4GBFnSZz285/jn0rTjFMH8MyIXG7LykaAu9SnwWzgcFszQTI5cSoNAoGAWqOOH3oZ/tNsbqil1qBjUHAoFyVlsKT8FK295HXTArSMDY/yOiZYrkBvt7Gmtomfq8tIVAdyXcYgsrQhXrvoQ+0tXL71TDLLhvoq9rQ0sHL6Aq+4fbWh26t2+DRPHixgdFiUjyxwjd7INTsOeBl+gJt3HyI3PMRndw6wqaHZY/hP43TBS0dP8fXEHBS9yu6q9AYvw3+abc1tVBuMXsa/1tC/kFCjyYLZ4SCQM8b/rEJCIpFXfadWKmF8eCjfVPhqIIwK843LT4oMY0VNg8/4+PAQr88FEKYKIECmoLuPZKtSIiNM5b/5/6g4XC5sfXaSDpfLS1ob4GBrE9VGncfwg1uxs8loZHH5Sc+O3WC38UNVCdekDeKRA+6YdIvZxO27NrJ2xvl8fOoozxS6E+AEwA9T5qOSiLlz12aPnv+H46ejkUgw2u28dnQfj+h38OLICZyTkILJbidSoeKj4qMM1obyePYYPjx1hJszhhCuVGF1OLh30AheO3YAAXD3wOGEyBQ8MGQkjx5w7+ZFAgETImI8yoKnGRYSToBUhlQkwtorTKmWSalo8l48FHfrqDWYvLQQ2i1Wijp1PN2rnt/icLKzpY30QDVLe5LyWs1Wrtl5gILZk5i9YSelOne+05amVgpm52F1ushfs82TT/Vj/hjeyBnKvpZ25mwowImL98cO4/YBKciEQlbWNjJp7XauSUngk9wRrGto5rz4aBpNZgKlEl4fNYT79h9lsDaAZ4dnobc7eGv0EG7d7X42DgsKJDtYizZ9KF8f2uG59ouzc9HIFQgQcDodUoAAjVyJtY+Hxua009gnkbJR30mbQec3/n8A/mmVBqlIRJzaLZ/7UfExpq3+zq3Rv+Z7lleVYrC53XH9ydfCGZGflAAty6fM568jx3NxUgZfTJzJ0vx5xPXJvK836rlm2xqePrSLg23N/FBVwvz1P3K4V2KRzmrlb/209tXZrOzu076ztU+P8NN0Wi109ZvQaKHR5KvSZ3E4qT+Lqt+xju5+x0926XxclX01+3vT96Wp0WH9zrs0KY5QmXcsbWSo1qMz3pv7BqYR1UtuWC4W8dDgDNR9mhyNDNEy/CwKgpF9kgwDpRKuTUv0SbCM1QbzyrwrEOA9/uKchcQF+eol+Pn/z8mONir1XTzUq54/QqFkaEgYA/v8ZpelZBIikyPvkw8UIpf5que58Frogzsvpdag56uyot7T2NfayN6WJoq6zhjX+/ZsIUgq59aCjRzvbMdot3Pn7s0kqQORi8XcXLCBr0pP8uD+7SjEYr6bMp9faiq4tWAjV29fS41Bx8pp5/JF3iz2tTSSt2opB9qa+XTCdF4eOYHXR0/is9LjHOlo5b3cqWQGBnH3wOFclz6IWouOF6dM9EiLX5SVSYhazaVJsV5/2X/JSiNMIfO67zQSMYkaFdF97hmtVEKXxftZ0Gm10WK2eAz/aSr0Rj4pqfR6Hjx5+AQOp5Obdxdid7lwuuCGgkMkqZV8X1XH+8UVnOrS8dDBYwgF8MCgdK7ZuZ879x7mqh37OdHZTcl507khI4lzN+1mwuqtrKhuZP308fw8eSwzYyOZsX4n37c5+OjyB1g4fAJPz7yU2OgB7O2y89K8KwmUK4kOCOKDC2+izajjzvGzPVVdaqmcaWlDGBAe69UMbXxiJvG9OrP6+f/Hv1ygube1wZMdC+4Wunfs2sTP084lUqkiXK70agMK7mz73ol4yQFaopQqBgeHsaKqlNW1lZyTkMKgoBCCehKFTna0eT0EwL0LeaFwL5/nzSRAKsPitFNv7L8yoFrvbYj7S0A6fW0BUt8kO7VEjEQo8ImJA15u9t5Mjw5n0alyn/H5cVE+x8SrlUQq5D4LjJEhWo8I0GkGBQVwY3oSHxSfqV8eEKjhurRETwz/NBkBGlZNHc/VO/ZTZzQhFgi4LTPFx40PMDgogN1z8vmxuo7C9i7OiY9mQkQIcX06BgKkBWrYMnMi31XWsq6+mfHhISxMie+3xFEoEDI9fShrb3yUbeUncbpcTEweQHpotCf5088fixlrv8fhcjE1Kp6v8mahs1kx2e1cu20t+VGxvJc7lcL2FqKUKoKkMtbVVbEodwpPH9qFzeng8WFjaDabuCwlky2NtZgddpRiMRf1JAQGSqQe7f3BQSGkBWrJDg5jf9sZN3K0Uu2TUCgWCum2WTD32V1anQ6W9/EyfldRTKRC6fWe31YUc1nKAF45ss/jqfihspTc8Ghi1Rou27LKM3d2bBLL8ufxwpG9Hs/DyJAINl55CTqrjc+rGhi+aitTI8NYPnkMdUYzQVIJu5ra2NXSxjcTc/iguAKFSMSVqQnsb+3gyewBXFdwkBazhQkRIQwP1iIRColRyqkzuu/9Z4dnMSBQTVagxtPPQwAkq1Uk9LkXMwICMPZTz292Olld1+Q1drC9Eydg6BUy/KikkuvTE7l33xFP8uDa+iauTUug2Wzhrz3Jgx+VVCISJPHE5AvIW7ON0pPusuqhQQH8dP1jVLbWc9N372O22xgQHsPihXfSbTHjcDi488dPidBo+eiiWyisryApOJxus4lP921mdHyqJ/Zf2d5MaWsj0QHBDDhLe2U/vz//kvE32G28f9K3th7gl+pynhg+lrfGTubKras8ma4igYC3xuQT16fOe2N9NTft3OD59zflRdw9cDi3DchGKZFQrus/Hl3U1Y7ebiNAKkMrlTM7Lon3+6n3Hx/pnVQWp9Z4RIZ681j2aGL7qUFPVCu5c0Aqrx33fsDMjY3st/0uwMjQYCaGh7Kt+Yw7NEap4Lq0RJ/GRPEqJT9PGcu5m3Z7EukyAjV8PmEUwX1282FyOX8dMZDr0hIp6dYTqZCTEaj2agR0GrFQyNTocHbPmUSz2YLqV4SE/lkRoYxADY8OHcB9g9KRCoW/erPKJVIGRyUwOCrhN723n/+/nDYEGxqqmRHr/nu9Z+9WAJZUFNNsNvHKqIlcsXU1J7rc8W6tVMayyXNpNhu5bvt6zA47EXIFn0+cgcFuw+Zwcs/urcjFQl7OyaPe6O4tH6lU8UXJCe4YOIyPi49S1NnOI9k5SIRCEtUBjA+PYkdzAyqRhLfG5BOtVJMfGcfmRneIKlgqJ0kdwISIWPb0ShKcGBnr03r79F9o3+dJu8VMd5/OeatqK7h5wFC+KT/jkdjf1kS7w8T6Zh1fVrhd9RsaW4hTK7k7K5VRv2z2POu+Lq+hcP4Utja2cP5mdzgjUCJm1dRxOFwuVtU2MXHNNgIkYj7IHY7N4UQjkfB9VR3nb9nL40MzOdbRTZ3RzMzYCA61d5IdrOWSpBiWVNQxMzqCG9ITkQtFnB8fzffV7ryHhUmxpGtUXJES7/W8mhDhu9MOk8sQCXw3NUIEPvlC6xuauTQpzssjcbijmyaLk9e3/eKJ859srmNvTRnZ0Ylcsew9AGq72nhk1df8fN1DPLZ6KauK3IspqUjMj9c8gAC49Ks36DQbEQtFfHrxrUxN91VX9fP78y8Zf5fLhc3Vn1wGnvK93PAo1s28gKKudhwuF4OCQohXBXi5hmsNOh7Zv8PnPd46cYh58SlkaoPJ0Ab7vA4wPCScAIl7py4WCrkiNYtVNeXUGPSoxRKCZHJGh0aQ2ed4jUTKXwaNYHxEDF+UnkAllnBN+iCGBIf1K1gjE4m4d2A6yWoVrx4vweJ0cHNGMlelJPRbjgcQq1KwOG8Uhzu6KGhqJytIw5iw4H51/sG9WNg9ZxLVBhMigYCEHm9AfwTLZOSEycgJC8bmcNLRk/WsFPf/U8aqlITIpNSbzDQYzcQqFf0mKZ6mxWyh02pFJRIT/SsCRHqLmcqOZmo629DIFCQHhxMd2P9v5ee/E4fLRX0fz9n+1iZOdXd4DD+4Q2bNJiOfFh/37MybzCaWV5VySXIG524400Dmnj1bWDvjfN4rOuwV518+dT4igZBrtq3xNBT62+hJ3Dt4FPUmPffs2YrebuO+wSM4LzENh8uJyWHn70WHGR4czmNDx/BJyTFmxSYyPCQcqVDEBYlpfFdZggC4Z9BIQmVyHhoyisd6svbFAiHjwmNo6eOhzAmLRCOWIBEKPU2MANQSKWU677mnunUUd+m9xM/aLFaOtndxT69On102O5sbW4lTKXjxmHtX3W2zc+eew+yclce09Tuo7Mn92dLYwrZZeXRZbczbWOBx9385YRQPD87ks9Jqpq/bgUAATw3N4pq0RJwuFz/XNDJxzXYeHpzByyMGcbC9i6lRYRhsdgKlUu4ckMI7ReUMDQrgmWEDMTucvDV6CLf1xPnTAlRkajVYXU6+LDvTBfHatEQCpBIEnAlFCgWglYp94/wOB/U678VDXXcHVR2tHsMPYHXYOdpQTV1XO50937/d6eDlzSvITcxAKfWXBP5f8y8Zf7VEyjVpAznU5pv5PT8hGXC35U0LDCJWpaFM18mOxnokwkaGh4aTqtEiEYnoslpos/jG050uFy1mI5kEkxEQRG54FCc7O7g0JYNIhQqBAHLDo1FLzhjfJE0g30+ZT6PJQGl3F/UGPdkhYTj7cdeHKZTMjk9mSkwCQkDyD7rdRSnl3DoghfMTY3C6XEQq5P/QNRWjUhKjUjI7NupX550mVqUkVqXE6XJRYzBS2q0nXC7zqd8/TVFnN38vKmN1XRMZAWoeHzqA4cFaHw3/0m49jx06zrLKWne75fQk7h2YTnwfN6LN6WRXcxu37j7E8U4dMUoFfxs1hJkxvhoC3RYTn+/bwgsbf/CMJWjD+Pryu0gJifhNn/fXaDPoKG1t5GBdBdEBQQyNTiAx2Ff+2c//HdFKFUODw2gye3u3LksZQHRPR73eOh3BMgXOPlkqTpeLtj5dLQ12G7VGHYvLveP8B1qbEQoEXp0E/3p4D1/lzebePVs953r60G6+nzyPU10dnuTBb8qKeGnUBL6fPJdHD+zg4x6RoHsGDefHqfPR2WwsOnmIvx3bzwWJ6Xw6YQYdVjMCBCwqOkxmYBCLcqfwxrGDDAwOYX5cCuX6Lp7IHsMzhbuxOZ08MDgHmUjB7ZnJ/FRT7/mkjw7OJEGtRCwQeJKCtVIJiRoVUQo5zeYzeURaqcSr2ya44/w1RpPH8J/+Pkq69ayra/L6Rt88UcpLIwbx+gn3rt7lgicKT7B7Tj5vnShlcU/S7lU79vPVxJFMj4kgd+UWT3jgyaGZFJ07jTX1TZyzaRcOl4tZMRFsnD6BZrOZbpud2Rt2cm1KIp+NG0FBSxv5UeE0mczsam5j2aTR3LjrEIFiMa9nJ9HW1chjU8/nym/exu50EhUQxKzMYQgFAiRCkSdpdErqYOICQ4jSBNHQa2EQoQmkvtu7GZpIKMTv9f/P8C/H/MdHxnBF6gC+Kj2JC/cq+sGhoxjQa6dtczpYU1vBHbs2ef6IRQIBn06cyZToeNRiKWqxBH0/3fOCpO6db4RSxdtjJlPU3cHjB3ZSrutCLhJxY8YQgmVywntJClscDm7ZuZG6XupjkyJjeW30pH5Ff1rMRip1XRjtduLVASSoA1CcZQcNeNT0rD0tfF1AlELhk+XeF5PdQYXeQLPJTIhcRpJa2a+mQKPRxGdlVfz1yCm6bXamRoXzes4QBvXpyFfarSdvzTbPg6VcZ2BtfRPbZ00iN/xMUlazyczFW/ZwsL2z5/tx8tbJMjqtNhaNGeal/X+iU8fUdds9bsA6o4mLt+5hw/QJTIn2NrwVbU1ehh+gqrOFt3es4sU5C5GL+/eI/BbajTpe3LScrw5u94yFKNV8f9V9ZIT7dQH+r1kx9RwajQa67RYWblnFzNhEFuVO4XB7C1FKNcFSGTub6vnb6Em8eGQvBpuN+waPpN1q4sq0LAqa6zE7HCjFYs5PTCNUpvSK848MjSA9wN2h83B7i+e8UUqVT0KgVCiiy2bxEQOzOh18V+ndR+SHyhISNQFsajhT5ve3YweZFp3Aw4U7ONnjqVhWWczYiGhCZApPn49famBBQirfTZnLOycKuXr7WgByQiP4Ycp8um3wl71HuXt/OYO0GlZOzaXeaCZAIubzsmoCJGJ+yB/DB8WVpAeoGRGipaC5jeeHD+TW3YeoNpi4JT2JgVoNCpGIKIWchp4cnxeHDyQrUEOaRkVJj1tdKHDr9pf0EfjJCFB7KQaepstqY029d5y/sK2LTovNKy/guSOnmBMbxX37j3rCO6vrmrgmNZEmk4W797nDpk8fOcltmck8MjiTiWu2eboUpgeo2Dkrj4qmCm5e+iZWh51IjZbFl92NxWHnVHMtV37zNknB4Xx88a0crq9EI5MToQnkh2N7+Ovsy3hlywpqOtu4NXcGMpGY3IQMvtq/nTaTDolQxN0T52CwWv1iQP8B/mXjH6FQ8Vj2GK5KHUin1UKEQkmMUo2sl/GsNei5b+82r9Wrw+XiL7s3s3rGecSq1Dw0JIfHDu5EIRIzKCgUo8PmFvzoVXKnt9u4bvs6j0vR7HDw1olDhMoVXJfh7kPtcDpZUn7Ky/ADbGms5WhHq4/xL+5q59LNK2nsURoTAC+Nmsh5iWm/ugCo0ht49XgJHxZXYHe6uCQplqezs0g5ixRum8XCuyfLefrwSRwuFwLgtswUHh2a6eXad7pcfFlew8MHjnvGNjQ0M3XddnbPzvcS29nZ3Oa1o3AfD88UnuS7/DEeNcEKvcFj+HvzVXk1Dw3O8FLk+6mmvt+kxhePnmJseLBXWOFYY/+tkX8+foD7J51DzL/h/i9rbfIy/ABtRj1/2/oLb5x7DQrJv76w8POPGRkWyTdlRdy/1/0bLC4votVi4sWRE7hs80qKemrjw2VKvp0yl3aLieu2r6PDaiFCruSziTMx2m1YHQ7u3r0FpVjCq6PzqDPoCZUraDGb3G18B2Tzc1Upe1sbeWToaEQCAWkBWnJCI9nb2ohGIuHVnIlEKVRMjIhhW5Nb6TNIKiNOFcDEyFgO9vI8ToiIxd6n6Y87jCegok/oot1iorWPq/+n6jKuTR/Ee6fOuOr3tjbRYjaxsrbT01DnWKeO5dX13DUglWE/b/TcMz/VNLB/bj7fV9WzsEdcSy4SsnLKOGQiIS8cPUX+2u0ESiV8kjsco92BRiphaUUNP9U08MqoIayra6LOaObipBiKunRMiAhla2MLBS3tzI+N5MrUBAIkYs6JjWRFj3jPVclxZAcHcG1qAq/2ivOPDQvxEf6JVsoRCvAKZYC7lfCuVu8d+Pr6ZqZHR3i1Jy7uNlCp1/Pq5h897v5GXSf7asvIiojhuZ4NQYuhmyfWLGH51Q/w4MqvWFfsDivIRBJ+uvZB7E4Ht3z/IS9u/hGFWMKnl9yG3enAbLPzzLrv0FlMPD3jYuYNHEGHycCG4iMUt9STE5fKpJRBKPpJzPbzz/NvtWNSS6QMCAqh3qCnoLmexw8WkKIJ5KLkDDICg2gyGXyycwHaLGZazCZiVBoWJKYxODiUku5OtjfWEiZXcG5Cqldi2rHOtn7f552ThcyNSyZCqaLLamFNryYevdnaUMO0mDMJZ3qblWcP7fYYfnC72h7ct40R/eQJnMZgs/PQ/mOehhngTu4p7dbz89RxhMl9V6uH2jp5ovBMcqEL+HtRGRMiQr0y72sNJp7vJcZxmiaThZJuvZfxP9HZfylhUbcOg93uMf4me/95GU4XPn3Z642+4RdwlzpaHE6Uvf5SAuW+CYYAwUqVT6LVP8uxxup+xzeWHqXDqEfhzyv4P6eqT1LcvpYmqvXdHsMP0Gwx0mA0sKio0NPzo8ls5OfqcubHJ3Pt9nWeuffs2cr6mefx2rGDLOvp/CkAvpk0hxsGDOHqrWtpt7r//t4ck8+Dg0dSZzJw+65NmBx27hs8kguTMmizmoiUq1h06jB5kbFclz6I1bWV3Jo5FK1MhtXh5K6sbN48UYhEIOSVnDyUYjEPDc3hqZ44v0QoZGRohKfXwGkmRsaiEksQC4QecSNw6/aX9Sm9K+02UGs0eS2Wm80Wqg0mnjl8Rp7Y7HCyr7WDcIWMVT3Gustq4+59R9g8YyKT1myjtifJd2tTK3vmTkJnszNl7Zk8qJVTcolVKfiwuJIZ63cg7InzX5+ehAv3oiNvzXauS0vko9zh7GxqY1ZsJDVGI1qplBeHD+SRQ8cZEazlqWx3nP/1UUO5a6/bIGcGaMgODkQhErK04sxz7dq0RJ+8I6HALQhk7+N9cDgdNPQRTKrsaKGmq9Vj+AEsDhtFzXWcaqmnutOdDG2y23hl80+8Mu8Kpr7/jEcU7PblH5EaGsGG4qO8vGUFAO/tWs9HF97CnKzh+Pn3+afq/E12G00mg6dWH9xNdm7ftZG7dm9mS0MNHxcfY+665Rxpb/Ek5PVFJBB4pHcFAhfLKoq5b+9WVlSX8VHxMeZvWOFVn2+y+xp+cNcJn3ZfKcRiEvvpzgeQ2qc5T5vZxKYG392rC6jS919dAFBlMHpEOXqzp7WDSn3/pYZflPZvzN4tKvP6XHaXk26rb/gDQNfn8/eXvQswMzqCoF7x+ViVwqd+HyAtQE200vvGXhAf3e97XpPqm9g4MCK23wXAvXnzCf83xTvO1vAnJiAY2Vnkmv38frSaTD4VMpenZhIiV/go5QXJ5D4aDgLw0e3X2aw0mUx816vltwso6mpjb0uTx/ADvHR4L4FyOfft3UqbxYzRbueZQ7uJVqkQI+Tmgg18XXqSG3esZ1hwOEvy5/BNeRG379rENdvX0moxs3L6uXw8YTqvHdvPpFXfUtTZxqcTpvPM8FzeHjOZxaVFtJpMPDdiHFnaYC5NzuCqtCyKuzp4a0w+4p5a9UeGjEYplnBdunelyu2ZKYTJZYh7BaeDZVIiFDJilH01MMSejoinaTFbaDFbPIb/9PdxslPP3096lwg/d6SIZrOVvxe5ZYudLniy8AQRChlfldfwUUklRV067t9/FJlIxI0ZSVyxYx937z3C1Tv202AyU7pgBgtTEpi3aSfjV29lY0MzG6dPYPHEUdyZlcqM9TtZU9fE8vwx3JCWyNK8HOQiISc6u3hvzDC0UgkhMikfjs3Gom/l3knzPMnRcYEhTE8fSnZ0kqfGH2B25nBiA0OIVGu9Pk/4WZ7RnT3N2k7jdLmo7+5g8SFvL+DW8uN9D/XzL/Kbd/7HO1p58/hB9rc2kRUYwr1DRjAoKJSSrk6vMhtwu5WeO7SH98ZNZWZsomdHHq1U43Q5mRWb5Cn5q9Lr+KpPMw+ny8XD+3fw49T5hCtUDA7u39hdnJROmNydka4QS7hz4DA2NVR7hRk0Einj+2jIi4VCNBKpTy0xuKWJz4bZ4TireFF/srvu6+p/JywTCb0enOFyOXNiI/mljxa3AEjrUyUwLFjL5MgwNjWeiZmGyqTcmZXqpXqYpFaxJC+HBZt3eXYpARIxX00Y5dMNMDs4kBvSk/iwl4bAuLAQFiT4LgqSQiL47sp7eWLNUnZVFxOsUHNf/nym/Q4lOgMjYolQB9LUZxH2yNTz/O2A/wNMWvUtOWGRfD5xJntbGhkUFEKjyciG+mreGzeNpw8VIBQIeHhIDo1GA9ekD2RPSwNmhwONRMr8+BQ0EikqscSzSRgVGkGcSs2goFAvSe8opdpHn0MqEmGy2byy58EtELS04pTX2NKKYqQiEcc72zxjX5cVcUVqFs8c2k2NwV0rv6T8FGN61Duv2eaO539bWcylyZl8O3kurx/dz9U945kBQayYeg56u42nDxXwwpE9TIyI4acp7nr+YKmU9Q1NyJuEfJOXw8cllQwMDGB4iJZtTW28NGIwt+w6RLXRxIzocAYFBeJ0udBIxJ7mPU8MHUCyRkmKRuXxKogEAjIDNaT06aWRHqjG0men7QK6rHbW1Hk/K052ddNmsWLp5dX7e1E5lyXH8cD+ox5BsZ9qGrgyJZ56o5n7ejoMflhSiUoi5vGhA8hdtcWzMBkZomXPnHwaOpu58Zs36baYGBQRxzcL78bhcnKssYbLv3mL1JAoPr34NgrryglQKAlXa1l2eBd/nbOQRQVrqepo4cnpF2G228lLzuKbQzvoMBmQisTcNWE2oaoAYgOCqe1JAIwPDGFgZBxjEtL57shuz+cZEO6rU+LnX+M3G/9zN6zwqNM1mYzsaK5j1fQFlHV39jv/SEcrdpeTZ4bnMj0mEaEASru6CJBKGR8R7Vk5NvfZJZymSt9Nt81GuAKSNYG8kjORh/ft8LjkhoWEc13GYK9M/cFBoXw3ZT4vHd5Lqa6TceHR3DVoOKmB3rvJKKWa2wdk89deIkUA4XIlSeqz71yjFHIS1UqvzFxwG9S+gjynuTIl3kuU5zR3ZaUh77UwUEvEvDxyMIfauzz1/gJg0dhhpAR4PxBiVAq+mDCKQ+2dbGlsYaA2gPERoaT1yTsQCQVMj4ngyDnTKOvWIxYKSNGo+23VG66Q89KIQdyYnkit0UyoTEqaRk2Esv+Sw0FR8Xx6yW20m/TIROLfrcwvPiiM7666l3d2rmHtqcNEaYJ4aMq5jE5I/13e38+v02E1s7auEpFAwNPDx3Lx5pWe2vgQmZxlk+dRa9Bx/Y51WJ1OIhUqPp84C6PdhtFu45aCjYTJFfx97GRKdZ1IhUJCpAo+Lj7OfYNH8knxMU52tnNt+kAUIjFZ2mASVBqqDDokQiGPDB1NkEzBsOBwT3vgUJmcgUGh5Ed69wPJjYhC2qdsVSQQ4HK5qDb0jfObaTB5LzR+qCzh/MRUPi45E5Yr6u6g3qRne2MtJzrdhmhbUx3JmkDOTx7E6F82e7L6l1bWcWhePl+W13ri/AqRiJVTcxELBXxfWceE1VuJlMtYkpdDi9mCRCiksLWTS7bs5fVRQ9jQ0EyjycJ5CdEcbe9ibFgI58Ub+KG6nkFaDZcnx6OVSMgJDfLU358XH81AbQCXJ8fzbi8xsVEhQRj6LBQSVEqECPqN8xc0t3mNratv4py4KC+PxP62TlqNBp745XOPTPexphoK6ytJDY30JP62GnS0Grr57sp7uefnz9lU6q64kInEfH/1fVjtdq5e8g7dFhMqiYxPLr4Vm9OO2WbjqXXfordYeHHuQuq72gmUK+k0G3mvYB2TUgaiVahYfnQvD+afQ4BCye6qYoZGJ3ryf1oNOow2C7GBwQgF/5Qz+0/Nbzb+fWVpbU4nnxYfZ158Sr/zs7TBqMRSVBIxQgHcvXuL5zWhQMAnE2YwLSaBoLO0dQ2XKz1JZkqxhPMT0hgVGkm9UY9aIiVBrSG0j+tZJhYzJjyKz/NmYrS7a1sV/ezkhQIBFyWnu+PvJw6ht9vIi4zlyeFjiVWffXcZpVSweGIOM9bv8KzipUIhS/NGn1XwZ2hwIJ+NG8ld+w7TZbWhFIt4blgWY/rRzR+gDaBgdh4l3QYMdjvJGhXJGlW/NfwxKgUxKgVz4369lFAiFJIZqCGznx4EfQmSSRkpCyZB343eYkbotAJnb7sbqFCikErRmU2YbTbkZ+mK+M+SGhrFX+cs5IH8c5GLJQQp/T3D/9Psa22kqKvDSxSnzWKmQtfFx8XHPDvzRpOBNbUVzIxN5JqeLPk2i4l79mxh9YzzeOnIPpZXlQKwqEjAD1Pmu93TO9ZTY9AhAD6bMBOZWITBbuO5Q7tpNpt4edRE9HYbFofdvZg4fogRoRE8PDSHz0tOMCcuiSxtCHKRiHPjU/mxuhShQMBDQ3IIEEu5KWMIb58sBNz36PDQCJ96/ryoWAIkUkQCgVeLXIVITIXOe/FQoe/mVJfOq8dHg8lMqc7oFec3ORzsb+skSCrhzZNuV32j2cLtuwtZP308E1Zv82T6b2lqZe+cfNqtVmas3+l5j8UTR/HIkAw2NbQwfd0O9/Ny3HAeEIuxOpyU6Q3krd3GE0MziVMpKO42MDMmnCqDkWCplBdHDOSRg8eJVyl5I2cITpeLewameYR/JoQHMyIkCKlQyA89AkEA16cloexT9iwSCNBIxNj7JA/anU6fOH9pWyPVna0eww9gcdipbG/mSH21Z/FgsFn427afeWHWZUx9/1lPj4Drv13Expue4JcTB3ht2y+e9/jowpu5eOg4bli2iMoOt7fzsannc2vuDLaWneDenz6nxdDNLbnTuXnsDIJ+pZ27nzP8Wwl/RV3t3KkZzvCQcJpMRq7uWc2LBAKGh4Sjlcko7+7koX3ecRuny8W9e7awasZ5JKoDmBQVy5YG71j6k8PGEt3roS8Ti0lWB5CiCUTYT5eu3gRIZahE4l+txQ9XqLgtK5sFCanYXE5CZQqf7oT9MSYsmAPzplDWrcfucpEWoCZZo+pXIAhALZFwRWo8EyJDaLfY3DXAaqWP0t9p4tUq4s+ykOiL0+WiTKenrNu9o0kJUJOqUfl87najniP1VXxzaAdyiZRLh41nYGQsmj5Sx2a7ld1VJTyyajEV7c0kBoXxwuzLGJuY3m/53smmWt7btZ691SUMiUrg9vGzyIqIRfQPfp/fglwsJSrAn9X7/4vLe+r5+wrdhMr793C19qnn77BaaDIZPYYf3H+vR9tbMdhtHpe8C3j0wA4+nziTK7au9pzrtl0bWTHlXA62N3FLwUYAllSc4m85eSzNn8t9e7bwYU9m/sNDcrgm/Rx0NnePjxcO7+HeQSN5e2w+nRYL4XIlX5WeIFkTyDtjJ/P2iULOTUghRqmh1mDg0ezRvFC4F7vLycKUTMJkCm4ZMJTtPRUGALcMGIpGqvJaKITKpITLZUQr5Jyynaky0vZy8Z+m2WyhxWz1GP7Tn73OaOKD4kqvue8WlfPiiEE8cMBtRB0uF9fsPEDhvCk8XniCFdXufKgrtu9nSV4OEyPDyF+zzbMgu3dgGqULZrCrtZ3zN+/G5nJxZ2YKP0/JReCCDY3N5K/dxrzYKH6cPJY1tU0MCgpAIxGxv72Tb/NyuGHXISJkUl4dmkRHVzP3TzqH25Z/hNPlIlihZnxSJjaHHZFAiKPHGzsvayTRgUGEqjS09vy+QL9NvAQI6TQZPYb/9N9Hh8no1UgIYFdVMd0Wk8fwA7yyeQV5KVncvvwj2noqvN7asZrs6CRmDRjmcz4/vvxLxv/0DTArNok4tYb3x03leGc7f9m9hY6e5J3BQaEsGjeVZrPRp04X3LuINrOJoSHhvJKTx+b6Gr4pLyJYJuemzCEMCT7TxMZisdDZ2Ul7ezsymYyIiAgUCkW/iwCz2UxnZycdHR3I5XLCw8PPOlcoEPzqTr8/BAIBaQFqHxf7ryEUCEjWqEnuOVWXxYYT+1kVAiv1BnY2t7GloYWRoUFMjgwnLdD3fNubWpm9Yacn30AlFrF62nivhECT1crHezbxt20/e8a+PVzA3+ZfxcXZuV5uspNNdVz21ZueG7Kyo4WFX7/FyuseZlhskte5TzXXM/+Tl9D3/N6VHS2sPVXIyusfYWBk3G/+bn6NDqOeTrMRuVhC1FkSAf38vtw2IJtopRqlWMyupjr+NnoSfz28B6vTyYODR2Gw2bghYzAHWpuwOB3EqzScl5iGTCTyivNPjoojTqVhQGCwp8YeIFKhpKqPS14mEmF02H1c0xanjWV94vyraioIlSvY03om3v3ikb2snXE+d+3eTGVPWd+rx/bzZo8k8HU7zlQeXJqSybf5c3j0wE5ePOJ21Y8Li2L51Pno7TY+Lz7GjHU/MDgolK/yZtFsMiIQKnj1eDXhchnL88fwzqkyhgQGkh2iZWdzGy+NHMx1Ow/QZrEyMzqCAYEBCAUQJpPSYnHnFb02cjApGqVX2FAsEBCvVpIRqGbVmXUGWdoAnyRBpwsMdjsb+rTULurU0WA0e+VIvHmilEuTYrlq+36Pp+KtojKmRIdzskvHGyfcC7L3iytQS8Q8OCSdMb9sosnsvtYhQYHsm5NPcX0pt3zzOjangyGR8Xyz8G50FhMmu40bvl3E4Kh4PrjwJo42VBOkVBOmVPPj0X28OvcKXtnyM+1GPU9MOx+D1cyU9MGsLjpETVcbQXIVD0w+h3BVAInaMCo73UY9KTichKAwxiaks/zYmZBsRrhvLxCRUITd4fQY/tO0GXX4+W38ZuOfHRxGmFzJzLhEdFYraomEEaFuNTeL08ltBRu9qgCOdrTy9MFd3DN4RP8nFgg9Gf/RSjULUwdwTkIKEqEQWa8uYVarldLSUsw9Owuj0UhHRwfp6eloNN6G22KxUFpaisVi8cxtb28nIyMDtfrXjbXT6cRsNmMwuHfRKpUKuVz+D70MDocDs9mM0WhEJBKhUCiQy/tXAGwxWdjY2Myrx4qxOp3cnpnKnLhIYnp12avUGZi3sYBjPeV8H5VUEqmQs2XmRDJ6ue6r9UYu2rLHK9HQYHdw8ZY97J2b79H7r+5s5c3tK32u5cm135KbkEFCzyLL5XLx5YFtXitxABcuPt+/haExCV4LhdVFBz2G/zQWh50v9m/h+dmX/VuNexxOJ4fqKnhk1dccbawhUqPliWkXMCVtMAFnKTPsNhs51ljDkkM7cbicXDpsHIMi49Eqft2LYrJZadZ3IRQIiNJoEYv+LWfYfz3Xpg/kvA0/UdWzc4tSKFkyeS6tJhPXbF9Dt81GtELFF3kzcbrgSHsLl25eSaRCxVtj8qkx6AhXKGk0Gfik+Bj3DBrB8soSDne08tCQHJwuF1naEEaGhLO/rRmZUMTDQ0ejlcoYGxbNrpb6nvOqSNQEkh8V54m9A4yJiPJpry0WCnG4XD4aH50WM1V9avxXVJVyaXImP9eciZXvbGmg22rhl9oK1tS5+9cf7Whlc0MN5yZkkbNys1fzm31z8vmstNoT5w+RSfh58jhsOFlaXsOENVvRSiV8Mm4EepsNjVTCN+W1LK2s5cURgyhs66TLZmdCRCgFze1MiAilUmdkeU09FyXEcGFiDGqxmBlR4axtcBv72zNTSNGouTY1kbd7Mv8Bhodq6bJ6exmSNSrEfUIZ4F5sbG9q9RpbX9/MrJgIj+EHONLRRbvJwAsbvvOo9B1prOZoYzWJQWHcsfxjADaWHqOms42lV97DXcs/YVuFO/yhEEv56dqH6DIbuHrJO+itZiRCER9ceBNKiYyqjhZu+HYREqGYx6adj9FqQSGR0mk2sqhgLdPShxCq0vDT8QM8kD8ftUyORqbg3IGj+PH4PkQCIU/NuIgghYqrR07is/1bAFBJ5IyM7T8M7ceX3/yke2/cVJZVFHPvnq2esViVmsWT5lBn0HkZ/tNsqK/iiWFjmBuXzC813iUs16QN9Aj5OJxOynSdHG5rweiwMzwknGRNICqJFJPJ5DH8vamtrSUtLQ1xr3i4yWTyGP7e1NfXk5yc7DW3Ny6Xi66uLsrLva8xOTkZrVZ71vCBw+GgtbWV2tozIQuhUEh6ejoqlbfRsTocLDpVzpO9av5v2nWQK5vjeXt0tkdCd1tTq8fwn6bRZOaLsiqeHTbQE16oM5p8hH7AHYesM5o9xr/NqPO45Xqjs5joNBtIwG38nS6XTwzP8566DhxOF73t+eH6qn7nHm+qxWq3I5b+68a/pLWBCz5/FUsvIZFbf/iIry+7k8lpg33m2x12lh3exWNrlnjGfji6h8enns91o6d6CU/1pqKtmZc3r+DnE/uRisRcPWoS14+e8qfuUVDc1ekx/AANJiONRgOvHTtAd89utN5kYEN9NRMiYj1Js6W6Tu7ft41V0xfwbOEeVvbc70KBgKX5cxALRFy1bTXdNisC4O2xk3lQoaTbauXpg7tot5p5aGgOl6ZmInC56LBaeO3ofkaFRvLQkFF8XVbE/PhkUjVanMCtmUN5t+gwCpGIj3OnkapU88jgHJ4+7M4Ml4tEDA+N8IQXTpMXGYdaLEYoEHiVlqnFEir6JC9X6bupNRq9jGiNwUS53sgzR87E+dssNna3tqMUi3j3lDu5t9Nq48EDx/hlSi4TVm/13Ktbm1opmD2JWoOJC7bs8bzH0rwcnsgewNsnS5m2bgcigYAXRwzi9swUEAr4trKG8au3clN6Eh/lDmdfawdTosIp1xlIVCu5OT2JD0oqSFSpeG3UYMx2J3dnpXmkgKdGhpGiUXFBQgwre1UUXZuW4BPnlwqFqMVibH20QJxOJ4067++opLWRitYmj+EHMNmtlLQ2sLe6xLNBsDkdfLB7Iw9PPpcHVn7lmfuXFZ+x7qbHWX50D2/tWO0e3AufXHwrF2Xnct3SRR5NgMenXsB1OVNoN+l5dfNPPLb6G24eO52PLroJg9WCze5k0a61DI9JZlZmNuEaLX7Ozm8OznZYLbx27IDXWK1Bz5vHD6I5Sz3/aaP55LCxPDp0NDFKNYnqAF4YOZ5bsrI9O/y9LY3MWPM9d+/ZwiP7dzBz7Q/8WFWGxWHv15iD273v7OMm7G+RAG4PQN+5vbFarVRV+RqzqqoqrFbfcsDex/U2/OC+QaqqqrD1cdtV6Y28cNRXxOeLsmoqemkErO0j03maNXVN6HvFEfvrznfmtTM/a7BS7VOLDaCUyLxq9UVCIRcPze33/S7JHufT/2BGRna/c2dkDP23Vfi2l5/0GP7evL7tF3QWk894dWcbz2/4wWf8pc0rqOls9RkHaNF3c8OyRfx4fK+7SYzdyqJd63ht68+Y+ykB/bMQplB46tzBXXFyWmq7L81m7+z5douZeqPeY/jBvags6epgZ1Md3T3fqwt47dh+gqRybtq5gWqjDr3dxmMHdpKkCaDJbOSJgwUsrSjmvn3biFSoWDxpNruaG7h6+1qu3b4Wi9PBqukL2DF1AUHtXZw8cYJpykBW5M/l+RHjWDx+BoFdeobIVDw3PJeMwCAuS87koqR0TnV18taYSYgFQoQCAU8PG4tYJOLqtEFen/vGjCHEqpT07pYdo5QTIZcRKff+TjQSsdf9CdBkMlOtN3ot0p0uKNMZeO+UdwXQB8UVNJhMfFLqfg45XC4eOnCMGLWCRafK+bKshuJuPffuP4pKLOaK1HgWbt/L3XuPcO6m3SRrVBSdO52nhw1gwabdjFm9BXCxckouv0zJJSNQQ97abVTpjXwybjg3pyfzzphsgqQSCju6WJKXg1YqIUoh55PcbDq7W3lw8jmeZ0dyUAQTU7IYFp3old90/pDRxAaFEKzw9qyGqwJ8cn9EQoFXLgC4FwX1Xe0s7hPn31NVzOH6Ko/hB3hlywqUUil3r/iUo03VWB123tqxCrFQjEgg4r5fvuDbw7t4aNXXPu/nx5ffvPM/1tH/Q3RlTTl3ZGUTJJV5lL5OMz8uhSilCoVYwpWpA8iLjKXJbMTqcNBttRAuV9BsNnL3ns0+db2PHtjB6LBIwuX9P3hUKpWPS16h6D8ZSaVSIfoVY2mz2XD0k5fgcDiw2WzIZP3rTJ9tYWIymXA4HEh6Zb932exe9be96bCcMTajQoJYXO4rQDQsOBBlr9LABLWSSZGhbGn0/l1mRIeT0KvFb5w2lBvGTOGD3Ru85j08eQGx2hCvsdEJaczIGMraU2dUuaalD2FMP2V245IyGBAew8nmM8HK2MAQ5g4Y8W/34+5b43+aNqMeq90OfX6ODpMBk93XYFsddtqNOiDS57XqjhaON/kKNi0tLOCW3Bmkhvoe82dgW0MdH4yfxjOHdiETCrlv8CjqjHpuzhxCYVszVqeTQImUGTGJyEQi5CKxR31zanQ8iepAUjVaSnvtECMVKnR9PIMyoRiD3ealpgdgstn5ttxbt39dXRWBUpmXnO8nxce4Pm0gzZXVnoV2e1sbSYmJpITFUF5eTidAZyeTQ0M5Z/I8njm021ORMCQolJ+nnUuXzcKj+3fw5KFdTImK5+MJ0+myWHAJFLx4rJIopZwf88fy3qlyhocEkRmoZnNjC2+NHspNuw5RZzRx/8A0UjVqwIVKLMLQE4p7OjuLTK2GOJWCGoN70SoWCMgIcFffbGg483kyAjSY+jwfHC4X3TY7mxq84/zlegN1Jm+FwccOnWByVBhX7zjg8VS8fqKUKZHhHOro5J2eksCnDp/kgUFp3Ds4jdyVm2npcfcPC3bH+WvaG7l+8asY7VayoxJYcsXd2B3uMNylX71Belg0n19yO4X1lWgVKrQKJT8e28dr867klS0/0WU28NjU8+m2mpiaNoTvj+ym02xEIZZy89jpRAcEEaYKoKUn7yMtNIrM8BjGJmTw84n9ns+TFhbtkxQtFoqwOux09CnZbDfq2NlXA6KwgOvHTEV9loWrn3/C+J9t9R8sUxAglfPVpNncsnMD1T0ruynR8Tw4dBQKsQSj3cZXZUU8W3hGrEEhEvPt5LnIRWJqDXqf97U5nTQYDcSHhKNWq9Hrz8wRCATExMT4uPEVCgUqlcoTt+8999eM/+/9mrCfHvehcinBMintFm8jJREKvGQ0Z8VG8uyRIq95MpGQOwaket0MwTIpH48bwZOHTvBNRS0C4LLkOJ7KzkLbK5FQJZVx+7iZ5MSn8fm+LcjEYq7LmUJ2TKJPXD4qIIjX5l3FHeObadZ1E6YOICk4vF9xnThtKF9cegcH6yo4UFvGkKgERsalkBAU5jP3nyU/ZSDv7FzjM37h0LEE91P2FyhXIhX5thcVC0Vnjfmb+glTAThcTixnee3PwDOFu4hSqFiSP5cyXSc37liP3eUkRqnmi7xZmOw29DYbN+xYR7w6gEW5UyjTdaIQiVFLpHxw6igPDh3Fd+XFFHa0cF36YMRCIUODw4hTqakx6JEJRTwweCRaqZxRoRHsa3V7u2KVKpI1gUyKiqO4VwhqZFikT8dAqVCEFIGPh81ut2PvU5bc3t5Og1zMsl7NgI50tNJoNrCyuoKynnLGjQ3VpAZomR6bzrjVWzyiOOvrm9k9exIfllRy+Xa3gVKJRaycOg6xQMDjB0/wyvESohVyvp00mlazFalQwI6mNq7asY+/j85mbV0TbRYrCxKiOdTWzpSoMKr0en6ubWJUqJbzE2JQS8QMDgrgaIfbMN6dlUpWoIZrUhJY1EsrZGhQIG19niOpGhVigdAnzi8S+cb5Nza0MDI02GP4AQ61d1FtMPDQik8w9iykCxuqONFUR3SAlle3utsy76kuQW8x8dVld3Lzdx+wp8adPKgUy/jp2gfoMBm4ask7GG0W1FI5H198CzaHA6PVwgO/fInLBS/NvZzaHmGmcHUg7+1axwVDxyAUCNhTVcKDk89BIZGhkcmZN2AkP5/cj0gg5OkZFxGs0jB/4Eh+Ou7+HTQyOcNjUrDY7Xx/9EwYZVLKQFT+5kC/ym82/gO0wWilMjr77O7vHTSCCIWSCIWSFdPOpd6ox+VyIReJPXKPVfpunutl+AFMDjsP7tvGO2OnIBOKfJpQAKilEqRSKUlJSej1ejo6OlAoFAQFBSHvxyMglUpJTk72mqvVas/qEeh9XHBwMO3t3s0tgoKCkP5K+Z9MJkMul/uEG6KionyOS1ApeW/sMC7essfrMfbKiMEk9SrtywjUsH1WHu+fKmdjQwvDg7XcMyiNQVrfcplkjZoPc0fwVHYWCCBGqeg3HBCmDmTOgOFMTRvsbrf5K0ltISrNb1bSi9WGEKsNYf7Akb9p/m9lQHgM1+ZM5pO9mzxjg6PiOW/w6H69CnHaUP4ycS4vbf7Ra/y2cTOJ1/avDhkTEIRCIsXUx8WfGhJJ+K8IPf0ZaDAZqNR38faJg56deZ1Rz5aGWsaER3LH7s0AdLS38OC+baycfh6PHdjB2p5kOZFAwLf5c5GLxVy3fR2NJgNC4POJs5CKhHTbrDx+sIAuq4WHh+ZweWoWIgS0WU28cnQfU2MSsDiy2NRQw/z4FJJ6JGFvzhjCe6eOoBSJ+XTcNAIlUpxRUTQ0uEvfBAIBarXaxyMXGBiIXiz16kcPoBSJfeS8a406TnXr6d3jqlJv5Hinzqv3hsHuoLDdLWK0ucmdrV5vMnP/vqN8P3kMY1duobNHrntrYxv75+ZTbzIzZ0OB5z2WTRrNk9kDWVXXwJR12xEJBHw+fgRSkQi5SMS3FTVMWLONm9KT+HDsMA60dTI5Kozibh1JajXXpyXySWklkyJCuXdQOjq7nReHD+Khg+4SwZnR4SSrlFyTmsC6XlUC16Qm+oQtZCIhIVIJrj6LB5fLN85/srmO2q52j+EHMNotlLW5Y/9Gm/v711vNvLNzDY9OPo8Zi9/yzL1p2ftsvPkJlhYW8MTapQB8uGcjSy6/m1vHzeCab96hvqf17xPTLuCGMVPoMBl4aeOPPLJqMc/NupT8FHf+k8Vh580dKxkek8yLsxfybsFarhk1iQiNlvXFRxgWm0SYyv3302bU0W7QE6sN9ncN5J8w/omaQJZNnsfThwrY0VRPsEzO3QOHMy7ijPyrw+VkcVkR35QX4XS5CJMreHNMPhKBsF9Z3BOd7UhFQm4aMIS3jh/yem1sWBTxPT/aaeMcHPyPE7H+mbmnEYlExMTEIJfLaWlx38hhYWGEhIT86s5fKpWSkpJCc3Mz7e3tiEQioqKiCAwM9DFSAoGAubFR7J07mZ9r6rE4nMyPi2ZgUACyPhLAWdoAXhs1hG6bDbVY7CXZ2xe5WHTWjoL90WU2opbKkf+Bu+MFqzQ8MGk+Fw0dS11XO8FKNUnB4UScJYFHJhZz5cg8BkXG8fHeTbhcLq7JyWdkbMpZP2dcUCjvnncDNyx7zyNgopEpeGvBtYSdRX/8z4JQICBMrkDUJyVIKIBmk3fORbPZRJ1R7zH84HZXF3V10GI20tjjonUCTxfu4vXR+Vy6ZZUn2e7RAzv5ZfoCdjTW8WJP8uDSimLez53KdRmDuHPXJt7pEeu5MXMIa6efR6hASHNtHScaWwgJCSE5ORmHw4HL5aKhoQGlUkliYiJNTU0EBwcjkUgIBL4cP52rdq7H6XJxY8YQMlUBXJ8+2ON5EABXpw1EIlIgFOBZACSoFSSoFEQoZFTpz3z+AImElj5Jt41mC1V6o8fwn/4+mk0WXjrqHc74pKSS+wdl8MShk555V+04wOH5U/jLviOs7zHY9+w7wrd5o7ksJY7Ja7Z7qh1eGTGI4gXTWVxRy9wNBbiAS5Ji2TR9PEaHk19qG5i4dhsL4mJYnj+GTT1qoHKRkEq9gbdHD+WxQydQiUS8OnIguu4W/jrnMq765h2cOEkPi2J8YiZWu80rQfKS7HFEaYIIUqi8XPDh6kAfhT2RQEhnHze9zemg3WjwicvvqCgiXhvqMfwAr2z+iZ+vfYiFi9/y5Pvc/8uXfHXZnbQb9Tzwizt5cPnRvTw8eQHfXXkfd/74Mbur3YmOszKH8fo5V1Pa2sDtP3xMZUcLU9MG88yMS0gK8W5V/mfjn6prUorFZGlDmB6TiN5m4/OSExxqa+bJ4bmEyuT8UFnC1710+lvMJq7atobvJ8/r9/00EikigYhr0gYRpVDxzslCTHY7l6ZkcnlKFiFnERT5v0AqlRIZGUlIiDsOLpFIflPsWi6XExsbS2RkJAKBwCvO3xeFWMTI0CBGhv7jmnWxUIhaIMBlt2N3uc5aqVDb2caJplqqO1rIiogjLSyqX+N1WpBnd1UxgyLjuGvCHLIiY31c/91mI+VtTRyqq0CrUDMkKp6UX4l/2x12GnRduFxOwtWBv9uiIlChYqhCxdDoxN80P1ipZmr6ECamZOFyuf5hEyCxUMSUtEFsuvlJKtqbkYhEJAaHkxT8534gRCtVPDBkFB0WC/cOHskNO9aht9sIlsqZEpWAWChALhJ5tDtmxyaRoNKQotFS1muHGKNU0dWnFFQhEtFlNXtl2QO0mIy+9fy1FYiEAgrbz7isPzp1lOtTBnjF+dva2ggICEAoFFJR4XaNd3V1ERYWRmpqKlVVVXR3u93okUolBbMuot1qRtjWSVVxCSlqNUvyZtNiNpGjCcLU2YlEYufE7DzuLiwiUi7nhpQ4Aqxm3hs9jMt37KfNYuW8+GjGhwQiBF4+JvW44Z/KHkBWYACRChmNJvfCQCoUEqNSMCBQw7ZeLvj0AA36PmELh8uFwW5nc0OL13iZTk+l3uBV5vh44Qlyw0N48tAJz+ZqSUUtVyTHs6+1w5NU+F5xOcEyCXcNSCHnl8209yxM8iNDOTA3n6rWBq7/5hVMdivx2hC+vfIv2Bx29tWUcfFXrzMgIobPL7mdQ3UVBCvVBMqVLDuyizfOuYa3dqyiRd/No1PPo82kZ1ZmNj8d30eX2Ui4KoC7JswhSKkiWhNMvc7tWR0QFkNScDhj4tNYfarQ83lSQiKgT3KyVCzG5rT7JPqabTbWFx/xGlt2eBc5cSkeww+wuugQ1+dM5vXtKz0iQRtKjjIheQA3hkzjz8xvNv52p5MvSk/wQa9+1wBluk4uTs4gLSDIo7jVG5vTSamui9GhkV7CHAB/GTiCGJUaoUDAlWkDmRmbhMPlJFyu/E0qcVarFZfLhUgkOqtx/GcQCAS/6uY/G0Kh8J86zmaz4XQ6z3o+u91OV1cXdXV12Gw2NBoNsbGxKJXeNe4V7c1c9tWbVHaccelNTx/Ky3Mv99olF7fUc86nL3tuoOrOVjaUHGXldQ8zKCreM09vMfPp3s282Mt9rpbK+f6q+xgS7d3ZDKC+q52P927i072bsTrsnDtoFPdOmn9WA2pz2KnpbKNJ30WATEF8UKiPyuC/i/SfqNOXiMSkhUWRFvbrEsl/Jt4Ync/V29ZgdNgJlEj5aPx0zA47nTYLV29bTaI6kEW5UynTdRKtVFNn0PNh8VEeHjqK7yvc9fw3ZAxCAAwNDmdoUCiHO1oJlct5PHss4QolGQFBnOqJ6SeoAhioDSEvMtYTewcYHhLu44KWCoWIzxLn71uV097eTmBgoMfwg7vqJ8oFVp2Rjp68IKNeT5JKxbDwaE6dOrMAkeq6+WnSaNrb26mtraUaiBSJ2DtzIt12O/LuLroryhGJRByZPo4NHTrCJGKSnDaMdTV8P3EU31Q1oLPZWJgYQ5jNwnXJcexr7eBgeyejQ4O5MimGWJmMqVFhbOgx9o8MSidJpeKy5Di+KDvTEXRocCBNfbwMmQEan1AGuHX7tzR6Lx42NTaTFxnqMfwAmxtbaTcauP/HjzwJs9WdbZxsriNUpeFvPRK7BZXFGK1WPrnoFq5d+i6FDW4vj1Ii48dr7qfDZODqb97BZLeilsr55OJbcLkElLQ2cOU3b6OUyHh8+gUYLGasDjvBSg1vbF/JJcPGIxaJ2FtdyqXDJxCiCkApljAiJpkDdeWIhSKemXExWoWa6elDPe2BA2QKUkMjGB2f6pUkODltUL8bNpFQRHmbdxVVk67/pOI/E7/5SdlpNbOqxrdBDcDOpnpSA7TYnf05993lPm+OncwnxcdYVlFMgFTKXwYOJz863qtsJFzhNm5WqxWT1YrD4UAmkyGVSr0y+202G52dndTX12O321Gr1cTFxfkYx750W1vR2TuQCKVoJRFIRb8tE9TpcuBw2ZEIfz1O1GltotPaglAgQisJJ0DqnU3vcrkwGAxUV1djMpmQSCTExcUREBDgFV7o7u6msrLS82+dTkdxcTGZmZmeXAeH08nSwp1ehh9gXfFhrmic6GX81xQV+qycrQ47n+7bzEtzLkfcc+7KjmYvww/uuN2jq7/hq8vuILBX8pzZZuW1rT+x+NAZTfLvj+6huKWBxZffRajK2/tgsJr5+fgBHl71NeaehLpzBo7iiWkXEh14dk+I0WrBZLMSqFD+W8JBfn4bzxbuxtiTONlls7KjuY6RoRGe3hxHO1t5aN92fp5+Lg/t2+5pjS0SCFg2eR4ykYirt66hxWJCALyTO4UIuZKS7k6u37EOF/BqzkQ6rRbsTidaqYyXju5lVmwSNqeTrY213DlwGDKhGLFQxA0Zg/jw1DHEAiFPD8slUCrDGh5Oc7P7714gEPRbzRMYGNjvhkAoFPrkBFitVp+8HavVislkoq7uTDWLw+FAbbOgcrmo7ezwjHU2NXJhUhKnTp3yNNaR6fW8ODgTm81GWVkZNbjrqn+aMJwOF8gMBrprqqgBPhuazuGsVJwI+LKsitzVW3k6ewADAjWc7NIxNSqcOqOJMJmMG9KS+Li0gplRodyVEoHUrufGtEQ+KKkEYExoMFkBKm5IT2RrLy/D1amJyPo0QZKLhKjFIp+Ki/40P440VFHb1e4x/ABGm4WS1ka2lB33LB70VjPv7VrPHeNn8diabwDotpi4Z8VnrLvxcb4+uN2jx/Hpvs0sXfgX7p44h1u//4g3ehYb7553PY8FnE+XycjzG76jqrON52ddyszMbPRWMxHqQN4tWEteykDumTiP5cf2cG3OZIIUKtqMep6cdgFPr/8OAQL+MnEOwUo1t+XO4NGe84oEQmZl+iWAf7PxlwvFRClUPqIZAPEqDeFyJVemZfHm8YNerwlwqwPGqTU8mp3DTZlDkAqFBJzFLWs2mykrK/PcjAKBgMTERLRarWcB0N3dTXX1mVWxXq/3MY69cbqcVBtO8H31K3Tb2hAgYJB2ItOiriZQevbsdLvTRrO5in2tK2m11jMocALpAaMIkkX4zK02nOCbiucwOtw7jSBpJJclPU64/MyO2WQyUVxc7NnR2Gw2ysvLSUtLIyDAbSztdrsngak3DocDg8Hg+XzdZiOrTh70mQewqeQYU9POtNc91lDd77wTTbWY7TbUPQ/Ouq72fuftry2j3WjwMv41XW0sLdzlM/doYzXVHa0+xr+0tZG//PSZ19iK4/sYFpPETWN93W9mu5Wj9dW8vu0XKtqbmZ4xlCtH5P1qCALci5JuswmVTIbKX+bzTyPss3ESIqCtj2FsMhupM+g9hh9Ox/nbqTfoaelZaLqAN48f5O0xk3l4/3bPDvXmnRtYM+M81tVV8+gB9+Lx+8pSPsidytX/j723Doyrzv7+X+Numbhrk7q7C4UWKNAiLYVSXBZZ3BbZXWDZxd21OJQiLZRSL7RQd0mTNu7JzGTcf39McpObma4+z/e7u8/v/JV8cjNyZ+4953PeckoGcfmW1YJq6Df9h/H9aedBJIKkpY1Dhw6RmZlJfn4+4XAYuVxOU1OT0B1rb29Hr9djMBjw+/1kZmbS0BBzDUxNTRV4OZWVPS55KSkpcTtGpVKJUqlELpeLOg0ymSyuyxAMBgmFQnFyYb/fT3OzeMfpbW8nNzWV4y0960319YwrK+O8zTvY3BxjwS/esoPl08cxNT2Fyd9v6pHvjR5C+bmzWb57PZd9EMO7b5x8NitnjMMTCtLaWsMFbz/C3LLhfD1pLBva3Uwxy2lqr+Bkp4LPJgzkqh3HKNTreHRgDi2OVp4461Iu/+RlIkTon5rF+Lx+2LwuJEgEx8/FIyaTZjBhUGlEG4l0gxlln6JcIZXF6fn94RANThuf7P1ZtP5LTTlpBjPHWnsGDN3x7TK+vvxOFn/4vEAevHPlMj68+BakbgfXfvE6AJ/t28YjZyzkk0tu5frlb7C7PiZnnFM2nB+uvp8Oj4uXfl7N05tXcuWYGbx6/jX4AgGkUikv/vQ9xcnpXDhsAv1SMunwuNhRU4E74GdYVj6F1vh7/H9b/N3JX69UcvvgUVy0YaVo3aBQMjY1A5lUyuKiMg7a2ljXEEs2Wrmcp8dOo9AQY0/LpTKsCiUOh4PylhYkEgmpqakYjUYUCgXhcJiGhgZRFR6NRjl58iQDBgxAo9EQDAaFi7l3hMNhPB5PwuTf4W/ggxMPEYzGvkhRohywb8KosDIz4zJkksQ7ygZvBe9U3E2EWGVc4z7E7o41XFzwICZlD4vcHmgWJX4AW6CJFTXPcmnhH9DKY+x5h8MR18oEaGpqQq/XI5VKiUQicW3N7ui9rpIryDYnc7wPlALEfXFPKx3Kt0d2xR13RukwdMqebsapWvBJGj3KPruoQCiU0DkQwJPAJOenk/EGRwBvb1/P/CFjBUZud+ytr2L+u08KN5/Xf1nLt4d2seLyO08pJzzcVMvzP33P9poK+qdlccfUeQzKyPmr6ob/P8Rxx+DRXLnlBwKRCCVGM7Oz85EjQSuXC5M95+UUkas3kK83Cl76AFlaPW0+cYdJJ1fgDAZEreko4AoG+aKqj56/oYZJ4bCQ+AFePbqPBXlF+OobCXY9f0NDAwUFBcjlcgHnt9vtpKWlUVRURF1dneDWaTQaKSsrE4rqlpYWtFotxcXFBINBJBIJjY2NqNVq8vPzaW9vR6FQYDabcblc5OTkUF1dTTgcxppuxq1sRa3UI5PJhGSfmZkpFArdMkOJRIJarUaj0eDx9EwTVKvVCT1FOgJBtjSLR+xWOt0cczhF8r0H9hxmvFHGM72m3r245Vs+zSvmYPUxnt3yHQDv7tyIVWfg+oGjOfutPwkT9UZkFbLv/OvYVVvONR89TTgaId+SwmdLbiUQCrGtupzz33uS8Xn9eOPCazncVEeSzoBJpeGrgzt44bwreGbTSjp9Xu6ddR52r5t5g0azsfIw9Z0dpOpN3DDxdPRKNVaNgXZv7LMclJ5DWWom4/JKWNMLq8+3phLscz5UcjmugF9I/MI58rpEHiQAy3ZtJsdsFRI/xHD+q8fO5Nktq/i1JqZIeGv7egqsqRRbM1j4wTMA/FC+j32N1bx5wfU8vm4Fy3ZvBiDLmMRnS277ry8A/qG74nBrCsumzuGRvb9Q7XIyKS2Lu4eMpshoBiBLZ+CFcTNo83kJRELoFUoytHpBnx4Oh2lsbBQY9QBVVVWkpaWRkZFBKBTCZktsMevz+dBoNESj0Tgdb3ckuqgA2vz1QuLvHdvbVjEm+SzMyniM2hdys7bhXSHxd0eT7wQtvuo+yb9VlPi7o8F7HGewTUj+p3ILDIVCRCIRpFIpcrkci8VCW1u8qVLv+QRapYrfTp7Lhl7jMyGm659SOEC0Ni6vhEHpuRxs6ukAZJuSmDdwlGjHU5CUSrE1jYo++Nhd088hq4/lbWqXB8DJDjHsoFEo444FTpmAFTIZ0j4kH6ffy5/Xfx03Z6DRaWNfQ3XC5F/e0sC8d/6Mu0uK2ui0sfnEEVZdeW9CvgJAta2VQ011NHZ2MCQjj6Lk9IQ+Av8vxfSMHFafvoBmn5tfW5o4f9235OoMvDR+BtUuJ0qZLCa1Kz/E70dM4PWj+2nwurlr8Cg8oRCjktMYYklmv60NjUzOLQNHYFVrGGyxcsAWS24FBhP5BiPTM3J49/gh4bmHW1PiWtMKqQw50rhrPhKJ4O2jPGhvb8dkMmG324W1zs5O0tLSaGtrE/w/PB4PLpcLo9FIeXmsAHE6nXR2dlJaWkpbW5tQPMjlcoqLi3HSxrcNz1PfVo5Gpuf8gruwhPKRSCR0dnZis9nIy8vD4XAIMz5cLhcmk4lgMEhnZydWqxWDwYBMJhP5kSQnJ5Os1XBxQQ4fnuzppgy1mKh1i8cQ9zfrkSbYQChkMrb0KbC3VR2jyJouJH6A3fUnaLC38PsfPhOK9ypbK0dbGrBotbzwc8xi94fyfbS4nbx5wTVc9vGLHOwyxNIpVXy19C7avS6WfvwivlAQlUzOmxdej1qu4GhrA5d+9AImtZan5i2h1tEec4nU6nl+y/dcMnIqGoWKPXUnuWPa2ShlclJ0RuaWDee7o3swKNW8cG5McTN/4Bi+PBRTgJjVWoZm5GLzuPj+aI8ybGbJYLQJZHtyqYyqDjHvodXlpK/R608nj3KkpU5I/AD1nR3sqT/5/yf/3qFTKBmXmsEL42bQEfCRotaQb+jRRIciEeo9Lr6oKqfCYeOcvGLGpWaQpetJfr0Tf3c0NzdjtVqRSqXC7rdvdLf8u5Nje3t73DGnwvwj0cRFQYQw8XSZWPgjXpp8iTkObf5aSugZWCT5Ky7Jkl5dBbPZnDCpJyUlCfikVColLS2Nzs5OUbGQlpYW19UYnJHL50tu45G1y6lsa2ZCfil3TptHvz4EthxzMu8svIF9DdXsqq1kUEYuI7ML45JohtHC+xffxGvb1vLVwe1YNDpunzaPGcUD415zit7Ei+ddxUXLnhb8u+VSGS/Pv5qcPs6BABPy+8X5qQNcO352nK+AJ+Cnsj2+owFQmaDTAbD62F4h8XdHKBLmzV/X8dS8y+LsiY+3NnL++0/R0kvnfcmIydw78zyStKf2OfCFAsgk0v/aboJEIqHUnMSJWjvPdkF45Z027t+1lRWz5vHbXzayrSXWeVMck/LNrHNxhwIs2bwaTyiEVCLhlQkzMStVOAJ+7t6xGU8oxO+GjUMlk+EKBjAr1Ty2L4bzR6NRtjTV8+iwcZRq9HgkUWZn5rGmoRqFVMojIyaQqdagSksTWuhSqTRudgbEcP6E0zsT4PzBYDAO5/f7/fh8PlFnMRQK4fF4qJLspd4bKxS8YRdrm9/jkpw/cPzoCeF+5XQ66d+/P16vV8TZKSwsJDMzk6amJioqYjvR7Oxs0tLSBB7QyePHubtfHkOSTBzvdDE3M5VBCglDLAaeHzmI3+4+yDnZ6Tw1tD8WpYyHZi3g92uXA3B2/1GkG8wsHT2NXXU9O+AFQ8aR2kf5o1WoMKu1ROK6dlEa+8w2ONhYzfG2JiHxA7gDfho7O/jy4A6Bu+MPh/hg12ZumXImD3Th6p1+L9ctf5011z7AG7+sZdmuWHJ9Z8cGvlhyO9dPmM2Sj1+gpatz9MicRfxm4hmc7Gjh5q/ewR3wcdPkubx+/jW0uGKGYy/8tJrhWfn8ae5iXtu2hqvHzsKk0RKMRLhizHTe3r4BqUTCndPmYVRruG/medzy9btA7N50Wslg3H0UKCOzi7BodKjlCuH9xM7Tv68U+v9U/EN3sDafh1eP7OO1YweIRKPIJVJuGzySJcUDsKjUHOhoZf66bwSr3nWNtYxOTue1ibNI0+pOuWOH2K69ewRvU5P4Bi+TyQSLXalUSnp6Ok6nU5QcMzIyTmnDm6zORoqsK9n3xHDLaRjk8YkKQCXTkqXtxwnX3ri/9cbxASyqVMyKVOxB8S64xDASk6KnQ6DVarFaraLCRavVYrGICW9qtZp+/frh9/sJhUKoVCpUKlW8o6FCxaSC/nx8ya34ggHMGu0pzSuyTVayTVZmFw8WFBKJoiApjT+ccRG3TJ6DUq7A+lcS4YjsAtZc+wAn25sJRsIUJKWRb0lOSMwrSc7grQtv4PZv3qPD60IulXHl2BnM7jc07liTWseUwv4ix67ez5koDiew6oWY0sEXCqCQ9UAavlCQ53/6TpT4AT7YvYXzh45nbG78e25y2tladYxlOzdhUmu5atxMhmTkY/wflKP+T0Zrn/Z9g8dFg9slJH6IKXmOdXZwxNYhQAKRaJQXDu3lqbFTuWhDzzTJu3ds5rvT57OmrqoXzn+ctyadxj0DRlBVWUldS+y6eLBkCDcNHI48EkHS0s7hw4dJSUmhsLCQSCRCOBymrq4OvV4v6Pn1ej1GoxG/309ubq7ACcrNjalZMjMzRTh/t6S3d6hUKhQKhah9D7H7jz8oPh+uoJ1AyB+3UQkGgwIZsTs6OjpISkoSdSTq6+spKyujurq6BxZoqOPqwkLk8kzKy8tp7KLgzM/IYP6CM4jY7bRUn6QDOC2jHxOuup82j5NvD+/k7Lf/zJn9R/DmBdextbqc/qlZSCQSmjrt/PH0i3hy07eY1FrunzUfm9fN72adz23fvEeUKJkGC8OyCnD5vSKcf8moqeSYk9EpVaLC2qozxhXTcpmMjj5TFX2hII0OG5/t3Spa311/Er1KLSR+gMfXreCry+/izm+XCeTBJzd+w8eX/Ban3yfg/J/v38ZDsy/k40t/y3VfvC4MGLtqzExWXXkvDp+HJzd8w583fM3ppcNYdvFNtLudSJDwwk/fU5KSwVsXXs9LP6+mLDWL2aVDOdbSwCNnLOR3qz/BFwpy/8z5pOhMtLmdJP+dhmf/ifEPJf8drc28crQHrwlFI/xl/w5GWFMZlpTKY/u2x3n072hrorzTRppWJ2jn++LeUqlU+FtKSgqRSITW1taYU2AXFtd716tWqyktLcXn8wmKAJVKdcqElqTMYGHB71he/QT+SOxCy9cNZlLqAmTSxKdALdMyK30Jb1ceIhTtqQhztQNIUeWKjjUqkrm44EG+rHlK6BYUG0YwN+s6VLKeboRCoSA7O5uUlBQCgQByuVxQM/SN7vfkDbkJRLzIJRLkp/i4NBIZkWCE9s5W9Ho9Wq027jFDoRBOp1OQD5rNZtLT0xO6H0oAm8fNhspDOHweZhYPpjQ1M6FVbkGXNr7bEld5CiKnSq7gjLJhDErPps3tRK9Sk222opbHv3e1QsGNk+aw7vgB7L6etue0ooGUpWYnfPzTS4fy9aEdcetz+4+I8/e2eVys7aMR7o699VWMzS0RrTm8Hh75cTnLD/S4VP5Qvo9nz1nKhUMn/MuzDP4dY7AlBaVUKlzP8/OKydUbyNBoafT2fCbpGh0n+simtAo5zj68jyjQ4vXw2Ukxzr+2sZZRGqOIz9LR2EhZWRnHjx8XoLzW1lZhhHdtbaw13tnZSWpqKkVFRdTW1grJXafTUVZWRjgcpqqqimAwKOD8/qCPVmkFX7b8mQx1EcML5mBvd6LUS3Cqmjjs3kxyXh62ah+hUAiLxUxY6SFH2R+FRCXAh9PSF6FRGkTYf7d0NxHO37dIiEajAk+pd3SrDHpHa0sLxUYjx5p7NkV2m42SkhK+PryTT7qS6/u7NpFmMHHF6OnMeeMxnIHY40wvGsiaa37HkZZ6rv7sNYKREGNzivnkkt92Tff0sPjD55iY3483LriOY631WDR6tAoVq47s5tlzLufJjd/g8Hm4dcpZ2L1uzh04WlAR6ZQqLh05BavWIDL+GZlVSFlqJmNyS9jSa+pftikJV58unUouJxAKxc3osHlcccTmz/dtJd+SLJos+ub2dcztP5zH161gfxe8+cOxvcwoHkSuOZlFHz4bWyvfx/SigXxw8c08u2UVSz95CYCBqdl8ufQOvIEAD635nEfXfUmuOZlXF1zN8OxC/hvj707+/nBIhM/1jk9OHKPIaGZfR3xLH6DcYWNyejYqlYqcnBwRUx8gJydHSFZKpZKsrCxSUlKIdpnbKBQKgU3bXSh0s3H/rjcpVVBiGMn1/Z7HEWxDKVVhVqYLWPypIkNbxNUlT7PftpFWXy2DLJPJ0w2Kk/ABpGnyWVL0KM5gG1JkGBXJqOXxyVIulyOXy9FoNYSiAeSSxB9BKBKiwVPOj43v0eKrIltbyoyMS8nQFIlctHw+H+Xl5cLNs7m5Ga1WS2FhoagT0tnZKZCjILYbcTqdlJaWxnVMfqk+zsUfPic4373w0/fcPvVsrp8wO45B3+52srOukne2xyxfrxgzg1HZhSSdomLONieTfQrL3d5RlprFyivvZVt1OcfbGplc2J9B6bmk9YKZesfo3GJGZBawu6HnPeaZUzi7D68BQC1XkG60iAqL7sg0xssOa+ytosTfHb9f8zkT88viBiT9N8Tw5FQ+m3E2u9qa0cjlqKQy3io/xGOjJvPq0X20+bzcOThmBjQ+JZMvtOU0eNxo5XJu7D8Mi0pFgd7Iya7dXX+ThSFJyUzPzOGDip5EMDQpJa5VL5VKheTYO7oVL73DZrNhNptxOHoKELfbTSQSoaWlRbguPB4PbreboNHGZ5V/AuCEay/H1Tu4vPDPbGr5hF9qvwZALdWxpOhRNFEjG9o/ZP+JdRgVyVyUfy/uUCcyqZwKxx4O2jYzPv88tM50IpIQHm0L+13rKLAMx+PR4PV60ev1KAwSkMY6eN3wQ3JKMnKVFLPZLOoIaDSaOIgiEYkZYsTlvgNtfq2uYHB6npD4ATZUHqLN7eSWr94hGIl1NH6traDa1opGqeKOb98H4Luje2l3u3nl/KtZ9MGzAgPfqNLwzRX3YPe5ueyjF3D4vRhVGt6+6Hr8oZgBz2++fBO1XMnT8y6jzt5Oss5Io9PG8z+t5pIRk8mzJLP5xBHumn4OIKHAksLg9FwONNVgVGl4/twrMWo0nDNwtFDEWzUGBmfk0thpZ10vbtPMksFxk0MlSJBLZdQ6xHCwzevC24c4uKHyEJXtTaJhZ4da6qizd3CgqUbgRtXY23hl2xpePf+aOOfC/4b4u5O/BAmKUxjvxOY/KxhotrI9ASZbZIzdsCUSCUlJSWg0GuELbzabUSqVBAIBwaxHKpUKX/huTKyurg6XyyU46un1+ridvifUSbu/nmZvNUaFlVRNnkDmk0qkWFTpWFR//7Q2qURGuqaAdE3iVnPf0MmN6ORGguFAHMTQO1p9teyzreek6wD5uoEMS5pJilrcTWj2neSdynsEwmGFazdVFQe5puRp0jT5QOzctLW1xakDum903Un9VAqJYDCI1+sVJf9mp4Pbv31fSPzd8fSmlZzZfwT903p23r5QgLe3rxfMQAA2nTjMHdPmcePEM07pstfhcVFrb8cXDJBhtJBjtibcPRclp/9NaV93ZJusvHHhdRxsqmVvQxVlqVkMy8wn1xJfaFi0eu6deR6XffyiaN2qNYhMj7qjPcHgKYhNE0w0Yvi/JUanpFNqsnDpxu/Z2UUCVUilrJx1Lo5QgMs2rcYbDiGXSlk29QykSLD5/dz260b8kQhPjpmCze/HqFTS4HHx6N7tTErLJFWl4avqSv40fBwlar3Q8WttbUUqlZKfn49MJiO1l55fKpUKnJ7evJlEVtoQu9ck0vM7AmIya4uvhjZ/Lb+2fSus+SJuGv0V+MMe9jvWAdAZbGNj08fMy7mZNypuIxiJPXaN5zDXlDxNk7eKFbVPx54bCVcUPEG2rJCdju/46OTHSJFySe4jZFFIIOrlsHcjX5/YxHjruWQZBhPyRdDr9Xi9XpRKpQAPmkwmkpOTiUajpKenC5CoXq9HpVSxaPhE9jVWCa99/pAxqPu4jOqVapGqpzuikFDPX2trF0nvOv1eau1tfLL3Zxxd3/dOv5f3dmzk2vGncUkv3/4blr/J2use4KWffxDse9/avo6PFt/C4hGTueTDFwQFwGvnX0OGwUK1vZWbVryFJ+jnlslzmVt2Da2eTlJ0Rp7auJLZpUO4edIcvjm0k9P6DWVUdhHRaJQlI6fy/q5NqGRynjx7CXqVmgdOW8Bt38SKGZVMwbTCgbS4xWTscbn9MGv0qGRy0ehwo1pDo0N8Pmrt7YTCEZTy/4eTv1Im44p+g9jQS9vbHRcVlmFUqrhv2FjOX/etYBqRotYwOzOPAb12RjKZDL1ej16vJxKJ4HK5qKiowOv1otVqycnJQafTCRe0z+fj2LFjAlTg8/moqKigX79+QhsQwB10sK7pfXZ1/CCsmRQpLCl8hGR1Vtxr9oQ6afKeYK9tAwqJgqFJM0lT56OSnRrDdQY6cIbakUmUmJUpopY+gC/spt5znG2tK/CEnYxMOoNiwwiRMqDVV8tbFXfhDccugDrPUXZ2rOaq4idJUecAEI6G+bX1mzilQSga4JD9JyH5h8Nh0Y6nd3R2dgrzDaLR6CmVBn0LB5vXRa09npQYJUqT0y5K/rW2dp7/6fu4Y5/bvIpzBoyiOIFzXrWtlRu/fIuddbEWrVmt5bULrmNifunf5er41yLTlESmKYnZpfE8gr4xLq8f7y28kUfXfUmDo4OZJYO5dcpZCd0JT+X1n6IzYlL/dWOp//SocTmFxA8xnL+8087ejha8XTfOUCTCn/ft4PHRk0U4//Vb1/HD7AV8WXOcV47EJFpfVJXz+qTTWFU0gJMVFdSFYju19PR0SktLCQQCgrSuG+cPBoPI5XIaGhowGo1kZWXR0dGBwWDAYDAQCAREOH9aXhKdkmZSM63UnOgx6bFarcikPhGunarORSc3o5HpRYodlVSLIyDuZDpDHTgCLULiBwhHQ3T4m9jW+pWwFiXKDttKykzj2dQaM7qJEOGj2oe4tuQ5VtQ8SaMvRsxb2fASF+c/SIY6BnN0R3Z2NgMHDqStrU2AM5KSkigpKSEUCuH3+zl27BgT0vJ54dwrONBYw9DMPEal5qKSylm++FYu/+JV+qVkcOPEOTR22nlm3mVc+dmrRImSZ0lmaGYe3mBQdD6Wjp5KqsGAVqESSe1SdMY4Lo9cJsfWB+f3hgJ0uF182gfnP9xch1quEBI/wJ3fLuPzJbdz57fLBLLdnzd8zWeX3obN5xZw/q8ObefxMy/hs0tv47Zv3uONX2M79uvGncaqK+8VPP4bnTbmlg1n2aKbsXtdhKNRnt68knF5JTx19hI+3L2FAWnZzOo3hH0NVbw0/ypuXvEOnpCfB087H71Kw9kDR/HlwV8FYvL1E2bHyZz/W+IflPql8rthY3nywE6GJaVQrDczMSOLgZZYkhmWlMLK2efyUcVR5mTkkK9QE/J4wOnGJ5HFta+8Xq/oC+/xeASznu4qv7OzM6E2vnuAR/fuv9VfK0r8AI5gK7+0fcOczKtF2H4g7GN72yo2NH8orO3sWM15ObcyxDI9rsUTjUap8xzji5onsHftHMpM45mTeRVmZY8c5KjjV6H6B6j3lFNqHMu5Ob8VIIZD9p+ExN8dvrCbA7ZNzMi4BIBwJEh7IN7oB6DF3wOZSKVSNBpNHGsZxMoHmUwWJ4Hqjr6Yv06hwqjSiORB3dE30dm97rgOAcQGdyRqqfuCAf6y/msh8QPYfR4u+/gF1l77YMJdfrvbSa29DV8oROZf6RL8o2FUaZhdOpRROUX4QgGSNPpTziXItSRz1diZvPnrOtH6n+ZeTGYCWeN/U6RotKRrtDT1wvnTtFpUDnEi0MoVdPYpMCPRKM6Qny/64Py/tjQyVmMUkeqampowm83U1NTE4fwymUzk25+WlkZJSQlVVVVCZ0Cn09G/f39aQif4pPZhnKF2crRlzCm+HmXQQJP0GF80P0qSKpOF+fezo/17zIpUig0jqXEf5sys61lZ/xK+sJuhlpkYFcloZAbkkhWEorH3dXrG1VjVWWhkBuEaVkrVJKuySVHn0OTrYdpbVOmEo+LCOhwN4Q+7hcTfHbZAE4agmMvSfX/rbRLU0dGB1WrF7XYL77uztZ2JmfnMLRnKsWPHaK2P3Tesej3bbnyE1eX7uPzTl4kSpTg5neWX3Y7D56Hd4+Si959hcGYuyxbdxL7GKoqTM6i2tfLVwR28suAqnt64kkAkzO1Tz6Kus4MLh45n3fEDuAI+9Eo1i4ZPJEmjw6zWCtf76Owici0pjM4p5peans8922TF0eeeoFGocAV8IpY9QIfHycpDYl+Sj3ZvJlVn4KeqHjnjq7/8yLmDRvPYui9p7BoG9N3RPUwvGUSmwcLiro7EmvJ9zC0dzoeLb+apjd8KOH+uOZnlS2/HHQzw0OpP+MOPXzA8M5/3Ft5Is8uBXqlm/fEDrDy8i6vGzmJMbjGdPi/bqstpctoYnJ7LiP9gPsA/lPwtKjVX9RvEopwibG3t+H0+TEodinAUFDGt6eCkFB4aYqCiooJWf6yqt9lsyOVy+vXrJySbaDQax4rtXm9vbxeSV9/WXXd0++N3J/8a9+GExx1x/MyUtIswSntu0vZAC5uaP4479vv618nTDYyDBmyBJpadeFAgCwIcdWxDJzMyN+ta5FIljkALaxrfinvMY52/0hFoRCs3EI6GqXYn5k1Uuw8RjoSQSeUoZWoGmSdT54k3xhlomij83C0L7OuNIJPJBMfA7t8zMzNxuVyiG25qampcQZZlTuLuGedy//fi8zOlYECcNDBJG986gximnkgv3+S0JyTl+UJBqu1tccn/ZHsL1y1/nf1dlqJmtZY3LryO8Xmn7hIEwyGanA4gSprB/De9/v8eXb9BpeGWyXOZXjSQT/duxaLRceGwCfQ/BfnwvynSNFpemTiLJ/bvwO738/SIiWTKVWgz81hRVUGj102mRsdjw8ZjUanob0riSJdT5BBLMoUGE1PTs/miqqfIH5CggPtrOL/LJd5ddnR0oNfrRb79brebQNjPxtaPcXZ1E2o9Rznh2022tpQvTvwZgCr3Qeo8x1ha+BjbWr/mk+pHADDIk7i04A+EokG2tazg7cq7MCmSuSj/PnwhFzKpgp3t3yPpgHNzbqHSuYdwNESRYQRVrgMMNE/GHbRzwr2P0dYzydUOQClVk6PtT60nxnGYmX4ZZlU6pcYxHOuM6dclSEhT56NA3Ko/1RjySCSC0ynePLhcLpRKpYhU6HK5SAqFeHjN58KuvqKticr2ZpQyOXd8uwzoMt+KwrPnLmXhsmcEjw+DSsPXS++i0Wlj6ScvEYyEMau1vLPwBvyhEJ0+D9d98QZ6pZrnzr2cGns7MokEg0rD05tXcsOE2Vg0WvY31nDZ6GloFUqStHoB57dodDx7zlLSdEYmFZQJJmDd0Nv04kGiRD+rZEhccS6VSJBIpNT1cSZ1eD04+2yIvju2h6uaZ/JmrzHhNfY2Gjpt7Kyt5FCXWmhPQxVfHvyVWybOZdbrfxQ2N5tPHOHHax9k1ZFd/H7N50DMg+KzJbczLk9MEP5PiX+4nxHw+TlRflzYjbvdbtra2ujXr5+AHbtcrrikHQqFaG9vJysrS2D8nyqx9143mUwJvQEsFotI+mZUJCaRGRXJKCTiL407ZI9rqUMM6/OGnVgQJ6GOQKMo8XfHXts6JqWeT5IqA3/EhzuUuAXvDcVuUjKJjCLD8ITywSLDcFF3osw4lt3ta2jx9zBa83QDydWJDXy0Wi1lZWU0Njbi9XoxGAwJPQE0Gg2lpaV4vV6B/axWq+Pkg1KJlPMGjSHdYOaFn77H7fezaMQkzh4wMk6Pn2NO5t6Z83l4zWei9ftmzk+o9ZcgQSqREE5grdDX6Mcd8PPI2i+ExA+xLsGSj15k7XUPJjTgqHO088a2tby/axORaJSLhk3gxolzEuL+/2gk64zMKBnMjJLB//Jj/afFmJQMlk2di9ft5mRlJVVd1/5nk8/AHgmRFoaWmlrcEgnvj5rKNpeNTLWGbOQ4G5u5qrA/KpmMX5ob+dPw8RSrtSgUCoxGI52dnUgkEnJycpDJZCQlJdHREbuZy2QyYRPQWx5rNpsTK3ukUTr7tOpdITu2YF+cv5pWfy0/tX4hrDlDHTT7qnGH7BxxxsidjmAbW5o/46zsG3jj+O0C07/KfYDrSp6n0VvJZ9Ux8qAECQvzf8dpmZezsfljlp18ECky5mRdzeTUCwDY2b6a3R0/MCP9UrK1ZdgDLeTrB9Pqq8Mls2NNz6S9yYHepEOZHMQpacWSZMHWESvuDQYDcrWE5ORkQfEAYp+Q7pDJZEi6CqreEY1G45Ll3oYqjrU2isy9nH4vTS4Hr/+ylmBXArT7PHy2bxuXDJ8s4Pw2r4vrl7/JD9f8jue2rOKL/bFz997Ojay47E70Kg1XfPqSQMR744LrSNebqexo5rrlr+MLBnj8zMXMHzQWbzCAVWfgiQ3fMC6vhMfmLOKt7eu5ZtwsNF0wxL0zzuNP61egkSt54uxLUcsV3DjxDP60fgUQG+w1JqcYZx+p6uSC/pg1OpQyOYHeOL9KQ0Mf3kOtrZ1Gl13U1XT4PDQ4OnhhSw/MGYyE2VZ97P+N5B8Oh2lubo77QgUCAVwul5D8+1am3dHZ2Ul6erpA6utuYfWNbqwaenTwvXe3KpUKq1W8e8jWlaKW6fCFxY83PW0xGrl4d6eVG0U4V3copCpUsniGfiLYAWIzA7ofQy3VYVKk4AjGFyp6eQ+DvL9pHL+0fiPsTrr/PqDXjh5ibcNLCh+m2VdFm7+eVHUeaapcDH2UBt2DTQoKCohEIkSlkVPaFavVaoFcGQwGBXvTvjdSi1bP6f2GMjmnH4FAAIVcnpBxrJTLWTh8IoPSc/hk78+xG2DX74lMcNKNZi4aNoEPdm8RreuUKvKSxF2FZqed74/ujXsMbyhAta01Lvm7/D7+sOYL0ZSvZbs2c6K9hTcuvBaLJn6H3+rqpKKtiaMt9eRYrPRPzSLL9N/H3P8/EWq5nGa7XXQtBFrbKMnKElzyABpra5nTvz/t7e20tHRBVzYb9/YbimzgSE5WVFIXinFKcnJyBGfP2tpaAoEA2dnZGI1Gwbe/oaEBk8kk4PzJyclIpVKCwSA5OTnU1tYikUhIy03CK7EzMfV8vqmLJSYpMkqNY5D0gfEy1EUY5FbUMi3ecE9XQSPV0R4WE2PdITv2QIvIITQcDdHur2dTyyfCWpQoxzt3UKAfyrHOmD9FhDA/NLzN1SVPs7zmL7T4YpDdFzV/YXH+w+Tq+vNu5X3CPeS0jKUMHzibLe2fsa36q9ha6hUMLJpKKBKkwr+Tryp/z9TkxRTkjSDgC+HX2TgS2IBZkk5GViHNjc2o1WrS09ORRiW8d+ENLPggBkUWJqUyJqdYaJF3x2WjppJrtqKRK0VSO6tWj7oPaVcpk9PmEd/fPUE/TU4by/eLfTl2159ELhMz8O9auYxPLvktd61cJiThW795j8+X3MaxlgauWx7D+b8+tIM/zV3MskU3c8WnL3G0i4A4f9BYfrj6dzS77Nz17Qc0uezcMOF0Xl1wDXavmyStnle2raHQmsobF1zHSz+vZlB6DrNKhlDZ1swfz7iIh374DH8oxKUjp6BTqjlv8Bi+PbxTwPmvHT+LTKNFVCgkafSkG0zkmK10eHu+M0kJ7iv/KfEPJf9IJBKnS+0Oj8cjGGfodDqheu8dWq1WJOsxGo0im8vutd42tt2T71JTU/H5fCgUCjQaTZzML1mVxeVFj7O+8QMqXbsxKVM5LWMpuXrxThnArExjtPVMtreL5xTMTL9UhOF3h0WZjlyiFLC/7hhomoixyyTIqLRyVvZv+Ojk70VFxVjrWViUPZ0EqyqLy4v/xPHOnZxw7qXAMJR+xlFYVfGkRJMyBZMyhX6MxhtyITuFLBDAHbFxwrmf3R0/oJObGZd8NumaIhGBsbv7Ul9fL9zEU1JSyMjIQNGLIRwOh2ltbRVNNFMqlZSUlMQVASa1lokFZUwsKMPudeMLBU9pNKSSK7hl8pm097LozDIm8er515DfB1KQSCTIpNKEnAJpAsy/ztHOysPx8wt+rjpKnb09Lvk3O+3c993HfHe0R0NcYEnlw0tuOeVI4v/XI5EkL5GldjAYjHPgdDmdqNVqEexUV1dHaWkpJ0+eFFrWdXV1FBbGcNTeOH9GRgbFxcVUVlYK9yC9Xk///v1pDlXyce1DOEPtDDZPZWHe/XjCDtQyPT+3fEmaOo/zc+/kgG0jJmUaRfphVLsPcl7OrXxV9xzekJNZGUtRKwwUyofwS9vXwrU+JW0hyaps0cZCKdWQrM4iTZVHu7/nGjErU0+B83uExN8djkAr9mCz6F6xrfUrsjSlbGv7Slj7seVtMgoLOeLayo72mG//d00vc3rGlRQkDeXjyocFAmKpYSzn9r8Nt9Mj2BOb1Gp+ueGPHLe1kKky4GloIUOv58NFN7GnoYpMg4WRaXnoQxJeP/8aHln3Je6An1unnEWLy8GlI6fyc9UxXAEfZrWW8waNIUmrJ1lrEIqASQVl9EvJZFROITtqe/g8OWYr7X0KBY1ciTPgF+2+IeYr0t016I5vD+0gRW8UEj/Alwd/5bLRU/nDj8tpctkBeHnrDzw97zIyjRaWfNKj4JlTOoyPFt/Cn9d/xdJPYzj/sMx8Viy9C1fAy6s/r2HuW48xMrOQdxf+hmanA4Naw5pj+1l5eDevXXAN3x7cSb4lhQJrGptOHOH2afO4d9UH1HfaOL3fUEpTMznZ0UxB0n+eFfA/lPy7mfqJ2vW97TaNRmOcS1b3EJ/eNxCVSkVhYSE+n49AIIBKpUKtVosSEcQKAIVCISoKEkW6poDz8+7EE3aikCrRyRNrwlUyDVPSLiJPP5AdbauQS5SMS5lHtrY04a45SZXOxQUP8nn148JOIUvTj5kZS1DIehJdoX4I15Q8w0H7ZlwhB0PMU8jQFMXp/a2qTKwp8xiXMu+vvh+I3SSOOn5ld8cPqGV6JqUuIFtbJupmeIKdrKp7haOdPZX3YcfPXJR3LwPMPR0Fr9dLXZ3YCa+1tRWdTidyPPP5fKLED7HuTmNjI3l5eXFJoNPn4Zfq4zyx4WuaXQ7OGjCSq8bOTNiazzZbee7cy7nLcQ6+UJB0vZn0rtkQvSPDYGHB4LF8uk/MGjapteRb4pOzNxiI6+R0hyeB0uFgU60o8QOctLXw+d6t3DF9Xhzps8XloKK1iWNtDeSZkylNzUo4w+C/OZKSkrDZbASDQYFv0n1tdqtGNBoNGo0Go9Eo6tZpNJpT4vx9DXDC4XBc97CbB9R78+FyuQiG/Wxo+VDopB2wbyJDU0S6poj3T9wPQIVrFxnqIpYUPMKWti/4uAvn18gMLC54iHA0xKr6V/ix8R3MilQW5t+PJ+RALlVyxPELB2ybOC/nViqce4hEwxQbhnPCuZ/h1tm0Bxpo9lUxPvlcMrTFKCRqsjRl1HtjePWElHOxKjMpMYziuDPWlZIgIUWTQ1Qift9p6gIScVnD0RAnXWJTqgbvcTRyg0h5cMz5K95QJ3V1PXJrn89HmkTOUEuGoIZwdXaSbTAwcfzplJeX42xuxQkky2R8eentlLc3cslHL+AO+rGodbyz8AYC4RAOr4erPnsVrULJo3Mvxu5xYdLqqLG18cymlVw1dib9UjLZVlXOndPmEYpGyDWnMLN4MOsqDmDV6Hlq3mWk681MzC/l56qYR0Ga3sSgjFxOLx3K3oYq4bVPKxqIpk/nQSaRIpVIqe+j57d73XT0keSuPraP37Q3896uTcLa3oYqml0ONlQcYF1lzDtgV8MJvj+yh6Wjp3PmW38SNhxbThxhzbUP8NXB7dz01dtAzPb3k0tuRSqV8PnebZz37hNoFSpemn8VZ5QNi//w/o3jH0r+vQlmEokEq9UqtPp7J/9uB77uYRqpqalIJBICgQASiQSVSiUkkG6znlAkSJu/jv22vQQiHooNI0hW5aLpkzhdQVsMgw97MClTMCvSUfZKwEqZGqXsb49yNSgsDDJPptQ4BpCgkJ7aMEgqkVGoH8q1/Z7DEWhDIVVgVqbFFRdyqZJMbTGZ2uK/+fwAnpATR6CFKGBSJsc9njvk4Ju6F6hw9iSpqpMHODf7FoZbe8bgdgQaRYm/O75veJ1sbZlgSnSqoUktLS2i+ed9Hca6w2azkZmZGWcKtPnEEa7+/FXh93d2bGDd8QN8ufTOhAnSoNJQlhrf6egdaoWC26edjd3n4YdjewG6HLeuiYMIIHYDSTeYaXLaResmtTZhcbGhIjHx8tvDu7hq3EyRv39jp507v32fdRUHhLV+KRm8t/Am8hO8lv/W6HbO8/li7nfdu8v8/HxCoRDRaBSpVEpdXR0mkwmVSoXNZiMjIyb5lEqlJCcn09bW9ldxfp1ORzQaFXUPT4nzy6I4AmLisDvkwBYQ+400+ippDdSwrfVLYc0bdtLqq8EZstHii3FL7MEWfmr5grOyrufV47cI7p5V7v1cV/IC9Z5yPu3C+aVIWVL4KCqZhg1NH7DtxFdIkTE36zqmKC4gFAlQ4znMW5V3MTP9UnJ1AwiEvaRp8qnzHCNZlcVQywz22zaQpi5kfMq5yFAwxDyd/faYaVaJYRRWZSbjrOewsuEl4bWXGsehkYk3QxqZHoU0/t4XjUYTeoF0b7q6IxwOQzDEk5tW4u6S+dl8br46sJ2zBo7ihi/fjJ0jn5vbv3mPtdc+wJ/WfyWQeN/duZFPLrmVi4dPYvGHzwkKgCfPvpRbp5xJeVsT137xGoFwiMfPvITzh4zHGwpgVmt5ZO1yJuWX8cfTF/Luzg1cP2E2KnnM9fWSEZP5YPcWdAoVT81bgk6p4uHTLuDu72JqLY1cwaSC/nEjyacXD8Sg1qCQygTeAoBJpaGhj56/3tHBSVuLqNPY4XVR72jn+a5JiRCbWPpLzXFSdQahqPAE/dy1chmjsgtJPoUs+N8x/mHCn0ajoaysDL/fT319PT6fL0YukUhEJDy1Wk1WVhYej4eKigpRF6CwsDBuCEeV6wAfnnxYIOJtbP6Y2RlXMNp6ppDcO/yNfFb1J0EqI0HKnKxrGGaZKW5vR0LYA024Q7HWn1mZekr9vkKqIhgJEIoEkUsTm9JArHNhUaZhSQAL/DPR5qvjy5qnhWEhaep8FuTeSZqmZ26Azd8kSvzdsabxHQoMwzArY4nnVETDzmA7gUhPIj+VRE4ikYj+diqbZLlcHvcYrS4Hf/zxi7hja+xtlLc2nHJ3bPO4BKJNpsmSEJPPMSfzwnlXUO/oIBAKkm60kKpP3M3JNCXx8oKrWPzB8wJuqZDKeHn+VeQmcBQsOEXSzjYlxVkO72s4KUr8AOWtjaw8vJPfTDwj7pzU2Fo52dGCPxQkz5JKXlJKHHb6nxrdnJHebpEnTpygf//+tLa2CgY8NpuNwsJCzGaz6PrPyMigtLSUUChETU0NwWBQhPPLZDJqamqwWq0Czt8ND4ZCIZHRTUZmOr6oi8lpF/JtXazdK5coGWCaQLjPMK8sTT90chMqqRZfpAdmVMt0tPrF3iWukB1XyCGy9Q5Fg7hCNja19KhgIkQ44viZHN0Ayrt29TGc/02uLnmaT6seoz0Q66B9XvNnLil4mChRPjz5e+Exzsm+mSmpF1Lu2MGHJ2N/n566mEsKHiYQ8dHsq+aNitsZYpnGhXn30OCpIENTjC3QiFfmZH7O7Xzf8BrpqmLGpp5Fa6iazKwM6mpjz6tSqdBqtUQiERobe+TDKSkpKJXKOLt1pVKJqg95UCGT0+buozAI+Gh1d8apd4601BGNRkVS38fXf8WyRTdx98plQhL+7dfvsGLpneypr+KG72JFxXdHdvPnMy9h2aKbWPrJS5S3xV7vTZPO4Pur7qPF5eC2b96n3ePkrAEjWbboJuxeN4FwiEfXLWda4QCePOtSPt7zM0MycplSNJBjLQ384YyLePiHzwiEwywdPQ21QsGi4RNZe/wAUaJIkHDTpLmYNFpRoZCsNZJmMJNjtgpqAACLRoe7j321y++LUz39u8c/7V5w4sQJ4UsTDoepqakRqvjuCIVCVFdXxw30OXnyJAMGDBDw485AO9/UvRDHwP+x8V1KjKNIleUSioTY1vqNSCMbJcJ39a+Soy0Tdtu+sJv9to380PAmoWjMwGKUdS5T0y7CoBAnIlfITq37CNvbViKTKBibfDZZ2n6ntP0NRgK4gjYkEikGRVJCiCAUCdLur6fRWwFIydAUkazOEuH1nlCnKPEDNPuq+KTqUa4oflx4nZ5wYuKkJ9wpSup6RbwlLcS4Db2NiCwWS0J5ZVpamijhazQakWd5d3TPLe8dvlAoruLujr6Dc7rjeFsjN694W2jxjcwq5NlzL6c4gc7/7+kSdMfY3BJ+vPYBTnQ0E45EKLKmk5+UkrDomVzYP25gCcAtU85E28cNre8M8e746uAOloyairGX/8GhploufP9pgRQklUh4af5VzC0b8V9jFpJoQFc4HI7rLHk8HkKhUJye32QyxeH8RUVFRCIRYRqey+UiMzOT4uJiqqqqBL272WymrKwMV9jGl41/pqnlBEPM07go716CkSCRaIg1jW+TosphUf4D7GxfTYF+CBqZnlr3MeZmXc939a/gj3gYnjQbvdxCmXEsu9pX4++6pmZnXIFJkYxKqhVUPiqpFqMimVR1Lh29PDhMypQEOH8Qf9gtJP7ucAY7aPKKJ4VubP6YC/Pv5YemHpnwhpYPuazwUSqcW9ndsQaAX9u+xaJMZ6B5Mm9X3CUQEIv1I7i+5EWOdv7CJ1UxOKNEN5K5JTciCcsJBAKUl5ej0+koKirC6/WiVqvxer1CgdYN8WVmZhIMBvnjrAvYW19Fh9dFkTWNBUPGdUn1DHQIOH9/8iwpDM8qYE99z3vKMSXHdd+0XXr+YB/+TjAcZkWf4V2rDu8mx2wVEj/ACz+t5qz+I3noh88EDsHKw7uYWTwYi0Yn4PmbKg9z7sDRfLT4Fh5c8ymXd60Pz8jnqyvuwuX38dJPq5nz5mOMySnmvUU30unzIJNIeW7LKrJMFl5ZcDVfH9pBv5RM8iwpbKo8zD0zzuP3az6nor2JWyadSa45GbVCSbYxibrO2L3vtqlnkaz7z9n1wz+Z/F0u1ymNdwwGg4DZh0KhhC3kbplfd/L3hDsTsuSjROgMtpOqzsUdsrPftj7uGIAGT4WQ/Ft8Nayqf6XXY0TZ0b6KbG0/hiXNFNYDYR8/t3zJ1l5twOPOnczOuIJxKfPiyHUd/kY2NX/CAfsmZBI5Y5PnMdo6V+TeF4lGOO7cyadVfyLaVchIkXFxwYOUGHtGADsCbaLELzxHoAF7oFVI/n2Lle6wKNNELT+LMp2hlhns63V+JEg4M+t60WNoNBry8vKora0lEokgkUhIT0+P41J0TxWsra3F7XajUChIS0vDZIrfdZs1WiYX9mdjZXwbvV9yZtxam7uTaz9/nSMtPZX0rvoTXP/F63xy6a1xcsJwJEJlWxMHm2sJhEIMzsilyJqW0JBHKpH+3ZbAJckZfLX0Lh5fv4Kt1eUUJaXxwOzzGZqRH3fsqQiAuZZkkYWxzevizm+XidjAkWiUm1e8zaDrc0XFTSAU5FhrIysO/EpDp43zBo1hWFY+aQbz33zt/9uh0WhEOL9Op0OlUsXh/Gq1OuEQr1Ph/H3dKrv1/L3xf7vdTnJaEt80PyuY6uy3byRDU0SqJo9lJx4EYr4Zjd4TXFzwEGsb32GPLeYKZ1aksqTwjwSjAbY0fc5blXehk5s4P/cuAhEvEomUn1uXI5VIOTfnt9S4DqGW6TCr0jju3MHwpNPwhTxUeQ4wMWU+qep8VFINZkUa9i5J4WkZV5CkzKTYMIoKAeeXYlVlCwVGd2RoihKM140VEFWug6K1Rm8lKqlWpDyocO3GHmzmx6Z3hLXj7l1UBfeSExkmcHycTidSqZTs7GzRLBCZTEa/fjFVT7eToFQqZf1V93Pc3saO2goueP8pLBo9f5q7SJjcp1WqeGbzSm6dfCaf7P2Z8tZGbp92Nv5wkPykFKYVDmTjiUMkaw385axLSdObOa1kCD8ej3EX8szJFCWnMbt0KAeaesiQU4sGxH1nYs6CkriiotPvjdtgfHt4F1eOnSlyGNzTWEWby8nqo3vYeCLmB7O9toIfy/dz8fBJnPXWnwh3fQZrjx9g3fUP8+men7m5C+dXyeR8uPgWVHIFf/zxc577aRVahYpnz1lKKBpBioRfqso5950/c9OkOcwuHUo4EmFr1TEq2pootKYyIb8sbh7B/3b8U8n/VKN5++4Uu9vJiQqF3i1/pVSNUqomEIl3qutOclKJFJVM3LLrjt4t/SOObQlf2y9t31BmHCeQ7+yBZpElZ3esb/qAMtM4rKqexOUOOfii+gkhYYejIba0fIYn5GBO5jUC6c8eaGZFzdNC4odYG3BF7dNcU/KMMGcgmsBjgF7/0R0WZRoTks9ja9sKYU2KlLOybxQlda3cwGkZSxlgmsDejnXoFUkMT5oZN3pYJpNhtVrR6/UCPqtQKBLOQNdqteTm5gr4bl+lRncYVBp+N2sBu+tOiFwBl46aRr41vrVeZ+8QJf7uONhcS72jIy75b6s+xuIPnxfYwRIkvLzgKs7sPyKhnDD2HO24A74uvD9xV0QikTAoI5dXL7gWh9eDVqHEcgrDn9mlQ3l28yqRDEqChBsmnC5K/m2uTvY0nIz7/2AkTK29TZT8d9Se4KJlTws3na8P7eDcQWN4dM6iv8t46H8zVCoVJSUluFyu2Lhbv/+UOP+p9Py95bvdev6+BYDZbE74/BFJBGdQTPjyhl20+8QyvXpvOe3+OiHxQwzTb/HV0BFooMIdU4e4Qw62t69kZvplvFFxG+Fo7LtW6z7Kdf2e5YRrPytqnwFiSfziggc5XXYla5ve4+fWL5Ei54K8O4kCcomcHe3fsav9e8alnEOZYTSOYDtpmjxqPUd64fwbydaWMtp6JkRhkGkyBx0xCWw/wxisyixGWk/nx8aepF5qHBOH6WtlRtTSeHmyVCrH5xHfT91uNz6fT4T/h8Nh/H6/yEkwEongc7oJRkL8ZWNs2FGj08Yd3y7jh6t/x6PrlrOqa9Leuzs28dXSu5BI4OIPn8MViD3ns/OWcvu0sylvbeDqz18lGA5xx7R5LBgyFoCGThsPfP8Jkwv788czFrJs5ybOHDCS4uQ0ZBIpi4ZP4uM9PyGXymLWu0o1N02awxMbvwFiqoFR2UU09ZEtzioZjEGlQS6VifB7k0Yb52/Q4GinqqNFuAYB2j0uajpaef6nHpzfHw6xv7Eag0rD9i41gyfo5w8/fs6nl9zKvHf+InQkrvrsVb66/C5anHau/uI14TFenn815w0eE/c5/W/GP5X8e3vq9w6r1Soym1AqlSQnJ8eZ9HSPq+0OkzKVqWmLRF90gBLDSEEmZ1AkMTn1AlbWvyw6RiFVkaEpEn7vaxbTsy4TtX89YWfCJByKBkTaX4hh74l26ns6fmR8ynmkyGJOb85gR1xlD7GbiytoE5K/SZlCmjqPZl+16DijIhmTsidhqmU6JqVdQIlxFIcdW9HJjZSZxpGiEid1iJ2fMtM4CvRDsAda8IXddAbbMStTRV2MYMRPW7iaA/ZN+MMeBlumkaEpRCsXt6y8Xi/Hjh0TFXSZmZmkpqbGcQIGpufw3VX3sbv+JI2dNsbmllCSkp4Qxz+VZwIQtwNq7LRx84p3RLKgKFFu+/o9hmTkxakJOn1eVh/dwx9+/Jx2j4tMo4XHz7yEyYVlCUcHQ2zoSd+Rv32jX0oGKy6/k8fXreDX2gpKkjN48LTzGZSRIzpOIZMndDwERFV/m7uTe7/7UHTTAfjq4HauHjvz3z75Q2z3r1arqampEeH8RUVFmM1m0Tje3NxcoaXcW89vMplEOH9SUhJZWVnYbDa0KXLaJcexh+Sk5GbQWmOP6fnzLPiwMyX1Qr6tj7V1ZRI5RYbhQtLujhxtfwzyJFH7HkAt1+HpI0FzBm04gi2ixwhFA3T4m9ja0tMdjBLhhHMvmdpiKl0xuWqEECtqn+Ga4mf4qOoPAiywsv5lLin4PUZVCh+d/IPwGOdk/5YpqRdxxLGNZScfAGIy42FJMwlEfDR5T/JGxe1MSr2Aedk30e5vIFWdiyfUiUoW4rT0pWxp+Ry9PIlZGUvwhDs5LX0p3zXEkk2Rbjjp6nyUUi30QvlSU1NRqVQJcf5EMs6+OL/T76XRaRMSf+x8RDnQVI3T7xUSP8ATG7/hzQuv466VHwjf80fWLmfF0jvZVXuCR9YtB2J2vE+efSkfLL6Zaz5/jWe6hoT9dsqZfHfVfdg8bv744+c8+MOn3DjhDF47/1ocPjdmjY5nt6xkckF//nLWJXyy52fmDRyNRaPjYFMNL82/ilu+eptQJMwfzliIBAnXTzidLSeOEiHSVbyfgV6lFuH86XozqXoT2SaraLiRSa3F0wcidPi82HxukZwxShS7181He34WHfvOjg2cO2j0v9X4738q+avVajIyMgQCiU6nIzk5WWDpdr9BqVQaM5uQSmlpaSEajWI0GkUjfCHmfDfcMguTIpktLV8QjPgZZT2DQebJIvy9v2k83rCTLS2fE4j4SFPncXb2TSKNfH/TBH5qXR73msennCvCv3VyI1JkcdP3lFINWpm4uOndZusdESIi7f+pSIUSJCh7Vew6uYkFuXfxSdWjdARiXzCTIoWF+ffHORXq5EYKDUMpNMSG1YSjYSIJtO8QI/itb1zGXts6okRRSFScmX09A02TBAXEcecuwZUMYI9tLVNSL2RS6gXC6w+Hw9TW1sZ1croNV3rPDeiO3u327tHLiSLTZCHXnExNn+FB+ZaUOJ/8VndnnCEJxIx+mjptccl/b0MVt3zdU0A2dNq47OMX+f7q+xiamR/3OMFwiBp7G20uJyaNlhxzcsLpZ1KJlKGZ+bx+wXV0ds0vN2vid1uZpiSuGDODV7at6fPeUkU+Bk6/j+O9MM3e0be1+e8cwWAwzs/D4/Egl8tF353a2tqEev7i4mLC4bAI58/KyiKzMIWPqv4gtPWL9CM4p/9vaQvW8mHd73CHHAwxz+iS5DlRybRsav6UDHURC3LvYL9tA0mqTAp0Q6hyH2B+7u18Xfsc3rCLUdY56GRmBpunsN++Qeg2zsq4jCRlJiqpRijg1TIdSaosklU52IM9WdSkTCYcERcaoUgQT7hTxAeAWKehyVMpWtvc8gnn597J2qZ3hbV1TctYWvgYBxyb2WePwXdrGt9ibua1DDZP4c2KO4V7zSDzFK7v9wK17iN8Wh2DGIv0I7is8FEihDls38obx28jRzeAGcWXovCYkMijtEqOU9nZSmn+JFoa24RJgYFAgNTUVGEUslwux2QyMVAR6+x1T66cVTyYkuR0waK3O7KMSVTZxRs8g1qDM+CLK3DbPU6+6DMee/XRfaQbLCKZ37ObVzG3bDh3r/qAui5Z34tbV/PcOZeTpDVw1WcxaPfH8v0sHDaBZYtu4rffvMeP5TF+TpE1na8vv4tOn5c7Vy6jytZKcXI6Hyy+iXaPE5lExtObV5JjTuKVBVez6shuDCoNU4sGsPnEYe6deR53r/yQZpedswaM7NLxR0VzTx6bs4gck5WipDQqO7qnXsrIMiVRlprJhsoe2GZgWva/VeKHfzL5y+Vy0tLSMJvNRCIROjo6BA2p1WolPT1d2NkrlUoyMzNRWyXYgy1IJG68EjvqPha6OoWJwZapFBtGEiGcUKOvV1iYmHo+g8xTCUUD6OSmuONS1XnMz7mNVfWv4o94kEnkTExZQIFhiOg4syKdaemLWN/0gWh9dsYVwg69O4yK5C5VgLgISFJmYOjl3mdWpNHfOJ4jnWLoYah5BqY+j5mmyeOK4sexB1qBCCZlyiktigGCYT9Nviq2t32LI9jGMMtMigzDRJ2CI45tohZnMOrnq9pnSVXnkaUtwR5oZVWfzgnAlpbPGWSeIkwLDIVCp3Rp9Pl8CZM/xGyZOzs76ejoQKlUkpqaikajERUCaQYzb114PZd98qLA9s8yJvHGhdfFMfm1CmVc+647dCrxbt0fDPJan6QLsUp8xcHtccnf5fex4sCvPPjDp/hCMWLopaOmcNuUs06JuxvUGgzqU099VMrkXDNuFiq5gtd/WYs3GGB26VB+N2uBCH7QKVTkmJMTTk9M+Q8iDcnlcgwGg6hVr1ar4/B8mUyWEOePRCJxOH97ezsyjVs0JKfStZv2cC1rm98RlC377evJ0hZjVWXxwcmHADjh2kO2pj+LCx5ifdP7fFL9KAA6mUnQ869v/JC32u9EKzNyQe7d+MMeJBIpW1o+78L5b6XGfZhwNES+fjCVzt2MTTkLe7CVNn8NpcZxpKkLkEsUIpx/StqFJCkzydcNpsodU4ZIkZKmyiMYFncDMzXFRKLx3+lwNES1R8ydafJVIZeKDcYO2jcz1noWX9c9L3QvK127GWKZhj/iZlfHagBOuvaxVarjjKyreev4nXR2OStulX3JNcXPIg2oqKioIBqNIpfLKSqKjcoNhUJUVFSgUCj4eNHN7G2qRi1XMCwlB0+7ncfOWMiLW3/gRHszt087G08wwIC0bEpTMjnW2oBGoeSe6eeSrjcxMquQXfVdklBLCsMzCzi9dBhHW3rIkJMKSuM6ggpp7DvTF9Pv9HvjNg7fHNrFgiHjhMQPUNneRJvbxVeHtlNlixUmFW1NrD1+gIuGTmDOm48Kjn5rjx9g3TUP8sXBX7myq6gwKNV8dMlviRLl/R2bmP/eE5hUWl5ZcDVOvw+lXM57Ozby+q9ruXXqWdTaW/EE/JSl5bC16hgTCko52FTLlpNHuHjEVKYOGM+ullYGW5NQnkJN9T8d/zT9WCaToVKpqK6uFpF82tra8Pv9FBYWChBAnfcYH554WMDr1TIdlxb8nmxdmegx7f5mmn1VdAbbSdcUYFVlxbWjZRIZapmWYESGQhK/S1PK1Ay2TCNHNwBPyBEj6yhTkffR8StkSkZb55KtLWNPx4/IJHJGJM0mTZOPtA+L36xMY0HuHXxW9SdBkaCUqjkv9zYR014t1zEn62pS1LnsaP8OqUTK2OR5cVLE7jAokk5J6usb1e5DfHDyIcHIptp9kELdMBbk3YFeYY7hlm0rE/5vZedusrQleEPOhLLAKFFcIRtp5AMxPLyvSVN39PUQ745u+Vdvt8aOjo640csAgzJyWXnlvdTZ20ESm/iVkQCbzzYlc+nIKbyzY4NofUpB/zj5Xigaxt5r8lzv6OgzdhTgWGsDd63qKfyiRHl/5yaGZxawcPjEuOObnHbqHR1IJRKyTUmknEJymG60cPu0s7l4xGTCkTApelNcNyHVYOKPZ1wkTBfrjon5ZeRb/3PcBaVSKVlZWcjlclwuF8nJycJ3p3sevUQiITs7G5lMhtlsFiZLyuVywQyo94Aes9lMQNqHO4QEuUSJMyjuMnjDLpHDHkCd9wgt/ip2dPRgtu6wgzZ/HS2+aqo8McKZJ9zJzvbvmZ6+mNeP3yZ0AOvcx7iu33OcdO0XOmRSZFxW+CgKqYod7d/x3on7kUkUXJB3N9FohGg0QqVrD29X3sXM9Mso0g/HGWonVzeQRs8JdAoLk5Iv4Oe2L8jR9md40mzC0RDjk88V3PxGJ52JVZXFeOs5fN/4uvDaSwwjkUnEMlGd3Bw3Thxi98YOv7jzUO8txxFoERJ/9/lo8lcSbTAJSTcUCmG32zGbzUInJhAIILOFWTx0InV1dThaO/ABEuCZuZdy3N7CxR89Jyhm3l90IwaVhna3i7tXfYDD5+EvZ1/K4tBkNAplDOdf/QlTCgfw8OwL+Gj3T5w1YCR5lhR8oSB3TDubJzd+i0Iq46HZF6JTqrhhwuk8uyU2JlqvVDMpv5STHeIuw+zSIVg0emQSqajTYFRpqLeLuSENjg4aO21C4gdoczuptrfzxIavhTVnwMeuukrUCqXQqXD4Pdz73Ud8cPHNnPPOn7F5Y/e6m1a8zdeXx4YgdY8hBvhg0U08POdiHt19iLmrYpuyP4wdxV0jhv5bFAD/kvYoEAgkNI5xOp34/X7kcjmOQBufVf1JRNTzhd18Wv04V5c8hVERM6Bp89Xx3on76exF5BmVNIcZGZei6yoAAmEvNe4j/Nj4Du2BBgp1Q5mecQkZGvFYRalESpIqHYM8CZlUHufW1h1auZEiwzCKDMP+6vuUSWSUGEZzfemLtPnqkEnkJKuySFLFs9lNylSmp1/MaOsckEgwyJP+arvHE+qkyXuCA7bNscLFPJVUdZ7IqMgVtPNdw2txDnYn3Hvp8DegV5iRRCVITsV36JrDrZZpRW1N0bmQ9SSz7m5NdzenOxQKRZzBT3f4fL6Ecxpqa2vp169fXNGQYbSQYbTQ7nYSCIcIhsMo+lwQaoWCmyfPJcuUxGvbfiQQDnHJiMlcNnp6HDlPp1RzycjJ7K4Xj0sFOG9QPNGm2ziob7z56zrOKBsmausfbKzh8k9fFtqPRdY03rrwBkpT4z9/iLGTEw026h2TC/rz1dK7eP2XH2l2OVg4bCLTiwf+R+38oUdB4vV6qaioEMhkWVlZlJaWCjh/t57fbDYTCgfxyDv4tO5RRlvmkpmVi63DgS5VTqvkGOqwjkkpC/i5dQVSiZSZ6TEnzdMzr+KLmr8AoJCoKDWOiSMJ5+uGoJOZUUo1IjmsWqaL4/K4ww7sgRYR9BeM+mn3N7Cp+VNhLUKYcucO0tUF7LH9CMTY+Ctqnubq4qdYdvIhHF2wwOc1j7Ok4I9EKBI6EgBnZl3PjaWvcci+mQ9OxhQJI5PO4LLCxwhHAuzqWMPrx29lqGUmF+beS7OvilRNLq3+GjQyA+dm/5bVDW9gUCYzM/1SPGEnMzOWsLrhDQCK9aNIUeeik5v5pe0b4XnHJp+NVmZAJpELfAYJUgxyKy6puBPTPTOhd4TDYYLBYFyHJuj3s/nkEZFU9oHvP+WV86/mmi9eFZLrzSve5tsr7uHnqqM8vv4rIIbzPz1vKe8vupErP3uVp7tw/sUjJvPjNQ/Q4nbwhzWf87vVH3PLpLm8uuAaItEInT4P93//MaNyinn9/Gt4Zdsa5g8ai1Gt5WhLvYDzR6JRHpmzkCiwdMx0tlbH+FpSiYSLR0wi22QVdRSzjBbS9EayTVYq2nvMoUxqHQ6f+J7W6fPQ7LQLiR9iG4c6Rwcf7t4sOvaVbWu4cuqFfHy8B/Z56NednJWfy7CUf33Y2L8a/1Ly79vGS/S3zmAbzlC8Drwz2EZnoA2jwkooEuTn1i9FiR9gZ8f3DLFMQ6cfCEC99zjLui4cgGPO7VS5D3B1ydOkqHvIV+3+Bg47tlLeuYMsTTHDk04jVZ2XMAmHIyHa3U14gy60SgNWbbqQLHuHXConVZ1Lqjr3r58UYo6AclSEu+R0p4pA2Mevbd+ysdd44V/avuGCvLsZZJ7cc1zEG7fD6Y7uil6rMDI+5TxhqEl3SJBQqB8GxAqTWRlLRVJIgGGWGXEzDcxmMxKJhIaGBkKhEGazOaG7X3ecakKjz+cThrT0DrvXzZYTR3hi49d0eFzMGziaq8fNjPPITjeYuWHC6cwfPBaZREqSTt8l/YmPaUUDmVM2XJgbAHDV2JkMzognSMpOURDKpBLR7IAmp53LP31JxBSubG/m+uVv8Pllt2HVirsatfY2jrY00NhpY0BaFoXW9IQEPq1Sxdi8EoZnFxAMh9D9DdLhv3NIJBKcTqcocTQ2Ngo4f/fushvnr4hs5bvaGDnthHsPszOuZGDxRD488TAt/ljBOdQ8g6tLnsIXcvF9/RusaXybAv1QLsn/A76wC3/Uw6q6l0nXFLEo/wF2t/+AVZ1FrnYADd5yzsy6nu/rX8Mf8TI6+Uy0MhNDzNM5YN9MMOJDgoQZaZdiUCaJlEYamQGrKotUdQ5OV8/9yKiwEuwz2yMcDXbJlPs6DNqpdIm9IX5p+4YMTRHrm3u6Tbs6VjPcMovd9tUc6YxJ07a1rSAp63pKjCN5p/IeIWEPME7ghn4vUu0+xKdVjxElQj/9mBjOHw1zyP4Tbxy/jTzdIBbnP0Szrwqt3Eg0GuGwYysX5t3L+sb3UUjUTExbgD3YgjkjHe+JmJ+HSq1CZZYgk8ZUQN33b7PZjEqlQqPRiGTbSqUSTR8bdqM6xg+I9Gnh+0NBvuwz9Gdt+T6sWh2HmnsMlj7cvYVFwyZxxzfLBK7Pcz99xwvnXYFKpuCe7z4CYGt1OYuGTeSDi2/m5hVvs64ihq2XJGfw7ZX3YPPGHAjrHB1MyO3He4tupM3ViUGl4ePdP6NWKnjrwuv56uB2SlMzyTBY2HDiEA/NvoCHfviMEx3NnDdoDPlJKUQiySLew5/mXhzzD7GkCHCCSianJDmdAWnZgmUxwIC0bIJ9cmQU4tb+t+JfSv59fb27QyaTCYS+vzaMprud5Ql1ctTxS8Jjaj1HyNMPxB/2sLHp47i/+yNeqlwHhOTf4W/kvcr7Bd+AGvchdnas5qriJ0nXFIj+1x1w8svJ1Xx14A0CYR9quZYLht3IyNzpaBTxhC4Am6eVcCSEXm1GLY9v5Tv9do4172H10Q8JhLxMLprHyOxpJOninQHtwWbRDqM7VtW9Qra2VOAeqGRaUlV5ovG+3WFU9GD+/YyjGJ98Dr+2fUuECGqZjrOzbyRFFTs3UomUQeYpWJRpbG39ikDEx2jrXAr1Q+NslBUKBcnJyRiNRgETPJXzH5Bw6h/0GAb1jR+O7eW3X78r/P7Ojg1sqjzM55fdRqZRDIV0eFycbG9hS9URMgwWxuWVUJKcEVdYZRgtPDVvCTdPmkOHx02q3kiuJQVjApz+9NKhQjuxd1wz7jSRaU+dvT1OIgQxJ7MGR4co+Ve2NXHRsmeo7+w5fvHwydw787w4CSPE5hF0+rzoT1FQ/SdFX4JnN86faKRs9yz77thv30CSKkNI/AD77OsZnjSLHxrfojUQWz/p2kd/0wRMimS+qIp1AOq85bT567kw717WNr0j4PwWZTpLCh8lGPWxvvEDtrd9i05u5sK8e/CHvCCJsrH5I1QyHQty76DCuQcJEgr0Q6h07mZM8tkEu+x5J1sXYginoZJqSFMW0ByIyTnPyLgWszyDQv1QTnQleykyklSZdIbEG5lMTXHCzVKUKNXuw6K1Fl8NColSpDw43LmVCanz+bruOQHnL3dtZ5BlMt5wJ7ttMb5LpWsPapme0zKX8tbxO4WNl05mYmnR47QFavms6nGiRFBKNSwufBgDmexzr2HFieXo5RbOKvgNRn82CoUCn89HY2Mj6enp2O12vF4vGRkZhMNhpub35xNrOhXtTbER4POWYtbqGZFVKHTg8iwpFFrTmNVviMi4Z3x+KX0HGahkcqSSmBqmd7j9fso7xXDGqiO7OW/wWCHxQ8w8rMPt4pO9W4VrdmtNOQMzcjh30BjOeutxoXv6a9VxVl9zP29t3yCQhNVyBR8tvgWFTM4bv6zlvHefwKLR8er5V+P0eVHK5Ly7cyOv/7KWh06/gF21MXnzpPwydtZVMja3hDZ3JysO7uDS0dOZUDoWvVrNgsJ8lp+oAuDKAaXk/I0ZNf9T8S8lf6VSSUFBAcePHxdd5Pn5+ULyNytTydH2p9ZzRPS/+brBQnKTS5UYFVY8YfGHDjEWPMRkN4mMgACRj3e1+1DcccGIn22tXzEv+yZk0p63XNVxhM/2viD87gt5WLbzL6QZcihJHSp6DKfPxu66TXx78G1cfgeDMydw3pBryTTlC8dEImF+rVrD53t7Jkt9sfcljjTt5Ipxv0OvEuPErqAtodzQE+7EG3IJ50cnNzE3+1rer/ydyAWx1DhW5EdgUCQxM/0yRlrPwBf2oJebMCvTRElSKzdQYhxFvm4wUaJ/cw5C99yFUyAKQqjVavR6PS5XT2u1W9fdd9ff1Gnj0bVf9n0ITnQ0c6K9WZT8bV4XT2z8mvd29gzn0CpUfLn0joQMfotGjyXrb19c/VIyeem8K7nnu49w+r3IpTKuG38akwvFUyATTRAU3l+vkxIIh3jtlx9FiR/gwz1bWDB0HON7Jf9oNMrh5jqe27KK7TUVDEzP4Y5p8045CvnfORwOB3a7Hb1eL3z+UqmUzNxMnBoXSclJdLTFzkn3RM5S4xhBJgfQ3zgelVRcoEmQIpcocYXEsKI/7KY9It6BV7n30xGoF9zwIHZPsAWbqHMfpdoTSxDukJ3dHWuYknoRb/TC+avdB7iu5AUqnLv4tPox4fkXFzyEMqzj453PcrLjdaQSGZeOvpOkDCtBb5i1Bz/nG8/7nFa2kP4ZE2gPNpClKuVo3X7SLFkMMk3hkGMLOdr+DDHOwO/1MzZpHr92xNry463nYlAkMTLpDDb06ggU6YfFFbYmRWrcOYLY5qrNJ/bNqPeWY/e3iDqu7rADd9DGlubPhHtOIOLlqGsbhbqhwnhie7CFFfVPc03xs7TWtAt8jLa2Nvr16wdARUWFUMgsu+AGbAEvaUotzQ2NuKOtPHH6Ig621+MNBtGr1Ny96gMuGDKO68bPZv3xA8wbNJpsUxJKqZyLhk7g031bMam1PHX2ElQKBffNms/v13wOxK71YVn5ceqabmhOKpGIOg16lTpOIdTsctDotIlg0wanjWpbG69s/UFY84WCHGiqQS6V8U3XaHCb181Dqz/j7YU3cPZbj+Posi2+4pNX+O6qe2notAkkQYDXz7+W30yex8O7DjB31Y9IgEfGjebqQf1x+AP80tTCqM++5OYhg7hyQBlWzf9ex+9fvtPo9XoGDBggtITUajVqtVr48mrlRubn3sYPDW8Jc67LTOOYnXGFMJlOKzcwI/1SPqr6g+ixNTIDmZpi4ecBpon8nEDGV2gYLvxc5z6a8HXWe8rxRzxopTFMNRQOsr483pMe4KeTq+KS/+66TXy062nh9/0NP1PVcZS7Z75Csj6mXGj3NPPNwbfoG4eafqXN3RCX/DWyxPiuUqqJI/TkaAdwdcnT7OlYiz3QwrCkGeRo+8epHRQyJSkysf48UfSeRniq6Ay0U+0+yK6OH9DKTIxNPot0TWFC8qJCoaCgoACXy0V7eztqtRqr1YpGE3+sPxSi1R1f6EEMDugdVR2tosQPMYONh3/4nHcX/QaTWnyeXH4ftfY2nH4vKXoTueZkZIlMjJQqzh08hpE5RbS7nRhVGrIt1jg/gGyTVdTi644hGXmiuQUdHherj+5N+J6211QwPq+f8Ht5ayPz3v4znq7hKc0VDjafOMKqK+9lSGY8RPHvGh0dHWzatEkgho4dO5asrCxa5a28oH4RFy6m50xjjGUM4ZCPE8FdfFj7If2MYzgn6xa2d6xkjPUsAAIRnwjnPy1jKTKpgjMyr2F5zRMAKCUaSgwjcfYpCEoMo9DKDHGKHI1UH7ehcAdt2APNIpw/EPHR7q8TEiDE9Pw17sPo/Cmc7IjtzCPRMJ/veZG7Zr7Cs9tvxe6LQW4f7nyS3059CjVJvLTubuExrhj3O6aWLGLHybU8teZWAKYWn8dlxY8RkgTY0f4drx6/mWmpF3N29o10+BtJVefRGWxHI9UzM30JW1u/JE83iOFJs3AE25iXcwtf1jwJQD/9GFLUOcikcnZ0fC8871jrWejkJpGUWYIUrdyATNKH+CxR4g6L8Xx3yIEn2CkiYkLM+yMQCIg6GK7Wdkry8zl2rKfd7W1pZ27pUF7duZ57uobv/Fi+n1fmX82SkVNY+snLPNll1nPP9HP54erfUWNv445v38fu83DeoDEsW3QTDZ02zBotj69bwcySwTw+dzFf7N/G/MFj0ShVHGut56XzruSWr98lFAlz/fjZyKUyrhwzg+01FUSJIpNIuWjoRFL1BhEhsMCSSqreRIbBQnUvmaJZrYu7N9m8bho7bULij30/olTZWnl7u5iM/PGen1k48RyWV57sOg4e/HUn2y88l0d27OGnxthG9Z5t28kx6FnU7+8bAvd/I/7l5C+RSISEf6pIUmWwIPcOOoNtgASDIikugeTpB7Iw/37WNr6HI9BKkXEEM9IWY1XHNPxSiYyR1tM54viZjl47/YGmSaSp84Xfc3UD2NkldRE9vm4QKmlPoohCnFa3O4Jh8c7C5mlNmNQ7fe00O6uF5O8P+WItxQTh9sdL5yzKNIZZZrG3lzwPYoYfZqXYHU8ulf9DEwP/1fCEnPzQ8BYHHT0klkOOLXF8hN6hVCpJSkoSzXdIFGatjnG5JfxSczzub7lm8fuu6oifRQDwS005nV6PKPk3dnbwp3Vf8fn+mNRSq1DxxNmXMqd0OBplvMmPJxDA5ffR1kU61Ks1pBvEx6UaTLyz8Ddc+/lrQttycEYuL82/SkQ6VMsVZBgsCYuarD5Khu+O7hYSf3eEImHe3r6eJ89egvzfgAn890Rra6tIEbJr1y7GnDWGlxQvE+5KOuuk6ykxltDRepQ1Xf711e5DnJZxORfl3c8HJx+kzR/buQ43n8a1Jc/gDnXyXf0rrG54k3zdYC7J/z2+sBtfxMW3dS9RbBjB/JzbOWjfTIo6h2xtf6rcB5mfcwdf1z6HP+JhbPJZKKQqBpkmc8C2iQhhJEiYkDKfJFWGqFDQyUxYVVmkqHJwh+zC+zEokvB5xPeCYCSIy28XEn93tHtaONYsHsL1/eFlXDT8Fr452OM9saliBRPyz2BP50rKu+CP1Y1vcFbWDQwwTeCtiruEhD08aTbXlbzIAfsGPu7y7U9XF3J54eOEogEO2jfz+vFbGWiczIV599Dub0AnNxGOhDjs+JkL8+9lfeMywtEQ09IXYQ+0MSl1AV/UVBKM+DHIrRQZRqCQqFHJdPjDscJ7oGkySapMbGofPl8PoVKpVMZ5fySaAQIx6e2KA2J45/tje1DIZJS39Zjn/HnD18wsGcy9330oDANacXA7s0oGY1RpBPb8xhOHWTJyCu8uvJHrl7/BlpOxTnJpcgYrr7gnpixY/zUvbf2BiXmlvLfwN7R5nBhUGt7evg69SsNbF17PioO/kqTVM7mgP5sqD/Hw6Rdwz6qPaHbZY/JEo5k8SzKpeiMtrti1/OjchRRZ08kxWantIv2q5Qr6JWcyMC2bHbUVwvspS80kGO5jXR2N4gqG+KWXiyJArTNehfQ/Gf9jPUalTE1ylxNeolDLdPQ3jSdHN4BwJIBapo8rEKyqTC4reoxmbxWOYAup6nxSVNnoFGbhmFzdAKzKTNoDPV8wlVTLmOSzRC1/hUzB1OJzOdK8M+61TCo8U/R7OBLC7U+8U/UEez5AvdJIkjaNDo/4Q5ZIpFi08exOtVzHrPRLKdAPYUf7KpQSNeNTzyVHWxYnN/x7IxD20R5ooMVXhUqqJUWdK4IGnEEbTd4TVDh3YVamUWQYTooqJ67NaAs0iRJ/d3xf/zo52v6imQa9o3tuQzAYRC6Xo1Qq4zB/k1rLH864iPnvPilyBbtp0py4EbmnGpaRbbKi6kM4Wnl4t5D4IdYh+M2Xb/LDNb9jSB/SX6fPw5u/rhPsQgH6p2bx9kW/iXsNZalZLF96By3OTiJEyTRa4kh8Zo2OO6fP49KPXxCvq7UMzxJzTY40xdsbQ0x+6A8H/2OSf184R6lUEpAGhMTfHRGiHHFsFa0dtv9MlqZESPwAe+w/Mir5DL6vf124fqvcBxhknoxekcTK2phHRb23nCL9CM7PvYvVja/zaRfOr5ebWVL0B4KRAOsa3ueXtm9IVmZxccGDuEMOFFIVOzt+QAosyLmTSucuJBI5eepB7K/ZxoSU83CFHLT5axhkmoJFkglGGRZNCjZvbHe4eOTtpBmyKUkeyvG2GM4vk8rJMhXi9Ik7EvlJA+IUOgBRaYRaj7hD2eavjzMd29OxhpFJs9nQ/KGw1uQ7gSPYgjtkFzw99jnWE5VEmJ6+mDeP3yHs5PVyM0uLHqcz0MqHJ/9AmCAGuYXF+Q8RigbpDLax7MSD6ORmzs2+hc5gOzJJTB21tukdRmfNw9mmwufzkZqaSjQaRavVCpMdFQqFIPU0GAyCN4hKpcKg0zG7dCiv9vLemJBfSl/8UK1QEIlG4mS6nX4v1TZxgfXt4V3M7T9CSPwAx9oaaXDa+GLfL+yoj7Hqf64+xtCsfE7rN4Tz3n1COHZXXSUrr7yXj/f8xBVdrXqTSstHl9xCOBLm3u8+4vENX6FTqnj+3CsIhsIo5HLe3bGeN7at5Y9nLGRnXSUuv4+J+aX8Ul3OrJLBHGmp59ea41w+ejoTC0rRKaOcnZfNt9Wx7/ZvBg+gxKjj+oEDeOFAj4/D/zbj//9I8g8SRIoUGf/6TUst1SKR6RNOzIMYh6CvCU/vsKjSuaTw91Q693CsczvZ2lIGmCcmZOkXJQ/mtH4Xsbb8M6JEkUpkzB2whFxLP9FxerWZwZkT2N/wc9xjpBt6HtesTeaS0Xfy4ua7RSYe5wy6CqsusSzMoLQyLGkGA0wTkEgkKKR/vR0fiYaxBVpwBFqQSeRYVOmCXDIQ9rPPtl5kgayW6bis8DEytUW4g3a+r3+NQ46fhL8rpWouL3o8rqNwqjHBrpBNZJXaO8LhMHa7nZqaGqE1aLVaE04DHJyRx+qr72dvQxWt7k5GZRdRnJwuIttBzKmrJDmd423i+ewPnna+yBSo1d3JW9sTD37aevJYXPI/3tYkSvwAR1rqeXfHBn43az7yXth7h9vJifZm9jdUk2lKwqBSJ2Twj8kr4Z2LfsMja7+g3tHBlMKB3DPjnLhBQ6eXDePbI7vi/v+sASPQKv5zyH9paWkkJyfT1taGRqNh5MiRqDwqxunH8oskBvElk0w6aZQZx1Ht7rnx9TdNiEuLUqTIJHLc4T44f8SD3yfuqFW6dtMeqBMNs3KF7LT7G6h1H6XGG2vVtwXq2duxlvEp5/FmxR0C3l3tPswN/V5kZ9UmXvj5XgBkUgW3zXgGlVLN6oMf8+SvtyCXKrlm/O+JElPurD32Od8ffp/Tyi5mVM50Wtz1FFgHcqLtEJnGAkbnzmJn7XqmFM5jUMZYVHItw7Imsbc+ds3NLr0YoyKZUdY5oqReqB8SZ/xjUaQn9DKRSKRxY4jrPOW0+mpELfzu87G+8T3CxEjZzpCNCucesrUlfFMXK1QdwRZW1r/M1cVP8U3d8wJ5cWfHaq4ufor0aD7Hjx8XrumioiJkMhkej0cYBpSZmYnVahUGhlVXV3PBgDHIpBI2VBzi+gmziUSjSCRw86S5PP/Td6hkch45YyFapZprx53GS1tjHVu9Us2o7KI4Jc2csuFYtPo4nF+nVNHQh2vT4nRQ1ccPoM7RQUVbE09v6vFDcfg97Kk/SYSoMLbXHfDz5w1f8/aF1zPnzccEpv8Vn73M91fdT42tVeTb/9HiW0jVm3hy4zdc8tELSJBw/6wF3DD4dNzBALsr9zL39W+4fMx03p85md1tdkalJlNpt/Oh18usnGzStKc2D/u/Ff9S8rdh4xjH2MFOzJiZzCQyyURJ7EYfiUZiBhPBDlQyNWZFmjBYp284A+1UuQ+ys301WrmBsclnk64pQp3AzMLuacUdcKJSaLFq0+J2rUmqDJJUGYyyzvmrUjuj2sLZg65gfOEcXH4HBpWZZF0GSrkYwlDLNZw35FqqOo7S6eth8S4YegMpevG42dKU4dw/+w0ONW7HG3QzKGMcmaZ8VPK/QayTxSag2TyxL6xJnRQnOYxEw5xw7uPT6scEaZJFmcbigodJUedgCzSyqv5V0f/4wm5W1b3MJYW/p81fL0r8EMM71za+y4X594nOtV5uTnzOFNaEnwnEZH3dBiHd0d7ejlarJTU1vmDLMSaRqopZQiuVyoQywkyThfcX3cRHe35ixYHtpOqN3D71bEbliIsVCafmJCayGt6eAHIAWH7gF66bMJv0Lpe/dreTR9Yu55O9PYVfmt7EF5fdTnFyhuh/jSoNZ5QNY0xOEaFIGJ1Kk9AueGxeCcMz89nTy84035LKmf1H/ttZgP610Ov1TJw4EZfLhd1uZ+vWrUQiEfqX9Wdw6WCCeHHYTrKi83GGW05jVvplHHFso9Q0BqsyA1fIxpzMa1nd8AYyiYxZGUuRImNq6iJWN8b06wqpijzdwLjx1mXGcWilBhQSlch+Wy3T4wmJu3SukAN7oFlErvVHPNh8LXx3+H1hLRwJcrRxFxZNKjtr1gEQigR4b8efuHPGSzy98RY6fbEk88HOv3DrtGewaNN4uat4ALhy3EOcNWApKw+9w0s/xdYvGHYjU4rOIRqFjRXLeeTHK5g35ArOzroRe7CFZEU2Dc11yGRyzkq7ibVtb1OgHcoA7VTsnTZmpi9hTWNswlyWtpRUVS5yiYLdHT8Kzzs++RxMyhRR90CKDKMiKW5DIZcqEuD8djqD7ULihxjvod5bTtSnEeH8dXV15OXlCRMDu9fKysqw2+00NXUV6p1ww4gZXDBkAos+eIbGLuvqa8bNYu21D9LstHP/9x9TZXufWyefyWvnX4PD58Wk1vLI2i8YkV3Ea+dfw+u/rOX8weNRK+TUdrTx8OwLeXTtckKRCDdNmoNeqeaOqfNY/NHzAs4/f8hYDCqNqFDol5xBjtlKmsEkUvCYNbq4seQOr5sOj1tI/BCb0Flla+G1bT+Kjn13x0YWDp/I6i7vkChRHl+/gu+vuo971i1nV12sQHps3Ze8fv61nFuQx4yvVwmv696Rw3hk3P+87/8/nfw7cfIRH1FBj4HBHvZwLddQSimhSJBK526+rHlaMPgpNY5lbta1cTt3b8jJD41vc8DeQ+w67NjKgtw7GWKZKqwFQwGOtuziw51PYfO2oFUamD/kOkbmTEOrFFeJ7e4mGjurcHjbyTDmk2rIjiPcAagUGrJMMZOgaDSacLwmQKYpn7tnvkyTsxpv0E26IZcUfRZqhTgRymUKss3FZJv/MWze5mnll6ofWFf+OZFomClF5zClaJ5IImjzN/FJ1aOim50t0MyquldYmH8/jkBrQvVAnfcYnlAnrb7auL8BVLkP4gu7RUndokxnuOU0wdSkO+ZmXXdKG+K+BKHuaGlpwWKxCKOeAcEUJhCIYapSqZSioiIMBkPcRZCflMrVY2cxt/8I1DIFeUnJaPrskJN1Rq4dfxr3dmmBu0OChAl54k4OcMrhORaNDkWvoqu8rVGU+CHGHn5l6xoem3uxaKpfrb2djZUHWXFgO4VJaSwZNZX+aVlxDP5sk5V3LvoNNY526h3taORKBqTn/E1joH/H6IZ1du/eLSh+jh05xpSUKVRIfmZd47tADOefk3ktF+Xfy7ITD9PaJVvtb5zA9SXP4wzZWFX/Mqsb3mC45TQW5t2PN+xCKVWzpuEd8vRDOC/nVg7afyJNnUuWtowqzyEW5N7J17XP4o94GJ9yLmqplpHWMzjq+IUQAaTImZK6EIPCIioUjPJkzMoU0gw5nGjvSYRGdRKhqFi6HIoEcfptQuLvjg53CwcbxVbePxz5gPlDr2VH7Tph7fO9L3LfrDdYdfg9DjTGJM2f7HyOS0bdSaFpJE+sv1HY9Y/LO50bhr3MzydW8dKOWPEwNHMSS4Y8ShAvzd4aXjt+K4PMU7kg925sgWaSVOk0e6uo6NzL/Nzb2dz8CVqZmbEpZ2LzNzMtfTFfVD+BL+IiU11CsWEE0WhUxHsYap6BVZWJVZlFe6DHU8SsTEMaEBfPfWc3dEeiWQ8Oh4N9jkYh8UPMSGv+oDHc/NXbtHe5bz6zZRUvz78anVLFtV276k0njrB01DTeuegGrvrsVbZ3YesT80pZeeW92H0eHvlxOc9uWUVJcgYfLr6ZJqcdvVLNG7+sJdtk5dUF17DqyG5S9UbG5/VjY+UhHpt7MQ98/yk19jbun3keKXojaQYzeqVagCHvmn4OWSYL2aYkoVDQyJVdOH8Ou+t7pneWpWYS6nM+wpEInqCfPX1Mx+oc7Rz0ykSdixf2H+I3QwaSqUu8Mf6/Ff908m+lRZT4IVbxfMkKbuQ3eP0dfFL1qEiadqzzV1LUOcxIv1TU1rcFmkWJvztWN7xBnm6A4F/f2FnFSz/dS7QrQXsCTj7Y+QQWbSqDMsYK/9fsrOP5TbfT5u7Rhk4pOod5g67EoDbHPU8wFKDOUcnmiq/p8DYzPn8O/VKHkaQVFynJ+gyS9Rlx//+3wuFtJxgJoFMY0SjjP2B/yMe3h97h5xM97ajvjyyj3nGCy8feJxQ29kBLwiFDJ937cYY6UJxCtqeSapBJZaI5AL3DqsyK2x1o5HpmZiyh1DSWPe1r0MpNjLSeISJX9o2/t3INhUJUV1cLiR9iplCVlZX0798/jjx6sLGGm1a8zdHWeqQSCecOHMO9M88ju0+yPKNsOEdbGli2axORaFSQDxWniNvuACOyCtEolHiDYkLXrVPOEmnyd9fFOwZCzKfgzmnnkG40AzH54rWfvyrs5rdVl/Ppvq18ufQORvfpUtQ7OlhzbB8f7N6MXqXmNxPOwKBK/Nm1eDyc6HTiDobI0esoMBpRyBIbFP1vRSgUitPzBwIBDnvFRdMh+xb0CrOQ+AGOdG5lfMo5rKp/WRiKs8f2I9m6UrQyoyC9q/EcpsQwmgW5t7Oy/hV+6sL5DfIkLi16hGDEx5r6t/m59Uv0cgsLC+7DF/Lgdfn59NcX0SoMzCu9lfrwYQyyFKR+FbtrN3NG/4v57vAHVHcc4exBV5KkS0cpU5NhLKCxM3aDXzzidlL12RQmx9r7EMP5M00FdHib2VW3UXg/edayBCg/hAlzov2gaK3FWUcwHBC1+3+tXsO0kvl824skuK/hJ0bmziCotrO+Odap2G9fjwSYknYRb1Tchq+LrGeSp3J58WPUe8r5rDqma1dJNVyUdx9SiYzyzp28XXE3ScoMLsi9G3ugOcaFikrY0PQBMzOWcNSxjVZ/LZNSzscbcqLQdaDRqvF6fKhUKkxZGiSyMGq1WiAEqtVqNBoNJpNJNMVVr9ej8Yghv9iES0kczu8PBTnUJN6grDyyi9mlQ4XEDzFMv8llZ9nOzexrrAJiGv9t1eXMLBnMue/8RTh204nDfHfVfbz161oB59colHy0+BakEgn3rvqQR9Z9iUWj4/ULrqXT50EqkbLqyC7e37mJ+2ct4ER7E21uJxPyS/m56ihTCgfgDHj46uBOphcPYmJ+GRqFkoFpOYJp0VVjZ1BgSeXSkVN5b2fs+yFBwqD0XCr94ut3sDUJoyKekPx/O/7p5O8gMSbcQgsBAjT5TooSf3fsbPueMdazRISx3gzb3uEO2fGHe74gu+o2Com/d6w5+jH9UoailKsJhUOsL/9ClPgBNld+zZjcWQmT//G2fTy/6Q6BnHO0eRcD08eydOx9GNVipnarq4Gjzbs40ryT4uTBDMwYS5ohsbTOE3BxuGk7y/e9gs3TQmnqCBYMu4FcS4nouA53E1tPfhf3//sbfqbd3SQk/0TOgxDDSqVIsSoz4siOAJNSL8CoSEaClGRlNm0BMeFsduYVgoVy7zAoLPQ3jaPMOPbvSuxGo5H6+ngnwrS0NNGuPxgMJrQCjkQiBAIBUfKvtbex8INnhB1CJBrly4O/olYoeHTuIpE0L91g5sHTzueSEZOp7+xAKZNTZE1LOM63ODmd5Uvu4J7vPmR/YzVJGj13TT+HqUUDRcdlGRMrFzKNSah7vafy1kZRGx9iDP4/rvmCZYtvFlQJNo+Le1Z9yNrj+4Xjtte8yONzF7Nk1FTRea60d7Lwh7Xsao0Rn9QyGe/Omsa8gjzUp5ix8D8dLpcLmUxGenq60O7VarVYLBbKlOOp8/ZIwMpM40SKG4jp1OUSZdw9IBD24utjx1vp3EWT9wQHe20UnKEOOvwNnHTtp94Xs3F1hWzst21kuH4uL227XriuqzqO8MDsd9hW9T3fHoq10aUSGTdN+QsahY6Pdz3DNwffRCaVc9noe1ArdESjEdYc+4RvD73D6f0vZnTOabS56ym0DqSi7QAp+ixO67eQtcc/Y1rxfPqnjUAt1zEwfSyHmmK8h7n9L8OsTmZK0TmsOvye8NpLUocS6qMsStFno5TFxu72riKkSGjxie22673ltPhqhMQP4Ai10BloZ0Pzx8L79ke8VLkPkqkpZmtbzF+jLVDHyrqXuKLkCVbUPCXwMXZ1rGFp0Z+IRsN8cPJhQtEAEiScn3s3JYpBHPJsYsXJ95AgYVH2w6SGY5wniURCbW0tJpOJrKws2tvbSU9PJxqNMjg5i3MGjubrQztQyxX88YyFqBUK7plxLo+ui70eo0rD4IzcOLLrnLIRmNXxGya9Uk1zn6E/7W4njQ4xX6TG3sbJjhae/6lHAeYNBjjSUo8/FORw14Ahm9fNo2uX88qCazj9jUeETcGNX77Fd1fdx4mOFq7+vAfnf+OC67hx4lw+3vMTF33wDBIkPH/e5eiVGkKREL9Ul3PGm49yxZgZPHfu5RxqqmVIVjH7nEF0CiV/mTCG+3/ZyfyCPC4uK2FXaxtDk5Mw/w8afv3TdxAL8YNYADLJQIX6lD7ziZZ7D8fpHQZ5EmpZzwfvCSRuK3uDLsJd1bMr4GB3XXwXAaC8dV+cfr/TZ+OT3c/FsXIPNf1Ki7NOlPxbXfU8t/F2Wt2x5LqrdgPGI0ncPv150o3xhMLy1r28se1h4fejLbt4asPN3DvrNdHx/pA3YVED4Av2FD8WZWxeQV+75KGWGRgVKShkSi4ueIjNzZ9w0LEFtUzHlNSLGGiejFQS2/kvLnyIfbb1HLRvwaRIYXLahWRpSvo+rSj+3h29SqWioKCAmpoaoS2YkpKCySSGW/7a4/X9W1VHq5D4e8dn+7Zx46Q5FCT1dGei0Sh76k+y5OMXBSmdRaPj40t+G2cIJJFIGJ5dwCeX/Bab141KLifTGD+HYWhWPlatPu413DPjXJHxSG9P8N5xsLkWl98nJP8qW6so8XfHn9avYEbJIHK6Bhb5QmEe3bVbSPwAvnCYi9esZ+/CBQyy/n0Dof5vRTQa5eTJk+zdu5dIJMKwYcPIzc0lFAohk8nYuXMn2cUDmZm2hKOdv1BqGoNZmUaka6DNL23foJHqOTvnRiQSCXOzrmNF7TMAaGR6ivTDcPYpCAaYJ6KTm5FLFKLWvFqmi9fzhx20uxpF17U36MLubWFt+WfCWiQapqr9CAa1hWpbrFAJR0J8vvdFbp/+PE9uuAmXP5ZkPtj5BLdNew6LJoVXt94vPMalo+/iwdPf45sDb/LyT/cBcNGwm5nRbwFEYUPFl/xxzZfMG3gFl4y6k3Z3IxnGfJo7azGqkzh74BWsK/+MVH02Zw5aitNvY96gK1mxP5ZsiqyDSDfmo0UtjPuFmG+/WRkr6rvhPplEjkamR9kX55co4ki8zlAHjkCLiIgZJUJHoJFm70lhkmCUKJtbPuGcnN8KXAyAZbX3cXXJ00Q7NDR3ydgcDgf5+fmC+Vu3FPSe8XO4YcJsWlxOfvf9R1Tb27ho6ASWLbyJRqcNo1rDA99/wpkDRvDonEV8eeBXxuf1Y0RWAfWODh6YdT5/3vAV0WiUW6echVqu4O7p53Dxh88BsYmaFw+fhEwqFeH8A1KzSdUbSdObaOhl/pOk0VHZLlZl2b0eOjwuUTcwHI1Q62jn5a1i+fhXB7dz8fBJAsk4SpRbv36Pddc+wC1fvyuMJ35k7XLevOA6pg+YxMyvVwnfxvtGDuP4JRfx/P6DnLMqpoiYX1TAq9MmkZzAG+X/RvzTyT+ZZAYygEP0WFNKkXIe56FHR5qmQDRMojvGWs/G0CfZWxRpjEo6I06fPzfrOoy9OgQjcqazuVLM0IZYS7/bjlchU2BWW0XEvO7o28YH8Ic8NDtr4tYB7F4xW/Rw0w4h8XdHp6+D7dU/cvagK0SJwx3o5NsE3gC+oJuT7YdFyd+oTsKgsuD0i6tWlVyDWdPz/s3KVC4p/D1f1T5Ho7cCCVIGm6cyLf1iFLLY7jZZncXZ2TcxI+NSpBKZoAQQzoEqg6lpixhrPQu5TIVS+n/OYUomk2GxWNDpdASDQcHmua/UT6FQYLFY4oZCJRocFD6FD3YoEo6zS61ztHPVZ6+INPQ2r5vrl7/BV5ffFTcy2O51U2tvw+Z1k6o3YdH40fbx2C9ISmX5ZXfwzOZVrK84SJYpiftmzmdMrrhgKk6OhxYAhmXkY1D1XMx9TYy6w+HziIakNHs8fHisIu64SDTKUZv9fz35d3Z2inD+PXv2MHXqVDo6Oti9O6Z3b21tZfjwEQzJn8Gyyt8JHaexSWdybcmz2IMtfFXzDL6Im2L9CC4t+AP+iAdn0MaKumfJ1pSyMO937O1YS4lxFBKJlDrPMc7PvZMVtc8RjgQ5I/0aoj4po0xzOO7YSYgAMuRMTr4QaUgVG4fb5QiYpE3DpE0hzZBLVUfPfcuoSSIUFuP8wXAAp98mJP7u6PA0s6dOLIHdVPE1ZnUye+p7Nh2f7n2e+097k68OvMmhpi6cf89zLBl9D4MyxvHUhluEdv+04vN44PR3ONS0nZe23APA8Kwp3DrtWXxBN/WOEzz241WMy5/N+UV3Yw83oZObCYb8VDkPMD/3NjY3f4oUGVPSLqIt0MCUtIUsr3mCYMSPWZFKvn4wEiQi3sOopDlYVZkkKTMEyAXApEjG7hcXsxq5IW40cZQo3qATT4d43el0CqOBu6O9qYW84iIWfvCsMBTn031bmVEyCLVCyXXLY0XFtppyrhk3i2WLbuK65W/w4s+xnDCtcACrunD+h3/4lL9s/JrSlEw+XvxbOn0efKEgD6/5jDxLCu9cdAMrDuxgeFY+RrWGDZWHePzMxTywOobzP3jaAixaAxMMZqxaA+2eGJn0zunzyDIlkaYz0+y2AzElQb/kDAal5XCgsSdPlCRn4u07BCkSwR3ws69BbMNe62inxSVq5PDSgcPMzs3h6b0HhLUvK09y1YAyzsj72yZt/yfin07+BgyczwWMoopd7CIJC6MZTTqxm6BVlcmi/Af4suYpPOHOGN5hnsxI6+lxGna1XM/09MWUGEezp2MtWrkhNl63D76cbS5idtnFrDnaQ+oamjVJhPfrlEbOHnyFcBF1h0ahp8Aqtm6NPbeOdEMeTc5433yzRoyRH27akfBcHGneyen9L0bVy+s/GA7Q6bMnPL5vUZGkS+Pysffz4pYeiaAECZeNuRerTpxU0jUFLCn8A85gBzKJHJMiJc6tTyFTYpadWg4plUjRKhKPpP1XQyKRoFKpTjkACGJFQlZWTCXRXQBotVqRLXR35FqSUcsV+ELiC21G8SDSuhj53dHgsAlGIb3jZEcLTU67KPk3dnbw0A+f8e3hmOROgoTbpp7FlWNmxE0MLE3N4plzluLwulHK5ST1kSBBzC54bE4xv/bCJhVSGfeftkA0WyDdYEaCJK7TlGVMErU3pRIJapks4RAQ1Sngn//JCAaDCX37a2v7SNDq6oik2EVQ068dqxhmPY3V9W8IZOAK124GmCeilun5viG24230VuIMdXB2zk18WfOkYAlsUqSwtOgxnC4Hb237Iw5fOya1laXj7yWqCOLsdPHBtqdJ0qRx1fgHOdK8E5VMQ4F1APvqt3DWwMtYvu8Vmpw1jM87nWRdRqxQ7rVpOHfwNaTos8mzlAodAblUSaapgFZXPfsaelQz+UllCfX84UiIkx2HRGut7noCYa8I599U8RXj8k4XOYjuqd/MyJzptLrqBYOxrSe/RyKRMnfwYt44frtw7iyKdC4repRWfy0fn/wjEcIY/j/y/jpervJq/4C/467H3ZNz4u5OPCEkuNPipUKVtkDdaKnRp6VQSkuxIgGCk0BChLi7HHeXOXPG7f3jPiP7zARoaX/P877v+nz4AHv2mdmzZ9/3kuta11KmcUOxKNsP+Lt4qvYB0tV5XFl0HwP+TkzKNDq8dWzveIGVuXdwuG8L/b52ZmasxRdyU2gYg02dQ7+/Ha3cwNyMK9EpjBToxtA83EZZoKsiR1dKj8VBT0+8QmU0GpM6bORyOcFwSKKSBzDo9XCqQ5p8vXH6EAtKx7CzLh6gba87w72+NTy6Z3OsJe98dxsHmqtZUDKGDf8Q/fyHWuo42lrPps9/m0d2vR3LzPUqDf+88V5AxrffepZz3RsxaXT8ccOtuPx+lHI5b54+xD8ObufHq66mprsdtUJJltnGhzWnuGTUeJw+D2+dPcLSivHMLqpArVSypGwc22oFl+P7y68k15zG5eNn8srwGGAZMsZnF3JhhPbb5Iw0FPLkCujIoUj/TftMwKEVC5OYyCQmJr2mkCmpME/l7lGP4AkMoZSrMKnTUkrDgij9V1pmMto846JlYZPGypoxNzOzaCkOTy8GjZl0Q24Si78ifSJ3z/0prxz/M72uDsZkT2f9hDtTluZNWivXTr2XR3Z8U1J6H5cziyyTVJSoLH0cx1p3gdvN0AABAABJREFUJb1HcVoVKrnUaRnVVqYWLOLD6mQ54oqM5PtVmTWF7634G039FwiHQxTaR5FlLEyJ8+uVZvQpMPr/CxaOhIhEIhJBpVSm0WgoKioiNzdXMI9VqiTRGBDO/+/XfJHbX/5zLDOuSMvhxyuuwTiCJKf+GF38ka9trT4Vc/wgspjf7HiTOUWjmVMyWnJuy0AvZ7taaXX0UpWZT1k6pI8Y1JNtsvKnK+5gT8N5Xju5n/L0HK6eNIfKEWN/C6zpfGX+Kh7ZFed4yGUyfrX2xhh5ECDXoOfrk8bzo4NS1TijSkWl3cr/pjmdTpRKJYWFhbGxzwaDAaPRSH5+PgMDA7Fzc3NzkcmkJXmFTIkcOe4R7Wb+kDepNF3tPESfr00yC8AR6GYo0Mfe+g9wDDtrh7eXA/VbWVxxOX/YJ1jyLQO11PSe5HvL/86+hi08vud74vPlKr6+6BGUciVvnX6K323/GiqFmjvn/HhY9TPCgcatbKveyOUT76JzsBmZTI5Zl8aZjoNkmQpZOupqtlZvZEn5lYzOmoRaoWFeyaV8VP8mILQ9zNo0FpSu471z8X7+8vTx+AJST5BtLk5qLwYRSLc4pITTht5zAudPGJHeH+hgMNDLu62Px9r8nMFeGlwnydQU8VbrnwDo8jfyTuvj3Fr2EC82/pw2jwhUj/S9xx3lvyVMiKfqHiAQ9iJHzvXFP0Cp0DAU6OGVxocJEWBZzueYKV+DXKag29fMay2/Z4x5Dpma0Qz2DpGdnR3r9c/KyqKzsxO5XE5hYSFatZYHllzOT7aKPdGi1TM1vxSDWiuR8F5bNRWbLhnn16vVdCV0DQD0uoZiqntRq+vroqa3g78fjEvvugM+zne1MejzcK5b4PxOn4ff7XiLP2y4jeV/+UkswbjnFSEMdqK9ka9s+lvsPZ68+gt8dcEanjm8M4bz/2D5Vdw+8xJCkQh/2fc+j+99n/uXbGBCbiGtjj4m5pdzxOHHpNbwqzkz+d7+Q1xdXsoVZSUQiXD32CoeOy1Ei1YV5VNuMRMMh1GmaE/+T9t/lTXk9PZT23OGDy+IH3vJqCspz5iASWO96N98Er6sVek/sZVOpzYwOX8BZenjCIQCGNSmpJa8RCtPm8B3lj7Grto36HV1MqdkFRUZEzGNIPtNyJ3Le2efx+WPb1AapY55pWuTnLRSoWRJxRWcattHtytOgltScSXZ5hQjZofZw7mWkqTX/rctHAkz4O9kKNCPRqHHqs5Mmj3gC3no8NRxoOdtvKEhpqQtp9AwBpMqdXk6EAjg8/kIh8MpoYGoKeUK5pdW8cFd36fV0YdGqaLQmk6mKblyUWBLY1x2AadGMIaXj5ok0eEf9Lp5+lBqXsjbZw9LnH99bxfXPft7if73+rHT+dHKa8k0SgOwPIud9eOmc/n4GSgukp0bNULQZGHpGN45dwSr1siK0ROpyJAGCQq5nNvHVtHj9fL46bMEwxEqrBb+sXQR5Zb/ncAvHA5TV1fH8ePHiUQiVFZWMmfOHHw+H3K5nP3791NaWsrYsWNpa2ujvFxMslM4MliT8SXe6X4UvdLEpXlfgggsyLyGDzoEAU6nMFFqmshgQMpnGWuZh05hSIIQdUojrhEleZfPgcMjdQRuv5N+dxfvnXsmdiwUDlDbcwKtSs/JdqE8GAj5efrAL/n64t/xq61fwjOs3PnY7u9x35I/0evu5Ml98dkjN8/4Dt9f8RSvn/wLj34kOATLR1/H1xc/QiDo4/3zL7L5/D9ZP+52bpj6DfrcneRYSugYaMSsT+fSsbexrfplxufMZlL+fPrdXdw0/T7+ceAXAMwoXEqOuZjZxXoON8dx/ktGXYlVnSGpHillKvQKUxKEp5Apk4KpwUAP/f6OmOMHCBOmw1tHm6eWwLB+SJgwWzueZlXenWwcniUAQuHzropHOD6wjb3dmwARoF1R+E3KS2ZIcP6srCyqqqrw+/00NTURCARYmTeaGbfcx4W+DqrsOcj6h5huz+O1m77BQ9tf58qJs5HLZNT2dvKH9Z/nG288jVqh5JdrbyAQCvHdSy7nxufF2HKVXMGaqimolUrJ/RifXUi+xUaGwULn0EDs2q06g6TlEKDf46bP7ZRUFkORMANuF0/s2yo5960zh7l8/MxYoBIhws8+eIUP7vo+X3jlCc50iYrEV17/O09e9QXK88awLAHn/8GMqZy74Sp+ffQE698ROP83Jo3nvUtXMRQMcKy7l2kvvcbVFaV8d+okyiz/neps1D6z8/f7/bhcLlwuFxqNRrR26HT4Qz62XniZd8/Gp1Vd6D7G6jE3s3rMzTGM+r9pZu2nw0VVSjXF9kqK7ZWEwqGLbtzZ5kK+dckf2Vv/Lue6jlCaNob5pevINad22JmmfL6+5BE6B5sY9PaRZRbaAAZ1ctn4f9PcQSe+kBu1Qps0KCgQ9nFh8OCwZroHGTImWBexNOcWCR/jwuBBNjbFW2xqho4wyXYJK3PviA1wiprX66Wuri42DEomk1FSUoLFYkkpyKOQyym2Z1Jky4idn8rSDWYev/Iufrj5JT6oPinaAsfP4NuLL5Pg7gq5HH0K8R1Acl4wHOK5Izsljh9g0+mDXDdlHpnGOIzUPtjPnobzvHhsD9kmC7dMX8zYrHy0KVp4QpEw6UYzd81aTp4lmWQYtTyjgYdmz+SbkyYwEAiQrdeRpU8OYhsGnXS6PZhUKorMRgwjZI//U+ZwODh6NJ6Bnz17loULF+JwODh9WpS3e3t7mTJlCjNnzmTHjh2x37iwsJAvjv8z3f4GXmv+Lb6wh6n2lVxb9ADhSBhnsI/Xmn9Hgb6Ka4se4Gjf+2TpSkiXF1HbeZ7VuXezuf1JIpEwK7PuwuPyccnoqzjTeZBgOIBcpmBB+WXY9VkSnD/DmIdVl0GmsYDmgQuxazdqrElzOILhAIOe/pjjj5rL72Rfw2bJsV21b5BpyIsp9wFsOf9PphQs5J3TT3OuS1SVXjj6CLdM/w5js2fwm+1fjVUXl1RcwYPL/8aOmld5bPeDgCD2fWvxH/GHfOxueJufbrmNsdkz+OK8h+hwNpGTlkdnoI4Lg4NcUyTmoFhUGUxLX0m3r4mlOZ/j5cZf4Qu7KNKNpdQ4ARly1DId/oj4rtPT1pCmycOiSscRiJfqreosyXRUAIPSnNRxESGCP+zhVL+0AtrkOkNOcKwE5+/s7MRms1FfXx/j5/T39VFWWkqx0UZjYyMuwOVykZeZyeNX3cVNz/+Rkx0Cgp2UW8y7dz5At9PBl177G71uJ2My8/nnDV+lwzkgZHh3vUN5ejaPXXkHb585wrSCMowaLdtqTvPwpTdx/9vP0+bs4/rJ88gwmLEU6iUtvt9cfCm5ZjsZegvdbhEomTQ6ci02xmbnc7YrDleVpWfjGTGTIxQJ4/R5Yo4/aq2DfTQNhiRg0B9PnGJhbg5/OhmHM35z7CRrigvZ3tjOH0+INfS3M+cpNpl4cPoU/pv2mZy/z+fjzJkz1NTEo0ir1crs2bNxhnrYfO6fSX/z3tnnmFm0LGX2m2idg82c7TxEc381ldlTKU0bR1qC4E3UQuEgnc4WWh21RCJh8qxlZBkLUCpSb4ChcJBeVwdOXz86lZE0Q45EfS/q+B2eXrqH2giGA9j1WaQbspHLFeSYi1g//g78IS8qheYTy9t2fWaMaBgMB3EGevD6nBiV1qTsOZX5Qm4ikchFlRFdQQcO/7AqoDpD4ryD4QDd3iaqnYfxhz2MMk0nQ1sYc8ahSJBW1wXebXuCdk8NGZpCVubdTqF+TIxH0ONr5eXGX8ai6ggRjg98SJauhLmZl4t75e+K4bSJdqx/KzPTL0WnjFdpQqEQbW1tMacAAiuuq6tjzJgxKacABgIB3G43XV1dyGQyMjIyMBgMKWGC0rQsHr3yDjoHB5DJZOSabUkO2KDWcs+cFewfofInQ8aqqviCG/C4eOustOwetZ11Z1kwPP631+Xkvree4YPqOHln44n9PHv9l1lSMT7+3cNhjrTU8a23nuF8dxtWrZ77lqznsrHTk0SHagYcvNnQyJv1jUzNyODmqlFkjrg3/lCI95tb+dwHH9Lr9SGXyfh81Wh+OGMqecb/vGBI4sYetUAgIFF6A2hra0OlUkl+46amJkrKi3m34y/4wuL44b73yNePQi3XSXD+oWA/6/Lu5e/7f8apYXZ5rqWUO+Y9xKB7gL/t/SkOby9WbTr3zPsFQ74BlAo1m8/+E6VCyZ1zfsj5zmNkGHJRqzQcb9vFpeM+z1unnqLZUc0VE+7GorWjVmrJMhXR6WxEhoybpt1HlqmAfEsZLQ6hYaJSaEgzZlNkHx1r3QMosVcRCCVrbgRCARr6pbr9ve5O3P4hCaz4Yc1rTC1YItkja3tPMeR30DJQy6Emke2fbN+LTZ/JynHX8Xj1vbF7Z1VlckvZz2l2n41pIWjlBq4tvh8ZMs44dvNkzX2YVelcUfR1HP5uTKo02j117Ox8kZW5d3KqfxeDwR5mp1+GM9BHgaGKAl0VzZ6zpKnzmJd5NXqFkTzdKFo9InDK1ZWTps5jtHkGhxImCebpRiVJskereSOJuaFQSDL6G2BgYIAeryPm+AGOtTXg9Hp5dM+WGCnvTFcLR1rrmFFQzlXPCI7E7sbz7G68wOuf+xY/3/oazx0VgYlRreWfN36VSAR+s+N1NvzjYdL1Jp686gsMeN0o5XI2nTrA3w9s52err+VCdxtalYoMg4XNF46zftx06vu6ONxSx/JRE5hRUI5KoWBRSRXbh+cL/GjFNeTb0rhm0hxePCaqSHKZjLHZBeCSfu8pGekoUwT6Krmcj9qkgdfBrtQDzf6T9pmcv8PhkDh+IKbtbsxWJmlVg8CEXf7kCXeJ1u5okLTYfFT/FgXWUdwz72cSxTuA811H+eOub8cm9MllCu6e+xPG585BLpNmkd6Am0NN23jh6CMEQj5kMjmLyjewqupGLLo4K75jsIk/f3Q/HcNdABqljrvm/JjKrKko5ErkcgVauYFwOETLQC0Hm7bS7mhgWuFiytMnJF0jgMPfw76eNzjQ8xbBiJ8K0zRW5N5GhjY1s9MVcNDoOsWe7tcIRYLMSF9DuXEKJnX8Oru8TWxs/BWd3gYAsrUlXFF0H5nD71k3dIzn638SawPa1fUyy7I/x4z0S1ErNHR7m3iq7v5YObXL18gzdd/ntvKHKTBUAtDsOpOSzLS/500m2BZjUtnwhjwXnQUw8ngwGExi+UfN6/UmOf9QKER3dzft7XE2ssPhIC8vj8zMzJSVAqNaS9Bgwunz4PL7UmbfMwrL+dmq63ho2yacPg9ZRgu/XHujBKPXKFXkme00jhjnC1BojVc96vu6JI4fRJB0/7v/5M2cQjKGiYY1Pe1c9fRv8IXE/R7wurn/nedJ05tYN3Za7G/rHIOsfOMd6gbFOtne2s6fT51hz5WXMSE9/vtfGHCw/u3NhIZJQuFIhCfPnGOU1cI3J0/4j8uFWiwWMjIyYiIuJpMJm81Gfn4+Dkf8d87Ozk4KzORyOXKFDM+ITNIf9jEYkJbqq52H6LY0c2pYDQ+gzVFHv7OXfQ2bYzj/gLeHIy07mFe6loc+uCt2blN/NQ8uf5KdtZt495ioPCrkSr4y/2HUKi3PHPgVbYP1KOUqbpnxXbRKHaFwiPfOPYcnMMTKqhvxBNw4PN0U2Ss5036QYnsVUwsWc7RlJ+NzZjM+Zw4qpZaqzGmc7RLDwRaVbyDDlMuC0nVsOR936qVpY/EEpHtenrlUVD9lMkggeakUapoHpEFpQ+9ZBvydMccPMBDoos/Xxrb2OJzhDbtocZ/Dps7mQO/bsfPebX2Cz5X+gn82/iS2Vxzu28xt5b/EF/LyXMMPCUWCsX7+FerbaBw6xbP130cuU7A85/PMkl+GP+xGLlPxesvvmWxfhlqhpcF5gtmZGwiFg7iVPVisFhwDDuRyOQUFBbHnIaoBoVQqMRgMyGQyenvjv7vVasWHVPMAwKBWS0r3AP1uV5Icb01POzU9HTx/NF6JGfJ7OdfVSo/LyY464ax73E5+vf11Hl53M6uf+HlsLd7z6l/ZcseDHGqp5d7X4wJLL974NewGI08f3MHVz/wWuUzGD5dfzZ2zlxOMhPnLvvd5dPdm7py9lD+s/zwtjj5yM8vZ2esmR6/nodnT+cGBI1xbXsqGshIiwF1jK3n8tAgQ15cUkaXTcdfYKr6wI37t11X896e3fiZWQUzDeYQ1NjZiUFhTlvZVCk1Kmd2ohcJBdta+kdRi0zxwgbpeKXO2z9XJ3/b9VDKaNxwJ8bf9P6PPlXxtbY56njn0q1jEHomE+bD6Fc52xCf7eQMuXjr6PzHHD6IP/8+7H0gSDmrqv8Av3r+L984+y/G2j3hy3094ct9PGfBIp1EFwwH2dL/Knu5XY72z1c5DPFf/Qwb90nPF+UEO9b3Hi42/oNl9jjZPDZuaH+HDzudjokdDgQFebPh5bDEDdHjr2dj4y+FqQA9vNP8xSe73g46nGQiI/tYT/TuSWjEjRNjX83rCPf04ByI2La1Cf9FZACNhBEittX+x436/X+L4o9bW1iZRCIxaMBziYHMNNzz3CDMfuZ/Ln3qYHbWn8Y5Q8rPqDHxu+iLev+t7bL3rB7xz+/2sGD1JItdr0uj4+sK1SZ9hVGuZnSAZ3DWUOvBp7O9myBfPDvc31cQ2m0T73c636E/QEdjT0RFz/FFzB4P89ugJ/Akyogc6u2KOP9EeOX6SDnfq4UufxdRqNdOnT2fmzJnMmDGDuXPnotfrKSkpYfz48aSnpzNjxgwUCgWRSISysjJAZICTJ09GiZq1OV+MvZ9BYaHEMIEsnbQKONYyD63cmNQVpFMZGfINSI6lwvldfgcDni7ePx/v5w+FgzT1X6Cx7wJtw8p9wXCAV4//Gbshm6cO/JyGvrN0Opv5x4FfUGQfRYFtFH/Z8302Hv8Tj370XaYXLOH7K57Cps/gkZ3f4NfbvsikggV8ZcHD3LPgZ+jTlTxW8yVys/K5cdq3WDPmc9w+9wf0yZoI6zzcMuvb6NUm5pSu5vIZtxFSelg79pbYNVZlTcdmyGRa4RLJ91lYvh6twijRTlHJNUKyeATOL5cpk2YbDAZ66A90SPaKMGJA2CnHrtgeECHC3p7XkKHg/Y6nCEYC+MNe3m59nHRtHl3eJl5v+T0XnId4sfEXFBrGcFnhV3m39S9savk9T9R/nX5TDZWVlRQXF9Pa2sq5c+cIBAKUlZVRVFREfn4+jY2NeL1eiouLMRgMFBUVodVqKdCZ+d7SK1ErlKgVSr639ErCoTBfnrsqdt1qhZIVlRMpsmVI7seUvFIyjRasOmk11aozJI3Pdvg8tDr6JGsxGA7R7xniif3S8eobT+6jdaCPZ46I9s5wROD8uRY7P9ryEh/Vn6Pd2c+PtryMWaOnsmgC132wk/v3HuTzW3cQCEc4e8NVaFVK1r+zhYWvvYlZrWbLZat5ddVyqmxWpr70Gp1uN09dsojvTZ/CU0sX0eXx8Mixk1zoH+C/ZZ8p809VogWxSRi1Fi6f8AVePPqI5LUrJ95DuuHiErmegIuznalb6s53HZMsDIe3N6k3HoQD7/f0kG6UkqiOJ+BzifZB9ctMyJuLXm3E4emVlPeiFgj56XG1x9T8PH4Xm04+EcMWo1bTc5x2R4OkP98R6OZgb7KCX7+/k35/pwQ7B3D4O9nZ+ULS+Yf7NjMjfS3ZuhIG/F2ScahR6/Q24PB3I5fJcQaTtQ4ihHEGesnUFiZhfPHP7yZEEAVKCg1VEhGRqM1KXxcj81nUGazKu5uXGx+SnDPFthy7Wvpbq9VqMjIyYqIgUZPL5SnbA1OVmoGkPuKone9q44qnfk0gLJzkhZ52rnv2Ed649dtMKyiTfqZMHuMRXMwm5RXz/A338pP3X6Ghv4t5xZV8e8l6KjLi3ysrBfkQhEZAYkdCvyf1/G6n1xO7XoB97alLfvs7uxj0+2MiIKkcf/T4f6tjyGAwYBihQa7T6aisrCQvL48PP/wQ33DAU1FRwbJly/B4PBw6dAiv10tOTg63jvkNQ7IeHIEuXml+mCrLbC7Lv5dzjr0C55cVUdt7mjtm/5CnDwiJ2uumfI1AyMuC8vWc7TpMJBJGLlMwr3QtJq0NpVxFMCxIW1mmAqy6DLJM+bQmsOVNWhvuEVVHf8iH09uPNygNlvpd3ewaoSny/oWXuGz8HWyveS127IXDv+PBlX/j/e4naHCJlq/3uh5nQ8HXyMucxtN1D8QqZ9PsK/nByn+wv/8NXmoWxL5x5vl8Y8kf8AbddAar+Uv9V5hkWcYdc35It7MNqz6NsNZLtfMw1xQ9wNaOp0lTZzPRfgk9vlZW5N7GS42/xB92Y1fnUKivIkxYIoQ0O30DaZq8JIEwsyodnUL6W+oVFvwh6b2IEMYVdHDKIcX5G4ZOMqQZkAgsvdvxGEXl42ht6I6V+3t7e2NCX9HBXy6Xi6ysLEpLS6muro7JBC/LLGXZnd+n0+Xg/ref4ycfbGRJ2TieuvZL9LuHMGq0/G7HW4zKyOWxK+/gvfPHmJ5fhlqp4qOGczy05kbuf+d5+j1D3DJtERkGE4vLxvHckV30uYeQIeNHK66m2JaFTWeIaQ6YNTryzGmMyy6UTBCtSMtOkgAPhsMMej1JIkHdQ4Oc7JMGGn88eZqlBXk8fio+hvjhoydYVpDP+80t/PmUwP9/ePAIP581nfUlxcx95XW8w0H+q3X1vLFmJRbNf54j95mcf7TsOhLTGTNmDBqNhlnFKyiwlrOvcTMymZyZRcvIt5R/LE6uUerIs5bRPpjcdz9SFlej1KXsmQYxie/TmgxRfQMxLlMuU6SELBSy+HV7gy7q+84mnQOiwlCVHS/jhiPBpAw7atHBGonmDbuThotEzRNM7UASLUIEtVwnGdyRaDqFwJfHWRdwxpE8pniibUmMOZyuyeea4u+yqfn3eEMuZMiYbF/KOOt8yd+MMk3jtvKHOdT7Hp7gIFPSVpCvH53EVZDJZGRmZhIKhWK9wVFlwJGa/pA8Mz7xfVK99ubpQxJHGr0fj+99nwm5RZKWv+4hB6c7Wnjv/DHyLDaWVkxgVEYuioQKhEGtZXH5OCbmFuEJBLDo9BhTCAGtHD0pNtULBH/g56uvJyOhI2BucWXK73L1xNmS1sHZOVk8eupM0nlzcrIwJ+ggzMjMRAZJT/8948aQbfhkPsl/2vr6+mKOH6C6uprCwkIOHDgQq9K0t7eTn59P2BJkc7voX+/0NjDOOp9L877Ck3t/wtlOgfOnGXL4xpL/Ycg3wF/3/Yghn4M8cylfnPcQLv8gaoWad88+h1Ft5vbZP+Rc5yGyzcWo5CqOtOzgsvF3xHH+ifdg0lhJM+SQacyna6glhvNnGPPIMhXGxL7UCi25lmKK06o43x3nfJTYx+APeSXfOUKEsCxIq0daqh8M9OIKOiR705G+LUy2L2NP96uxY6cGdzHevpjuYC0f9b0MwFHHFlRpKqaXrOaJmm/gdwxP8FTlcEvZT6kfOs6LjSJ40CmMXF/8IIGwnz5/G3+v/Q4ZmkKuLvou/f4OzKo0Wt3V7Ox8ibX593Co9z0GAz3MSr+MoWA/pcZJnB7YzUCgE73CzMz0teiVJolMeIlhArm6ckabZ3KkL058zNGVIx9RGVTLdShQpsT5Rw7+6u/vx2g0xhw/CPGo0swM7nvnWaqHVTO31Z5iRmE5k/NKuOZZoQK5p/EC+5uqefnmr/OjLRt5+YQYsJRuMPPc9ffiDwf45bZNrH/qYUwaHX/acBv+UIhgOMRvtr+JUi7nt+s+x8HmGuw6ExlGE+9eOMoVE2bS4ujlYHMtX1uwlqqsPAxqLfOLR7OrQeg9/GTVdRTYs2KSxQAKmZxRmbkMOaSBwpSM9JTwWygSZmebtKJ5uLuHHIM+5vgBdrV1UOtwMCXz45OUf8c+k/M3m80sWrSII0eOMDAwgFarZeLEiaSlCVxSrzZSkTkxSVL340ylULN89HUcbdkpKeebNDZGZU6WnGs3ZDO9aCkHGqWT58bnzE4SxwGYlD9f0nMbtaWjrkanEg7Rps9kdskqyZAd8flWMoyJeLCePEsptT1SrBcga4SegFFpI183ihbPBclxhUyZNOEQQK8woVMYk/BRhUyJUWUFwKJOT1LmAuGsLap0dEozi7OuZ0v73yWvjzbPxKoW96ZAX8ko03QuOOOVlnz9aCrM8cBFKVdTaZ7F3RV/wBMcQilXoJJrMQxfR9TUCi35+lFkagpQyNQf282hVqvJz88nMzMz1uOvughDXaPRkJOTk1T6z8vLS1kpaOxPhlFAsG/9wWDM+fe7h/jpB6/y0vE9sXN+vf1NNt7yjaRBPAB2vYlAKIQqRUuiXW/i56uvZ8P4GbxwdA+5Zhs3TJ1PVZZ03HNFejbfWrSOh7fHM8rJucVcO3mehJ8yJyeLcouZGkd8szSolHx14njUCZ8/2mbhhZWXcNvWnQwNq41dWVbC56pGI/9fGA088jeMEr5GVmiCwWCSTn314CHGahdLqn69rnac3j4+qnsrBgO2DtZxsn0Ps4pW8MutX4idW9t7kgeXP8mWc/9ka/VG8flyJfcu+A0qhZqnDzxEu7MRpVzF52c+gFqhJRD2886Zp/EEXFwx8Qu0OxvwBtwU2Ss53b6f8vTxdOUv4njrLibkzmFs9nRUSi2jMydzvkt0PVwx8R5MCjvT7KvY27MJEIFfvm4UrhGSwzm6cpRydVLCopKpafdI+/lb3dUUGRpjo7sB+gPtOAN9fNARH0PsCQ3R5qnBpLTzbttfAOj0NfBe2xPcXPpTnqv/Id0+0fp6tH8Ld5T/lkDYx9N1DxKI+JAj54aSH6GUqxjwd/Fi48+JEGF9/lfxhz1oFAY6PfVsav49VZY52FRZnHXsYXbGBgIRH3plGpXmWZwb3IdarmV13t1ECJOWlhbD9FUqVWxaZyLfx2azpWzxlcnkdDulUNqA103LiH7+s12t1PR0xhw/QI9rkPPdrTQN9LB72Fk7fR7+uPs9frX2JpY9/uNYcnDny4/xwV3fZ0/jBQnO//JNX8eq0/O9917kdzvfQoaMH6+4hnvmrsQt1/HwsTP84PTrfGPiLBaWj6PLOUBWRinvdw6Sa9Dz81nT+eGBw8zMyuQrE8bh9Pn50Yxp/OCAgJfvnTiOUouZb06ewOe3xluOr6kowzpC5CxdqyVT/9+R+/1Mzl8mk5GWlsaCBQvw+/0olcqLQgH/iuVby/jO0sd4/9yLtDhqGZc9g7mla5NEd7RKHRvG30WGIZcPq18hHAmzoPwyFpVfnjTiFyDHXMwt07/LC0d/jy/oQS5TsKTiCiqz4s5OpVCzZszNBIM+DjRvFR0EljI+P/N+SUChVxu5fMLd/ObDr0iqBPmWMvJG9OrrlCYuLfgyT9c9GCPAyVFwZeG3sKqTyYFWdRZr8u6RtM4BLM2+Bdvw+SaVnWuK7+eFhp/S7xflJ7s6h6uLvhOblTDJthSrOouPujYSCPuYnraaSsss9Epxb8zqNC4ruJdeXyv9/g4s6kzSNXlJvfkymQylTEmD6wS7h3kLU2zLmZG+FptGXE+3t4Wjfe9T6zxCtq6UWRmXkaUtSsJtoxZl8IdCIfR6PUqlMmWELJfLyczMxGAwxCoFGRkZ6PX6lOevGzeNTacPJB2/csIsSQm+vq9L4vgB/KEgD777Ai/c+NWYyl84EuZcVxsvHt3N6c4WVldN5pKK8UlwQY7Zxrqx01lTNVVSOUg0i87AnbOWsbJyEq2OfqxaPcX2jBghMGolZjPvrlvFuw3NvNHQyPTMDK4fVc4Yu1R3QqtUcnlpCVMyMmh3uTCp1ZSYTJj/CyXCT2NpaWmUl5dTU1ODUqlk6tSpYsBPZSVnzohKhkqlIi0tDb9MCsGMsy7EpLYlVd30ahNDI2Z6ePxDOEbwapy+AXrdnXyYUJIPhYM0D9Qgl8lpH1bwDIYDvHricb447+f8cus9sXa/x/Y8yLcv+TPdrnb+suf7sfe4e+7PWDfuVrZdeJlHdn4TgOunfp0VldcTjkTYfPY53j3zNFdM+QJr876IL+RCG7BxsvEQVl06q7O+yPaeZ6i0zGaUaRrOQC9r8u6JCe9Ms6/BpLIx3b6K6oQgfHr6aiwjEgO1XItWaUQt05IoEq2UqZIEkwb8XfT7OmKOH0R3T5+/jfODB2ISv2HC7Oh8nhW5t/Nac1xhcGPTw3xh1B/Y3/Mmh4ez/QvOg1xTdD/rzF/mqbr7YwOFVufcxcLMa3EEe3i75VGGgv2syv4CZSXTiYRERWjXrl3k5OSQn59Pf39/LEH0+/0UFRXFxKJyc3NRyITa5hdfE5Uhg0rNZWOnEQiHJYHTjIJysowWSfkewKY3crZLOmDM4XXT63ZKqoKBcIget5O/7JMmj5tOH2RO8Wj2DXcDRYjws62v8O5dP2TtO1tjfJyv7d7HG2tWYLbmc+lbcWn6n86aztkbruK58zWselN0RFw/qowdl6/FHQjyx5NnmPzCq9wwupxXVi3jbP8AFVYzp3r7sGs1PL98Cd/YvY9ZmZncVFnBse5eIhEoMKUeQ/7vmiwyUqPz/5AFQn78QS9alf5joYJwOITD20sEsGjtn3huj6sdp28AvcpImjEHtSI5g/QFvfS7OwmGg1h1aRhTCBMFQgHaHLV8WP0aXUPNTC+4hPG5cy469rff30m/r51gJIBNnY1NnY1Snjrj9Ye8dPmaODuwh2DEzxjLXLK0RWhH9Mw7/X04AvFWv1SiOt7gEOFIGL3qk8VhwpEwoUhQolgYDAfY2vE0e7pfk5xbZBjLNcX34w0N8WTNtyWT2ZQyFbdX/JocnXSTB6EQt2fPnlgZUKlUMmvWLLKysi5KBgRicrIfx2LvcPbznbefY/P547Fjk3OLefyqu2JDc0DAA3duTG5PBNj35Z9TZBfO/WR7I+v+9kuJCEhFejbP3fBVChJGCve4Bmnq78Hl95FrtlFoS0f1MYqDn9ZC4fBFg4n/ixYOh2OT/qLcgEAgQG9vLx6PB4VCwblz58guyCKc2cc55x6yNCXYZPn4vD58QTcbjz9KKBxizdhbGJ0xmUFvH4/v/T6RSBiFXMkX5z2EWWvnFx/cGasO5phL+PKCX/L77d+gayju8G6b9T0c3l42Hns0dsyksXHrrAd5ZMc3JNd+5+wfsfXCy9QmjN6tzJrCysob+f2Or8eOyZDxwPIneebQL2nsi08tvG3W9zFpbTyy/esxB7WofAOrx93Mnp5X2dfzOgDFhvFckn0T/oiPAz1vc2FwPxXm6Uyzr6Tb24RRZcMVHESGHL3SxK6ul9HIdczLvAI5SkIEeLXptwQjfjK1hazL/zLBcJBn6r8XgxfnZ1zF9PTV/KX6awwlrMvbyx7mlOOj2LUAVJpnMS1tDc/Wf09yP24r+xXP1v8QXzjOAViQeTVmVUYseAFRkby9/Nf8rebbkpHj1xV/D1VPemzWA0BlZSWjR4+W4PwGgyE2FCo66ltnNNCvitDvcTPgdfH04R2Mzsjh0jHT2HTyIHlWO5Nzi+n3uDBr9dz/7vMMuN38dNW1lKZloZTLue3FP9PvFVDlszd8hTJ7Fque+Bn93mFZZJ2B9+54gJ9+8CpvnomTvh9cegWZRotE3U8lV/DirQ8y9zUpd+vRhfM4PzDAI8fjz0yuQc/GlcuY88rrknN3Xn4pT5w+xzPn4xDRw3NnsjA3h/mvvolvuNy/OC+XZ5Yu4oWaOr65W3S8lFvMvLV2JaNsVv5T9n9jLuhFTKX4+PJx1ORyBbYUQ3sudm6mKZ/M4SqCN+BmKOhI6kDQKLWfqEWgUqgosldy0/T7CIUDKSU6E82mzopl7p9k0TJ6vn7Ux55nUtsxqT9ezGhkwJDKwpEQXd4mDve+R4e3gSrzLCots7Brchjwd7K/582kv2l0ncbp76XZfS5pJGswEmBv1+usK/iyJMAJBoOcOHFCgv8Fg0H27NnD8uXLMZmSKzaRSAS/3x/Dkz9udkC2ycavL72Ze+Z00dDfRZ7ZTnl6dtIcgHRD6kAo35KGbrj05gn4+cOud5PmClT3dHC8rT7m/Bv7u7nnlSc40ipY5Fqlit9d9nlWVk6UjBMOhsM0DDppd7uxqNUUm00SDD9qAz4fdY5B2lxu7FoN5RZLUunPEwhSNzhIo3MIk1pFmcVMruE/39v/r5pcLsdslt5blUpFdnY2jY2N7N8vyLQOh4PCwkLWTPwSf9n7Ay50PQZAgXUU9y35E+7AEM8e/DWvn3yCfGs5X5r3EO6AE4VcyVun/45aqeWuOT/mXOdhNEo9hbZRHG/5iKsm3cPLxx6lx9XGwvL1mDV2LLp0Mgx5MaXNyyfcRaYhP4b9g+AP5VpKKEkbI3H+RbYqAuFUXSV+mvtHtDl7euh3d0lK+rvq3mRWxTKJs21wncQVGqTFfY7zg2JzvzB4ALs6h2n2FTxe87UYVydDXcDNZT+m1XWBlxoF+dGmyuGmkh8TjPjo9DbyZM19ZGiKuKbouwz4uzCp7LS4L7Cr82XW5X+Zw32b8QW9zMhYTa+/nTLjJJqGztDmrUavMDMjbQ16pQW7Ope+YZy/3DgVuzqfUebpnEwYoZypLU7iL0UnryY6fhBVha4R/eotLS0UFhZKcH6Xy0UgEJB08HiGXJTl5XEmFOSOjeLZONnexPmudp6/4V5+sW0Tt70sjmcYzDx//b24Aj6+uukpGge6MWt0/Ony2/EHA/jDIX61bRNymYxfXnoj1d3tuP0+JueX8M7Zo1wzaQ6tjl6OtNazbsw0JmQXolapGJ2ew/keATd+dcFaii02VhcV8E6jCC6VchkT09OS9PhnZGWQzMQR/f97O6QkwdN9/djUmpjjB/iwtY3aQScP7otXgmocg3zU3vH/Bc4/EhH//AczlmAoiC/oRqvUo7hIRhWJROhxtdPn7kQhU5JuzJGw7hPN7R+irucU75x9BrffydzS1UzJX5TEFegYbOJsx0GaB2oYkz2d0rSxSX38CrkChUwODicMuUAmB7MRjP/vSVcfZ1GGfCqyXKengb/WfDNGNGxyneZg7zvcXPpTAmH/RQmLoUiQthFkp6i1e2vxh70S5+/xeGhra0s6N5oxpnL+LpeLmpqa2JhghUJBRUVFEus8aukGM+kGMzMKL94rW5qWyaTc4tjozaj9aMXVsQFATq+Ho8MOfaQdb2ti7Zhp+ENBHt29Oeb4AbzBAPe88gRb7/4+VVkiyHQHArxaW8/d2z/CPYyBX1dRxi/nziTfGA/Ouj0efnLwSEztC2BBbg7/WLaIouF7M+T38/S5ar6ya098dKndxqbVyym3/nclQT+LJWoBgCD/mQuVXOiKZ4bNAxfodXWwp/4dOodEKbhloIbTHfuZlL+A3354b+zc1oE67l/2F7ZeeDmm269WaPj6oj8gk8l4+dif+LD6lWGc/0FREYyE2VX3Fu+de57LJ36BjsFG/CEv+dZyjrfuptA2mkXlG9hZ+wYT8+ZSmTk5CedfXnkdueZS5peuZUetcOoyZBTZRuHwSvvPi21VqOSqJJxfjox2d63k3Fb3BcpNUyUk3W5/Mz2+Vt5o/WPs7/sD7bR7atEpTWxpF9lpl6+BzW1/46bSH/FM3Q/o9YtA50j/Fu4s/x3OYB/P1/+YMCFkyLiq6DvolWYc/k5eaPwZAOsLvoY/5EajMNDmqeHVloeZZl+NXmGmyX2GSbYlyFGgVRpiOL9GrmN13t3IkDM340p2dwu+hU2VTa62DF22SyICVVBQkLK6J5fLCYyckhcK0TBCY+NkRxO1vZ08fzTeedDtGuR8dzu1vR0xNc5Bn4fH9r7PT1dey7K//ITgcLn/S68+yeY7H2RPw3luf+mx2HtsvPkbWHV6/rxnM1c/+zvkMhl/vuIOdEo1PmS8UN/Bb15+jYfnzOSSgjy63B6mZKSzt6ODUrOZe8aN4e/nzjMnO5s7x47BGQjyg+lTYrM5ri4vJUun457xY/j6R3H9ivUlxRIeD0CmTodNoxH6/glBgeI/zOP515x/KAyDQ+D3g1YNJqPUwfv80N0LJ85DIAjjRkFOBqQgLITDITqHWmhz1BOOhMi1lJBlzEeZItNvddSzo+Y1qrtPUJY2jsUVl5NrKZGUf8ORMNVdx3h09wN4A6Ksk27I5UvzHyLHUpz0nsdad8V0tAE2HnuU4y27uXPujzEPa/q3Oep5eNuXYu1Bu+vfpthexV1zfoLdkFBpiESgvQve3Abe4YVrMcGlSyBNitPGzh8YhN4BCAbFOVYzqD7m53C5xD3VaiAFKz5mHo9oXRhxjtfrpaenh/7+flQqFbm5uRgMBhQKBYGQj11dLyV1GPT522lxn6fYMB6rKpOBgDSKV8iUaBVGSowTOdInxc0AyoyTk1QMZTIZMpksaSIcXLzPv7a2Nub4QWwKdXV1jB49OmkKYNQCgQChUAi5XJ7ynCyTlcevvIu3zhzm5RN7yTRa+PK8VUzKLY6dY9bqmJxXQutgX9LfT8wVVaHuIUcSdwAETniuqy3m/M/2D3DzB9sl5/yzupZpmRl8bfKE2LETPb0Sxw+ws62d12ob+OokoRZY7RjkSzulXRpn+vr51ZHj/HHh3KTN5L9hDoeDvr4+VCoV6enpsU4Np9NJIBDAbDYnBZg2m3QtFBYWYtCakMnkEvU7ndrI0IiWPE/ARe8I7Q6nr58uZ2uM4Aeida++7zThSJiaHgH9BMMBNp38C1+c9wt+9v4dMZ2Px3c/yLeXPkbHYIME57911vdYWLaeD86/GMP5b5z2TVZW3YBKoaXAWoFGpWXVmJsotI9mwN1DWfo4KjIm4vI7uXTsrWyrfoUCWwWXT7iLbH0p8zOvZmfXiwCMMs0gTz+ayXavZGDRtLRVaEesF41ch1FpRS3X4AnF74lCrsQ9QkBrINBJn68j5vhBBOf9/g5ODeyKDf2JEOFAz5sszf48rzX/PnbuxsZfcveoP7K7ayPHB4TCYK3zKNcX/4Bpaat4qvZ+XKEBANbkfoFFWdcxEOjizeY/4Q45mGpfwfXFP4CgjHCPnkO7TpCTk8PMmTOpq6ujqKiISCRCb28vubm5MRJvXl5eTBSork4QH+VyORaLhQkhKXl6bvFosk1WzBodg7646JFdb+B4m7QTw+F10esejDl+8XwEaerv4U+7pePjt5w/zoTcIl45KfhC4UiEr256irfueICVb39Ii0v4lBvf/5C31q6k0mplTQLO/+jCeZy89kr+fu4Cq4dx/htGlbNjw6X0eL3samtn4guvcP+0Sfz9koV0ezwUmUwc6Oyi1Gzm9/Nn89DhY+QbjTw4bTJNTidPXbKQqzdvJRyJMD0zg3Fpdpx+P6aL7Hn/qn165+/1wZka2HtUOCy1CuZPh4pi0KiFQ6tphA8SNqWGFpg0BmZPFucnWHXPCf6w41uxPnmZTM5dc37MxNy5kiE5bY56frX1nphDb3PUcaDpfb6z9DHJEJzeoXYe/eh+Sb9uj6uNZw49zJfmPyQhAPa5unj1+J+TvmJ1z3G6nS2YtTaCoQDbLryS1Bfc0HeWxv5zUuc/OARvbBXBT9QcTnh/N6xfJhx2onX2wKubhTOP2rJ5MKoYRrav+f3Q0AhbPoC+figsgOWXQE5OvD8RwOmE2jrYd1D0Ls6aCWUlYDTi8/morq6OldT8fj/V1dWUlZUJZa2wm1aPtIQZtXZPDeNtC9hQ+DWeqfu+JEBYl/8VLOpMFHIlWZoiOn3x9ky9wszUtBVJkp86nY6SkpLYIo+aWq3GaEyGJ/x+f8p+fr/fTyAQSHLs0QpCU1MTPp8PpVJJfn4+Vqs1iVlcaEvnnrkruH7KPNQKZZLev1al5t75q9lafRJPMP7bVqTnxIIEmUyGJsXIYQBNwm+5ozVZqAhEH/D1o8tjmv2b6hpSnve3s+e4ubICu1bL8Z5k/QaA5y/U8OD0yRSmqJ78J83hcLB9+/bY81RSUsLkyZNpa2vj4MGDhEIhcnNzmTx5MvqEWQTZ2dnMmDGDlpYW7HY7BQUF6PRabpz2TV46+j/IUXDd1K8BEdaMvZn/2Xkf4UgIjULH/NJLUSm0KOTKGM5fYK0gw5RLmj6bHle8mmTS2Ol3S8urgZAPV8ApkeSNEKHP3cmHNZsk5+5v2IJptJXdDXF897nDv+XB5U+Sb41zWGz6TOaVSkWgTFora8d9jgXll6FT6lEpxTO1IPNqRpmnE4z4ydaWoFOaqDTP4rri79Pja8aqzMbiy0fhVXFH0SO81v4wmZpCxtkX0utrY23eF3mp8SECER+Z2mJydKUEw0HJwKP5GVeRps3DoLRIlDVNKnuS2JZRaYsR9qIWJowvNMTZQWkw2+a5gCPQFXP8AJvb/8pt5b9mY+PDMeGyQ33vMco8E0W/lRMnRFDT399PVVUVM2bMYOfOnTidYj9NT09n+vTphMNhGhsbaWlpQa/XU15eTigUIhQK0djYiF2nY9edP+Dh3W8zu2gUKoWSHXWn+Z8Nt3HfW88y4HHx05XXopQruKRiPM8e2Yk3GEAhk/PAJVeQa07DqjUwMIzzp+lNVKRnMy67gLbBeOdBgS1dEiSAaMcbCgRijj9q3R4PBzulFYmHjhyjwmrmZ4fiwdxzF2q4dcxoNtbW8c8Losrz4L5D/G7+bObn5rDg1TdjI7tXFxVw4Kr1bGtpiw39GW21sH3DWhw+Pyf7+pjx0mtMy8zg0UXzmPofaP379M6/oxt2JYjv+AOwdQ/YzJCXLRzgzhTiPMfOwNhySI/j0v3ubv6276cSgZxIJMzf9/+MB5f/jUxTvEXqUNO2mOOPmi/oYV/DZjZMuCuW/fe6O5KEOgBqe04y4OmVOH9/yINzhFJY1FzDMpzuwFBsOMdIq+4+zuT8BfEDTpfU8UetsweG3FLn7/bAlo+kjh/EvczOAPuIsm1rG/wzrlRGYxM89Szc/nmIPgB+P+zaDQcTrnfTGzB7BixehNfrTamG19raisFgQKMwUKCvZMDfmXROnl5MuCs0jOGuUY/Q4akjGPaTqy/Hrs5DKRftiteXfp9G1xnqnEfJ1VVQZppCujYv6f0UCgWVlZUEg8EYw9dkMjFz5syUZfyPI/eles3r9VJdHYchgsEgDQ0NVFRUJGHRUbOmGB8atTHZ+bx9+3d5+fheTnU0s6ZqCovLx5I/jPdnm6x8Yc5yHtq2SfJ3OpWaUQmT+lLN7gZRyktUKstOMbgHIE2jRT0cFJsu0hZp0ahRyv775MC+vj7J81RfX09paSmHDx+OVWja2tooKCigsDCeualUKoqKiigqknJp5pWupSprGh2DTfx17w9xB4ZIM2Tz5QW/whtw4/IP8szBh7HpM7h7zk8413mUbHMhMpmMY627uHryl3n95F9pH2xgUfnlmLRWTForRrWFoeEJnBsm3I1Vm0a6ITcWKGiVevIsJZSljaUxQbOjyD6aQHCEPkYkQioc92JmHjERVKXQxCSzE49VWmbgdo/j3LlzdEVEB4NWq+W28t9w2rmDl4b7+fUKCzeW/JBgxE+nR+D8WdqSYZy/exjnP8fuzo2sy/8Kh3rfJRgKMD1jFb2+VirMU2kaOkO7rxaj0saUtBXoFWayNCV0+gRkVWwYT5o6j1HmGZwa2Bm7zgxNEYGINKsWWiGRmOOP3SZCSQJeLS0tZGZmxhw/QE9PDy6Xi97e3tiz5Ha78Xq9aDQa6uvFNXm9XnReHb9ZezNff/MfsTHcFq2eF278Km6/ny9vepK2wX5yzTb+ds09uP0+/KEgv9j2Kiq5kocvvYlznS34QkEm5Raz5cJxrpk0l3A4wrbaU3x70XqKbRkY1FpmFVbEWP6/WHMTBZY01pcUsaleJDYquZwqm41BvzTYn5GVIaDfERYMR9g7QrTrbN8ABqUy5vgB3mlspsE5xF3b40J05wcc1DgGGQoEuH+v8K0Hu7r5/r5DvLp6mSS5+Hfs0//18dSCNpypEc7f5xdOKJW5pQ/OoLePAU+yXrov6GHA0x1z/uFwiLreZLETgPreM4TCwdgAn4u1lAnRHumPolebyDIV0OlsTjo/yhHQKvXkWkrpHmpNOidpnPDHYTEjX3N7oT+FHGw4LIKIROcfdeojLRCAurq48x9wwKEUA2j2HYTJk/FfZNPy+XxEIhHUcjXzMq/k/OB+SV9xpqaIPL0QVpLLFGRqC8nUFqZ8L6s6C6s6i4m2xfj9fsLhMIFAIGX/vsFgYOrUqVRVVREOh9FqtSkFfkCQ+/R6Pe4RcrUmkyllOf9icwM6OjpiMEfUIpEIzQO9dDgH0KvU5FvTkgIBuUxOVVY+319+FcFQCOWI6oFcJufqiXPoHhrk6UM7CIRDFNsy+MP6WylLi3NDFuXlIJfJkshBX5s0XkLmW1tcxI8OHiYYlp733WmTMA5Xz8an2TGpVDhHYKQPTJ1M7n9hoM9IG/mbRsv7qfr5P61ZtGk8c/Bh3MMT9XpdHZzvOkJV1vQYnt/ubKDNUc93lj3G22eejinwKeVqvrboNyjkal4++ke2Vb+MWqHj7jk/xh/2AxF21LzOu2ee4apJX6Q9Aec/1voRpeljCYfDfFT/FquqbiTPWoZaqWVG0bKYhsjNk75JjuLTkXX/VfN6vRIYzOv14g4M8kH7P2LH3CEHHd56NAo9WzoEzt/hreODjn9wffH3+Uftg/QHBCxyuH8zd5b/nsFAN883iNkeMuRcW3Q/WqWJfl87/6z/CTKZnBW5t6FGRwAfkUiIV1t+y1T7CoxKG82us0y0LUEmA6PCxijzDC4MHkAj17Mq7y4UMhUTrUtiEIFFmU66pgBVtlfC67kYzq9UKpOekXA4nJSoeDwe6no7Y44fROvehe52znS2xDL4tsF+njywjfsWrWP1X39BaBhK+vJrT7Llzgf5sPY0tw+TBGXIeOb6L3Pfksv47tvP84sPX0Muk/GL1TfwlXlrcMm1/PzISe47ton7pkxkXUkRvV4f2QY97ze3UGAy8pOZ0/j54aPcWjWaSwryCYbDPDh9Mj89KLL/G0ZVUGYx8+2pE/jC9vg+vra4UOD5CZZn0GPTqJNwfYVMRuOgVO/leG8vrkDw/6HzD4VTHw8Ol0o0alCrUwcAeunGrlZok3C+qGkSlPnkcgXjc2ellPsdnztbMrlPkPsykoKKqfmLsOmkJRKz1s4N077J77d/XdJTvHTU1WQYROChVmpYPeYmTrbtkZxj0aZRnj5B8n5YjGAyCOedaCX5YBqRySkVoFBIiBwxU4/4OYJBGKHxHrOBhADC6yWlnmskAl4vuoswRE0mU8wZZmmLub38N5we2EWbp4Yqy2xKjZNSihBdrOUuFArhcDhoaWkhEAig0WgoLCzEaDQmLX6lUnnRTHzkeSUlJTQ3N8c6BKxWK3l5eSkV/kaShqIWDAYlG2wgFOSj+nPc88oTDHhFYLGodAy/uvQmSUug5FougqXnmG08uOwKPj99Md5ggAyjOUYajFql1crGVUu5fdtO+rw+FDIZXxg/hvWlxZLzxthtbFm3hi9s38X5AQdZeh0Pz5nFzKz47zDKZuWD9Wv4wvaPONLdg1Gl4rtTJ3FFeerR0v8x6+mHjm7SjTpKS0qoq69HqVQyZcoU5HI5o0eP5tw5MbBEo9GQZrOJZ/BTEJUikTAuvzQoFji/FC4Z8PbQ5WzlowQRrmDYT/NALYGQj9peIbrlD3l46dgfuX32D/jl1rsJhMS+9NjuB/nu0r/QNFAtwfnvmP0jFpSv4/nDv+PN08K5rhnzOb62+PcUuM3o959Dtu1NmDIGJlQKGLOpHVo7BL+nJB+MBvD5oKtPBPMZ9jjfKRAUgb9BmwTtjQxiFQqF6HSSq/GG43uKIoVuf5+vnT5fe8zxg8D5HYEuDve+G5PljhDmUN+7LMy6lk0tvx++6fBO62PcWfE7PuraGGP11zgPc0PJD5lqX87far8T4xqsy/sSi7NuwOHv5I2WP+IJOVma/TmuKvw2wbAfWySfrjoHNpuNSZMm0draSmZmJiaTCY/Hw5gxYzh79ixyuZwJE8QempOTE6sAKhQKzGazhN8DYp/SDCtrDvnjyYlNb5D8P8Cg102roz/m+EEQcBv6e3h0d1ydMEKEvQ3nGZudz+FWAUGGIxF+tOVl3rr9AZa9vZU2l9gXvrprL29fuhKLRsMV78a5Tb+fP4cT117BDw4c5vLhUv3NoyvYefml9Hl9bG1uYcI/N/K5ylG8umoZ1QMDFJst7OvopMxi5pH5c/jVkeMUmY18e8ok6ged/P2SRVy3ReD8M7MyGWu3Yddq+O2xE7EU7qsTx2PXfXxn2aexT+/8J1RCcwrccsxwFmw2woLpUswfBOZvlmKQdkMWs4tWsicBUwOozJyapPs/PmcO2y5slAzVsekzmZQnlZe167P48oJf8dSBX9DcfwEZMiblL2DDhLvQqJIJh+Xp43lg+V851b6PQW8/E3PnkGstRaeOZ04F1nIhNnT+BVod9UzImc2cklUSWAIQi37dUtiyC7qHyWHFebBwpgiIEs1kEPfk8AhlwHR70n1Cp4NxY2HHTpIsceqTwSA2lJGZlloNBj0ajQa73U5fX5y4JpfLycvLizl/mUxGlq4oachKovn9foaGhujt7Y0RvXQ6Xew9XC5XrFwHxLgGVVVVEuxX8p6hCM5AhGAY9EoZJnWyo9BqtZSWlsYcu0qlSqkMBoJUljgtLGrp6emSYKGhr5tb/vlHiejH9rozPLpnMz9acU1MCTAQClLT08G+xmqcPg/zSiqpyMjBpJE+U1qlmrL0ZFXJqGmUSi4rKWbS1el0uj2Y1SqKTSZ0I0ieKoWcRfm57Lh8Hf0+HwaVUtINELXpWZlsXreabo8HjUJBocn439UD6OmHje+Cz48WmDR9AuXLluFyuzl48CB+v5+KigrmzJlD0O/HHgLT2zsgPxsmVoHNIkiurZ1ABHKzxLHo91ZqWD3mFh7f/SARIijlaqYVLEGlUEuEf4rso0k35mDTZdCXgOubNLZY217UAiEfg96+mOMHsem7g0NsSyAJAhxp/pCpBUtiJEGAd84+zbTcBRh2nYS+4cBk3zFx3WoVvJEwBGbyGJg1CT46DKeGlTwLcmDlfHD7BGTa1AZlhTB3qniP1g6oa8agVjE2P5ea/l4MGg35Ki2qFie3pN3PY10PDPMESikxTsQVckhw/jkZl5OmyUOnMMWctAwZJpUtSYXToLThHiEPHooEcQUdnHVIcf4OTy19vjYJyfCdtr9wW/mveLnpV7HPf7/j79xQ8gPSfRW0tooqqcfjIScnhxkzZrBr165Y0J6Xl8fSpUvx+XwcOnQIt9tNXl4elZUCDolCdDqdjrKyMvr6+tBoNOh0OkKhEI9c9nm+9dYzDPo83DVrKWaNjsvHz+TNUwcZ9HtRyRV8e9FlZBgtmDQ6nMOEwAyDmYr0bMZmF9BZEw8w861p+EbsmaFwCGfAH3P8Uev3+tjSJK0C/+nkaaZnZvD8hXjXxtPnq/lc1SievVDNxhqxFz566gxVdhsL8nKZ/+obsarehtJi9l91Ge82NnPZ2yIwieL8Az4/R3t6mP7Sa6wpKmTjqmXUDzqxatQM+vx8e/c+rigrZUb2p2txT2Wf3vnnZsKUsXD0TDyanzkRMoeFTmQyKC8SWfBItv8Isp9GqWXd+FuxGzLZemEjoXCQeWVruaTiKgwaaTaYacrjq4t+R3XXMap7TlCePp5RmZPIMCbjyfnWMr668DcMeHpQyJTYDJkX1fhXyJXkW8skBJ5U5xTZR3PLjPvxB73oVHoJGVFi6TbYsFxg/HKZCAhSKa0pFDCpCnQaOHRS3KfKMpg2HgwjrlUmgwnj4MwZ6E5QNBs3FhIyQawWWLUC3nxb+verV4LVikouJz8/n7S0NJxOJ2q1GpPJdNFSeyoLBAI0NzczMDAQO9bb20t5eTkWi4VQKHTRKY/9/f0pnb/TH2F3Z5DGoeh0QLgkV0muQZYkT6tQKC7q8BNNr9eTnp4eUwMEMBqNWK1WyXk1PR1JMwAA/nnkI744Z2UM09/fVM31zz4iOfdHK67mpqkL0SWMCm53uWl3udEqFRSZjBhSwB0ymYxis4nikUFeCsvU6z5R1jNNpyXtP5ABfCrr7JbwWhQHT6CsKGL//v2x0m11dTV2u50idzCeBEQ7WmZNhrc+hN5hWMZuEeslAaaYmDuH+y55lF5XB9nmIgps5UQiEe5d+BuOtezCpLUyOX8haYZsPjfzuzx94Ff0uTu5ZNRVjM6cRIYxl/fPv4Db70QhU/L5yfeRYywm05BH13CPv05lJE2XTXnaONoShv7kj5gbErNQKO74o+ZyQ/+ICtOpC4L8HHX8IJKlzl6oaxaOH6C2CdKsUFYEr70PoRAyQJtmpWrDcuQ1jci2bwUgXafhm+t+T6dxkHRNPkaVlXTy+HzZQ7S5qzGobJQYx2NQWriu+EF2dr6EJzTIPNt6shr8TMtcRI3yCIPBXgq0o1mqW48ypCFLU0ynrwGAMuMksrQlVJimS4h+aZr82ATRqOkVJoiQ1PbrC3mS2jgHBgaIRCISPY/W1lbKyso4evRoDMZrbW0lIyODjIwMmpsFDOv1evH5fJSVldHc3BzbV/KUSt67/X7anQN8770X+dOezVi1eh698k78oQAev5/vbX4Ro0bLH9bfysHmGuQyGZNyS3jv3DFunLIAkLG99hRXTZxNaVoWarmSElsm9f0Cl//lpbeQb0mT9POr5XIqrJakgGBWVibhFNXrUCTC/g4pzn9+YACDSimB816ra+Cbkydyz47dCec5qHUM0uP18oP9AuZ4q7EJjVLBL2bPYNbGTfQNd5Q9ceYcB67a8G+3935656/Xici2qlww/3Vake0nZi4aNeTnCA7AJ/T52/SZrBlzC/NK1xKJRDBr01BepH8/w5hLhjGXOaWrP/EyjRrLx44M/ndMpVChUqQmWUlMpxX/fJIZ9SKQGlUi7pNBJ4KCVGa3wQ3XQU+PgADS08SxRHKcQgFjqwQH4EI1IIPRFZCRHvsNovr5n6bUnsp8Pp/E8UetqamJyspKZDLZRTHeVKX4UCTCyb5QzPEDeEPwbkuQK0uU2DT/Xk+rSqUiLy+P9PR0AoEASqUSjUaThFNfrBKdCGV0Ogf42uv/SAoSfrxlI4tKxzIqM5dIJMK+zi5u2LyNBqcTGUKj+6E5MySs+1A4TIPTSePgEFqlklKz6aLDd1qHXAQjYbJ0erRK6XMRDIepHnBworePUDjChHQ7o6yWpPa+dpeb8wMDNA46KbWYGWW1xDoK/i0bWcHSqAnJZEkl2lAoBF0j5is0tApnF3X8IBxqT7/E+cvlCkrTx1KaPjZ2TCaTUZk1hcqsKZK3HJ05he8u+wu+oBubPhO5TI5Ja+O7Sx+nY7CRUe4MNB+eRhZu4nszf8gu2XHcfifjTRPJPN/LoqzlDHh6OdN5kOuq7maadjIymYo5hSvZ0yRauNZW3UKWNgcmVcKxc9ELgqwMcEjL7+RkgiLFfieTQdeISlR3v8j8E+9d7wAKxxDsjuPaMo8PXYeL4knjJH9eYKhMIg8WGcdyveF7RJqbUT72AoTD5Mnl3HHbA3gMCjJO9SPfvAOUCu5c+EXO5HcSjoSxRQppb+hise1W8rSjuDB0kJnpa/GGhjCr0qkwTaPaeQibKpur8x/ATDpz0i5nT68YTmRVZZGrLydkUzI0FK8q2O32JKgvqi8yEtMPBoOSgVAgyH9+v1+y5wSDQQwoeP3MIU50CALegNfNs4d3cu+C1az56y9inJp7XnmCrV/4PpvPHef2l0VnV1Tp7/4l6/n1jje55hnRz/+XK+9CrVThVRj4+ZGTfPNILfdNmcjlpSXUO52MT7OzraWN0VYLt1aN5vkLNdw9rooFebl4giG+O3USvzh8DIBbKkeJvv/xY/ju3jhcvaqwIIl5VWgyYlSpUMplBBJiCKVcTu2I5+tIdw/n+gdijh9gwOfnfP/A/wPnD6BSiQz3k0wm+1Q437+izPdfs1AYnEPg8YrgxWwSuPxIC4fBNdxXatB9vICR2yNeH9nil2gymYAAPo1ZzOKfjzONBvLzxD//BbsYlu73+wmFQmi1WtLT02PRe6KN7O8GcAfh7EBy1ByOwIAvgu1jbl0wHCEUAY0i9TOmVCovOg0wauXpOWgUSslMb4Cbpy4ke3hEb597KGmYCIgWoDZnP6Myc6l1DLLy9Xdi5LsI8EJ1LRk6LQ/PnYVaoSAYDvN+UwtXb/4A13CXR5XNymurl0sUuzrdHjbW1PLTQ0cZ8Pm5tqKU+6dNoSJhcW9vbWPtm+/hH2YKK2QyXl61jHUlRbFqSaPTyY1btrG7PV4WX1GYzxNLFpL/7xIC87Jg/Gg4eV5g3AtnYAyFmTR2HEdPCQjLYDCQmZYGIbmo/kVtdGnqoPgiKo2f1owaM8akSmE+mX4DvPZmjKek3ryXS65dCx098LoQWMkD7lx/N/6x96LfehhZuxCNuWnWKuYsWo3cH6TgZD+Kj94SJf2VC8S61mqhrkng+TMmivsxukTcH7cXFs2E7cMjwaeMEwnStPHwzvb4RVaVJfGghH6HWsB3iZ1Ayk8P5ShkSti5T+xVAOEw5l0nMM+aDYeGVQsDQZTbDjLuuktpGOynZ5ggOzg4yPiypZSYJ/CPuvtjxN91+V9mafYtMKSjraaN9kgflRmXUFE8jcFgDzby6awdID09nfz8fBwOB2lpaYTDYWQyGTNmzODgwYOo1WqmTBEB3OTJk9m3T/wOarWa7JzcJMjKYrGgVCqTpsYqlcpYOT9qDq+bNke/hEzrCfrpcg7yx4R+/ggRDjRWU56eHZvAGY5EuPf1v/PGHT9gyevv0eUR733vrj28u24VNq0U5//bJYv49tSJfH/foRjOf2vVaHZuuJQ+n493G5sZ8/zL/GD6FJ5csoBer4dCk5nd7R2k63Q8t2wx39qzn8V5uWwoK6HN5eJXc2Zy7669hCMR5udkM8ZuJUev57GEMcBfnTieErMJtVweW/tKuewz6f3/n5b3/bctFALHkHDqSqWAIlJtej4/nK8TeFwwJMr1U8eLsnxiydU5JBb58eHof/xowYEwj7jxThfUNoqNTyGHqeOgMDdZ5CgcFjoAg0PiMy2mZLw/asGg2Aw06v+oYuK/ahebuqdWq2MRvtVqpb+/X5IBpKenXxTvv1jj1MWO+0MRerwRjvWG8IRglEVOsVGekifwSVZiz+TZG+7li6/+la4hUbJcUzWVO2YtjVWgdCoNOpU6aZ43iFYjgFrHYBLrHuAvp8/x1UnjKTGbqXUMcvm770skPM/2D/Ct3ft4bvkSjGo14UiEf5w9z3f2xocS/eNcNXvaO9m24VLyjAaanUPc9P6HscUPooJyy/sfcvTaKygdDhC3NLVIHD/A5qYW9rR3cHXFxWGujzW9DhbOEI6wvQve3o48FKKsvJj0OfMIhIKkdfQhf32reObXLBZrq7QQAn7BhVm5QLS0RhDaH5GwKKEnVkD8fvGcfxYms8uTTFB2upI6llRnG1GVFkB7nCQs33+CipK1sG2H4CgA7D8GqxcJIa43tsbfYPZkuG6t4AG8vV0cK8qFq1aLjpxDJ+HIKVH1uPQS6B8Q37XPIUS7ls6Fw6cEdFpWKCCSZXPhnR1i3Welg90Kbjd82qrNyPP0+mQSdjhMxOdL6ozxer00+89KOn7ebfsLXy59gtqWhhhhtqe7h3JLOfpAZgznb25uJjc3l6KiIs6fPx9LFkwmEytWrGBwcJADBw4QDAax2+3Mnz+fQBgcajvv98nI1MLoirF4etpiKp+Dg4OUlJTQ2NhIKBSisLCQSCTCV2av4L2zR3H6vShkcu6Zs4IiW7qEEJhjspJnsVGVlcdH9edi3yfPYicwIuAPhyP0eX0xxx+11iEXHzRLcf6Hjxwjd/5sXqyJQ0Z/O3uem6tG8bez53ljuCXw/n0H+eOCuczJyWHRa2/Gyv3rios4fNUGHj9zjiuHg4rFuTlsW7+WoYCfQ109THvxNebkZPHW2pWc7e8nTauhz+NjY00dzy5fwm+PnsCu0XDrmNGc6x9ALpMxLu3jJd5T2f93Of9QWJS+vT7hDC2m5HJ5MAT1zbB5Z3wDsJgEIW9kD31vP3wYl1okHIGDJyDTDuXF4pjfD7sOQXVD/LzDp8TGsGxeHNf3DZN6Es/bvEvwIqZPiF9nOCxYwm9ti5f9dBpYvzzOn4h+154+8Vm9/VCUB+NGS79DJAK9fdDdLd4rIwPS7NKN0+WCgQHxfmaz4AeMtGBQnOPxis3Cakm6rxqNBovFkoTtFRQUxNjKarWa0tJSfD4fwWAQlUqFRqNJmYXrlVBllXOqX7pJy2VctOTf5g6zuSXuQHu8IWoGw6zIU6BX/WuBkUIuZ15JJe/efj+dzgG0w61+iUS+fKudr85fwy+2SQcazS+pjE31C15kLlYwHI41YNQPDkocf9Teamii3e2hQq2myTkkEQiJWrVjkBqHgzyjgXa3m063J+kcZyBA65CLUosZbzDIswmDQxLtufM1/77zB/FMyOUisx3+PrKaBqwVRSKQ3jt8/X0O8WwumAGbtsQxc7sFrl4jnrMPdsOuIRFAr10CVhNcaBDrz2qCmZNEKd05BM0dYn3lZAotDBCB88CggNDs1vg1+v3iPc1GcQ6INZpuE/yjxDbbi1Uxg6G444+axwODI7p5jp0R13QmQSCrsU0QemsaoGWYA1PbCOlWEQS8+FZ8X8qyw+XLxfeOVgb0Oli/VAQPTU3wxF/BZoP1lwqBr7Z2OHlafM/xY6G4SOwpra1CBGzcGGjvEDCh2QxTJoFxRDdSST6yNBsWz5BkPWs0GjRhaaJiUFghLE9S5AyHwylxfq1WK6kSOp1OsrOzOXHiRAwW7OvrE8OfMkvY3RoCIvT7wBlQsKygkOaG+hhXICrlHQqFqK+vJxgMolAo2HHn9znQXk+OwYLJGybUO8iz136JrXWnUcjkjMsu4K0zh7l71jKcPi8n2xv53tIryTZZMWq0TMsr5VBrHTJkPLzuFootVlYU5LO5WZBG1XI5E9PS6PF4eaE6Tuibk5OFnOT9KRgKc7BL2mlWNyhgwESc/42GRu5zTuKnCa3ZH7a1c/vQEM1DLn54QMA+u9s7efZ8NT+dNY3pL22ifxgWSdNq2H/VBg51dXPle4Jwqlcq2XLZaubkXJxwnMr+M87f64tLz36cRO1n+gw/nKuFjw6JjUcuh+njBZM4saTocMK7O6Stbw4nfHQQVi6Ukg/PSVXmYnb0DBTli+8y6JI69KjVNsHMIVH+A1FpSHXeoVOC0GcdLk8ODsE7H0rxPo9PBApXrIyXA3v64KW3RUACYgM9Xw9XrYq/V0srPPO82CiidsV6qKoUG3VPL7z8CkQfSr0errkSCvLjsIzLDQcPCT2BcFgEDkuXwMTxEolglUpFYWEhQ0ND9PT0oFKpyMjISBrhHOUWfJIpZDIm2BU4/REaXXHC35JcJZYUmbw7EGZPZ7ID7fJEcARAn+IjQ6FQTHNApVKl1AXItdjJtaSOmpVyBddPmU+uxcb/7HoXd8DHDVPmc+WE2diHR/6WWaSluKhdW1FGznAWNrKnN/7+8lip3hcKpawgADiHBUUMSiUyUldGohoAKrmcIpOJXSSTL8ujz81nsVAo3t4btai8daLVt4iANZEs1+cQzvzgibhjHhwSayknI04SdDihfxCuXAW7j4gKAgg47spV4tl94wOR4SsUsHax+Kz6ZsG2j0REVu7xCjEyuxUu1ENhHiAT7zdzolhHOo347Gj2P3OScJSVpfH9QS6DjLTkRCMnKzVECILol2i9AyLYSKxIdPYJh7w3Iehze8S5fjd8uF0c6+8XCp9XbhCCX9HK2omTcPvnRNvvCy+LYzKZWON6PdiswvGDIFe2d4k17nEhf2kjJRMn0JWRwYDLRYbNjrl3kBJjMaNM07ngPEi6Oo8rc+9HpVBjtVpj+LtarUan02Gz2SRVPpvNlpKUK5PJknD+UCiEa8Tj3uaO4PZLSYKhUAifz4fT6YwFD6FQCPfAIEtLxnLu3DmiNDy1R87X567m8YNbJf38r97yTbQqFV9//R+c7W5FLpPx60tv5puL1jEg0/Djg8dpP3ie706dzJXlJTQ4h5iQZueDlhZy9AZ+OH0KDx87wdL8PK4oK0UtV3BNeWks+79tzGiKzUa+M2US9+6KkyaXF+ThG1GBKjWbsKhVKGVygsTXkU6ppHpAGkwd7u6h2emKOX6AXq+PpqEhfnwwHjy4g0Fer2v4f+z8/QHxQO05IhZxYS7MmJCsZx/dMNSq1FyAqNZ9n0Oca7eK6D8xY+zpgx374/8fDsP+4yJbLk0Qnhl0pu55r28RC0v9yY5JYhfZkMVrCeWjVAp/IL5PohqU05Ws7gfQNyAcsV4rXj94Mu74o+b2iPYgq1lsAJveSL6+TW9CTrZY9O9ujjt+EOXD51+Eu24T2QRASwvsiA/JIBiE97aIboJiadufWq3GbrdjtVpjGv2fxUxqGYvzlAwFIgTCYLhIqx9AMCLDeZGfwh1M/r19Ph8tLS2xDUulUlFaWorBYPiXrjvdYOLKCbNZUj6OYDhMhsEs+fsys4XXVi/n2s1bY857elYGP5w5LdbGV2Yxk6bV0JtA1gG4dcxoCobhqAydlplZGewfIRsqg1h3QLHZxI2jKyQjQQFWFuZTPFwqVcjlfHHCWJ47Xy0JEpRyGTeNvgij/dNYJCKyZn8A5k4RThbAaiaYlSYCnLMJg2oqyy6O849QRyMQjAcDURscEkHA+YQAPRgS+4DTFeffhEKi7K7XwdsfxtfMlo/g2rXQ1inF21cvErDetj2CAwCi/D5zknj/M9WiVD9/mnDuoZDA4muaxJ60aKbYd6rKRBUiEBRQyNFhMbJRJQLCmz5BJCFRG10qAo1E02nE/VAqpG26CoWo2CVaX7/Y2xKcLcGgCKb2JuyLkQicOAVXXS79e5tFVEk2vjZMCgZFfQM5115NdnoWso3vgD+IDbhy5TUMjPocEaeGtto22iI95OfnY7PZYvh7XV0dVquVoqIi+vr6Yji/3++noKCA5uZmlEolOTk5BAIBxo4dy9GjIshRKpWkpWfgHhGLl5pkaBXhlDh/KmJpKoGg7iEHj+3ZEr8dRPio4RzZJitnu0UJP9rP//ptD3Dlpndj6/LeXXvYvG41Vo2Gq96Lt3E+unAeR6+5nP85fiqm2/+jGVPZsm41Q4Eg7zY1Me75jdw6ZjSvrFpK4+CQEANqaWWs3cqv587iN8dOUGEx883JE2kdcvHQnBl8/aN9hCMRPlc1imKziTUlhTx5Ns6V+dbkCWTotKjk8pgaoEouJ1OnxTIiwUrVXfRJ9tmcf0c3bEoY6HKhXrS0XL1aPGyRiGD0Hj8rML/CXNEtMLL83tENr22ROsWVC0TrYDSSPJO6lMmxsyKij0bgF2PNKxXJgcfoUoHlj7RJY+IVDINeVDRGbNxo1GBMyHoNOpEhjHTYeq100V8sU5DJ4mzhYFDKjE607uHjQy6xIYy0UEgwkcNhqKtPft3nE5mCzSY+58Ch5HMAjp9Icv5RS6XW9e+aRiG7KHEv0VRysGtk9PmSHb1RJf37cDhMZ2enhCkcCARimgMjWxydPg9DPi8WrT5J3z9qdn1qToZKIWdFUQFHr72C5qEh9EolxWYTGQkVkRKzmc3rVnPLB9s53dePXCbj+lFlfHfqpBhL367V8qeF87hk09s4ErKkRxbMoXTY+RtUKn42ezqlZhOPnDhFKBzhzrFVfGnCWGwJ5NJJaXY+WL+Gr+3ay6m+fqZkpPPbebMZa//XccGYna2BbXtF5lpeDJctxRsJU+920rhvLznZ2ZStW4zxTJ3Aqs1GEdAvnAl7DotAfvEsCIdg7rR4j7xGAxWFEBpuH44G7nlZYDYIp54IdWi1MDBC+CoUEoFz4tqLRIRjHKlMWt8icPmo4wfxva5dI1oRo0HI1r2CtyCXiYFdUZsxUeD8e47Eg4pxo+CKFSKoaWiBZ14Te9elS0RCY9SLoEUmE8HHniMicCgtEDyABdMFFyIUFsfTrGDWi2pc1OktnC9IvxqNWMMg3s9ojGf3UbsYqdPlijn+mPX0IBvygj++92o+PIL5+ks50xxvW2xpaaG8vByfzxdT7/N4POTl5SXh/GazmaqqKgYGBti9ezfBYJCCggLmzp2L3x8gorfwoUNPnj7EklwFjUNhrGoZdo2MJq+c/MIi2lqaCYVCZGVl45HrsKWlx9oHAbKysmJ8o2igoFKpsOiNVGXls7cxfu3ZJmuSsmYoHMbp9ycF5G0uF2/UN0mO/fnUGcan2fmfk3G12R8cOMy+q9bzu2MnebdJkJwfPXmGCWlpTMnMYMmmt2KfedPocg5dvYFNtQ2sG+7nX5qfy7b1a/GFQvz55BmmvPgqG0qKeWnlUpqdQxSZjOzr7KLWMcjLK5fyy8PHyNDpuLGynBM9fXx72iRu3PIhQ4EAZRYTi/Ny6XS5ybpIB1Eq+/edv88H+5IxSrw+sbBsFuH4X3w7/gB39Qp8LLF07fIIcZyR2fD7u0VWbxsRKKS0hB/WYhLO1jPCWU8ck7wo0m0ikt81DCXIZIKkl5cg42k2wor58ObW+OYil4ljiUxLs1FgnNsTonCZDC6Zk3yezZIs8TuqJM7+V6tEoDQSdwQhmgJiM5XL48zeRFOrP6HbYvi16OjlVHYx1t3/kumUMuZlK3irMUjiN64wy7CMcP6BQEDS5x+1cDiMz+eLOX9fMMiJtgZ+se01zne1MaOwnG8svJSx2QX/UnVALpNRajHHCHepbEpmBts2rKXd5UatUFBkNKAbEa1Pyczg4NUbONXXx6AvwPh0OxUWM/qE8/KNRr43Yyq3ja0kEoEcgz4JVtAolSzOz+OD9WtxBQKY1Crs/4KmQ5INDApuTLSEWdMAo4ppkQU5dUZsiE6nk0hFBRMXzkT22hZRyQKBiV+zRsBi7+0Q69xqgg3LxH873fDeLgGfrV4kKlvpNhEM1DaL9bP7kHDKi2aJZ74wV5Tkh1zDeiOTxH5i0IsgAETAbrdCdqY0WEi3pviCEZH1j6w+eFJIcZ+6IAS8EiHDUxcE47+mMV79qGkU36koD156J75OM+wiUDhfHw8eopoHgaCAH158W3yf66+Dnm5RSWhoFMHAZZeKwNzlghnThP7HxAnQ1CyGe1mtUFkpODwjtC0wGIQ4WHUCRyE9DXwj9hCDjlCKDUAmkyW1+zocDtRqtQTnHxwcJDMzk6NHj8ay8+bmZjIyMiC9mA/ahD/o80G+P8ySHAU7OkIc7hHXYVAaubSiklA4wgcdMvoHIxhVWlaUj0Ye9CGTyWIBSHFxMW63O9YZ4B508ofVN/Od919kR90Zvrf0SrJMVoxqLQXWNJoHBBzz4NIryDZZmZeTxUfD5FitQsGE9DRah9y8lpA4zc3JIpiinz8SiXCoW1qpqx8cJBgJS4KNZ87XcM/4sXwlARL4oKWNW8dUUudwsqm+AYDX6hvQq5Q8OH0Ks17eFEsCMrRaPrryMg52dnH1e1tjx95cswJ/OMy5/n6WbHqLDJ2Wv1+yiBVFBUnXmsr+fecfSLFYouZwCmd67EyyjK3bI6oDUefv8SRH8iD+zumKO/+qcmlZMWoTq6TwgMUEG1aISLqzR2TT4ytFr+7IPlyNWkTthbkiWNCoRWfASIJaQS5cv04EMyA2J6tZ6mCVSlHqzEyDxlbx/4W5yVUOg15kBDsPiixBLhcqidMniFZKENWLiZVQXS8NYrLSIWuYFGi1wLQpyZl7bq7A+lQqqBwN50ZUNgwG8TqIc2ZMg+GHT2KTJiQf+1+2LJ2My0uU1DvDDAWg1CwjXStHq0x21KlGBo88fqajmfVP/Sq2UN87f4yddWd55/b7GZ0ZH8oz6PXQ1N9Nv8dFptFCoTUd3b8xVjNDp5NUBFJZudXyiX27cpksperfSEvXaUn/T4gAhcLJOD+ypACrvb2dcZnZKKOOHwQs6PHDgePxAH/AKRKEzLQ4lOdwiurglatg54E4f0apFKS4cFg4S7dXrI9VC4GICFIPnxLJyOJZAi+PhIXjr64XsrtyuahKzp4kgm+tVqylzuHrnzVZZOfjRsVFeuTyOJ8n0XKzUgfWckVqnN9qlgbo3X3i+yfi/H0O8U84LO4TiIDr8BlYPhee+FscBjh+Ugz1cg3BM/+M36MbrgVkguj37PPi2NpVMH6cCBCOHofOTpg+VeiEdPcIMuCQS1RXxpbD6Roidgu+FfORKRQSsSyNRoNarcZms0nmbFit1iRCr0wmQy6XJ7UHB4NB3CMQn1aX4Owk6n24gtAXVNI4FKY/II4PBeCYU81sKzEJaYCGhgYqKyvp6+uTiIz9Yc1NNLkG+NrrT3Guuw2lTMGT13wBGRCQKXjsXBP3n9rE7+bO4oqyUmQysKo1vFnfSInZxPemTeE3x07wlYljmZ6ZiS8U4r7JE/nVUfH7PDR7Bll6HfeMH8uPDsS1GRbk5eAf4fPG2m2YVCoUMhmhhP3HoFJyfkQwdbS7h3P9/ZLqX7fXy4X+gRgZMHrs/eYWpmSkc++uvQB0uD187oPtHL32iotqiCTav+/8dRooKZAqWkUtL0ss9JHiFlHrTNg0ogziVBlsInkwwy5GCO85Mkz4G27Ly0kx2jDDDpctHd4o5CKjvhgcoFCIAOPj5AsUcsFjGMllGGkatch0cj5Bu8BmgVULRNUj2u8/8vrsVtEy1Nwugo6CHMhOj1cRlEqYO0c48z37RAl/4gSYOzsuALT8EsEJqB3OUux2QRpKdC4FBTB/HuzeI34DhQKWLobs/84Qk89icpmMNK2MNO3Hww5KpTJJzhjEphTN+v2hII/t3ZJUDnQHfLx/4XjM+XcMDvCzra+w8cS+2DV8c9E6Pj99sWQIkMPno9E5hCcYJNdooOAizjkQCqH6FEqF/6fMapbi2iYD2M1kqyISXYfCwkKU8hRbilqZGucfGjGF0+EU/yQSZ4NB4UQdzviAsFBIyGMvmQ3/fDNekXv7Q7j+UtFNk4jzr1ksgun3P4oH8MvnC0guGILTF0Rb3pSxAm70+kRgfL5OrNWFM4RTHlMhggaPV5Tqo1NMq8oEL2BSJWxL6B4aVQKaEVisXie4EMoR8z0UClEFSbQBh8D5E/H/YFAQefcfkB47ckyw/98WmDR+P7zxNmRlwftboWY4caqrhxuvhzFV8PRz8WtYsZTIjZfRHfDR0tJEJBIhMzOTsrKy2FyMuro6MjIyyMvLw+FwYLFYUKlUhEIhsrOz6ezsRCaTkZ+fj0wmY+rUqbF+fqVSSXp6OkMjYuZyswyNIoJSBonUHa1CKnwD4A8l642Ew2GCwSBdXVLCqc/j5WR7E+e6RYUgGAnxtdef4tVbv8uc196Nkeiu3bKN9y9bQ7fHw/Vb4vDOY4vmc/Say/nm7n08dFg4/LvGVrLr8nU4A35+cvAo39t/iJ/MnMZflyygw+2h1GziUFc3ZpWafyxdxP17D7KmuIBlBfnUOAb5+yWLuPH9bUSAS/JyKTAa2VBWLOHwfHXSeIpNJpRyWaxLQKNQkG80iupdgviPQaVKgi26vV4G/f7/svNXKMSGUN8cJ9+AkLi0W0XpOj8nvtgSLT9Bv99shAmjBXafaJlpIouPmlYjeutL8sXi02ouLsgDn15t73/L1Opk1bSRZrN8POxhNsH8ucLpRyIiMEh0LDabcPaOQbHIzaZkfNCghwVzxcbh8cRb/T7jxKj/TVMoFOTk5ODz+XANb5wKhYKSkhI0w8Iy3kCAur7kEcYAF7rjE8m2152OOX4QZKFfffg6swormF0sxh03DDr50o6PYnKg2XodL6xYyrzc7Bib/0xfP8+dr2ZvRycrCgvYUFosEfgBAUPUO4doc7mwqNWUmk3YRpTrvcEg9YNOHH4/GTodxSk0/bvcHi4MOGhwOikwGhhltZLzL2CBSaaQC6y7MFesvXAE3vqQ3PEVTJ8yhdaODjLsaeSrtALbjvbzq1QCVvP5RWVryzCxVKUU5XCQ4vwFOeJ51GnF50RNp00uv4fCoio2Euf3+JJx/sZWIU+euBdt3SPgiDe3xlvg9h0TnQMGvQgkojZzksD5Pzoiqgwg9qGrV4tAoboRntkkiIQr5ov90KAXyY9CDmsWiUzfoBfn9A8IiHDrcMBdWSYqhBaTCGqiidCUcaIikTgwTSYbJu+lWMde6ZAbgkERONSMqJh2dYnXEoOPnbvxVFXS3NCacFoXFosFv99Pe7uYrdLU1EReXh7FxcUSnD8tLY3KykoCgQANDQ1Cjc9gYPHixQwNDSGTyTh06BBZOblcUjCaJreMXL2MMDLa3LAkV8HOjhChCMzNkhOKRKiyyWkaChGMgFIGk9LkqOS6JJw/2n3gSgiSVCqVZLgPQGBYt79/hJqgM+Dn+Qs1kmN/OX2GMXYrbzbE8f/HT5/jhtGj+PXRE+ztEHvHd/Ye4C+L5zMnO4tLNr0VA0uuG1XG4as38PvjJ2PkwfFpdnZevo4Bn4/d7Z1MefFVriwr4eWVy2h0OknXaWkdcvFabT3PLlvCr48cRymX87VJ46lxDHL/1Enc9P6HOAMBKq1W5udkI5PJMKiUMfGwO8dUUvIpVVw/2w4fzU67egUEkJUuHuKoqM34UaI9LzE6sVsgLyEzVihEBq/TwuHTEApCZTlMG5csjqNUfLJD/P83k8k+Xv1Pq5W07KU0pVJIAf//kGm1WsrKymKtfmq1GrVaHcPyTRota6qmcqojWZFw+eiJgCACPnVwe8r3f+P0YWYXj8YXCvGLQ0djjh9E+W31m+9y5NrLGWW1crq3j7mvvB6bAb69tZ3/OXGK7RsujZX4hwIBnj9fw5d37o4xe1cXFfLoorkxmeBOt5vfHD3B74+fJBiOYFSp+OPCuVxRWoJhuIuldcjF3dt38XbCpjUvJ5tnly+h8DOogaHVQHG+yP53iqxTveswxVPGUDx5kiDsRtv6MuxwzVpRun5vp3A0uZmiGhftivlwn8DfVy2Ctg6x/q1mkUwsmSV4OC6PyMbVKvHZ5+vi1bLpE0QFwqCLJx9RyfHsDCkkabdAit7sGLSYaN7hqXyJdvqCIAleSCDQ1rcIyPFcXfz4sbMwZ4rg5bz8bjyoycmEy1cIjf8oedBuHYYzIkI87MW3wWYWwYdjSFQMnC44eg4uvwwOHibi9xOaPYtBjQbN4gXou7uR9fRCcTGMHiXuk90O0YpXVaWQ/C4pgYSBW9jtMDgimDKbGZFoD9+iUEqcf2Q/f29vLxkZGTQ2NsZwfpfLRVpaGgqFIlYBGBwcJNsxwKyZs/mgPUK7W3yqVgGrC5T4QxHebwvhC4ljy/IUhCIRfGEZO9pDaBVyppaNReHsRqVSIZPJ6O/vJysri66uLoaGhsjIyEClUjEtr5Q8s53WwT7kMhm/u/RmcvRGFuTmsLNNBDM6pYJys5lpmRm8lbBm5uZkE0gxyTYUDnOsR1rRbh5y4QoEJSyJFy7U8sXxY/nV0ROxYyd7+2gaGqJ6wMFDR44BsLG2HqNKxbenTmTGS5tiHUNZOi17r1zPyb4+1r+9hQiiI+ittSvxhUOc7Oll4WtvUmg08vyyJbS4XNg0Whbn5aBKJTOdwj57emcxSTP0RIsGB40tAuMryhtm8Y4436gXi7mq/JO17v+3bNApML2ePhHkZKSlluf1eMWijUQEwXDksJ6oRUuYI2U+E+1TjkP9/yYLBoP4/X6JCNB/snsg0T5Oc0Amk7F+3HReOrYnNtQDYE7RaKbklwKgkMmTSHlRMwx3BbS5XDx1Lhn6cgeD1DoGKTOb+euZczHHH7U2l5stzS0x53+ub4C7t++SnPNOYxPPn8/m21MnIpPJ2Nrcyq8TNpOhQIDPfbCdyquszBge9LS3vVPi+AE+au9gc1Mzd4ytSvld/iVrG1EtqW8VOHhiP393H/i8IpOOtmO1dYm1Y7fGHWDfgCjpb1gO2w/EcXC1SjjLcAQ++EjoAiiHcf4oSfXgCQElzJsuSH5qlfDv52qFmI5CLjLyylLBcVHKRTWxq1esqaVzxNobUx4X6VHIBR4+ctPPy77IOpTFp3hGrX9QBCGJcFJ7lwiEEluV+wbirc21jfG/PXJatB6+8FY8aTqrgGvX4pTLqK6rhQYR2FRcdw1mlwtOnoJ/PCsqBKtWCEg0FBKB1mtvwMRxUJgPzS3DOP+QqBxMmQxHjoLBQGjZEuQqlUTIS6vVotfrsdvtMSU/EP38Iwmx0dbfkS154XBYogUAoqLQ7wvTnoByeEMw6I/QOBTGF4ofqx0MU2lTsKVRPEeDgQhb2+GK4hwGu9vo7Iw/j+Xl5SiVSpqbm+keJuI9f+2XaHYO4A8F+M2ON+lzu7h3wRpuGlWGJxTGqFbxYk0d5RYLD0ybzO+OneTrk8YzOSOdYCTC1yaO53fHhXz1w3NmUmAy8MDUyXxj977oE8C8nOyYFkfUJqanYRzG+ROhRZVczpkRXVpHuns40zcg0fno9HhpHnJx7849saCi2+NlW0sro2xWvrFbPEuNQ0PcvX0XR6694l+e3fHfr+3aLcmkt1T2r2jdf1oLhQRW6PPHs4JUjsblFotz0DXMxjdLqw4Dg6Kl0ZFATMxMF+W8RInffofIdKJcB6sJVi+WEoeG3GKxR2GOSVViszIm/HBOl1AHO18nsqEx5YJvMBzRRVnrHo8nhmNrtdqkBRkV1ogyYf9bFhXTCYVCsTJcKra83++XTAaM4oPR7ODfec/PYsX2TF66+euc6miipqeD8TmFjM7MI9tkBUCv1vCF2SvY1yhtj5IhY+2YqcCwL7pIa0QkAq5gkI/aU0873NXazj3jxRCbHW1tKc957PQZPlc1Cp1SwW+PnUx5zut1DTHn/3x16pbYp89d4IbRFeg/C5wTCIpntaYxfqyqTIyeTjSZTJT8R2pQBEPJKnm9A4IAV9MQP+YPCOfY0x8PKoIh4RgXzYTn34w71/d3CTJufYtkKA5rF8PksUJ18/XhduSVC8Q+EAzCnqOiFXDqOHF8cEgkMXVNkGETx8/WCMdfWSquaWJVHFKYNQlMOgGHbN4Z/9zRJSAbsdZMRnGPFEpIGC8sRMRGkJ37B8UekVgtDYaI9DloDUrVHfsGHZh9fjg4/L39fnjnPbjjVqHxESXy1tYJQmBpiRTnX7mcyN234wyFqO3sJDzQT35+Pna7nXA4TCQSoba2loyMDPLz8xkcHMRsNqNUKgmHw2RlZdHZ2YlKpaKgoIBwOExubi4tLUIlT6FQYDAYksi3hYWF6FUKFDJR5o+aVinDPxLnD8NQIJLiWDgJ53e73SgUCkn539PVR2l+Diuf+CmDwzMBvvP2s2y85ZvUeZXc8sH22LmPL5rPoas38LVde/npsNrmvRPHsXPDOoaCAX584DAP7DvInWOreGXlUi44HBSbTOzt6KTYbOSXc2bwh+OnGZdm48vjx9HucvHz2TO4b/c+IojhPhUWC7dWVfJSgjzwt6ZMpNxilhACdUoFGTotNo2GBmc8eNKplAyMwPm7PF6GAgH+VZbWv74T/F/IRqM9vC6PiHbNhjhTPmpuj3Cwh08JDE2lFDjbqBKp0M/gkMAiWxMymqI8kRkYDeKzqhukjh/E5LK2zrjz9/qEQlkiyXHAKfqZr1kj3isQEDrhiSTJ7ftF7/7C6eI7DLmF2l/rsMNobIWT5+CKVZCbGRuTWVsbx/FkMhkVFRUxTexAIMDAwADt7e0Eg0FsNhs5OTnJI3yDIRGwtHeJLCs3U0Aq/4JKo9/vp62tjd5e8b0VCgXFxcWYzeakgGNgYEBSQoxEBGFMr9djTMAwoxhjlGmsUCgoKirCYrH8x4OYfGtabHxvKpteUMYPll/Nwx++jjvgI01v5KE1N8QIgbkGAzeNruDvZ6XZv1ahoMxixqBUsjA3h8MjJ90BC/NyE85Pfc81CgUKuYwIJJETo5Z4tPQieF+hyYh6pFP6tDbkEs/s+WH2/OpFUNOAY1QRPeEgco+TjDULMW7eLYhvC2aIgHvhjLgWvlolMP2ROhgl+SLwHdmeq9NBeARhOBQS6yzxPoQjooo2Eudv7oCckCDMRu393UL4Z9OWOFSw9+iwvLBZShKcP11AF4dPw+vDmgQTKoUKZygk2pz3HRMcp0uXiIBdqxWBkUEf7+e3mASnqacfls8T7Y7BEIytEHCdViM+I/qdpo4Vf69Sxrsjhud/qAal7dBKpTJ5umAgIMS8Rnbw9PQKTkBiZr5rN/5RFaKaMGwtLS1UVFTgdDpj7Pmmpiby8/MpLCxMwvnHjBmDx+Ohvr6eSCSCzWaLkQQDgQC7d+/GbrczZ84cWlpaSM8vxqu10emFBdkK9naFCIZhcpocGREqrXKah0KEATlQZZOjU8gkhECrCswqcOh0ks4DlUolEQcCscf0ugZjjj9qHYP9PFMvfb6ePHuObIM+JvEL8MjxU2JK5/6j7OsUwcYfT55mcmY6M7IyWbrp7dj6u3NMJQeuuoznLtSy9m0xUGhlYR7bN1yKMxBge2sbk198hUV5Oby1dgU1jkFyDQZ2tbVzqrePV1cv5xeHjlBkNnFFWSlHe3r52ezp3PLBdro9XlYX5jM/JxuVXI5No6Z/GEL70oSxMZGvf8U+/S7f3C42gEgYxo4SJbQRhLpgMBib5vSxEq+fFEC4PEIMRKtNdkTBoBgR+sFuscHIZGIhzZwo7eNv7RSlwagFgoJgY7cKJxf7Xm1Sxw/C4bZ1iUAhEBTyo6mstkmQdUBskG1dyecMuUW2YzSIQON0iszs9AVRAUi3CWfcOiJTDEdEBnPZUnxEqE/E7xAPeH19PZWVlahUKvr6+mLRNwgtbZfLxahRo6QSt01tYsZA4ma6Yr743p/CyUYiEfr6+mKOH0TGXltbS1VVlWSgTyAQiJXiRprD4ZA4//7+fkkbWSgUoq6uLuk9AbyhCIEQqOWgSdHy91nNpjdy+8wlrBw9kSGfF6vOIAkWtEoFD06bQpNziK0tIntP12p5YcUlIpqXy7l1TCV/O3uegQQVyHyjgaUFebH/n5+bLWH4Ru2+yRNj7YFfnTSezyVkKlFbV1IU++8bRlfwhxOnJO8jA748YRzKT4kFJtmFBqFqBwLzV8gZmj+NXdu34xkehmKz2Zh3/aVo+xxxB2c1i5K+xwdExJrNSIPVC6G1S0BiFtMwzj9HPONen8juw2GB85+uFmtQJoNpE4RjTBT+MegFjJidKa0e2MzJHUQyhHN0SR0Bbk9ym96xs0Js50RCUHHinFgbpy7ERYKqGwQMmJMBG9+TihRdtUoEA1GYw6gX9yMUhqOnhXx3drroRnC6BM4/OCRIfysWwNlq0UJYXoSsp48is5HzHg8+vx+j0YjZbMZnMKCxWkVfP8CE8QLnLy4S2gBRs9thYAT52mwmJE9eM6FQKEm3f3BwMKmfP4rzNzc3x7L7/v5+TCYTHo+H/fv3x/7W7/czecZM3m+N0DEYAUKYlLC2UIk/DNvbghzsAZMKVuYr8IVFzHOgK4RaLmNJroIuTwSlHKxqGTVDkJ+bT1drMx6Ph4KCApRKJQqFAq1Wi3eY/Jibl4dfJWNiThHH28X90KnUjMnKZ7ZHIRncMy8nO6VbCoYjSTh/69AQDq9PEng/ceYcN1VV8O09cXjnvaZW7hg7hqPdPTHIbntrO+UWM9+YNJGpL72KexgayzPUsOvyS/mwtY2rh0mCBpWSTauXo5IrePrceea98gZZeh1/XbKQbo8HjVLJkEzG3YePcm1hAYszM2Ik40+yT+/8X90c/+/qRtEbO3UcKBVEIhHcbjctLS24XC60Wi35+fkYjcZ4puYPCMzv1AXx32OH22YSy+ser+h933tMMM/LCmHGJCls0D8oIvToIotExHumWYUyX/Szom1JI+1Cfdz5B0Nwti71eWdrRVSvUIj37kzO3CTl/NRJmfRFf+DiojpRzGgkqzlq3b3gDxCQRZKiWxDONRAIEIlEYszcRPP5fPh8vrjzHxwSeOrI69m6VxCmPoUOfCAQSCq9Rc3lckkc9cfJASdm8x/3nkNDQ7H3DIYjdHki7O0K0e+LkKGVMStTQYZO9qkf/k9rSrmCYvvF2zdLLGZeWrmURucQ7mCIPKOeooRIfIzdxu4rLuOl6jp2d3SwsrCAS0uKJP38VTYrb6xZyW3bdgghILmcb0yewNqSwtg5ywry+NKEsTx68gzhSASdUsHv589hrD3egjrObmPr+rV8bddejnT3MMZm5ffz5zAp/eLVjU+0lhHPU30L7rL8mOMHsel7A360ew/HNQEGBgUmbjUJ9TwQ1bB+B6xfJtri9hwRxzUquHylKF2/vT0+vGvNYhHwhyMi2w6GREXB6RKvh8PCSVaViemBrV0wpkwEFXK5CCAaWkTwsGyeCDjKCuMBvUIhApKRayr/Irr98hQ4/0AKnL+1U+xVOxJa8obc4rv7AgKmABFEnDgnAp4X344TIs/VCdXB3oGYTLBKLqNq3SW47Rb6+vqorq5GLpdTdP3V2Ns7CMnl9BuN9DY1kblqOZaz55E3t8C06eALQXoGlBZDXYNoB168EHUogtlsjunpXwznt1qtSVU3uVyOTCZLmW07ndJKaWdnJ0NuHx2eeFLoDIqS/gVHmMHh7c8ZgFpnmCqrgk2N0UpHhN72EFcWKzgzEImJBB1Aw4aiCnQRH/X19TGYs7i4GIVCQa/XxVfee5azXa38ZOW1dAz2M+T3UppZxMbGTqZkZPC5qlG8UlPPpSVFLC3IQ6dQsra4MEb++9bkCRQY9Xxp/Fh+fvgYIGLI2dnZSV0DUzPSMSrVKEYE8XqlklMj2o6PdvfSPOSMOX6AVpeL8wMOvr8/Dl+5AkH2dnRRYjbxt+HqYofbw1d37WXnFZdy04HDnBvmVLzZ1s6b8+cw/VMqef77AOCBY1BRBHYrXq+X8+fPx6I/j8dDdXU1o0ePFhldJCIWW7TVB8T/Tx4jgohoGb6uOT7cA0SZsbVTkAaj5fXWztQO9OgZEZVHg4mLKtclHJfLwHQRkoTFOCy5K4uzehMfcpVSbCJRM+qlwiFRM+jjXAa9TnzXkT3PKmWc+HcxgZc0G6hVyEeMo0w0uVxM3xpJuoma5LjHm6yCCMPtQe5P5fzh4mI6I02pVJKVlUVDQ0PSaxbLv9690eeL8FZTnGHb4YnwRlOQy4uVpGlTi/78pzkDiWbTapPa8hKtym7jBzOnEgqHk1rzAFQKBSuLCth/5Xq6vV6MKiVFJlNM/hcgx2DgodkzuGtsFQN+P5k6HSUmkySjVykUzM/NYfO61TgDAQwq5ScKC32ilRXGnRVAZRnyFMIuapVSIhMLCGc9klHf0y8Y7XUJFTVfQLTAdfTE8W6fXwzGmj9N9PNHbcswzl/dKFUZ3bAc5mph534xVhsEBDF1nHiv3YeEA144Q0iC+3wiSKhpEP9eMF30+48bLQL+UFiM745KgI+tEPK6k8ZIyXulBcmVsqjSqFKBBMiWK2BoRIDf7xABROJ8kGBQVCgOJfA8whEUNU0Ep1TFKmPhcJjGlhZ0lZU0NTUx1CuODw0NUT5pApayCgFzREmMK+eJwV19TtiyB2UwRNHyebiKSwhF4ji/zWajqKiI/v7+GISXiPOr1Wry8/MJh8Pk5OTEAoUozj+yH7+wsBC1RotcFpIgP6n6+YPh5Hkd/jC4QjJO9Mf3sAjQ6pWTE3RJBge1traSWZTPir//ApdfPEt3bXyc1275JtVeGZcnVM9eWL6Eb0+eyE8PHWH1m6JU/5u5s7h3wjjcoSAvXKih8rmX+dnMaTx5yUK63R6KzEa2t7aSptXy90sW8sC+g0xIs/OlCWPp9Lj52awZfGfPfiLAvRPGkq3XcX1FOZvq4pWYb0yeQJpWizyBEGhUqcg3GrBrNbQm8BaMKmVSoNHudtHu8cYcP0AYuOAc+tTO/98HUMORmPPo7+9P6QS6urpEVOgcirUHSezomTjhZcgdzwISLRotR+3jnHr0NbVKlNFT2eiS+H/L5cKxjzSZTAh6RC3NJnp6i4fxyVElIiBJHCWq0wpMLy3hmMkg5nhHW6zMRlHeHGmXzIkHN3ZLsnCRTCY2Ma0GjUYTw/YTzWazoVarUSqVGAyGpNcBaclfpbw49PIp1etUKhWZmakz4lTXYDabycnJiTlhpVJJWVmZhIsQnRaYyqLQQCgS4VRfsgBpOALVg9KdxBOM0OgMsaUlyIdtQTrcYQKhTxew/DcsleNPtHyTkckZ6VRYrRLHHzW9SsXYNDtzc7KpsFouWspP02mTZgz821ZWJBjoo4oFFm4yYO1zMmnCBBQKBXq9nmXTZqJz+UQwHzW1CgqyBYM+0cqLxTrSjHjOtLpkTkA4nBykhsIieD1xTnq8oUVwbloSYLw9hwUPYdsekYkHgvDBHvH5VrPIqg+fis8tuHqNeI93d4j2RYVC4PzrLhEO+ZnXBFt+xXz4/7D332GSnNd5B/qr6pwm5zyzM7uzOSdsQlpgASxyIkBRFEmRCpYsWaIkW6JlS7q0LVu2ghUoK5AESSERBJEzsIvNOeeZ2ck5T+dU94/T1VUdZrEAKdm+1+d58GCnpqa6u7q+74T3Pe/Zuk7IgnqWf/tm4cw010sgMTUj61b/zuur5fcN1Zlrb+NKgSnMAZWqSrKQ3S3kcuZl1Mfj8RxWfTgcFmjP3L2w/yRoqtyDVIXG/u5+isNRwuEwvb29hEIhBgcHSSaT1NfXMzw8THd3N11dXcTjcZYsWUJNTQ3Xr1/nypUrhEIhFixYQFNTE/X19Vy/fp1EIsHGjRtpaGhgzS07cDWvZDAEd9ZYcFikb39juYIjHmRZsZJ2RFYVlhWrFNgk79Kt2AFeq8z3MJs7T/qqaRrBSDjt+HULxKL848VMxdO/OHeBwWCIH1w1eA+/eeAwXruN/3LiNM9e6yKSSPD1g0ewAKsrynjqnQ/55vHT/Mb+w+wdHOLY4w+ztbqK3a+/w65X3+LA0BB7H76fdx+4l4tT06x+/kf8qOs6L+y6kz/fdgsv7LqTg8MjvNjRxUv37GR9RRm31lbznTtv5dLkFH+4cR2+FGz+YHMjGysrWFlamkHW/bUVy2ktLKAxCwZtmWfvz2efPfNXFCGrICXlfBaJRCQoCEdzB+Popre8JROZAzzMZv5bs+6+2VYulixbt/pq6RE+dVGCAotFMohslb6yYskY9h4VhnF5iSxYs2O3qJLV37tDsna7PT8prqRIWpRmU61+Pk8mi19RJEt46v4UEUkT6eDiQmOD8Lpl9HDvoFQbinySfaTet9VqpbGxkZGREcbHx1EUhfLycioqKtKM+YaGBq5evZqxSdTV1aUFbgAJSJYvyt1AWxszOxhuYIqiUFpaSigUYmpK8ERVVWlqasolFyKOvaqqipKSEhKJBFarNfM96bexpIRQKJRW6FNVlcbGxvS5mka6TJhtM6bBP9GExumJBGcn9c1PSoy311hoLVAzKgF6+6GqqumBIf/PUuZ0SNZbXyW49lwAK9DWWEPtHXfgGJ/B8voeIZPVVWX287+7X4LZe2+FwREi9dXMehwkQwG8j+zE8/Y+yXBv3Sh7QEu9sOxjcVkTa5eBx5k5XMvnkWe0ujyTj5O3aqaIk9P3Gd2Cody2xfNXZT/oNlU5Tl+UoOfUNaNSceKCBEFV5fCSCedvqIbHdsHl6wbOX1Yse0IsDr0D8PzrgvPvvk0SG7dLjo+Mi+rn+aty7vIUSXDFYtEdCIbQSoqIt9ThdDqxWq3pfvrS0lKcTiderzcjAHA6nek9Om0+Tx6pZkhGY8wEM8mDs7Oz2Gy2jOl5Os7f39+fTvgmJyfx+XwoipKu7I2NjVFUVMTyNet4uz/JWArn91jh/nrpehi8fo3OaBS73c79TYsIoxKKK3w0lMBtVbiz1sJoUMNnB01T6JjTWFemcmI8yWREY2mRitsCdrcv437U1tZidTlYX9fCsX6BdT12Bw1FZdxSHWLvoAFjba2uIpIVTCkIrHhmPLNUPxgIMhLKfI6euXyNX1i6mG8cOZ4+9ur1Xr6ypJ2DQyO8l+IUPHeti2KHk19ctphNP/wxodR30ODzsvfh+zk+OsZjb0lXSpXLxev37wINvp3C+VsKfTy/6w76/QEcFgtjoRD/+qP9/OHyxbw6NMxMLMrTjQ10BwIoisKm0k/O/j+781+3PO0kioqKcqRUQTZxi8UiEb5ZpcpsOmnQ6RCWfc9A7jlmUZ+SQkNBTGfDLmrJzOhBFtWm1ZLBRyJGq192NqVr8D+2K+XYbfMrA9psuV0F2abLd86XVdusQpasuAEGW+AVnfHFC2QDzLqWw+Ggrq6OysrKNLnS7Mjcbjft7e2EQiESiQRutxuHw5HZTmezirZCcQGcvChEzhXt0taUnZHdwOx2O42NjVRVVZFIJHLEdLJNVdW8gUH2NRsaGqisrMx7Tauq0FagMhLK3cRaCwynPRfTTI7fsAMjCapcKj67ZE1zc3NpVTJFUaisrKSioiKDtJrUkvRNTzAbDlLgdFNfVIr6Wdnz/7fa6ERmCb9nEHcoAvuPGyzy/mFx4F6PwZ6fmYPJaeIP301vXy+z/UL8VFWVRQ/vxD3tF0W9SFTK6rtvl7WdTEqpXkMqDxPTsjMXFQgRcGmbvO7gqIjruB2yj5QWG1Mxt66V4GFRizEe2GqR9RePZ84LqavKry+iqLk4/+yc8BTMlcjeIeE0HDhmHBufkpJ+KGLwkIbHxclvWSekPx0GvHJdcP4pP7yW6jCwWuHBO0lYVKYSMXoG+tLdL3pwH4vFuH79OpWVlbhcLkKhEKWlpcRiMcI15ThqK1EGRtDcLpKbVhMv8mJvqEHpTbWXVpahlhZT7LBk8IUKCwtz1rGO8+erPmSX+mdnZ3GENcbCxj0KxKVXPzHany7VR6NRIpND2MrqeWfY6OefHkrwSJOVs5NJzqfK/QrwQKMFi6KwbyjO2SmwYOW+5oW4kpJsjoyMEI1G+dbuL3FgqJOB2WlaS6v40bnD3FK/iC8sauPHXd389pqVLC4pQgV+efkS/vrcRRTgr3Zsocbj5hvrVvG7h8Wpq4rCLVWVjIQyE9RNlRW4rdaM8j0IUe981mTWU2PjXJqaTjt+gN45P1enZ/iVjw24ezgUYv/gMPVeD99J4fydM3P86scH+eDB+7jrlTfpTHE0Xuzs4tjjDzNFkqcPH0u3Co4+uJtPspt3/g/tlHaapCZOoqosnf16PJ4M0ghI1FmkT5Uq8ErW/cHBzGsuX2RkmXa7lNFGxjMz/Y2rMkWErFYh4lWWSfRut8k18pWqbdbMMvyNTNNkI4nPs6HH46lNbEYqAcWFucN95gKSTVzpkve0pE1e37yhzMxJmXBoVJS/aitzRZLGJ0SQY3YWGhtEfc9cztE01JlZHIEU6amoKCcocTqdqKqaXmB5sXmvW/DLtibJBiJRyZBUy/ziRHlML/3+NO2TrlnvVSmfTjJmyvRr3QqVbuP7C81Dj4gkIJLU8KEQDofp6DCkPTVNY3h4GIfDQVmZqB7OhkO8dvE4f/Dui8xFQvgcLv7jXU9w/9K1+BzGfbo+MULHxDCReJzWsiqaSspxWo3nMppIcH12jsFAgAK7neYC37zT9v65OQqfybLfq6rKesyeyJlI5uL8o5NEwqGMPSKZTBKKRnF3dBuVgkgETp4XZ/7s68bfv7VXcP6rXZkteQ/fJUH+2x8bUzB37RC8PRYXVv3Bk5Ks3L1d2P6qKsFDWZFk8CfOyfCvkkJZ55tXG4JDq5aAwwqrFxta/gDNDeSwfIsL5HUtFkia7olFzdTnB9lHZmYz+T/RGEzOZg79icfhWjezqxbR0yUqkolEgp6eHtrb27l+/Xq63W1ubo6FCxdSWlqaMfxmwY71FGgKc/EYncODaGMaLeuXUbhsIWosDvEYvPo+ZRtXotbUMOf3p6tziUSCuro6+vv7sdlsNDQ0kEwmaWhooKdHMOz5cP7S0lJcNhWVZIZ6oNMCc1kkwWQySSCrn18X/rkwZZyrAaMh+ddYyk0kgA9GLDxU6+Dq5UvpvW6of4B7Fq3ktaun+eoPv5W6wpv87WO/wO+sfZBf2rOff5/K2H9j1Qo+fkRa8r5x+Di/tu8Qv7RsCS/uupORQJAip4MfdXXTVODjO3fcyjeOHGNNeRlfXdpO1+wcf3/7dr7ywV404OurV1DmdPGz7Qt5o8eoTP3m6hXUeb0oGE9Ogd1GrddDicPBiKnynU+3f8AfYCgYTDt+EAi0c3aW92emM4YG3YzdvPNvrE1p8ms50bHdbqepqYlwOEw4HE5rLacxZkURB1PokwAiGpMAoroiM8ssK5ae+IlpwfTKS6TsnZ2Jqqo4Xq9HyGmhiDisfOzcuYBgb6Gw/E2hL7MUlkjC0Igwj6dmZPFuWSckJ/28ZFLaC81dBjYrPHSX0TkQDAmO1muqXJy7IgxmHaqYnhUcUZcePX9VgoSH7zIIdsMj8J3vGTO7AVavkmE7brdsBlevwWtvSt+uosC6tbDtFkhxATRNw+/3pzE6AJ/Pl1E6z7BoTMqzw6lWvKICKdPmm2o2jyUSiXS3gc1my5n09dO2ArvC3fUWpiKSJRTZFYrs4DaN93XO8xbsKthTLU7ZOKluw8PD6Yll54Z6+Pprz6R/NxcJ8ZuvfZemknJuSen7nxq4zhPP/A/8USkLqorCXz3y89y3eA02i5VALMaL17r4pb3702XGexrr+Jtbt6XlewGuTE3zSlc3ewaGuKuhlvuaGmkzlbPjySQdMzNcTonftJcU0lpYmDHWNxSLc3Zign+4eIXRUIgvLV7EpqqKT60AlraJKWHRq4rwWj48JNWt7Rtk7d22SVpGQYLwmkpD2U+3hc1YU9Unc9ZotVohm4OR0PLg/In8OL8+IdQ8/vqDA4Ldv/S2kUgcPCm4vYIECrptXQeP3wcfHRINjtR75Yn75G8vXoVnfizww93bpHrpcEDHdYHO7t0h3UnFBVKJmJyWgGLPEdk3VrYbe9WZy8b+sXGV9PlbTAN+LBbZDzwuo3IB4HLkZNr6ejP3uYMI3WQ74b7hIVpaWui43J0+1jUyxMKFC/GdviziSYD9zb1U3baZwjbp59dfs7i4mCVLlhAMBunq6kLTNLxeL21tbenXun79OkVFRTQ1NTE3N4fP5yORSKD5J9leVcjBUY2kBhvKVVyJEJ6qqnRHgKqqlJWVEbIIzq8/DqUOhQKHQrFDxv+mb4c1N7DXgHg8lpPkRKNRfnAqUznzmeN7+PzWUvYNGi3Vf3r6LE+0tfDv9x3i1JiQJv/i7HnWVpSxoKiQe157K33uV5e0c/Sxh/jW+Uvc/7p0wW2oKOfAow/gj8X545Nn+JNTZ3mqrVWCh2CQCreb9/sGqPW6+d7O2/jT02cptDv4VyuXcmFikv++dRNfeG8PE+Ewjy9oZl1FGRZFpcBmYzZ1j39j1XJaCgqo8bgZTI2uVoB6r4eK8DyQ+Q3s5nfoWFx62ZOaPJxZWJIupZqPjAaIA6+vFkfoD6Y2hzyRSlGBbCxzAVkUsQTk8VfMzMmkrcupsl37AlHbMmfR07MiMmImDK5cLAQbvbQ/OQ0vv2cw+UMpsR6XU8qX+mu983FmiS8WF9bx4/cI12BqJtPxg9yrj49K1cTllH7m7DHIs345vnqpOPwPPsp0/ACnTksA4HbLKM4Xf2T8TtPg2HHp7V23BhCuRUdHR0YLztzcHENDQzQ0NGTi2eGIbJa649fv22sfCMnRrJ0wj0UiEQYGBtK4v9vtpqmpCdcNyGbRaJRgMEgwGMTtduNyufIHJjcwj03FcwMUpsCmsLhI5dJ0ZpaxudKCL/V3+domQQIoTdNIJJN8dx59/2eO72Vz40ImgnP82o+/nXb8III8v/bjb7OsqoHWsiquTM3w5Q/3Zvz9Wz39fPfSVX5v/RpUReHy1BTbX3qN8VSP8tu9ffzJqbN89PD96QBgz8Agu197m2jqfdtVldd272JnQ136uu/29fPwm++mf371eg9fXryQP9m6maJPeY+ZnpU2Xx0zr6kwxlu//bGs0eLCVD9/WJ7Hd/dJYH/vDinJV5RCJIbjSjfNdXX0DA6mJ8EBhFctwtnVI2vPZiO2ZQ2qy4nFjPMXFYizrSrP7Dwo8uXK9iuKBLTZPKNgigBntvNXhatjPn71uswlOXPJgCFPnBcSX3mpBBW66ZDhpU4D5y8vSckTJ4Wt//wb8hoP3C58IJdTeAXD41KNOH9ZtsLli2Q/Wr1EYIXpOYEwaivwpHrYdYdcVlaWbsszBwAulyvHAdrt9rzPeTKRkA4rs/UPEagpzQg2pqamqKioyOjn9/v96aqiXgEYGRmhuLiY2tpaOjo60r32DoeDRxYsIp5IMNB1mc5YDKvVSmtrK5qmEY1G6e7uxm63c3dNMwMhFZtF+vk7ZzU2lFs4PpZkOqqxuULFpkqOVmyDqZiw1ndUWbDZXWnYA4zq4ebGhZzoN1q6NzS05a2qxZNJLmRJ7w4HggxmVW2+c/kqX16yiD88bhDUj46OMRwKc2BomA/65Zl59loHZS4HX168iE0/fCUd9LcU+Nj78AMcHB7m0TcF5y+w23j53ruwKgp/e+EyW196lWq3i+/uvI3hQBCn1cJwMMRvHzzM39y6lR9c6SCSSPLF5Yu5Fo6wpayMM1PTHJycovqTZrmk7Oad/4cHBZPSNNkAbt+cS56bnBFSTP+wDMJoqpeIWLdoTB76vUclUy7wynVqKw2m68ycRM066UaPrqtMDPBwRN5Pr6n/+GKHBCf33CqBSSIpWUJ23/yZS9KiWCsbDz0D+ccJHz8r78thTwUredrnZuaMCV4z+TNIRiek1Gi3Z25aZuvqk0pIKCwjN/PZ2CjU1+Yqd+l2+AgsXgQeD5FIJO9in5ycpLq6OtPJ+gOS1WXbXEACk09w/olEIsPxg2Qf165do729PbPDIGV6cBI2TSFzOp20trZmvDd9Y4hGo9JKlsL+b9bsFoV15Sp1HoWLU0nsFlhabKHMaWgOzBeslpWVYbVaSSSTBON5uCrI+F8NjTH/LNfGc7UVook4g7OTtJZVccA0a9xs37pwiZ9f2k6V282zVzvTjl+3wUCQN7t7+bVVy+mZnePpdz5MO36AaDLJ0+9+wPEnH6HR52PAH+BX9h7Ifhn+8dJVfnn5MtZUfErnPzqZSZYbHJUSvRnnn5oRp+V2GVn1zJyMpL3vNinZpwSwCp0OFj95LxGrJd2braoqrY/djWcuxJTLxsDwEKqqUvfoTor6Roh63cz63ET9M3g2r6bAYUfp6hNYzetJaXGYcf51Amk11UrFDlLDq0rkvZsH9NRXp2WzM03JzL5BRu5mE0F7B1M4v0laeGxSnLc/aAQVk9Nw/hpsWSttizpUcrlDxhCPTxvVE4sKu+8Q6ntPD/zjd3C5XCz6/JMEHA4siQTenj5sHx9g4ZpVDFdWEkzh/JFIBIfDQXFxMVNTU7hdLpoLi7GEopQUFTOZEvrxeDy4nS7h+Bw+bbz3ptocqW1VVTMm6emWTCYzWuxAcP7S0tKMtR2JRNAiASbHxtKVgng8zszMDMXFxemx0NFolPD1S6xuX8zRSYXjY/J6KoLza8D7AwkCcYn3bqux4FQhkoSDIzL9b331QurjU+l4cHx8nC+v2IrHaudbR97nnvZVrK9fgN2a5J6Get7qldf+xvo11Hs9/OqKpWkxHouisLmqkr4s539LVSUuqzWjfA9STTybJQZ0enyCS1MzGaTCrtk5Lk1N8a9M63Q2GuPE6DjlLmd6wuBQMMTX9x/m3Qfv5Y5X3qA71Rn33LVOjj3+COPJBJ8/fDQNqfz9ujX8h2VLqLnJDp+bZyxd7jIy38FReOUDcRy6Tc7AD9+SRdAzIPjYj96WFhjdRsZlI9CxjVm/SGdOTMvPsbj07ZrZtnP+XF39uUCm49etd8jAGkPhzLngZus3bcT5et1BOhT0h30+uVtFMaCG+RjypUWCx+sdA/msqlw2MJtV8Pt8pjup+XCd7BapPJYX97/Rn90EhBSLxTIcv/n4fF0gs7OzGZsDSFuSWVVMhy4uXbrE1atXuXLlClevXs0QlrkZc1tVWgos3FNv5Y5aK7UeFYeph8jpdNLQ0JCRCRQWFlJaWoqiKFgtFr6wdnvea//Mmu2oiorDasOm5h9E5baJs3XOM6jKoVpQFYVwIsGH/XnIrsB7KbnRoWAwJzgAmAhHGPRL9jcTiWb0CJttJKtEfFPmygoWLKo889nBcD6cf3hc1r9Z+TIcwTYuCo6640gmkwxPTBAsLaS7ry/97HT19hJevIBRl42egX6Ghobo6O1mduMKybaHR2T/+NE7Us17+C6R2r3UAT94Rcr3t2+WYGDnFqkSet3SBeRxCbavjxc3t/bqv9+0KvPztNTlrvOSIkk2sr9fm032LrNNTEtAYOZIRGNy3/YbbHESSakizs3A+yl55FAI1/efo0xRKX75VWxvvQNd17H88GVqY3EqKyu5fv06vb29dHV14fP5WLJoEYvmothfeAvLc6/TODZDa1MzzQ0NNGPD9sO3hP2/VWDO4GN3M1ZaSDKZpK5OKkkWiyWN81dXV6ffot5S7M0aLVxaWppX3VWfB2C2fCTBeDyOP65xadrYfJLASEj+C6RunQYcG0vgsinsGUowE5Pf7RlOonmETN3b28vIyAiDff38zLLNvPaVf0cgEuHpH/w5j337P/NItYf3H7yPV+67i9Nj47R973lqPR7+8Y4d/PWOLXznzlv5Yed1Eskk39y0njqvhweaG/j66hV0z87xD7dvTwcZ/27NKhp8Xn5txbKMz/PrK5fTXODNKE4VOxzUej0UZcHZbmtuP39/QHD+btMMiHhS4/rsLM/29GVwKf7+ejcrioqovMnM/7PTlef8RraraXClM3MGN8iD3p0qKyUSQr7JNk2TigIIfn8lT+YbiWY6/2w80Wz676yW+Vn75va75rr85yxtM/6+wCsEx3zn6D38RQWZssEgwcGOjcZ12ltyAwmbVZjIIKS+nbfnvk5RIei9781N+d/vxvVpUqDD4chb1sq7ML3uzKqKbm7XTbX83UjkJ9/vNE3LGyyAlBf1DSIajdLZ2ZlRfoxEImlWvtliCY3JSJKRYJK5aP73Y1EVLHnuicViSWuUt7W10d7eTlNTU0aFYW1dC1/bdCdKagkrKPzi5p2sqZMOk7qiUr64/tacay+trKOxWJ6bzVWVWPNIqX599Qoq3W6cKXGefHZragbAjYbyuFPPVYHdRmX2KOyUfaae/6oycQ7WFB69a4dU3m7fZJzjdMiznx3ctrfI85X9zM+zLrOzSE3TiEQiGVLPAP5AQOR4h01Zlg7VvbMfhsYMHouOob+1V9j2b+0VOeDH75Uk4K09wsNxOyWgeOAO2WueeVnace+/HW7bLOX5ix2y5922SaCOBfWSyU9Mwd1bjarAmiWpykPW3rJ2mbyOOVCwWgTOM+9J+j3Nhi0iEdEYGMmq1E1P58jxDg8PYw9HUA+fTmugqEfOUBiJUXLxOo539kkw8t4BcNgJ3r6Jq2Mj9Pb30d3dTTAYZMmSJTQ2NtLX18eVK1eIRCLpfv7a2lq6urqYnp6mpaWFkpKS9Lrx+/20tLRgsVhQVZX6+nrcbnca5gFpEy4pKcnZq9xuNy6bhcKsbSp/P7/oeGRTRgJxLeeZmZqaYmB6gtcuGRWaf//m96mwq/y7g0d5rbuXaDLJv9l/CIfFQmNBAV947yP+4ux5fvb9PYyHwhx57EGWlZZy/xvv8NCb7/L3F69w8NGHePeBezk8MsKKZ1/iT8+c543du/jL7bfw/N138E5vH+/39fO9nbezvqKcuxvq+Ifbt3N+YpL/vHkDntTaWF9RxqryUlaXlWUkCr+9ZiULCnwZa1oBar0eqrIC8xqX81M59J+MlaVvzIlEZjZttt5BwbMTecQ6dNMrAWahnmwzH/d6MvW9dXO7jEXkdEjkruNwutmsgkfqVloki/LEeeNYTYUQFM3X3bUDjp6V7MGiCgt4+SJjY/O6pQWxd1DwvwKvlPLLTNBISZEQiU5fEpJhdaWIEZk7Epqb4OnPwUd7ZaEvaYf164we5rJSeOgBeOMtY2rayuVS8k+Zw+Ggra0th/BXXV2d27/uckpW9MYeKU3qn2X37Tc1ZdFms+XgjkC6Xz7bFEXB5XLlyH+C4JX6RqBP9Ms2ndCkEwr9MY3jYwmuziTRECbxbdUWar1qXmefz/T2w/laEMs8Bfz2rQ/yuVVbmAj4KfV4qS8qw+uQ8+0WK798y90Uuzz8zcF3CcdjPLxsA/9mx27KvfK9LSoq4vXdu/jyB3sZDASxqSr/euUyHl7QlL4vP7OojW+dv5gxA6Dc5eT+lHZ/k8/HA80NvHq9N+P97W5qoCkVhNb5vPzZtlt46p0PMs55srWFlvlGb9/IbDZZH21Nwgt5e6+s5dJCQ7dfS8Kbe2Ua3v23i9OsKJOgvXdI2vQOnBBntmElJBKUFhSmgz1VVakrLcdis2Xg2vp34na7M54Xea6yqxuKvF52O3EwbIzM1e3sZRkGZh76c/ycwASnLhrHr1yXvaKkyJA3v9QpIj6P7hIy4Gup+1zok+AhHpd94uRF2Ud23y4VUrvdmFS4azucvyLveckC6EupnU5Myf0sKxYNAxUhBerDe7ZtkfVfWZEZABQX5xBsHQ4HSiwPVBmJCsfIbAPDBCqLM9bb5OQk5eXldHd3pwPyiYkJfD4fmqalcf6JiQmSyWQOzm+z2Vi4cCFWqzW9DxQUFNDe3p6uCPb1SdtiS0sLfr8fi8WCw+FgdnKcLRUlHB5XmI5qLCtWcViE6Oe2QDAhDnBjhYUCm0KhDWZSW6FdFSGgOa83Y0/yeDxEsypTiiJdP1emMwOnkWCQ61kDk/7m/EWeaGvhPx03OjEODo8wEgryYf8AHw3IM/NB/wArykr4ufaFrH/h5TRE11ZYyJ6Hd/NeXz+PpPr56zwe3r7/XsKJOIeGR9j60qu0Fhbw4q6dDAQCOK0q/f4Av/rxQf7n9i282d1D16yfry1tp2NmhttKy/hodIxr/gANLhdP1dfT5Q/Q4vXcVKfQZ3f+NquRGVoswvDNN9imLhXt2W2SKZuJZbrpma/Xnam7bX4t88bl88hs71fez8z079lhZOIANVWy0PanZD1rK2HbhkzdAJdT+t0XNkvlweEQElF29lTok2xn40p58jzuXPzP55WhR4sWCDM6+/eKIgv7to2GpkB2udDhgLYFgu/HYpIVmM+x22H5UqirlU3F6ZB55SZHqygKPp+P9vZ2YrFY2hHPy8AvKYJH7xYYJi1OdHNKUVarlaamJjo6OtKZm6qqLFiwYF4CX2lpKWNjYxmVAUVRKCsr+1TtbZqmcW0mwZUZo/gVTsA7/QkebVYoScn8JjWNqYhGXyBJKA6NXpUSh4LzUwwC8jicLK6cp0oEVBcU8+vb7+Nzq7aQ0JKUewtxWo30xWZRuauhnsOPPcRoKIzHZqWpwIfD9N0uKSlm/6MP8v0r19g/OMwddbV8buECFhUXAVDgsPPn27bQ7Cvgby/IwJmvLV3Mv1m1nELTvb6vqYG9j9zPX565wFg4xNeWLmZ7TfW8bYU3ZTarDN7R1eImZlLdMU54O8Wm9gcELrt3hwST+lp3OuHRu6Tc/eZe8AfwOR20P7KTqEXFOzSO5UfvgsPG8i1rGXPbcSU1fBOzqCcusKCqjJ5ClZm5OZrLKymYTfGFGqqgd1jWx11bRKq7rspIRGwpnD8YytxT6qukOyjbNAwIUjed5Gy2632C6R80teTNzKV4DnPG6w+OgqsTNq+C594w9qrLnfDUAzDYD88+K8fsdvj8U6BYoKcb/vHbKc2De+SeOxzS5fPDl+HW7dDRBZOTsGoFzMxSVFHGbErkx2azUVlZSRwFW6rHH5AqZ2Wp6IeYcf6Gmpy9wWKxoChK3updNvQ2NzdHKBTKgPJisRjRaDRnvofH4yEej2e01+pti4ODgwymRlsryiA7Fy4mYnHw8WCcM5NgAe6ut5DU5Cs5NZ4gkIAtlRb8MekSKLDB1Zkk9QWlFMdizM7OUlRUhMfjYbWzgZ/fcDt/f/RDVEXhT3b/LFUuB7+0fAl/eVaq0lZVYV1FOb1ZkM3WmiqcFksOzm+zWDidJQZ0ZnyCXr8/g5tzbWaGi1NT/MrHRrt7fyDA8dExCuz2tJ5/x8wsv3XwEK/dt4tbX36NgRSr/8fXuzn46IME4wnu+PHrJDQNFXjnod0UuJ1cmJ7l6cNHURWFP1q2hJ+br0Jsspt3/l63OFAQ8sx9txnOX1GEbX/uSqY+tcsJLQ3Gz401mSQckIBAF7yx2aTE6A8aGvlOB9x3a24vfG2lEGV0OKDQl6tH77RLYFFXJRil0y6LKNsc9tR7uIHwDhitOJ9k+VoOs6/j+oRznM7cvmrdVBVKS+S/G5jD4bh5Br3blRvw3KS5XC4WLVqUVnS02+3zQg/m84eGhtIDgGpqajK6AxwOBzabLQcTLCwsTGcSwbjG+alMHBEEIxwLa5Skbt9IUOYA6GeenUyyokRlTZklA/+PRCIZDOV8n0HTNCLxGA6rLed3qqJSU3jj76TO56XON/8ztKSkmG9uWk84nsBpteS8RmOBj/+6ZSO/vno5ADVuN7asANJrs7GtpprNlZUkNA3HJz2PN2OaNg/On4VrD48Jo90c5IfDEix09xs8oXAE15GzuFYvlRZZgABY3vqYqqcfkMw41YJmAZoevJNkXTGW1z9EmU1d4/bNsH6VOPe9R6WycNsmqVLE4hLEXrwqwfG2daLMt3qJZP0Ksmfp3UJrl4HXJSX7/anSsKKIAmf25y4vEWdtbtMD+Tm7dXRqRngPZqgqEoWJSXjPVJ2JRuHKFaitgQ9S1cpIBN58B77yRXj+h9LpAzKt78tfRCTgvgeahgtY8PSTRNrbCQQCaee6YNNKCkIRVItFxhz/6F353HdukYpIUx2g4J0NUlFezujYWBrn1zSNurq6NCHP6XTicrmwWCwZw7fmw/nnm+yaD+ePRCIZQnGaphEJzjGo2plIuZQEcGA4wR21Vn7cbazn9wYSPNRoZTxsDP05hZW7ahtYWBVlYGAgfT++unwrDy3bwGQowDfff4l/++YP+Maup/iH27cxGY7S4PPy485uVpaX8kcb1/Gt85d4emEr6yrK6Jnz879u28bXPtqHBvz+ujXUut18ffUKPjapBv7C0sUUOxwZgUKp00GNx02R3Y7f9PndeXT7e+b8dM3Oph0/CM5/bWaW5651pPv5k8B/OnaSf79lA7997rx+4/h35y78lJ3/E/eJo00mxQEWeDMz29IiwdEud4rQTX2NyGKas2yfF+7aJu1D4Yg4myJfpkMuKhB50Fm/LCyvJ7/DVRS5tvn685lZ9nc+iydkkqCqzn9+NCYL0mqdn0+QSEj2Y7PMr5EficiGaLPnd7jxuDClo1F5L59h8E2Gzc3Je3c6MsWCfor2aZj4egbQ3NxMIpHAYrHkMIztdjutra10d3enM42CggLq6+szzp2P56gnLKG4xsfDcbJDhLOTSdoKVBwuca6BQIBr166lS5+KorBgwQIKCgrSDrhjfIiXzx3jQPdlNja08uiKTSwsr8m4blJLMjo3gwZUeAs/Uct/vvvjmo9kimQbjTcxv9tqUX9CXA+5kZPT8kxvWWsIdTkdUhLPhmaWtAqubbVmOjy3MxfSSyal2ma2eFy4Q+evZhxWR8ZRXU4JLHTbfwIe3wWvvm+Q6N7dL3BEIJiehgcI9+axe6StVc+E1y2X8n0sLsHGd1+WKuDd2yWg8LrFQZYUSVBx5rLsc+0LZH1uWyetvEkN1i6XYGPRArhgZLWi218oUKFeNdErmT6fDDPSzeWSfcFs4bB8Ft3x6zY6JqV/0z21vvMeoZ/9fNpZA3SODNG+aBGe4+fl/YNAMHfcIonWC29CJIoNqFu7lPI1SwmluDXJZJKCggLa2tpIJBKEQiE6Ozvx+XwsWLCA6elpnE4ndrudUChEQ0MDAwMDaJpGbW0tiUQi3X1gNh3e06sKHo8Hh8OB3W7P4H3YbDa0LEBfQ8Z4Z6/nQFzjYlZL75UZjUJPOENYamxklAULW/nXP/5HuiYlgPn9N77Htx79GhUlldz/utHG+VurV3D48Qf53UPHeDIFo22rqeLg4w8xF4nyB8dO8IfHT3J7XQ2v7b6bq1MzVLrdnJ2YoHNmlmd23safnT5LhdvFV5cu5vzEFP9j6ya+9OFeArE426orWV5SQjiRwGGxpDsC/u3aVSwuLqbC5WI0tfepisKCggLqPJm+sLHASyArOL1ZsZ+b3xt8nk/GgEuLRJkrnpDsN1/m53LO7zg/zTk3a7G4ZCfRmCHxm/2+pmZEM6CzV7LtzaskIja/h7EJKfP1D0vAsnWdbH52U3Q7OSOthNf7ZHFvWiUkKL2kpmnCUP7gI+jtkxnbd90B9XWGQp/fD4eOwOGjsjl6PPDAfdDSnDn4Y3IKOjvhWqf8ffsiUQI0WyQCndfhnfdELbC8HO7bJZDBPOxzgiEJzuYC8n0XFXzmisAnWT6nbza3250WEtFljM3lSbdVYWmxaH2bTQHKU049ktCYzt+pRyCuUYYhj2rGPDVNo6uriyVLluBwOOgYH+Khb/9XJoKS2R3pvcZ3j+/l1S//TjoAGJqd4oUzB/m7wx+gaRpfXL+Dz6/ZRm2hUVEKxxNcnJvlud5+xiIRnqivY21xERVZVZ6+YJCxSASP1UqDy40rT/buj8cJxOMU2Gy4bnAfA/E4NkXJOyjoE+1aj2hcJJMi9PXgTslckwkRvSovEZJc37BUz0JhaV3dtR32HZX1t32DOPUlrdIJFI7I87eiPXfSZWmRZOaVZZmYvM+bG2goyHWzFQZj8dxOnwsp3X7d8YPg/AsapMNIP37srDj6smIhAurW2ijQ2NnLBs5fXS4BRSwhAkEnzsn7f/BOWT9Oh+wFfUPSgnzusgTzNaWC82+9Bd54G2ZmoKZa1rGiyB6kBwHbtsq6rqgA86jr0tJc1cDi4rwtvko8Tz//8Kjs0aZKrXLiAsrShRk4v966l0gk0tK/ExMTaJpGTU1NBs6vV/RisRjd3d1pbk5ra2vGoC+Px0NbWxszMzM4nU6SySRTU1PU1dUxMjJCKBSisqGFWYuXCruU8mdjUgHaWmXBl4XzOy0iCFTtVpg0KX5WuPKPEY/GE3RPZcLPY4EZBoOZgfrfnL/ErsZ6vnflWvrYvsFh5qJRXuq8zoEheWY+7B9kTXkZTy9sZeOLPyaWunftxYV89NBu3urp45FUP3+D18vb999DJJFgz8AQt7z0CouKCvnhrjvpDwRwWa30zvr5nYNH+F+3beO5a50kkgkeb1vAhalJ7m2s5+z4OAeGR7mttpovLGqjwGZjXVEhx1PchV1VlTmfOZ/99GXYkkkhACk3uHQ8LovdZpu/jS4YSp1jzZ+Jx+OCrw2PiVOtKs+djBUIwrFzsmA1Tcr7d24R6EE/b9Yvi1wng8T8kj3ccYvo64NkPi++ZWwy41PSfvjoLoPTMD0r4h86CXEuIENQzOeMjcO3nzGIeiMj8L1/gi/9LDSkBIWuXIWDh02fIQDPvQhf+wroX+rUlPzd9LT8fK1D/uZLPytiP7oNDsGLLxk/j43BMz+Ar37ZuJbZ5gKS2ZnnKzTUyD27CfLfP4fp4lH5TFEUFhVZmAhrdPtl0dtU2FFtodAui96qKjgtwgXINr3kP19bYjKZTGcu71w5nXb8us2Eg7x09gj/9vaHCMai/JcPXuaFs4fSv//Tj9/gyuggf/rglyhwSgC1f2Kczx8+li4HvjE0zJP1dfzRsiUU2e1EEwn2jI3zr0+dZjIaQwV+pqmBry9cSFUqGI0lk5ydnuGPL1/l0twsm0pK+PWFbSwtzIS9+oJB3hsZ5cW+fmpcTn5xQctNj/sE5Fnec8hoee0ZEGdps8kaASnjx2KSLb/6gQTJIGvt0buFwPb6h7J2bFZxgsmEZMF7DoPFKtXAyWmpuvk8cPaqlOcVReC/5QtTLHnVUPNTFFHSc7kycX67TTLt6opMXY366vxkYgUJ2s3mD+UGGh098p6OnDGODY3J5x+fNoYETUwLKXDDSnjuNQMy6OgR3f6OTvhhSqTLaoWnHpd7cL1blD1dLnjofqlCOp1w5ZqIem29Rdbv1BS0t8u/y8tg6RK4cFH2j00bcCcSeDweAqnAoLCwEKvbJfCneTxwXbW8rtmcDjRLbj+/pmk5hN65ubkMmAyECxCPxxkaGsro55+amsqZ8unz+fB4PHR3d6e7fxRFoa2tjZDq4p2BJMFEAhW4vdaCTZF+/o+HEiQxcP6kBj4bXJ5OUuGSjp7L0xprShV8NoWg6qOotIzp1KjjmpoaPE4Xn1+zne+dkMqQTbWwsqYJdzDz+dheU4XHmrv3eCwWzk5k9vNfmJyid86fdvwAl6dm6Jqdy8D5e/1+To9P4rSo/H9S5MEr0zP87uFjvHzvTra99CpDKR/yw87rnHzyEa7PzvHgG++gIY/rS/fs5H94PfzTlQ7u/PEbOCwW/mTrJn6ptQUUlfXZUzTnsZt3/v1DInKhY+vuzEyFeBzGpqSdb3YOFrbIRmHG6jVNHOfxc7Jwqsqk9FZeYmTj8YTo3n90WDJyn0fmb9fXGFm2pgmr/vWPjAWtKEL4a200rtXZK5m4bpGoZCtP3W9I1+pZbrYdOmWM8O0bys0uQKoFFaXyvkbG808lPHwS7r9TNsOOTsPxm23/QXj8ESnzHzyS+3tNg95ew2Ff7zEcv27hsCgB7rxDNtFYDA4cyr6SbOSXr+Z3/gPDuYOVegflePuC3PPTb08jHA7j9/uJxWL4fD6cTue8TvunaT6bwq01VuZiGrEkeKwKXpuUyQC8NoVNFRb2DGVu5pUuhYJUgHCjCX6qqqJpGge7r+b9/dHea0Tjcfqnx3nx7OGc3795+RS/seN+llbVMxwK8ztnzufIJzzf189XmptYZbfTEQjwxaPHM3C9Z7p7afV4+cVWIcZemJ1l9/6D6XNeGRzi/dFR3t62lUUFst5GwmF+8fgpjqU21hNT8Nrg8E0N/EhbMpk5DlY/lo3zD42J0xszbYiRqGDdnT3G2onFpQd/zVJRvdPtnY9FNfDUxcx+90d3ydp6bz8cT2Ga990mwUc8Jo7446MGzm9RU0ywC7Iut6yVazbXifOPx8UpHz0je8Rtm+Vam1bCR6l1pyjQWJ2puQ/SveCwZ5bvQd6fqQcbkH0rEMjkCoQjss/s3Wcci8ehpw/KyozjoRC8+obg/P/0vHADQIKDn/uC/M0PnjP2vQd2w5bNEgB8/1lsikLLYw8TaGoCVWVubo5r165R31yD12FHHRyV5EfT5Frb1gl8UlIIW9biCIapqqpiOCVKpXdbWCyWjPa59NC2LJtPDCifRaPRjLZfTdMIhUL0Ky6CqVuXBI6PJbi9xso7WTj/w01WhoIGzg9wR42FhY0KewYTjEfk+JrSWhaVlpJMxBkeHmZoaIgvLb+FdXXNjAf81BeV8ubFU9QUlfDtHZv4DyfP84WFbSwvK2EoGORvb93GL+yR7+eL7Qspcrv45eVLOTRsVGK+vHhRTittmdNJqdNJod1G0ASBuawWJrLa4rtn5xgOhNKOHyTI7/X7+atzF9J7hgb87YVL/N661fz5WVkT4USCX993kFNPPsrSm5jmp9vNO/+X3jH+vaBBFpw5Ix8el3YY/aEcmZCF/sCdRtY4MS0Yk34j5vxSjnryPsMZT05LJq5fZy4gTv6xXYYq32wqOzdH8pomvb4VpRJwBEPGFC2zaZpkCfrrzTtq2BT9z8zlP2cuIJ/FbssUMzLb1Jw4YoddSvX5bHpGrqMPF8pn5o2kuyf/Od29EkA4nXKdbDw1/b7zvNdkMnPCmdkudqQ21/xl42AwyNWrV9OLfGhoiPLycmpqclnEuulzIDRNw+l04nA4PvMYXYdFySDuZVuTT2WXFU6NJ4kkNBYWqrQWWHCn2P42m42SkpKcyZT6+1IUhe0tS/iw43zOtbc2L8ZutRKIitpfPgukZH/n4jH65hEpGk1VHk5MTuXF7P62q4uH62oottn4VkdXzjmBeIJ3R0bSzr/TH0g7/s9sXo840I9SQU1xoXT1ZD9XS1qFaZ8t/uNx5QpFJTVxcGaLxWW9ZeH8DI9JtWDc9DnePyCl9hc+NIKKd/alRmn7RflTtx0bRX57/3GpSujv9Yn7JFj++Bh8OCuB7e7b5XPZbTL0p6hAkokjpwUCWLRA9q+7tqVgEA3WLweHE1qbRARNt9VLJYNXFYOUYrPKMa9HODi6uZwQyYPzz8wZjl+3iQkYGMrc9w4ehod2G4G+pmF/8UfYvvpleqIRJlIZ6rWhQRqbGilrrpM9WA9ulrXBFx6BvkF4/UOUpEblqsX4lreRVNU0edDn89HS0pIu1dtsNgKBAM3NzfT29qIoCg0NDcTj8TQcANINpA8Jyg4WLBZLDqnXZrOh5cmzQvlw/pjGpenM/bLHnwRUxk3l/1MTSZobnQxev5h+reD4FHc2L+b4WB9ffO4v0+f+wqY7OfzoA/yb/Uf45gnJzLfVVHH4sQeZjMZ4bXSEHXv381RdHS/es5P+OT9VXg/nwiEuRiK8+uC9/OHBI2yorOSOliYuBgL86bYtfPmDPQTjcb6ypJ1l5eUkkwk8ViuBlC/85qZ1NBf6KHM600JeFkWhxu2mPqvzqsHrzWgHBiEEBuJ5btwN7LOV/Tt7YXGrBAEgDnTfsdyy2viUOHPd+V/pyhXoSSRkse3YIFG3LiGcbScvGEp4wVBmV4Fu0ZgsYL3aMK8anukxyu4Q0K2h2phf0FCbP5BoazLOMWsHmK2xxmDtt7XCiZO55yxbbJyzfi28/2HuOU2mron6OjiX64ioqzW4A04nrFoOb+fRX1jcnntML7nmM58nt20xZfF4nL6+vpzofmxsjNLS0rzOPxAIZAQLAM3NzRQXF+dl10ejUTRNw2q1fqaBQQ6LQqPXQrVLJaEJRmh+HYvFQk1NTTq70TSNoqIiamtr09WLnQtX8K1D7zI8N53+u1K3jweXrUdRFCq8BZS6vTnQgM/hotJXBIDXaqXK6WQ4j0pfWUrtKz7PM5vQUmSnZJJr8wwjumjKQIc+pRLivLakVaRzo1GRqn7lfckc79khztnrkSpg3xDs3CpksmhMBtckErJPXO8zeEDLF4rDM+P85SXCxakoEyxaN687NwNXFXH62ZW4eDxTthfg4jWZ3Gdu87vYIVyDw6eNYUCXO6GuUnrqf5yN8++Sta/j/EUFEnzEE1IdPHZOWgd33y5dSg6b3KfhMdEGOXcFCr1QVSI4/45t8MrrEgDV1QnWr1qE/KcHBbdul17+slKZ8KlbaVlu1aW0JG9VMq6QI/wTCoVgNpx5T89fgyULhZ+RClSspy9RUFXBWIk3XQHQg4jq6mquXbuWhskcDgcLFy4kGo2mh/7YbLa0bn8kEqGrqwu73U5dXV2GIqDNZqO5uZm+vj4ikQiVlZWoqkqNK5mG6hRgfbn08xdYYTb1UZ0W6eevcSvMmIS9RLo7814oAJqWt8vgpEnzH+C50wfZvngzz3cYidC+wWHGwmHempjkxVQ//7P9/dR6XNzZWM/ufQfS63ah18OrD9zLC30D/MKp0wA0uly8//D9xNH4X9097D54iCqngxfvv4feySmqiwr5aHycP7h0hX/cdSc/unyVSDLBY+0LORcI8lhbKx/1D9E5O8uCggI+t6iVQoeD1sICOlJ6BI+0NNM+nzrsPPbZMf9r3Ybzj8UMgZhs07PmZFIWRT4bn5LfWyzzZ6vBsJTbLJZMkl226b9zu2SilnkMp271Vca/dWKeue/VYYet641pguXFshF09GT+3ZJWwymWFUl50YwzuhzCAtbJWjVVsLBN+nV1Ky2FZcsMqGLZUhgYgEtX5GeLBe7dJaVB3VqawevNbCuy22Wwjzm6XrQILlyS8cC6rVqZv+QPIlp0sSMzaFIUGXc6T9teIpFI44vZFolEcrA+nVyXHSx0d3fjdrszhHZisRjj4+MMDw+TTCbx+XzU19ffcGDQjcx+g+qAw+Ggrq6OysrK9AZmzlRaSit56Ytf5/2rZ/m46xKbmxaya9EqFpTJs1RXVMafP/Rlfu65vyKelGxEVRT+7MGfo75ICH/VLhffXL6ErxzLDADvra6iKXWf1pcU5/QSA3y5uZHKFGv63qoqzs3kVm/uNn2vDT+tEctWq7TVXuo01siFa1L12rklhfOnMlSXU3D+cBTe/EjWrNslwj/RuKzxjw5JgHr3NimPu90SyJ+7ChuWizjOxJRUHCwWKHSKY+4fSeH8G2RdNdZAT0o332EXp1xblTmgp7EmfzuIRuYUQJD3mp1QdPRIFm/GyqdnpeNgfFLgSRCyo8djwBl69e7qdennv3LZwPkdDnj6CVljndelVc/hgPvvlYDCYRfezw9/BNu3CaN/dFS0PaamoLYa6uuhrw+KiyVZsNskIdDXeUszVq+Pkng8oyXP4/FAOCtQcDllhkA2vKOQs67n5ubS8wN0i0QiaZxfZ+/HYjH8fj9er5f+/v70sa6uLhYvXpwBB/p8PhYtWkQoFKK7uztNKrynbQkhxU5SgxNjCcJJwfnnTDj/pekkDR6VWDJJf0BjTamKx6rgsECNW2EwheGvL1fxWhKUlZWloQtFUXC73bSWmXwBsLlxIZ48XUt21cLF2cxnpmMuQKN7LiNgv+oP0OH38ydXjCpWTyjExYAfi6ry9rBwQ4bDEf7r1Wt8e8Na7v34AGOpLofXh4Z5Z/sWugNBvnRMWk6twLN33Y5NS3Le7+fp4yexqSp/sX0LgXCYJDCjaTxx5Chfamrk/urqtOLnjeyzO/9CU8uB3S5ZeT6Vv5JUm5qqigPNnqoFIpOpb7QLm6RCkG1LWg3HXuCVny92ZJ6zsDmzLbCtSbB4XTLYapHeYNOIVBx2UdlrqpPgxOWAspLMioDHLTDHqsVC7inwirM392t73HD7LbJx9Q+nSqQVmdfx+WSRj08IYaeoSAh65la+wgK4/z5h+UYi4uSLCjOJjKUl8HM/IzhfR5f0Bq9eaUgA61ZUCE88KnBDMCivX1Is5cd8VlokEwj3HhESVHEh3LpRPus8prPws6NqIG+WPh+5Ts/wdeevaRoTExNp0Q+Qzefq1au0t7dntA8lkhpzMY1AHBwW8FkVHJ9CwEc3VVVvqIvQUlrJ1zbv5Gubd+b9/faWxbz3C/+ec0O9JLUkK6obaSmtQlWMqsntFRW8unUzf9d5nfFolJ9pbGBrWSklqQ1ngcfDt9au5jdOnyWQciK7q6t4vK4uXa14pK6W5/r66DHhgxtKillfbBB9mr0e7qmq4i3TQCHbpxBQyrHsaZSDoymc31SaDoXlubly3RgGFAzBxU4JxF940zj37Y/h8w8Ilm8u9z92j+Dqr39kJAJ33AIbVkmScfCUZL+bVgmJLQkk4lIZrCyToOHMJVHhq66UrHjDClHdUxS5lsMujloPZlRFKnfZEGB1hWTyqppZLbRacqHAyWmB78ywXTgiXTZmnD8SEXiuqBD2HTCOvfUufPln4fvPGu1/17uFxNu2AL77fSMo/9zjULAT+gcF/wfZMzauFyfu96N87wdU3Hk7tpoaAsEgBQUFJJNJ5gp9eFe2o5y9Ii2MW9bIPdqxQQaqAVSUQGkxBSTSGT9IP38+aM5iseQlCWbvCbFYjHg8nsMFslgszM7OZuwLY31dVLa086PuRDoQfncgwSNNVgZMOP8Z4O46lVUlFj4aijORusS2KpU1ZSpKIs7MUBcXe/3U1dXR2NhIJJngRGSCZ6/to81byp88/CX+9INXWNewgEfX3EZQUfnG+tV889gpNODnl7RTV+DlNxctTDtkgKca6vBmEQIrHQ4qnU68VithU9ui22plJKvi1x8KMRyOpB0/yKCua/4A/2ga4BYHvtvby1damvnGRWnXTCST/MrZc7y7fSt/cOESH41J98LJqWkKbDbuqc4MavLZZ3P+qio4l24OO2xdCy++nfnwN9Rk9uE31MgDZ64SFPlkoepWWSaL2hwA1FVJqVE3mw02rZZrnb4okfzKdsHuzFGb1yPOfu1yKXV5XLn6BCCRd6Vj/sE7YIjg1N7gpnrd8l9j7Q3O8cp/TY3zn+Nyze+gdSstlQBh8yYJDObb2PXXuxmzWuU7evQe2Wht1k9s89PLedevZ5ZcHQ5HXrncTyLX6RaNRtMlR7PpgiC6k44lNDpmk+wfSaSTvGafwi2VVry2zHsSTWqEYikpB6tBCvxpmc1ipb2ilvaK+b9/j9XKptJS1hUXE9e0nIE/LquV+2uqWVVUxEgkjM9qpd7tpsC0YTZ7Pby0ZTNnpma4NDfL6qIilhUWUG16ZsocDv54xTI+11DHy/0DNLjdPFx3g+fyRhYK586tWNpmTNQzr3m3S7p9zKZpuXM/YnEIhKWKYLbhMXH+5grggRNSUXj1fYNT8PExKclPThuchPNX4Y7N8Mgu+PiIUapf0irjqcMREQOamZP++7u3STeCxyX8pIpS4QmcvSxQxKJmyfS3rRNYM6nJMCCPSzqBzO2EG1ZKQmTG+e12OdfjzmzLczhyx3aHQgIbmPv+QXD+nr7MatxHe2H3vfCm0ZPOq6/DL3wFDh2Fs1KpcDz7AlUPP0iwtYUrV66kHXTVglpqVi5G6R0U+XNNk6rlw3cJfDI0Bq+8R+GSNppbGpgNBnC5XFit1ox+fiDdz19dXZ3eA1RVTetjmPv5fT7fvFog+ZQEg/HcCpg/rnFpKhPnvz6nUefR0o4fYP9wkkebVAY6r6SDkL6+PpqbmzkTneDnjv0ofe6/XriZN776Df5Hx3U+f1Yqro/WVLP/sQeZjcV4cXCYHXv3c2t5GT/YuJ7BYJBCu4OXBwapcDr47oZ1/NnVa1Q5nXyuoZ5z07P82eoV/PKJ08zG43yxsYFWr4capxO7qqaV/35vySIa3C6KbDamU+/Roii0eDzUZe3/NS4Xs1nBVDSZZDoaTTt+3TrngQWz7eadf3GhlOn0BWLWoweZc/25+6CjV85ra5RqgJkUWOiTHtiRcfmvolQcrrkjwOOWKHTVYtkAXM78vea+VJmtPSUN7Hbld4B2u0Hu+/81UxQD4/9pmtsJ3LzOQkFBAQsWLEi3+JSUlFBWVpZ3odvtdsrLyxnLemBdLldO1p1P2z/7+FRU4+Ph3M2g0pVgZanxeE9FkhwZSdAT0LAqsKJEZUmxBU9WgJDUNEJxDYuq4LwBTPCTmlWdX4DHqqo0ez0030BiucHtpsHt5n6q5z2nyuXkHlfVTWUBeS0QEsz63GWoLDd0+6vKJaMfGJbS/4GTEixuWiUs/GULpSSfSOH8S1rFCZpx/qpSKHDL2jTDgV53bgauqtJLn6MwmMglqV7qkv3ErCKq4/wHTxoZ+5Ez8t6LC4THoJ+3qEXIxSfOG3NBaipS/fxxCUQOnRIehN7P77BLid9uk26Ec1ckySgvkpG8t90qzjkUEjneqgppszNDd1s2yzWLi6W8Dyk58FKpKJittCR3hgHIvb2WVQ0dHiFQXZmRmQ+PjlLh9GDbd9wIKq73i+xvMJyGOSxHTlMSCOLdupbLVwwnau7n7+rqIpFIpEdy62uzp6cHp9NJc3MzwWAQq9VKYWHhvLoeRUVFjI+PE4/HURSF6oYmVDsZ/fxuUz//7IwRFpQ6VbJXqqKAlsytPiQSCY5MZGoe/KD7DPdWL+fbPQY35KXBIX6mqZEf9Q/waioJ2TM2zoaSEm6vKOc+U7fN4gIfL27awOtDI3zxqHSrlNhsfH/jepKaxl91dnHvvoMs9Hr49vq1jITDFNvtvD08wr7RCf501QreHhphOBLm840NXJmd5bG6Wo5PTdEdCHJ3RTl3V1XgtVpZWVjAmRTk98WmRpYWFnBfVSVvDBv6FYtuQgAMPo3z14dW2O0Gyc1sqirl8rJPcLS6OqB5cE623azIj6LcnHrf/7N/VrNarRQVFeH1etPEvPmkfVVVpaqqKi0RmkwmKSkpobq6OqMcaLVaKSgoyFDn0s1cURgI5G8jujiVpK1Qw21V8Mc03uyL40/tA3ENTk4kSQLryi3pAUAz0SSXppJ0zCZxWhTWlqvUuNWcToJQIsZkJIjDYqXM8b9H/+BfxHoGhO0OQtpLJuCOLfDKuyLXCxJ0P3q3ZPavfySO2+MS4Z9YTMrQHxwSxcudW6Utzu2S889eEWLgqQvC+1nZLlmx25Wnn98uiYJZ9rvIK5Uqs5RwfRU5Y96UFIsiG+cPhXOHjV3pkveRkhYGBOIIhWVIkR6oTExJorN6MTz7moGZd/XCk7vh0iV4KZVdOp3wuSeEeXboCHzn+3Ls/nvlHimKaID88GUR/eroEue+sE0IkFVVQtK9dBkWtMCa1bIPt7XBtVTlZNlSCQpWroDDpnbhutoch2u1WmX6W3YLXjxp3F/d+oYIBQIZTjQUChGNimyu7uzD4XBaqruzUwKyaDRKOBymvb39E9t+PR4P7e3thMIRRpMu3hjWgAQbyi3EkxoWRSGhybqu9ajYlAQdc7CuTMVlEdpCm0/h2px89xvKLDgsUF5ewdiY8B50ZdGFvswK79byRhxq7vtzqCpXsto4rwcCXJlzZnTbXJqd45o/yO9fMEjhk7EYl+fmSGrwXmoI01V/gP925Sp/vXY19318gKnUPX17ZIR3tm9lNBzmycNHAXHML9yyCY/Fyg96e3n04BGcqsofLlvCr9hsOCwWPhgd43OHj/IzjQ2sKylm//gED9RUM5UvMMxjN+/8/5lU3v6PMX9AMh1dvz+bVBiOysYVDElgUujLDYKmp6Vsp2mC6RUX51YjNE3OC4ZSG1hR/ha6RELek6IIt+BGJepIRH5/k/K6/1x2s0x8u91OTU0N5eXl6WAhXxtQXV0d165dy9h4GhoaMioK803uUxXS2cBsVEs7frOdm0yyuMhCgV3aht7pizOVWjeBuMa7/Qluq4GFhcZ7uzI7xn+7vI/3hjuodvn4xtLb2FbWRKHdCEj6g0E6/QHm4nGaPG6aPR48WfcmlEgwEAwRSSaodDgpyxdQA5FEgnAiic9m/anDFJ9o2bj20Jhg/xOmTDQYktL7+atGxh4IwdVuKZvr0/BAxsc+dT8cO5PJ13n8HqkQvL3PENG5/3bJjuNxOHhCSuK3bZLsVm8pPH5BSH0r24XRv3aZrM1kUmR6j52Va21aJUHFmmXS4w+SrFRV5MIRdVVgt2aW70H2g2yS5fSMZP5mslwwLPfDjPOHw0LQ83rh8hXj2FvvSu/+Mz8QbgBIG+/P/5xUPZ99wbjGIw/Bjq1w8ozwAhRFugLWrpLfX+0QXsDqVRJUdPcI4XdulqJ4nMayMnrGx3E6ndTW1hK2WHCvWYqiTzMtKpAqjKpkVlMWt2LNw4OxWq15cf7ssczRaDQvzp/PHA4Hc0kbe7rj6XL/3iHp5+8PJDk6ZrzezloL7UUKHwwaa3ZdmcqDxSrhJJydSHB0HFaWVNPcUgjxCIqiMDo6ykZ3Jb+7eAff7T7FptJ6Hm9YzWA4wn9ZsYx/e/Y8CvD7Sxbjtlr52oJmfv302fTrPlhbgzdLbbPG6aTSacdntTJhxvktlpzW3r5giJ5AMO34Qcr3nX4/f9NpQN1x4Ps9vTxSV8MzqYpEOJnk35+/yAc7tvLvzl1kX4q8eGJqmu9vXM+WslJ27ztIVNN4QheNu4H99BX+bsYiUXFuLuf8Tk3TJCq2WudtM2PWLxBDLC7cgQJfptPWdck7eoWdu6BB+pTNpEBNE3Wutz82Bhe1NYl8r35eMCSlPjMxaVGzdAToI4QHh4R8oyth2e3w1BPQ2GB8xmhUBHbefFsctsUCWzfLyF4zK35qCo4cg1Nn5PPfsgmWL5PPZ7a5OejsgmMnZUPcvFGUvuZjeqcDCoT89y/tTEymKMonzgJwuVy0t7cTDodJJpNp/W9zoFDjUfKy41eWWHClSH83ap+TCF5Gh07lCZiPjCaodSt4bCrd/ike2Pd9xiKC387NTfCzh3/I9zc9zr01iwC4NufnsYOHGTKRe/5g6WJ+prEBX2oDHAyG+G9XrvJcXz8JTWOh18tfrlnFqtT0PhCBjwszs/x1RyfX/H7urqri8fpaFpj4G5qmcWXOz2uDQ5yfmWFXdRVby0qpz/r+p6NRugNBugIBHvk0uH91FoF06ULJwLOFblx5+vnRjPWkWzQq6yObqDucyjanTEHFB4ekevDiBwan4J19gvNPTBnktPNXRV1wZbsED3pmvmwhfG63OOMT54Tct2lVJs5/8ZpUE3ZsFG3/1iaBASZnpZ//3X0SACxeIPvKkrZMOGHlYuE9KIpRPnfYjamY5o3f6YBoHpw/GDAcv24zc3A+q5X3yDG4fQccTXUvaZpg/z//JZECP5+qVLz7Pjz8IGzcIIqB8TgqULphHd4d25j1+9OZeVVtGdV1d6KGoxJUvfKeQDR3bZVqR101hEK4O/tYXFXD1TEpLes4f01NTRrnt1gsFBTktk0XFBTc9MwPgFAi81HSyK/b3x9IornVjDV7cjxJfaOVfcNxgqmmhlMTScpqPRSToKsr5Vwn4OnqBTy9YxV/erWTnzki93pHeRnvbN/CTCzOH1y4yB9cvMQXGhr4u3VrGA1HqHA62Dc6RoXTyV+uXsXfd12nxu3iyfo6zs7M8OerVvJLJ08xF4/z1eZGWrwemj0e/kLtIGTC+du8XgptNmZSAYBNUWjyuGlwuTlh4nxUO505uv2RZJKZeDzt+HXr9Ps5P5MkepO6/vBpnP/ohCwAn1cWf7YFQ8L+7R+SB7+2UngCZgcTiUp7zNEzsijbW6QPOHti39SM9N72DEjv7/JFIrRhvtbElEyoMqvq3bZJrqe3OYxPZsrydvTIYr/vNqOnfXpWpHrNN/latzj1Levksw6N5QqQXLkOzQ0SBPj98NKPDccPstG98BJ87cuS3QOMjsPLrxjnJBKwd7+w9JcukWOBAPzoVUi1yBCNSt//nB/uvM1g/YfDMiPgjKkNqbdPyoYbN+QGTFPTcPQonDprCiiWShAwnyWT8j0p/G+DVz5pYFCRXeHuOgt7hxKEEjICfUWpSoPPeFZ8NgUVckRCqpwK7lRJP5JdKk5ZMA5xTc45NzOSdvxm+6MLH7GxtA63xcF/uXQ5w/ED/IcLl9hWXsaywkJiySR/23WdH/QauONVv5/HDx3hvR1b0y1/Z6dnMlT8LszO8XxfHz/espnG1DkXZ+fYve9AuivgreERlhcW8MyG9dSmKnWTkQj/4+o1/ldXN8Cnc/511SLS1T8k68Vhh55huHMrHDgua2bzasHj1y6VdRKLydpZ2ibPmRnnry5PYeElmV0CXneuOqaqGEmC2RKJ3ODh4jWwtmdyB85flb1g/zFDvvfQKXFsRQVCHgS51uIWePhu+Uw6zFFaLIPKIlEhJT77ulQZdDEgp0NggO4BmTp69orwbxY1QX+fKG2+/qZUC5uboLwCSEpSoGeHW28R4m5xkUH0UxTp/ikyOjfS7yefymgknIvzj43J/mDSVFGOncCydk269Q5geHICd0sLxZMzQmgE6YpYtVgEjF58G/wBFMBdWsjS++8kpGgZOH9bWxvxeBxN0+ju7sbhcNDS0kIgEMDpdJJIJBgbG8Pr9Wb0+OezUFzDawWvFfypt+6xSj9/tVvhmgnnL3GoOfGmokiwEMy6TbEEOfDh+Pg4NpeL7/YY92Pv2Di/sbCN7/X0cCFV7v9eby91Hhfby0rZvf9Qej2uKirg2U0b+VH/QBrnL7Pb+adNG0hqSf70agf37jtIvcvJP2xYy1AoTIndzltDwxwcn+B/rl7JjwYG8MfifK6hnitzfh6rr6XTP8fZ2TnuqarkjsoKPBYLKwoLOJuqOj1ZX8cCt5udlRVpOAEE5+/LkmD+JLt55//sa5JdblgpUbUZkw+FhUxjZu7arEKS0cf1gjhz86StI2ckK39op5FBT8+KJr6+GehKgU/cZxD3IlGR9czeMD46LJl9WWqhHD2bu2BGxiUo0J3/1GwukQhkMa9aIpvVxWu5v4dUttAgjjlLHU7uS0hKhbrzv3Q5/3UOHYHWBVKanJo2HL/Zjh2H9WtkswCBDsyOX7ePPoZFC2VokG6BIPz4VQkOQKoO731gBBT5YIdZv2yg56+ICMmapdKGeQMS2v8Os6oKjT4LDztVwnENmyrO3qJmOv9bayx8NGi0DTktsLXakm4J9GUR/3SrcErfMMBQKL/S42BolnAiQSAR5U0T8cZsl2fnWFZYyFAozLdNbTy6zcRiXA8EaPJ4CMbj/Pcr13JU/AZCYU5OTdPo8RBOJPjzax1px6/buZlZzs7MpJ3/Vb8/7fg/tVktwgIvL4EfvW2oWHpc4ixDYXgjhfPb7eIE0SQJePUDaZvduVUyW7fbwPnXrxBsfXhMWvNQUnr8ZTA0LnvHHbfI2jPr9rtT5N+GmkxHX1eVm5DoOH82dBGK5GqJXL4Oi9syy90TU1LS7xsyWP09g5KoLF0Iz79uwALd/UJ2vtYB//RPcsxmk8qfqkqp/zvPyD149CFJElSLOOkfvgy33wpDI7JftDTB4KD07U+2ibb/wlZYsVz23JpqqTKCrPPycgnij5u0I2pqcsXUfD40my2HVZ9MJg29At16B+We+k2B7sQMlulZ+vzTOTi/y+XKwPkjkQgLFy6kt7c37XQVRWHRokU5uh8gJNuu2SSHRuW6W1P9/Bri/C9MJan3qNiVBJ1zsLBAxWcDqwLVboWhVD//xgoLLgssLYQLqXjPokCJU4F4ZvJSUFBAPk1Wh6pwJauttTcQpNvtyliPp6dn6QwE+I8XDfn48WiUK7OzhJNJ9qSmMPaFwvzltU7+bPVKdu7dn872Xxsc5qNbt9EdCPH0kaOp96rw3Q3rKLPb+X5vL48cPIxTVfnm8qUU2mxEkkkGQkGeOnKMX2lrpd3n49LsLA/U1jAWiVBkt/OLLU186ybX+6cr+8cT4uSLCjIJe9OzuS07sbjIat53m2QM/qARXZptYkqwM9359w7mOvV4Ak5fgts3iaPSyTf5bGZOnH80KqWrfDYyYbQXzlcmMR+fj3zodABK/kqIbmbHmszPXpdhSKnXm4+skUxmBjLBcP7zYrFcsZKpKcPxm+3oMVi32ggodAtH4MNDmTr/+45JQLB1babmQPplY4RCIUKhEA6HIy97/5/TfDZlXgduVRWafSqlzQqzMQ2rIrr+urY/QIFdYXmJyrlJoz5gVWBLlSXN+l9VnJ81f3fVQkodLqaiCUrsNsbyqE8Wpkr+SbR0q0+2xVLOxB+PcymfBDMSRADMxmIcyxdwIr2+OsP/0Hj+cz6V6TPpdQuE5NiZywbOH40K2a2lAfZJJkQ4InK8n9stGbUugaso0la2Zqkw6vVr3LUNNrvFOb+336gsLG0FTZHXOHYGGuulGtjVJ9oh5SWyzhY2Gyp/m1cLHGEW6VFVqUhmz/Kor5Y9yly+B3nOs0mCU7OyX5n5AHrV8933jWOxGAwNy3tIkbgIBmWK3xc+D9/9nsH07+6Rfv5AEJ5/0bjGIw/Bju0C/+k4/4O7U7MNEvI+vvsD2L5FIMGhEUkiIhEhFK5bK4qiPh/ccxfWuTkaKivpHZEA1e12U+BwQltzpoDZkrZcjpeigMuBNpe5X86H80ej0YxsWx8OlM/5T4Q1PjDp8783kODRJivX/Uk+GMzE+RcXw76hBGdTDRE7qiysK4NoEk6NJTg8Kp08d9aAP67gtcKV6QS1Lh9V1TVMToynO5F8wLdWLucXz5xDQeA5l8XKby9ayM+nlFgV4L6aKjxZQ5AaXC6K7TY8Vmu6TQ/Aa7PRm1Vl6A4EGQ6H044fpHx/eXaOP79mBJwJTeP1wSHuqa7i+z2yX4eTSX7v3AXe3bGN3zpzliMpifivHDvB85s2sLumit37DhJLPbd/tHQxB2/fkXOP89kNvNYN7MS5TAczn659/7BxXjyRiwHqZnZk2WxT3UbHDednUecnt+klf5tNlPnyWZnpeHFBfk6B3p4EUsLMZysXy3spLBRmbrZVVBhZP+SX1QUR59AZ7AUF+TPxoqJMXoCONWZbPo2Amw0odJudyx3wA9LylS32giz27u5url27Rn9/P52dnRkSoPlfOkk0Gs0rDvTPYVZVocSp0uSzUOdVMxw/iATw6lILDzRaWVumsr3KwiPNVsqdxnmt3lK+3Lw24+8qHB5+s30LTouNapeT31q0MOe1y+x2FqbglUqHg/uqc9vzrCncD6DAZmNzdkCWsjUpXoDPamV51hQ/3ZaZjlfOQyT8VOZ25q4Rt4s8QH9u4B6JirM1a9/rA74GRjLb+g6dlGrB+wdkT4jGpC/f55Pz9hyBCx2iHlhbmerzn5Iqw8vvSvvx4/cIV+B6HzzzI3Hgd22DO28RzY+TFyRw2bVddEI2rxJMf84vVQh9Tenrf82yzM+zdpmU6c1rz+WQKkV2Wdthz117wSDMzmSqc2qawH0nT2Wee+yEZPDHjhvn/fg12QsuXYaP9ogOwMuvCrl42xZ46x145TUJIrwe+OVfgDtvhx++jPrtZyjbf4jFDQ2019WzaNyP7YU3RSxo921S0dixUb7vqRkR+LLbJMm5YzNqNEZLhREA2+12CgsLcxQ3CwsLc8Zv6+fns+wyvQZEkhqXs3D+waDGZARGTO5i33ACu6qwdyjBaERistMTSVRFHP/7gwkuTGu8O6QyZi9n0aJF+P1+uru76e7qYlk0wqFbt/H8pg0819fPjj0f83x/P9/fuJ5vLlvK365dzXvDI7w3Msq3169lRWEh91VX8UfLl3JxdpZvLl+KK5X87aysoMntYktZKVbT8/FrC1updjjxme6HXVVp8nioywqyKp0OglmV6HAyyVQ0mnb8unUGArw3PJp2/AB/0dFJ8U1yLD4b4S+eyIyQPa785xV4DWlbZ1arjtnMmH9dVS6mB4I/6mQ+r0cwqQMnMs/xuA1FPXtKCKhvKDNKLyrIhCIKCwTHe/tjY6HWVsq0Qd0Jl5VIBWPPYcl63E6ZUa5fx+GAXXdJwHHxktybBS1yzFwmryiHXTvhvQ8NLHPtapHr1a24SCZ1mbkBVquM+TQrChYXwW3b4UMTjAJw365MBUMwAops/LSoMDOg0C1bT123pJY3WAgEAjmYWiQSYXJykqqqqpy2v3A4zPDwMNPT01itVqqrq2X06GfQ7f9pmsuq4LIqVLvzx8QlDje/u2QHTzYs5/TUENUuH8sKK2nyGsHk7ppqEhr818tXmIrFuK28nP+4bDGNKcfuslr5vSWL6PT7uZjScndZVL61dg3Nqe/CabHwq20LeHd4hFlT+XZ9cTHLU9+ty2rlNxYu5MPR8YxKQpPbzWoTcXB9SQkeqyWHOHRTNjEl6wdFyvcHT0qwu2WNZJfrVkgVTcf52xeAokoArj8ntZUSYJcVZw7o8bpzA0mLRWSAs6Vmg6Fc6O1SpwQkfSYhqEOn4Ml7DSEfgMOnxPm7nEbf/tXr4ugeuUvEgg6dluN11RI8RGMCeT37mqzxB++UxMVuExlip0P2g/NX5bOVeGXq5t13wmtvChF3/TqpqFktUu7X8di77pBRvIWFoGvvK4qs0dISMH/MspJcMSAQPN/EDAdENTQYzCz3790n+9CPX0239SlXruJetQL8MaOd8dxV2bs2roQX3jCStKoyaVv0B+CtPRCO4vJ5WHHvDgJOO6FQiI6ODtxudxrnd7lcxONxpqenaWxsZGhoiEgkQnV1dd6sH6DEIeX9QOqt+6xQYJOSfsessXcXO5SceFNVhNCbPbI7lICxUOZzdGE6SZM9nLFXzc3NsaCykj/o7knPxnhvZJRNpSVsLCnhgf0H01yhlYWFPLtpPS/1GTh/q8fNDzdvIpxM8trAALv2HWSJ18t3NqxjKBTGY7VweXaOP7lylb9as4qX+gcIJRI8UV/HhdlZPt9Qz5mpafrDYZYW+Li1vBy3xUKdy0V/ijD6+YZ62n1e7iwv532TPkqr10snmWuoye3GNY+WQrZ9tt12RXtmm1tJkTjwbHxt2zqjfOR0SCT50tuZGPvyRZnOv6bSEBTSzekQnoGefSiKkHkURdp5IlHBJs0MfRDhoSd3C2QwOS3CQwsaM8+xqKIe+PT98tDbLJJpuEyfz2aV8mJVmbyWzZZ5DRBn/OBuccga4qizy95OJ6xdIwsyEACnSxyw+TyLBRYvgoqfh5ERaXeqqsgtzdtsUtarrxeZX7sdliyWjSXbiovggfskQ9DNaoWHHsgMKHTzuPMHCx5X3pbP6ezxwimbmpqivLw8w6lHo1GuXbuWLhUmEgm6u7tpaGigPFueGGnTm4kmiSehMFWqt6p5Kh7/QlbicFPicLO+tC7v78scDr7c3Mg91ZVEk0lK7Q58WTrbLV4vL9yykd5gkFAiSa3LSYPbjdWUXS8uKODN7Vv4aHSMizOz3FFZwZriYmpMWdaywgLe2raF73T3cGl2lnurq9hdXZ2h69/m8/LKls38/vmLHMyeEncj8wdEIW8mtbl43VKqn5mDN/bIs+HQcX5FeDSvvC/r4u7tUpK2WOSZP3sFNq+Rfv7JaamYWS0iI1volddw2IWw67TLHjCY4k64XeKAG2szg4e6qtxqhM74yi7rh8O5Y3evdAlZ1zwMqH8Igu1wfcAog49OSBWsfYE4xjTO3yd7y9mz8NLLcsxmg6eelPf18T5pvXM6JZiPRGQfu3BJOn523SUjvoMBWbfDI5IE9PXDwCBUVgqWb3dCdZVACJDaG8pFLMgkNUtVVW6VobBA7kk2zKRaYDALBuwdFIlzc3V2eFzu3UeHpdUZUOYC2PpHSLbUpqW3Z2dniUajtLW10d3dzVwqqNVxfrvdfsNWP59d5Z56KwMBubceK5yb0lhQoJLUkgwFZRKn1yYVskqnwkhYwwLcVmPBZVFYXAiXUi7DqkCVSwFULs8Ye1idW8nbGqwpCleyBib1B0NUOgIZJOEzMzNc8wf4QxN3qyMQ5Nqcn6lYjO+kSvUX/X7+trOLP16xjLs/PsBcKiB7dWiIj27dTqc/wOePCARuV1We37QBm6pwaGKShw8exmOx8FdrVhFMCEepPxDkqcPH+NmmBraUl3JhdpZdVVV0+f00ut3sqqrk7eERNhUX8RuLFtLh97PiJob8fHrn39aUKccLQp57aKdEwlevi/PYuDJ30l1lGXzufskm/EFoqhEWqzmQ0FUA+4ehp1/UxJrqjRkBunlcKRJaszzc+qQws1lU2TjuuEU2q/kGAimKvG5210G2eT03JrzZbLlOOtusVhnSU5bHSZuvU1U5/wAe3VwukQm+kVQwpAKKdoEhhoYlmKmsFPWwfFbgE/Wztz82jqmqZFB5Jv/lk/EFKfNly/mGw+EcjBBgcHCQwsLCjNLgeDjJG73xdFSvALdWW2gpUP+3BgCfZIqiZDjpfFbhdFIxz33TbaHPl4YL8plVVVleVMgfr1hGNJnEPU/lZEVREd/duJ6Z+So6+WxyxnD8IOvVHxItfj0ojETFMTbVC78HhMX/fqqff/9xgyynKJJVq6qQBHUH/cCdEgjM+YUMnEjALWsk2EeDSEwC/OpywfHPX5WqnN0uD8TapXDigjzjd94igfTmVaI6CHK8tio3MWmsEd3+vDj/TOa507MCbZoriIEUzm/u54/FYHhY3ltXKqgIh4Vc+zNPwT9+15D5vd4tbXrBEPzgWeMaT39O9s/ubnjmn+T9PXR/KhhPCtH3u98XoZ/d94qCYHMzhIKyH6xdDSdPywCg7dvks23cAClSGY2NMt+j3ZI5hGxJm1Gl1U1VZK/IrsTkUc4Lh8NEIpG04wfB+UOh0LwZv9lKnSqlTjg2GufQqLze2Um4t040+vcOJjiTil1vq7aw0aYQTmgcHEkQTMCqFM4fS4KGwpmJBGVOlW2VKqcmk9S5FZp8KrM4qaisZDTFeyivqGBOUfilBc389llp+VOQIVnZe0yzx02F04HbYsmoyHmsFq5mSer2BINcDwTTjh8glEgyGAzxzYtG8BBNJnmpf4B7qqv4ZmqYWyCR4F+dPM37t27jV06e4kQqET55eppnN21gZVERTxw6km5h/uvVK/m99nZeGxrkycNH0YDRB3d/4j2/eef/yN0SnRfmyWhByum3rBGCjVXNf46iCC6XLQ2cbbojng9rN19vvjG0ZrOoNyblgSzcWEI2hPnKJomEnGe3z6898H+q3WxAAXKvWhpkItnouHzWytLMOQ0mKyoqSk/eM1tVVVWO859PsldvF9ItnNDYN5TIKOdpiOhHuUuREmDKQnGNsbDGlekENlWhvUil1KFgyyPPm9Q04hrYFHLgiP9bzaqqGVWDfFZos6VJhzdlbleu0I3LnkuQ1bTMfnYQfH4ukKl9r2mSRYejmZn5x0cFf//goPFae49KoDA0Lq16IITiu7bCgzsF89fb91a2w5P3iRPdc0SClKWtAuVFUiDw0TOSBNy1DY6flYRiQQPMBQXnP3hCztu2Tva4dcuFj6Db6qWSOJgDBbcTfG6BzcyVL4c9l3AbDIrTN+v7a5oEPDqer9vBQyL1+96Hxnk/fg1+4eeltVdv63v3fekc2LhBggp97d1xG/yrX5TJgP/0vBzbvFE6D0AmCX73+8JRumcb9A4LYdJul8Dtnh1C9lVVqaSGInDLatFYAEnUaivxOjOD2+Li4vQkTPMavxlxH91CcY1L2f38QSixw5gJ/fh4WIR/3hlIEEm91MmJJHfXWUgCH6bIg1dnEyL802jlyEict/vl+OKCClYtKmY6FuX3r1zlzZNn+FJTA/9r7WrGIhEqnE7eHhqm3u3mf65eyT9e72Z7WRntBQWcnprmf65ZyS+fOE0gkeBXWpupcbuodDr5h+vdRFLfwzcWt7PA682A3ByqSoXTQaPHnYb8QGS4s3X7g4kEk5Fo2vHr1ukPMB6JZGiX/OGlK/z92jX81yvzdKXNYzfv/Ovn1xBPm6rOj/9/WotEBP9z2PKT+3QlrZ4Bec36aoEfzBu6pknEPjYhC7KqXIIUcwUgnpCH/ugZgRoaaqTPtaQo8zqjo1JmGxiC5kZR0sousSdSDNxwOCVRWpSflPd/g9msUpatKPnEU51OJ4sWLWJgYAC/34/T6aSurg53HrGh+Ug/Xq83Q7wnFNcYDecSypLAXBSKU7FlLKFxdiLB6TRLX+PKTJLbqy20FqppB69pGlMR2VxGQxo1HoWFhSrFjlynqaUCBIvy0x/+83+NlRaJI9h7NKULsUac9tplgv8mUj3rCxrk/2acv6FGyv/FBZlkYI9bgmezWRRZm9mjd/Ph/J294nwmTRvimcuiF7L3qBFUnL8m47Ptdqky6H+7bKEM/Tl00sD/66vhsXshFpVr7Dsuz7yO89tsMuinwCtByoVr8h5aG6C3RzD8V9+QNb+gRappiiJZuB4U3XWnwHs+n/ABQPZKHec34/dlpbltepomJf3sFtHJKQkgzEH3R3uhqUG0QXQ7dESODY8aIkEnT0m1dOMGeO4Ng6hZViJti7MBeP1D+U4rSqWyG43Jz2/uwV1SyIoNKxlVk7hcLmKxGFNTUzQ2NjI4OEg8Hqeuro5kMkkoFLqpMdx2i+D8XaaOgiK7QrZwv6pAPKGlHb9usST0+zODh6szSWrcCh2mws+lWWgptPM7l8/zwahg6N/u7qXR42FVUREPHziUphZsLinmuU0b+IuOTn4pRciscNh5fvNG4lqSP758lb/suE6DyyW6/ZEIRTYbrwwO8u7wCH+9ZjUv9vVTbLOxrbyMo1PT/GxTI+dnZugLhVlVVMiW0lKcFpWFXm+6gvDrba20ej1sKyvLEPRZlAembfa4ieeomHyy3bzzv5BSwyoqyC0PgWBqoYg41gJv/uzZHzQwtJJCqK/JLefH43LO/uNSVqsql42notRwpOGIOOszRo8lFotojJuhhuExEQIyL6ZbN0qJK0MI6E0joj93BTq6ReBDz3RHx+AfvmtsXMPDcPosfPmLRuk8GIJTp2HPx8YMhF07Bc8zV0ECAWnJOXtOsoSVKwTDy3aKs7MwMSnYa0mR9O1/0gLStP8twYY+G7ulpYVEIoGqqvOS95xOJ9XV1em53SDqYPX19Rl/Y1EUrIro8Geb1eSv52KayfEbdmAkQZVbxZe6rVMRjR/3xImlTh0NC5v4wUYrRaYAYCaSpHM2SW9Ao8ypsLhIpcSh5FQJEprGaDiMqihUzlO+T2oa/ngcl8WC7f+2SpGiiOJdbbU8r2/sESfj80ipPpZyBG/sBY9TlPNm5oTcFgiKw7xlrewbo+OimWFVRbTL5xFH7bTD9o0CpVVXGP3mHrfwdRprMieAVlfkNhioqhwz96SDBBRZWRNXrwuL39yW3DcEa6PCAdCDitFJ6BuUFrgXTHuDzyOO8fwFo5/f7Yann0yJD12Cb39P1ukD98l7cNhlrZ87L4HCwJAo/TU1iZ5Hc5Noe1zrgCXtIsnrtMtx3dkvXSy8nWVL4fQZ471XVkI4q+pSUpwLZQAoltx2387rsLA9s0NjfFIc/4eHjGBudEL2Yp9HWjABJRjCFo5Q9cjddPT24E85LR3nTyQSdHZ2kkwmURSF1tbWvAqAINLavf4k01GNtkKR4xoKaqwvV7GpEhQ0e+G6HwPnt0GLzwgUrAqU2hWiLpWrsyac36Pk3RI1NDqynpnBUJhCWyDjETs0OUWHP8DfdBgB2mgkyjW/n/FIlEMpHk1vKMTfdXXzn5cv5Y6P96Wz/TeGh9lz63aOT03ztRMSPNhVlRc2b8CqqOwdG+Phg4dxWVT+y/JluCwWnBYLbw4N89SRY/xq6wJWFRUyEg6zs6qSDr+fCoedLzU18u3uHjaXFPPrba14rVburaqcV2ckn92883//gDxUu28TzF+/o/G4qFx9cFCcsqrC6iXyn1kVzh8Ube9eUwuZ3SblPfMwoPEpEfnRH97eQSnBfW630aI3M5fp+EEW354jEqG6nPJAv38wN4ree1TIQrpi1tGzuQslFJHXLC6UDe/EqdyMJRSSoRq68+/vz4y2o1HJCEpLRXIXpJpx8LD8p9vxk/D4IxIk6DY5Bc+9KCIguq1ZJWIg2fhZPA4joxJ4zM1JMFFfd2PlPv29WK3zQxyfwSwWy7xTu8znVFRUUFhYSCAQwGq14na7c3gDHhssL1E5NZHp2H02Mtr0gvOQ2CNJaRfyoZDUJOOPZcUI4QT0+jWKUrHZTFTj1V5DGnQkpHFlOslDTVZKTS1/fcEgP+jp45nuHuyqyr9qXcD9tdVUmT5Dh9/PC339fDgyxrLCAn6+pYnFBQU5hKPhUCit/13ncmWM5f20ps8KKLbbb7rd5xPNZhHMXc8u5wISvNdXyyAfkKz3w8PiGPcelSwbZI945G5JFt7YYzjoB++QZ28mhfMnk0IIXLFQYAG3S16zuU4qc9394oiLU4lHa6MQ8hRFdCdcTiERnroo17dYhJw7nY3z1+bVqMBuyz13xi9Yv3lvmAvA2JRRkgcp6Q8MyvvSCXihEHywBz73OPzDd4wKQE8vfOXnhOX/4o+Mazz+CNy2QyR8f5Dq5995u7QAR6Ki06H385cUSbCwYIEcd7lkauCevUL+3XqLVGXuuFXeA0iQUFQgKqLmKsPqlXlwflUqG9nwnKblBljjU4TD4bTjl9M0wuEwc3NzaRhQ0zSGh4fx+Xw5QbSmaZyfNCp3ZyfhvnqVVaUW3u2Pp5X+NldYWFmiEEhoHBgWOPCWCpV6jwqKhqYpnJlKUJ7C+c9MJqn1KDR4VcJx2Fyhcmg0iQJsr9AoUZP8xyXtfCkljqQCd1ZWkE0lWuzzUWS34bZa8Zt8idtiZTSS2eHUEwwyEolkdNaEEkkGQiH+/KrRwRZNJnl1cIhbSkv5b6lSfSiR5HfPX+CDHdv4heOnOJPqBPnSsRP8cPNGUODJQ0fTQkP/eflS9t+6nZeHhvhcCuf/w6VLeKKhLl8Dbl77dIQ/TYN39wszXteZn5wxSmuQcpbnxXGaMfuJ6UzHD1JGOnZW5EJtVnngTl/MdcaJhOCHuvPPZvPqNpoq77uc4sDNWYP5M8wFUs4/lpsd6KYzi+NxUdzKZ30DsDl1zpE8AkYgKny685+eznT8ur3xNtTWSPuPpklVIWvkLSdPS+TfnOX8e3rg+88ZP1/tkEDivl35Nf6npuDiZclSSkpg0waorMi/Kf4zmdVqxWq13pAIZFEUlharqAqcnRS2f5NXYUOFBa9JzMc5T6xhV8GeWskJDUZD+ZfEUDDJilK5yGAgmdNzHNfg/GSSrVWiGjgZjfKbp8+mFbwAfu/8BfpDIX538SIcFgvX/QEePnCIkVQP+9mZGV7qH+Ct7VtYVmhUui7OzPKzR4/Rm8q8al1OntmwPt3Od7M2FY3y2uAQ//nSFSaiUVYXFfJfVixnVVHhT4fXkH0NRckVmQqGJGPUHT/IszwxJaJcZsfx8XGpFHxw0Fjre4/AE/dCYMRQAb1wDe69VaoG7+2Hk0LIYut6weEjUWnv23dcyIB3b5MExO2SQKC+Cravl+vUVAibXe/nP3hSXnv7eqkjr1ycqXS3cnGKVGjKoj0uKPBIAD5j2jcc9lx9A79fqnxmPoSmyfpLZYBpO3UG1q+FM2eN8977UKTB3//IcNg/egUefxQaGuGZ7xsB2dYt8Ku/JJ0E/5TaC5Yshi88neIbBOF7z8K6NVKRGBySgMDllaBnx0aBQqwWubfhqGgivPqBXKu4UBKmZCLzfixuxeZy5sX5b/a5C8fh8kxmVD4QAJ9dSzt+gGNjCR5stLK3P0E0dfq+kSS76ixEkgofDaVw/pkEG8pV7m+wctCE8zd6FR5usmCNhRjs7eZyJMLCwkI+2rKZQ7OzVDgcvD4wSInDwXfWr+XPrnVwW3k5i3w+Ls7M8Z+XL+W3z54jlEhyf001TW4XVc4qvtvdm261/d3Fi6h1OjNwfpdFpdLppN7tyiAFljscBBKZm00onmA8Ek07ft2uBwJ0B4MZCoN/2dHJ2uIi/rsJ5//9Cxf58S2buaX8E0jnKfv0O34kKkxX3fn3zaO0d/ICtNQb6nij84j39A1JFqqzSrMjcN1MAw/yjhQGqTTokazVkolDmk3H/B0OyQayVbxANg4QzK+lWaL7bFvQYvx7HiJbRuUhO3LWLRiUDbKwUP6tD+nIts5OKQemr+eHN97JPe/iJSH5ZDv/mRkhAY1PyM+DQ9Im+HNfMAKUbNM02dTjMWlb+mlxOm7CPDaVNWUKiwotaIDLQg6Jz2eT0nw2UWhDhQVf6mu2KlDrUfJyCOq8Rjl+ZJ4AYTSsEUsKD7IvEMxw/Lr9fdd1vtDUQKvXy4HxibTj1y2STPI3HV38j1UrcFgsjIYjfOX4ibTjB5Hv/dKx47yxdQuVNzPSOmV7x8b5uknq+dT0DI8cOMS7O7bSdpOzvXNMd9xzwRTOv1fWp9MhTtRmlYBRf75b6oWkq4/i1c3rySXAWSzipLOD/EBIRHzM1tEtztk8tvfAcekmeHuvkQgcPCmYvMcNb+6RY1evC3/nkbth/wkD52+slUAjEoO9h6XXv7leevcjMfmiT5yX937fbVJldDthQb2o8d17N7z+llTattwiOvylJbI+9LkOO7bJevZ6DUEfVZXzSkvkOrqVluTuU5om9ygH55+UJMKM8x8+Ii2AH+4xjl28JJLAE5MCRYLwAbZtgS1b4Pk3DIGl+mp4arfRxhmLC7H7kbvlOx8aFRGlsmKZtjg0RtLtIlBRjD+F8w8NDZFIJNJDf4qKipiZmSEWi6EoSl69D5CSfpVLodtvPAuF8+D8GqQdv25xDXrnMg9emUlS7VK4biLg9/g11pRojA8PpsXHZmdmqPP5WOzz8bApKdtSWspzG9fzp9c6+cUUzt/m9fDSLZsIJ5K82NfP3fsO0ORx890NaxkJRfDZrPx4YIg3hob56zWreX1wkAKrjfWlJRyamORLTY0MBUNc9Pt5or6GDcUluK0qbR4P11JE0K+2NLPA62FTSQmHTeqdC7ze9GAg3Vq93rQiqNnC86nI5rHPlu6ZGZzzOb1kMhOfK86P91BcaFzPbpPWvXxCQK1Nxr+LCkS9b2wq85xt64xWPJ9HWLuHsqLsihLpfwVZ5CsWwbXrmZlMTYVgkyCR7orlknmb2brFxaLDDbIJrl8nZb1sW7nC+Pd80/YcDiOgsVrlM0xN5Z6XjZlFIvnPg/yBxvCo4fh10zRhET/1hKEyqFsoLFjooVNSpSn0SdtkTWXe7ol4PE40GkXTtE/s7b1ZUxUljdvnM4dFYV25Sp1H4cJUEpsCy0otlDsNnF5RFNoKJUAwdw/4bFDnMT5HjVvhSp5CULVbwZaKKWezYaSUxTQtrcx1eh7dg7MzMwQTCRwWC4OhEJ15vqPeYIj+UOimnf9EJMKfXLmaczyQSHBiavqzO//ufiF8JTVZSw+mCF/RqBz3uGHXNnH0Po8ECWcuwbb10s8/6xeuTiIhXCF9mI/TIdm2xyWkwolpeT2vR85pqM6sxlWV58f5k8lcxdBQJPe5v9QpMykumYKKngGBJS92GITE631QWihBwItvGef2Dwk0ee48/FOqJc9uT/XzA+/vgQMHZe08uFscqsUiMOCrr8Pue6SfPxyB9oUwOCya/AOD0tu/bAm0tco1GxuMPeSWTQIprlwulQHdKipEG8BsJSX5cf5EIjd46LoOdY2Zyop9Q/L9vX/QCEJm/FL99LiMMcgDIxCNkXh4J9d6eggMDaS+DpWFCxfm4PwtLS3p6Z3ZhD9/TKPHn2Q6otFSoOKyJuiZI43zO60K5U6FsbCGVRGc36bCQh9cTeWHNhVK7ApBt0rnnLGw6z25Q38ALIpAEmaLRqN0ZglgHZiYoCMQ5O/0dk3gmj9AVyBIfzDEs33SItkdCPLt67383uJF7Nq3n1CqJfLdkRE+2L6Nw5OT/GKqymNRFL6/cR1FNjt/09nFo4cO47ZY+K8rluFQLSQ0jatzczx9+Cj/uq2VdSXFXA/4ube6mr5gkFaPJz3MZ4HHwy8vaEEBfq6pge90yzOzsaQko7L4Sfbpnf/CZil96dZYm+tgQVpw3KYNrLzUIPqY7ZY1UjbTbUGDsHz1TQGkT9dM5PO64b7bZWFf7pTqwoaVUGMSiVHV1AhSZ0oIKCbTu1YvzcxeS4qE3Dc4Ig97bZW0tZn7+ctKRXu7s8sg6TQ1SgCQvg/1gtHp5X9VhVu3QbWpta64SAKJs0aWBsgEMP1Lczhg+1YZD2w2q1VIQmaz24VFnN2XrN+jbJuYyD0GQmiMRnOdf/+wYLi6zczJBMSndmfyNBBFP/MgD4fDQXNz8031+P6k5raqtBRAg1dFgYyhProVO6Tlp9evMRxKUutRqfOokmWkrMqtUmBLMGuid9hVWFKsprH6apcTh6qmW3p0q3Y6KU89x1vKStMzuM22tawsLfF5oy6CT9NhEEtqTM/Tvz+RZ8bAzV00LiNw9cxiLiDcm6pygf1Asnkd5//osNEzriqynhJJmZynv7d7dohw1qxfYEJNk0AyHDF0Oo6cFkXAjSvFMS9sloDTapXKQlefODm9JW9Fu8H9sVqgtiKzEwCkSmHJs83ZbTJ0y2yz/twq4Myc7EXZfJ6REclO+1IkunBYMusnH4O/+7ZRAbjeDV/7irzWcy8Y1/iZpwzd/+8/K/vFzjukYgdSkfvO90TIa/c9UqVraZHMv6hIOECnzgjB785bIRGXsr4+4Ke6KjURdVlmUrJqRe6sEotF7me+Ns65rABrfIpEUAb66KZLdc/MzGTg/GNjY7S2tubF+c9NJjirE3Wn4O46C4uLFN7pj6eV/m6vseC1KgQTGh8PJYgkTf38GiQ1hdOTCeo9ogVwbSZJvUehzq0Q0zSWFqtcmJLXWFWioqgKlZVV9PcbxMfCwkIas6p0KwoLKLbZcGUpYxZYrQxnBQ/dgQDdwUDa8QME4glGIhH+3DRtMaFpfDg6xubSEl5NDWYKJhL87rkLvL19K18+dpzLKaGhLx07wY9u2YRNreRBk8Lg365dzTcWt3N0cpKnDh8lCfzSghae27SBcDLB6qIiKj6FnPfNO3+XUxz6krZMZnpJIdyxGfYcNaoAC5uFlGO2Qp8ohF3sEFyw0CsOu7wk97wHd4ojnpqRUlNpUe5I2UKfbBIrFhkPb7Z5XKIg2NIgG4zbOY9ufoEhCzyf6eW6Devy/97rFULemlWC/3ncEhyYsXSnU6botbbIIrXbBXOvrcnEVevrhAT07gdSqq+vg7t35rYW+nxwz93w7AuZx9taoThPi15lRe4x/fWyHX84IkFTtiWTkimYnH8ikaC/vz9DNjMSidDR0UF7e3veAT+hUIiZmRkCgQCFhYX4fL6feBDQJwn/FDlUihywgvxEgQK7wn0NNvoDSXr9SSpdIgxibgdsdLv5k5XL+VVTNmZTFP7n6pVpst664mIW+3xcMvXyFtts/FxTY7ofv9blzBjVqdsinzdH7/tGVuaw80htDd8yZSm6bSz95DbNeS3nViq5uHYwJA7TLBaT1GTtzsxlykQfPSPKfy+/ZziZt/YKkbd7wAgyL3UKdv/QXfDOXim/g8hpr10u1a4DJ+X8zauld19LyuseOSuB+13bZP7I4lbB/6dm4M4twjGAFM6vwsZVBq4NsLw9l99Q4JWkxe022vRAgnTzzyDYuj9gOH5IwScTcDiLE3T0uOwV51KfL5kUMaCvfhneec+ABd55T/aCFcvhmR8Y5f677pR+/r4+ePZFeZ0tm+BzT0jboj8gIkHr18L990mHUssCCEbkfty9TYI2q1WqNZEUzq9DIyVFxJprUSNRCXz172xpG5rHlYPzfxpp7lCCHN3+sZBG0GZI/AJ8PJTgoUYrb5tw/pMTSe6ptxCPi64/CM6/pdLC7gYrB4bjvD0gx5cWKTzYaCWabgeGVcWFLGixkYjFmCPJ75w5QqXbzT+sWc6fd/aw0OflgapKLkwO85+WLeV3zp4nnEzyYE01FQ47Oysr+F5Pbxp//3eLF7HI58OpqoRT343HaqHSYafR7ea6aYJkhcOJP5ZZZQgkEkxFo2nHr1tPMMjF2dmMBr7/dOkKf7ZqBb+VEiMC+JvOLu6truL20nn29hvYzX9jTz8gzjR7cdhssshqqwSzc9hlweRzxsWFsmDXLE1h8vOUhX0e+a85v4Rq2hQlr9xsjv1L4dR2u5TlbmQ+n0Tj7Yvk/edbNA6HEHbq6w2sfT4WeFOjtBwePS7Y4qqVokOQHSyBtBQ2NgpJUDerVZjG2ezwpDa/xn9WpByLxfJK/MbjcaG+fO4AAQAASURBVCKRSI5TD4VCXLlyJb15TE9P43Q6aW1tzRsARBKCudtVsOcR7vlpWoFdYYndwpLi/AGCTVV5oKaGpYUFHJ+cxmlRWVVURKupUlTvcfO9Tes5ND7BR6NjrC4u4o6KClpNPbqlDgffWruGf3XyFKdSlZvlBQX8zbrVlH+KIMiqqny5pYm9Y+MZwcbXF7XR9lnHL9ussHF1quyv4/w1ottvln1ubRTuT4E3U6ff48otyVst8jxlZ5exWGZJHqQsb1Gl5U63fcdEzOf9g0YQouP8qs3A+Tt7BOd/6C744IAEFpBSF71PoIE9RyR4qCqTfv5AWPQGjp8z9A0udIDXBc21sl527RTd/nBY1m5JsVGV0KEgvZ/f4zEgQotFOn7KSzNHdefD+ZNJCW6yq0ZT09IBZK427flYYIJXXjeOHTgMTzXA2Dh8nKrQfLhH+AebNsHzbxoSwNXlwpuYmZPvOZ6QBOiRu4ipKmNagtGeblwuF3VP3Yens4+k24W/tJCgSbdfx/nj8TjFxcVMT0+n233nxflVqHYp9ASMZ6HAruRIPVgUwfizcf5QHLqzcP6LU0lKHCq9psLyhWmNtkKN0xNJhlKPzOkpBU9lAWOxAR5878fpc2+rHuGFHffwrYuneeK9lwBYWlTKy9t2EUwkea6vj137DrKiwMd3N6xlIhzFrcR57sop7KrK36xawqvDEySBB2sqOTjcy9eaG+n0++kLhdlUUsK6Ih821UK53c5Y6nv4xZZmWj1uNpUUczg1uEcBWjyenIpem9dDXMtta458CpzfbDfv/POVkXWzWMSxz6MAl2GqOv+IXN0SSWHJKkp+JwaCR49OSNnfYRft7dJio38fZKOZnIZrPSL0s6BBhneYdfnjcSl7nzkrWgUrl0Ftbf5WuTl/qjzuyD8Q59PYzeDh+XT3s81ul8y9tkY2hxtF4D4fPPyAbEKXrkhZsH2RzATPNpdDujUOnsz9XWPtJ7+veSyZTDI2Npaj9KfPBjc7/0RSlPuOjCaYjGhUuhTWl1soc+b23f9LmstqYVlh4Q3xtQa3m4YGN0/OR6QEWn1entu8kYFQCDSocbkoyRc0f4I1eTw8f8tGrvsDzMRi1LlcNHrc+H4SzkVTreEcolHR+S8uFMc4PSvO3G6XSY87NgjBd2ZOsHQQ3owO81ktUuVz2qVSqJfmC73Cv2moEX0N3fLh/JZUP38oq8sgFhdiotmuXpfEQXf8IDwifwgudxil/eFxIbM11MIPUzh/z4Dwk564V1j5P0j183u98PnPyX5x6ix8+xkJfJ54TKR1bTaB886eE0Jg3wDypdZIf/3CNtlfOruk9N7SItBDQ73Rf79mlQQFS5dkkn4rK3KrDDrOn22JpCEtrFtXN1TXZ2r/D41JdeDd/caslelZmJhhtr6CodS98/v99CaTLFizlM7OToLDQnzWcf54PE5nZyeapqGqKi0tQoJ2OBzzyn5bVYX1FRYs4wlGQhrry1SsimzdTR7oDogC5201Fjw2jUavQk+KEGhXodypEEmodPtNOL9XIU+5ClWBmVjmwxSIa1yemcw49tFQPx2z0/zxWaNCc2F6gq7pca7H4MV++dxnZ+f4p54+fqutmdveeJ5wah97p7+bj+//HKcmRnn6PWnjdKgWXtn1KDaLjbd6rnLPm89TYLPz97fehz+poGgaF8YHeOS9V/j5xSvYWVlOdyDEtmIf58b6qXV5+GJDPd/t7aPV6+GrLY0UWBTuqChPixPdWl7G0nn0Ez7Jfjr9XXN+ifRVVRzrfM59elY2iEQSinwSOWeX4WfmZBDPpQ7ZXNYvl7K9OXuPxqQceMIof3DmsgwZMRMDx6dEwEePsLv6hCh4/52GLHBvn2BuekZy+Upuq1w0Kgvo7XcEuystgXt3ycI1O9uJSdHOn5mBuhrR758vSIikiEE/rRY7Vb05yeHCAihcIhvMjUxRYFGLYL39w8bxzasz1Q+Rkp/P58vQ9Za3pOZk8olEIuc83ebm5igpMUrVExGNV3viaT/QF9AYDMZ5pMlKianvPqFpTIU1OmeT+OMyEKTcqeCx/Z8vrPPT6smvcjozdAZ+YlMUgdymZw2cf3hcWvIeuwc+PAg9qQ4YVRFnqSFBQjAsz+L9d8jvIlFDNObOWwwxsGBY+EJ1lQLJXeqEDStS68IiMOOZy3KNbeslyN+wAo6kIBe7TbL37D2ksS6/KqjVkttNNBvIxfmnZkXsxsye9/sFd08mZZgPiDP/cA888oCIgOkT+K53w1e/JAnHj35sXOOJx6T/fv8ho5//rjth8yap8I2Mwne+L5l6ZbnsJ81Nsp9YbXJ87z6pJNx+q7TerVltjAJe1CbVvbWrod8U+Kxclsm/Atl35sH5s3X7g8EgkUiEYNCo5ug4/9TUVFqWWw/sW1tbc+99lpU6VW6vVZgIa7zTb2hrbKm0sLJUwR/X2Dsk5f4tlSpNXpVYEtxWOD2RoN6rsrpUpWM2Sb1XpcatEElobCxXODKmoQLbqlVURWF9ucreIcmYFYTkOxMtyng/68oqKXE4cVmtBE2k3gKHneGsiaXdgSCdczNpxw8wG4tybWaK/3DiQPpYJJngzZ4OVpaW8yepoGI2FuVre9/kw/ue4HMfvM7VWQlcT+x/j1fueoglHgePvv8qydQ9/YvNt7Pn1m3sH+rl4bdfJKlp/PdNt/GFxrVYFIXVxUWUfka49CfzPJomEeSbH0nJH6S8tmt7LoY+Mi5qe3r0qSpw720SoetOKxCSa+nlPn3TCEdlgId+3uxcpuPX7aPD8vo+r0Tox8/lltbGpuS9+FKluTffzl0A2a1yQ8MyH1u3iUkJGL76JdBns4+OiWa2aYGwcoWIdZgDgKlpuHwZzl0UR3zLJtHb/ykw43/qVuCVPuuZOSn1ez2SrWW9V6vVSkNDA52dnWk2rcViYcGCBTlyvhaLBZfLlcO6BTLIgYmU+Ed2ApjQoHMuSYnT1KIX1Hi91wgSOmYTLPApbK1ScFozswF/TGM2qpHQhO3vs+ef9PX/LGXZOP9cQDJG3fFDCuefloxe75pJJkUz/84t0iam25t7RSeks9dw4pc6ZM+4/3bB4HVS8LrlUuoPhWV8954jsHyhCI1F4wIZHDwpUy/v2ip7Qm2VKAMGQiIcdPiUrO81S6Vit2m1BCggzndZW27QXOgTONHlyuzwcTqk/G42v18It+bRu8mkrPPDRzLPPXceViyT/QVS/fwpnP/Ndwzy4I9+LMTBhgYh/en7063b4Vd+Ebp74dnn5fi2W6RTR1Ekcfn2M6IU+PijwhtoWSCwhhnnd9hTuv1RIV2+nsL5PS4StRW4HJnru7y8PD2kyzy/w2q15lTgPk1FzqIojIUytTWOjiV4oMHKx8OJtCjXx8NJ7qmzEoxrvJ/S7b82a+D8+4bivJ36Wlp8Co80WgglYf9Qgrl4kiavwq46C3MxKLDEiIz0sMjl4H9t2cm3Lp9hSXEZ9zU0c35yjD/esIPfOrKHcCLB763aSLHdyT3VLp7t60/j/L+7pJ06hxWHxUIkFQD4bHaafIU0eQvp9RsBZrnLRSArmPLHYkxEQmnHr9tgwM+J8ZG04wf4iwsn+bviMr5++KP0sd88/BHv3fsYGytuQnL/BvaTOf9Zv4zxNJeTRsZTwzp2GP30wZAMhjCfl9RkatznHzAChZnZTJxPt2NnpF1Hn7oXCOWeA7LxhKPgQ6oDZtEOsw2PC14Zjogjz2d6b24iIdrY2aZpcO6COP9YTDA2s+MHgRLWrDKc/+wsvPBDafEBGBqSBfuFp0VLwGyzsyIudOWalOXbFkgl4V/aUbmcnwzTILK9CxcuJBKJpFv97HZ7zmagY4HT09MZg3xsNhterwFzJDUyWPdmm4oYfxeKa+wfzg0SOuc0lpdqGc5/KpLkrb44c6nrqgrcUWOh0atmdAgEYklmYzJcyGtVKLApOKz/fxoglJdKyV1nMy9sNkhw5s4djzt3cp7VktvjD9J5c7Ez81hfKpgwX/PEeVmn7x0wyv1nr6TG+SriyEAIh6uXwCN3SQeCTlpbUG/08x87I9BENs5/7Jx8nvtvl86BqjLwOKC3F+65S3D+SET66IuKpPxvxvnv3indQGYtf6tVyvLlZVIt0K2kOFdxVMf5dcev29SUJBTmxOTQEWhdAK+/aRzbd1D2j65uaUcGURr0eGDjRhlDrGPHNRUSeE3OGGOZiwrgkbtJRqP4HTa6Bvvxer20tLQQCoXSDn5ycpKmpqa0bn9VVRWJRIKSkhKmp6dJJpOoqkrFJ3Gesix7O7Mo0rufq8apcT1Lt//SdJISh0K/advtmtNYUQInx5LMpW51t1+jzgP1Fj8dHSl+yRSsLSjgtbse4o/PHuOpD98AYHlxKW/uepRgPMbvHz/AN08fYU1ZJd9dt42peByHFuMfLxylyO7kH7bfzfOdV7CpKo82tXF0bIhfXbqasVCQSzOTfGXhMlaVVOCyWmn2FnDdLxWE/7BmE4sKSlhfVsmxcfEFCtDiK2IklOlDFhYW58X0I9mTFj+D/WTOX8cDs+16vzBf7SlMNBjKr6QXjwtkoDv/+QhmsbiBS8H8zshuNwIOm1U2rnxqgPqwGrtt/lY53WEnEpnRv9n0GeHBkPTy5rPBIUNAZ2zccPxme/d9+NnPG5WGuTl4+dVMIZC9+6TdMN9UvnBYMpLZWdmESoo/Wd73n8FsNttN9fa7XC7a29sZGxsjGAxSWFhISUlJBkZoUxVafCojodwHv8VnZGrRBExF83X1imY4Lv08jUMjibTjBwkwPhhI8FiLMSVwLirZhVkRcEmRyrpyCy5TADAaCnBucpz3B3qo8/i4vaaB9qKSjGAnkUzSNTdD1+wMqgLNvkJaCopyWvk0TaPXP8tAwI/dYqHB66PClQsXaZrGRCSMQ7XguwFUMBwMEIjHKLDZKXfdgKtzM1ZdLsNwhkakojabguW2r5cBOtOzAgVFo9Kmd71IqgBul7Txul1Gjz8Inl5UAI3V8ve66boaZtMFu/Lh/NlaIFevC6fHrDDY2SfqgGcvGVP6hsdFMKihJrOff2BEZoMcOATvHpJjXq+05MXj4li//Yy05D7xqDh6m02Onz4DD+yGjg55b4vahFfTvijVDXFdBoE1NQnvoazU0NtYv1Z+XrLYqAiAEIezlN5yun10s6i5OH9PL1TWZO6pg6OyH7633yBtTs/C5DRTdRV0d3cDMDMzQzwep7m5mY6OjnSVTlXVDN1+ndi3YMECNE27Ic6fbTORJJMRjQKbQqkDJiIim7C5woLLotHgUehNEQIdKlQ4FUIJlV4Tzt/gVUBTIWuojarAbBbOH0pohGOZz9Hs7CyBmWn+4oLRqn5uaoK+wCznJsc5OSHJ48nxEX5w5TRfX7Ge2954jWjKGb/R18mhBz7PoZEBPr9HAjKbqvLCHfdTYHPw384e5f53X8ZttfLnm2/Hqig4LVZevH6VV3pe5WvtK7jXP0dv0M+O6jrOTI6yrLiU22sa+HCwl0WFJXy1fQVWVeWplnae7boMwNMt7bQVFN/Ufb6R/WTO/2aTIYslvwgFZGLePk/+80qKhICmW6FX8OgrXZnnbV1rkPlsNsEHe/oz51EX+iS6B3GQu+4SHX2zLWgRBwoSUKxamYmh6bZ8aeq1rFLCHx3LPUcXFILcxazb+ETm7IDRsUzHD7K57t0HjzyYWXYPBOS4risOUFMNjz0iugJ5TBfjSSQS2Gw2HA7HvyiBTh8E1NDQkM4Y8r1+k0/l8nSCKVN8WeVSqHIbzt+mavhsZDh13czOOpTQ6AvkPn9JxOHrUwI75xI5UsAXp5M0+1TqvHK9iXCIbxw/wHOdl43Xslh5655HWVNmBGf7hwd4/INX09ig22rlpTsfZEuVQZhMahoHRgb4wkdvMhmRzWlZcRnP3HoPrYXGAu+em+GFris833WFSqeb31q5nnXlVfhsRhAQiEXZM9TH7xz9mF7/HG2FxfzpplvZVFGNPV+v+81aTYWw4F/7wHCiqgqP7hLc+dUPxOkpSqqf3yl8m1c/kA6BrWtlD4jFxfkdPClZOYpwShYvkMqBzSpEw+4Buf72DRKgr1suEB7Iz5W6EzSRBJvr87fx2qwiWGM2fzCzOwGEGDwxlVmq9/sF8ovFjJa8mRlZbw/cB3//HWPdXu+WsbsTE/DCS8Y1nnwcdt4mGfoPUv38jzwg90VLivDWd74neH5VhbyHliaBDbwe0d8/fVaqftu3AZoI/+iKjovbZR/bsDaT+b9iWW4nlM0qnUTZy0ATsRuzBYNBwuFwBjyXTCYJh8NMTU2lCbs6zr9gwYLcez+PTYSTvN4bTwtu3VlrwWVRiCQ1jowk8MdhW5WFZh8oikYsqXB8IkGVS2VLhcq5qSTLS1QcqvzNhjKFo+OC82+vtmBVFFaWWjg8Ki+gAjVuFUcsExv3eDyoNhtOiyUDvy+0ORgIZD4fXXMzdM1Npx0/wEw0Sq9/lt8/cTB9LJZMsn94gEVFJbzd3y33Mh7nd45+zHv3Ps4j771CT6oCcHz/MG/c/QjLE3Eef//V9NfyzK338EfrtrB/eIBH338VTdP4jeXreHnngyQUC2+MjHP/wcM83VDPFxobKP+MXJ+fjBFV4Mvf0regIbM7wOuRaVrZVlZsyATr19uxIfMcq0VIQuYH2eEQzOqubSL+01gjA33amjLrSOUl8ORuGeVZXS6b0EM7M1+zuUky6iWLJUN/YLf0xZpx+taWTFldEJ392hr5t9st/fvZ5vVmZurz9V3X1mRO/hsazn9eT2/u7PTRsUzHD4Zsb55gKxKJ0NXVxaVLl7h69SqXLl3KEOfINn0k59zcHKFQKIel/5OYoihYLJZ5A48Cu8K9DTb+v+T9d5wc5ZX2D38rdQ6Tc5JGOQckhBAgQCCiRM4mGNvYXts4rW0c12vj7PVinHA22OScEVEIBEISynGkkTSanEPn7qr6/XF3qu4eAcL287zPe30+rFc1Nd3VPVX3Ofe5znWdc+oUllQonFevsqLW6u3v0mSWVuYv+tUuyWLgIyExnkowtROP6Cb7RwpXEQ5nlRwPjg5bAj9AWE/wjY3rGElyv22BUW5Y+5xlUQklEnz09efpCGbK44fHRrjypafSgR9g51A/X9nwOmPJBbkrFODaV57l+1vepmVkiDd6Oli95nFe67RKwrYN9nP1K8+kOceWkSFWr3mcPcPjUFsfBKMB64x7wxA03cG2TF+NacKmnSI5XbtBHI/FRHm+rFhUA59/XXD8T78qAv2qFWJux9OviN6ApjpRqr/gdOEUeM/j4nUuOEPw+icvFPy/bgqzn7JisWZUV4hK5JlLxRogy+L/RxL9QilIklgncmWQJX5xLFdS67BbdfsgqpXDI9aE3TBEspCS2KWwe7c4d8/ezHmPPSWa9t56B95YL5L/Rx6H8goR7B9/Cp55Dh54GKqq4NO3iOB+7/0i4SgqEjz/1VeI6/vz3WLNuOJSWHIiXHUVGIr4Ps5eBjYN0+tBX3kKIzYF45SMV4lZUUqsqcZCuYHg+e12O3JOP0QhKu+DoitkWpw2X+/S0WRRhRuJiz/ta106HpuEbkq82aNzcNTkzR4dE4nz6lX2D5u80qWzpkNnMAYXNymsrFfY1Kfz4KEEwYTBmTUKyyplTq+PsF1/gd3aLqqmVOF0OnGWl7HPLrN1qI8/nLISZzJx/O+FS/FoNq6dND3tyQHwzflLmOQvxp6VYBbZ7FS73DR4rFXWMoeTUMK6GxmLxxiMhtOBP/NdBHnyyAFLPnb7lreJ6CJhMEwTE/j5jk14NRtPd/dzX1s7baEwP9q7n+c/wBS/XHy4nb/fK4Lps69lyut1VSIwZ+9ONVUYathsYtSnYQgub+kCaxe/pgrPgOpyUZ6zaWKUbyEJoccldgyTGpN6+QJZvyyLBOD0JWL3rxX4uDabCPopqVyhsrXfD5deJErrwaDItIuLrHa9DQ1itOcrr4nS6JTJwnQj2wWwtFQY8GQ5P6EowtkrO3tLTQrMRXmZNUkA62tlY2uy3yDrGk3TpLe319JtbxgGBw8eZMaMGXkWnIlEgt7eXsv43aqqKioqKv4p1r3vBx5NwqMpNB7jnFqXzKpGie0DOqEETCmSaXDLuLJ2/m4NZhbLGVexJJwK6SRBkcAxTjrszrp1DowOFzxnfU8nI/EofrudrmDAEtBT6AoF6Q4FqXWLBaMtMEogkV+2eKnzCF2hAF5bCQdGhtkxlF9Vum3jOhZXVFPpdBPTdX69K1+WqZsmD7fuZ+5xmIBY4HKKZy5bv+925u+2NVWMrM2GaYrAX0jPH4laXfleT+r517yR8ZPYtkc08pHD8y+aIwzBnntNlLRBJAEpPf/Lb4lAPalJePSHI8kRu/uE2mjlqcJN1OcRNMThQyLxf/Jp0b9z+qniWff5hHNnane8coXoqs/28tc0UeUrK7NSe8XF+U3Hui54/tx5IUND0BWxJu2vvS6kfs88nzm2dh3ccB3sb8lY/76zSWw2Fi4UCqdUub++Cq5ZRSAWo+XoEczhfjwuF82Xn4MB9Opx+g614nK5aG5uJhQKYbfb094dTU1NdHR0YBgG1dXVJBIJSktL0xuG4+H5c724FElw/HpO3m0YJodGrc/r/lEDr02mL6vv58CoyYxiiU19enoY0I5Bk1OqwO0+yhNjj6XP7df6OGPySr789jruTSbwjR4fz55zKcFEnK++8zrf3ryeJo+P+8+4gP5ICKei8ad9Oyi1O/nTqSt55FALDlnhgsaJvN7dzhdnn8Ctb71CZyjIaVV1zCspR5ZlSu0OBpJrwBdnn8AEj58ZRSXsTibjsiTR5PVxJGBtjp9eVEI0kb/JCiTirM2ZK7Iz16XyA+DD68yqykWmHggJ7snrKTx4x+sWWfu8aaLW6naOE4w1wf8V4gBzMTaWmZk9Hsc9MCQWmc4eoU+vqy6cTCjKscfbut3H1vbb7SKw19WKHYHLlS/j83jggvNEI9/uvaIpaPrUfC6vqkokF9nDjCQJzjw9P/jnZOyZ63XlfZ5YLEZ/f3/B08PhcF7wDwaDlsAP0N3djdvtpqioKO81onGdvsEwu1oGSBgwa1IJlaVOHPZ/kpxxHGiKRLVLosIhoZOZ5pcNRZKYXaJgmKKMb5iCRzy1WsGbDP6aLDG/TKbrqPXBkxHWwSnUuArfB82+IpzJ8rrjGBJOR1YJfjwrX1nKeBn0hAv3nLQFxggnG8jihpHXLJRCR6iwtPJ9YXBYSGRjMZFEv5v07V8wS/Th1FcLiV4oLO73hclys9+TKbeX+IUjZEONcPhMobw0/5lTFVEOzzGSIhG3Vh5AeHxUl2cCP4gm31AUtu0WgR/EcKDyYtGT8HBWEC0rFsNr3tqQ8e13OOCaK5INyWvg1ddFNeCS1WKtURUxPnvzFpEoHD0qjpWXCw3/7FmiGtfbKzYVTQ1CpldSnFEKnLgo+exPy1QEQPD8ubM6ysvIr9Mj1oPWw9ZjbUehrMrK8x/tRg+FOdjTmW6wDYRCDJWVIUkSPUcyen6ApqYmC8+vKApTp04lkUhw4MCBdMA/Xp5/ICpounoXHA0J3f7yagWXKqZ2pgb8OBRR+atxS7SHMp+/wV1YnSMxDs+vD1iOHYq30hUdSgd+gCOBUTpCY2zo7WbXkDj/cGCU+w7u4fOzFnLGMw8ST1ZGnz3aypurruH1rqNc+6rg+V2qyqNnrUZB5vHDLZz7wqP4NTt/OPVsxuIxJGBzfw9XvPw035h/Em/3dhJJJDi5qpYtA73MLalgRU0DL3W2saphItdPnoUqy1w5YQoPHBJzO65vns4Mfwk3NDbwo6xZHsvG2yi+D3z4Vdk0ky5WRe8tV1Nka8m9EIJB0RjXdlRk0rW1+TvheFxwbM++IDg4n08Ya0xosup7+wbgt/dYmw3ra+DGyzNa9WBQlMx27hZc5eyZ4iEstHiHw+MH9hSczvHd+CDpiDZVNAONhyI/XHu1MPrYs1csHEtPKtzs1zxRVBtyy/GnnJyXKHzQct14iUJfXx8+n89SEjRNk32tQzy9NtOrsG1vP6cvrmXRrApU1bqljsZ0egdD7GoZxDRh5uQSKko+XKKgyNI4xr0CHk1iSYXCrGIFAxOnKuHI4QIqnDJn1sBbvaKKUGKXWFalpBsCASb7i5leVJJXTr990bJ0g12Dx8epVbW83m3tFTm3ron6rDJhk9dPqd3JQNRK51zSOIlal0jsJngLJKsIbbLfJv7Gbk3j2kkzeKcvnzK6bMIx7rVjIRITzWHdyftAkeGK88W99uRL4ueyDKvOFD+PJs83DFFyD0dE3LJrQvZXXy2S/v2HYPE8EcCcTpGUH+kQSfxZp4h1ZOGsjJzXbhM8v2GK8bwpTKjLT4ZBBONcnj8Yzj/WPyT0/G9ktNlEIqIMHwxldvDhsGgEPP9c+ONfMh37R9qETK+rSzTopvCRa8U1794rLHZlWSQPkiQ+Q0cH/PVuWLxYuHF2dom1a3hQbJ5SnP7UKULHL6tiXdohjH/MGdMxnQ6kBXORnsuSUc6aka/nt2mYBTZjpmmSyFEehEIhYrGYhefXdZ1oNEp/f3+aGjQMg/7+/rShz/tBf9jgmaMZnv+UKoUFpTCSgFe6dBIGLCiVafZJhBMSLg3e7ddp9MjMK5VpHTVo9MhUOCRM02CqX2LfiIkCnFqjYJPhxHKZ17vFNcqIAT9B2Uq11ml1KIYdm6xY+Huf5qAzh+c/GhijdXQkHfgBhmJR9gwP8J13Mzx/KJHg1c6jTPIV8es9WwEYiUf51Bsv8eK5l3HhmsfoCInXvvbVZ3jx3MsZikW48uWn0mndP5afx+2LlnHX3u1c8tITAHxp9kIeWbEK3TR54vABzn7uYa6bPINfz5vNxqFRlpWX0h4O82BbO6eWl1J1rLhTAB8u+A+PilJeyxFROls0R5Tpc3f0waDoFt6569gBNhSCl18TmXUKDococWUHvp5eq5/96Kho2vvoDcLtDkRSsmVXvsrgaKeY4FVSJEpvb6wXwzVSePsd4Y89dXLmWDQKbe3wyquC55zcLGZoj9d9+89AaYkY8HPiIvE9jZdslJcJpcAzz4vdhscjjEPq8l34NE2joqKC7m5rgJAkKW/Xnzr+fjE8FmXN+qN5x9du7GByo5+y4szr64bJrgODPP9GhrPesrefs5bWs2B6GUrOxMBg3GQsLix+P6w2X5El/HYYr1vVrkhM8itUuyQShoRNsTYOAtS6vdx/5oU8cHAvDx3aT7XTzX/OXcTCsqr0OcV2B786eQU/2fYO9x/chyTBtZOm86U5i/DZMotxg8fHY2ev5qNrn0/TCefWNfGdhUtxJZPpCb4irp80g7sP7E7/nkNR+MmJp1Fszyz2K2obOK2qjrXd7eljl0+YYmlC/EAYHcsEfhDUWd8g9PSJwA8i0G/YKmbCP/5i5tznknr+Pa3wbjKI720VvhGTm+CJl0WABeEpv2Se4KhfekMkEXOniVJ9LAbBUXhhjXi2zzxJGP9MbwbFhMF+WH5iZjbA4jmgynDCLCERBBF0mxvy9fzlxaJCZs/h9R0OMUAnG2MBsdHIDpi6Lnbq63OkwNu3w/TpsP6tzHf0+FPwiY/CQ4+KzQ3Ac88L3r68XPj2p8r9558rkvfNW4SeH8SQsKuvQI+EiL38LPrn/4p2xUfQzj8Xua8PvaaG4YoyZEXBv+wE5A1bMZ0OjNMWE5ShsbGR1lbRIK1pGi6XK69/p7y8PC3ty5Xhfhg9P+Tz/O/06ZxXr7KuPZEu92/sN7igQSWqm7zUkdHzn1qlcH69wmvdOjuShZE5JRIXNapEdJPXu0Wi3uyVOLdOIawn0O2HeTu2m1K1nPO8F7Ap9A5lagXNtmbiZi+PnnMWl77wIlFd5wcLT8Irx7l5yjSeaDtIIhnsPzNzPpN8RZZEocTuYKLXT6PHZ6m0lTmcBOLWpslAIsZANJwO/Cl0hMZ4/uhhSz3nh9ve4fZFy/jzvox/zc93bObc+on8Ye92HmgVza3f3/I2v156Jlc11rH6jbfSA8auqa/nJ/NmY3s/Rm9JHH/wHw2Ihz2l7R0aEdn7xWeL8l4K0ahwtMruon37HbjqcpHZZmNg0Br4ITMt69KLxK7eNGFzActZgE2bRdCTJLGA7NxX+Lxd+8SQkKFha+BP4dnnxFSsVJXiaLtotklh+044eEgkGylVQCIhynrDwyJQFxeP223/viFJ+QN3ciHLorx4w7Vip2XTxqVAJEmivLycaDTKULK8qKoqEyZMKFi6KysrS5+XjYqKirxGoHBEJ5YrzkVsdEIR6w5jZCzKS2/lJwqvbmhnYp2P0qLMtQxHDZ5vTzCSfK4USUz7ytXmAyQMk1Cy6dyjfvAFKhvv5Q44wevnK3MX87Fpc3AoCp6srvsUmrx+/uek0/nKXNHEWuPyYCtALc0rreD5cy+lKxREk2Xq3T6LlK/E7uDbC5dy2cQpvNB+mFq3hzNrGplaZN3V1Ht8/Pm0czg4OkxfJEy1y80Er59Sx3HOtnA5xH/Z46697nyjG1XN1/ObptDX782RwHb0iDUha+AJazeIisIrb2VK1lv3CIouHhZGXCA47lOWwqoz4MFHM175jY1w5XmCKnj5JXjhWdGQe/5pggLQVHhxrXDNO3sZ7DskaIm6Smg7AhddKDrlw2E443RRjZg0Cd7ZnOH5l58iEnK7PWPoo2niWHkZ9GX1ZBQXi+E62dB10YeQw9kyPCwSi1yev+xiq7/Ia+vgxo8Qf+VZEmuEJj121x3w0U+hn38x+/btw+gUPQQ+n4+J160mFI2yv+0IDPXhcDiYPHkyuq4Tj8dpaWnB6/Va9PyyLDM8PMzEiRPp6OjANE1qa2uJxWKUlZURCARIJBIoikJ5IUvwYyCXiVPH4fkjCZMDOTz/3mEDuyLTlXXLbB80meQT1t8pk6CDY0LPb3d18OSY+I4OxQ/RbJvERd5LeTu8nqfGxK7arxbxziWX0jUyxvfeuJf/Wd9Jk6+CR0+/hiMhHZ/NxotHD/OSJPHn01byYOs+JvuKmVZUwrrudv5zziK+tekN9o4M8R/T5zG9qASHotDo8XIk2XB7+wknM9HrZ1ZRKTuHBZ2gSJIwA/Lm8/zxAk3XoUScV7usa+WuoQFku9cyWfS+o0f53JRmJo5HAxfA8Qf/gaF8Uw8QnbjlJRktfiGnKxA71eoq64z63nFMeQ62igczFfxzJiClEQiKLFtRxANfVZ4xD8lGTXKHFhjndUbHIBIWwT8cFvPucxEMinJfyrhjz15R+ks9xG63MN/InaQXjYrqga6L1/9njbx1uawNiOPAZrPR2NhIdXU1hmGgaVqeC1/mJV3U19fT3t6OaZpIkkRNTU3BMb0Ou4KqSCRyn2bIK+WHIomC5yV0k3AkDoh7J26YvN2rpwM/iMUiV5sPMBIz2NQnuoI1GeaWykz1y/9Si19Zkih7j8DqUFSaxinbZ6PC6S6o7c/83EWFs4HlNQ3HfJ1yp+vDa/tT8LjFTn39u2Knv2CGeO4ry0XfzNCIqPgtmClK+9m+/eWlST1/jegJSF9gcf4OXFHF85Dr86En8nntHbuEa132kJwjRyA4JgbbHE3SLDt3iWevokpQfwA794tk5NPXi115iud3OsUOXDeEhfcrr4pn6dKLxPOvqKKxduduMRuj5YD4nfJyQT/OniX8/Q8dgQkTRIVCS24AUsnzGctFtXHKZJHEpFBRke90U1E4sJqmgb51k/Ur2ruT8BnnWNQ6o6OjhKqqOJA1ujYSiRCNRpEkiaNJQ6FU015jYyMtLS1Ek0mNoihMmTKFWCxGa2tr+tlPyfk+CM8/nOT5/TaJEjsMRgXPf1qVgls1qXZJdCU5fZcCZQ6JerdEd5bctt4joeZWHpL/N1fiGzEgmMPzH4wdYKHjBLZHt6WPjRjDmGqQlw9vYd+QiBGHR3t56sBb3DxvFcuevD89ROfpo628deHVPHh4Px9fJ2gWu6Lw0JkX4lY1frhtA79+YStuVePXJ58peiFUlX+07OH+g/u4dfZC2gJjDEbCLCqvYmNfNwvLKjm9pp5XO48yu7iM6ybNwGezcUplLet6xD28unESU/3FfHTKTH60bWP62k+qrEHOqQTXOBz4PmAT9vEH/1z+LIWhEashz3gBdmxM7Oqzg/94TXtFRZmytywLw4yDrfnnzZ+XaSBSFDj1RHh3h1Xnb7fBrCQHOt5EQKcTUqXZeDx/7ncKKd3+0JA18EPGOvjqKzK79+FheP5FSDVslJXCxauFLj8HRjCIOdAHkoRcXoF0vLu3AkhZ7L4XVFWlvLwcn89HIpFAVdW0zWcu/B4byxZU89pGa7J1wsxyirzW5MJhV5FlCSNnjJckWROFUJz0QI9sGMBoljY/GDd4/miC4WSSEDNgY59BTIdFFVaKYEQfoSN+lLZYG1VaFY3aBIrVwoYZqQW10Of9/xvUVolqXmsb/PE+0bkuS3DjFSIBOHAYfnu3eC5XrxS0k4zQrz/+vPDjOGGWkAQunAl6FFQ7zJwkJuc5bKI/wKbCtImCGgDxnJYWQ0OdGJaTwtQphRtzFVU8X9kIBECyBgI6ukVD3ptvZY6Fw0KfPzYmKEUQFOT6t+GCc+GuP2XK/YcOwyc/LhwAH3si8xpXXQ5nniGqgvckef5LLxI9D6qSMQNasli49A0PCXfQzi6RZJ1yMqx7U/QCLZgnHoaTT0pfpzlnNqbLibrqcmJ3/iT9ttrJy4nnBAJFUca9Z8fT80ez7IlT1YG+vr50+d80TQYHB5kwYULB1y2EvojBM0cSRJPL79m1Cg5FOHe+3KmTMAX3P8UnXP0cCmzs06lyySytlNk5aDCnREaTJSQMpvkl9o6YSMCJ5QqqZDKvVGZTf/I5lYQPSFCxPs+NWhM22YaMjJFlCKSh0RWw0jvtowN0BQOW6XmD0QiHg6P8fHsm8YrqOu/291LhdPFSh6AvU2qBZ1dewvkvPEp3khbYtG4Nz597KSOxKFe+nPFiuO/087l94TJe6jjCRckJg3ecdAafnjGPiJFg3/AgK559mBumzOSuZWfxRncHS6vK0eWduJQyPjtpAne1HqHW6eDn8+ZQ9gE9/o9/VSsrvGBSU2nV/r+fAJtCRYXVFCeFFWdYd8gNdUKXn43p0zJOeilUV8DnPgozp4iFauEc8e+qZGZdVFS48e6sM0XTHYgdwJQCHgUANUlefXiksIFR29FM8hOPi36GrE5N+gfgH/fnLVp6+1Eit3+T0C3XEbrlOsI//T5GVwGToSwkEolxtfofBpIk4XA48Hg8OByOcRcVRZGZN72My1c201jjoa7SzUVnTmDp/GpsmnWxLvLaWDo3n4c+cU4l/qxEQZIYV5ufHdBH46QDfzZ2DhkEso6P6CM8PvIILwbWsC+2l7XB13ho5H4GE9YFIJFIMDo6SmtrK/v376e/vz9v0UwhpifoDg4xFBknyf1/AaoKW3ZmJGuGCWvfEqX+J9aIHXskCg89BaV+2N8KT70Em7bDPx4XVMFZJ8Ozz4ok+f6HwGbCVRfA0rnwyCPw699BsVt4dyw/EU5bJHh+SRYeGhUVInA2NUE4KIKlJIlE4KILRUf9ijMy1yzLogGuOuc+q68RksXchdLhyHcSHAuIamIuzx8Yy+f59x8QycM7yR2aYYjPWlEOL70idvsDg6LiWeQXFYJHHhfe/o89Kd7/s58S69+9Dwjjn3AYrr8W/eILiBzYSuhzN2O2HcL+9e+hXXwl/OZvDEyfQzQapbGxEVmW05W9RCJBQ0OmSuRyuXC73Xl6/rKysoLa/Q/r2w/QGTTTgR/g9W4dVZZ4vUsnamT0/D6bhGmKhODgmNDzy0icW6+ya8jg1S6dZ9sNnApc1KRyTr3C/hGdBw/pxHUzo+evC/Fu/BlG9WHOcK+gUq1itn0Osx1zGYwPcor7NJRkS/AiZRlDozoXT1mClNX/c9PsM6l1e9Gy1rlSu5NKp5s6t/W7K7Lb8/T8I7EoXeFQOvCncHhslAcOWmnoH29/h55IiG+/ux4TkSd+7q1XqPN4eeRQCz/atpGjwTG+v+VtTOAzs6u4s/Uabt/zFb627aP4lGdZf8apPH/qMpaVffD+s+Pf+Rf78+00NVVo921Z5Yei4nxJC4iBN7mBvsgvSuXvbBKdsl6PmDWfG9S9XjF176QlEAqCyy1Karllb0UR4zo/cqlYqJwOazOiyyX8u6dMFn0EDocYtJO9E1dVOHkpHGi12vzOmS1KmzC+ykFVM7uU0VFhvJOLUEhQI0npnDE8ROQH38I4lJREmSb6+rVEwiEc3/gecs4NGIvFGBkZob+/H1mWqaysxOPxoP6zpgV+ALgcGpMbi2iq9WECNrVwoqAqMifMqqCyzMU7O8ROa9GscuqrvGhZfg1uDWYVy2zL0eanZEApJMbJeXST5DAOcW57/CjDxrDlnLAZZnd0F0uVk5Elcb3Dw8McOZJRLQSDQYqLi2loaLB8r4dGevjTtpd44dAWylxevnDCKpbUTMVnt96HnYFBjo72EzcS1HpKqfeVocr5u9eeUIC20RHihk6d10eDtyjvnLiu0zY2wlg8SondRYPvvSmFfwpy73GbPX/oj2GKALppu/X44aOQiFpnX7z+ppDGPv1shld/7nmxgzZigtMHUWI//VQxTveJpzI9OrNnwsduEr0DTz4tkuyGerjmKvE+pimS7dJS+PhVsG6jqCRMbxb6+vNWCrVQNCocPN1uaJ4g1p5UI9xpywQ1Z7NlrtGWlBWXl4lqQQpF/nF4/nDGyjeF0bH8mSJvvwON9cJPIIV3t2LOmU3s9ZdIvCLKzfEnHsJWXoFx3c0c2LcPI3k/+3w+ZsyYQTAYTDf2peZtGIbB6Ogo+/btw+12M2nSJILBIA6Hg2g0yvDwMBMmTKCzszOP5x8bG8MwDGw2Gx5fGaFwHJfz/ZWXcxN3TRZVudzHNaLn8/wHRg38Ntni7rll0KTBC2926+m5H9uGTJY7wOk+kubzW+ItTLFN5SLPxbwRXsfTyeMVciWX+a+gcyjAba/8g5ahLhZWTuQP53yavtAoHs3BC4e2ordu5r7TlvP31jam+IqY5C/h9a52vrNgKV9753UOjo3whVkLmegtwibLFNnsDCe9LX646FSm+UuY6ith36j4G6uSzLSiYg7m+INMLypNNxdmI5rQeSNHJXRgdAhNO0TczCQbfz/yJy6pv4Ji27FcUMbH8UcItxOWLxHueYfaBb/XUCN4v2y4nHDOWeJBTwXYk04UpjqFMsnSUtGtvmypCJ7jlaffJ8cNiErEeHPSfT7hqjVzurieQoG8vAw+en1yXO8o1FZbx/UWF4tEJpceOHFRhtYwKVwdwHrc7OnOBP4s6Fs2Yvb2wIRM8E8kErS1tTGSZRscCARoaGigLKnjzYVhGESj0bSu1+12Y7fbUY7lcfABoY0T9LPhcmpMnVDMxHr/uImCIknMKlFImLBnSBTsyuwSp9UoluDv0UQJK/cxKrVLFqOfttgRCuFo7Ahx52Lskp1oNEp7Np+cxNDQEJWVleng3xkY5Ianf0l7QDRwDUTG+OSa3/HLMz/GBZMWpX9v/2AHNz77S7qDwwA4VI3fnPVJltVNtyQA+4b6ue75h9mfbAwqdbj4xzmXsaSqLv137AsH+evuLfxs85tE9AQlDid3nHoeZzU241T/RaZLnT3QOwAzpsDWXcLMq6RIlOqdLqgshZ5kcKuvEf0+UydmOvxB2NbmKDjQNJEs5FZUIpF8Sm/bDqissvrX79glfPFfX5eprrUdhf5+sdv+e5LPP3wEurvhuiuFsufhpPWu3w/XXQN6HNa/A3/+m0jAr7pcJPmqCnv3C7Os1RcKWZ/DBiWl4voWzBPBv69fyG1ra4XKoKY6M8znrDOEnn9Ck6ALIDkquVT0M2SjsiL/BgYwTYzt1gZnY/9eIqevzOP5Y7GYJWlNlfNT5l4gxmZLkkRDQwP79u1Lj+8txPOrqkpzczMJ3WTvkRDPP96C06FwzrJGJjWMn3QOJX37i22keX6HIkr8btWkypnh9F0KlDokGjwSvRErz5/DCiZTeJNgzlcX1WE0h+dvie1nnnMBu6KZ+7DX6CGkh3hi3yZahsTfaHNPK2sOb+XGmWdw4aO3oyfL/es79vLUpd/kvtaDfOINkXg5FIWHV6zCoah89931/GLnZopsdn5/ytmMxaK4VI17WnZz78E9/Oe8Ezg8NsJwJMrC0jLe6Wxjlr8o7dE/r6ScqyZOxadpnFRRzVu94no+OW0uDR4PN02ZxS92ZpxbTyivQtWGLZ+xylGDVytQKX+f+HDbQ49L/NdUd+zz3k+AzYaiHHswTTgseLudu0RZcPYMURbMLeUFg2JXHYmIDL6oqPCcbxj/eAolJeK/QvD7hC7/xZfFTkXThM3mogWZnb/XIxaJ3IVN08RClIRZwO0tjRxdbjQatQT+FDo6OvD5fNgLcEBjY2OZyVZJNDU1UVJSMm5ZT9cNQpEEiiLhcvxzg8x7JQoeTeKklDbfNHGp+WN6vZpICF7tzPSa2GQ4rVqxnFulVbM/lq8AqVArUSXxKBiGMa6FcbYu+sBQVzrwZ+PHGx7jxJoplLv8jESC3Lb2nnTgB4gk4nz6xd/x7GXfpskvmkGHI2FuXftsOvADDERCXPXsg7x++UdpTA7xeLOzje+/szZ9zmAkzPVrHuHVSz/K/A853rMgDhyCu/4henhUFT5+NciKaKr7/b2Cy151tliV47qo+D35IsyfKe7rg0eEnt/rFM9X8wShklFVOHelSMhnzshUxNxu0Syn69Yq2bSphY3DFDUzXCuFVCUtGx2dMNBvbTweGYHBAaFc2J+k4oaHRYf9OWcJnj91HxxtFzK9w23weFLPL0lw/TWg2URycs8/BNVw3koh0dWBNzfB2k1w/hnQ1CiokfJKaG0XSdPsWbBjJ2ZNFebCeZijA8iLFyElqQNz/hzB86++nNivfpa+dPWkU/KSdUVRxk3gs/l8EJWsWCyWDvyQ0fP39PSkef5EIsHQ0BAJuYjX3hG9PPGAwRMvt3LzpTMo8uX/TfrCwrc/lsXzOxUYjsNLHTpGiuf3i8qcQ4F3enUmemXmlcgcCog5GiU2CSTSen5VEs+zTZZYUiHxZo+4RkWCSpfEmGyloZu0JmxoeTy/XXbQmcPzt4320x0aSgd+gMFIgPbgCD/fkeH5I7rOloFeimx21iV35sOxKJ9b/zJPr7yEc59/hL6IqIZt6uvmhXMvoz84xrUvPJx+jbvOWMVnZs7jpbaDXPTk35GAXy6/gM/NXIAqwQN7t3PWY3/jxhnzuevkFWzo6+bEimr6xkYoc9VwXePN3N92N9XOWr418/sU2cah398HPlzwDwRFx78sCxqg0AOajfcKsIND4kHt7xeSvarK/CQgkRAP2wtZmuKNm+DC80T5LsXVDA8Lbe2RJC2RcshbOD/TgBeJiIVidFQcKykRQfp4UF4Gl10seEJFFglPNj9ut4shQg8+nJH7OBzCj7sk8weUyyuQ/EWYI8OWl5dq6pDKrF3AuSYdKei6XjCARaPR9OSubBw5cgS3212wg3dwJMLGHb3sPTSEy6Fy6gk1NNZ4j2nGo+t6eufwz4AiSxQdQ5uvJicAlk2QGI6JhcJvly3e/iAWhI2Sk7CZKVerqMx1zkORxMKpKAqaplkWxhSyLY37w4WbQLuCg8SSu7re0Ahbeg/lnRNJxOkYG0gH/67QGG/lyHkAhmMRjoyN0OgrZjQa5Y6tb+edYwLPHd7/rwn+G7ZlmncTCXhpHZx9mgjwILj+B5+GL30C3twojHxAlP1vuRZOP1H4caxPflerzoflp4mk/PkXxXO3coXoqZFkEbiffUEEytUXilL4CQtEkhGJiAa49cnvYPmp4jk75WThgw8iqZg+FWI5z0VtjWhEzC7fQ5Lnz6EuUjx/9vOTSAh6IbtJ0DTFuO26WrH+gOD5X3gJbr4R/ni/MBEC+PNDcMt1wrnw9/dmXuOqVZinLCX+5mtEv/Ax8RHOW43j2isxggFizz2Ofu9dqGeeg/3r38PYsxOpaSKxQABl+xZqJ06mq7cXp9NJZWUl8XicxsZGDh06lPx4DpxOJ6qq0tOTcUc8lp4/t6dHkiRC4ZxNR9wgHE1QRP563xE004Ef4I0enZV1Kuu6EukQ/GqXzqoGld6IycvJhL11TOeMaoXpxQovd+hsTebBC0qFnj+cEHr+sA6TfBLn1CoEEiZ2+xibYuuo0eo43X0mu6O7qFAqaLQ10af3sdJzLmsCz2NgcKbjLLwxL1dOX8YrbTswk0r7m2adQbnLjyYrxJN6/gqXnwqXlxqXh30jmWShyOYgnLNBG43H6AoH04EfxHPZHw1z374dlnN/v3MjP1i6gv96+5X0eZ977WnWXf4x/nvDa6xpExuz/97wGn84cxUfmTSNcx67O+0z8OX5S3l02bV4NC9+7cNRfse/Onf2wD8ezVhrzpgMl5wreLVs9A+IDtpYVNjWlpYUTgL6B4TRRZbvPE2NQlqTrQgYHhENNLl4/kVxfkmJeDC37cgEfhDHXnoFGhvEAxsOi4XkjYxTE9VVcPml+fp80xQNe6qaL1PKhs02/vAeEOW+668VnyGhi4pBkd9Cf8gVVTi+9QPC3/kKJB2nJH8Rzq99F7nY+trj+etrmlYw8CYSiYIJg2maxOPxvOA/Eohy/7MtDI+JBTMYTvDIi62sPr2JmZPzbSV1XScUCtHd3U08Hqe0tJSioqKCFQjTNAnEIZAwUSSxe8810/kgUGWJEodEyTEUSMVqCZf5r2B3dDdHY0eoUCuZ45xHqZJplrHZbDQ0NHDwoFWfXl5ebpFENhdVUQgn107Hbxd0kCIrKJJs2VGkoFksfmUkCpq4oib7EAzTSCcVuQjrx6gWfRjYcu4heyGe3xCeH5utixyH22HMa6XCnn1B0GePPJ4ZivPcGrj6StFE93zSre5gqwjuV18O9z0EqcA1e5YIrJEIvPiK8P+YO1sk0ImE+O/5l4Q1+JWXCf5+0kRBDx45Klz2Hn9K/P7C+aIHaNIkYaaTCvYrThfPZXaiYLeLymFZqXUyp9drVTaBeJ1INBP4UxgezR/Y9cJajKvPJXrXHelDiWefILHiXBIvP0ti7UsAxB+9H/unPo98xkoGbv1EenaCffmZzPj8bYxk8fxOp5MpU6akJ3fu378fn8/HhAkTiEQi6XUh5dvf2dmZlvDG43EqKysJhULouo7NZsPlLUF1gE2T0z4eE+p8lPgLb/Ry9fyaJMZp5z4BYd1k/4j1aMuosA7uzeq7fHfApMlrsr5HBH4QXv51bnC4D/P0mKjEHIgfYJptOqs9F7MutDZ9vEgu4XL/VWgRjY5DHbTEWqh2OfnH+Z/n8FgfXs3J0wc34lYd3HHmx3j64CamFNdQ5y3lzaO7+OGCBXx500Zax0a4oH4iU71uDKw8/9fnncgUXxETvH4OjYn7Q5NlGtxephSXwuHM55lZWpm25E7BRGwI1ne1WY63jgwxFIlYnAh/sfUtPjJjHn7Xh+/1Ob7gPzwKf7hX/G8Ku1tEYLz2EsGNgdjF3/0Pa7Z97kqYN8eaABiGeADHckp4h4+IByY7+AdD+Va2IBaTUBhKEDuLXLOgFA4dFsG/r98a+EG819ZtYuFJBeSBQTFne38LVFaKnUhF+bGTgGPB4xnfjz8JZcZs3Hf+GaOnC2QJubIGuTI/2NjtdiorKy1ZPUBDQ0NB7f6xJGuFSoYDw5F04M/GK+900FjjxeO2vsfY2JglaLa3tzM4OEhzc7PlekzTpCtk8mJHxu6zzC6xok7Bbyt8jVHdJGGY2BUJtYB3//tFiVrKUuVk4s7FqJKa3vFnw+v1Mm3aNAYGBtB1nZKSElwulyWhavJVcNOsM/jLzkwi6rU5+dqJl+CxiQykxlPMxVOW8PA+631W4ymh3ptJOGrdPs5tmsyzh1ss51W7vTT4igAocjj5+KwTuHXts3nXe37Tcdr3vhcWz4cde2AsJKp6yxYLXX+RF4aTz2pjrVDVTJ5gNdUqLxEOfNnQNMFr51ZVjAS05JgB7dwlEvXse3vHTrF2vPJa5vi2HUIyV1oilDMg/PZ7egV//+IrsC3ZgOhywbVXivVj3XoxDa+4WCQK0ah45tdvEBWFi1aJ9cflEv1MLQdFD8/IiNioTJkkNjOKIhL44WRScPJSsQGZMlGoHkC8bkVpxhwohZpKzALJuGQY6Du2Wo7prQcw3V7L0KToay/j+Nh/0N6Rmb8RDofTPH+qd2V4eBjTNKmvr8/j+adOnUo0Gk0/t7IsM3HiRBIG7D0c5LlH9+N1a6w6fQLDY1E0VaLML9PT3Ynf78fn81nownqPxN5hGIqJoVnLqhTcqpijkeL03arQ8zd6JAazBvTUueW8JkEZwJQI5iz5UR1GElbarSW2n+mOmeyJZSijYWOQMWMUdUBLK3YioTDVrjK85Y2sfvQHGMnqx0tt23n2sm9x3551fPm1vwJgVzT+dO7nUFQXj+59jWue/CF+u4s/n/EphuJi47Lu6EGu27eN2xeeytt93UjAnKJi1nccYV55FVdOmcUD+3dyQkUNlzRPx6GqrJ4wjScOiSb4z8w5kUafn6unzOEPuzI0w/yKGsZyhmQ1eossDqEfBscX/AeGrIE/hV37xMPhKBclvOxO3hSeXyN26NlGFpGI1fgiG62HrU6ATod4mHKb52Q5U86X5fEphhQ1kd08lI1tO0QjkccjaIh77s1k++0dIjm4+UZRJciCMTQAuo5UVIL0IcvdkiQhVdcgV9cc8zxFUaisrMTn8zE0NISiKBQXF4+r4bfZbJSXl9OX7UYG+P3+gslCbrkvhbFgnERON048Hk+bh1heIxQiGo1aXn80Bs+3J8g2BOyPmrzVo3NGrWQZzJMwTHrCJu/06ozGTWrdEgtKFUrGG7/3PiBLMnZp/AdIURTcbndBM6MU/A43n1l4Puc1L+TdnlYqXH7mlDcxoSgjLXOoNm5deCEyEo+2vEXCMFhcPYnvLbuWak+mQuax2fjB0rOIGzovtomAMb24jD+suIg6TybxPbtxEldOnsUDLaKJSZVlvrvkDGaUfDC3tfeNxlr4/MeF/30sISbqSRJcsUoM/JEQ1bAnX4Q500XA390C550hAr1NE70+W7YJG91VF4hguXC+SPZB7J4rK2FiAPZmJQ/TphZOsNVxeP7cukl7h0jcU4E/dd7AoPgv1XszNCQqBGcuhz/8RWxEQPD8t9wsVD6PPyWOybLw7VdVeOtduPNvosnvxsvFd2EYws74zj/D8pNg5hTM7j7MibUkdm1GrmlAWTAbacsOzHkzMGY0YsZjqBdfSeIxYeOrnLcaqawC7ZwLiP3195mPfcIS9JxKn1xUjDxOIIjkjCEej+ePxWIWu2/DMBgZGSEhF7F2o0gqhkZjPP3aYT56yTT6e9vp7RLrYV9fH1OmTMGbRc0W22UubNQYiRoMxWBNh46Z5PmnmRmef0OvTq1bZkm5zJ4Rg2avjE8DBZjsl2gZMdGSPL8im5xYLvFWr/gbqxJUuSTGZKu8rck2AYfkQEJKl/QBNMlGJGfCZjwepysQSgd+EFRe22gfv936XPpYVI+zp/8IbpuDh/auA2AkGuK76/7Cn879Imc/fg9Dybkc1z33AC9dciPtgRFuWPNY+jX+vOIiPjt3Cc8d2sdFT9+HBNy26FSunz4P3TS4b/8OVjz6N2474VQm+FdwYHiQE6tq6QyMoMoKP1q6gm++/Qqn1tbxuYWTORzahSpPwWf7P1H2L1DGFMch3aKZPRjDco4pgml28E/ZZOb6aUO+f35xkdD7ZltfgrD9TJXrXS7BBT76hPUcWRajd2F8Zz2nI9Ok195hLfOB2DW8+RasvgA0DWNokMRb64g9cDdmOIy24ly0VZeiVB07cP+zoGkamqbhy66OjANFUaiqqsJut6cbe8rLyyktLS1IE5T6C9fQG2u8OO3WHbNhGONq4XP585RPfy6OBExCcRNblnNfX8Tk6bZMEnJw1KQ9kOCiJpUiuzU4DCUGORI/Qk+imwatkVqtFp/yr5PCFTs8LKyaxMKqcXwggFpvCf+17GpumbcS3TSocPnzpIAAE/zF/HnFJbQHRkgYBjUeL2U5jn81bi8/O2Uln523hKFImEqXh0Zf0TEnCH5olBQJe9/nsqbhvbwerl4lLHM3bBXH3t0BN18FJ86Hx1/KTOVbthAWnQBHu+HPD4td/2lL4PLLRMd7ICC077Nmip6cnbtFqb6mRgT5886B514QAffC84RU9+wV8Ojj4vVVVWwOcu+9hnqRcGiatdJgL8Tzj4nen2zZVTwu+P9snt8woKUFSisz/Q0JA+55DG79GPzhH5lZIg89A7dcS8IjE/nGZzNv/+Vvop31SSIP3k3iW6Lcr567GscPfwmxKPGXniN868ewXXU99s/+J0bHUeQJzRjDQ0huD96PfZrA/fegzpiD7ZOfI6ao1NbWpnf5KZ5f07R0hz8IS+5CPH8hPb8sy4TD1mc2EtMJheN5DcbhcNgS/EHMwgglJNZ1J9Ih+NUundWNKl0hgzd7xPfcOqZzWrXCufUKL7brvJvi+csEzx9K8vyRXJ7fNsZb0dco18o513sBm0MbmWqfilNyMqgPcI7nXNYEXsDA4DTX6WiSiqe2jMC+jBdHRUUFidgYqiyn5XZVrmLKnD5qPCW0Dmdil8/uIhi3Jg/D0SBdobF04AcR/gbCIf68a4vl3L/s3sI3Fp3K7ZvWpc/74cbXeeXSm/j+O2t5+ahIRD/56lP8acXFnFhVx8rH705f1y2zF7Ht6lt4vu8Bvrz9egCWlS3nWzO/T5kjx0H2A+D4Vo3iIhEkc00xmurBn7wRVDW/wSaF3F2mpolgfeCgdUfvcIgqQe65S5eIJp4NG8VOZMliEdSzS9cTJwiznrXrxDUUF4uGo1Qy0dggrjG37HbqKRl5Yc442zQ6uyAWw5Ql4s89SeyeP6Z/FH/sAfTdO3B+50cWjt4YG8Uc6AdF+ac79n0Q2Gw2KisrKS4WO89CQztSKPbbWTy7Iq3FB7BrMmcuqcOewwfLsozT6SScu7Am3zMb43mFSOn/IxAzTDb3FWhcNMSgkKKsTc9gYpCHRx5IN/Ptje6hRCllte+ivARgRB9hIDFA2AxRqpRSpBTjkN+fXenxwKFqlorAePDZ7cywH/th9tkdzLb/6661IHKfc90Qu+hsOR+IPiDdsI7jfXsrrF4BDz+TMQl69S2YNEEE4TWC1+ZgK5x9pijLP/RYJuhOaoZP3CwC9ONPifed2CT0/JGIGPX7/BohlbvyMlFRKC0R68bRdsHzP/G0KLkvXCA2BjNniApfKilYcYagFrMTBYcjyfOXWelIn1e8ZzYSCWEHnjtEbGiExKa1lkOxf/wZ6XNfIfFcZmOSeO4JtNPPIv7ai+jrBI0UveuX2D/zJbTTzyL0xU+lPQTU08+i9K6/M2gYtHR0QK+YsJny7Y/FYuzbtw+v10tzczPhcBi73Z7W80+cOJH29nYkSaK6uppYLJbm+Q3DQFVV/H4/ql2y8PxTmvwU++0MD1if8fGswaN6fg+Lbhp5PP+RMQOHIjOQdcu822/S5BE8f4oWPDBqUu8Bu/sQz4yJSszhxCGm22ewynsRLwfXcCguqrklcimX+68iakR4Ofgio6FRSuQSzpx+Fvawg4B7jLfj63E4HDxx5Zf5zTuv4NOcXDxpMc4YfHfpVXzptb/SGxrh1hPOobFUQ5P8VLqK6AkNA/DFE1Yx2V9Go9fPkSTPb5MV6jx+ppeUs7bjcPrzzCgpJ5hzz5hAKB7nzU4rz394dJCe0JhF///HnZu4dtok7jqQ6Q15o/81doxs43THWQW///eD4wv+JUUiy//zA5kGoLISuPLCjKOf3ycCeq4vfnm5pbs9jeoquOkjYn52/4AI3kuX5I/zBVGSnzlDeAdA4RK/2y2SgulTxQPtdFk7+VPT8J59XlQoXC7R7NOUccUqNBkPEGYcdjtmbw+xB/+e92Nj326M7s508NcPtxL5xQ8x9u8BSUI95XTsN30KuaqArW9vN+boCLjcyBVVH5pCGA/jPbTZcNhVTp5fzbSJxRztDuBxatRUuC2Dd1LQNI2Ghgb2799v2VmUlJTkNfx5NQm7IhaIbDT7JNxZpJ9u5M/oTmEkljlumAa7ojssXfwAg/oAHfEOS/AfSAzw6MjDhMyMYdNC5wmc4FxsSQBiRoyAESBihrFLDryyF5v83t/Z/5MoLxG+HsHk91tXLUZ4T5kIu/Zbz8u9X22aCPrxnCQ7HLGW+QG27RRJejZ9dOCgWAdeeS1jEtR6WNACRUVw7+Pi2NF2If+98jJ4ZS08kJRXeTxw3VXi/deug7/8TawNl18qkgcJeP0N0dR3yWrxfj6fWL9aDsLiE0Tgbe8Q71lRAciiDyBJfZorToFiP9KEejExFETnW3UFco11DVEmTinY2WnGYug7t1mO6a0Hwe60mAclXn0RbvgkHZ0ZG+3R0VFKSkpIJBLpCsDo6CiKolBbW8vevXvTjb6qqjJlyhQikUi6STCl50+N+W1pacFms3H52RPoGYxSWayhyVH6eruprq5maGiIcDhMUe0E+rERCRmUO6022sV2iXKHRF+S5/drUKTJNHpgOMu0q8Yl52l4ZAlMpPTAnhRiOgRyef7ofqbZp6cDP8CgMcCYPkZLbD+jxmjy2CAtxn5m+GeyduzVNC3QLXXxo9OvYaxvjI6ODtoYwyXLPHzBl+k3ernzwPe5+913cStuvr/ipwQDPmRJZn3HHp4++Gt+cvJq1nd3MxINc3r9RNZ3HeWM+ols7+9mfddRTqqq47ymKThUlQsnTOWpQ+Ke/9KCpUzyl3DTjPn8dkfG2GlueRXDOZTN5KJS7JppoTJArHsfBscXWSQJJjbAlz4usl1ZEYuBL6v8I8uiOcdhF25ekYjo1j15SWENv6pCfb14eGNxUVl4r8D3XgFMlsViMt5nqK8TjoLhsLAHzXUcrK0V9ERvFkduswkNv6piRqOQwyWlkXQDNPp7CX/7PzH7kmUk0yTxusjuHV+4LV0BMKNREpveJnrnT4XMz27Hds1NaCsvQPYXHftz/gvhdKjUOTzUVb63BNLtdjNt2jSGh4eJxWIUFxfjcrnyVAk+m8R59SovdyTSTl0NbolF5SpaVvC3KdDkkdkxlH+T17gzJf+4GRvfwCfexnTHjOR5cd4JvW0J/ACbw5uYZJtMlSySsbARZkdkG3uimcahSbYpzHcswKVYS/bRaDTNr9rtdux2+4eaJvh/JYp8wt+/o1c08w6NwNqNcPIiYZW9uwXOPV3o7u024aK356CQ6J26WGwI5kyD7UmXT59HGALFQhnzG4DpU/K9OiSpMM8fjkAixzmv7ajoT8ie+hkICI6/u0c08IF4Nt/dIvT4f8zi+Y+0Cd/+ffszPL8kwTVXis3BOxtFA7MsC1lvwsBIxIiufxn9kd/j/PjnkadPhrEAZkMl8W0bkEpK0S67hvgj96GcsRL1lNORHQ7Uk08j8aaoCqirL0eqqUNdfRnxP/46fenqwkVIinUNlErKkMYxLCvE84fDYYvCJ5FIEIlELDx/IpFgZGQEn8+XlgJHo1ESfYeZM20aR48epX9UBNG+vj4mT55MUHHz7FE96YFvcGaNwiR/pvLqVCVW1Cp0hURTXCAhZH91ngzPP8kn40l6PS0olXh3IMPza5LJnBKZrclEQZWgwinhkK39LRNtzYV5flkjYFjvmaARYFQftZwXNsOMJUbp7MxUeQ3DQIuZHIztZOuwuJeCepBftvyQX867m4se/RkjUZGI/seaX/L4xbdxJBCx6PkfOu9KfrLMw5Ot+1j99L1IwDcXn8aNM+ajGwZ3793KmY/9lZtnLuC3p1/A7sE+FlbUsGewn1KHkx8uPYtvv/0yk4pK+P7SU4jow1zXeBP3HPkzALP985jln1PwPni/OP5tpSSJgRQpC1t3Abc9jwdOWCg4OcMQ/34vJzm7PX8ByEY0KhrxAkGxqJQUj+8C+H5wLKfAIr8YzHPoCOzbJ3jIaVPT/QqSvwipth6zI6fRTVaQKkSZ1+juygT+LCTeeA3juptR6gWtYbQdInL7NzO0RzRK7C+/Q66pQ1623PK7hmEQDocZGhpC1/V0k9940r9/FyRJwuVy4XofzosVTpnVjSrB5JwYryZhy2n1VSSJGcUyrWOGxdWr0SNRmnWLqJJGhVpJv55vulOlZhozI0aE1tjBvHMAehO9VGki+A8k+i2BH+BAbD81Wg0TlInpY8FgkJaWlrSnQmryWXYHdNyIcyhwkFd619AT6WJF5TlM882g1J7fpGeaJl2RDkbjI3hUL9XO2oJqhKNjI3QFx3CoKg0eP0X/DgqptFgkAS+vz0zp238IVp0JJ8wV471TY32XnQBXni+ShPufEFLAi8+B2dMFBWe3Cxpg8Rxh3717j7DYrqgUif/SJaKnJ+XNodlEFTHl7aEooqyfSylOaBIVijye3261FgaRAAwPF+D5xzJeAiCex7ajogK5LSlnNAx46mmMG64l9JX/wOwXtFjoO1/E+cM7MItUIt/6XObtP/NlXL//O7GH7iXyX18FQLv5UzhWXoBhQvDpxxj5j5twnXMB9tu+i7lvN/LEyRiDA0iyjO2LXyd21y+R5izA/OiniEoyjY2N6UDtdDrTczf6+zPPQK48NYVCXv6SJOXJgFMDfkZHrc3dkUiEo7hIZG1EN/XpNHhkyzPss8n4bLC5L5EevnM4oLM8yfOvOaqzOfknnFEkcUmTwlhczACI6iIhOLNGIaobaZ6/UqviPM/5vBvZzBTbNGySnWF9hGWuU1kfegMDg/mOBTgkO3Md8+gMCDMeCYnp9pl4FK8lUXBLHjyyF02zzu9QFIWwbr1nRuIjDEZH04EfwMRkKDLGr3JcGH+3fSO3zD6Bn2x+I3ke3L7xdV695Ca++dbLrOsUieh3N7zGn1ZcxDmNk1n11D+SduRw67wlbLn6k7wztJav7b4YE5PL667hzgV/xDANpvpnUl5gDfkgOP7g3zcIb2yCtk7h8rd0IUyoyzf6CQSFLMgwADnTE5CL/gHB+3V2CSe8hrq0330awaCQ56X8vUEkFueutO7aE4mMs5/TKXoUjte+tqgI5heJruUcyMUlOL9wG6Gvf96yENk/9XnkyurMtRSCYVgki4m31hW0/409ch/KgkXIrkzz1+joqEVS19/fT2VlJdXV1eO6fMViMaLRKLquY7fbsdls/1RL3+OBS5NxvUe+UmSXWdWo0R8xGImZlDtlSuzgynIGVCSFec757IvuQyfzfTslJ/VahsZRkHHLbkaMHG4WcMuZ77cltj/v5wD7o/to0BpRJIV4PM6hQ4csZkqmadLa2sqMGTPSVMeO4a18atMNJExxXU92PMIFNRfzxam34bcVpX83lAixru8VfrznvxmJD+NUXHx60ue5oOYifMnzdMPgjc4j3PTi4wxExAK0vHYCdyw/lybfOBWufyZCYdiX41DZPySa8KJZgXjDVrhkJfz5/owO/pFn4ZPXQXcYHnpUHGs5BBetFDvrBx4RU+1ATOf8+E3i/Z5fI5wz588Vev5QWFQF164TtNxFq4QEsLxMNPm1d2aaBBMJYSJkt8PcObBrT+Z5PO0U4ayZnSi4ktRgaYl1GqnXk/8cJxIQDqUDfwrG8CD6JqsZU/zJh5FqakmseSZz7E+/RfnF7wk99A+ib4lGsOBD96J87is4lp9F6EufSl+XesrpOO/6O/2xGB2dXdDTm6fn37dvH8XFxUyYMIFoNIqqqpimyejoqMW3v6amhlgsRlVVlcXG1+/3I0kSsiynbYP9fn96fG92VcFms6HlfB02RSpowRXXTVpyfPvbAgY2WWYw65bZPWwyrQjeSAZ+EBr/M2pAc7XyTEB8d4cTh5lln82Fnot4IfgcbXERRGvlWi73X0XMjPBW8G3ejWymXq3nQu9qwkYIu+ygNdqKU3Zwqns5h2Kt2CUHtVotHXo75c1l9B0UCYCvyku7dIRpvhm4FTdBXVQKPznpVurcldR5SmkPDCQ/t0qVp5hZpRUWo64ZpeXEcnz7DdMkGI/xVrd1s3h0bISOwGg68AP8bsdGLpvaxA/3fjWdqDzUfi9LypaxvHJFgW/6g+P4gv/QCDzyfOaBD4RgzTo47zSh902hdwDueQTakyWVYr8YBdqQ0wnf1w9/uTvThbt9h2jgueqKzHQ9EKW77MAPokQ3ZbLw2gaRIGzYKBqGDEME/RVnJCmIf36jlDx9Fq47/4xxYB9mKIQybQZyTT1ScvGXKqvEopKz85CnzUQqzSgZzOwmqWzEopbdSSwWo62tLe+0np6etB49F5FIhAMHDlhsPuvq6igrKztmAhCPx4nH40iSNK5x0L8DPpuEz3bsRKVMKefKoqvYGt5CX6KXBlsTM+wzKVYzTZcuxc1JrmU8H3jG8rtOyUlZttEPhcuqmpTJVFLJVC5Sqge73c5QdJAf7/luOvCn8HTnY1xRf60l+B8M7Ofr27+Y/ndYD/HzfT+gwd3EsvLlABwaHeKKZx8kkmX281rHIX62+U1+fuo52JV/8d/H6YD6ajiS4Zvxe8VuPRs2m0hscw1wDEP4BmRj83ZorIIsDpstW2HOLLHTTw3F2bJN+Ob7/HCfkMXRekjs9i+7RCQIDyZ9+0tK4IZrxfr05DNih+/xwBWXCZrORCQPmiZGah85In7u9QjO/+STxDrSP4A5fRqG1w2YyBXlSEkK0DznLMziEuSZczF2Jbl6RUGprsWsb7J8RHnytMIOToZObJd1CFLi6GF0m81SuUisexXzY5+hM8skKBwOE4vFLDz/4OBgejBPLs8/depUYrEYBw4cSAf8SZMmpQ2+Wlpa0DSNpqYmYrGYkBtLEt3d3dTW1tLf308kEqGyshKv10tjXGLfsMFIXAzsWVwuWyi7FDRFotEjsz2L5692FZrjAaYp5fUBJXTo163mSAdiLUy3z0gHfoAOo4OoEWFndAddutjtH00cpSJRyVT7NJ4de1qcqENHop0LvKtoibbwWlBQsCoqK6asZCw8wn/t/ip7xnZRpBXzw7n/y2h8BFVSeXtgPc93PcXXT7+Jls4EcTPB1Go7G0fXsHJSA8PRaTzUspePz5rDOc0e3IrEwvJqNveJ+Hfj9HlMKfZz7dQ5/G3P1vS1zymrpCdspSJnFJdjkwvw/AUHQBwfjm+16Bu0ZvopvLVVNAM5HUIe9NBTmcAPImn4473whY+LRADEIrFpc778pqdXNNlkB/+d1lJsGu9uEXMD7HbR+JPaQaRe/4UXhSFHdjPf4JAY+DEWEM2GZWXjjx8+BiRZRmloQmloKvhzubIa57d+SPh7t6UTAKmiCsfnv4bszVQr1JNPIf7Y/Xm/r11wCbInUy1JJBIFrWchX1IHIhh1dXXlBar29nY8Hs+4WvZwOMzhw4cJJa/Z6/XS0NBQ0AIYIBjTGQjHGQgl8DtUylwqvmNYAP+zIUkS5WoFZ3hWkDATaJKWntKXjUZbI+d4zmN96A2CRpAJ2kSWuE/Crxalz5nsmMKBeL7vxHT7jHQZ/liGSamSakAf40CgcBWhJ9rDzKx/P9f5ZMHz7j3yVxaVLMGuOGgdGbIE/hTu37+DLy88+V+/+1dVWLYI3Luguw9mThbJqdMJtZXQ0SOqAKcuEiX7E+dlpIAlxSKhnzlVeP6nMGd6fmCUJNE/ELAuiESiEM+hdg4dht5e4b+RwuCgWGvajmbGZQcCQvO/bCn8/k+ZKlt7h1AT7N1n1fPfcC0GEH3oHhJ/+QWoKo7Pfw3tjOUkxoaJPXoPRl8vtsuuwTz1dMyREZS6BhLbtyBVVKFeejWJR+9HOXcV6qKloCioF15C4ilR9VBPW4FcVoHrvNUE7vlT+tJt80/IL8mXVyKNo+fPVdekfDVyef6UD0e2b//o6Cgejyc9DCi1sZg6dSptbW2MJVUOfX19TJ06FafTmd4slCiwqlFjJGbi0sgz5xqNJtjdF+LISIx5VR7mlKgcDZiiqVcVHH6zV+LgmCnmcNSGkbUYi8p9bOgTn98uQ6VbQjKtSpmJtmZs2Arq+ccMK0UR0AOEdOt9FDJDDBnDbItmJHkJEgya/Wwd3sSesV0ADMeH+MW+H/PTeb/kxg1XEkiI72PXji/w1yUP0RY8zDd3fD79Gj+e+0u+tPAj/O3I/3Dr1meRkPjmojvRjJNJmBEORF7hxo0/5eMTvsG0kjM5MjrC4qpyBs2NlHnquGXWQv60ewvnNEzi+unz6A0q3Dr5O9zR8l0A5hcvYpY/vwJ9vDi+1TnX4jP7eCrbHxmFAwWasMaCwiAkFfxjMdG9WwiHj4iZ3CmMx+07HOKBjcetIzGzsX17Jvj39sHf/m7djS8+AU479bgSgGNBkmWUOfNx/+ovGL3doGrIldXIOT79cuNEbDd/ithffg9JO0f19LNQF51kOS81wKOQd/94lr5DQ0N5x0EsHIWCfywW4+DBg5aEYWxsjLa2NiZOnJj3PmPRBM8dGGZPf+a+qHJrXDGzjGJn4VtsJJJgOCIWqCKHit9x7FsxbsaRkQty4NlQJOWY5zhkB1Md06jT6tHRcUpONNnKPRQrJZzqWs474beJmBFsko0TnIspVTLKE5vNRnFxcd5363Q60yV/p+ykylFDd6STXBTbrFbNYaPwMxXRI++rq/ff1mJYVgwrToauXvjN3cLPA+CGSwXXPzgsbL8DQTh9KXz0CqGFHxoW/P+iucIEaPtuOOVEEYSHAnD2WbDmRZHAX3iuMM9ZuSITkG02zEnNSLnc/aRm0W+UK9t1Oa0juEEkAMGglV6LxUSykM3zGwa0HiYRD5B4KWn4kkgQ+d0dyD//LZH//gHmoEhCov/7I5w/ugMzGCDyvW+kX8L+ua9gu+vvxO6/m8h3kzz/hZfi+NEdMDZGYu9uwp/9KNo1N+G79SsYgwPYGydgHjqA6S/G9vmvEfv9ncjzT0C/6ZPokmTh+V0uF06nE1mWGcgaLZzy7c+FoigFfftzNwypRGEsx201FArhyXEmdWkSLq3wnbe5M8jrbSIQ7+0Pc9n0Es6uc7CmXWdTct+4qExiTqnKiHSYF4PPE4lEmG6bycqGpcQTCiHtIC+HdzPJNoXl7jPYE91FjVpLrVbHkDFk4fkXOhchSTDPsYDnA8IFU0JitmMudsluSRS8shev7MYpuQiaGXrHJtnynsOx+Ajd4e504Aex+x6Nj/BA2z2Wc5/ufJxrG4t4sUe8v4nJD/bdyr0nPc4Pdv+Qbcnmwe/t/Q9+PPeXLKkr5ZaN16R385+d9J9smfsp/rZnK1c89yAA5zZO5reLHiYhDTPVO4NSe47vzYfA8QX/ynEuYFIjuD5gaV3TxACf/v78n+W46DFrBryVP9yEk07McHfv1Wkdj8Nrr+c3AL2zCWbNApeQ5pi6jtnbjRkOI/l8yGXHb6YgyTJSdS1y9TjSQUD2eLGtugx18cmYQwNIHh9SVTWy2/rA2Ww2amtr80r/43nog0gKClUF3qs/IBdjY2PEYrG8xaVzLG4J/ADdwTi7+0Kc3JBvPtQ5FuXeHf0EkxpityZzzewyarz51x/QA3Qk2tkR2Y4NG/Oc86lUq7DLH87i0q2M796nSRoT7BMpVyuImVFskg237LHsyBRFoa6uDkVRGBgYwDRNioqKqK2tTTdeljkq+NK0r/OfWz9jef15RQtpcFn9K86tvpAnOx7Ju5bL66/BqQoqZ6K/GKeq5nmDXzN1LtXu9zZ5+qdBkmDfwUzgB2Fq8+kbBM+vJ5OVl98UPP9ALzyV1PO3HIJLzxX0311/F1VEgFlT4ZaPCZvcJ58WlcCJE+Caq9D1BENFfvqGBnG5XFTcfCPO116Hyc2iGbC9Ey69KKPnX7JY0H2zZ4pmwmSwN5csBq8HKZvnd7sFx19SbF0TPG7ozUmaY1HM4aF04E/B6OlG32w1HYs/9ShSZRWJV17IOvYI6mlnEnvlBfQkzx//3f9i/9xXkBeeSPirn0n3Aamnn43zrn/QF4vR2dUF9OJyudI8fyQSYe/evWmePxKJoGlamudvamqiq6srbewVjUapqamhtbU1redPGYNl8/wpaa7NZrM0wI23thRCNGGwo9eaeO0fjOCwOxjKKhhv7Dep8wV5NfACEVP0FOyJ7aLR04ipmLwWEA2enYkO5tjncpHnUl4MrWFL0re/Rknx/FHeDK5jU/gd6tUGLvSuJm7GKA6VMnRoiKgW5dzyC9gt7aJEKcYhO+mMd3KiawkbQm8RNIPMty/AKbk4rWoF9x+5m4GY+Bt/ctKtNLmbqbRX0RMV9INdtlPlqGaKdzo7RramP0+zZxKhhDWu6KZORI+wY3ir5XhnuJ224GFLGf+Ph37NDPcKfv5upnL93JEWbpwxn3OaPlxnfyEcp8mPHxbOgs1ZJh9etziWCihFPpjcBC2Hrb/rdQufgPQVqKK7d89eq2e/251v8FNRLrrvn3lOSH+cTjEzuzbZQ6BpYgefLR9KYW7yywuFxdjdQujpgfpajNEREi8/T/SeP0I4jFRSiv1zX0GdvwjpfejjjxeSzS7og3EoBBDZenFxMTabje7ubgzDoLy8HJ/PVzDjt9lsVFdX5yULiqKMawNsFmg8PBb2DYQKHt/RG2JhtQeHltlxjEV1Htg1kA78AMG4wYO7Brh5fgXeLKogYkR4K/Qmu6O70scOxVs5030WMx2z8sqjISPEsD5MxIjglt34Ff+HMu/xKB5gfImjzWajvr6eqqoqTNNE07S8hGpJ6TJ+v+ge/nbojwzE+rmw5hJOqzgjL4Of6p3BLc2f5Q8Hf51eEC6qvZwTSpakz5noL+GR86/iphcfpyckdixnN0ziywuWYvt3N2/mPgcup6j66TlVinAEtubQdZt3CrlvKvCDmAuwfAm8+FKGAmw9BDOmMTpxAkeSmvRQKETM52PipRehPPlMxivA64GPXC1siF9+RagFykrh6iswQyEMUyf6wF8gHhdJdv8ohtuJnghjrnsZec50FMNA6uzCWLYEQzGRG5qQGiZgtgkNue26m5Fq65AnT8VoSb6vqqI0TcTs7wNeSX8cecq0gl+bGY9h7LYOQTI6jgotf3YD8Gsvolx1PZ19mV19KBRKW/R2JnskBpOuqDU1NQX1/OFwOK3nT/n2g5DypfT8qSbBqOrg8JjJ7sMBJldNwDXaSzgcoqqqKm/XDzAcFg5+udU9myIxpdTJho7MrrreZ8srT6kSmMTTgT+FqBllSLe6vbbE9jPVPo3WWGbt7tQFz78tupUeXSiqjibaqExUMseYx/5DGcotEAiwZNpJ7Ehs492QcGdUUTnTczYSsCH0Nlui76Kh8dsld7N/eA9OuZjWgIu/H27jWzN/wYbBlwglgiwuXcrGgbc4reIMDgZa2Dq8iSUlJ7O45CRsip1lpct5Y+A1AC6rv4YaRx3n16zmqc6M5e8U73R6o1YTuUmeKciSWsAc6YOtx+8Xxxf8HXY4YbYI7kMjguMv9gv9bgpOB1x+AdzzKBxNlj2L/XDTFZmSfwqVFcIvf8NG0dQ3eSLMnZs/IU9VRXNfVaXg/2w2a08ACO3+qcuEKsAwxO+sOEO8Bwjtsc8rOP9cJE2A9J3biP7+zvRhc3CAyH/fhuuOP6BM+hcNUfkASHXner3edBZ/LBQVFaHrOt3d3ei6jsvlOiZ/b7PZUFU1T/rjcDgKygmLHYVb9n12BSWHGh+JJhjN7eoBRqI6o1HdEvxHjVFL4E/hjdDr1Nsa8GeZ94zpo7w4toajiUySM9s+lyXuk3DJ1ibIMX2UYX2YBAn8sh+f4keVju9RkGX5mLsil+piYcmJzPLPJW7E8WiF1S5+WxHXT/gYZ1aew2CsH79WTI2rDo+aeaZkSeLkmkZevfQmIfVTVBq8fnz/Tse/zh7o6hHl/6Y6Mb3PboMLzwK7BjOmwO7kolteAo11MHc6HGnPvMbsqZnhX+kPJ4tnNZiTSEbzq1Cjo6OiETDbJGgsIJ7pw0cEjw/inB07MWZNI/SFT6QbZ8N7duL+9V+Jv7qG2N1/SL6/gvP2nyN7TiF850+EIZem4fjCbcIS2NCJv/UG8a9+DvuNt2C0HcYcGUaZOQd9906k6lrh0f/4g8gXX0X8wktI2B0ol1yF/qjo5VGvuA65ug7t4iuJ/fWu9KUrc+blmSBJ1bWYbg9S/6AlGZckKY/nDwaD4/L8nVmNlIZhEAgEcLlc6Tkc0WiUtrY2mqdO49ndQ7SNiq355q4gN8ytYbo3P6HVDZMt3QHWHBzBBM6e6Gd+tYdQXGdXb4i20RiTih2cOcHHjp4QS+u9mEAsGmVOscr2IbDJsLxaQTP9LHEu462wqITYJBtVajU2yXp/NNsmo5K/ztgkGwE9YDkWMkJ590w8HiccC7E7nllPEiQY0gcxMBgyRLIRJ86u2E5OKlnBD3e9QzRJAxw5Al+d/in2jr7JV7dlZJy/WvBnSu2lPNnxKJ/efBMSErdO+QpXNFxHSA+yfWQLH9lwKZ+e9HkmeabSGelgtn8eR4KHcCgOPjv5y/zmwC84rfxMVtVeiqoMcsvsE7hrhxjwc0pNIwv+FeO6+TBSP4ddZKq6nhykUyAAlJeKud6DI4Apgm4hqZ8sixL/hedldMDHmprn88F4VU63W2iCZ80UUj+XSyQIqRvY7YYzz4CHckqsHg9UlGMEg8Qe+kf+6xoGibffSAd/Y6Afo70No6cLuboWua4eubiAG+G/ELIsH7PxLAVN09KWvqlO32MlDHa7nebmZg4cOJDuLUjtEAoF/yllDl5vG80b9rOs3ouWE/3lY9AyuT8bjwePmlFipvXhbo21WgI/wI7oNprtzTTamtLHBhIDPDb6CEFDLBgSEis959Jsn2RJABJmghF9hK54JyYm1VoNfsVv6fj/ILArDuzKsYO0Q3HS7J1MM5OPeV6tx0et599Y5k/hSAf89u5Ms+/1l8LqlaIK99Azoqp2yTkwfyY6CcKte4j88Js4lizDeenZKBu2kzhxNrHgEPKwgv20JUivbwCHjcQlZ2PGQygrTkd+JjlHQNMwG+rzktSioiIkR3IGR3a10O7Ip/MCQYzuTquePxTEGOgj9sh9mWOGjr53F0ZxqQj8APE40bt+ifOnvyb8n/8hzLeAyO3fxPmTOwXP/93bMm//ha+h3P0o7aNjDHWIoFuxchWVJy9HDgaIPfMY4Vs/hrryQuy3fRejrQ2loQHjwH6kmjpsH/kYscceQK6tQ/3ofxBRNaqrq9MB3OVypfX8g1lzUFK+/blQVTUvcBfi+ePxOCMRPR34QfRg9oUSNBZw8+wOxHimZTj972cPDFPns7GnP8y6NsGN7+0Pc8n0Ei6ZXsLft/cTSFb6TqrzckmTl9E4rO3SiRow1T+PVcV1jNGLQ3awLriWZtsklrvPYF90D9PsM1BRGTQGWOk5h5cCL2JgcIJzMZIkscC5MM3zKyjMss/GIVmv2263Y9PsOBNOQmbmHrFL9rQLYApRM0IoESWaNUrXBMbiEf526A+Wcx9rf4CL667gvra/Jc8z+VXLz7lnyaPcvuub7BwVao5v7/wKP517J9P8s/jkxo+k+w8+NvHTPLHsJR5uv4/Pb7kFgKvrP85jF1yBacrMKaui3DU+RflhcPzBv6sX/vEYdCRlGDOnCCOPUmvHsR4JkejvQO/pQqmpQ61rRCnJn3lvmiZxXUfWNNRjBDQzHsc0DORjcVCqmj8QKBsTGoVm+JXXxI5h6mSRMBQXw9ho/ujN1HsnFxajt4fwj/4LY0+mfKfMX4TjC7chlx9/b8C/EpIkfSDezuPxMH369LTsx2azjWsJXOHSuGFuOS+2DnN0JEaZS2VlcxFV3vzz/XaFao9GV8C6ANV4NPw5w4LcOTv2FJySE3vWwx01ouyO7Cx4bkt0fzr4R40oawOvpgM/iIf1hcBzXKdeT4kqkjfTNOmIt6dlQABE4GTXKUy0NVtUBMF4jIGYmLldZHNQanP8v+fwl8KBQ1aVz6PPwSc/An97OBNcH34WPn094S1vMvYH4VYX37IJ/uOLOK65gMGvfg69KxnMLrwU7xc/Rqz9EMM/uA1zbBTboiX4r7kZOZ4gWlTEkcAYPlk0uw0NDaX16IOYuG+4Duc/7od4HP3M09AjYyhzZqHsaxHXI8uYJy9F0iTLnBGptByprBy5vgFjb4aSkIpK8oyDzFgUMxhIB/4UjNFREi8/bzkWf/pxEouXWZpAe/v6KJ48Gfnn30d/Z70478F7sH/hNtR5Cwh/9XOZBt8LL8H1m78xHItxuLsHDhygqKgo7dsfDofZu3evxbff4XAQDocZGRlh4sSJdHR0WHj+qqoqDh06lKalvF5vWsaXqiiUlJTgc6gUOxSGIpmAV2QvTCVFEvkNqFHdZHuPNfE6NBQlYZjpwA/wdvsYsypdrOsWMzoA9o2Y1Lsr0OxDPDcmZLjtiaPMc8znAu9qnh17mo6EqBxVKBVc4b+aqBlhXWAdG8MbaFAbudC7iriZQEdnXeh1yuUKZjXPZnRgFE3TsJfYOWq2sdi1hLdD64mYEZq1ybhkN07ZiYpKIukRMs+xADdO/JqNkaS1sk2WKbG7mOKbxp6xzFozwdOcZwakmzqhRJBdo1Z6pyvcyYFAi0WhcH/bPSwpXcZfD2UmON539A+ctGAxJ5efVvD7/2fh+IL/8Cj8/h/Wsb679ovd+rUXizIgkOjuYuj73ySxL/OA2RedhO+LX0PNaqCLRCL09/czODiIqqpUV1fj9Xot2awxNkp83x4Cjz0A0SiuCy/GNmseSukxgvx4cDph+jRhCpLQBV+Z3NHKXh/aeauJ/vrneb+mnnSK+FzvvmMJ/AD6lo3ou7YjL88YMBhDg2l3P6m84t9eGfiwSNnVvhckSaLOZ+fqmeVEdANNlnCPo8t32xQunV7KU/sHOTIiHqymIjsXTC7GlfM7PtnHAudC3g1vthxf7j4Dn5LZ+crIOGQn5LMJFvOekBnKqw6ASABGjBFKEH+fgBFgfeiNvPPeDq2nQq1Izwroj4S4+/AuDgaGAXAqKh+dOJupvhKUrAQhnEgQ1GOokkyR7d88lOefiTye3yXK1TlmJqZhEn7tJcuxyBtrUWvr04EfIPTUIzjPOZ/R3/wP5phYS2Ib3yZ2yulEl5yS5qqDwSB+v5+mpiYOHz6cdpxTVZWpn/o48pFDDP3w2xj9fcil5RR/9TtomoPEQDexX96O5Pbg+Np3SWzdhKSoolS/YT22q28k+sdfYbYfRT3jbKTqWpAkpKJizGERwO03fAKpogp58nSMlmRFQNNQqmowJzSnG/cA5MlTCzYcm/E4eg7Pb3Z1YEQj6cAPkHj6McwrPiICfxLDw8MUFxcTjUbpSg4aGx0VAa2qqoq9e/emq3OapjFlyhRCoVD6u9M0La3nj0aj7N+/H03TmDBhArFYDFOSGdBtrG0b45zmIjZ3BxmN6Cxr8BFKGBwdiVLrs6WrckPhBB6bQr3PxtFkpaDKrVLmVJhc6mBTZ6bRr85rs4znBqH7lxE+/dmIGdAdt3LgLTGRuKcCP0Cv3kvQCLA9so0+Q3xPbYkjVCWqqNcaeGT0IQC66OSofITLGq9kb2w3O6LbIS48PM7yno1hmuwI7+CFwLM4JCenuU8nZsYwdJU3Oofpj+7gqobptAaGsSkKJTYnu0YGOK/6FsbiQV7pfY7rmz7N0rJLcSoaS0tPY/2AsGu+dcptNLqnsrr2Mh7vENcjITHZN5WusFX5M9k7raA6STcLLGb/ZBxf8B8csgb+FHbuFd26lULGFt3wpiXwA0Q3vkV8907UU88ASBtPpDiaeDxOa2srjY2NlJWJwG7qOuFXX2T0zp+lXye27V1cF16C92OftrjffSCMo3FXTzyZxNZN6EnvbWQZ23U3Izc1Y8ZieRl/CvFX16CediaSJKEfaSVy+7cwjgq5o1Rbj/Obt6M0TSz4u/8vwKHJlua+8VDq0rhqVjmj0QQg4bMrONT837PJdhY6F1GvNbA7sgu7ZGeGYyalijXh02SNhc4TLKYfIB64ZlumhC4jWzL8bKhZj0LEjBAz830sdHTCRhif4ieu6zzX1ZoO/ABhPcFdB7Zy24wlVDkFV98RGuPRo/vZOzaIR9VYVTuJuUUVeDRrIDVMk/5oiP5oGAmJMruTcsd72yT/WzG1GRprRfm/2E/igtMwiaEunIWUav6tLEOqKsNx2pkEWjKcvGPJyflUnqqCLGMMWZu7jFAoz6d+dHSUcDhssZpNJBKEdB15zTMY/cJ8xxjoI/TSc3gvvITIj/8r3emv79+L+84/E1/3KpHvJyV5mobzR78EVSP6wN1EvvY5sNlxfP17EI8CErE3Xyf29GPYLr8WM7wSs7cbeep0wls3o02ehrL0NPT1a1Hmn4B0zoXIsozP50tfZ2lpKU5FQb/kqkx/AaBMnyVmg2RBqmsQ6oUciBG7+Tx/LBazSH5TplzZPH88HicQCOBwONI8f0rzP2nqVO7bNUx7MvHa3Bnk5nkVxAyDf+zoR09uUK+YUcrkUidbugK82CrcMc+c4GdxrQcJGAgneGr/MHOrXChA63CU2RUuHJqETZaZXuZkT38YVZY4d1IRqgQzimV2JWd2OGSodknIZi3boxm/hkm2yXnlexBqnFzf/rARZli39nENGUOMmqPsjGYSrxgx+hMDJIjTrouNQMQMszWyhRPtp/ODve+knfn+cHA7X5m+mKPhMe45nOkV+Fjz1/jU5K/wfGcPvz+4Fwm4qO42rm78CE6ljjf7hvjZ3nc5reKjLCg+mSPBFhaUnMdITKXcXscXp36XX+7/PmdWrOScmgswDJ3L66/loaOCbl5cchKNriZ0U39PafOHwfEF/9yO3hRMxJQGwIiECb/8QsHTwmtfwpkM/tFotKCsrKOjA5/Ph81mQ+/pYuyPv8k7J/TUo7guuBh5opjup3e2o297F33vbtTZc1FmzUWuqsn7vfeCXF6B49avYl55PWZgDKm4FLmqGsnhwNR1pMpqyJnABSDX1CJJEsbwEJEffDsd+AHMjqOEv/8NXD/9dXraXyKRSHv0y7JMUVGRxUgjF4lEIt3g9364/v+b4VBlHOp7Kydcsosm2wSabBOOeV6lWsU5nvN4PbiWkBmkSC7idM+ZlGQ5/HlkD/OdC9gYtrpEumUPfqUo/W9N0vIMRDI/E9c8kojyzmB33s8TpklfNEyV00NvJMQd+zYT1AXFEUjEuffIHhRJZklZ5r40TZP9o4P87uBW4smFx6mofGbyApo8/rz3+D+GilL4xLWY/QOEt29k5LbPQCKB5+obcN94GWY8SrhlJ5HvfhXHSafg+/zXCD3zGL5LrkIzdKRQAN8nb2X0rl8ief2UfOEraLKC59qbGPvTbwGQHE5sM2fnOVUWFRWNO48+MWJd9I2RIYzeLquePxhA72wndv9fM8ficfSd25A8Hoz1r4tjsSjRO36E80e/JPTlTwsaEIj+4oc4f/Ir4iWlDPz31zPX9e0f4Lj50/RGonQPDcHofurq6igvL0cKh1Cff5Lws0+gnbsK+9e+i9F+FKWuHv3APqSiYuy3foXon36LvGQZ+lU3oAPV1dXpXb7b7cZms1FUVGShE8rLywvy+YXWhkK+/fF4nHA0QfuYlefvj8TpGI2lAz/AurZR/HaFZw8Mp489f3CYj8+vYGdfiLfaBY22fzDCFTNKOaHWw9+39zOSbOxdOdHPsgYvgZjOsy3DjER1zphQxJk1LpCiROUjvBlopdpWxXmeC3g3spkZ9hnIyAzpQ5ztWclLgRcxMVnsPBFV0ljqWsaTY48DguefZp+BlPO4linluGQXDslhmfhpl+yEDWupPmJGCCZiFkteA5NgIs5rPdZq4ZbBPuYVV7BrdCD9vT3V0crXpi/hr4d20B4W38cTHa18vHkhEz0n8uuWd9OryXnVi3l82Yvc33Y3X9jySQCua7iJXy38E6FEiIOBFq7fcBlnVZ3HjRM+QZ2rgX8Fjn+kr8NundsNYleQbOiTVA2lspr4nnwuVq2pS///uTdl9vHUQ24Eg5jhwnIyY1RkokbHUcJf/SzmgNBnJtY8jVRbj+t7P0euPo4EwOsDb35TlaQo2C68lMSra6zlTkVBW3EuAGZvD0bb4bzfNTuOYvZ2Q3EJhmHQ399PR0dH+uc9PT1MmDCB4uJiC2+s6zrBYJCOjg7i8Tg+n4/KyspxpXogAkpqZ6AoSsFhHuNBTyZwivz/O9y1XbYz1TGNWq2WmBnHLtnztPyKpDDHMQ+ALeF3SZCgXm3gNM9yC43gkT1Ms89gT47SYIKtGY+c6r6XkJEwCiQIqaW3MzyWDvzZeKbzIDP8pfg0QakMxCL8sXV7OvCDqCL85dAOvjR1Eb5x3N3+j8DlJJGIMHLnz9Ml68Df/4xt7nxi+3cS+IvoYo/v2Ir3P75E2Te+j/StL0KS/nKddha23/8dpfMo8h0/hlAQ17mrUb/zQ4yxUTS3B+0vv0WbNJUZp59Nuymnef5QKERDQ0Paqa7J78PWdhjbJVcS3bQREjGQFVwXXiJMtLJ5/ooqlNo65NoGjAOZioRUVCQag7NgRqOYw4PpwJ8+3ttN+JUXLceCD/4d9Xs/pzvLere9vZ3pzc1w50/RtwjTsfhD/8D+xa+jzplP+GufTa8d6jkX4rzr7/SGw3R19wA9BXn+kpKStCRP0zR0XWdsbCyt5wch94tEIlRXV1t4/pRMLztxKi8vx+Gw47cr6SAN4LOp9KvWNdmpycQK8PyBuMHOXmtF4uBQhHDCZnnNNa0jfGx+BY/tHSSSnAb0yqFhLpuuYPN2sGFE9EL0xLuZ6ZrFBZ5VPDn2OL1J+V6VUsVV/msImxHeCKxlQ/htypVyVvsuIWpESJBgXeg1iuQiLvCuZk90F7VqHR7FQ1e8k5NcJ6f1/JNtU3BJLuyqHZVd6SrgfMd8PKYTn2pjNCHuGbusUGyzU+fy0hHO9AlVOdx58jvdNIkYejrwpzAYjRDS45ZVYm3fUWpdRfw9OaEP4O9tf2Fx2cm8O7SR+9vuBuCx9gepdFTz8eb/yPvu/xk4/uD/savhT/cLHS+Ikb5XrUo75EmqivuSK4msfcmagasqzuVnpf85XhOZy+VKZ7ay14vk9aV5wTRkGdlfJJoF176cDvwpmB1HSWzZiK16tfh3PC6m7PV2gWZDrq5BLrdaR74fyBOacf7gf4n+/pcYhw8hT5qK/ROfQW58/yX9aDRqCfwptLW14Xa7LVx7IBDgwIGMvnVgYIDR0VGmTp1akJNPJBIMDw/T3t6eDv51dXUUFxcf08s/kjDoGI3yTkeAuGGyqMZDvd+O5z189UHY+5rwvs79V8KjjDM4Kv1zDye6TmKmYzYGhlgIcgyDVEllln02RYqfXZFdmJhMt0+nwdaETRb3a5Fm5+TyWtb2Wod02GQ5Xa4PJgrbMI8lYiSyAv1wLEK4gG1vfzTMcDz6f1fwB8xQ0MJVAxhjASJrX7Yci254A09tTTrwA0hrX0Q7/2L4w68gJPhh+bkncEyaKrT/P/4vcd7uHTgH+pnwha/TeuRI2nHObrczZcoU5MOtjH7jiwwN9CGXV1D83z/GGB4Cu52xh+9HdrnwfvW/MLZsAocTZdoMEhvWY/vIzUR/fydmZzvqinOQKmuQZBlq6yE5ndP+0U8h1dQjN03EOJwcZKTZkJsmok6aQjTZuAegTZtR0LZfioTyKE+zpxsjMGbZNCTWPIN86dV09WTGhqd4/kgkkg7sAwMDSJJERUUFe/fuTZvypHj+SCSSHvZls9nyeH6Hw8HEiROTen4nh8ZMdh4Z5ezmInb1BhmK6Jxc72MsptPgs1PjCdMZSOBQJU6q9eK0KdR6NDqSjbqVbo1qj8aUUgebuzI8f63PhpqzaUgN/Ykm8gNmyjgnhcORQ9Q56tKBH6Bb7yZoBtkSfpc+Q3xPfXof3YkuatQaHhsVyq1uuulJ9HKZ/wq2R7exPbRVfEdorPCcDZhsC2/j+dizOHBymvsMYeKl2wi3R+iPt3Fz40x2BAZxKCrFNgc7RwaY7S8nkoizbaSfFZWNNLr9OBWVaoebroj47Cuqmiix2VlYXMXmIfGZJKDO5aUvat241jk9FKrbGqbOliGrQ+2u4fwK8z8Lxxf8JQkmNsCXPiF0/oosHLJyZHzaxEmU/PiXjP7uDhKHD6FNnYHvk59FbcqUcO12O5WVlfT0ZP7YsizT0NCQbvhTKqvxffoLjPz4u5bXd195PUp1DUSjJHImaaWQeOctbOetxozHSbyzXvCASamLVF6J8/s/H9eXf9yPb7Ohzl2A/MM7hCGJy2Xx6ZcqKpEbmvJ2/1JtPVKFcC0cr+Kh6zqJRCId1BOJRMEkIR6PEwqFCgb/cDic9utOveaRI0ew2+14vYWDo2GabO8J8lxWae/QcJQTaz2c3uTHXoCTB+Hhvac/zIZ2sTifWOdlRpkL7zidwiDsgEeiOqYprH2PdS6IsbgxM4ZdsqHKxye1y4YiKRaPgEJwKS6mKNNo0JoAUzQUZkGVZVZUNjIaj7J1qFeYndgc3DhhFuV2EfzrXIW/6/lFlXizKA+1wAwCEIvHeD/7PwmlcQK2BYuIvSsWKqWmDm3yVBynnE6gNZOk2hcvJc/ZRbMJr42xnMmKkTDkOOex6S0igTGL1Ww0GiUej2M+/SjGQJLn7+sl8sZrOM9bxeBnbk6fO7hzG2W/vRv95eczPL/NLnh+WSJ6X5Ln1zQcX/qGuDbTJPb6y8SeeAj7DZ8Qen5FRikpJ7H5HRxNE+GSKwk+/hDO626Gs85DlmVKSkrS8rvysjIUhxPpvNXEH743871Nm4kZsu4M5YYmTJcb6LMcT1U6shEMBgmHw+nADxmeP8Xng+ijCgaD2O329PFIJCLsuadM48ndQ3SOZfT8N86tIG6Y3LujL13uv2x6KR5NZiyu88jeAQwTVkzws1iRiOkmqizx9P4h5la50GSJ1uEocypc2BUZTZaYWupk34Dg+c+f4sfuCLK8yc2rh0Ww9GgydV4bA1SyP5Ix42lyNKEUCI0aNgKG9buLGGGG9WHLsSFjkCFjiP3RvZnviDhD+hBRM0pncuhPhDDbIltYbjuDfXv3pSsi0qEQK6dN493goIXn/0TzXM6taebJjgO81HMECbhp4mxUScYwTfaODvCTPe+wqnYSTR4f4USCKqebw8ERfJqNVTWTeKbrIAuLK5lfXIVNkbh1yje4Y//tAFxcewUN7glc23gj39751fT7nl19Qd538c/C8Uv9JEnI+nKkfZZT7Hbs80+g5Ke/wgyHkXOCJAjOrqqqiqKiIsbGxtA0DbfbbdH2SpKE4+RTUf/3LkIvPIMZCeM8+3y0yVORHU5MXUeZPBWjAMWgTBezAYzuTiI/+o7F/9vs6yH62//F8c3bkcdp/jsWZJ9fTBnLPV5UjOPr3yNy+zfzGv5SfP94O3BJkiw/S02JK4RCvRKmadLb21vgbDGgw+PxFCz/D0d0Xj6UP+p2Q0eA+VVuKj35FZpowuDVw6Ns7c5k/s8fGKY3EGflpCJsuQ4/QE8wxgM7BxhK+vr77QpXzSwrKAs0TIP+eD9bAlsYTAxSoVUwzzOPErVkXAojZsREoiDbj1uTn41jOQSW2J1c1zST86qbiZs6fs1u6eavsLu4oKaZpzsz45dLbA7OqZ6AlvU3LrU7aHD5aAtZK1tzi8op+Xca+LxPKF4f/i99g9jObZiREJJmY/in38N13io8N3yc6Ib1+C6+HDUeg3AIbvwk/O0uUYb/+OfE/155PaQa4Hx+mLvQUiEA4OTlIogW4Pmjwzk8//BQfuVvdAS9/YiV549F0XdtR3I4MDYkFR3xONE//hrnD+8g9IVbICCSjcj3v4HzZ7/B7OshkrXxcH7pG9jufZz2wWFGkol5ZWUlkydPxgwEUJ95jOiLz2C//uPYP/tlzL4+zGkzGKiuw27oOK77KPHHHkRuaEL96KeIKKqF5/d4PNjtdkpLSxkZyTyT5eXlecl+iufPGwY0Ds8/HNHTgR9Ei1ZfKE7HmJXnX98+ynmTinlke6YZ87kDw3x8QSXbeoJp974Uz7+w2s092/sZTbbxn9Ps59RGLxFG2Rh+ho2DQSb7p3DtnNkkDIjbOngz/C6T7JM40buE1kgr1VoVZbYywnqEpc5lvB1ej4LCGZ4zhcGVcxlPBZ4ABM8/1TY9z420QqnEK3uxS3aLc6BNthFMWC2HY2aUeCJueQ3TNIkU4Pm3Dfcyr6iC3Vk8/92HdvGV6Yv5S+uOdAXg7sO7+ETzHDSHwm9atqSrQhfWNPPtGUt5qfcIdx3cCsDCknn8ZfFjBBIDPN7xENe+dRFnVZ3Hz+b9mt0jO5jum8mSslP4V+H4g38iDj3dYkSmvxiOIblTxgmS6YtQVTweT0ELyRRkpwvbzDnYZuZ7HEuKgnbOKuIvPCOuJwWPF/WkUwEwe7ryZ3ID+tZNmEMD6c5/M5HADI4h2Z3CSOQ4oTROwPnjOzH7egETqbwyHfiB9MOdPZQDRLNPNhWiKAo+n6/gcJ7xJvIZRuGGzPGOA0QSOjG9UAETQgX4PhBufdmBP4Ut3UFOrPNS4bYG/0BM5+HdmcAvXkPngd39fHSe1doXYDAxyDODT6cb745ED9MRa+fCkgsp1qxeEQkzQV+il7dDbzGg91Or1rHItZgy1TpAKX1+cg56ihcdj356LzgUlRpX4fvWqWosr6xnlr+M3mgIl6pRaXdRYrdWEbyanZsmzuaJ9ha2DfciSRInllRzbs1EHP/qMb3HCbWiEvWMsxm7508E7v4jACPbt+D7wtcp+9p34Ou3wmDy3j79bLjzL9DfC7/5H+jthvMugtu+B6Yh5nr8z+0wYzZ8/fuw5ik48RSQJRzr1zKtaRL7AkFM06SqvBxnbxfqBReLyoNhCJ7//NXCYyPLt1+prUepqUOuqcuU7wHJ788b+mNGIpiBsXTgTx8PBoi/8LTlWOz5pzBOXMZIlvKgp6eHYp8P7vghxnYxLS76659j//I3iV58JS0tLWKKKFBx6lnUnLOKwXCYtp5ei57fMAxCoRB79uzB7/en9fx2u51wOEwikUjr+W02G+Xl5UQiEerq6jh06BCGYeByucbl+f1ODa9NYSxLa1fkUBkIWSkqt6YQzWnsNoFgXGdnr7UicXg4SjRhpAM/CJ7/lkU+3hx9jrgpXrslsp96fx26GWPjqKjU9sV7me2azYqiFbwy9DLbQ8IUp97WwFX+awgaIdYEniNshilL8/xREmaMtaFXKZaLudC7mr3RPXhkLzVaDUdih1nsXMI74beJmlEWOhZhx06NVsv+6F6iiE3TIscSnDgtg9JkWcZps1Pr9KYDOohEPpazfhqmSdRIWM4DGI3HGIxFLHTQa71HmeorYV1fRra4ebCXZWULeabrIV7uEc3xT3Y8TL2rgf+Y8kX+1ThOqd8APPkwPPGQSAIqquDzX4MZczJOeiBK4l0d0NoiJu81NQtu7V9ggiI3TcT1i98Re/xhjP27UebMRzvvokxJv4CEJnVcSl6zfvQI8acfJbFpA3J9I/arrkduniIGgRzPNRWXQHFJwZ8pikJNTQ0ej4e+vj4kSaKyshKPx2Pp1lUUherqakZHRy2ynuLi4oL2vJIkUVZWZpFEpVBWVjbujtmpytgViWhOAiAhBu8UQi6Hl4KJqArkYjSq0x/KT8CGIzojOda+hmmwJ7gnr+M+YSY4HD2SF/wHEv08NPJA+vz9sX0cjh/iCv/VlKpWf4VoNMrhw4cJBMTuRdM0Jk6cmJd86maCYX2Yw7FDRMwoTVoTJWopTnn8RstcOBWNerdG/XsM3qlwuLh+wkxG4pORED0F2r/br/8DwozHiLz+iuVY9O11uF32TOAHeHWNCPa//HHm+LOPw+RpYLPDH5NW2q0tMDIMt94GP/sebNuMBLgqq5j93Z+TkMD+o+8gHTqAPGESpd/7KYmRESS7nbEH70Wx2yn+1u1E392IZHdgnzod4+112G74BNG//xnz0AFsH/0UUnEpUlUNVNeK9Ykkz19WgdQ0ETOVKNhsyBVVyJOnoW/NeE0ok6dZejbS30cijrlvj/VYX09e+b63t5fiqVNpO5yh5oaHhyktLSUYDNKdTBJGRkbQNC2P57fZbEyZMoWxsbG0nl9RFJqbm9OvtW/fPmw2W5rnj6hODo4YhI6Mcv7kYjZ1jjES1Tmx1ks0oTOx2MGuvjAjUR2HKrO41oNLVSzGPw0+G9UejcmlTkvSX+O15S3pdkXGlBLpwJ+CgUl3LIfnjx6m3lZPTyJT+Tkaa2OOMZvN4XfSnfr9eh99iR4q1CoeHxVmQD1006f3crHvMjaF3uGZMTEF0ik5uch3CQYm60NvMGaMokk2TnGfioGBO+Shr7WPMcZoaGggFAphKDL9msT64R7ml1QS1RPsGO1njr+cJo8fTZKpdLjoiYi/5yV1kym1OVlUXMXGLJ6/yunO6wOpd3nzR1cDMjpbhzZZju0dHWd0/T8Zxxf816+FRzJcFr3d8O3/hDv+mBlKE43C6y/BrzLafBxO+P7/wNQZlpcjkYChQZEUlJQe29p3HEiShDJhEo7PfAkzEkFyOpGyTILkqhqkklLMQetOWzv/IqSyCvSOoxYLT72zndDGt3H9/Dco02byr4DNZqOsrEzYleaU+7PhdDqZNm1a2sPb4/HgdDoLWu2CKBuWl5fT15fhESsqKsatFIDI/lc2F/HkfmuF4eQGL8XjjNt12xRsSQ4wG3ZFKtj4d6yUL/dnuqnn6XZTGIwP5pybYHN4U16iEDNjHIkdsgR/Xddpb29PB34Q5dADBw4wffp0S1m1O9HNy0mJEcCB2H6m2WYw37kg3fgHEIjH6E1q9P2ajUqH+7jMfOyKSsX/pTv9QpA0G/Zly0lk7artJ5wIub4bdrvQ9OeMiSUWhe6ccceb3oazz4dtWcZOPd2oR1pR33gFDomeAunQAWybN2AuO53BL34KgAQQ37+H0l//Bf2Fp4n94Fvi91UV5/d/DjY7kTt+gnmkFTQbji9/U/QfGCaxl18g9uj92K78CMbYGCTiyMUlJDa+hTJzDkZ7G/qGN1EvuQpl5hycHW2Ueb30Jz9TRXk5DkkiccmVxO/7W/rSlakz8qpK48l5C/H8oVAoj+fPHe4DGUWQzWZLP/exWIyjR48yccpUHtsxQE9QJN7vdgf52LwKEqbJPdv7iBtCoXLN7HIUSSTpD+3qx0Ri9dRiorqJQ5HpC8V5ct8Q08qclDgUdveHWVrnJWGIny+p9fB2RwCPJnPxLAeaIjHXNY9tycY7p+SkTC3DMA0ORjK9IU32JhS5wBhiSc3j+cNmhJEcnn9AH2BYH2ZrdEvWeWF6E73oJBhL2vfGzRg7I9s51XY6+1ozPP/hw4eZNm0amwMD3H840ytwS/Nczq9tZm3vUe7c/67g+SfMRpVlZEni1Z42Xu5t4/SKBqb4ihmORSl3uDg4NkKVw8WyslrWD3TS5PKxvKIBHZOTSmt4a0D83U4tr8apJLi0/mp+vCdDK62oPCfvu/hX4IOvNIMD8Oh9+ccTcTiwLxP8e7rgN7+wnhMJwy9/Aj/4X/AXZc57/EF48RlQNVh9OZx1PuTMu8c0RUlOs4kqwjiQNK3gTl2urMJ5+/8QufNnYqqWpqGduxrbpVchaRr6zm15Fp4YOtH778b5te9+KArgvfBeg3lADNUZbxBPLjRNo7a2lrKyMhKJBKqqYrfbj9npL0kSM8qdlDhV3u0KkjBM5le7qfbY8vz5UyhyKFw4pZhH9liD8YVTSihy5L+Xz65Q5dboDlp3A6VOFX9OgqHJGk32Jvri1kYogEa7ddpjwkwwNE6i0K9beeB4PM7w8HDeebquE41G08E/pId4O7Q+L6HYG9vNJPtkSmWRUIzGojzWvt+i+a91evhE81zKckx6BpPd+6okU2J34HkfPgf/t8N17iokTSP69puC54/FQJLFTv+5J4Tf/i23gqLCxz8jyv4gEoQp06E3h+dftlzQiLm+/W6PqApkY2wUvdvqCmcMD6F3tBN7MGvWeiKBcbAFVE0EfoB4jOiff4vzv39K6PMfT08SjP78dpz/8zvMzg4iP/te+iUc3/4R9hs+QfSPvyaSbOKrvOZGSi+8FCMcRn7iIcKvvIDtgkuEnr+3m8hJp9ArKaiJBA0NDXR0dOD3+ykqKiIWi9HY2JhuzC0pKUHTtLyqXUVFRV7yIMsyiqLk6fllWc7j+WOxGOFoIh34QfD83aE4bcMxUs67BrD2yAhnTPDz2L7U82zyyJ5BbllYweauIBuT7n37ByNcNqOUVVOc3L29L233e2qDj08uqGBEPsobgZdJhOJMc05jhX8FOjoBPcja0deotdVxmm85e8N7meycDJiM6iMs857C+rE3UVBY6jsZA4NFzhN5MShK4goKE7R8RVWVUo1H9uCQHBae3yk786YDRs2YRUYOguePJhK8ksPz7xjpY6avLB2sTeCew7v46vTF/L51O73JCsCj7fu5ZdJcfJqD3x7IJCBX1E/h2zOXsnmwh98kj6+sauIzk+cT1Lu4/8hvubPlTW5o+jjfnfVjOkJHmeqbwYmlS/M+478CHzz4m8a43vcWvr2vJ08OBEDbIRgeEsF/dAT+90ewc2vy96Nw719E1+/HPit2DCAShDdeE+XD4hK4/FpRMnR+MAc0pakZ53/9RHD8qopcXoGUpAOyOcFsGG2HMaMRYfATCWN0d2L29oLbg1xTa+Hx/2+Coih5RinvBbuq0FikFBzmUQiyJLp6P7GgksPDESRJotFvp8yV34AESWvfGaU8umcg7e1f4da4dHpJwUpBo6OJ/eH9jOiZpqcytZwqW5XlPJtkp9nWTH84P1GYYDs+R8WYGcvbdaQgDEJE8G8Pj+WZ/XSEA2we6uHsqqY059oaGOYPB7czltQQN7n83DBxFhU5CcJANExXOEggEaXK6aHC7sKlfvjGxX8V1IpKvNfciPfU0+HrnxcVPIDLroE7/iSe5V/9TPD9Jy6D7/4UBvpEUvCb/4ElJ8OtX4O3XofmydDYDIdb4ZbPw19+I/j7K64TluEXXCrMtQxDJAdnnovq9oiqQjLoKQ1NKLU1SDV1mNlqG18RjA5bLz4SxgwGMiOEkzBDIWLPPWE5Fn/iIbSLLkPPUhXF7/sbriXLiPzujvSY3th9f8X+n98itvJCDra0pM8tLy9n+vTp9Pb2pkv1Xq+XKVOmpD0/snn+aDSKzWZLV/tyffsjkQi1tbVpPb/b40V2+VAw83h+u13DY5MJxDLVgyKHSo9qTcJdmpzn228ifPtz9fwdo1EiCd1y/htHR5leofJ24E0Spvh77A3vpdZeR8yIsTEgzLX64n3Mds9hedFy1gyuSQfoSq2KVSWrCRpBXh9ZS9SMUm+rZ5X3IsJmGFXS2BB8i3K1nHM853Mwth+v7KNaraEtfpizPCt5NfAyQTPIae7TcUhOqtUa9kb3oCe9v+c45qGZmoXnVxQFu81GnctDb5YsrxDPr2MS1vV04E9hNB6lJ8eL5oXuIzS4/TzVeSDr2GGm+0p5rvMBXu0VnhG/O3gHn5vyn9wy+XP8O/HBg39RCZx9ATxcYPJddjl/vMBjt6e9/+npzgT+bKx5FlZdDvWNYvH40XdEVQHgSCts3QTfuB2WLPvAly97vUJPnANlznzijz+Yd1xdeCKS24MRDBB/9nFif7kr7VsgT56G4+v/jXIcLoL/r0BTZKq9NqoLdOsXQplL47rZ5YzGhNTP71BwaYUrEj7Vx9nFKxlIDDAUH6RUK6NUK80z75EkiWn26eyJ7rZM6KpRa6hSreMwNU2z2K+mkDJCSkGV1bydRArZvgA7hvMTDoCNA12cXFaLR7PRHw3zm5YtRLKS4cOhER5t38dNE2ZjT5b6u8NBfrl/MyPxTHJ9VlUTZ1c1/V+dAACwf28m8AM8fC8sOQV+8YPMjn3DG7D0VNDs8NP/Fsda9sLys+BzX4GffBdSJfPmyfCjX0EwAL/7Bdz7V2ieAt/+kdg02Gzw4N+wFZdR8s3vEdm4AcnrEzz/W29gv+mTRP/+J8xDB1HPuRCpvAKpvEI0HieNwWw3fVIM+alvwDya3PU5nMiVlShTp2Ps2p7+OPLkqWn30myYsRhGy17rsf6+vPJ9f38/xcXFFiXO2NgYlZWVjI2NpatRIyMj2O12ysrKCvL84XA4T88fMSXe6Ynz4Lv9FDkUzp80FU8igCkr9MRVdh4Z44LJxWzuCjIS0VlS5yEU02kuttM2HKErmKDMqbCkzotDlalyq3QnKwX1Phv/H3vnHR9HeX3975Sd7VW9W7Yk926wjem9twAhIYUkhPTeCyG9J29IL5AQSA8QOoRuinHBNjYYd0lW71pt39kp7x+z2tVoZQJJfgkQn3z0CXp2dne03pl7n3vuObfMLdNa5rIN7qn2KiVcnUsWEQS9EPgLnwcGfaq9QnMo00m9Um/bmQ/mBkgbaXYkniWbn9rZrXZTpVQTVILcntfz9+o9VGi9XBR4HU+nnuKehMXzK4KTCwMXA7Ah9QTPGttwCx5O9J6CamYRETmY3c9udrF43lKkUQldEhmWTZ6ODrC6rJaxbIbOVIxloUoaPAEkUaTVF2R/wvrOnFXdTJniYkmwgp0T1rUvANUuX8EcbRJNnsCMPL8g6Dwbtc8r2fsf4vmn4uUHf0mCM8+HvS/Ac/kSh+yA934Upjj3UV0Lza3Qsd/+/Isuh/K8sc607KkAQ7f4QIDenmLgn4rrf2wlG/mdt5GIY44MW8Y/5ZUIL3PXK7XORVy4xHbBC8EQjvMvRpBl9INdqL/+uf009+8hd8/tiFdejfAq4mr/2/AoUskQn8PBL/vxy35muWa96HEhOczFwUsZ0gYZ1UaokqsplyvwTzP9kSSJhoYGOjo6CjfoyYa/qXy/T/Sxyn0UT6aesD2/Tq7HLxab98qcMzf/BRxOHPmy7KiatgX+STwfHSGay1IlyeR0nfv7222BH+DBgU6WhSpfWTa/M2H69eZyW6X+aV31pNMwPM0WecvTVgKws1gy5eB+a6d+7x0wuYM/uA+2boLjToZPFl3PnLt2olx3Pdk7bkH92uetRYcD91e/D04nmRt/gfbpD4LLZfn2q1kwQX3oPtRb/4jy+rdgxGII0XHElja0p59EWrwCo68XffMG5EveiDRvIUIgiLh4OUb+vue4+HL0WbMtpdFd+RHhgoDUMrekH8ftds9YDZuJ508kEni93hKeP5PJ2Pw7VFUlnU4ziK9gtDOe0bnvYIw3LS7nd8+NMJqvamwbSHLViipU3eTmnUNohhW0Ll1Qhk8RaB9X+d3OYSRR4LTZIZwi5Exrn3P73nFWVHtxSQKdEyrLqjzIeeOeo2u9bO5LEnCKXLjQhezIsdi9mOfSViXEJ/ook8rJKlk6MsXq6ixXs2065iQcosNmxQuWJG86zz+sDzGmj1oDe6YcF9XHyZjpQtUubaZ4PrOT1Z413BW/o0DjrU8/wnnVF/DsSJy/dhbjywdbV+CWHTw2eIgf7bd4/ksb53FaTTOqbrAzOsS392zmwrpWWvwhJnIqjR4/3ckJwk43x5bXsXG0n2ZvkGMr68kaOmfWNHN/fwcAJ1TU4JZyvGXWO/jyrqJN9MlVZ5R8Fv/X+OciVlU1fPpLVrNOOgVlFVBdYyUBkwiXwWe+BLf/GR55wJqkd8mb4LgTrTIdWM9zuux0AUBFVbFLftzeoFfAYH/heXpXJ5kffKswaU9afQyud30IsabuJf9JYnkl7k9/EX3/XvSd2xGbmpEWL0OqawCwJQVToT18P8qFlyHkpY6TrlrZbLYwRvdwk/E0TXvRRr9JTErSJEl6Sf0BYDnu5QzT6uI/jEHPaw1BKUhQCtLqbHvR41wuFy0tLYXP9XDjihscjZzmO4NdmefImiptzjbqHPU27f+CQDl3CwfJmfby4Jk1zYUd/YsivzNIaCo7D1NF6E7FXrHBPxaLMTY2hr+qjvCZ5yP+/S6rJ+ddHwZRgKveBz//gXWw1wfzFub7eab0DR1/CoTCVqPv1DKr11fYpReQiMM0PT/RMczBfnJTm5BzOYvnF8Cc7NTPZMj+/Ae4Pvc10h99d+H+kf3e1/B8/xcYvV1kJpsEAde138L51neR+dWPyPzldwA4P/RJhMuuwJAdDLi9jO8/QOMZ5+KdNQdGBjHnLWSkug5FEKiurmZ4eBi32011dTWGYdgMzQKBALIsU1ZWZjMyOhzP73A4ZpzpkVLt373xjEZM1RlNF3fgugmDiRwHxtNMVupNrBG7J84K8NghqxKm6yb3HRjn6hVVbO5NsC3f1X9gLMPlC8tYVePjpueGSKjWF/fEpgDvXllJVOjiicRDaEmNee55nBI8FQOdhJ7gsdhjtLhaONq/ms5MB7VKHWE5TFpPsdy7nGeTzyIgsNK3CtEUOdq3mocnrKmQEhJ1Sj0G9r+xTq7HI3pQBCeqWUyYXYKrZOiPaqpkjIytf8fAIKWpJTz/9ugQbf4Im/JUngn8rWcfn5x3ND879CxjqvWdubHzed7Xsoxql6/A5wNc3jCPzy2YxZaxPn6631o/KlLNh9tWMZHr4Y+HfsqP9j/NmTXn8d1lP2FfbDfzggtZHfnP8PxT8c9vV/+Bdh+wpDTv/ABc+iarCWi6F0BVNXzks/DtLxYvekWBj34OIvljq+xl2wLa5oPXhzE+SvrLn8HsLTpc6Zs2kNF0XJ/58ssy7xHLKxHLK3GsncFYwXcY21iPt5jMULTinczaJUmipaXFJiNTVZVYLFYi8Zu+W9A0jYmJiYKnv8/no6Gh4UW5fFU36IxmebA9ylhaY1bQyamzQ1T7HC/q7Z/VdIaSGntG0ogCzC13U+l1zGjUU/pcA1U3cMsi8ks4/pUAh8NxWLXEJBTRSa1YR6VchWEatg7/SVS7vXx47ipu6d5LR3KCCqebixvaaJwi7StX3LglucTCd1m4qqAKkESJgENhOGvf9QD4DydT/S8jFovx6KOPFkyoFh57KvPOuQhxeBB+9B0rcV9zLHzxOxZ953TCj79j6fk/8xV4+D7rcU23dvqfuBZ++E3rXvHej1g9QJe/Bb70KYvTl2XLMyAYsvH8zJoDZRUI1bW2+wDBEOZ018BMxur5mbrhME2M4UHUu26zHZq7+zYcZ52Psa04CCr7o+/i/vGvac/kSCWswNgRjTFr9TpkWbZsuPNmPdXV1cyfP5+xsbGCPXckEino+ePxOLt376a8vLwwYldRFFKpFLlcruDbP8nzZ7NZGhsbOXjwIKZp4vMHENwBqp0CkkDBpOfYBj8hp4THIZLKFYNm2CXhmbYR8CpSCc9vmJaef9ewvSLRE1OZyOqFwA/W0J95lRIbY08VePU96T3UOxvIGFm2JCwXyOHcEMu9yzk5dAoPjj/As0krMDYqTZwfOZ+smeXpiafZYmymXC7njNCZJI0ksiCzLbEVn+TjAt9F7FKfp06uxyHI9OX6ONl7Co8lHyFrZlnmWo4iOKiV69ib3VPk+d1LcYseHIJCLj+t0yk48Ulu6j1+RtXiNVfhdJObbl1tmmR0vRD4JzGRy5UYc/19sJMKt4d78zt9gC1jAxxXXsvdfb/nsWErqbmt5080eZv/4zz/VPzf16plB5RXzvyYJMPRa+GHN0BnhyW7aWqG2obiMTV11gX/6APFNYdiJRX+AObu5+0XfB761k2Yw4PgnY2paxj9fZj9vSCKCDV1iDV1L3nQDVjWnFMHhUxCecNbEfPKhWw2S3t7u61cp+s67e3tzJs3D0VRCna9k1agAO3t7dTV1VFVVWU7p3g8TmdnZ+H3RCLB3r17mTdv3mGH+vTEVP74fPGG1x7NcuOOIa5aXkWFd+ZgpxsmO4fS3Lu/2DH/ZHeci+ZFWFzpOeznpOkGfYkcj3VOMJLSmB12ckyDn0rv4YNVUk8yro0T1+KE5BAhOYRbOrxuXjVUEnqCnKniFj34Jf/L+nf7d0AW5MPqFEVBYJYvyHtbl5PScyiiVBjYM4lyl4f3t67ghvadhRvIPH+EC+tacOarPgGHwrl1Lfym3T733Sc7qHO/+LyC/xZGR0dt7pO79u2jee0a3N/7qsXVA2x8Eo49yaILJ3n+A3shlYL3fRy++lmL9weoa4Rv/QSiY5bOPzZhJf/XfNPqG3A4LO7f64VPfxl2bEWvbyQriBhPPY7jqveRu+lXmIc6cb7rgwiBgGX8M0XPr7zt3Ui1DQhVNZbxF4DbbVX65i3EmOLHL7XOpYS0NU0MXS8p1edyuRInzsHBQQKBgE2SNzY2RiQSIZFIFPj/kZERJEkiEomwZ8+eQrOey+WitbWVZDJp0/NbPL/IpoEs27ePUOmVuXRhGRMZHb8i0RdXebLb4vl3DiZJ5XRW1weIZnRaIi66JrIMJDUqPRJH1/lwSiIhl0Q0r+dvCipUeRXaylw8N6XRr9LnKBno6pJFEIxCoJ2Eaqr0Zu225O2ZdqqVGka1YjW3Sz3EYhbzTHwrE4ZV5RnRRhjTxgjJIR6MWvf9wdwgE9oEp4VP57HkI+xTrVK9V/BxYeB16Gg8kXiC7ZlteAQfZ/rPRDM1BET2Z/ZioHOs57iCl0CQGp4ZGeOY8lom1AyHUjHOrplNpcuLS5KZ7QnSnrLO57KGeUQUp43nFwWBareHrGFP6Gd5Aogz3CxMtBKef398T8lx/0n894lqhwJNs62fmRAIwtveY3GCG5+0KIGj1kDDLABMvZRLLUDXMU0Tfcc20l/6dDFwezx4vvp9pPmLXvJpivWNeL5xHZkffhvjUAd4fTiveBvyqjWFY3K53Iye/ZP+24qioKqqLfBPoq+vj1AoVJDzTdfxTsIwDJLJ5IzBP6sZPH6o1KJX1U06o5nDBv9oRuPvB0qlcvfuH6ch4CTsnvlr0p/IceOzQ4Xb447BFHtHM7xjeSXlntL3imkxHhp/0ObH3eBsZF3gGDxSaYUmoSXYFN/EoWwnYI3aPS54PPXOeisgT0FaTxPVogznhvBKPsod5QTlw1emxtQxulKdDGWHaPQ0UeuqI+CY2YgnlssSy6kookhEcSGLpTSNR3a8aFPeLF+Qj807iolcFkmwXmf68fMDEd7avIi7eg8QVbMsDJVxfm1LYVDQKw3TKyeyLCPpmiXpnYpMGrrt5VU2P2XJ+qY2y/V2WTz/3bcVy/2D/fDsFksp8OkPFI/tbMf83s9J/P43pCZ37IqTyDevQxJFMt//KmZfr6Xn/+S1VvkfyN13J+qfb8Z59Qes69jlRvD50J5+Amn+QgxNQ7//ThyXvxlxdpvF80/pBVIueSNSOEKl02Nr3vN4PORy01zyvN7D8vzJab0QyWQSj8djk6BlMhmy2azNt39y0l+/6WPbgJWADCY1Hm6f4A2Lyvndc8OMpa174rb+JG9fXklSNfjTrhEM08phL1tYhtchcnA8y807h5FFgQvmRshq1oxK04Q79o6xvNqLRxbpiausqfOT0038ikRrxMn+sSyKJHB2axBFzjHH1VLQ7vtFP1WOKgxTpytb7FFodjUjTAuMAgKyIJE2pvP8KnHdXr4f0UYY08cKgR8gaSYY0631Ad26X6bMBFvSmznecyL3Ju4qlPuHk8OcF7iAHSMxbuzek39/+EDbCtyig7927+Ge/nZEBC5rnMtZzmY0w+ShwU7u62/n1OpZLA5VkNCyhBQ3e2JjhBQn59bO5v7+DtaW17IgUI5umpxZ3cz9A9bu/5SqWtySwaUNb+T7e79ROPcTKk4p+W78J/HfD/4vBeEIhI+GFUeXPCRWVCEEQyUafbGpGaG8HHOwn/Q3rrXv2FMp0t/8Ip7v/xzxRWyJp0IQRaQFi3F/84eYMctVTKiosiaCTR7zIjvSycf0wyQrpmnaHjNN80XHHc+4bpjEsjNb8U5m9TMhoRrM5Oyb1U2SOX3G4J/TDZ7omihpZs1oBp3RTEnwN02Tjkx7ySCO7mwXI7k2GqcFf9M02Z/ZVwj8ADkzx6PRR7ig7EIiUxz+MnqGZ+LPsH/KgBCn4OTsyNklToAAo9kR/tj7e9K6dcPZEXuWamcNF9RcZEsATNOkIznBTR27GM6mkASB4ysaOK16FsFpk/ZM02QsP53PLclEFFfJ9yGkuF7U/McrKxxdVsNcfwTdNPDKjpfWN/BfwmS5uqOjA1mWWbVsKYooWk29k2qgYAjaFlja/TumqGmOP8V6TBDsUz+93lI9fyJhyQOnYnQYfaCP1D23F9fULFr7fgQtZwV+sPT8v/0l7s9/jdQH3164D2S++jk8112PfnAf2e9/vfASrk99Eee5F5L52Q/I/f5GIM/zX/4WUFVyTz2G+u63UHHR6/EfdwqZPH0Ui8VQFIWGhoZCIh8MBtF1nfr6enp6LFvXiooKZFmmoqLCZjRVUVFRwvNP9vjM5NufVu3X81hay/8U13UTRlIWlTfZiG4Cm3sTHNvoZ32e51d1k1t3j3L1iiqe6o4Vdvv7xzK8cVEZS6q8/HbncMHM65zWECfOCpI2o2xK38HG0QxH+Y6iIXgiAiIxPcYj0UdocDZwfOAE9qR3U6fUEZLDJPQE6/zH8nR8Aw7BwdrAMeimwWr/ah6ZsKZCSkjUOetKii61Sm2e51dQzeL93Cm4UKc5CWaNLEkzYeP5dXQm9DgPDBYTEhPYGR2m0ROgPZkfD4/J33r287F5R/HT/duJ5ptwb+ney/tal+OTHfziYHHa3kX1rVyzYC339LcX1ldHavho20rGc938pv17fG/PM7xj9nv5wsKvM5Duo97TSH+6hz8dupl15cfT4LV7l/wn8K95+8fjFo833dHrPwixqhrXNV8n/cVPFXy5hfIKXJ+6FjEYRuvuKvHrBms2tzk2UuhDMAb6MQb6QNcQqmoQa2pn7OAXQ2GrOWkGOJ1OPB5PSUnQ7/cXLuzDNexNb+aTZZlwOGxz6ZvE4WYguB0iCyvdPNlV+vfOiRw+6LgdMyctogCuw3D4Od1kND1zQjGcLE1OVFOlI9Mxw9HQle2i0WX/8qeMFLtTu0uONTEZyQ3bgn9Uj9oCP0DWzLI98SzHBY/DMWUSoG7qbJ/YVgj8kxjI9jOQ6bcF/6FMih/t21rQ+uqmyaNDXfgdSkHDD5DRNXaMD3FL915SuoZHkrmkYS5Lw5U2b/7RbJqRbArNNClX3JQ73UgzNHBNTyxeqXC5XCxfvpzW1lbkgT683/8yTEzAWefDZ79idfrLsuXbv3ipVap/6D5Yd4LF13cchE9eC9d9y1L4XPF2S9d/4eutPiDTtFQDp51tVQinGv/MaUMoq0SsqMQYLKoHxGAIc3BaxUzNYCZj9g2AaVry3bv/Zjs0t/4hHL6LCv78YPH8nh/9hvS3v4h5yPoO526+Hm9DI8KSlbZx25WVlcybN4/BwcEZ9fxDQ0MFPf+k9e5Unr+pqYmBgQEbz19XV8ehQ4dsPH+9ExvPf1xjgDK3jFsWSWtTeX4Zj2M6z1+q5zdMa/bGC8P266I/kcMp2+d+/P3gBFetDPFk7L5CuX9LYgunhU4nrsfYmrDsake1EYvnD57CA9G/sz3P89cqtZxfdgEJPc76ifXkzBzlcjmnh84gZaSQBZln4s8QkPycGjqN9vRBqpRqBEFgWB3iZO+pPJZ8BNVUWeZajlNw0qK0sifzAirWv/FRnqMJiEEcOMhhJQZOwUVQDFLn9jE+hb8vV9wY0zIN3TRRdb0Q+CcRz6kcTERta48P9TDbG7L5fWwa62dNeQ1/7b6BjWPWAKmfHPg+n5h3DcdUHM9Vm69AyycsG8pP4FtLr8Mt/2crfP9c8O/rtiQ4WzdaZfjL3gItbdaFOhVq1urMNU3Ltnf64/8mSAsW4/3RrzGGBiypX1WNxfVhTRY8LPKNVPqBfaQ//9Fi9UBRcH/hG0jLVhV8/18KZFmmubmZ3t7egm43HA5TV1dXCOyKolBXV1cyprexsdGW+YuiSGVlJbFYzDa9r6qq6rBOf6IgsLzay+7htK3Td3Glh8rDlPzBMvxYVevlmT57KfKYev+MTn0ATlmkrczFxp5SI5zZ4dLPXELCJ/oYo5TyCPyD8brTIUwb+TmWm1kR0qP2kDWzOCj+7VkjS2eqc8bju9KHaPPPLfzen0mUmHwAPDxwiKPLagjnd/HdqTg3TRn/mdI1burcxUecblr8VqLYk4rz433bCiY/siBw1ZylLAiWIb0Cx/a+VEiSRFBT4ftftZQ/APfdaUl/Ab73Vev/Ow9CVoUPfgK++CnLxx+gvgm+81NrxO+PvgO/+Tm0zrf0/GoW4jH4yXehsspqEty+xeoLEkSkLU8Reu9HmPjZD9CHh/Cc/zqkcMRK0H3+QtLvfOvVCJFyy/inLz9YxeuzfPvnL8Q4WEwcpdktRZnxFJhq1m4aBJijoyXl+0k9/8hIse9mUs8/MTFR8JeYmJjA5XKV8Pxut5vW1lYSiUQheSjq+UU2DmTZvm2YMrfEZQvKGc9oBJwiXTGVDT1xzm8Ls6U/QSpnsKbOTyyrMbfMRfdElqGURpVHZmWND6ckUOGWGc7fJ1rDLqp9Cq0RN3tGiwlAmVsmNy3Hd8siCHoJzw9mCc/fme2kSqlmTCte931qH5qp8Uz8mYL3/4g2QkyfwCf5eShqmd8M5Xn+U0Kn8nR8A4fyFIJb8HBx+BJyQo4nEuvZltmKU3Bxpv9scqaKJMgcyOxnv7CPdd7jGdIGEBAImDVsGxnnmPI6dNNgT2yMc2rnUO6yGnLLnW5G8g23Z9fOJuJwsTBQxq78JD9JEKh0eUlq9irDLG+wxAkULNvx5yd22NYOJdvxSt5C4Ad4amQ9feke5vhfXKX078bLD/6D/fClTxcleKMj8OVPwTXfgMXLi8cNDcKfb4KnHrWC/8rV8OZ3Ws03/2YIgoBQXYNYXaoMECqrEectxNizy7YuHXMCYmU1xsQ4me991U4bqCrpr30ez49/gzTVu+AlwOVyMWvWrAL/53A4bFI+SZIoLy/H6/UyPj6OKIqFIT3Ty3sul4u2tjYymQyaphVkgy8m94u4Hbx5SQXDqRyxrE65x0GZW8b7Irp6RRI5vjFAnV9hU28CURBYU+ejOew6bPe+JAqsrPGxayhtmxDWHHLOaPgjizKLfUvoGrNzvxISDc7Sz9gjeljgWci2hL1JRkCg3GGnaqab/kzCJ3mRp33FHYKDCqWC8VxpElLptDem5g4zBVE19MLN2jBNnhgqbTgFeHy4mzm+ECktx+86dhUCP4BmmtxwcCefXbiGStd/r3L2b0FOLZXrarqly5+KLRvg5NOLgR+g55DlBnrXLYWmPPbvtpz8lq2Cb3zBWjvUYf1868eWC+iD9wLgdLsp++r/wzAMstf/hOxdt4LHY+n5M9ZkNfXuv2H+8bcoV7wNYyKKIMoIHjfak48ir1qLOTyE/sxGpGNPQly4BMHptPP87/0IQqQM+dzXod11i3U+oojY2lYi4/V4Zm6QFUWxJFFIp9MFuen0ta6u4nUyqfHvMzxsz/P8o2mdRzqjvH5hOb/dMcxEtsjzX72iirRmcNOOYQyKPL9HFjkwninw/KfPDiGL4BAF+hM57tg7xoIKN1VeBwfG06yt96PqJi5Z5KgaL1v6k4ScEue0hTF1gfnuhexOW/dVr+glIAWpdzXQrRavh2ZXc0kDnICAhFgw8plEztSI6fbu+WFtmLgRLwR+sLT7cT1Br97NgG7ttrNmhp2ZHRznOZ67E3cWgvFocoTz/BfyzEiU3/QUef73tCznvNoW/ty9h7v7DiIAV81egigI6KbJ9vFBvjPcw2lVTSwLVTKspmnw+DkQH6fSZen5N4310+oLs6bcijurItU8k9/9n1HdRLnTx5XN7+abu68tnPva8uNK+h6qnTWElP+8U+zLD/7tB2bW3v/hRvh8C3j91g7gxp9ZQzom8cxGa3Tn575a9PU3TejrsVz7sllonmMlB//GGeZiMIT7E9eQvfkGtMcfAUlEPu1snJe9GcHjwWjvm9naN5221AIvM/iDFeBfTLsvyzJ+vx//DE6D03E4DfqLIegq9cr/R/A7ZZZV+5hX7kGAl+QNUO5xcOWySnrjWUZSOeoDTqq9jpLRvJMok8s4M3wmm+ObmdAmqFKqWOVbRUgupVEEQaDV3UpMm+BAvpHIKTg5Lng8AdnemBeRI3hEDynDTres8h2FS7J/lxyig9WRNRxI7rdph72SlwZ3o+3YWrcPgVKTrtXlNYWOfhOTjD5zD0ZG0zCBCU2lO11KxeRMg7Fs5tUf/CurLeOve2+3fg+EoLHZKuXfPUU+d+JpliV3Cc/vs3j9qUglYcjuCsfQIPT3WdTBJNJppP170JJJzEkvjlQK9fqf4Pr0l0h94O2FEb/Z734Vz3W/Qj+w187zf/nbKFe+i+yfbybzOati4fzIZxDe8FbQddQ/3oR64y9RLrwM56euxYhOkDlqDQMmuKGg5/d4PFRVVaHrOpWVlYWGwFAoVOD5p5r0lJWVldwnJuk/URRtqiFBEEhO0/OPpnUSql4I/GDRANGsxta+ZOHbbQJb+5Mc1+DniTwlqOb1/O9cUcXjXbFCuX//WIbLF5bTWubipik8/ymzArxnZSVdMZU/7xpFM0xW17VxSk0jWSGOiMhjE48x1z2Xo/2r6cp00epuxcAgoSc5xr+Op+MbUASFtYFjMDBZ5l3O0/ENgKWoqVaqyRn2XXW9YvlqyILDtlt2Ck6ypl1dkTUzZMzMDDx/jAcHOgtrJnAwMU6Fy8OhZKywdlPnLj4+72h+tG8rsXyi/pfuvby/dQU+h2Lj+a9oms+p1U08NdzHT/J6/nNrm3l/63IMEx4ZPMSjQxtZU7aM65b/nj3xLdS5G+hMthNxlPGRuZ/h5o7rqXHX86G5n6DM+dJ6z/6dePnBf2jgMOv9kMlawX9kyB74J9F5wMryJ4P/vt3wlc/Yy2zv+ajVBTxF22wk4hiJBIKiIEXs41lfCsTaelwf/jTGm99hVQnKKwqe/jgcpeYik5hyDmYqhdHXg9FzCMHnR2xoQjycB8GrGK6XaQgUcctEDqMGmA5ZlKl11nGm4yw0U0MRlBm185PwSl7WBo5hsXcJOTOHR/Tgk0v7HfxygDMjZ/F88nm6sofwiF5W+ldS5aia8XUrnJVc0fBmNo9vZkQdotkzmyXBZYSnZd8VTg9vbV7E7zpfQMub+DR6ApxWNQs5z9VLgsi6ivpCaXAq1lXUIwoCEgKiIGCYpaVB+Z+YYPmKgyjBea+zDHziMUun/6NvwjEnWLa9mzdYszjqGy2e/xPXwnXfBEyL55ckuPgNRZ7foVh9AQ7Feu1J3XXbfEv6Fym3NwAGQyVNgmY2gxmPFwK/tWhiDA2Su2saz//AfTiOOwnjsQcLa9nrvo3nJ78m/bVrMHusXbj6uxtwfe6rZE86jYNTeP6amhrmz5/P6Ohogf8vKysr6PljsRgvvPAC5eXlhaqgw+Egm80WBvwMDAzgdruJRCJkMhmamppob2/HNE38wSCG00ejYtfzr633E3BIuGQ7h+9XSi2zvQ6RzLQR3LppmYHtGbHz/MOpHOMZ+7TOx7viNIdd3HcgWmge3NSbZE6knJxzjE3xTQBsiI+w0reS44LH8ffx+ws7+TqljgsiFxI34jye5/mbnc2cEjoV1VCRBImNsY1UOao4IXgiXZkuArKfiFzGoDrAusA6NsU2kjNzrAmsBQFalBb2ZF9AR0dAYJ3rOHyi38bzewQPISlEjdtLPF5MFkKKq8St2TBNkppaCPyTGFczJTz/AwOHCCsuHhzsLKzd3dfBx+cexYMDneyJW5XFx4d7eH3jPI6OrOWdW64oWB+fUX0uv1vzN3wO33+c65/Eyw/+LYfhJZauLHrmT5O82DD52MS4NdhjOr/2yx9aF3ldA6Zpktu/h9jPfkDu+Z1IldX43/UBnCtXvyzzHrC4/5lK+GJFJfLxp6BNufABK7jnPfvNVAr13ttRb/hp8fXCEdzfuA6pqfllnccRYHPI+0dwiA7C4swNllMRkkOsDaxlubEcSZBe9D0kQaLaVcPZVeeQM3M4ReeMVqOKJLE8XEWjN8C4msEpWrzgdNOdZm+Q4yvqeXy4p7B2QkUDzV6rlyGiuFhTVsOGEXsjWoXTavp7TcDrs8r0D98Pv/iBtXaoA8441+L/v3VtUQFQ3wjf+7kl6/vFdfDHG61r/tpvWcmDLFvcf00dfPIL8OxWK8A3z7HmA7z7Q3DDT61NxnmXQCCIvGAxqtdn+QsIAs63XI0QiSBUVGIO5yV5Pj/irNmI8+ZjdBSDtzR7zox/kpnJlHiImGOlPP/Q0BCBQID+/mKlYnR0lHA4zMTERIH/HxkZQZZlQqEQe/fuLeH5o9FogeeXZZnW1lZSusiG/gw7t48QdklctqCM8YyOIglkNJ0n8jz/jsEkcVVndZ2fsZTGwgo3B8bTJFQDnyKypMqDWxYJKBKxPE03v9xNlc/BnLCL/WNF2ibilslOawj0OER0wywJmKpm0m3aP6OOTCdBKWgr4feqvSwxMmyJby7w/B3ZDqqVGjySh4ejlvnNqDZClVbFycFTeDq2gR1Ja7ftETycET4T1VR5bOJR0kYar+jlvOCF5AyVQCbI8MFh4lKCM2rO5pCjExMTv1nFlpFRTqlqIq1p9KTjHF1WQ6XTgyyKNp7/vLo5lDvdzPGFCsFeFgTqPD5S03j+Zm/QqmBNgylA5zTjn+FMivHsQdvMg78P3M1Vc95HhfswHjj/Abz84F/XaA3s2DjF89znh4teD5NdypEyK0MfnFa28/qKLn/RKPT3UAJdg5FhqGtA6+pk7GPvxczkbXyHBoh+5XOEv/7/cB1V1NfrY6MY0XEElwupshrhJVrgAgguN863vQucTrSH7gNdR1q1Gue7PoiYrzIY/T22wA9gjo+RvfEXuD91LcI/2choGEaB83M4HC/JujeT0xnP6iSzOm6HRNh9+ME4k4imNcYzVgk65JQIu2eeujcVCVXHMEy8ioQk/mdNdf5ZSIJ0WP5/JsiiXNITUHqMSJXLS9WLlOYDipPz61pYV1FPIqficyiUKS7ceR2/Q5I4q2Y2siCyYaQXzTRZECjjdQ1zX1T696rEdJ7/mY2w7CiLLpxET5e1c7/9L8VK4r7dVi9A23z4/EeLr7V/D3z7J/D7X1s9RGBZhX/tOqsi8Ivr4G9/QvJ48XzmSxjpNAgC6l23Yf7hRpzv+YhF6/l8CIoT7fFHkJetwjQM9Ifux3HF2xBnzQG3B/G4kzCeeNRKHt7/MYvnP+t8tHvzE/5ECXF2awkNdzg9P1Ci/EmlUiV6/nQ6XeLroWka6XSaXt3DziHrNcYzOo8dinHpgjJufHa4EMR3DKZ4x7JKMprBzTstnl8E3rSkHBAYz2j88fkRREHgwrkRMpqB1+lgLCfx2IDJivowNf4EHWMZVtf7yWoGLllkZY2Xrf1JXLLAGa1+nK4kC8rdvJCvFIRcEjU+B5I5i75c8dxnu5pRRHsvhICAJMpkjek8f464Zg+Wg7lBYsYEnWpn8XMzU0zoEwzmBgueAEkjyf7UPtYoa9nbXtT+p9vTLJi/kPXjffy61+L5ReCDc1fhFCXu6zvIj/ZvQ0TgqjmLLZ7fMNk02s/Dg11cXN/G0lAFCS1Hg8fPvtg4AUXh7JpmHhw4xHEV9bT4Q2CanFrZxENDFpVzVk0zQVnh+Ip67uo7WDifuYEIo6q9qljrqifk+Mebmv9L/BNT/cLw9vfAqWfDnucti962BfZGvlAEPvQZ+Npni05fTid87BpLHQCWW55DsZqFpiNvYKPu3F4I/FOR+N2vURYsQnC5yb3wHNHvfg29rwcUJ97LrsB73sUvix4QK6txvfejGJe9CQwDMVJuGwxkTDcoyUPf9BRmNIpQXRr8TV3DHBsFE4RIWUlCoqoq/f39hV2Bx+OhqanpRa17k6rO410xNvcW+dH55W7ObAkROAzP3hfP8vvnRgo2n4ok8IaF5TSFnDPesJKqzr6xNOs7Y2Q0g0WVHo6p9xOZwbRnKjJGplCal4SXrpB4rcAtO6h/EZOfiNPN6xraOLmqCcM0CTqcuF5GkvqqwYLF8NC9xd+PPblI802F1wfJaX0QmbRFC07FYL+lLnrg7uJaOg3t+6zR4JMmQakk0k2/hI9+ntT731aw/s189XN4fnQD+s7tZH/wzcJLuD73VZwXXErmx98ld9P1AChXvgvh7IsQsmnU391A9oafolz0epyf/AJmXw9iQxPac9vxqlmqK6sZHh2l3O2mYmIMcWKUxkgFXeNRwFLlKIpCVVUVHR1FiWt5eXlJki/LMpIkzajnT+am8/wacVUvBH6w/D1G0zme6S/y/AbwTF+S5TVe7to3aeBl6fnfs7KaZ8ahM24d3ZM0ObPeT2vEzU07hsnlt/enNQe5ekUl4wxyb+ZnZOIZTm24gPkVc1ANHdk9xu3ZG5mrzGNd4FgOpg8y2z2btJAibsRZ4lnCc6nnEBE52n80kimx3LeCjfGnrb9bcFCtVKFO4/kbnU24BDeyINt2y27RjTbtWNVQUbP2GGIYBqlshocHivdtA9gbGyWiuNk5MZJfM7mp8wU+Nm8V1+3dSiK/u/9Nx3N8oHUFaV3j+vbiTJfXN87jswvWcGfvAX550Fo/pryOD7etRDUNHh7o5JHBLs6uaeZNsxYQVbOUO930puI4pNl8a8mv+faeT1LnbuDDcz9FxPnfHQf/z919QhHrZ8nywx/T0maN5BzsB9OwmoKqaoqlkooqOPdi+Nuf7M+b02YdCxiT5bppMMZGMVUVfWSY0U99qJhAqFmSv/s1Ulk53nMvKh6fSkI2g+ALIBzGz11QlMN29guH0dULkx7j089vaBD17r+Ru/tWMEwcZ1+AcsGliFX5v8swGBgYsMmBUqkU+/fvZ968eYcdBNSfUG2BH2D3SJq2MhfLqkvPMaHq3Lp7zObvreomf35hlHetqCI0jas3TZPnhlL8/WC0sLa1P8mhaJY3L62YMcFQDZU+rZfHko8yYURpVdo42r2GcnnmBpaskWVCm2BcG8ctugnLYfzy4RsfNUNDNVUcgsOm1/9XkTbSZMw0Yl6CeLiERdV10oaGS5QLVrz/LGRResW69f3bsOJoy7Z301Owep2lAujqtDYDP/9/gAlvfLt17Juugm/kB+l4fbD2eIvzn8rzL1wKFdXWoLCpjcbBsFUhnApVxYzFip7/AIaBEYuhTtPza5ufQl65BuOF54tP/90NuH90A5kvfQtzoLew5vr81xDa5pP5wicKx5Zf+S4qz7oA7Vc/Qs03IHqPWsv8932MnMvN4OAgg4ODhMNh5syZQzabxeFwkEgkkCSJ2bNn09vbi8vthUAFnQmTuoYGuvN6fo/Hg+zyUisLiEJxmvAx9X4CioRTEsjmOXkBS67rnabn9ygz8/xZAzrj9vVxFdIptRD4AdZ3xWgu93FH8qZCc+xD2Tt4Q/BNxLR+Hk1Zpjz9Wj8ne09lbXAtv5v4bWGs9iJlMeeXnU9Gz/BU7CkSxtPMds7O8/xZJEFmQ+xpahw1nBA8ke5sNwEpQFgO05/r54TgiTw18SQ5M2c1CZoGc9wtdGY6yZFDQGChdxFO02lrkHQ4HLicLmrcPg4kis6lYcVVouc3TIOsrhcC/yRSeo5tY/ZE9InhHsoVN9ujxbi0YaSXo8tqeHywm71x673+1nuANzTNp80f5gd7txbec2mokj+uvQeP7Pyv8fxT8X+79aiqtn5mfGfZ6hAOBK3yXzZjdQOfc1HBREdZeXRxvvcUuE8+HTEQJLtl44yVg+Qfb8K17nhEjw99/27Um2/A6O9DPmotjgsvRWp4eW5KYn0TQrjMGggyBcqb3oFYXmFbM1MpMjf8BP3xRwprub/9GaOvG9fHr0H0+cnlcrbAPwlN08hms4cN/s8NpmZc39qfZEGFp2QITzyrM5Yu7UTPaAYTWa0k+E9kddbPYA88kncPmyn492o9/GHid4Xft2e2sV/dx1uCbyM8rYs/a2R5NrGdXami7NItujkrcjYhOWQ71jRNxrUxdiR3MqgOEJEjLPetoMxRNiM/nzWyxLU4aSONW3ThlwM4xZk/xxFtmCeTTzBhRBERaXPOZZFrCV6xWNo3TZPedIK/93fQkZygwePnrJrZ1Hv8iFN2aKZpMpJNM5JNIwiWYUj5YQL8ZKn3Pz2b4D8KjxdOOBUWL4Mvf8batYPV/f/1H1gmQD/9nsXX19TD579uKX3GR62hP9V1cM3XYNsWa2CPIFhjfD/wCfj1T2FoAO2dH0QXJeSFS5EmeX5ZxrjqAwhl5QiV1ZiTdEIgiFhVgzRvAdoU/l5smm1XHID1ezpTCPyF5bHRYt9AHrnb/oRz7nyLKsxD3/I0ru5OhsqrC1P6xsfHcbvdBAKBEp6/ra2NbYMZ/v6CFTQqPRKvnzsXDI19EwZ/2TZKjdfS80czGk5ZIJXTebo3zoXzImzpS5DRLD1/NKOxtMrLQEJlNK3T4HewsMKDUxQod0uM5A252iIuQi6RBq9Bd7L49wcVMLL276XXIWKKWslEPQHYq9p96fdl9xISQ4XAD/C8+hzL3SvYFN9UGLHbnm2n2lmDS3TxSNRKHsa0Uar1Gk4OnMSTsScLQ39coovTw6fnef7HyBgZnIKTk8InkTVUBAE2pzciCiLHzTkBNaaCAI6ATDv7uaCpinu6BPbFx7mwroWgw4lTlGlw++lOxxGAK5oWEHY4afNF2JewmvRkQaTC6aHe47cF+tne4Ew0P4ZpFFQDkxjOpjFM05Zs7IgOcUFdyysi8MN/2943HLGC/drjrW77UNi2k5abmvGcc6HNwlNqasZ9xjkIkoQ53UM8DyOTBt1A37eb9CffX1jP3Xs72tOP4/7uz5BqizSFmcthplMIHu+M/QJidQ3ub/yA7I2/RN/8FII/gPLmq5DXnVj63kMDtsA/CX3TBszBAfD5MU3TxvlNxeHWwXLwmwkuWWSmR16Mq5/pMd0wS3YKk5jeAATW7vnRZOnfmjASDGh9JcF/QpuwBf7J19iReJZ1gWORxeJnH9Wi3D12T0Hek1JT9I71cl7Z+SU6/5Se4pn4loIkEGC2aw5H+4/GI9kvtJg+wQPx+wvdwAYGe7K7UQQnS13LColFfybJ9/ZsLpj8jKsZXpgY4RPzj6beU5QaHkxE+dn+7WTyO1W3JPO+1hU0TxnBG8+pHErGeGqkB0WUOLainnqPD7f076tkvOJwqKMY+AG6OixPkL/+zgr8YPX87N8Lc1rh+h9ba3091vO+9B246XrLJwQs2vCab6CqOca/9gWMkSHw+Ci/9mvIOY1sMkHsx98DTPxvvRohOobgUBAcDrT1DyKvXocpSujrH0I+8TTEWbMRnC7EtvkY+ywnSeWKt0NlJfJJp6NNDhKTJMSWNoxpFUNx3kKEmSS4ojSjnt/pdJbw/MmMysOdxaAxlNJpTxgIiPw9v96f1HmyK8ZF8yL8ZscQibzcb1t/iqtXVJLI6tz0nLWREAV4/cJy3LLI7uE0N+0YxiEJnDEnhJSvHuQMg7/tHmN1Q5CAIjKcNmkL6WTkTvz+ILNDTtqjWcJukXMWSIhSjpXOVWzNWq59YTFCSAoz37mAPq2YJM1zzi9pshURceAo4fk1I0fMsG/aBtR+xvRxutRiqT5jZEjoSXqy3WSM/PhlM8uB1AEW+hbaNh23CH/miuq30Jnr4NnMNtCsPoOLmk9HV1v4w6Hd9KTjiAi8sWk+AYeCZprc39/B33r2c0ZNM6vKqsjqGh5ZYWd0mHqPj9VlNWwbG2ReIMLScCUOUWJ5qLKQFBxbXkdEcXN6dRO39hT9K1p9YYxpY74rnR68L0IN/qfxyiAdD8PPS6Ew/re/B/dZ56H3dCNGypDrG5Hy7n2OeQtnfJ7nrPMQXC6yv/1VyWPm+BjGvt1ItXWYponR2Y56+18x9uxCWrQEx3mvQ5pVOmRIamrG/ckvYMaiIMklO/7C6x8mIQEKA08mdf5TZ3iDtSM83K4fYHGll03Tyv5gSX5mMuMJOiXaIi72jdn7Jqq8DkIz+AB4HCJ1foXeeGk1Zabjc2aOiWle/ZMYN0rXR3Ol1Q6AQ9kuVpoZfPimrB2y6XrB0tTvTr7AuuCxtt3/UG7IFvgB2jMHaXI20uy2/1tO6LFC4J+KFzLP06q04ZOsc9g6NlDi7qeZJk8O9XJZk7X7H8um+dXBHYXAD5DWNX7dvpOPzTuKkOIiq2s8PNDJg1P8xJ8ZG+CKWQtYU1ZrqyK8pjB9BLYgWFWBaYGRbMZKCqZioM/6mQz8YFUHujrJ9PVZgR8glSD6658T/OAnGb/2kwXr3+i3vkzZT34NO7eR/en3Cy/huubrOC++nMxNvyLz+Y8B4PzY5xHCYVBV1AfvQ73tTyjvfD/ORUswYzHE2jq0ZzYiRspxvvvDZH//a+RTz0ResAQzl8Nx4aXkbv8rAPJJpyNWVFLpdNM1ZRhPOByekeeXZRlZhKl5tSQIxKbo9sGqvI2mtULgB4vnH0rl2DzFYdMw4fmhFIsrPTzdO1XPH+WdKyp5qH2i0NV/YDzDmxeX01oW46bob1AT1jV/XsslnGrMpkd8jr+mHsBIGxzlWs1lgTeQzO/eb43/lVXOVZzsOZUD6n5anK0ExABZQ+UY97FsTG9AQuI03+mYmKwJrOHxiccBy2SrUqlCnRb8m13NuEU3EpLNOdAlOm0+/mAlAEnd/j3KmTlSRpJdmeJUTBOTUX2YRNqkJ++zYWByW88+PjJ3FT/Yu5Wkbt0L/ty1hw+2rSCWy3FjR/E1rmxexBnVzTw+1F3Q859XN4d1FfXkDJ0d0SG+uutp1pXXcdWcJQykk1Q43fSkYoQUJxfVtfLIUBcVTg8X1rfgewWN5375IuN43OrW7e+d0QbThsOYn7wciIEAytwFuE85A+fyVYXADyA3NBL40CctnXAejkVL8Jx7MahZjJnUBICRL/8ZhzpIffTdaA/cjdHVQe7eO0h97D3oXTN70Atut2UdfJjADyBGyqxegOnw+RHySgdZlmloaLB1DQuCwOzZs180+Fd6ZS5fWI4/79bncYhcMDdCrW/mbNIpi5zZEmZRpbvgKdUSdnLpgjJ8Mzj+uR0SZ7eGUCR7QDq1OTjjcB+36Ga2MrNMqk4udXJ0SzOXuzyiBwn7+YzN4MAHMK6P25qATNNkf2rfjMfuTe9FN6fN5i6xJLWgo9vMQXpSpaY8AL2ZeEHzH81lS7hCgDE1w0TeE3wkm+ahKYF/Erd172NMfZFE8dWKvh5L7jc0AG+1VDQ4XdZkTsOAt76zeKzTackDa+ssb4BJLFoGFZUWJTgVwZA1U2QqsirG2GjR8x/A0DGGBlAnp/3loT3zNEZPF8bTRaVS9rpvIkTKyf7iOoynH4dEHPX/fQMhXIY4azaZb1xL7g83kv3xdzFjUTw//jVEo2S+9nkyn/4Qpqbj+taPcH3xW5hOJ6mrr8B7/50019VRV1fHrFmzSKfTpFIpGhsbcTqd+P1+ahpm0ZfSOWNOiMki3KIKN5VeheaQ03ZjPqEpQLlbtl2XAhByljp3ehylvv2aYZJUdZucD2AgmaNdPVjwwwd4MH03umuEB1P3F66JzZmNSIJEwohzT+IuBrUB7knejSRInO+/kG3prdwWv4Vb438hocd4R+hqXhe4jMeTj/ObiRt4KvMkp4RP5djAcawOrOauxO3sze3m+MDxzHbNZl3gWGqUGoZyQxwTWIciKIiILPMuAwRa3K1M1jYFBOZ7FhCQAzaljl/04xV9hCV7tdEjekr8NXTTJGvohcA/iaiaZesUf36wrLwTmspjw8Vk7q7eg7glifVD3Wwc7UczDdYPd5PScrT6w9zY8Tx39R3k5s4X6EvH+fT81byvdTnNvhCvJLy8nX9Xp1We6zxoGeOsOwEuegNMD4Y9XbBhPex+3moKXH3sP+WU948guj14Tj8bZclyjOFBBI8PqaYWKRTGVFWklavRHry35HnS/EWWh8CD95aOH00l0R5/BOlN77AtG/291uAfQKyuRaiundnGs7Ia1ye/YA0amvQ0kCRcn/gCwhRTILfbzdy5c8lmsxiGUbDufTE+2CGJzC13U+N3kNEMFEmccUc+FWG3zPltEU5s0jGxDEBezL2v1u/k6hVVDCRUUjmDuoBCmVsu6ScAK4s/xrOOg+oB0mbxc5yvzKdMKm34i8gRXIKLjGm/Ca30r8Qt2RUTjc5GOrOlSViTcxYOoZjsCIKA8zCafpfoLrHSDIhBBIQSL+5mZTZusXgOy0KVPD9RWqlYFqpCyY/0lV/Ek3/ysYSmzuD6bVUIUpoGr44ZPi8No8PwzWthkjNfsNSS5MXG4cffg7GRIs8/Ec3r+X9q9QN85LOwa4cV4OsaYNMGePdH4OYbYHQI3vEekB14jlpL+oF7MEZHweHA/+4PIlVWI5aVY+QrCGI4gjxrNua8BWgDRQma1DCrNHkQBMsGeNB+0zdHRzD67JuH3H13Ii5aWqQEAO3u25DXrENb/xD6o5ZXiP7HG/G6XDjPucjG83u9Xtra2nhhNMsfn4sCUOGReMuSCgzD5Jn+JNdvH6TCI3P5ojLG0zp+p0RnNMNTPTkunBdhe963f3We519e7WUoafH8IafE3DI3TknAr4jE85WC+eWWZe9kSX8SZW4HyWl9MT7Rh25qJdeHamTZO2WULlg8f5lURtQoNtXtVHey0nMU9yTuJGFaCXSP1s2oMYJb9HBb3KqSDOgDDDkGucB/MesnHqNftWThPsnHWeGzyZk5Nkw8xbPJZ/GLAU4Nn0bWyCIisiP+LIIgcLbvPPr0HvxiAKfgpFs7xALXYoT0LoaMQVqUNqRckCqXg3qXj56MVbm4oK6FsMPFLG+AzjxX7xBEaj0+xtQMz00UG0ln+0PoZinlaWLN9JiKMTWDZtg/uU1jA5xZO5vAK3BY10sP/iPD8J0vW+Y8YGXxTzwKkmx59k9yYj1d8IWPFSfp7dphDfr40retC38q+nqsx7sPWdl+S5vl3vUyIChOHI2zoHHWtHUF5ZI3om/eYPPtl1YfgzhrNuRyGPvtTSuT0Pe8gGmaxTG8u58ndc3Hi7JFjxf3l7+DvHDJjM+Xlq7A8+PfWPPCTROxqRmxrqEksP8z1r0AAadM4GV8lxySSJnnpRd5yjwOyv6BtG8SFXIlV4beTq/WS1Qfp8HRSLlUUSifT0VADnBW5Gy2JbbSk+3BI3lY5VtFrVJbcmy1UkW5XM6IVgzAfslvzQSf9jnO88zlQGb/9JdgvmdeSXOgX/JznPcEnkw+UagChMUwS13LkYXi5dAWiFDn9tGbnjJ21elmSaiY6EacLmZ5gnSm7E2S8/yRwtAfn6zMaBHsEiU8r+Bxvf8UOtuLgR/ghR2WTe/NN1iBHyyev30/NM0udvof6rDWrv02/PYX8JebrXWnE675ptW9/4OvQ3Qc2emk4uOfJ6NpMMnzCyKBD34C7VAH6DpyUzOZ9Y+gnHg6ZiKOvnM78slnIDQ2IyjOIs8vCDg/+CmEygrk405GeyLfvyLLSC1ttooigLRgSdEZdCoEAeOAvfpkdB8im83aeP5kMsl4RuPu/dHC2nBKZyStoRtmQT8/nNJ4uifBua0hbnh2uKDW2TmY4h3LK0mqOjfbeP4yFFFkOJXjdzstnv/CuRHSugGmVfq/fe84S6o81AUcdE/kWFXrJZnTcadaWeY4imdzW4gIZZzmPROX4KZVmcv+fLAvE8uolqtZoCxkQCt6t8xzzmN6t5GEhDiDb79makQNezWvI9fBuDZeCPwACT3BhD5BT7abaJ46jBsx2tMHmeeZx91jRcnn+MQTXBC5kAO5fWzPWDNABARO9Z2OZLj5S2c7e+I7ERF406wFeGQZ3YRNI708OHiIi+tbGVcziAi4ZZmd48OUO92cWd3Mo0NdnFTZQKM3iGHCyZUNPJKf4XFB7RwCssLxlfXc19+Rf19o8YVQDXtlsdrlxSu/ckr9U/HS7z7DA8XAPxVPPGI17VXVWN2yTzxSOkI3OmZ17J47Jfh3H4JrP1489v47YcESyw40nwAYiThadxe5vS8ghkI4WuYi19v9118MUuMs3N/7Gcbu59F7upAXL0NsnlMw75GPOgb9uWdLnievXlcIMMbIEOmvf6EY+AFSSTJfvwbPD36JOOlbMAWCJCM1zkKalpC8VhGRy4jIL81XIewIc3zwBCuLF8SShrxJ+GQ/J4dPYSw3ynBuhIgcptxRMaMsMCxHODl0ChtjT5MyUrhFD2v8a2Y8J1mQaXQ0cX6gjKSRREbCLwVsu36AMqebd7csozsVpzPf7d/kDVI2xZHPJytcOXsRt/Xs47motVtYHq7igroWPPnGnnKnmxMrG3h02vCfi+rbiLxW3P0mMX1WhSBYATw9TaWSzcL0UdW93RaV+NRj9uMGeqHrkKXpz6+Jd92KfMU7GL320wVJYPTLn6X8Z78lu3UT0S9/tvAS4W/9EOc73kvmN78gkzcPcn3iGqvZOKui3nw92V9ch3L1B3AuXYEZjyHW1pPbvAGpeQ6OS69Ae+AexIVLkM84BzOnIZ97MVp+ZoF8ylmIFdU4zr+E7E++V3hfed0JJTy/w+HAIUnIooA+xTpXEQUGp6lyhlM5RtO6TaabM0xG0xobuotNgoYJu4czLK5yc++BqPUR6Sa37hnjXSsquf9glIPjViDeP5bhisXlzAm7uXnncMEm+KyWdbyzYiWdWjt/if0RA4PTvWew0Lmw4MZ3S/yvrHIexSmeU+nIdbDEtRTVzJIwEpzhPYsHkvfjE32c7j0TwzQ43nMiDyWtColTcFIn15M27d+DBcrCAuU3necv9e1XZ+T502aK3dkXCmsmJqPaCOPxCHvy0rupPP9392whnaejb2h/jg+1rWQil+XGjqLk841N8/nk/NXc3rOP+/MzAU6obOAjbSvJGgZ/H2jn3v4Ozqudw5tmLSCWUylT3HQmY7glmTc3LeTOvgNUOT2cX9/6imrym4qXHvy1mblSdL3It6lZeGHnzMc9twPOfZ313zkV7r61NEl4Yae1e4iUoycTpG79E4nf/brwsOD1Ufbdn+DIWwybahat6xDZHdtA13AuW4XU0IToLt5UpboGpLoGZvr4pXXHI9x1qzXAZ/I9auqQVq0u/G6OjmCODJU81xwbxRwZLpoWHcFLhkN8aZp9n+TDJ/lodL24NNMhOpjlmkWFowLVUFFE5UWd/iRBIigFCf6DUcIRp5uI083S8OEtOCtcHq5sXkRUzYIAIYfL5gfglGROr2mm1R/hieFunKLE8ZUNNHgCr71mv1ktFrf/+19btOCb3mFRX5dcYcn4wBrrvWSFVTkURMsDBKy18nLwByyL30n4Q6AdtL9PLmeV+KfusnQdPT5B8ra/2A7NPvU44pLlGJs3FNYyP/gWnh/+ivQ1H7euYUD9/tdxX/tNzGCYzNc+Z70NoFz9QdzXXY/6t78UdP7yeRfj+taPIJ0it+FxUu+6Asfr3oDzE1/AHB/FrG9kqKYBOZ2msbGRwcFBfD4fgUAAskneOD/Ib3dZHvlNQYWIW8Yti2zojhcqRMc0BIjkeX7VpueX8v06RfrC7RBI50p5/pRmFAL/JEZSObKayZTcg8cPxWmMeHgo+WCh3P/35P1cEXwzXbkunkitB+Ae7S5O957JGb4zuXniJhKGdf9uU+bxzvC7GNaGuTN+OzlyLFKWcGng9WSMDKIgcnfiTuY4WjjfdxEH1H20OFqRcTCcG+aYwDo2xzdhmAZrAmsxTVjoWUhfthcdHQmJRZ5FOAWnzfjHL/nxiF6CUohRvVghdItuxqbx/IZpktH1QuAvfBcMnU2jdtvtp4Z7qXZ6eW4K7bd+qJs1ZTXc1dfOwYRV6butdz9XNC2g2Rvkh/u2Fv7tVpfV8Jn5q3FKMsq/6A3yf4mXHvwrKmd25FuwBML5JgvFaf2+94XS5y9eWvzvZBJ2bp/5ffbughVHo/f12gI/gJlMMPHz64h86VsIHi+ZzRuJfvkzBb1uHAh+4hrcJ5+OIMsF+9xcLocsyyiKYh+vW1uP+1s/RH/uWfTdz1u64UVLCp7+ALxY1nYYw6CXi6xmkDNMPA5xxoAwkdEYSOQYSqpU+RSqvI4Zp/YlsjrDqRwDyRwRl0SVT/mHPQGvJXgl78uy9/13wSnJVL3IcKOAw8nScCWLguUgWMOAXpNQFDjrAli1xurW//F3YHzMuid85itW9UwU4ZfXQXMLfPgzFu03p826r2zZaA32+t0NltPfBZeAQ4blq+Dh+yxlgChiXngZUnUtYjiCMW6VksWycqSqGpT5C8lMSeal+sYZG4/NVKoQ+CdhjI2iT7Mnzt3+Z8SmZrQ7ikmFdtdtyGuOQ3v47+h5qiB3yx9Q3vE+cmeex969ewuVDZ/PR2trK2NjYwWnP4fDwfuWzWEsJ9I5keX67UPU+xxctrCMiYyOUxaIZ3U298a5aG6EZ/oT5AyTo2p9jCZzrKzxMZzKMZbWmRV0MLfMjUMSiLgkxjJWQrS82kOFR6YpqHBoonjPjrgdjGfsn4dfkdAFtYTnz5pZ9mbt1OjB3AE8oqcQ+AH2qXtY7V7DA4mihPZ5dSdNSiMOQeH2uFUlGdGHaVXaOMd3HuujjzGQs/osfKKPs8JnkTYzPBp9BNVUcQpOTgmdimZqJHJx7uu/G5fk4pjwMUwYEwiCSMQR5lCuk6WuZWxPbyVqRGlV5iLmQtS6ZUIOJ9F84+1F9a0EHAqzPUHa8zSdIoqUKS6avSF2x4qUxGxfiNwMPL9hUlANTCKqZsjomu2T2zzaz9k1cwqN2a9UvIzgX2WV5H/0nWKXf0UVvOWd4M7fcAUBjj8ZHrzHvqsPR2Bl0Ysfl8uaETA6rfQHUG/t8vT+3tLHgNyObRixCYjHmfj+10uMOiZ++G2UhYuhqoaxsTF6enoKvFtVVRVVVVU48kHbGB/DHB9DDIaRzr0IobquZGCQUFmFtGQ5+rRkRVywGKHyX5vql9V0emIq6w/FiKs6Cys8rKj22qx0x9Maf3p+hKFUMdOv8Tm4bEG5zaQnntW4Z/84e0eLzXQhl8SbllRQ5rYnKZpuMJjU8sNALHOQ+oCCT/nfSRT+G5BeCxP8Xgp8fou7zwdmXtgJK4+Gmgb49rXWWm+3VeW75pvwqx/CM5blKy43XPMN67r+2f+DW/5g0QkfvwYzk0E3dMZvvgEzkyH44U+T62wH00BuaCLz0P24TzsbI5FAfX4Hng99Em3ZKhAFhLXHYj79JADKlVejN85CPuZ4tA2WBA2HA6llHugaU0OjtHjZzHp+QShJFIy+LjLT7MgTiUTBynsSuVwOPZtiOOvkqe58U1wix5a+BOe2hvnVtiHS+Y797QMp3rWyivGMxu+n8PyXLyzHJQk8P5zitzuGUSSBs1rCCIKJQxQ5NJHllt1jLK/20hhUaB9XWV7tRdUMIi6ZWSEnndEsHofIyXO8yGKSOY4WDuYsyWy5VE6VVM1i52IeThWTqValDZdgb7CVkJAFuUSSlzM14oZdmtypdjCeGy8EfrB8QZJGioPpA4XXyJpZOjLtNDtnc9/gPfkXhHsH7+YtDVdyUDvI+rQlBRUQOMN3Nqbh4M8dB9mX2IEkCLxzzlLAqnI8OdTF3X3tnFXTzGpqyBkmLlni2fEhyl1uTq+exfqhbk6uaqTe48fE5ISKetbnh3VdVNeKT3ZwetUs7uw7kH9faPaFSE9TDdS7/Xgdr/x76Us/Q0myXLu++v+soC3LUFll2W5ORV0jfOX78PTjVrf/4uVw9DF273+XGy69Ap7bXiz7gZUktM0DQPTbZ7ZPQgxHEBwO9JFhzKnlwUlks+hjo6iBEN3ddp51cHAQj8dDJBLBGBwg/d2vYDxfnNHsuOSNKJdegThFYiT6Azg/9jm0ZzZi7N2NtuFxpCXLcb3jfYiBmc/xpaIjmuXPu4qugU91x9kzkubNSyoKO/sD42lb4AfoT+Roj2ZY4S421Q0kcrbADxDN6Dw7kOSkWUFbReHQhOX3P5k27RnJsLjSw1ktIdwzDAlK6kmSpsWPB6XQ/6R3/xG8DOiG5b8/Fdms1bU/FT2HrAbAycAPlvqmp8syBerNG77E43DHX9De/E5G3v3Wwvjt8a98lvKf3khm41NEv/K5wkuEv/1D3E1foKN/gEz+HtDwzg8RvuAyNFHikOQguf8Asy9/K66Vq0HXrTkhjz+EWNeA8+oPov75JuSzzkea04qZSqJc9V7U663hXvLZFyC3zce88DKbj4C87qTCxmISkwO7BEGwNf+Jokh8up4/pRHL6IXADxbPP5HVeKSj2FRqmLBnNE1bxMXmPosHz+om9+wf5+qVldyzL0rnhLVBax/PcsXicuaVufnNs8NMeni9bn6E02cHGKWPv2V+jDahcbr3DBa7luR5fpNb4n9hgbKQc30XsCv7HEudS8mSJWWkON17Jg8m/45P9HGG9yxM0+AM39ncnbCGIPkFP02OJuK6fae8yLUIr+RBRLQ5BzpFJ+o0X4+cmSOes9/jLXvwKC9kixy9icmwNsRoLMi+/DQ+3TT546EX+EDrSr67Z3PBi+NPXXv4UNtKxtUMN3UWDceuaFrAJ+ev5pbuPYUmvhMqGwq+/ff3tXN3/0GOLa/nqtlLGMqmKHO6aU9EKXO6OK92DuuHuqn1+Dm/bs6rwsDr5aUnogTVNdbPi6GuweL5dL2kY7aA2a3w1e9b3v69PdbO4NSzocoquct1DUg1dSUVAN/b341UXomRTNk9wKdAipQxNjazTnxy/Ka+/iFb4AerdCcffQzi4mWFNb2/D+2h+8g9+neEQAjXRz6DOH8RYvhfG8qQVHUebC+10h1Na4ykcgRdstUBPDyzFnzXcIpl1d5CUD84XjoACWD3cJq1dX48+RJUQrUqBNO7z58bSrG6zkfdtODfl+vlrvidjOjDSEisch3Fas9a/FJp451pmqSM1D8cqXsEr3H4fHD5W+FH37Z+D0Usz/+cZuf5V6y2mnsnLXonEQzZ/fkBchpGdKIQ+AHQNLTBAVJ33GI7NLtpA7mGZtsuvHdgAN/ceezfvx8t769wIJZgzjEn4H1uO5mvX1M4Vnn7e3Bf9yvUX/yIzJ+sSYLyuhPw/L9fWOqdWXMQ3G4cJ5+BkKcexEAQ7ekncO3fw9wVR9Opavj9fvx+P5lMhoaGBrq6ujBNE5/Ph6i4aYuIbOxJFK7FE5oC+JwSDlEoeOyLAniVUp7fI4tkdPtVnDNMUjmjEPgnMZLKkcqZTDXvfODgBG9Y7uKOeNEl7+/J+3lL8K0cVNt5Km15IQxqA5zhPYszfGdyU/RGUvmmvXnKPK4Ov5tBbZDb47ehodHkaOYNwSvIGTnGjFFujd9Cg9zApYHXszu7mxZHC6IpMZgb5MTgSTwVexLDNFkbWEvOyLHIu4g+tRcDAxmZhR7LxG0qzx9xRAg7IoRyYcaM4sbJLbpL7mm6aZIxNJsJF4Bq6Dw9Yo8rT4/04ncotvL/+qFuVoWrub/3AO1J61796FAX9R4/TZ4AP96/rfCex1fU85kFa3BLMo5XMM8/Ff+3tYkX+xAcDmidZw38ULOW+9dUPr6yisjXv0/ir38gs/5hxFAI31veiSvfjCdVV+O54HWk/mZv8HGdfLpltDM8s5scAJn0jPp/AG3zBuR88DdGh8l85XMYHZaMzOzvI/OVz+L61LVIJ572Ej6AwyNnmIzP4LsPEM9P7BIFKHc76IxmS46p9Dhsu/nIYTjnkEtCnmIOktVMxjMzN28mVPv6mDbK7yduLpTidHQ2ZTbiEl2s8xxnk9xF9SjPZXbyXGYHLtHNsZ7jaHA0lnTRH8H/CNYeZw3oSsSgrxe+91VoaoZPXgs7t1lW3lU18OwWeNeH4aZfWtr/C19v9Q6sPhY2PmkpjCQJLrgUuaISIVJmTcsExPJKHE3NOOYvJPvkY4W3lusaZvBwtAZqadOSCl3X0bY8bVvL3XcH0sKlaE8/XljTnlqP47zXIS9dUVgTvF4cx56ItmunZSOeT0zEZ7cy7/NfZSgWL/D8LpeL1tZWVN3kuTGNP20bpcIj84ZFZUQzOj5FoiOaoT+hcvH8CNv6EsiSwMIKDwNx1eL7UznGMjrlbpk5YSeyJOJxiAVFwOJKN+VumcaAQlesWIIv9zgYnlY9DDgl9Bk+Jd00Snz723MHcYmuQuAH2KPu4eg8zz9JlBzKdbBYX4wkSDySzPv266NkzSxn+s7m0eijDOUsCsEjejgzchYZo8jzu0QXp4ZOQzd1MmaGJ2JP4Bf9nF9zId2pbhyiTJW7mm6ti6WuZbyQ2cWwMcQyxzGk035q3TI1Tg/92RQCVtd+0OGk2ROgI2VVEJyiZPH8vhD781UCsHj+mdpvdcwZeP4s8Wn+HU8M93Bq9SwCr5LAD68Ee1+n0/qZAXJ9I8H3fxT/m94ODhkpVNxti04Xvte/GblxFslb/giGgeeCS3CfcDKi2yrtD0+XEwGVlZWIolhqPzr5uqGiQ5TR11MI/FORveGnSIuXIZYd3unvH8Eti8wKOemYIbBPcvSCILCy1sv2gYStO1cSYGm1vTehOeSyTfqaxPFNAZtBjyIJBJxSiYUoUOIWNqKPlPB4ABvTT7PYtbTQLZ/Q49wWu4V+Ld81a4zz19ifOcd3HsvcM09+1E0dzdRQBOW1PejmfxWyA+YugM0b4Oa8zfbwIIyNwae/CL+4Dv54o7Xu9cMXvmEpA376PfjrzZYr4Ic/YzXrmcBfbkLKZqn8wMdJ9vcheHwIpkH64ftxn3QauFyoTz2O7+3vQQxHcGfSuFyuwu5/VlUlzkyacDjM+LglARMEAZfLhTS7xc7zL1qOOdNX8jA3dqPzoK0iYezYijE0QP94sWSdyWTIZrPsSyus77ZK9cMpjS19SU6fE+KG7UMFZ76dgymuWl7JYDLHLbvzDY15nt8hCvQnVH67cwSXJHDhvAipnIEApDSD2/aMs7bBT+V4hqFkjmVVXtI5g3K3o9D853WInNDsQSbBEmUpO1WrAlopVRGWIixwLuTx1GOFc29VWkt4fhl5Zp6fHOOaXRLekWtnPDdWCPwAKSNFXItxMHOw8BoZI8Oh7CFaXC08PP4QADE9xog2woWRC9id28NTWasiISBwmu8MVNXFDQd3MaoeQkTgLc0L8UoyWcPgrt6DpHWNs2pns4ZaDMNEFiWeGR+k2uXl1KomHh/u5rSqWdS6fbgkmcXB8kKX/yX1bYQdTk6vbubuvoP597UG/MR1+9/d5A3gfRWU+qfivx/8/wEEh2Kz9J2KydG9rmNPBNNEmlKKd7vdNDY20tPTg2EYCIJAVVUVfr8f0eFAufwtZL74KfsLyjLSiqMLv5oTpWV5AHNkGDP7D6yN/wGcsshps0P85tmhQqd/wClR71co8xT/WSq9Dt62rJJHOyfoT+So9SucNCtApdf+RavwOrhyWSWPdcbojGYoc8ucOjtEjc/erOR3ypzVErL1GgC0RlyEpykDptroTkXOzNk6g8f18WLgn4JHkw/TrMy2Seo0U2MsN8bzyeeI6TGaXLOY45pDQP7X+ieO4BWKIbtzHu37rLWtm4prybhl+LVnl/X/YHX2338XXPF2+NT7Co294k++i/+7PyP+yAPEb7q+8BLhr3wX30WvJ/rNL6J3W3bKTd/6IXpLG44De0lc83FGR0eouOJKQutOxDBNfAf2wu+uhwVLcFx4GdqjDyAtW4nyussRKyqRz7kQLT9UTD73IqTZLTP+iWKVnQYV6hogGEacSBTGzIKVbExM67S3uvZzNkteVTeJqwZPHCruOA0T9o+lmRN28UCeLszoJn/bM8Y7V1Rxx94xuvO7/YPjGd66pILl1QK/3j5U2DhcsiDCabMlxvU+7hn9JZqpcVR4NZf5LydtptBMnb/E/sjRrtWc5DmZznwnfcbIoJs6a9xr2ZTeSEAMcJr3THQMzvSdxd2JuwBwC27q5Dpigp2nX+hcjEfyzsDzu8hNu8fkzJytwgB5L38zXcLzj+mjDCWCjKpWgmdgckfPft7XtoLv7N5MNl/u/+Oh3Xxk7iqGMil+f6ioRHvzrAV8Yt5q/tq9h3v6263PqL6Nk6oa0QyDu/vaub13P8dVNHDV7CVM5DJ4ZYXnYyOEFRdvblrAnX0Hqff4Obd2Dq4ZhsK9kvHqOtvDQJqyWy+sSRLl5eX4/X40TUOSJJxOa+4zgLRwCc4Pfxr1Nz/HnIgi1jfi/MAnEBuLmnKxcuZxxGLbAoTphib/BKp9Dq5eUUVctSR6IymNhoCCqptMNvyLgkBdwMllC8rJ6AYuSUQQIJUzcEmCbaBPtU/h4vkR0jkDRRJmbN4DmB12ceWySjb3xEnkdJZXe2kOuUp2/uXyzJWNRc7F+MRis+FUa9+pSJmpkgRiJDfCfWP3FpKHscQYB9L7OTN8VomBT0bPkDASGKaBT/Li+S/I+F4MOV1nLJfBME0CsoL3FTS04xWDWbMtFdBks9va460egBKeP1zK82s5iE3YFT26hj4xTurOW22Hqs89i9w4qxD4ARLXforID3/F+Deuxci7fCZ++WPCjc1ImTSZb+aVB7f/FeW9H8Xz85sRvD6EfNOe6x3vwzjlTIACzz8TpEVLcX3kM2T/+nvEunqUN1yJXFZOgwmHDlnn4/f7cblctEQEtvQli3r++gBhlwNZFNCm8Pw+h4jPKTI0JQ66HRJZ3S5By+omyZxeCPyTGErliGd1W8XwwYMTXL7EyX2DRap08/hGLve8kS7jEBvTFv1xd/IuzvKdw2m+M7g5emPh+j7KeTTvDL+bQW2Av8VvQUfP8/xvIqHHEQWBO+N30KbM5XzfhbSrB6mQK6gQKxlWi3p+3dRZ5luOIAgs9i5mQO3HwEBEpNXdgiI4bcY/YSmMR/QQFEM2K2GX4CmRJxpARtMKgX8SM/H8m0b6CNW42BcvvuatPfv49ILV/KFzN115quDRoS4aPH6qXD5+vH9b4dh15XV8Zv5qXLKMQ3z1lPsn8ZoI/ofDZFlvJog+P8oZ5yIvPwozm0HwB2wlfwChtg7H+ZeQu3NKQ5Gi4HrPhxD9L24Q81LPTxThjr1jTOTL8Fv6yHOBFbZhOoosIksCAwmVxw/FGUyqNAWdrK33UzVld69IIookklR1+uIqAtZ0P8+UwK5IIk1BJ/V+BcM0cczg2w8QkSJc4L+Iu+N3Fi7ESqmSdZ7jbFa4AXHmXXuFVGFr/MsaWZ6Jbym5YON6nDFtzBb8J7QJ1kcfK9j7ekUfJ4dOpkL556kWgKyuoRo6bsmBfBjp3VAmxcHEOL2pOC3+CE3eQMGudxJj2Qz39R9k42g/hmnS5AlwxawF1Hn+9aTwNYX5i+HTX4btW2DOXEgnYcvT8L6PW7a/sTF4+/sgl4XV6+DJRyxlgCRhnHsxlJUjBkNWPwBARaXlqDdvAdmNTxXeRqqtszcDAggCZipZCPyT0MdHMXdus63l7vgrymlnFwI/WIO8pPmL/uGfKLjcOE4/B/m4k0B2FF6jrKwMr9eLqqrEYjH27NmDz+fnikV1jKYNnLLIWDrH1n6Vi+ZFeKYvgWHCUbVehpI5Vtf5GUjkSOUMyj0yzSEnDlEg6JQK94s1dT7K3Y6SaZxlbrmQTEwi6JRKJmWCdV3uU+2yxQ61HRnJlthvyW5mkWsJDyTuL9wPJnl+URC5I347ACPpYRYqCznDdzYPjT/IHs2yCQ5IAc4On03WVHly4km2Jp7BLbo5NXQaqqkiILA5vgW34OKE4IkM5QYJykFMEzoyHaxwrWR7ZhsTRpS5ygLI+al3SwRkhZhm3esurG/B73BS6/LSl7HoFZcoEVFczPGFCo17YMn0tBn0/Lph2my9AWK5LLGcvdr79GgfZ9bMxv8qDPzwGg/+LwVi5eEd+kSfH+WKK5HXnYC2fQtipAxpyQrEhhd3nHs52D2cLlzIkxhOaXREM4SnSPnAkvPdsH2IyWs6mkmxZyTNO5ZXUTGFBhhKqty6e4yhpHWh1/gcXDyvjPJpVIEkCkgztrlYkAWZec751Mg1TBgxFMFBSAyX+PaHpDBr3MewMV10UZOQOMt3Dl6xuFvXTI2oFp3xvWJ68aLMGlmemnjS5uufNBI8FH2Q88rOt71/zsgRNcbpyfUgAPWOBoJSyDb8B6xdelcqzr39BxnOpFkULOeEygaq3PZqwkA6yXV7nyGmWTfSR4e6afYGeMfspYSdrvx76jww0MGGkSLVcSgV48f7t/GJeUe/9mx7/xVIEiw/CuYttGaDPP+ste72wBe+aVn/fu+rVhUgEIJPXIuZTqHpOuM//xEYOoG3Xo0rHkV3uslmMuh/vxvPuRdhqiq5F57H9873IgZDiB4v8srVaFs3gSQT/OQ1SGUVOE84lex6i0PG6cQxpw3SabT8IB6w5nEcrvfopUJw262qBUHA7XYTjUYZGrJkjolEnKDUT2ttI7/YNlTo0dk+kOJdK6oYSef44/MWJaeI8IbFFWBCb1zltzuGcUoC57SGMTFRJJGO8Qy37Rnj2EY/B8czDCdzLK2yfPsrPUWev9orc3xTEMk0me9dyO6kJXNrdDdR7axmsbCE9aniCOU5Sguuac26iqAgCmLB8ncSOhoj067r9lw7o7kRhrVi31VMj5Ey0uxO7SZuWLvqtJGmW+2i2Tmbe8ctPf84MBYb47yy83ku9Rx7UrutzxOBsyPnYBoObm7fR2fK0vO/a85SDCwXv0cGDnGHeoBLGtoYUzOohkG1y8vWsUFm+0IclcvyXHSYpaFKWnxhHKLEgkAZL8RGEYDLGufhkxVOqGzg4fw0TgFo8gZLgn+zN4j3VVbqn4pX75n/hyAGQohLliMvmblx7V9BTjfYOzpzyXzvSJoVNcUgpxsmm3riTEvmyeom+8fSheCfUHX+smuU0SlKgv5Ejlt2j/LmJRW20r5pWoqD8ayOiDUBcLojoCzIlMnllHH4gUsu0cVazzG0Kq0cVA/iFb3MUpopnzbZTxEUqhzVdKtdJa8x1Yc/padsJiCTSBtpEnq8EPwN06Az18GG1JOFY3ZknuVYz/E0K7NtQ30OpWL8YO8zhZrD+uFutkcH+ejco6hwWTdt3TB4aqSnEPgn0ZGM0ZmcKAT/qJplw7QSIkAspzKSTR8J/jOhr7cY+MEK+r1dsOeFYvk/FoX77iB33iWMfujqwqHj3/oy5b+8mfSD95H8/W8K65Hv/gTB7SH69S+g58d0Bz74CaQ3vAUzHiP+y59gRMfwvvGtuI45DmNkCGXxMpTWuejBEI7RYbSH70dauRrlwsv+zxpPVdX+fcpkMiSzuq05V9UtPf+DB4tJsGrAnpE0DQEnD+V1/lnd5N4D41y1vJK/7Rkv7PYPjme4cmkFcpXAb54t8vyXzo9wZouDfaNp/vD8MKYJxzYey4VVizDlHN36If4Y/wMLnYs4z3c+e9Q9LHQuJm2kME2To1yreSazmaAQ5DT/mRimzrGe43ksZTkbhsQQ9VIjfiHIRorJ/6I8zz99gqZTdJKb3iRoaKQN+30wY2ZI6Sn2porKAxOTkdwwA3EfnfmJerpp8ueuPbynZTnf3rMJNV/9ub79OT467ygG0wmuby9azr9z9hLOrGnm3t6D/OSAZdx2WcNcTqluQs83Cd7avY8L61p4U9MCElqOMqeLvROjVHl8nFs7hyeGe2jI8/zOV/Fwrlfvmb8GIIkC1T5HCV8HUOu388eaYZbIdSbRHy+uT2Q0W+CfxGAyRyyrF4K/aZp0RrP8addIwTvc6xC5YnEFNf6Xz117RA+NShONyuGrIg7RwQr/CvrH+my9ADWOGkJy6CW+U/EGnTDibEo9XXLEptTTVMqV+CWLjshoGnf3HSzRAcdyKp3JiULwT+sauyZGmQl742Msj1hVIgMT3Zz+ahZmKiMeAZZLn9tjH/ITDJeO2M2p6NNsd1GzGONjJTx/dtsWpMqqQuAHiF//EyI/+CVjX/pMwQQsccPPCH/9+3hOPr1wnFRZhfiO96JcegWCz4fwf3gTD4VCjIwUq1hVVVWgyDaeXxLA57D0/CNTrl+3Qyzh+TOaSTJn2Mr8AEPJHOMZzcbzP9QxwYVzIzzaWWzCe6IrwdsjNewxHmdzZqP13NQgZ/nO4UTPSdw0cWNhKt/RztVcHX4P/Voft8X+io7OMudyLg1cDqbBkD7ELfE/0+iYxSX+y9iT3U2FXEmFWMFIbph1gWMt334MVvhWoJsaCz0LGZwYxMREQmKOew4uwWVrCCyXy/FKXgJSgIkpVUHXDHp+wzRJG1oh8E9C1TSeHLYn6U+O9HByVRNbo0XDqb927+XT81dzc/cuevLl/lt69vHW5oXUeXz8ZH/R3fWUykY+u2ANTkl6VfL8U3Ek+P8XIQoCK2p8bB9I2fg5RRJYUGEvISqSQFuZm/5EaQLQVlbko2cOSaWPRTMaf3mhGPgBkjmD2/aMcuXSSluFIGfmiOrjxPQYTtFJWIz80x76ETnCeZHzrZGdWpQGZyMVSoXt9TySh2pHDQO5fttz3aLbVvJPGxnbNLDC+ZIjbWbwYwX/rKEzlEmVHAcwOGXdKUrUuDwMZpIlx9VNoWACspO5/jB7pzQKAciCaJv6dwTAYL+1489m4QOftPT842Pwujdajx97stX5H49Z48HPuQg5FEHw+jDzFQGpvgGpqgZH23zUKSoBuboWs8Tky+L5p7t/GjOYfgmCgBAM/Rv/2JkRCARoa2sjnU6jKAp+vx9JknjDonKe6orhU0Taytz0JVTWNviIZjWiGZ1Kj0xT0IkkgEsWC4qAVbVeyt0y1V4HA8ni/aDM7SiR+oZcMtoMiapOjv3Zvba1LvUQTpy2cbybs5tY5Fps4/mfzW6nwdGIKZisz0sCx7PjaGaO07xn8ND4Q+zRrR17SApxTvhcMmaGxyceJ2kkLLVA+HRrsicim+ObUAQnJ4VOZlgdJiD7MUyDjkw7q/yr2Bnfyag+ygLPAlySi2afYuP5L8j79je4fXTng7dLkilzupnjD3EoVfwuNHtDJb0Q1udhFnoEJhHLqYxNU3U9PtzDSdVN+MRXf3PvkeD/X0aV18Hbl1WyoSdGXzxHY1BhTZ3fxuGDdaNaXOlh+0DSptGv8TloCBa5yqBTIuSSiE4z8in3yAScxYA+kdXJaKUXwUhKI64WKwRZI8uOzLM8lHygUL6rlxu4IHAhIalUZfGPIAgCYUeYsOPwz3WKTtYF19ka/nySj5ODp9iCvyLMfAEKCLbHPLLM/ECEjaP9JcfO9hUbNx2SxOk1zeycGMGYcsP0yg7aAlNkpLLMZY3z+On+7QWZkUMUuWpPBIY2AAAWo0lEQVT2EsqVI8G/gGQCfv7/YFe+7OrxWjy/qlr8/9CAZfX9qS9aen7DgBt+ikOSiHz6WrLtBxAkGWdNLfID9xC46FJiukZu725873w/gs+P5PMiL1uF9uwzIAgE3vNhHM0tKKtWoz5jJQqCy12YBPrfgCAIBbe/qZgddjEr5OS5wVRBzy8JcPmiciRBoDee5bc7hvE4BC6cGyGlGQgIxFWNW3aPcUJTgAPjGUZSOZZVe0moGtU+Bw0Bhe6YSp3PwboGv+UpElTozA/4qfU5iDjdLJAWFZz8AJqds22NvGCN4xUEoYTnn7TUnYqOXDsT+oRtwl5UjxIzYuxJ7SGZ9/mPGTF6sz3UOxv4+/j9hWNjsQnOj5zP9sR29mWsBkQBgTPDZyGLMhuTG9id3IWIyFVtZ5BSJXQTHuzr4G9alnNr56CbBgktR5XLy5axftp8EWI5leejw5xR00yF04MsihxTVsuG0T4E4PKmefgkB6dXNRVG+IoINHmCRHN259TZviCeV3GpfyoE0zxM/fII/qPQdIOsbuKSRSTx8NzjeFqjJ5ZlIJGjIahQ41NKJvwNJFT+vGukkACEXTKvX1RGlbcYEHtiWW7YXjqqGOA9q6oLPgJ9uV5+E72h5Jhj3MdygvdEG6/+78ak1M80TbySp0TqlzNybE1vKXEkW+BcyHL3StuNrC+d4Ad7nyE5pcw8PxDhzbMWEVSKyZNmGPSm49zf30F/Osm8QIQTKxuontZ8CdZEr5FsGs00iCguypzu1+7Evn8GB/bCZz9kX/vAJ62d/sPFmz5rjoXXvwU+UuT5cbrgh7+GB+6BW39fWDa+/gM0xUn0a9eg91sNl4EPfwqpph7R78PR3IIgy2j9fWS3b8FMpVAWLUWZt+D/8i/9p5HVdH6xdcg2ae+YBj91fgd/faFYrXDLIlctr+AvL4wymCwe+7alFYgi/ObZ4UI/0GULygi7ZF4YSfFkl8WNn9MawimLaIZJTjfZ2p9k7SyRpPsAXVoncxwtlkWuaZIykjyceoiQEOI0/xl4BS8Hcwd4PD/a1yf4eH3wDUT1KLfG/1o4lzXutSxTVnDn2B02nv+cyLk8E9/C4BSTn7nuuVQ4KnkyVkw+Jo+9d+we2/NX+9dgiDrbMs8U1gJigKMcp/Gd3VtslY2Pzzua3lSMP3YV7wlXz1lKhdPN7w/tpjPf7X969SwWBMvI6jp39R5gMJPihMoGmrxBRrIpyhQ33akYQcWFUxC5u7+dJk+As+tm0+B5bXiSvDZSmNcAZElEfgkUUtgtE3bLLD68SIFqn8Lbl1UWVARBp4Tfaf+nDjolyj0yIyl7f8DcMjfBKRWC7px9ONIkdmafZZX7KJvHf9bIMqFHUVHxiT6CYuhfaqJySS5c0uFnBDhEB0tcy4jIZezJvgAILHAupNZRV7KDqXX7+Ni8o2iPRxnIJGkLRKhz+2yBH0AWRZq8Qd7WvJisoeOR5MNO4wspLkLK4c/vfx4+v7Wzz0xp5gqFSyV5mm7Z+E5FNmOt3Xe7bVl8fgc5X6AQ+AHiv/oJFdf/Aam8KAOVa2qRay74d/0l/2eQBAG/IjJ1NIdLFsnk7HuyjGYQVw1b4AcYSmoMp1RbI/DDHROc2xbmia6iSdDd+6O8fVklzw+l2Nxn7cBv3wXnty3h1PI2bpr4TUHWt9S5lHeH3ke33sWteZ5/uXMFlwZeT9bIYmJwW+xW5jsXcL7vAjpyHVRKVZSJ5QxrQ0XffkxW+lZimAbLvMt5MPoABgZOwUmruw1MbDx/paMSr+jFL/mJ6cVSvVt0k8RusWtgEM+pJZTGhJrhifwkvkk8PdrH0ZHqQuAHeHCgk1Xhav58aA/9+XL/Q4OHeFvzImrdPn524NnCsSdUNuT1/A4cr6HJnEeC/2sUfqdcEvCnP/76heXct3+c9mgWAVhY6eaUWdYOYRJOYWb5kyIoiBSPm9AneDj5ILuzloOWS3Bxvv9CmpXSUuK/Ex7JQ5s0lyZHEyDgFA8v16pyealyvbReBUWSUF5FPt2vSFTXwoc+Ddf/2KIAXvdGy6ru+FNhw3qrD8AXgEveCIGA3finYZY1NbR1HuzYWnzNiipITxtiJQjWz6sQsiRycnOQv7wwSipnUONzMK/MjWGaNrvuo+t8VHgcVHllWwJQ5pFJaXaKL+SSZuS1M1qpuqhrQoVQl03PvyO7g+XulTyY+HuB59+e3Uaj0oiGxr2JuwHYkH6Sxc6lnOo5jb+PP8ALunXtB6QA50TOJWtkeGxiPSkjiVt0c1rodDRTI2kkeDT6CCE5xInBkxjKDaEICgE5QEemnaP9q9mW2MqENsFCz0KcghOX4MIvBIibMWvAmHMdbjxUON0MZ61z90kO6jx+WvzhQuMeQJMngDBN0iwgoGHYen7A4vmn9wdtHOnjjOpZr6nAD0eC//80yj0OLltYbo0WFaxqwHTDnzpHvc1taxLHuI8tNOmZpsmOzLOFwA+WVOevsT9zVfhdVMoz2zP/O+E8MkXwlYmVq60x3b3d8K0vwciQtfv//DdAz8HQIHz7i1bg/8AnYKDfmuqXzcDf74azLgB/wDIJOusCWLEaJRlHamiy3PwEgcB7P4xUdngp6isdTSEXV6+oIqEaRNxSwZnzbcsq6YuriILARFbj1j2jnDQryIGxDAlVY1Gll9GURoXHwYJyFy+MZGjwO1hb78cli8wrc7Jn1GpYm1vmosbnYFmVh/VTKgLNYSfKND2/W3AjIZXw/JqpMaQN2tY6cgcZ1pYxrhcpipgeI67H2ZV6npRh7arTRpo+tZcaZy0bJyyFQVJNMqaNc17kPLYntrMtaSV5IiLnRM4BBJ6ceIKdqZ0ICJwYPAmHKDOYkvj1voPopskljXMZzaZxiRIIAhtGemnyBDm50vrvs2pmU+Z045cdzPVH2Bsfyw/9WYBfVji2oo7H85UCEYFGb4Ax1Z5czvGF8LzKfPtfCo5w/kfwojBMg55cD/ck7mRMH0MRFNa5j2Wpa3kh+Mf0GNeP/2JGm9/zfBewxL30P33aR/BKw3e/ApNGOwDHngTnXgSf/mBxzeW2eP57/wa35y1oBQG++C1obrFsgfM7fH1kmFxnO2IwiGN2y/+pVO+/iVRO58ZnhxieQs+9fVkFqg6/f264wIyfPzdMtdfBC8Npnuq2gvsJTQFqfA4MoGM8Q0dUZWmVB7cssncszbxGkaiUxC1I6GYf61P3UyaWc6z3XFyijzGtkweSlm+/T/RzeeCNjOoj/C1elFyuda9jibKUO8fusJ33OZFz2RzbZDP5me+ZT0Qu46nYk7ZjzwqfzX3j9imra/3HkDWzbEsUqz5BKcjRntP4zp4tBamtAHxy/tG0Jyb4a3dRvXBl8yLq3D5+17mLQ3lPgMsb51Hp8qAaBnf07Gc4m+Ki+jYcokRKyzHLG6TFHyKp5XhqpJfHh7pp9gU5s2Y29a9B587X5hVzBP82iIJIo9LIm4NXkjJTOHAQlIL/dKOfZuQY16N0Z7owMGl0NhKWwzjE115mfQRToE+T5OkajE4bu51JQ3QM7ruzuGaacGA/rFhtO1Qqr7Bx/K9VxLK6LfADjKV1umNZm3T36e44F7RFeLK7uKt/7FCMdy6vYNtAiq39eV67Y4Lz28Ksm+vkm2ObyJjWv8uJ7nreHXo/z+Xi/CD6AjomS5RyLgu8nYwxBhrc1Xs78/0LOM93AZ25DiqlSgJmkIFUP2v9x/BMYgsAK32rME2D5b4VPBR9EAMDl+BijqsFMf+/SZ6/ylFNQPLjl/zE9eK5uyU3WW0avQPENdXmsWECaU3jyWk8/47xIVyiXAj8AH/p2sunF6zm+oM7Gcpapf2/du/lbc2LWVdTVzjO51A4o6aZ4yrqUUTpsDbgr3YcCf5H8JLgk3z4KO14B/CLfla5j+aJfDfwJAQEqh3FiWemaXIo28X6iccKazuTOzgmsI5WdyuScIRjf83i7Atg81OWzE9R4NyLrZ38VOOfWS15nn8uPL+j+Nz/gSB/OAScEhUe2ZYAWFJe+7USdsvkZjCY0gzYN2oPor1xlXQwXQj8AOvTPRzrqueP8b3o+bRipzrCWncdrqzBA8OWOmPD2FMs1pZyUuRk/tLzZ8Y0yxSrwlHF+bUXkDWzrJ94jJSRwiN6ODV0GrqpkzDiPBp9BJ/k56TQyYzkhvFLAXRToz3TwWr/anYkdhDVo6z2rUFAoFKuwi/4iZtxBARW+FbiwUOZ4ipIbP2ygzLFTas/XGjcA2j0BtCnfx4CaIbOcNbO6ce1mSe0euTX9obkSPA/gn8ZgiCw1LWMUX2EF7KWZ/hkw19EKurjE3qCDbGnSp6/KbaRGqWGoPyvD0s6glcoFi+H//cr6O+1GgGbmq31r30fnt1m+eqvOArKKuAd74Pf/BwO7oNzLrTW/0fhcUhcPL+MZ/oSjGc0jqr1UR9w4nFIHBzP0B1TCTkljq71oYgi9QGFnrxj6PxyNxG3zNJqT0HyBzAr5CQt2AOeT3AgCkKJQ6VmGgxk7VbbnakOFvgXFgI/wHBukKSWYGd6JynDCq4pw7LprnZUsylueS4kjSSJWJxzI+exObGJjkwHYM0COTN8FiYmj0w8TMbIICJyYvBEREEiq4n8paObpNbDxQ1tBZ7fBJ4a7WW2L4QsiDw92sfKcBX1bj+CILA6UsOmMcvf49zaOfhlF8dV1Bd4fkkQaPT8b953jnD+R/Bvg13q5ycoBm1SvyF1iLvH7prxuWeHz6HaWTpCWTf1IxWB/0VkMtYEwCk8/xHYkdV0RlMafXGVew9EATivLYRDknCI0D6eoXNCZWmlB7dDZM9ImpZyJ5o/iUsS2aWO8Gi6G5+o8Gb/fMpFD1uzA9yTsgJyhejmA+EVxNPd3D1YpGLWho+h1dfGTd032s7nrY1vY0P8aVtSsNCzkLAU4cm4Xc9/dvicwiCfwuv6jyFjpNmeLNrphuUwa72n8LUXthSMtyyefzUH4uPc2lOcRvj22Yupcfu4rXsvu2NWA+I5tbNp9UXIGBqPDR7iQGKCi+tbLZ5fn+T5X75Z2WsBR3b+R/Bvg1N0Uike3oBAEZWSQR9TH5uKqBalI9PBgNpPrVLHLFcTwZfs/38Er3q4XNbPERwWTllCNXLckw/8AHfui/LO5ZU8059k+4BVBn+wY4IL5oY5fq6Lr41vJJOwyv3neGbzlbJj6dMS/HriOTLonOJq5IOhFWRMjZxh8MPoNtYpVZxRdS7dqQ7KlSpkVxUHDY1TK8/kiZFHrSbgqnMYNkWWeJeyfuJRTExkQabB2YSIYLvua5VavJIXj+gpVAnAku1mpg34MU2TlK7ZHDdNIKNrPDlSyvPLglgI/AD39XewaF45v+3YzXh+Kt9fuvdy1ewlHFNRx/8yjgT/I/iPwS/5WeRZzHOpnbb1Nvdcm1lQNBflnrG7Cx7j/Wo/L6R2cXbknCPUwBEcwRTk9NJEWjNN9k3T8/fHVeL+pI3nvzfVznJXJb+a2Eku34D3cKaLNmeYlKnxu7gl3b0j3cmJ7nrOKzuV74xvYSBmjdidJQd4T8OV9BsqP4nuQMWgUfJxZfhMdCNDCgc/nNhPjezh3OCpjGuDKIITn+SlM9PJ2sAxbI0/Q8JIsNizGBmZKkc1PsFHwkwgI7PSvxaX4KRScTOkWn+TX3YQUVy0+MI2nX6jJ4A2zUBKwJqIGp02jjeulQ5T+1/DkeB/BP8xSILEIu8iwo4wu5LPY2Iy37OABmd9odvfNE0OZg7YhotAfu53pougb/F/49SP4AhekajxKTaevyXsosIts6jSw6beotFNQ9BFSrRfUwFRQUZEYxrPj0GHOmFb26WOstpZw8CUnXqnFmPcNLkz0Y6af40uPcF2NUmLI8T/i1oyvSE1Ra+W4LOR1WyNbyioAmRkzoqcDcDj0fVsT27P8/wnISFzKKfx3X6LAri0aRFkBDKGTrnTw4aRXhYFy0nrGrtjo6yKVFPj9iIIAkeHq9k8bvUpXFDXSq3Hz9FlNWzKz/aQBYHG16B07+XiSPA/gv8o3JKbFncLDc4GgBJHPt3UGVAHZnoqfWofi7AH/4SuMq6lEREoc3hwif/6VzqeUxnNpskaGmHFRZniPqzF7xEcwX8TPqfEJfPL6I1bE+4aAk7cisSaOh9+RaInlmV+uYfWiIusIHGqp4mHU4cIik6u8C8gh85lvjb+nLC48ybJzyw5iBOJpzLFcbjrXHUl15YAuEVHoWowCc00GNftCoMRI8OYnuRQtrN4HBrjuTHiRoIJw0o2DAx2JJ9lsfc4fjb4aIEg/MXQFr7acArt0QluaC9WDt/Tsoyzapq5tWsvP8038Z1bO4ePVKxEliTq3H4cosj5dS20+SMkNJXZ3iCzfKF//kN/jeBI8D+C/woOZ8MrCRLVSrVtCMgkapRa2++92Ri/GHyGA1nLtWuFt5Y3ly+hUimVJGY0jVE1TVbXCSoKEcU949yBkWyKG9ufpyPvA+4QRd4yayGLQxWv+vndR/DaRNAllwz3CrkdrGu0S9WcOHm9fy6nuBvp1mL8asIq1S9XKvl4aBWqaXAwF+X70a0sVsp4f3A5O7JD1Ml+ApJCr5bgzf4F3JLYh0eQeb1/HjE9yyW+Nq6LbsUAXILEEmc5AgISQkE2uEgpp1xy4xbdpKfw+m7JTdyw+/abwIRu9zEwgTEtXeLbv218kLn+MvYkirMh7u1v5/ML1lLlLlp5hxQXa8rt94//dRwJ/kfwioIgCMxxtbAntcdW+neLbhpdjYXfx3Npvtv/FIM5q6nJBLYm+zAweH/1atxTTIPG1TR/697P1nErofBIMm9pXsT8QJnNwEMzdB4cOFQI/AA5w+DX7c/x2QVrqD1SKjyCVzkkQcQU4JcTzxXK/dvVIda6a4kaGe5JtQPwWLoHEYELvC18e3wLQ/ly/2w5yOcjaxjQk/wsugMNgzLRzUfDq0gaGgYGN0w8T63k5d3BpbTnJvCJDiKSm6cyQywOnER7fDNxI84S7zEMaxJljhoUYTeqqeb1/CvwSCHKJDejupUoRCQ3jUqQFl+44OUPUOf2I03L4UWEf2mg2P8KjgT/I3jFIeQIcU7ZuTN0+xeb/Ya1ZCHwT8X25ACjuRT1TutYwzTZMNxXCPwAKV3jlwd28JmFq6l1FwN6LKeyaaSv5DVNoC+TPBL8j+A1Ac000Gfg+dtzpTz/Sld1IfADtGsTJAyV2xP7C8nDqJGmIzdBnezjh1GrJD9ipBlIpPhU+Gh+F9vFdtWiFRyIfCpyPDk9x3f7niZp5FAQ+Vz9KTgFDa/kJSJHEASBT9Ydy/OpIUxMFnkqqVC8nFLdRMbQ2BMbY3VZDcvD1tyQFm+IA8koAnBRfSsVTvu8giMoxZHgfwSvSITkEMt9y9HNJTPq/PUXsafQpxQMY7ks64dLxxIbmHQn47bgLyAgiyI5vdQpTT6ykziC1wiqZS+neWbxQKoTgCrJw2xHEBPYmOkvHLfOXYdrmo23ALgEGbXEDMgkqtsbCof0FEN6iu1q0d8/h0G/lqQrNU7SsAYHqRjcNLybz9efgHNKX0GDM0iD067uqXH7uLJ5MSk9h09WEPPX5TtbltKXSeASZWrdviM7/5eAIyY/R3AER3AER3AE/2M40sJ8BEdwBEdwBEfwP4Yjwf8IjuAIjuAIjuB/DEeC/xEcwf9vrw4EAAAAAAT5Ww9ySQQwI38AmJE/AMzIHwBm5A8AM/IHgBn5A8BMhXvWIoVNO6sAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 500x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from STAIR.ABA_annotation import ABA_anno, plot_spatial_ABA\n",
    "\n",
    "# get ABA annotation in 2 levels\n",
    "adata_aligned_query = ABA_anno(adata_aligned_query, 'stereo_ML', 'stereo_DV', 'stereo_AP', spatial_key='spatial')\n",
    "\n",
    "plot_spatial_ABA([adata[adata.obs['section_index']=='ST_20A'], adata_aligned_query], \n",
    "                 spatial_key='spatial_ccf_2d', level='level1', \n",
    "                 title_key='section_index', s=[26,13], figsize=(5, 3), save=f'{result_path}/spatial1.png')\n",
    "\n",
    "plot_spatial_ABA([adata[adata.obs['section_index']=='ST_20A'], adata_aligned_query], spatial_key='spatial_ccf_2d', level='level2', \n",
    "                 title_key='section_index', s=[26,13], figsize=(5, 3), save=f'{result_path}/spatial2.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1fb65e9c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2898x470 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ABA region was supported by marker genes\n",
    "\n",
    "sc.pp.scale(adata_aligned_query)\n",
    "\n",
    "from matplotlib.pyplot import rc_context\n",
    "with rc_context({'figure.figsize': (4,4.7)}):\n",
    "    sc.pl.embedding(adata_aligned_query, basis='spatial_ccf_2d', color=['Cabp7', 'Gpr88', 'Rora', \n",
    "                                                                        'Mbp', 'Gpx3', 'Hpca'],\n",
    "                    frameon=False, show=True, ncols=6, s=70, vmin=-1, vmax=2.5)\n",
    "    plt.savefig(f'{result_path}/embedding/gene.png', bbox_inches='tight', dpi=300)\n",
    "    plt.close()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76b5f61b",
   "metadata": {},
   "source": [
    "## 3D Visulization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "dc12ae59",
   "metadata": {},
   "outputs": [
    {
     "data": {
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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 q=e.font,H=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(H);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 W(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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K,J,$=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-Y)+\",\"+(p-X),transform:s(Y,X)}).style(\"stroke-width\",V+6+\"px\").call(u.stroke,\"rgba(0,0,0,0)\").call(u.fill,\"rgba(0,0,0,0)\");d.init({element:$.node(),gd:t,prepFn:function(){var t=c.getTranslate(R);K=t.x,J=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(K,J),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}},33652:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(72196),o=r(3400),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 z();if(b){if(b*b>w*w+T*T)return void z();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 z();var 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n=r(23816),i=r(42300);t.exports={moduleType:\"component\",name:\"annotations\",layoutAttributes:r(13916),supplyLayoutDefaults:r(45216),includeBasePlot:r(36632)(\"annotations\"),calcAutorange:r(90272),draw:n.draw,drawOne:n.drawOne,drawRaw:n.drawRaw,hasClickToShow:i.hasClickToShow,onClick:i.onClick,convertCoords:r(26828)}},45899:function(t,e,r){\"use strict\";var n=r(13916),i=r(67824).overrideAll,a=r(31780).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\")},42456:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460);function a(t,e){var 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a._fullLayout[n]=r[n],i.coercePosition(e,a,l,t,t,.5)}l(\"visible\")&&(o(t,e,a.fullLayout,l),u(\"x\"),u(\"y\"),u(\"z\"),n.noneOrAll(t,e,[\"x\",\"y\",\"z\"]),e.xref=\"x\",e.yref=\"y\",e.zref=\"z\",l(\"xanchor\"),l(\"yanchor\"),l(\"xshift\"),l(\"yshift\"),e.showarrow&&(e.axref=\"pixel\",e.ayref=\"pixel\",l(\"ax\",-10),l(\"ay\",-30),n.noneOrAll(t,e,[\"ax\",\"ay\"])))}t.exports=function(t,e,r){a(t,e,{name:\"annotations\",handleItemDefaults:l,fullLayout:r.fullLayout})}},71836:function(t,e,r){\"use strict\";var n=r(23816).drawRaw,i=r(94424),a=[\"x\",\"y\",\"z\"];t.exports=function(t){for(var e=t.fullSceneLayout,r=t.dataScale,o=e.annotations,s=0;s<o.length;s++){for(var l=o[s],u=!1,c=0;c<3;c++){var f=a[c],h=l[f],p=e[f+\"axis\"].r2fraction(h);if(p<0||p>1){u=!0;break}}u?t.fullLayout._infolayer.select(\".annotation-\"+t.id+'[data-index=\"'+s+'\"]').remove():(l._pdata=i(t.glplot.cameraParams,[e.xaxis.r2l(l.x)*r[0],e.yaxis.r2l(l.y)*r[1],e.zaxis.r2l(l.z)*r[2]]),n(t.graphDiv,l,s,t.id,l._xa,l._ya))}}},56864:function(t,e,r){\"use strict\";var n=r(24040),i=r(3400);t.exports={moduleType:\"component\",name:\"annotations3d\",schema:{subplots:{scene:{annotations:r(45899)}}},layoutAttributes:r(45899),handleDefaults:r(52808),includeBasePlot:function(t,e){var r=n.subplotsRegistry.gl3d;if(r)for(var a=r.attrRegex,o=Object.keys(t),s=0;s<o.length;s++){var l=o[s];a.test(l)&&(t[l].annotations||[]).length&&(i.pushUnique(e._basePlotModules,r),i.pushUnique(e._subplots.gl3d,l))}},convert:r(42456),draw:r(71836)}},54976:function(t,e,r){\"use 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e?e.ypx:K[0]._length/2;if(e.pointerX=xt+Z[0]._offset,e.pointerY=bt+K[0]._offset,rt=\"xval\"in e?m.flat(x,e.xval):m.p2c(Z,xt),nt=\"yval\"in e?m.flat(x,e.yval):m.p2c(K,bt),!i(rt[0])||!i(nt[0]))return o.warn(\"Fx.hover failed\",e,t),v.unhoverRaw(t,e)}var kt=1/0;function At(r,n){for(at=0;at<gt.length;at++)if((ot=gt[at])&&ot[0]&&ot[0].trace&&!0===(st=ot[0].trace).visible&&0!==st._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(st._module.name)){if(ct=M,m.isUnifiedHover(ct)&&(ct=ct.charAt(0)),\"splom\"===st.type?lt=x[ut=0]:(lt=m.getSubplot(st),ut=x.indexOf(lt)),pt={cd:ot,trace:st,xa:Z[ut],ya:K[ut],maxHoverDistance:tt,maxSpikeDistance:et,index:!1,distance:Math.min(kt,tt),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:d.defaultLine,name:st.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},b[lt]&&(pt.subplot=b[lt]._subplot),b._splomScenes&&b._splomScenes[st.uid]&&(pt.scene=b._splomScenes[st.uid]),\"array\"===ct){var a=e[at];\"pointNumber\"in a?(pt.index=a.pointNumber,ct=\"closest\"):(ct=\"\",\"xval\"in a&&(ft=a.xval,ct=\"x\"),\"yval\"in a&&(ht=a.yval,ct=ct?\"closest\":\"y\"))}else void 0!==r&&void 0!==n?(ft=r,ht=n):(ft=rt[ut],ht=nt[ut]);if(dt=vt.length,0!==tt)if(st._module&&st._module.hoverPoints){var s=st._module.hoverPoints(pt,ft,ht,ct,{finiteRange:!0,hoverLayer:b._hoverlayer,hoversubplots:_,gd:t});if(s)for(var l,u=0;u<s.length;u++)l=s[u],i(l.x0)&&i(l.y0)&&vt.push(B(l,M))}else o.log(\"Unrecognized trace type in hover:\",st);if(\"closest\"===M&&vt.length>dt&&(vt.splice(0,dt),kt=vt[0].distance),A&&0!==et&&0===vt.length){pt.distance=et,pt.index=!1;var c=st._module.hoverPoints(pt,ft,ht,\"closest\",{hoverLayer:b._hoverlayer});if(c&&(c=c.filter((function(t){return t.spikeDistance<=et}))),c&&c.length){var f,h=c.filter((function(t){return t.xa.showspikes&&\"hovered data\"!==t.xa.spikesnap}));if(h.length){var p=h[0];i(p.x0)&&i(p.y0)&&(f=St(p),(!yt.vLinePoint||yt.vLinePoint.spikeDistance>f.spikeDistance)&&(yt.vLinePoint=f))}var v=c.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(v.length){var g=v[0];i(g.x0)&&i(g.y0)&&(f=St(g),(!yt.hLinePoint||yt.hLinePoint.spikeDistance>f.spikeDistance)&&(yt.hLinePoint=f))}}}}}function Mt(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)f&&f._id!==t[o].xa._id||p&&p._id!==t[o].ya._id||(n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n));return i}function St(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}At();var Et={fullLayout:b,container:b._hoverlayer,event:e},Lt=t._spikepoints,Ct={vLinePoint:yt.vLinePoint,hLinePoint:yt.hLinePoint};t._spikepoints=Ct;var Pt=function(){var t=vt.filter((function(t){return f&&f._id===t.xa._id&&p&&p._id===t.ya._id})),e=vt.filter((function(t){return!(f&&f._id===t.xa._id&&p&&p._id===t.ya._id)}));t.sort(P),e.sort(P),vt=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];y.traceIs(s.trace,\"bar-like\")||y.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(vt=t.concat(e),M)};Pt();var Ot=M.charAt(0),It=(\"x\"===Ot||\"y\"===Ot)&&vt[0]&&C[vt[0].trace.type];if(A&&0!==et&&0!==vt.length){var zt=Mt(vt.filter((function(t){return t.ya.showspikes})),et,It);yt.hLinePoint=St(zt);var Dt=Mt(vt.filter((function(t){return t.xa.showspikes})),et,It);yt.vLinePoint=St(Dt)}if(0===vt.length){var Rt=v.unhoverRaw(t,e);return!A||null===yt.hLinePoint&&null===yt.vLinePoint||j(Lt)&&N(t,yt,Et),Rt}if(A&&j(Lt)&&N(t,yt,Et),m.isXYhover(ct)&&0!==vt[0].length&&\"splom\"!==vt[0].trace.type){var Ft=vt[0],Bt=(vt=L[Ft.trace.type]?vt.filter((function(t){return t.trace.index===Ft.trace.index})):[Ft]).length;At(V(\"x\",Ft,b),V(\"y\",Ft,b));var Nt,jt=[],Ut={},Vt=0,qt=function(t){var e=L[t.trace.type]?O(t):t.trace.index;if(Ut[e]){var r=Ut[e]-1,n=jt[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(jt[r]=t)}else Vt++,Ut[e]=Vt,jt.push(t)};for(Nt=0;Nt<Bt;Nt++)qt(vt[Nt]);for(Nt=vt.length-1;Nt>Bt-1;Nt--)qt(vt[Nt]);vt=jt,Pt()}var Ht=t._hoverdata,Gt=[],Wt=q(t),Yt=H(t);for(it=0;it<vt.length;it++){var Xt=vt[it],Zt=m.makeEventData(Xt,Xt.trace,Xt.cd);if(!1!==Xt.hovertemplate){var Kt=!1;Xt.cd[Xt.index]&&Xt.cd[Xt.index].ht&&(Kt=Xt.cd[Xt.index].ht),Xt.hovertemplate=Kt||Xt.trace.hovertemplate||!1}if(Xt.xa&&Xt.ya){var Jt=Xt.x0+Xt.xa._offset,$t=Xt.x1+Xt.xa._offset,Qt=Xt.y0+Xt.ya._offset,te=Xt.y1+Xt.ya._offset,ee=Math.min(Jt,$t),re=Math.max(Jt,$t),ne=Math.min(Qt,te),ie=Math.max(Qt,te);Zt.bbox={x0:ee+Yt,x1:re+Yt,y0:ne+Wt,y1:ie+Wt}}Xt.eventData=[Zt],Gt.push(Zt)}t._hoverdata=Gt;var ae=\"y\"===M&&(gt.length>1||vt.length>1)||\"closest\"===M&&mt&&vt.length>1,oe=d.combine(b.plot_bgcolor||d.background,b.paper_bgcolor),se=z(vt,{gd:t,hovermode:M,rotateLabels:ae,bgColor:oe,container:b._hoverlayer,outerContainer:b._paper.node(),commonLabelOpts:b.hoverlabel,hoverdistance:b.hoverdistance}),le=se.hoverLabels;if(m.isUnifiedHover(M)||(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},T=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=R(t,e),v=t.anchor,A=\"end\"===v?-1:1;if(\"middle\"===v)c=(u=t.crossPos+(a?T(p.y-t.by/2):w(t.bx/2+t.tx2width/2)))+(a?T(t.by):w(t.bx));else if(a)c=(u=t.crossPos+T(S+p.y)-T(t.by/2-S))+T(t.by);else{var M=w(A*S+p.x),E=M+w(A*t.bx);u=t.crossPos+Math.min(M,E),c=t.crossPos+Math.max(M,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 0!==x&&Math.min(c,x)-Math.max(u,m)>1&&(\"top\"===i.side?(s=i._mainLinePosition,l=r.height):l=i._mainLinePosition)}g[y++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(a?k:1)/2,pmin:s,pmax:l}]})),g.sort((function(t,e){return t[0].posref-e[0].posref||d*(e[0].traceIndex-t[0].traceIndex)}));!i&&p<=v;){for(p++,i=!0,s=0;s<g.length-1;){var M=g[s],E=g[s+1],L=M[M.length-1],C=E[0];if((a=L.pos+L.dp+L.size-C.pos-C.dp+C.size)>.01&&L.pmin===C.pmin&&L.pmax===C.pmax){for(l=E.length-1;l>=0;l--)E[l].dp+=a;for(M.push.apply(M,E),g.splice(s+1,1),c=0,l=M.length-1;l>=0;l--)c+=M[l].dp;for(o=c/M.length,l=M.length-1;l>=0;l--)M[l].dp-=o;i=!1}else s++}g.forEach(A)}for(s=g.length-1;s>=0;s--){var P=g[s];for(l=P.length-1;l>=0;l--){var O=P[l],I=O.datum;I.offset=O.dp,I.del=O.del}}}(le,ae,b,se.commonLabelBoundingBox),F(le,ae,b._invScaleX,b._invScaleY)),l&&l.tagName){var ue=y.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,Gt);h(n.select(l),ue?\"pointer\":\"\")}l&&!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,Ht)&&(Ht&&t.emit(\"plotly_unhover\",{event:e,points:Ht}),t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:Z,yaxes:K,xvals:rt,yvals:nt}))}(t,e,r,a,l)}))},e.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=q(i),o=H(i),s=z(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),p=Math.max(s,l),v=t.trace;if(y.traceIs(v,\"gl3d\")){var g=i._fullLayout[v.scene]._scene.container,m=g.offsetLeft,x=g.offsetTop;c+=m,f+=m,h+=x,p+=x}u.bbox={x0:c+o,x1:f+o,y0:h+a,y1:p+a},e.inOut_bbox&&e.inOut_bbox.push(u.bbox)}else u=!1;return{color:t.color||d.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||d.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})),F(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var I=/<extra>([\\s\\S]*)<\\/extra>/;function z(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,s=e.rotateLabels,c=e.bgColor,h=e.container,v=e.outerContainer,g=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||x.HOVERFONT,k=e.fontSize||x.HOVERFONTSIZE,A=t[0],M=A.xa,L=A.ya,C=a.charAt(0),P=C+\"Label\",I=A[P];if(void 0===I&&\"multicategory\"===M.type)for(var z=0;z<t.length&&void 0===(I=t[z][P]);z++);var R=G(r,v),F=R.top,B=R.width,N=R.height,j=void 0!==I&&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 H=Array.isArray(V)?V:V.split(\"+\");if(-1===H.indexOf(\"all\")&&-1===H.indexOf(a)){j=!1;break}}q&&(j=!1)}var W=h.selectAll(\"g.axistext\").data(j?[0]:[]);W.enter().append(\"g\").classed(\"axistext\",!0),W.exit().remove();var Y={minX:0,maxX:0,minY:0,maxY:0};if(W.each((function(){var t=n.select(this),e=o.ensureSingle(t,\"path\",\"\",(function(t){t.style({\"stroke-width\":\"1px\"})})),s=o.ensureSingle(t,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),u=g.bgcolor||d.defaultLine,c=g.bordercolor||d.contrast(u),h=d.contrast(u),v={family:g.font.family||T,size:g.font.size||k,color:g.font.color||h};e.style({fill:u,stroke:c}),s.text(I).call(p.font,v).call(f.positionText,0,0).call(f.convertToTspans,r),t.attr(\"transform\",\"\");var y,m,x=G(r,s.node());if(\"x\"===a){var b=\"top\"===M.side?\"-\":\"\";s.attr(\"text-anchor\",\"middle\").call(f.positionText,0,\"top\"===M.side?F-x.bottom-S-E:F-x.top+S+E),y=M._offset+(A.x0+A.x1)/2,m=L._offset+(\"top\"===M.side?0:L._length);var _=x.width/2+E,w=y;y<_?w=_:y>i.width-_&&(w=i.width-_),e.attr(\"d\",\"M\"+(y-w)+\",0L\"+(y-w+S)+\",\"+b+S+\"H\"+_+\"v\"+b+(2*E+x.height)+\"H\"+-_+\"V\"+b+S+\"H\"+(y-w-S)+\"Z\"),y=w,Y.minX=y-_,Y.maxX=y+_,\"top\"===M.side?(Y.minY=m-(2*E+x.height),Y.maxY=m-E):(Y.minY=m+E,Y.maxY=m+(2*E+x.height))}else{var C,P,O;\"right\"===L.side?(C=\"start\",P=1,O=\"\",y=M._offset+M._length):(C=\"end\",P=-1,O=\"-\",y=M._offset),m=L._offset+(A.y0+A.y1)/2,s.attr(\"text-anchor\",C),e.attr(\"d\",\"M0,0L\"+O+S+\",\"+S+\"V\"+(E+x.height/2)+\"h\"+O+(2*E+x.width)+\"V-\"+(E+x.height/2)+\"H\"+O+S+\"V-\"+S+\"Z\"),Y.minY=m-(E+x.height/2),Y.maxY=m+(E+x.height/2),\"right\"===L.side?(Y.minX=y+S,Y.maxX=y+S+(2*E+x.width)):(Y.minX=y-S-(2*E+x.width),Y.maxX=y-S);var z,D=x.height/2,R=F-x.top-D,B=\"clip\"+i._uid+\"commonlabel\"+L._id;if(y<x.width+2*E+S){z=\"M-\"+(S+E)+\"-\"+D+\"h-\"+(x.width-E)+\"V\"+D+\"h\"+(x.width-E)+\"Z\";var N=x.width-y+E;f.positionText(s,N,R),\"end\"===C&&s.selectAll(\"tspan\").each((function(){var t=n.select(this),e=p.tester.append(\"text\").text(t.text()).call(p.font,v),i=G(r,e.node());Math.round(i.width)<Math.round(x.width)&&t.attr(\"x\",N-i.width),e.remove()}))}else f.positionText(s,P*(E+S),R),z=null;var j=i._topclips.selectAll(\"#\"+B).data(z?[0]:[]);j.enter().append(\"clipPath\").attr(\"id\",B).append(\"path\"),j.exit().remove(),j.select(\"path\").attr(\"d\",z),p.setClipUrl(s,z?B:null,r)}t.attr(\"transform\",l(y,m))})),m.isUnifiedHover(a)){h.selectAll(\"g.hovertext\").remove();var X=t.filter((function(t){return\"none\"!==t.hoverinfo}));if(0===X.length)return[];var Z=i.hoverlabel,K=Z.font,J={showlegend:!0,legend:{title:{text:I,font:K},font:K,bgcolor:Z.bgcolor,bordercolor:Z.bordercolor,borderwidth:1,tracegroupgap:7,traceorder:i.legend?i.legend.traceorder:void 0,orientation:\"v\"}},$={font:K};b(J,$,r._fullData);var Q=$.legend;Q.entries=[];for(var tt=0;tt<X.length;tt++){var et=X[tt];if(\"none\"!==et.hoverinfo){var rt=D(et,!0,a,i,I),nt=rt[0],it=rt[1];et.name=it,et.text=\"\"!==it?it+\" : \"+nt:nt;var at=et.cd[et.index];at&&(at.mc&&(et.mc=at.mc),at.mcc&&(et.mc=at.mcc),at.mlc&&(et.mlc=at.mlc),at.mlcc&&(et.mlc=at.mlcc),at.mlw&&(et.mlw=at.mlw),at.mrc&&(et.mrc=at.mrc),at.dir&&(et.dir=at.dir)),et._distinct=!0,Q.entries.push([et])}}Q.entries.sort((function(t,e){return t[0].trace.index-e[0].trace.index})),Q.layer=h,Q._inHover=!0,Q._groupTitleFont=Z.grouptitlefont,_(r,Q);var ot,st,lt,ut,ct=h.select(\"g.legend\"),ft=G(r,ct.node()),ht=ft.width+2*E,pt=ft.height+2*E,dt=X[0],vt=(dt.x0+dt.x1)/2,gt=(dt.y0+dt.y1)/2,yt=!(y.traceIs(dt.trace,\"bar-like\")||y.traceIs(dt.trace,\"box-violin\"));\"y\"===C?yt?(st=gt-E,ot=gt+E):(st=Math.min.apply(null,X.map((function(t){return Math.min(t.y0,t.y1)}))),ot=Math.max.apply(null,X.map((function(t){return Math.max(t.y0,t.y1)})))):st=ot=o.mean(X.map((function(t){return(t.y0+t.y1)/2})))-pt/2,\"x\"===C?yt?(lt=vt+E,ut=vt-E):(lt=Math.max.apply(null,X.map((function(t){return 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n=r(33816),i=r(31780).templatedArray;r(36208),t.exports=i(\"image\",{visible:{valType:\"boolean\",dflt:!0,editType:\"arraydraw\"},source:{valType:\"string\",editType:\"arraydraw\"},layer:{valType:\"enumerated\",values:[\"below\",\"above\"],dflt:\"above\",editType:\"arraydraw\"},sizex:{valType:\"number\",dflt:0,editType:\"arraydraw\"},sizey:{valType:\"number\",dflt:0,editType:\"arraydraw\"},sizing:{valType:\"enumerated\",values:[\"fill\",\"contain\",\"stretch\"],dflt:\"contain\",editType:\"arraydraw\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,editType:\"arraydraw\"},x:{valType:\"any\",dflt:0,editType:\"arraydraw\"},y:{valType:\"any\",dflt:0,editType:\"arraydraw\"},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"arraydraw\"},yanchor:{valType:\"enumerated\",values:[\"top\",\"middle\",\"bottom\"],dflt:\"top\",editType:\"arraydraw\"},xref:{valType:\"enumerated\",values:[\"paper\",n.idRegex.x.toString()],dflt:\"paper\",editType:\"arraydraw\"},yref:{valType:\"enumerated\",values:[\"paper\",n.idRegex.y.toString()],dflt:\"paper\",editType:\"arraydraw\"},editType:\"arraydraw\"})},63556:function(t,e,r){\"use 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n=r(25376),i=r(22548);t.exports={_isSubplotObj:!0,visible:{valType:\"boolean\",dflt:!0,editType:\"legend\"},bgcolor:{valType:\"color\",editType:\"legend\"},bordercolor:{valType:\"color\",dflt:i.defaultLine,editType:\"legend\"},borderwidth:{valType:\"number\",min:0,dflt:0,editType:\"legend\"},font:n({editType:\"legend\"}),grouptitlefont:n({editType:\"legend\"}),orientation:{valType:\"enumerated\",values:[\"v\",\"h\"],dflt:\"v\",editType:\"legend\"},traceorder:{valType:\"flaglist\",flags:[\"reversed\",\"grouped\"],extras:[\"normal\"],editType:\"legend\"},tracegroupgap:{valType:\"number\",min:0,dflt:10,editType:\"legend\"},entrywidth:{valType:\"number\",min:0,editType:\"legend\"},entrywidthmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"pixels\",editType:\"legend\"},indentation:{valType:\"number\",min:-15,dflt:0,editType:\"legend\"},itemsizing:{valType:\"enumerated\",values:[\"trace\",\"constant\"],dflt:\"trace\",editType:\"legend\"},itemwidth:{valType:\"number\",min:30,dflt:30,editType:\"legend\"},itemclick:{valType:\"enumerated\",values:[\"toggle\",\"toggleothers\",!1],dflt:\"toggle\",editType:\"legend\"},itemdoubleclick:{valType:\"enumerated\",values:[\"toggle\",\"toggleothers\",!1],dflt:\"toggleothers\",editType:\"legend\"},groupclick:{valType:\"enumerated\",values:[\"toggleitem\",\"togglegroup\"],dflt:\"togglegroup\",editType:\"legend\"},x:{valType:\"number\",editType:\"legend\"},xref:{valType:\"enumerated\",dflt:\"paper\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"legend\"},y:{valType:\"number\",editType:\"legend\"},yref:{valType:\"enumerated\",dflt:\"paper\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],editType:\"legend\"},uirevision:{valType:\"any\",editType:\"none\"},valign:{valType:\"enumerated\",values:[\"top\",\"middle\",\"bottom\"],dflt:\"middle\",editType:\"legend\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"legend\"},font:n({editType:\"legend\"}),side:{valType:\"enumerated\",values:[\"top\",\"left\",\"top 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r=t._fullLayout,i=r._legends;r._infolayer.selectAll('[class^=\"legend\"]').each((function(){var t=n.select(this),e=t.attr(\"class\").split(\" \")[0];e.match(w)&&-1===i.indexOf(e)&&t.remove()}));for(var a=0;a<i.length;a++){var o=i[a];T(t,t._fullLayout[o])}}}},35456:function(t,e,r){\"use strict\";var n=r(24040),i=r(42451);t.exports=function(t,e,r){var a,o,s=e._inHover,l=i.isGrouped(e),u=i.isReversed(e),c={},f=[],h=!1,p={},d=0,v=0;function g(t,n,a){if(!1!==e.visible&&(!r||t===e._id))if(\"\"!==n&&i.isGrouped(e))-1===f.indexOf(n)?(f.push(n),h=!0,c[n]=[a]):c[n].push(a);else{var o=\"~~i\"+d;f.push(o),c[o]=[a],d++}}for(a=0;a<t.length;a++){var y=t[a],m=y[0],x=m.trace,b=x.legend,_=x.legendgroup;if(s||x.visible&&x.showlegend)if(n.traceIs(x,\"pie-like\"))for(p[_]||(p[_]={}),o=0;o<y.length;o++){var w=y[o].label;p[_][w]||(g(b,_,{label:w,color:y[o].color,i:y[o].i,trace:x,pts:y[o].pts}),p[_][w]=!0,v=Math.max(v,(w||\"\").length))}else 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d=o[p],v=c+\".\"+d+\".showspikes\";l[v]=!1,s[v]=f[d].showspikes}}r._previousVal=s}return l}function v(t,e){for(var r=e.currentTarget,i=r.getAttribute(\"data-attr\"),a=r.getAttribute(\"data-val\")||!0,o=t._fullLayout,s=o._subplots.geo||[],l=0;l<s.length;l++){var u=s[l],c=o[u];if(\"zoom\"===i){var f=c.projection.scale,h=\"in\"===a?2*f:.5*f;n.call(\"_guiRelayout\",t,u+\".projection.scale\",h)}}\"reset\"===i&&x(t,\"geo\")}function g(t){var e=t._fullLayout;return!e.hovermode&&(e._has(\"cartesian\")?e._isHoriz?\"y\":\"x\":\"closest\")}function y(t){var e=g(t);n.call(\"_guiRelayout\",t,\"hovermode\",e)}function m(t,e){for(var r=e.currentTarget.getAttribute(\"data-val\"),i=t._fullLayout,a=i._subplots.mapbox||[],o={},s=0;s<a.length;s++){var l=a[s],u=i[l].zoom,c=\"in\"===r?1.05*u:u/1.05;o[l+\".zoom\"]=c}n.call(\"_guiRelayout\",t,o)}function x(t,e){for(var r=t._fullLayout,i=r._subplots[e]||[],a={},o=0;o<i.length;o++)for(var s=i[o],l=r[s]._subplot.viewInitial,u=Object.keys(l),c=0;c<u.length;c++){var f=u[c];a[s+\".\"+f]=l[f]}n.call(\"_guiRelayout\",t,a)}c.toImage={name:\"toImage\",title:function(t){var e=(t._context.toImageButtonOptions||{}).format||\"png\";return u(t,\"png\"===e?\"Download plot as a png\":\"Download plot\")},icon:o.camera,click:function(t){var e=t._context.toImageButtonOptions,r={format:e.format||\"png\"};l.notifier(u(t,\"Taking snapshot - this may take a few seconds\"),\"long\"),\"svg\"!==r.format&&l.isIE()&&(l.notifier(u(t,\"IE only supports svg.  Changing format to svg.\"),\"long\"),r.format=\"svg\"),[\"filename\",\"width\",\"height\",\"scale\"].forEach((function(t){t in e&&(r[t]=e[t])})),n.call(\"downloadImage\",t,r).then((function(e){l.notifier(u(t,\"Snapshot succeeded\")+\" - \"+e,\"long\")})).catch((function(){l.notifier(u(t,\"Sorry, there was a problem downloading your snapshot!\"),\"long\")}))}},c.sendDataToCloud={name:\"sendDataToCloud\",title:function(t){return u(t,\"Edit in Chart Studio\")},icon:o.disk,click:function(t){i.sendDataToCloud(t)}},c.editInChartStudio={name:\"editInChartStudio\",title:function(t){return u(t,\"Edit in Chart Studio\")},icon:o.pencil,click:function(t){i.sendDataToCloud(t)}},c.zoom2d={name:\"zoom2d\",_cat:\"zoom\",title:function(t){return u(t,\"Zoom\")},attr:\"dragmode\",val:\"zoom\",icon:o.zoombox,click:f},c.pan2d={name:\"pan2d\",_cat:\"pan\",title:function(t){return u(t,\"Pan\")},attr:\"dragmode\",val:\"pan\",icon:o.pan,click:f},c.select2d={name:\"select2d\",_cat:\"select\",title:function(t){return u(t,\"Box Select\")},attr:\"dragmode\",val:\"select\",icon:o.selectbox,click:f},c.lasso2d={name:\"lasso2d\",_cat:\"lasso\",title:function(t){return u(t,\"Lasso Select\")},attr:\"dragmode\",val:\"lasso\",icon:o.lasso,click:f},c.drawclosedpath={name:\"drawclosedpath\",title:function(t){return u(t,\"Draw closed freeform\")},attr:\"dragmode\",val:\"drawclosedpath\",icon:o.drawclosedpath,click:f},c.drawopenpath={name:\"drawopenpath\",title:function(t){return u(t,\"Draw open freeform\")},attr:\"dragmode\",val:\"drawopenpath\",icon:o.drawopenpath,click:f},c.drawline={name:\"drawline\",title:function(t){return u(t,\"Draw line\")},attr:\"dragmode\",val:\"drawline\",icon:o.drawline,click:f},c.drawrect={name:\"drawrect\",title:function(t){return u(t,\"Draw rectangle\")},attr:\"dragmode\",val:\"drawrect\",icon:o.drawrect,click:f},c.drawcircle={name:\"drawcircle\",title:function(t){return u(t,\"Draw circle\")},attr:\"dragmode\",val:\"drawcircle\",icon:o.drawcircle,click:f},c.eraseshape={name:\"eraseshape\",title:function(t){return u(t,\"Erase active shape\")},icon:o.eraseshape,click:s},c.zoomIn2d={name:\"zoomIn2d\",_cat:\"zoomin\",title:function(t){return u(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:f},c.zoomOut2d={name:\"zoomOut2d\",_cat:\"zoomout\",title:function(t){return u(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:f},c.autoScale2d={name:\"autoScale2d\",_cat:\"autoscale\",title:function(t){return u(t,\"Autoscale\")},attr:\"zoom\",val:\"auto\",icon:o.autoscale,click:f},c.resetScale2d={name:\"resetScale2d\",_cat:\"resetscale\",title:function(t){return u(t,\"Reset axes\")},attr:\"zoom\",val:\"reset\",icon:o.home,click:f},c.hoverClosestCartesian={name:\"hoverClosestCartesian\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:f},c.hoverCompareCartesian={name:\"hoverCompareCartesian\",_cat:\"hoverCompare\",title:function(t){return u(t,\"Compare data on hover\")},attr:\"hovermode\",val:function(t){return t._fullLayout._isHoriz?\"y\":\"x\"},icon:o.tooltip_compare,gravity:\"ne\",click:f},c.zoom3d={name:\"zoom3d\",_cat:\"zoom\",title:function(t){return u(t,\"Zoom\")},attr:\"scene.dragmode\",val:\"zoom\",icon:o.zoombox,click:h},c.pan3d={name:\"pan3d\",_cat:\"pan\",title:function(t){return u(t,\"Pan\")},attr:\"scene.dragmode\",val:\"pan\",icon:o.pan,click:h},c.orbitRotation={name:\"orbitRotation\",title:function(t){return u(t,\"Orbital rotation\")},attr:\"scene.dragmode\",val:\"orbit\",icon:o[\"3d_rotate\"],click:h},c.tableRotation={name:\"tableRotation\",title:function(t){return u(t,\"Turntable rotation\")},attr:\"scene.dragmode\",val:\"turntable\",icon:o[\"z-axis\"],click:h},c.resetCameraDefault3d={name:\"resetCameraDefault3d\",_cat:\"resetCameraDefault\",title:function(t){return u(t,\"Reset camera to default\")},attr:\"resetDefault\",icon:o.home,click:p},c.resetCameraLastSave3d={name:\"resetCameraLastSave3d\",_cat:\"resetCameraLastSave\",title:function(t){return u(t,\"Reset camera to last save\")},attr:\"resetLastSave\",icon:o.movie,click:p},c.hoverClosest3d={name:\"hoverClosest3d\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);n.call(\"_guiRelayout\",t,r)}},c.zoomInGeo={name:\"zoomInGeo\",_cat:\"zoomin\",title:function(t){return u(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:v},c.zoomOutGeo={name:\"zoomOutGeo\",_cat:\"zoomout\",title:function(t){return u(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:v},c.resetGeo={name:\"resetGeo\",_cat:\"reset\",title:function(t){return u(t,\"Reset\")},attr:\"reset\",val:null,icon:o.autoscale,click:v},c.hoverClosestGeo={name:\"hoverClosestGeo\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:y},c.hoverClosestGl2d={name:\"hoverClosestGl2d\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:y},c.hoverClosestPie={name:\"hoverClosestPie\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:y},c.resetViewSankey={name:\"resetSankeyGroup\",title:function(t){return u(t,\"Reset view\")},icon:o.home,click:function(t){for(var e={\"node.groups\":[],\"node.x\":[],\"node.y\":[]},r=0;r<t._fullData.length;r++){var i=t._fullData[r]._viewInitial;e[\"node.groups\"].push(i.node.groups.slice()),e[\"node.x\"].push(i.node.x.slice()),e[\"node.y\"].push(i.node.y.slice())}n.call(\"restyle\",t,e)}},c.toggleHover={name:\"toggleHover\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);r.hovermode=g(t),n.call(\"_guiRelayout\",t,r)}},c.resetViews={name:\"resetViews\",title:function(t){return u(t,\"Reset views\")},icon:o.home,click:function(t,e){var r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),f(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),x(t,\"geo\"),x(t,\"mapbox\")}},c.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return u(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},c.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return u(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){x(t,\"mapbox\")}},c.zoomInMapbox={name:\"zoomInMapbox\",_cat:\"zoomin\",title:function(t){return u(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:m},c.zoomOutMapbox={name:\"zoomOutMapbox\",_cat:\"zoomout\",title:function(t){return u(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:m}},76052:function(t,e,r){\"use strict\";var n=r(44248),i=Object.keys(n),a=[\"drawline\",\"drawopenpath\",\"drawclosedpath\",\"drawcircle\",\"drawrect\",\"eraseshape\"],o=[\"v1hovermode\",\"hoverclosest\",\"hovercompare\",\"togglehover\",\"togglespikelines\"].concat(a),s=[];i.forEach((function(t){!function(t){if(-1===o.indexOf(t._cat||t.name)){var e=t.name,r=(t._cat||t.name).toLowerCase();-1===s.indexOf(e)&&s.push(e),-1===s.indexOf(r)&&s.push(r)}}(n[t])})),s.sort(),t.exports={DRAW_MODES:a,backButtons:o,foreButtons:s}},90824:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(31780),o=r(66540);t.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var u=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(u,.3)),l(\"activecolor\",i.addOpacity(u,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},45460:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:r(66540),supplyLayoutDefaults:r(90824),manage:r(18816)}},18816:function(t,e,r){\"use strict\";var n=r(79811),i=r(43028),a=r(24040),o=r(10624).isUnifiedHover,s=r(66400),l=r(44248),u=r(76052).DRAW_MODES,c=r(3400).extendDeep;t.exports=function(t){var e=t._fullLayout,r=t._context,f=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var h,p=r.modeBarButtons;h=Array.isArray(p)&&p.length?function(t){for(var e=c([],t),r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++){var a=n[i];if(\"string\"==typeof a){if(void 0===l[a])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" \"));e[r][i]=l[a]}}return e}(p):!r.displayModeBar&&r.watermark?[]:function(t){var e=t._fullLayout,r=t._fullData,s=t._context;function c(t,e){if(\"string\"==typeof e){if(e.toLowerCase()===t.toLowerCase())return!0}else{var r=e.name,n=e._cat||e.name;if(r===t||n===t.toLowerCase())return!0}return!1}var f=e.modebar.add;\"string\"==typeof f&&(f=[f]);var h=e.modebar.remove;\"string\"==typeof h&&(h=[h]);var p=s.modeBarButtonsToAdd.concat(f.filter((function(t){for(var e=0;e<s.modeBarButtonsToRemove.length;e++)if(c(t,s.modeBarButtonsToRemove[e]))return!1;return!0}))),d=s.modeBarButtonsToRemove.concat(h.filter((function(t){for(var e=0;e<s.modeBarButtonsToAdd.length;e++)if(c(t,s.modeBarButtonsToAdd[e]))return!1;return!0}))),v=e._has(\"cartesian\"),g=e._has(\"gl3d\"),y=e._has(\"geo\"),m=e._has(\"pie\"),x=e._has(\"funnelarea\"),b=e._has(\"gl2d\"),_=e._has(\"ternary\"),w=e._has(\"mapbox\"),T=e._has(\"polar\"),k=e._has(\"smith\"),A=e._has(\"sankey\"),M=function(t){for(var e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),S=o(e.hovermode),E=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,u=0;u<d.length;u++){var c=d[u].toLowerCase();if(c===a||c===o){s=!0;break}}s||e.push(l[n])}E.push(e)}}var C=[\"toImage\"];s.showEditInChartStudio?C.push(\"editInChartStudio\"):s.showSendToCloud&&C.push(\"sendDataToCloud\"),L(C);var P=[],O=[],I=[],z=[];(v||b||m||x||_)+y+g+w+T+k>1?(O=[\"toggleHover\"],I=[\"resetViews\"]):y?(P=[\"zoomInGeo\",\"zoomOutGeo\"],O=[\"hoverClosestGeo\"],I=[\"resetGeo\"]):g?(O=[\"hoverClosest3d\"],I=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],O=[\"toggleHover\"],I=[\"resetViewMapbox\"]):b?O=[\"hoverClosestGl2d\"]:m?O=[\"hoverClosestPie\"]:A?(O=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],I=[\"resetViewSankey\"]):O=[\"toggleHover\"],v&&(O=[\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"]),(function(t){for(var e=0;e<t.length;e++)if(!a.traceIs(t[e],\"noHover\"))return!1;return!0}(r)||S)&&(O=[]),!v&&!b||M||(P=[\"zoomIn2d\",\"zoomOut2d\",\"autoScale2d\"],\"resetViews\"!==I[0]&&(I=[\"resetScale2d\"])),g?z=[\"zoom3d\",\"pan3d\",\"orbitRotation\",\"tableRotation\"]:(v||b)&&!M||_?z=[\"zoom2d\",\"pan2d\"]:w||y?z=[\"pan2d\"]:T&&(z=[\"zoom2d\"]),function(t){for(var e=!1,r=0;r<t.length&&!e;r++){var n=t[r];n._module&&n._module.selectPoints&&(a.traceIs(n,\"scatter-like\")?(i.hasMarkers(n)||i.hasText(n))&&(e=!0):a.traceIs(n,\"box-violin\")&&\"all\"!==n.boxpoints&&\"all\"!==n.points||(e=!0))}return e}(r)&&z.push(\"select2d\",\"lasso2d\");var D=[],R=function(t){-1===D.indexOf(t)&&-1!==O.indexOf(t)&&D.push(t)};if(Array.isArray(p)){for(var F=[],B=0;B<p.length;B++){var N=p[B];\"string\"==typeof N?(N=N.toLowerCase(),-1!==u.indexOf(N)?(e._has(\"mapbox\")||e._has(\"cartesian\"))&&z.push(N):\"togglespikelines\"===N?R(\"toggleSpikelines\"):\"togglehover\"===N?R(\"toggleHover\"):\"hovercompare\"===N?R(\"hoverCompareCartesian\"):\"hoverclosest\"===N?(R(\"hoverClosestCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\")):\"v1hovermode\"===N&&(R(\"toggleHover\"),R(\"hoverClosestCartesian\"),R(\"hoverCompareCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\"))):F.push(N)}p=F}return L(z),L(P.concat(I)),L(D),function(t,e){if(e.length)if(Array.isArray(e[0]))for(var r=0;r<e.length;r++)t.push(e[r]);else t.push(e);return t}(E,p)}(t),f?f.update(t,h):e._modeBar=s(t,h)}else f&&(f.destroy(),delete e._modeBar)}},66400:function(t,e,r){\"use strict\";var n=r(33428),i=r(38248),a=r(3400),o=r(9224),s=r(25788).version,l=new DOMParser;function u(t){this.container=t.container,this.element=document.createElement(\"div\"),this.update(t.graphInfo,t.buttons),this.container.appendChild(this.element)}var c=u.prototype;c.update=function(t,e){this.graphInfo=t;var r=this.graphInfo._context,n=this.graphInfo._fullLayout,i=\"modebar-\"+n._uid;this.element.setAttribute(\"id\",i),this._uid=i,this.element.className=\"modebar\",\"hover\"===r.displayModeBar&&(this.element.className+=\" modebar--hover ease-bg\"),\"v\"===n.modebar.orientation&&(this.element.className+=\" vertical\",e=e.reverse());var o=n.modebar,s=\"hover\"===r.displayModeBar?\".js-plotly-plot .plotly:hover \":\"\";a.deleteRelatedStyleRule(i),a.addRelatedStyleRule(i,s+\"#\"+i+\" .modebar-group\",\"background-color: \"+o.bgcolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn .icon path\",\"fill: \"+o.color),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn:hover .icon path\",\"fill: \"+o.activecolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn.active .icon path\",\"fill: \"+o.activecolor);var l=!this.hasButtons(e),u=this.hasLogo!==r.displaylogo,c=this.locale!==r.locale;if(this.locale=r.locale,(l||u||c)&&(this.removeAllButtons(),this.updateButtons(e),r.watermark||r.displaylogo)){var f=this.getLogo();r.watermark&&(f.className=f.className+\" watermark\"),\"v\"===n.modebar.orientation?this.element.insertBefore(f,this.element.childNodes[0]):this.element.appendChild(f),this.hasLogo=!0}this.updateActiveButton()},c.updateButtons=function(t){var e=this;this.buttons=t,this.buttonElements=[],this.buttonsNames=[],this.buttons.forEach((function(t){var r=e.createGroup();t.forEach((function(t){var n=t.name;if(!n)throw new Error(\"must provide button 'name' in button config\");if(-1!==e.buttonsNames.indexOf(n))throw new Error(\"button name '\"+n+\"' is taken\");e.buttonsNames.push(n);var i=e.createButton(t);e.buttonElements.push(i),r.appendChild(i)})),e.element.appendChild(r)}))},c.createGroup=function(){var t=document.createElement(\"div\");return t.className=\"modebar-group\",t},c.createButton=function(t){var e=this,r=document.createElement(\"a\");r.setAttribute(\"rel\",\"tooltip\"),r.className=\"modebar-btn\";var i=t.title;void 0===i?i=t.name:\"function\"==typeof i&&(i=i(this.graphInfo)),(i||0===i)&&r.setAttribute(\"data-title\",i),void 0!==t.attr&&r.setAttribute(\"data-attr\",t.attr);var a=t.val;if(void 0!==a&&(\"function\"==typeof a&&(a=a(this.graphInfo)),r.setAttribute(\"data-val\",a)),\"function\"!=typeof t.click)throw new Error(\"must provide button 'click' function in button 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n=r(25376),i=r(22548),a=(0,r(31780).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\"}},85984: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 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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)}))}},48040:function(t,e,r){\"use strict\";var n=r(73220),i=r(3400).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}},41152:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"rangeselector\",schema:{subplots:{xaxis:{rangeselector:r(26680)}}},layoutAttributes:r(26680),handleDefaults:r(22148),draw:r(50216)}},11200:function(t,e,r){\"use 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n=r(3400),i=r(31780),a=r(79811),o=r(11200),s=r(10936);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)}}},20060:function(t,e,r){\"use strict\";var n=r(33428),i=r(24040),a=r(7316),o=r(3400),s=o.strTranslate,l=r(43616),u=r(76308),c=r(81668),f=r(57952),h=r(79811),p=r(86476),d=r(93972),v=r(74636);function g(t){return\"number\"==typeof t.clientX?t.clientX:t.touches&&t.touches.length>0?t.touches[0].clientX:0}function y(t,e,r,n){var i=o.ensureSingle(t,\"rect\",v.bgClassName,(function(t){t.attr({x:0,y:0,\"shape-rendering\":\"crispEdges\"})})),a=n.borderwidth%2==0?n.borderwidth:n.borderwidth-1,c=-n._offsetShift,f=l.crispRound(e,n.borderwidth);i.attr({width:n._width+a,height:n._height+a,transform:s(c,c),\"stroke-width\":f}).call(u.stroke,n.bordercolor).call(u.fill,n.bgcolor)}function m(t,e,r,n){var i=e._fullLayout;o.ensureSingleById(i._topdefs,\"clipPath\",n._clipId,(function(t){t.append(\"rect\").attr({x:0,y:0})})).select(\"rect\").attr({width:n._width,height:n._height})}function x(t,e,r,i){var 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T,k=o.simpleMap(l.range,r.r2l),A=o.simpleMap(r.range,r.r2l);T=A[0]<A[1]?[Math.min(k[0],A[0]),Math.max(k[1],A[1])]:[Math.max(k[0],A[0]),Math.min(k[1],A[1])],l.range=l._input.range=o.simpleMap(T,r.l2r)}r.cleanRange(\"rangeslider.range\");var M=e._size,S=r.domain;l._width=M.w*(S[1]-S[0]);var E=Math.round(M.l+M.w*S[0]),L=Math.round(M.t+M.h*(1-r._counterDomainMin)+(\"bottom\"===r.side?r._depth:0)+l._offsetShift+v.extraPad);a.attr(\"transform\",s(E,L)),l._rl=o.simpleMap(l.range,r.r2l);var C=l._rl[0],P=l._rl[1],O=P-C;if(l.p2d=function(t){return t/l._width*O+C},l.d2p=function(t){return(t-C)/O*l._width},r.rangebreaks){var I=r.locateBreaks(C,P);if(I.length){var z,D,R=0;for(z=0;z<I.length;z++)R+=(D=I[z]).max-D.min;var F=l._width/(P-C-R),B=[-F*C];for(z=0;z<I.length;z++)D=I[z],B.push(B[B.length-1]-F*(D.max-D.min));for(l.d2p=function(t){for(var e=B[0],r=0;r<I.length;r++){var n=I[r];if(t>=n.max)e=B[r+1];else if(t<n.min)break}return 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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}}},49692:function(t,e,r){\"use strict\";var n=r(3400),i=r(11200),a=r(10936),o=r(97944);t.exports={moduleType:\"component\",name:\"rangeslider\",schema:{subplots:{xaxis:{rangeslider:n.extendFlat({},i,{yaxis:a})}}},layoutAttributes:r(11200),handleDefaults:r(94040),calcAutorange:r(26652),draw:r(20060),isVisible:o.isVisible,makeData:o.makeData,autoMarginOpts:o.autoMarginOpts}},10936:function(t){\"use 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strict\";t.exports={BENDPX:1.5,MINSELECT:12,SELECTDELAY:100,SELECTID:\"-select\"}},74224:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460),a=r(51272),o=r(93956),s=r(65152);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))}}},23640:function(t,e,r){\"use strict\";var n=r(9856).readPaths,i=r(55496),a=r(1936).clearOutlineControllers,o=r(76308),s=r(43616),l=r(31780).arrayEditor,u=r(65152),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)}}}},34200:function(t,e,r){\"use strict\";var n=r(98192).u,i=r(92880).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\"}}},81004:function(t){\"use 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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():{}}}}},5840:function(t,e,r){\"use strict\";var n=r(3400).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)}}},22676:function(t,e,r){\"use strict\";var n=r(23640),i=r(43156);t.exports={moduleType:\"component\",name:\"selections\",layoutAttributes:r(93956),supplyLayoutDefaults:r(74224),supplyDrawNewSelectionDefaults:r(81004),includeBasePlot:r(36632)(\"selections\"),draw:n.draw,drawOne:n.drawOne,reselect:i.reselect,prepSelect:i.prepSelect,clearOutline:i.clearOutline,clearSelectionsCache:i.clearSelectionsCache,selectOnClick:i.selectOnClick}},43156:function(t,e,r){\"use strict\";var n=r(14756),i=r(61456),a=r(24040),o=r(43616).dashStyle,s=r(76308),l=r(93024),u=r(10624).makeEventData,c=r(72760),f=c.freeMode,h=c.rectMode,p=c.drawMode,d=c.openMode,v=c.selectMode,g=r(65152),y=r(85448),m=r(55496),x=r(1936).clearOutline,b=r(9856),_=b.handleEllipse,w=b.readPaths,T=r(93940).newShapes,k=r(5968),A=r(23640).activateLastSelection,M=r(3400),S=M.sorterAsc,E=r(92065),L=r(91200),C=r(79811).getFromId,P=r(73696),O=r(39172).redrawReglTraces,I=r(83280),z=I.MINSELECT,D=E.filter,R=E.tester,F=r(5840),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)){W(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 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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 X(t){return t._id}function Z(t,e,r,n){if(!t.calcdata)return[];var i,a,o,s=[],l=e.map(X),u=r.map(X);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=K(a._module,i,e[0],r[0]);c.scene=t._fullLayout._splomScenes[a.uid],s.push(c)}}else if(\"sankey\"===a.type){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 z=P[I],D=z.indexOf(\"y\"),R=z.slice(0,D),F=z.slice(D),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=Z(t,[j],[U],z);for(var V=0;V<N.length;V++){var q=N[V],H=q.cd[0],G=H.trace;if(\"scattergl\"===q._module.name&&!H.t.xpx){var W=G.x,Y=G.y,X=G._length;H.t.xpx=[],H.t.ypx=[];for(var K=0;K<X;K++)H.t.xpx[K]=j.c2p(W[K]),H.t.ypx[K]=U.c2p(Y[K])}\"splom\"===q._module.name&&(O[G.uid]||(O[G.uid]=!0))}}var J=rt(B,N);u=u.concat(J),c=c.concat(N)}}var Q={points:u};$(t,c,Q);var tt=h.clickmode.indexOf(\"event\")>-1&&e;if(!a&&e){var et=ot(t,!0);if(et.length){var nt=et[0].xref,pt=et[0].yref;if(nt&&pt){var dt=ut(et);ct([C(t,nt,\"x\"),C(t,pt,\"y\")])(Q,dt)}}t._fullLayout._noEmitSelectedAtStart?t._fullLayout._noEmitSelectedAtStart=!1:tt&&ft(t,Q),h._reselect=!1}if(!a&&h._deselect){var vt=h._deselect;(function(t,e,r){for(var n=0;n<r.length;n++){var i=r[n];if(i.xaxis&&i.xaxis._id===t&&i.yaxis&&i.yaxis._id===e)return!0}return!1})(o=vt.xref,s=vt.yref,c)||it(t,o,s,n),tt&&(Q.points.length?ft(t,Q):ht(t)),h._deselect=!1}return{eventData:Q,selectionTesters:r}}function it(t,e,r,n){n=Z(t,[C(t,e,\"x\")],[C(t,r,\"y\")],e+r);for(var i=0;i<n.length;i++){var a=n[i];a._module.selectPoints(a,!1)}$(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 q,H,X,K,J,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);W(t,k,n),c&&(q=D([[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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s=A.selections[o];s.xref!==t||s.yref!==e?n.push(r[o]):i=!0}i&&(k._fullLayout._noEmitSelectedAtStart=!0,a.call(\"_guiRelayout\",k,{selections:n}))}});var Lt=function(t){return t.plotinfo.fillRangeItems||ct(t.xaxes.concat(t.yaxes))}(n);n.moveFn=function(t,e){n._clearSubplotSelections&&(n._clearSubplotSelections(),n._clearSubplotSelections=void 0),lt=Math.max(0,Math.min(yt,ot*t+F)),pt=Math.max(0,Math.min(mt,st*e+B));var r=Math.abs(lt-F),i=Math.abs(pt-B);if(g){var a,o,s;if(b){var l=A.selectdirection;switch(a=\"any\"===l?i<Math.min(.6*r,z)?\"h\":r<Math.min(.6*i,z)?\"v\":\"d\":l){case\"h\":o=w?mt/2:0,s=mt;break;case\"v\":o=w?yt/2:0,s=yt}}if(x)switch(A.newshape.drawdirection){case\"vertical\":a=\"h\",o=w?mt/2:0,s=mt;break;case\"horizontal\":a=\"v\",o=w?yt/2:0,s=yt;break;case\"ortho\":r<i?(a=\"h\",o=B,s=pt):(a=\"v\",o=F,s=lt);break;default:a=\"d\"}\"h\"===a?((K=T?_(w,[lt,o],[lt,s]):[[F,o],[F,s],[lt,s],[lt,o]]).xmin=T?lt:Math.min(F,lt),K.xmax=T?lt:Math.max(F,lt),K.ymin=Math.min(o,s),K.ymax=Math.max(o,s),kt.attr(\"d\",\"M\"+K.xmin+\",\"+(B-z)+\"h-4v\"+2*z+\"h4ZM\"+(K.xmax-1)+\",\"+(B-z)+\"h4v\"+2*z+\"h-4Z\")):\"v\"===a?((K=T?_(w,[o,pt],[s,pt]):[[o,B],[o,pt],[s,pt],[s,B]]).xmin=Math.min(o,s),K.xmax=Math.max(o,s),K.ymin=T?pt:Math.min(B,pt),K.ymax=T?pt:Math.max(B,pt),kt.attr(\"d\",\"M\"+(F-z)+\",\"+K.ymin+\"v-4h\"+2*z+\"v4ZM\"+(F-z)+\",\"+(K.ymax-1)+\"v4h\"+2*z+\"v-4Z\")):\"d\"===a&&((K=T?_(w,[F,B],[lt,pt]):[[F,B],[F,pt],[lt,pt],[lt,B]]).xmin=Math.min(F,lt),K.xmax=Math.max(F,lt),K.ymin=Math.min(B,pt),K.ymax=Math.max(B,pt),kt.attr(\"d\",\"M0,0Z\"))}else 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s=[],u=k._fullLayout.selections,c=0;c<u.length;c++){var f=u[c];f&&(f.xref===i._id&&f.yref===o._id||s.push(f))}s.length<u.length&&(k._fullLayout._noEmitSelectedAtStart=!0,a.call(\"_guiRelayout\",k,{selections:s}))}}}else r.indexOf(\"select\")>-1&&V(e,k,n.xaxes,n.yaxes,n.subplot,n,bt),\"event\"===r&&ft(k,void 0);l.click(k,e,P.id)})).catch(M.error)}},n.doneFn=function(){kt.remove(),L.done(Mt).then((function(){L.clear(Mt),!S&&K&&n.selectionDefs&&(K.subtract=xt,n.selectionDefs.push(K),n.mergedPolygons.length=0,[].push.apply(n.mergedPolygons,X)),(S||x)&&Y(n,S),n.doneFnCompleted&&n.doneFnCompleted(St),b&&ft(k,at)})).catch(M.error)}},clearOutline:x,clearSelectionsCache:Y,selectOnClick:V}},46056:function(t,e,r){\"use strict\";var 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n=r(3400),i=r(54460),a=r(72736),o=r(43616),s=r(9856).readPaths,l=r(65152),u=l.getPathString,c=r(97728),f=r(84284).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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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],z=n[s][2],D=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&&(z=v(y.yaxis,z),D=v(y.yaxis,D),R=v(y.yaxis,R),F=v(y.yaxis,F));var j=(P+I)/2,U=(z+R)/2,V=b({x0:j,y0:U,x1:j+(I-P+O-C)/2*f,y1:U+(F-D+R-z)/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}},1936: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}}},65152:function(t,e,r){\"use strict\";var n=r(85448),i=r(3400),a=r(54460);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\"}},41592:function(t,e,r){\"use strict\";var n=r(4016);t.exports={moduleType:\"component\",name:\"shapes\",layoutAttributes:r(46056),supplyLayoutDefaults:r(43712),supplyDrawNewShapeDefaults:r(65144),includeBasePlot:r(36632)(\"shapes\"),calcAutorange:r(96084),draw:n.draw,drawOne:n.drawOne}},97728: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)}}},89861:function(t,e,r){\"use strict\";var n=r(25376),i=r(66741),a=r(92880).extendDeepAll,o=r(67824).overrideAll,s=r(85656),l=r(31780).templatedArray,u=r(60876),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\")},60876:function(t){\"use strict\";t.exports={name:\"sliders\",containerClassName:\"slider-container\",groupClassName:\"slider-group\",inputAreaClass:\"slider-input-area\",railRectClass:\"slider-rail-rect\",railTouchRectClass:\"slider-rail-touch-rect\",gripRectClass:\"slider-grip-rect\",tickRectClass:\"slider-tick-rect\",inputProxyClass:\"slider-input-proxy\",labelsClass:\"slider-labels\",labelGroupClass:\"slider-label-group\",labelClass:\"slider-label\",currentValueClass:\"slider-current-value\",railHeight:5,menuIndexAttrName:\"slider-active-index\",autoMarginIdRoot:\"slider-\",minWidth:30,minHeight:30,textPadX:40,arrowOffsetX:4,railRadius:2,railWidth:5,railBorder:4,railBorderWidth:1,railBorderColor:\"#bec8d9\",railBgColor:\"#f8fafc\",railInset:8,stepInset:10,gripRadius:10,gripWidth:20,gripHeight:20,gripBorder:20,gripBorderWidth:1,gripBorderColor:\"#bec8d9\",gripBgColor:\"#f6f8fa\",gripBgActiveColor:\"#dbdde0\",labelPadding:8,labelOffset:0,tickWidth:1,tickColor:\"#333\",tickOffset:25,tickLength:7,minorTickOffset:25,minorTickColor:\"#333\",minorTickLength:4,currentValuePadding:8,currentValueInset:0}},8132:function(t,e,r){\"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})}},79664:function(t,e,r){\"use strict\";var n=r(33428),i=r(7316),a=r(76308),o=r(43616),s=r(3400),l=s.strTranslate,u=r(72736),c=r(31780).arrayEditor,f=r(60876),h=r(84284),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 u.positionText(l,n,g),l}}function b(t,e,r){s.ensureSingle(t,\"rect\",f.gripRectClass,(function(n){n.call(A,e,t,r).style(\"pointer-events\",\"all\")})).attr({width:f.gripWidth,height:f.gripHeight,rx:f.gripRadius,ry:f.gripRadius}).call(a.stroke,r.bordercolor).call(a.fill,r.bgcolor).style(\"stroke-width\",r.borderwidth+\"px\")}function _(t,e,r){var n=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":\"middle\",\"data-notex\":1})})),i=e.step.label,a=r._gd._fullLayout._meta;return a&&(i=s.templateString(i,a)),n.call(o.font,r.font).text(i).call(u.convertToTspans,r._gd),n}function w(t,e){var r=s.ensureSingle(t,\"g\",f.labelsClass),i=e._dims,a=r.selectAll(\"g.\"+f.labelGroupClass).data(i.labelSteps);a.enter().append(\"g\").classed(f.labelGroupClass,!0),a.exit().remove(),a.each((function(t){var r=n.select(this);r.call(_,t,e),o.setTranslate(r,E(e,t.fraction),f.tickOffset+e.ticklen+e.font.size*p+f.labelOffset+i.currentValueTotalHeight)}))}function T(t,e,r,n,i){var a=Math.round(n*(r._stepCount-1)),o=r._visibleSteps[a]._index;o!==r.active&&k(t,e,r,o,!0,i)}function k(t,e,r,n,a,o){var s=r.active;r.active=n,c(t.layout,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 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q=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(q),C&&this.vbar.on(\".drag\",null).call(q)}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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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 X(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,Z,K,J,$,Q,tt,et,rt,nt,it,at,ot,st,lt,ut,ct,ft,ht,pt,dt,vt=t._fullLayout._zoomlayer,gt=v+y===\"nsew\",yt=1===(v+y).length;function mt(){if(O=e.xaxis,I=e.yaxis,tt=O._length,et=I._length,$=O._offset,Q=I._offset,(V={})[O._id]=O,(Z={})[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;Z[a._id]=a}K=X(V),J=X(Z),it=D(K,y),at=D(J,v),ot=!at&&!it,nt=W(t,t._fullLayout._axisMatchGroups,V,Z);var o=(rt=W(t,t._fullLayout._axisConstraintGroups,V,Z,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=z(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(q(i),2!==t||yt||Ht(),gt)o.indexOf(\"select\")>-1&&S(r,i,K,J,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 zt(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 s();else!at||o<Math.min(Math.max(.6*a,C),P)?a<C||!it?s():(Tt.t=0,Tt.b=et,St=\"x\",Lt.attr(\"d\",function(t,e){return\"M\"+(t.l-.5)+\",\"+(e-P-.5)+\"h-3v\"+(2*P+1)+\"h3ZM\"+(t.r+.5)+\",\"+(e-P-.5)+\"h3v\"+(2*P+1)+\"h-3Z\"}(Tt,wt))):!it||a<Math.min(.6*o,P)?(Tt.l=0,Tt.r=tt,St=\"y\",Lt.attr(\"d\",function(t,e){return\"M\"+(e-P-.5)+\",\"+(t.t-.5)+\"v-3h\"+(2*P+1)+\"v3ZM\"+(e-P-.5)+\",\"+(t.b+.5)+\"v3h\"+(2*P+1)+\"v-3Z\"}(Tt,_t))):(St=\"xy\",Lt.attr(\"d\",G(Tt)));Tt.w=Tt.r-Tt.l,Tt.h=Tt.b-Tt.t,St&&(Ct=!0),t._dragged=Ct,U(Et,Lt,Tt,At,Mt,kt),Dt(),t.emit(\"plotly_relayouting\",ht),Mt=!0}function Dt(){ht={},\"xy\"!==St&&\"x\"!==St||(R(K,Tt.l/tt,Tt.r/tt,ht,rt.xaxes),Vt(\"x\",ht)),\"xy\"!==St&&\"y\"!==St||(R(J,(et-Tt.b)/et,(et-Tt.t)/et,ht,rt.yaxes),Vt(\"y\",ht))}function Rt(){Dt(),q(t),Gt(),H(t)}Pt.prepFn=function(e,r,n){var 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=K,Pt.yaxes=J,A(e,r,n,Pt,s)):(Pt.clickFn=It,m(a)&&Ot(),ot||(\"zoom\"===s?(Pt.moveFn=zt,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(),Wt([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(K,e),Vt(\"x\")),at&&(F(J,r),Vt(\"y\")),Wt([n,i,tt,et]),qt(),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(K,0,e):\"e\"===it?e=p(K,1,-e):it||(e=0),\"n\"===at?r=p(J,1,r):\"s\"===at?r=p(J,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<K.length;c++)K[c].range=K[c]._r.slice(),E(K[c],1-r/et);o=(e=r*tt/et)/2}if(nt.isSubplotConstrained||!at&&1===it.length){for(c=0;c<J.length;c++)J[c].range=J[c]._r.slice(),E(J[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)),Wt([o,s,f,h]),qt(),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:J,y:K}[t]:nt[t+\"axes\"],n=nt.isSubplotConstrained?{x:K,y:J}[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]||Z[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 qt(){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(K),i(rt.xaxes),i(nt.xaxes),a(e.overlays,\"xaxis\")),lt&&(i(J),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 Ht(){if(!t._transitioningWithDuration){var e=t._context.doubleClick,r=[];it&&(r=r.concat(K)),at&&(r=r.concat(J)),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(J)):r=r.concat(K)),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(){Wt([0,0,tt,et]),i.syncOrAsync([T.previousPromises,function(){t._fullLayout._replotting=!1,l.call(\"_guiRelayout\",t,ht)}],t)}function Wt(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&&Z[o._id];if(k?(m=d,b=y||nt.isSubplotConstrained?e[0]:Zt(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:Zt(a,m,{n:\"top\",s:\"bottom\"}[at])):b=Xt(a,m=Yt(a,d,g)),m>1&&(void 0!==a.maxallowed&&st===(a.range[0]<a.range[1]?\"e\":\"w\")||void 0!==a.minallowed&&st===(a.range[0]<a.range[1]?\"w\":\"e\"))&&(m=1,b=0),A?(x=g,T=v||nt.isSubplotConstrained?e[1]:Zt(o,x)):nt.yaHash[o._id]?(x=g,T=e[1]*o._length/I._length):nt.xaHash[o._id]?(x=d,T=\"ew\"===it?-e[0]*o._length/O._length:Zt(o,x,{e:\"right\",w:\"left\"}[it])):T=Xt(o,x=Yt(o,d,g)),x>1&&(void 0!==o.maxallowed&&lt===(o.range[0]<o.range[1]?\"n\":\"s\")||void 0!==o.minallowed&&lt===(o.range[0]<o.range[1]?\"s\":\"n\"))&&(x=1,T=0),m||x){m||(m=1),x||(x=1);var M=a._offset-b/m,S=o._offset-T/x;n.clipRect.call(h.setTranslate,b,T).call(h.setScale,m,x),n.plot.call(h.setTranslate,M,S).call(h.setScale,1/m,1/x),m===n.xScaleFactor&&x===n.yScaleFactor||(h.setPointGroupScale(n.zoomScalePts,m,x),h.setTextPointsScale(n.zoomScaleTxt,m,x)),h.hideOutsideRangePoints(n.clipOnAxisFalseTraces,n),n.xScaleFactor=m,n.yScaleFactor=x}}}}function Yt(t,e,r){return t.fixedrange?0:st&&rt.xaHash[t._id]?e:lt&&(rt.isSubplotConstrained?rt.xaHash:rt.yaHash)[t._id]?r:0}function Xt(t,e){return e?(t.range=t._r.slice(),E(t,e),Zt(t,e)):0}function Zt(t,e,r){return t._length*(1-e)*b[r||t.constraintoward||\"middle\"]}return v.length*y.length!=1&&Y(bt,(function(e){if(t._context._scrollZoom.cartesian||t._fullLayout._enablescrollzoom){if(Ot(),t._transitioningWithDuration)return e.preventDefault(),void e.stopPropagation();mt(),clearTimeout(Bt);var r=-e.deltaY;if(isFinite(r)||(r=e.wheelDelta/10),isFinite(r)){var n,a=Math.exp(-Math.min(Math.max(r,-20),20)/200),o=jt.draglayer.select(\".nsewdrag\").node().getBoundingClientRect(),s=(e.clientX-o.left)/o.width,l=(o.bottom-e.clientY)/o.height;if(st){for(y||(s=.5),n=0;n<K.length;n++)u(K[n],s,a);Vt(\"x\"),Ft[2]*=a,Ft[0]+=Ft[2]*s*(1/a-1)}if(lt){for(v||(l=.5),n=0;n<J.length;n++)u(J[n],l,a);Vt(\"y\"),Ft[3]*=a,Ft[1]+=Ft[3]*(1-l)*(1/a-1)}Wt(Ft),qt(),t.emit(\"plotly_relayouting\",ht),Bt=setTimeout((function(){t._fullLayout&&(Ft=[0,0,tt,et],Gt())}),Nt),e.preventDefault()}else i.log(\"Did not find wheel motion attributes: \",e)}function u(t,e,r){if(!t.fixedrange){var n=i.simpleMap(t.range,t.r2l),a=n[0]+(n[1]-n[0])*e;t.range=n.map((function(e){return t.l2r(a+(e-a)*r)}))}}})),bt},makeDragger:I,makeRectDragger:z,makeZoombox:N,makeCorners:j,updateZoombox:U,xyCorners:G,transitionZoombox:V,removeZoombox:q,showDoubleClickNotifier:H,attachWheelEventHandler:Y}},42464:function(t,e,r){\"use strict\";var 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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)}},84888:function(t,e,r){\"use strict\";var n=r(24040),i=r(33816).SUBPLOT_PATTERN;e.KY=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._M=function(t,e,r){var i,a=[],o=[];if(!(i=\"string\"==typeof e?n.getModule(e).plot:\"function\"==typeof e?e:e.plot))return[a,t];for(var s=r,l=0;l<t.length;l++){var u=t[l],c=u[0].trace,f=void 0!==c.zorder;!0===c.visible&&0!==c._length&&(!c._module||c._module.plot!==i||f&&c.zorder!==s?o.push(u):a.push(u))}return[a,o]},e.op=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}},2428:function(t,e,r){\"use strict\";var n=r(62644),i=r(97264),a=r(29128),o=r(33816),s=r(89184);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}},92568:function(t,e,r){\"use strict\";var n=r(54460),i=r(43080);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)}},39952:function(t,e,r){\"use strict\";var n=r(67824).overrideAll,i=r(17188),a=r(64859),o=r(9616),s=r(33816),l=r(57952),u=r(65460),c=r(84888).op;e.name=\"gl2d\",e.attr=[\"xaxis\",\"yaxis\"],e.idRoot=[\"x\",\"y\"],e.idRegex=s.idRegex,e.attrRegex=s.attrRegex,e.attributes=r(26720),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)}},17188:function(t,e,r){\"use strict\";var n,i,a=r(24040),o=r(54460),s=r(93024),l=r(67792).gl_plot2d,u=r(67792).gl_spikes2d,c=r(67792).gl_select_box,f=r(5408),h=r(92568),p=r(2428),d=r(16576),v=r(71888),g=v.enforce,y=v.clean,m=r(19280).doAutoRange,x=r(72760),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=r(33816).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}}},12536:function(t,e,r){\"use strict\";var n=r(67824).overrideAll,i=r(65460),a=r(98432),o=r(84888).op,s=r(3400),l=r(9616),u=\"gl3d\",c=\"scene\";e.name=u,e.attr=c,e.idRoot=c,e.idRegex=e.attrRegex=s.counterRegex(\"scene\"),e.attributes=r(6636),e.layoutAttributes=r(346),e.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),e.supplyLayoutDefaults=r(5208),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)}},6636:function(t){\"use strict\";t.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},86140:function(t,e,r){\"use strict\";var n=r(76308),i=r(94724),a=r(92880).extendFlat,o=r(67824).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\")},64380:function(t,e,r){\"use strict\";var n=r(49760).mix,i=r(3400),a=r(31780),o=r(86140),s=r(14944),l=r(28336),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,noAutotickangles:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,noInsiderange:!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\")}}},44728:function(t,e,r){\"use strict\";var n=r(43080),i=r(3400),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}},5208:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(24040),o=r(168),s=r(64380),l=r(346),u=r(84888).op,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})}},346:function(t,e,r){\"use strict\";var n=r(86140),i=r(86968).u,a=r(92880).extendFlat,o=r(3400).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\"}}}},9020:function(t,e,r){\"use strict\";var n=r(43080),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}},87152: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(54460),i=r(3400),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},94424: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])))}},98432:function(t,e,r){\"use strict\";var n,i,a=r(67792).gl_plot3d,o=a.createCamera,s=a.createScene,l=r(5408),u=r(89184),c=r(24040),f=r(3400),h=f.preserveDrawingBuffer(),p=r(54460),d=r(93024),v=r(43080),g=r(16576),y=r(94424),m=r(44728),x=r(9020),b=r(87152),_=r(19280).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 A=w[s],E=A.bounds,L=A._trace.data._pad||0;\"ErrorBars\"===A.constructor.name&&l._lowerLogErrorBound?y[0][o]=Math.min(y[0][o],l._lowerLogErrorBound):y[0][o]=Math.min(y[0][o],E[0][o]/p[o]-L),y[1][o]=Math.max(y[1][o],E[1][o]/p[o]+L)}for(s=0;s<T.length;s++){var C=T[s];if(C.visible){var P=l.r2l(C[k]);y[0][o]=Math.min(y[0][o],P),y[1][o]=Math.max(y[1][o],P)}}if(\"rangemode\"in l&&\"tozero\"===l.rangemode&&(y[0][o]=Math.min(y[0][o],0),y[1][o]=Math.max(y[1][o],0)),y[0][o]>y[1][o])y[0][o]=-1,y[1][o]=1;else{var O=y[1][o]-y[0][o];y[0][o]-=O/32,y[1][o]+=O/32}if(b=[y[0][o],y[1][o]],b=_(b,l),y[0][o]=b[0],y[1][o]=b[1],l.isReversed()){var I=y[0][o];y[0][o]=y[1][o],y[1][o]=I}}else b=l.range,y[0][o]=l.r2l(b[0]),y[1][o]=l.r2l(b[1]);y[0][o]===y[1][o]&&(y[0][o]-=1,y[1][o]+=1),m[o]=y[1][o]-y[0][o],l.range=[y[0][o],y[1][o]],l.limitRange(),n.glplot.setBounds(o,{min:l.range[0]*p[o],max:l.range[1]*p[o]})}var z=c.aspectmode;if(\"cube\"===z)g=[1,1,1];else if(\"manual\"===z){var D=c.aspectratio;g=[D.x,D.y,D.z]}else{if(\"auto\"!==z&&\"data\"!==z)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var R=[1,1,1];for(o=0;o<3;++o){var F=x[u=(l=c[M[o]]).type];R[o]=Math.pow(F.acc,1/F.count)/p[o]}g=\"data\"===z||Math.max.apply(null,R)/Math.min.apply(null,R)<=4?R:[1,1,1]}c.aspectratio.x=f.aspectratio.x=g[0],c.aspectratio.y=f.aspectratio.y=g[1],c.aspectratio.z=f.aspectratio.z=g[2],n.glplot.setAspectratio(c.aspectratio),n.viewInitial.aspectratio||(n.viewInitial.aspectratio={x:c.aspectratio.x,y:c.aspectratio.y,z:c.aspectratio.z}),n.viewInitial.aspectmode||(n.viewInitial.aspectmode=c.aspectmode);var B=c.domain||null,N=e._size||null;if(B&&N){var j=n.container.style;j.position=\"absolute\",j.left=N.l+B.x[0]*N.w+\"px\",j.top=N.t+(1-B.y[1])*N.h+\"px\",j.width=N.w*(B.x[1]-B.x[0])+\"px\",j.height=N.h*(B.y[1]-B.y[0])+\"px\"}n.glplot.redraw()}},k.destroy=function(){var t=this;t.glplot&&(t.camera.mouseListener.enabled=!1,t.container.removeEventListener(\"wheel\",t.camera.wheelListener),t.camera=null,t.glplot.dispose(),t.container.parentNode.removeChild(t.container),t.glplot=null)},k.getCamera=function(){var t,e=this;return e.camera.view.recalcMatrix(e.camera.view.lastT()),{up:{x:(t=e.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},k.setViewport=function(t){var e,r=this,n=t.camera;r.camera.lookAt.apply(this,[[(e=n).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),r.glplot.setAspectratio(t.aspectratio),\"orthographic\"===n.projection.type!==r.camera._ortho&&(r.glplot.redraw(),r.glplot.clearRGBA(),r.glplot.dispose(),r.initializeGLPlot())},k.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var 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n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(o,i,a);var s=document.createElement(\"canvas\");s.width=i,s.height=a;var l,u=s.getContext(\"2d\",{willReadFrequently:!0}),c=u.createImageData(i,a);switch(c.data.set(o),u.putImageData(c,0,0),t){case\"jpeg\":l=s.toDataURL(\"image/jpeg\");break;case\"webp\":l=s.toDataURL(\"image/webp\");break;default:l=s.toDataURL(\"image/png\")}return e.staticMode&&e.container.removeChild(n),l},k.setConvert=function(){for(var t=0;t<3;t++){var e=this.fullSceneLayout[M[t]];p.setConvert(e,this.fullLayout),e.setScale=f.noop}},k.make4thDimension=function(){var t=this,e=t.graphDiv._fullLayout;t._mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},p.setConvert(t._mockAxis,e)},t.exports=T},52094:function(t){\"use strict\";t.exports=function(t,e,r,n){n=n||t.length;for(var i=new Array(n),a=0;a<n;a++)i[a]=[t[a],e[a],r[a]];return i}},64859:function(t,e,r){\"use strict\";var 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n=this,i=n.gd,a=n.radius,o=n.cx,s=n.cy,l=n.getRadial(e),u=n.id+\"title\",f=0;if(l.title){var h=c.bBox(n.layers[\"radial-axis\"].node()).height,p=l.title.font.size,d=l.side;f=\"top\"===d?p:\"counterclockwise\"===d?-(h+.4*p):h+.8*p}var v=void 0!==r?r:n.radialAxisAngle,g=R(v),y=Math.cos(g),m=Math.sin(g),b=o+a/2*y+f*m,_=s-a/2*m+f*y;n.layers[\"radial-axis-title\"]=x.draw(i,u,{propContainer:l,propName:n.id+\".radialaxis.title\",placeholder:z(i,\"Click to enter radial axis title\"),attributes:{x:b,y:_,\"text-anchor\":\"middle\"},transform:{rotate:-v}})}},N.updateAngularAxis=function(t,e){var r=this,n=r.gd,i=r.layers,a=r.radius,c=r.innerRadius,f=r.cx,p=r.cy,d=r.getAngular(e),v=r.angularAxis,g=r.isSmith;g||(r.fillViewInitialKey(\"angularaxis.rotation\",d.rotation),v.setGeometry(),v.setScale());var y=g?function(t){var e=I(r,C([0,t.x]));return Math.atan2(e[0]-f,e[1]-p)-Math.PI/2}:function(t){return 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e,r,s=this,u=s.isSmith,c=s.gd,f=s.layers,h=t._zoomlayer,p=S.MINZOOM,d=S.OFFEDGE,v=s.radius,x=s.innerRadius,T=s.cx,k=s.cy,A=s.cxx,M=s.cyy,L=s.sectorInRad,C=s.vangles,P=s.radialAxis,O=E.clampTiny,I=E.findXYatLength,z=E.findEnclosingVertexAngles,D=S.cornerHalfWidth,R=S.cornerLen/2,F=g.makeDragger(f,\"path\",\"maindrag\",!1===t.dragmode?\"none\":\"crosshair\");n.select(F).attr(\"d\",s.pathSubplot()).attr(\"transform\",l(T,k)),F.onmousemove=function(t){m.hover(c,t,s.id),c._fullLayout._lasthover=F,c._fullLayout._hoversubplot=s.id},F.onmouseout=function(t){c._dragging||y.unhover(c,t)};var B,N,j,U,V,q,H,G,W,Y={element:F,gd:c,subplot:s.id,plotinfo:{id:s.id,xaxis:s.xaxis,yaxis:s.yaxis},xaxes:[s.xaxis],yaxes:[s.yaxis]};function X(t,e){return Math.sqrt(t*t+e*e)}function Z(t,e){return X(t-A,e-M)}function K(t,e){return Math.atan2(M-e,t-A)}function J(t,e){return[t*Math.cos(e),t*Math.sin(-e)]}function $(t,e){if(0===t)return s.pathSector(2*D);var 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I,z,D,B=g.makeRectDragger(c,T,\"crosshair\",-x,-x,m,m),N={element:B,gd:u};!1===t.dragmode&&(N.dragmode=!1),V(n.select(B),v.visible&&h<f,{transform:l(b,_)}),N.prepFn=function(){I=null,z=null,D=null,N.moveFn=j,N.doneFn=q,w(u)},N.clampFn=function(t,e){return Math.sqrt(t*t+e*e)<S.MINDRAG&&(t=0,e=0),[t,e]},y.init(N)}function j(t,e){if(I)I(t,e);else{var n=[t,-e],a=[Math.cos(M),Math.sin(M)],s=Math.abs(o.dot(n,a)/Math.sqrt(o.dot(n,n)));isNaN(s)||(I=s<.5?H:G)}var l={};!function(t){null!==z?t[i.id+\".radialaxis.angle\"]=z:null!==D&&(t[i.id+\".radialaxis.range[\"+r+\"]\"]=D)}(l),u.emit(\"plotly_relayouting\",l)}function q(){null!==z?a.call(\"_guiRelayout\",u,i.id+\".radialaxis.angle\",z):null!==D&&a.call(\"_guiRelayout\",u,i.id+\".radialaxis.range[\"+r+\"]\",D)}function H(t,e){if(0!==r){var n=b+t,a=_+e;z=Math.atan2(d-a,n-p),i.vangles&&(z=U(z,i.vangles)),z=F(z);var o=l(p,d)+s(-z);c[\"radial-axis\"].attr(\"transform\",o),c[\"radial-line\"].select(\"line\").attr(\"transform\",o);var 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B=o?A(t,e):A(r,n);o?f?(I=t+B*w,D=-B*F):(I=e-B*w,D=B*F):f?(z=r+B*w,R=-B*F):(z=n-B*w,R=B*F)}return{textX:P,textY:O,targetX:I,targetY:z,anchorX:D,anchorY:R,scale:k,rotate:T}}t.exports={plot:function(t,e,r,f,g,y){var w=e.xaxis,O=e.yaxis,I=t._fullLayout,z=t._context.staticPlot;g||(g={mode:I.barmode,norm:I.barmode,gap:I.bargap,groupgap:I.bargroupgap},p(\"bar\",I));var D=a.makeTraceGroups(f,r,\"trace bars\").each((function(r){var u=n.select(this),f=r[0].trace,p=r[0].t,D=\"waterfall\"===f.type,R=\"funnel\"===f.type,F=\"histogram\"===f.type,B=\"bar\"===f.type,N=B||R,j=0;D&&f.connector.visible&&\"between\"===f.connector.mode&&(j=f.connector.line.width/2);var U=\"h\"===f.orientation,V=S(g),q=a.ensureSingle(u,\"g\",\"points\"),H=T(f),G=q.selectAll(\"g.point\").data(a.identity,H);G.enter().append(\"g\").classed(\"point\",!0),G.exit().remove(),G.each((function(u,T){var S,D,R=n.select(this),q=function(t,e,r,n){var i=[],a=[],o=n?e:r,s=n?r:e;return 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v.coerceEnumerated(x,r)}(D,i);var B=\"stack\"===w.mode||\"relative\"===w.mode,N=n[i],j=!B||N._outmost,U=N.hasB,V=g&&g-y>_;if(F&&\"none\"!==k&&(!N.isBlank&&s!==u&&f!==p||\"auto\"!==k&&\"inside\"!==k)){var q=I.font,H=d.getBarColor(n[i],D),G=d.getInsideTextFont(D,i,q,H),W=d.getOutsideTextFont(D,i,q),Y=D.insidetextanchor||\"end\",X=r.datum();R?\"log\"===S.type&&X.s0<=0&&(s=S.range[0]<S.range[1]?0:S._length):\"log\"===O.type&&X.s0<=0&&(f=O.range[0]<O.range[1]?O._length:0);var Z,K,J,$,Q,tt=Math.abs(u-s),et=Math.abs(p-f),rt=tt-2*_,nt=et-2*_;if(\"outside\"===k&&(j||N.hasB||(k=\"inside\")),\"auto\"===k)if(j){k=\"inside\",Z=z(r,F,Q=a.ensureUniformFontSize(t,G)),J=(K=l.bBox(Z.node())).width,$=K.height;var it,at=J>0&&$>0;it=V?U?E(rt-2*g,nt,J,$,R)||E(rt,nt-2*g,J,$,R):R?E(rt-(g-y),nt,J,$,R)||E(rt,nt-2*(g-y),J,$,R):E(rt,nt-(g-y),J,$,R)||E(rt-2*(g-y),nt,J,$,R):E(rt,nt,J,$,R),at&&it?k=\"inside\":(k=\"outside\",Z.remove(),Z=null)}else k=\"inside\";if(!Z){var ot=(Z=z(r,F,Q=a.ensureUniformFontSize(t,\"outside\"===k?W:G))).attr(\"transform\");if(Z.attr(\"transform\",\"\"),J=(K=l.bBox(Z.node())).width,$=K.height,Z.attr(\"transform\",ot),J<=0||$<=0)return void Z.remove()}var st,lt=D.textangle;st=\"outside\"===k?function(t,e,r,n,i,a){var o,s=!!a.isHorizontal,l=!!a.constrained,u=a.angle||0,c=i.width,f=i.height,h=Math.abs(e-t),p=Math.abs(n-r);o=s?p>2*_?_:0:h>2*_?_:0;var d=1;l&&(d=s?Math.min(1,p/f):Math.min(1,h/c));var v=L(u),g=C(i,v),y=(s?g.x:g.y)/2,m=(i.left+i.right)/2,x=(i.top+i.bottom)/2,b=(t+e)/2,w=(r+n)/2,T=0,k=0,M=s?A(e,t):A(r,n);return s?(b=e-M*o,T=M*y):(w=n+M*o,k=-M*y),{textX:m,textY:x,targetX:b,targetY:w,anchorX:T,anchorY:k,scale:d,rotate:v}}(s,u,f,p,K,{isHorizontal:R,constrained:\"both\"===D.constraintext||\"outside\"===D.constraintext,angle:lt}):P(s,u,f,p,K,{isHorizontal:R,constrained:\"both\"===D.constraintext||\"inside\"===D.constraintext,angle:lt,anchor:Y,hasB:U,r:g,overhead:y}),st.fontSize=Q.size,h(\"histogram\"===D.type?\"bar\":D.type,st,I),N.transform=st;var ut=M(Z,I,w,T);a.setTransormAndDisplay(ut,st)}else r.select(\"text\").remove()}(t,e,R,r,T,H,G,W,Y,rt,it,g,y),e.layerClipId&&l.hideOutsideRangePoint(u,R.select(\"text\"),w,O,f.xcalendar,f.ycalendar)}));var W=!1===f.cliponaxis;l.setClipUrl(u,W?null:e.layerClipId,t)}));u.getComponentMethod(\"errorbars\",\"plot\")(t,D,e,g)},toMoveInsideBar:P}},45784:function(t){\"use strict\";function e(t,e,r,n,i){var a=e.c2p(n?t.s0:t.p0,!0),o=e.c2p(n?t.s1:t.p1,!0),s=r.c2p(n?t.p0:t.s0,!0),l=r.c2p(n?t.p1:t.s1,!0);return i?[(a+o)/2,(s+l)/2]:n?[o,(s+l)/2]:[(a+o)/2,l]}t.exports=function(t,r){var n,i=t.cd,a=t.xaxis,o=t.yaxis,s=i[0].trace,l=\"funnel\"===s.type,u=\"h\"===s.orientation,c=[];if(!1===r)for(n=0;n<i.length;n++)i[n].selected=0;else for(n=0;n<i.length;n++){var f=i[n],h=\"ct\"in f?f.ct:e(f,a,o,u,l);r.contains(h,!1,n,t)?(c.push({pointNumber:n,x:a.c2d(f.x),y:o.c2d(f.y)}),f.selected=1):f.selected=0}return c}},72592:function(t,e,r){\"use strict\";t.exports=i;var n=r(3400).distinctVals;function i(t,e){this.traces=t,this.sepNegVal=e.sepNegVal,this.overlapNoMerge=e.overlapNoMerge;for(var r=1/0,i=e.posAxis._id.charAt(0),a=[],o=0;o<t.length;o++){for(var s=t[o],l=0;l<s.length;l++){var u=s[l],c=u.p;void 0===c&&(c=u[i]),void 0!==c&&a.push(c)}s[0]&&s[0].width1&&(r=Math.min(s[0].width1,r))}this.positions=a;var f=n(a);this.distinctPositions=f.vals,1===f.vals.length&&r!==1/0?this.minDiff=r:this.minDiff=Math.min(f.minDiff,r);var h=(e.posAxis||{}).type;\"category\"!==h&&\"multicategory\"!==h||(this.minDiff=1),this.binWidth=this.minDiff,this.bins={}}i.prototype.put=function(t,e){var r=this.getLabel(t,e),n=this.bins[r]||0;return this.bins[r]=n+e,n},i.prototype.get=function(t,e){var r=this.getLabel(t,e);return this.bins[r]||0},i.prototype.getLabel=function(t,e){return(e<0&&this.sepNegVal?\"v\":\"^\")+(this.overlapNoMerge?t:Math.round(t/this.binWidth))}},60100:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(43616),o=r(3400),s=r(24040),l=r(82744).resizeText,u=r(20832),c=u.textfont,f=u.insidetextfont,h=u.outsidetextfont,p=r(60444);function d(t,e,r){a.pointStyle(t.selectAll(\"path\"),e,r),v(t,e,r)}function v(t,e,r){t.selectAll(\"text\").each((function(t){var i=n.select(this),s=o.ensureUniformFontSize(r,g(i,t,e,r));a.font(i,s)}))}function g(t,e,r,n){var i=n._fullLayout.font,a=r.textfont;if(t.classed(\"bartext-inside\")){var o=_(e,r);a=m(r,e.i,i,o)}else t.classed(\"bartext-outside\")&&(a=x(r,e.i,i));return 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i,a=t.cd[0].trace.hoveron,o=[];return-1!==a.indexOf(\"boxes\")&&(o=o.concat(l(t,e,r,n))),-1!==a.indexOf(\"points\")&&(i=u(t,e,r)),\"closest\"===n?i?[i]:o:i?(o.push(i),o):o},hoverOnBoxes:l,hoverOnPoints:u}},67244:function(t,e,r){\"use strict\";t.exports={attributes:r(63188),layoutAttributes:r(16560),supplyDefaults:r(90624).supplyDefaults,crossTraceDefaults:r(90624).crossTraceDefaults,supplyLayoutDefaults:r(68832).supplyLayoutDefaults,calc:r(62555),crossTraceCalc:r(96404).crossTraceCalc,plot:r(18728).plot,style:r(25776).style,styleOnSelect:r(25776).styleOnSelect,hoverPoints:r(27576).hoverPoints,eventData:r(10392),selectPoints:r(8264),moduleType:\"trace\",name:\"box\",basePlotModule:r(57952),categories:[\"cartesian\",\"svg\",\"symbols\",\"oriented\",\"box-violin\",\"showLegend\",\"boxLayout\",\"zoomScale\"],meta:{}}},16560:function(t){\"use 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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 n.select(this).attr(\"d\",\"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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Y=_.selectAll(\"g.gauge-outline\").data([x]);Y.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),Y.select(\"path\").call(P).call(T),Y.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:W,layer:Y,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:g});var X=I.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=I.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,u,c=r[0].trace,f=n.gauge,p=n.layer,v=n.gaugeBg,g=n.gaugeOutline,y=n.size,x=c.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(y.l,y.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=y.h,M=c.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(c._hasNumber||c._hasDelta?1-h.bulletNumberDomainSize:1);function L(t){t.attr(\"width\",(function(t){return 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n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(16716),s=r(45464),l=r(92880).extendFlat;t.exports=l({x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},i:{valType:\"data_array\",editType:\"calc\"},j:{valType:\"data_array\",editType:\"calc\"},k:{valType:\"data_array\",editType:\"calc\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"}),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),delaunayaxis:{valType:\"enumerated\",values:[\"x\",\"y\",\"z\"],dflt:\"z\",editType:\"calc\"},alphahull:{valType:\"number\",dflt:-1,editType:\"calc\"},intensity:{valType:\"data_array\",editType:\"calc\"},intensitymode:{valType:\"enumerated\",values:[\"vertex\",\"cell\"],dflt:\"vertex\",editType:\"calc\"},color:{valType:\"color\",editType:\"calc\"},vertexcolor:{valType:\"data_array\",editType:\"calc\"},facecolor:{valType:\"data_array\",editType:\"calc\"},transforms:void 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n=r(67792).gl_mesh3d,i=r(67792).delaunay_triangulate,a=r(67792).alpha_shape,o=r(67792).convex_hull,s=r(33040).parseColorScale,l=r(3400).isArrayOrTypedArray,u=r(43080),c=r(8932).extractOpts,f=r(52094);function h(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.color=\"#fff\",this.data=null,this.showContour=!1}var p=h.prototype;function d(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=u(t[n]);return e}function v(t,e,r,n){for(var i=[],a=e.length,o=0;o<a;o++)i[o]=t.d2l(e[o],0,n)*r;return i}function g(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=Math.round(t[n]);return e}function y(t,e){for(var r=t.length,n=0;n<r;n++)if(t[n]<=-.5||t[n]>=e-.5)return!1;return!0}p.handlePick=function(t){if(t.object===this.mesh){var e=t.index=t.data.index;t.data._cellCenter?t.traceCoordinate=t.data.dataCoordinate:t.traceCoordinate=[this.data.x[e],this.data.y[e],this.data.z[e]];var r=this.data.hovertext||this.data.text;return l(r)&&void 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p={positions:h,cells:n,lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:u(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading};if(t.intensity){var m=c(t);this.color=\"#fff\";var x=t.intensitymode;p[x+\"Intensity\"]=t.intensity,p[x+\"IntensityBounds\"]=[m.min,m.max],p.colormap=s(t)}else t.vertexcolor?(this.color=t.vertexcolor[0],p.vertexColors=d(t.vertexcolor)):t.facecolor?(this.color=t.facecolor[0],p.cellColors=d(t.facecolor)):(this.color=t.color,p.meshColor=u(t.color));this.mesh.update(p)},p.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},t.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new 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a,s=t._fullData,l=[];for(i=1/0,a=0;a<s.length;a++){var u=s[a];if(\"ohlc\"===u.type&&!0===u.visible&&u.xaxis===e._id){l.push(u);var c=e.makeCalcdata(u,\"x\");u._origX=c;var f=o(r,e,\"x\",c).vals;u._xcalc=f;var h=n.distinctVals(f).minDiff;h&&isFinite(h)&&(i=Math.min(i,h))}}for(i===1/0&&(i=1),a=0;a<l.length;a++)l[a]._minDiff=i}return i*r.tickwidth}(t,r,e),c=e._minDiff;e._minDiff=null;var f=e._origX;e._origX=null;var h=e._xcalc;e._xcalc=null;var p=u(t,e,f,h,i,l);return e._extremes[r._id]=a.findExtremes(r,h,{vpad:c/2}),p.length?(n.extendFlat(p[0].t,{wHover:c/2,tickLen:s}),p):[{t:{empty:!0}}]},calcCommon:u}},23860:function(t,e,r){\"use strict\";var n=r(3400),i=r(52744),a=r(31147),o=r(20279);function s(t,e,r,n){r(n+\".line.color\"),r(n+\".line.width\",e.line.width),r(n+\".line.dash\",e.line.dash)}t.exports=function(t,e,r,l){function u(r,i){return 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r,n=t.cd,i=t.xaxis,a=t.yaxis,o=[],s=n[0].t.bPos||0;if(!1===e)for(r=0;r<n.length;r++)n[r].selected=0;else for(r=0;r<n.length;r++){var l=n[r];e.contains([i.c2p(l.pos+s),a.c2p(l.yc)],null,l.i,t)?(o.push({pointNumber:l.i,x:i.c2d(l.pos),y:a.c2d(l.yc)}),l.selected=1):l.selected=0}return o}},14008:function(t,e,r){\"use strict\";var n=r(33428),i=r(43616),a=r(76308);t.exports=function(t,e,r){var o=r||n.select(t).selectAll(\"g.ohlclayer\").selectAll(\"g.trace\");o.style(\"opacity\",(function(t){return t[0].trace.opacity})),o.each((function(t){var e=t[0].trace;n.select(this).selectAll(\"path\").each((function(t){if(!t.empty){var r=e[t.dir].line;n.select(this).style(\"fill\",\"none\").call(a.stroke,r.color).call(i.dashLine,r.dash,r.width).style(\"opacity\",e.selectedpoints&&!t.selected?.3:1)}}))}))}},72140:function(t,e,r){\"use strict\";var 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n=r(71688).wrap,i=r(94288).hasColorscale,a=r(47128),o=r(68944),s=r(43616),l=r(3400),u=r(38248);function c(t,e,r){t.valueInds.push(e),t.count+=r}function f(t,e,r){return{categoryInds:t,color:e,rawColor:r,valueInds:[],count:0}}function h(t,e,r){t.valueInds.push(e),t.count+=r}t.exports=function(t,e){var r=l.filterVisible(e.dimensions);if(0===r.length)return[];var p,d,v,g=r.map((function(t){var e;if(\"trace\"===t.categoryorder)e=null;else if(\"array\"===t.categoryorder)e=t.categoryarray;else{e=o(t.values);for(var r=!0,n=0;n<e.length;n++)if(!u(e[n])){r=!1;break}e.sort(r?l.sorterAsc:void 0),\"category descending\"===t.categoryorder&&(e=e.reverse())}return function(t,e){e=null==e?[]:e.map((function(t){return t}));var r={},n={},i=[];e.forEach((function(t,e){r[t]=0,n[t]=e}));for(var a=0;a<t.length;a++){var o,s=t[a];void 0===r[s]?(r[s]=1,o=e.push(s)-1,n[s]=o):(r[s]++,o=n[s]),i.push(o)}var l=e.map((function(t){return 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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(z),E.exit().remove(),S.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var D=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(D)).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 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k(t){t.on(\"mousemove\",(function(t){i.event.preventDefault(),t.parent.inBrushDrag||T(this,t)})).on(\"mouseleave\",(function(t){t.parent.inBrushDrag||m()})).call(i.behavior.drag().on(\"dragstart\",(function(t){!function(t,e){i.event.sourceEvent.stopPropagation();var r=e.height-i.mouse(t)[1]-2*n.verticalPadding,a=e.unitToPaddedPx.invert(r),o=e.brush,s=_(e,r),l=s.interval,u=o.svgBrush;if(u.wasDragged=!1,u.grabbingBar=\"ns\"===s.region,u.grabbingBar){var c=l.map(e.unitToPaddedPx);u.grabPoint=r-c[0]-n.verticalPadding,u.barLength=c[1]-c[0]}u.clickableOrdinalRange=s.clickableOrdinalRange,u.stayingIntervals=e.multiselect&&o.filterSpecified?o.filter.getConsolidated():[],l&&(u.stayingIntervals=u.stayingIntervals.filter((function(t){return t[0]!==l[0]&&t[1]!==l[1]}))),u.startExtent=s.region?l[\"s\"===s.region?1:0]:a,e.parent.inBrushDrag=!0,u.brushStartCallback()}(this,t)})).on(\"drag\",(function(t){w(this,t)})).on(\"dragend\",(function(t){!function(t,e){var r=e.brush,n=r.filter,a=r.svgBrush;a._dragging||(T(t,e),w(t,e),e.brush.svgBrush.wasDragged=!1),a._dragging=!1,i.event.sourceEvent.stopPropagation();var o=a.grabbingBar;if(a.grabbingBar=!1,a.grabLocation=void 0,e.parent.inBrushDrag=!1,m(),!a.wasDragged)return a.wasDragged=void 0,a.clickableOrdinalRange?r.filterSpecified&&e.multiselect?a.extent.push(a.clickableOrdinalRange):(a.extent=[a.clickableOrdinalRange],r.filterSpecified=!0):o?(a.extent=a.stayingIntervals,0===a.extent.length&&M(r)):M(r),a.brushCallback(e),b(t.parentNode),void a.brushEndCallback(r.filterSpecified?n.getConsolidated():[]);var s=function(){n.set(n.getConsolidated())};if(e.ordinal){var l=e.unitTickvals;l[l.length-1]<l[0]&&l.reverse(),a.newExtent=[p(0,l,a.newExtent[0],a.stayingIntervals),p(1,l,a.newExtent[1],a.stayingIntervals)];var u=a.newExtent[1]>a.newExtent[0];a.extent=a.stayingIntervals.concat(u?[a.newExtent]:[]),a.extent.length||M(r),a.brushCallback(e),u?b(t.parentNode,s):(s(),b(t.parentNode))}else s();a.brushEndCallback(r.filterSpecified?n.getConsolidated():[])}(this,t)})))}function A(t,e){return t[0]-e[0]}function M(t){t.filterSpecified=!1,t.svgBrush.extent=[[-1/0,1/0]]}function S(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return 1===n.length&&n[0][0]>n[0][1]&&(n=[]),n}t.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){1===(r=n.map((function(t){return t.slice().sort(s)})).sort(A)).length&&r[0][0]===-1/0&&r[0][1]===1/0&&(r=[[0,-1]]),t=S(r),e=r.reduce((function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]}),[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map((function(t){return t.slice()}))}(e),n=r.slice();e.filter.set(n),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t,e,r){var i=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);i.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t,e,r){var i=r._context.staticPlot,a=t.selectAll(\".background\").data(o);a.enter().append(\"rect\").classed(\"background\",!0).call(d).call(v).style(\"pointer-events\",i?\"none\":\"auto\").attr(\"transform\",l(0,n.verticalPadding)),a.call(k).attr(\"height\",(function(t){return t.height-n.verticalPadding}));var s=t.selectAll(\".highlight-shadow\").data(o);s.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",e).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),s.attr(\"y1\",(function(t){return t.height})).call(x);var u=t.selectAll(\".highlight\").data(o);u.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),u.attr(\"y1\",(function(t){return t.height})).call(x)}(i,e,r)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map((function(t){return t.sort(s)})),t=e.multiselect?S(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map((function(t){var e=[p(0,r,t[0],[]),p(1,r,t[1],[])];if(e[1]>e[0])return e})).filter((function(t){return t}))).length)return}return t.length>1?t:t[0]}}},61664:function(t,e,r){\"use strict\";t.exports={attributes:r(82296),supplyDefaults:r(60664),calc:r(95044),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:r(19976),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},19976:function(t,e,r){\"use strict\";var n=r(33428),i=r(84888)._M,a=r(24196),o=r(9616);e.name=\"parcoords\",e.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},e.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},e.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter((function(t,e){return e===r.size()-1})).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each((function(){var t=this,r=t.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":r,preserveAspectRatio:\"none\",x:0,y:0,width:t.style.width,height:t.style.height})})),window.setTimeout((function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")}),60)}},95044:function(t,e,r){\"use strict\";var n=r(3400).isArrayOrTypedArray,i=r(8932),a=r(71688).wrap;t.exports=function(t,e){var r,o;return i.hasColorscale(e,\"line\")&&n(e.line.color)?(r=e.line.color,o=i.extractOpts(e.line).colorscale,i.calc(t,e,{vals:r,containerStr:\"line\",cLetter:\"c\"})):(r=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),o=[[0,e.line.color],[1,e.line.color]]),a({lineColor:r,cscale:o})}},30140:function(t){\"use strict\";t.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},60664:function(t,e,r){\"use strict\";var n=r(3400),i=r(94288).hasColorscale,a=r(27260),o=r(86968).Q,s=r(51272),l=r(54460),u=r(82296),c=r(71864),f=r(30140).maxDimensionCount,h=r(26284);function p(t,e,r,i){function a(r,i){return n.coerce(t,e,u.dimensions,r,i)}var o=a(\"values\"),s=a(\"visible\");if(o&&o.length||(s=e.visible=!1),s){a(\"label\"),a(\"tickvals\"),a(\"ticktext\"),a(\"tickformat\");var f=a(\"range\");e._ax={_id:\"y\",type:\"linear\",showexponent:\"all\",exponentformat:\"B\",range:f},l.setConvert(e._ax,i.layout),a(\"multiselect\");var h=a(\"constraintrange\");h&&(e.constraintrange=c.cleanRanges(h,e))}}t.exports=function(t,e,r,l){function c(r,i){return n.coerce(t,e,u,r,i)}var d=t.dimensions;Array.isArray(d)&&d.length>f&&(n.log(\"parcoords traces support up to \"+f+\" dimensions at the moment\"),d.splice(f));var v=s(t,e,{name:\"dimensions\",layout:l,handleItemDefaults:p}),g=function(t,e,r,o,s){var l=s(\"line.color\",r);if(i(t,\"line\")&&n.isArrayOrTypedArray(l)){if(l.length)return s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,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\")}},95724:function(t,e,r){\"use strict\";var n=r(3400).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)}},29928:function(t,e,r){\"use strict\";var n=r(61664);n.plot=r(24196),t.exports=n},51352:function(t,e,r){\"use strict\";var n=[\"precision highp float;\",\"\",\"varying vec4 fragColor;\",\"\",\"attribute vec4 p01_04, p05_08, p09_12, p13_16,\",\"               p17_20, p21_24, p25_28, p29_32,\",\"               p33_36, p37_40, p41_44, p45_48,\",\"               p49_52, p53_56, p57_60, colors;\",\"\",\"uniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\",\"             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\",\"\",\"uniform vec2 resolution, viewBoxPos, viewBoxSize;\",\"uniform float maskHeight;\",\"uniform float drwLayer; // 0: context, 1: focus, 2: pick\",\"uniform vec4 contextColor;\",\"uniform sampler2D maskTexture, palette;\",\"\",\"bool isPick    = (drwLayer > 1.5);\",\"bool isContext = (drwLayer < 0.5);\",\"\",\"const vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\",\"const vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\",\"\",\"float val(mat4 p, mat4 v) {\",\"    return dot(matrixCompMult(p, v) * UNITS, UNITS);\",\"}\",\"\",\"float axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\",\"    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\",\"    return y1 * (1.0 - ratio) + y2 * ratio;\",\"}\",\"\",\"int iMod(int a, int b) {\",\"    return a - b * (a / b);\",\"}\",\"\",\"bool fOutside(float p, float lo, float hi) {\",\"    return (lo < hi) && (lo > p || p > hi);\",\"}\",\"\",\"bool vOutside(vec4 p, vec4 lo, vec4 hi) {\",\"    return (\",\"        fOutside(p[0], lo[0], hi[0]) ||\",\"        fOutside(p[1], lo[1], hi[1]) ||\",\"        fOutside(p[2], lo[2], hi[2]) ||\",\"        fOutside(p[3], lo[3], hi[3])\",\"    );\",\"}\",\"\",\"bool mOutside(mat4 p, mat4 lo, mat4 hi) {\",\"    return (\",\"        vOutside(p[0], lo[0], hi[0]) ||\",\"        vOutside(p[1], lo[1], hi[1]) ||\",\"        vOutside(p[2], lo[2], hi[2]) ||\",\"        vOutside(p[3], lo[3], hi[3])\",\"    );\",\"}\",\"\",\"bool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    return mOutside(A, loA, hiA) ||\",\"           mOutside(B, loB, hiB) ||\",\"           mOutside(C, loC, hiC) ||\",\"           mOutside(D, loD, hiD);\",\"}\",\"\",\"bool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    mat4 pnts[4];\",\"    pnts[0] = A;\",\"    pnts[1] = B;\",\"    pnts[2] = C;\",\"    pnts[3] = D;\",\"\",\"    for(int i = 0; i < 4; ++i) {\",\"        for(int j = 0; j < 4; ++j) {\",\"            for(int k = 0; k < 4; ++k) {\",\"                if(0 == iMod(\",\"                    int(255.0 * texture2D(maskTexture,\",\"                        vec2(\",\"                            (float(i * 2 + j / 2) + 0.5) / 8.0,\",\"                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\",\"                        ))[3]\",\"                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\",\"                    2\",\"                )) return true;\",\"            }\",\"        }\",\"    }\",\"    return false;\",\"}\",\"\",\"vec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    float x = 0.5 * sign(v) + 0.5;\",\"    float y = axisY(x, A, B, C, D);\",\"    float z = 1.0 - abs(v);\",\"\",\"    z += isContext ? 0.0 : 2.0 * float(\",\"        outsideBoundingBox(A, B, C, D) ||\",\"        outsideRasterMask(A, B, C, D)\",\"    );\",\"\",\"    return vec4(\",\"        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\",\"        z,\",\"        1.0\",\"    );\",\"}\",\"\",\"void main() {\",\"    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\",\"    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\",\"    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\",\"    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\",\"\",\"    float v = colors[3];\",\"\",\"    gl_Position = position(isContext, v, A, B, C, D);\",\"\",\"    fragColor =\",\"        isContext ? vec4(contextColor) :\",\"        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\",\"}\"].join(\"\\n\"),i=[\"precision highp float;\",\"\",\"varying vec4 fragColor;\",\"\",\"void main() {\",\"    gl_FragColor = fragColor;\",\"}\"].join(\"\\n\"),a=r(30140).maxDimensionCount,o=r(3400),s=1e-6,l=new Uint8Array(4),u=new Uint8Array(4),c={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function f(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 h(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:l})}(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],f(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 p(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function d(t,e){return(t>>>8*e)%256/255}function v(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 g(t){var e=\"0\"+t;return e.substr(e.length-2)}function y(t){return t<a?\"p\"+g(t+1)+\"_\"+g(t+4):\"colors\"}function m(t,e,r,n,i,a,s,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;s*=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 o.extendFlat({key:f,resolution:[x,b],viewBoxPos:[s+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:s+y)+(_-y)+k*m.x[0],scissorWidth:(n===r?x-s+y:u+.5)+(n===e?s+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 x(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,l,g,b,_,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 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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},74996:function(t,e,r){\"use strict\";var n=r(45464),i=r(86968).u,a=r(25376),o=r(22548),s=r(21776).Ks,l=r(21776).Gw,u=r(92880).extendFlat,c=r(98192).c,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(7316);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)}},45768:function(t,e,r){\"use strict\";var n=r(38248),i=r(49760),a=r(76308),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 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p,d=l(\"text\"),v=l(\"texttemplate\");if(v||(p=l(\"textinfo\",i.isArrayOrTypedArray(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\")}else\"none\"===p&&l(\"textposition\",\"none\");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}}},53644:function(t,e,r){\"use strict\";var n=r(10624).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}},21552:function(t,e,r){\"use strict\";var n=r(43616),i=r(76308);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)}},69656:function(t,e,r){\"use strict\";var n=r(3400);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(n.isArrayOrTypedArray(t))for(var r=0;r<e.length;r++){var i=t[e[r]];if(i||0===i||\"\"===i)return i}},e.castOption=function(t,r){return n.isArrayOrTypedArray(t)?e.getFirstFilled(t,r):t||void 0},e.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},75792:function(t,e,r){\"use strict\";t.exports={attributes:r(74996),supplyDefaults:r(74174).supplyDefaults,supplyLayoutDefaults:r(90248),layoutAttributes:r(85204),calc:r(45768).calc,crossTraceCalc:r(45768).crossTraceCalc,plot:r(37820).plot,style:r(22152),styleOne:r(10528),moduleType:\"trace\",name:\"pie\",basePlotModule:r(80036),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},85204:function(t){\"use strict\";t.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},90248:function(t,e,r){\"use strict\";var n=r(3400),i=r(85204);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\")}},37820:function(t,e,r){\"use strict\";var n=r(33428),i=r(7316),a=r(93024),o=r(76308),s=r(43616),l=r(3400),u=l.strScale,c=l.strTranslate,f=r(72736),h=r(82744),p=h.recordMinTextSize,d=h.clearMinTextSize,v=r(78048).TEXTPAD,g=r(69656),y=r(53644),m=r(3400).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 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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(l.isArrayOrTypedArray(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 z(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function D(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=z(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=z(a,s),r.midangle=s,n=z(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\")}D(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:z(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 e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(v):C(v,h),r.attr(\"transform\",c(e.x,e.y)+u(Math.min(1,e.scale))+c(e.tx,e.ty))})),T&&function(t,e){var r,n,i,a,o,s,u,c,f,h,p,d,v;function y(t,e){return t.pxmid[1]-e.pxmid[1]}function m(t,e){return e.pxmid[1]-t.pxmid[1]}function x(t,r){r||(r={});var i,c,f,p,d=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),v=n?t.yLabelMin:t.yLabelMax,y=n?t.yLabelMax:t.yLabelMin,m=t.cyFinal+o(t.px0[1],t.px1[1]),x=d-v;if(x*u>0&&(t.labelExtraY=x),l.isArrayOrTypedArray(e.pull))for(c=0;c<h.length;c++)(f=h[c])===t||(g.castOption(e.pull,t.pts)||0)>=(g.castOption(e.pull,f.pts)||0)||((t.pxmid[1]-f.pxmid[1])*u>0?(x=f.cyFinal+o(f.px0[1],f.px1[1])-v-t.labelExtraY)*u>0&&(t.labelExtraY+=x):(y+t.labelExtraY-m)*u>0&&(i=3*s*Math.abs(c-h.indexOf(t)),(p=f.cxFinal+a(f.px0[0],f.px1[0])+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=p)))}for(n=0;n<2;n++)for(i=n?y:m,o=n?Math.max:Math.min,u=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(c=t[n][r]).sort(i),f=t[1-n][r],h=f.concat(c),d=[],p=0;p<c.length;p++)void 0!==c[p].yLabelMid&&d.push(c[p]);for(v=!1,p=0;n&&p<f.length;p++)if(void 0!==f[p].yLabelMid){v=f[p];break}for(p=0;p<d.length;p++){var b=p&&d[p-1];v&&!p&&(b=v),x(d[p],b)}}}(_,y),function(t,e){t.each((function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");t.transform.targetX+=t.labelExtraX,t.transform.targetY+=t.labelExtraY,l.setTransormAndDisplay(i,t.transform);var a=t.cxFinal+t.pxmid[0],s=\"M\"+a+\",\"+(t.cyFinal+t.pxmid[1]),u=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var c=t.labelExtraX*t.pxmid[1]/t.pxmid[0],f=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(c)>Math.abs(f)?s+=\"l\"+f*t.pxmid[0]/t.pxmid[1]+\",\"+f+\"H\"+(a+t.labelExtraX+u):s+=\"l\"+t.labelExtraX+\",\"+c+\"v\"+(f-c)+\"h\"+u}else s+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+u;l.ensureSingle(r,\"path\",\"textline\").call(o.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:s,fill:\"none\"})}else r.select(\"path.textline\").remove()}))}(m,y),T&&y.automargin){var A=s.bBox(d.node()),M=y.domain,S=h.w*(M.x[1]-M.x[0]),E=h.h*(M.y[1]-M.y[0]),P=(.5*S-v.r)/h.w,O=(.5*E-v.r)/h.h;i.autoMargin(t,\"pie.\"+y.uid+\".automargin\",{xl:M.x[0]-P,xr:M.x[1]+P,yb:M.y[0]-O,yt:M.y[1]+O,l:Math.max(v.cx-v.r-A.left,0),r:Math.max(A.right-(v.cx+v.r),0),b:Math.max(A.bottom-(v.cy+v.r),0),t:Math.max(v.cy-v.r-A.top,0),pad:5})}}))}));setTimeout((function(){v.selectAll(\"tspan\").each((function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))}))}),0)},formatSliceLabel:D,transformInsideText:w,determineInsideTextFont:b,positionTitleOutside:C,prerenderTitles:_,layoutAreas:I,attachFxHandlers:x,computeTransform:R}},22152:function(t,e,r){\"use strict\";var n=r(33428),i=r(10528),a=r(82744).resizeText;t.exports=function(t){var e=t._fullLayout._pielayer.selectAll(\".trace\");a(t,e,\"pie\"),e.each((function(e){var r=e[0].trace,a=n.select(this);a.style({opacity:r.opacity}),a.selectAll(\"path.surface\").each((function(e){n.select(this).call(i,e,r,t)}))}))}},10528:function(t,e,r){\"use strict\";var n=r(76308),i=r(69656).castOption,a=r(21552);t.exports=function(t,e,r,o){var s=r.marker.line,l=i(s.color,e.pts)||n.defaultLine,u=i(s.width,e.pts)||0;t.call(a,e,r,o).style(\"stroke-width\",u).call(n.stroke,l)}},35484:function(t,e,r){\"use strict\";var n=r(52904);t.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},11072:function(t,e,r){\"use strict\";var n=r(67792).gl_pointcloud2d,i=r(3400).isArrayOrTypedArray,a=r(43080),o=r(19280).findExtremes,s=r(44928);function l(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var u=l.prototype;u.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:i(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},u.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=s(t,{})},u.updateFast=function(t){var e,r,n,i,s,l,u=this.xData=this.pickXData=t.x,c=this.yData=this.pickYData=t.y,f=this.pickXYData=t.xy,h=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(f){if(n=f,e=f.length>>>1,h)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)i=n[2*l],s=n[2*l+1],i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=u.length,n=new Float32Array(2*e),r=new Int32Array(e),l=0;l<e;l++)i=u[l],s=c[l],r[l]=l,n[2*l]=i,n[2*l+1]=s,i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);this.idToIndex=r,this.pointcloudOptions.idToIndex=r,this.pointcloudOptions.positions=n;var v=a(t.marker.color),g=a(t.marker.border.color),y=t.opacity*t.marker.opacity;v[3]*=y,this.pointcloudOptions.color=v;var m=t.marker.blend;null===m&&(m=u.length<100||c.length<100),this.pointcloudOptions.blend=m,g[3]*=y,this.pointcloudOptions.borderColor=g;var x=t.marker.sizemin,b=Math.max(t.marker.sizemax,t.marker.sizemin);this.pointcloudOptions.sizeMin=x,this.pointcloudOptions.sizeMax=b,this.pointcloudOptions.areaRatio=t.marker.border.arearatio,this.pointcloud.update(this.pointcloudOptions);var _=this.scene.xaxis,w=this.scene.yaxis,T=b/2||.5;t._extremes[_._id]=o(_,[d[0],d[2]],{ppad:T}),t._extremes[w._id]=o(w,[d[1],d[3]],{ppad:T})},u.dispose=function(){this.pointcloud.dispose()},t.exports=function(t,e){var r=new l(t,e.uid);return 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e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:a,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:c.tinyRGB(n),tinyColorAlpha:n.getAlpha(),tinyColorHoverHue:c.tinyRGB(i),tinyColorHoverAlpha:i.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 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\"+(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 C(t,e){t.call(L),e.attr(\"d\",M())}function P(t){t.attr(\"width\",(function(t){return t.node.x1-t.node.x0})).attr(\"height\",(function(t){return t.visibleHeight}))}function O(t){return t.link.width>1||t.linkLineWidth>0}function I(t){return p(t.translateX,t.translateY)+(t.horizontal?\"matrix(1 0 0 1 0 0)\":\"matrix(0 1 1 0 0 0)\")}function z(t,e,r){t.on(\".basic\",null).on(\"mouseover.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.hover(this,t,e),t.interactionState.hovered=[this,t])})).on(\"mousemove.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.follow(this,t),t.interactionState.hovered=[this,t])})).on(\"mouseout.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.unhover(this,t,e),t.interactionState.hovered=!1)})).on(\"click.basic\",(function(t){t.interactionState.hovered&&(r.unhover(this,t,e),t.interactionState.hovered=!1),t.interactionState.dragInProgress||t.partOfGroup||r.select(this,t,e)}))}function D(t,e,r,i){var o=a.behavior.drag().origin((function(t){return{x:t.node.x0+t.visibleWidth/2,y:t.node.y0+t.visibleHeight/2}})).on(\"dragstart\",(function(a){if(\"fixed\"!==a.arrangement&&(h.ensureSingle(i._fullLayout._infolayer,\"g\",\"dragcover\",(function(t){i._fullLayout._dragCover=t})),h.raiseToTop(this),a.interactionState.dragInProgress=a.node,F(a.node),a.interactionState.hovered&&(r.nodeEvents.unhover.apply(0,a.interactionState.hovered),a.interactionState.hovered=!1),\"snap\"===a.arrangement)){var o=a.traceId+\"|\"+a.key;a.forceLayouts[o]?a.forceLayouts[o].alpha(1):function(t,e,r,i){!function(t){for(var e=0;e<t.length;e++)t[e].y=(t[e].y0+t[e].y1)/2,t[e].x=(t[e].x0+t[e].x1)/2}(r.graph.nodes);var a=r.graph.nodes.filter((function(t){return t.originalX===r.node.originalX})).filter((function(t){return!t.partOfGroup}));r.forceLayouts[e]=n.forceSimulation(a).alphaDecay(0).force(\"collide\",n.forceCollide().radius((function(t){return t.dy/2+r.nodePad/2})).strength(1).iterations(l.forceIterations)).force(\"constrain\",function(t,e,r,n){return function(){for(var t=0,i=0;i<r.length;i++){var a=r[i];a===n.interactionState.dragInProgress?(a.x=a.lastDraggedX,a.y=a.lastDraggedY):(a.vx=(a.originalX-a.x)/l.forceTicksPerFrame,a.y=Math.min(n.size-a.dy/2,Math.max(a.dy/2,a.y))),t=Math.max(t,Math.abs(a.vx),Math.abs(a.vy))}!n.interactionState.dragInProgress&&t<.1&&n.forceLayouts[e].alpha()>0&&n.forceLayouts[e].alpha(0)}}(0,e,a,r)).stop()}(0,o,a),function(t,e,r,n,i){window.requestAnimationFrame((function a(){var o;for(o=0;o<l.forceTicksPerFrame;o++)r.forceLayouts[n].tick();if(function(t){for(var e=0;e<t.length;e++)t[e].y0=t[e].y-t[e].dy/2,t[e].y1=t[e].y0+t[e].dy,t[e].x0=t[e].x-t[e].dx/2,t[e].x1=t[e].x0+t[e].dx}(r.graph.nodes),r.sankey.update(r.graph),C(t.filter(B(r)),e),r.forceLayouts[n].alpha()>0)window.requestAnimationFrame(a);else{var 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a=(t.graph.nodes[i].x0+t.graph.nodes[i].x1)/2,o=(t.graph.nodes[i].y0+t.graph.nodes[i].y1)/2;r.push(a/t.figure.width),n.push(o/t.figure.height)}b.call(\"_guiRestyle\",e,{\"node.x\":[r],\"node.y\":[n]},t.trace.index).then((function(){e._fullLayout._dragCover&&e._fullLayout._dragCover.remove()}))}function F(t){t.lastDraggedX=t.x0+t.dx/2,t.lastDraggedY=t.y0+t.dy/2}function B(t){return function(e){return e.node.originalX===t.node.originalX}}t.exports=function(t,e,r,n,i){var o=t._context.staticPlot,s=!1;h.ensureSingle(t._fullLayout._infolayer,\"g\",\"first-render\",(function(){s=!0}));var v=t._fullLayout._dragCover,b=r.filter((function(t){return m(t).trace.visible})).map(k.bind(null,n)),_=e.selectAll(\".\"+l.cn.sankey).data(b,g);_.exit().remove(),_.enter().append(\"g\").classed(l.cn.sankey,!0).style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"shape-rendering\",\"geometricPrecision\").style(\"pointer-events\",o?\"none\":\"auto\").attr(\"transform\",I),_.each((function(e,r){t._fullData[r]._sankey=e;var n=\"bgsankey-\"+e.trace.uid+\"-\"+r;h.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=a.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",o?\"none\":\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})})),_.transition().ease(l.ease).duration(l.duration).attr(\"transform\",I);var L=_.selectAll(\".\"+l.cn.sankeyLinks).data(y,g);L.enter().append(\"g\").classed(l.cn.sankeyLinks,!0).style(\"fill\",\"none\");var C=L.selectAll(\".\"+l.cn.sankeyLink).data((function(t){return t.graph.links.filter((function(t){return t.value})).map(A.bind(null,t))}),g);C.enter().append(\"path\").classed(l.cn.sankeyLink,!0).call(z,_,i.linkEvents),C.style(\"stroke\",(function(t){return O(t)?c.tinyRGB(u(t.linkLineColor)):t.tinyColorHue})).style(\"stroke-opacity\",(function(t){return O(t)?c.opacity(t.linkLineColor):t.tinyColorAlpha})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})).style(\"stroke-width\",(function(t){return O(t)?t.linkLineWidth:1})).attr(\"d\",M()),C.style(\"opacity\",(function(){return t._context.staticPlot||s||v?1:0})).transition().ease(l.ease).duration(l.duration).style(\"opacity\",1),C.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var R=_.selectAll(\".\"+l.cn.sankeyNodeSet).data(y,g);R.enter().append(\"g\").classed(l.cn.sankeyNodeSet,!0),R.style(\"cursor\",(function(t){switch(t.arrangement){case\"fixed\":return\"default\";case\"perpendicular\":return\"ns-resize\";default:return\"move\"}}));var F=R.selectAll(\".\"+l.cn.sankeyNode).data((function(t){var e=t.graph.nodes;return function(t){var e,r=[];for(e=0;e<t.length;e++)t[e].originalX=(t[e].x0+t[e].x1)/2,t[e].originalY=(t[e].y0+t[e].y1)/2,-1===r.indexOf(t[e].originalX)&&r.push(t[e].originalX);for(r.sort((function(t,e){return t-e})),e=0;e<t.length;e++)t[e].originalLayerIndex=r.indexOf(t[e].originalX),t[e].originalLayer=t[e].originalLayerIndex/(r.length-1)}(e),e.map(S.bind(null,t))}),g);F.enter().append(\"g\").classed(l.cn.sankeyNode,!0).call(E).style(\"opacity\",(function(e){return!t._context.staticPlot&&!s||e.partOfGroup?0:1})),F.call(z,_,i.nodeEvents).call(D,C,i,t),F.transition().ease(l.ease).duration(l.duration).call(E).style(\"opacity\",(function(t){return t.partOfGroup?0:1})),F.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var B=F.selectAll(\".\"+l.cn.nodeRect).data(y);B.enter().append(\"rect\").classed(l.cn.nodeRect,!0).call(P),B.style(\"stroke-width\",(function(t){return t.nodeLineWidth})).style(\"stroke\",(function(t){return c.tinyRGB(u(t.nodeLineColor))})).style(\"stroke-opacity\",(function(t){return c.opacity(t.nodeLineColor)})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),B.transition().ease(l.ease).duration(l.duration).call(P);var N=F.selectAll(\".\"+l.cn.nodeLabel).data(y);N.enter().append(\"text\").classed(l.cn.nodeLabel,!0).style(\"cursor\",\"default\"),N.attr(\"data-notex\",1).text((function(t){return t.node.label})).each((function(e){var r=a.select(this);f.font(r,e.textFont),x.convertToTspans(r,t)})).style(\"text-shadow\",x.makeTextShadow(t._fullLayout.paper_bgcolor)).attr(\"text-anchor\",(function(t){return 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n=r(21776).Ks,i=r(21776).Gw,a=r(98304),o=r(52904),s=r(45464),l=r(49084),u=r(98192).u,c=r(92880).extendFlat,f=r(67824).overrideAll,h=o.marker,p=o.line,d=h.line;t.exports=f({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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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>v.TOO_MANY_POINTS||h.hasMarkers(e)?\"rect\":\"round\";if(u&&e.connectgaps){var f=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=f,n[i+1]=p):(f=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=c.getFromId(t,e.xaxis,\"x\"),u=c.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,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(h.hasMarkers(e)){var s=r.font,u=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var f=n.sizes?n.sizes[i]:n.size,p=l(s)?s[i].size:s.size,d=l(u)?u.length>1?u[i]:u[0]:u,v=l(c)?c.length>1?c[i]:c[0]:c,g=y[d],m=y[v],x=f?f/.8+1:0,b=-m*x-.5*m;o.offset[i]=[g*x/p,b/p]}}return o}}},80220:function(t,e,r){\"use strict\";var n=r(3400),i=r(24040),a=r(80088),o=r(2876),s=r(88200),l=r(43028),u=r(43980),c=r(31147),f=r(74428),h=r(66828),p=r(70840),d=r(124);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.hasMarkers(e)&&(f(t,e,r,v,g,{noAngleRef:!0,noStandOff:!0}),g(\"marker.line.width\",y||m?1:0)),l.hasLines(e)&&(g(\"connectgaps\"),h(t,e,r,v,g),g(\"line.shape\")),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}},26768:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(13448).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=n.isArrayOrTypedArray(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)}}},99396:function(t,e,r){\"use strict\";var n=r(76688);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)}},80088:function(t,e,r){\"use strict\";var n=r(67072);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}},41272:function(t,e,r){\"use strict\";var n=r(24040),i=r(3400),a=r(44928);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=i.isArrayOrTypedArray(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 z=x.c2p(y._yStarts[a]),D=x.c2p(y._yEnds[a]);h=T>=Math.min(z,D)&&T<=Math.max(z,D)?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}},38983:function(t,e,r){\"use strict\";var n=r(64628);n.plot=r(89876),t.exports=n},89876:function(t,e,r){\"use strict\";var n=r(38540),i=r(13472),a=r(24544),o=r(23352),s=r(3400),l=r(72760).selectMode,u=r(5048),c=r(43028),f=r(14328),h=r(26768).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 _=m.count,w=y._glcanvas.data()[0].regl;if(f(t,e,r),m.dirty){if(!m.line2d&&!m.error2d||m.scatter2d||m.fill2d||m.glText||w.clear({}),!0===m.error2d&&(m.error2d=a(w)),!0===m.line2d&&(m.line2d=i(w)),!0===m.scatter2d&&(m.scatter2d=n(w)),!0===m.fill2d&&(m.fill2d=i(w)),!0===m.glText)for(m.glText=new Array(_),v=0;v<_;v++)m.glText[v]=new o(w);if(m.glText){if(_>m.glText.length){var T=_-m.glText.length;for(v=0;v<T;v++)m.glText.push(new o(w))}else if(_<m.glText.length){var k=m.glText.length-_;m.glText.splice(_,k).forEach((function(t){t.destroy()}))}for(v=0;v<_;v++)m.glText[v].update(m.textOptions[v])}if(m.line2d&&(m.line2d.update(m.lineOptions),m.lineOptions=m.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),m.line2d.update(m.lineOptions)),m.error2d){var A=(m.errorXOptions||[]).concat(m.errorYOptions||[]);m.error2d.update(A)}m.scatter2d&&m.scatter2d.update(m.markerOptions),m.fillOrder=s.repeat(null,_),m.fill2d&&(m.fillOptions=m.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,u=m.lineOptions[e],c=[];s._ownfill&&c.push(e),s._nexttrace&&c.push(e+1),c.length&&(m.fillOrder[e]=c);var f,h,p=[],d=u&&u.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(p=[],i=0,t.splitNull=!0,a=0;a<d.length;a+=2)(isNaN(d[a])||isNaN(d[a+1]))&&((p=p.concat(d.slice(i,a))).push(d[i],d[i+1]),p.push(null,null),i=a+2);p=p.concat(d.slice(i)),i&&p.push(d[i],d[i+1])}else{var v=s._nexttrace;if(v){var g=m.lineOptions[e+1];if(g){var y=g.positions;if(\"tonexty\"===s.fill){for(p=d.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],b=y[2*e+1];isNaN(x)||isNaN(b)||p.push(x,b)}t.fill=v.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var _=m.lineOptions[e-1].positions,w=p.length/2,T=[i=w];for(a=0;a<_.length;a+=2)(isNaN(_[a])||isNaN(_[a+1]))&&(T.push(a/2+w+1),i=a+2);p=p.concat(_),t.hole=T}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=p,t}})),m.fill2d.update(m.fillOptions))}var M=y.dragmode,S=l(M),E=y.clickmode.indexOf(\"select\")>-1;for(v=0;v<_;v++){var L=r[v][0],C=L.trace,P=L.t,O=P.index,I=C._length,z=P.x,D=P.y;if(C.selectedpoints||S||E){if(S||(S=!0),C.selectedpoints){var R=m.selectBatch[O]=s.selIndices2selPoints(C),F={};for(g=0;g<R.length;g++)F[R[g]]=1;var B=[];for(g=0;g<I;g++)F[g]||B.push(g);m.unselectBatch[O]=B}var N=P.xpx=new Array(I),j=P.ypx=new Array(I);for(g=0;g<I;g++)N[g]=x.c2p(z[g]),j[g]=b.c2p(D[g])}else P.xpx=P.ypx=null}if(S){if(m.select2d||(m.select2d=n(y._glcanvas.data()[1].regl)),m.scatter2d){var U=new Array(_);for(v=0;v<_;v++)U[v]=m.selectBatch[v].length||m.unselectBatch[v].length?m.markerUnselectedOptions[v]:{};m.scatter2d.update(U)}m.select2d&&(m.select2d.update(m.markerOptions),m.select2d.update(m.markerSelectedOptions)),m.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};c.hasText(e)&&h(t)}))}else m.scatter2d&&m.scatter2d.update(m.markerOptions);var V={viewport:d(y,x,b,t._context.plotGlPixelRatio),range:[(x._rl||x.range)[0],(b._rl||b.range)[0],(x._rl||x.range)[1],(b._rl||b.range)[1]]},q=s.repeat(V,m.count);m.fill2d&&m.fill2d.update(q),m.line2d&&m.line2d.update(q),m.error2d&&m.error2d.update(q.concat(q)),m.scatter2d&&m.scatter2d.update(q),m.select2d&&m.select2d.update(q),m.glText&&m.glText.forEach((function(t){t.update(V)}))}else m.init()}}).reglPrecompiled=p},74588:function(t,e,r){\"use strict\";var n=r(3400);t.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var i=0;i<r.count;i++)r.glText[i].update(t)},r.draw=function(){for(var t=r.count,e=r.fill2d,i=r.error2d,a=r.line2d,o=r.scatter2d,s=r.glText,l=r.select2d,u=r.selectBatch,c=r.unselectBatch,f=0;f<t;f++){if(e&&r.fillOrder[f]&&e.draw(r.fillOrder[f]),a&&r.lineOptions[f]&&a.draw(f),i&&(r.errorXOptions[f]&&i.draw(f),r.errorYOptions[f]&&i.draw(f+t)),o&&r.markerOptions[f])if(c[f].length){var h=n.repeat([],r.count);h[f]=c[f],o.draw(h)}else 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I=p.selectedpoints,z={};for(l=0;l<I.length;l++)z[I[l]]=!0;var D=[];for(l=0;l<O;l++)z[l]||D.push(l);v.unselectBatch=D}var R=d.xpx=new Array(_),F=d.ypx=new Array(_);for(c=0;c<b.length;c++){if(l=b[c],r=a.getFromId(t,p._diag[l][0]))for(R[c]=new Array(O),u=0;u<O;u++)R[c][u]=r.c2p(y[c][u]);if(s=a.getFromId(t,p._diag[l][1]))for(F[c]=new Array(O),u=0;u<O;u++)F[c][u]=s.c2p(y[c][u])}if(v.selectBatch.length||v.unselectBatch.length){var 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])}},72308:function(t,e,r){\"use strict\";var n=r(3400);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}},62500:function(t,e,r){\"use strict\";var n=r(3400),i=n.pushUnique,a=r(43028),o=r(50328);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}},90167:function(t,e,r){\"use strict\";var n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(52948),s=r(45464),l=r(92880).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]),z=C(A[3]),D=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])),q=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 H=j(e,r,i),G=j(e,r,i+1),W=j(e,r+1,i),Y=j(e+1,r,i);if(I[H]*U<I[G]*U&&z[H]*V<z[W]*V&&D[H]*q<D[Y]*q||(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}},25668:function(t,e,r){\"use strict\";var n=r(67792).gl_streamtube3d,i=n.createTubeMesh,a=r(3400),o=r(33040).parseColorScale,s=r(8932).extractOpts,l=r(52094),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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O.lightPosition=[z.x,z.y,z.z],O.ambient=e.lighting.ambient,O.diffuse=e.lighting.diffuse,O.specular=e.lighting.specular,O.roughness=e.lighting.roughness,O.fresnel=e.lighting.fresnel,O.opacity=e.opacity,e._pad=O.tubeScale*e.sizeref*2,O}f.handlePick=function(t){var e=this.scene.fullSceneLayout,r=this.scene.dataScale;function n(t,n){var i=e[n],a=r[u[n]];return i.l2c(t)/a}if(t.object===this.mesh){var i=t.data.position,a=t.data.velocity;return t.traceCoordinate=[n(i[0],\"xaxis\"),n(i[1],\"yaxis\"),n(i[2],\"zaxis\"),n(a[0],\"xaxis\"),n(a[1],\"yaxis\"),n(a[2],\"zaxis\"),t.data.intensity*this.data._normMax,t.data.divergence],t.textLabel=this.data.hovertext||this.data.text,!0}},f.update=function(t){this.data=t;var e=d(this.scene,t);this.mesh.update(e)},f.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},t.exports=function(t,e){var r=t.glplot.gl,n=d(t,e),a=i(r,n),o=new c(t,e.uid);return o.mesh=a,o.data=e,a._trace=o,t.glplot.add(a),o}},54304:function(t,e,r){\"use 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n=r(45464),i=r(21776).Ks,a=r(21776).Gw,o=r(49084),s=r(86968).u,l=r(74996),u=r(27328),c=r(92880).extendFlat,f=r(98192).c;t.exports={labels:{valType:\"data_array\",editType:\"calc\"},parents:{valType:\"data_array\",editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},branchvalues:{valType:\"enumerated\",values:[\"remainder\",\"total\"],dflt:\"remainder\",editType:\"calc\"},count:{valType:\"flaglist\",flags:[\"branches\",\"leaves\"],dflt:\"leaves\",editType:\"calc\"},level:{valType:\"any\",editType:\"plot\",anim:!0},maxdepth:{valType:\"integer\",editType:\"plot\",dflt:-1},marker:c({colors:{valType:\"data_array\",editType:\"calc\"},line:{color:c({},l.marker.line.color,{dflt:null}),width:c({},l.marker.line.width,{dflt:1}),editType:\"calc\"},pattern:f,editType:\"calc\"},o(\"marker\",{colorAttr:\"colors\",anim:!1})),leaf:{opacity:{valType:\"number\",editType:\"style\",min:0,max:1},editType:\"plot\"},text:l.text,textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"current 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n=r(7316);e.name=\"sunburst\",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)}},3776:function(t,e,r){\"use strict\";var n=r(74148),i=r(38248),a=r(3400),o=r(8932).makeColorScaleFuncFromTrace,s=r(45768).makePullColorFn,l=r(45768).generateExtendedColors,u=r(8932).calc,c=r(39032).ALMOST_EQUAL,f={},h={},p={};function d(t,e,r){var n=0,i=t.children;if(i){for(var a=i.length,o=0;o<a;o++)n+=d(i[o],e,r);r.branches&&n++}else r.leaves&&n++;return t.value=t.data.data.value=n,e._values||(e._values=[]),e._values[t.data.data.i]=n,n}e.calc=function(t,e){var r,l,f,h,p,v,g=t._fullLayout,y=e.ids,m=a.isArrayOrTypedArray(y),x=e.labels,b=e.parents,_=e.values,w=a.isArrayOrTypedArray(_),T=[],k={},A={},M=function(t){return t||\"number\"==typeof t},S=function(t){return!w||i(_[t])&&_[t]>=0};m?(r=Math.min(y.length,b.length),l=function(t){return M(y[t])&&S(t)},f=function(t){return String(y[t])}):(r=Math.min(x.length,b.length),l=function(t){return 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x=l.triggerHandler(r,\"plotly_\"+d.type+\"click\",m);if(!1!==x&&e.hovermode&&(r._hoverdata=[f(t,a,h.eventDataKeys)],o.click(r,n.event)),!s&&!1!==x&&!r._dragging&&!r._transitioning){i.call(\"_storeDirectGUIEdit\",a,e._tracePreGUI[a.uid],{level:a.level});var b={data:[{level:y}],traces:[d.index]},_={frame:{redraw:!1,duration:h.transitionTime},transition:{duration:h.transitionTime,easing:h.transitionEasing},mode:\"immediate\",fromcurrent:!0};o.loneUnhover(e._hoverlayer.node()),i.call(\"animate\",r,b,_)}}))}},78176:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(93972),o=r(69656);function s(t){return t.data.data.pid}e.findEntryWithLevel=function(t,r){var n;return r&&t.eachAfter((function(t){if(e.getPtId(t)===r)return n=t.copy()})),n||t},e.findEntryWithChild=function(t,r){var n;return t.eachAfter((function(t){for(var i=t.children||[],a=0;a<i.length;a++){var o=i[a];if(e.getPtId(o)===r)return 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u=n.select(this),f=s.ensureSingle(u,\"path\",\"surface\",(function(t){t.style(\"pointer-events\",h?\"none\":\"all\")}));i.rpx0=H(i.y0),i.rpx1=H(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(Z){var i=(t.x1>Z?2*Math.PI:0)+V;e={x0:i,x1:i}}else e={rpx0:I,rpx1:I},s.extendFlat(e,$(t));else e={rpx0:0,rpx1:0};else e={x0:V,x1:V};return a(e,n)}(t);return function(t){return W(e(t))}})):f.attr(\"d\",W),u.call(m,S,t,r,{eventDataKeys:x.eventDataKeys,transitionTime:x.CLICK_TRANSITION_TIME,transitionEasing:x.CLICK_TRANSITION_EASING}).call(b.setSliceCursor,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:t._transitioning}),f.call(g,i,A,t);var p=s.ensureSingle(u,\"g\",\"slicetext\"),w=s.ensureSingle(p,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),T=s.ensureUniformFontSize(t,b.determineTextFont(A,i,y.font));w.text(e.formatSliceLabel(i,S,A,r,y)).classed(\"slicetext\",!0).attr(\"text-anchor\",\"middle\").call(o.font,T).call(l.convertToTspans,t);var M=o.bBox(w.node());i.transform=v(M,i,k),i.transform.targetX=Y(i),i.transform.targetY=X(i);var E=function(t,e){var r=t.transform;return d(r,e),r.fontSize=T.size,c(A.type,r,y),s.getTextTransform(r)};_?w.transition().attrTween(\"transform\",(function(t){var e=function(t){var e,r=F[b.getPtId(t)],n=t.transform;if(r)e=r;else if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},R)if(t.parent)if(Z){var i=t.x1>Z?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,$(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:X(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||{})}},85676:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(3400),o=r(82744).resizeText,s=r(60404);function l(t,e,r,n){var o=e.data.data,l=!e.children,u=o.i,c=a.castOption(r,u,\"marker.line.color\")||i.defaultLine,f=a.castOption(r,u,\"marker.line.width\")||0;t.call(s,e,r,n).style(\"stroke-width\",f).call(i.stroke,c).style(\"opacity\",l?r.leaf.opacity:null)}t.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(e){var r=n.select(this),i=e[0].trace;r.style(\"opacity\",i.opacity),r.selectAll(\"path.surface\").each((function(e){n.select(this).call(l,e,i,t)}))}))},styleOne:l}},16716:function(t,e,r){\"use strict\";var n=r(76308),i=r(49084),a=r(29736).axisHoverFormat,o=r(21776).Ks,s=r(45464),l=r(92880).extendFlat,u=r(67824).overrideAll;function c(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var 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 surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:c(),y:c(),z:c()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},56576:function(t,e,r){\"use strict\";var n=r(47128);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\"})}},79164:function(t,e,r){\"use strict\";var n=r(67792).gl_surface3d,i=r(67792).ndarray,a=r(67792).ndarray_linear_interpolate.d2,o=r(70448),s=r(11240),l=r(3400).isArrayOrTypedArray,u=r(33040).parseColorScale,c=r(43080),f=r(8932).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 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){null!=t.dataCoordinate[a]&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var o=this.data.hovertext||this.data.text;return l(o)&&o[i]&&void 0!==o[i][n]?t.textLabel=o[i][n]:t.textLabel=o||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var d=[2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199,211,223,227,229,233,239,241,251,257,263,269,271,277,281,283,293,307,311,313,317,331,337,347,349,353,359,367,373,379,383,389,397,401,409,419,421,431,433,439,443,449,457,461,463,467,479,487,491,499,503,509,521,523,541,547,557,563,569,571,577,587,593,599,601,607,613,617,619,631,641,643,647,653,659,661,673,677,683,691,701,709,719,727,733,739,743,751,757,761,769,773,787,797,809,811,821,823,827,829,839,853,857,859,863,877,881,883,887,907,911,919,929,937,941,947,953,967,971,977,983,991,997,1009,1013,1019,1021,1031,1033,1039,1049,1051,1061,1063,1069,1087,1091,1093,1097,1103,1109,1117,1123,1129,1151,1153,1163,1171,1181,1187,1193,1201,1213,1217,1223,1229,1231,1237,1249,1259,1277,1279,1283,1289,1291,1297,1301,1303,1307,1319,1321,1327,1361,1367,1373,1381,1399,1409,1423,1427,1429,1433,1439,1447,1451,1453,1459,1471,1481,1483,1487,1489,1493,1499,1511,1523,1531,1543,1549,1553,1559,1567,1571,1579,1583,1597,1601,1607,1609,1613,1619,1621,1627,1637,1657,1663,1667,1669,1693,1697,1699,1709,1721,1723,1733,1741,1747,1753,1759,1777,1783,1787,1789,1801,1811,1823,1831,1847,1861,1867,1871,1873,1877,1879,1889,1901,1907,1913,1931,1933,1949,1951,1973,1979,1987,1993,1997,1999,2003,2011,2017,2027,2029,2039,2053,2063,2069,2081,2083,2087,2089,2099,2111,2113,2129,2131,2137,2141,2143,2153,2161,2179,2203,2207,2213,2221,2237,2239,2243,2251,2267,2269,2273,2281,2287,2293,2297,2309,2311,2333,2339,2341,2347,2351,2357,2371,2377,2381,2383,2389,2393,2399,2411,2417,2423,2437,2441,2447,2459,2467,2473,2477,2503,2521,2531,2539,2543,2549,2551,2557,2579,2591,2593,2609,2617,2621,2633,2647,2657,2659,2663,2671,2677,2683,2687,2689,2693,2699,2707,2711,2713,2719,2729,2731,2741,2749,2753,2767,2777,2789,2791,2797,2801,2803,2819,2833,2837,2843,2851,2857,2861,2879,2887,2897,2903,2909,2917,2927,2939,2953,2957,2963,2969,2971,2999];function v(t,e){if(t<e)return 0;for(var r=0;0===Math.floor(t%e);)t/=e,r++;return r}function g(t){for(var e=[],r=0;r<d.length;r++){var n=d[r];e.push(v(t,n))}return e}function y(t){for(var e=g(t),r=t,n=0;n<d.length;n++)if(e[n]>0){r=d[n];break}return r}function m(t,e){if(!(t<1||e<1)){for(var r=g(t),n=g(e),i=1,a=0;a<d.length;a++)i*=Math.pow(d[a],Math.max(r[a],n[a]));return i}}p.calcXnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getXat(e-1,0),i=this.getXat(e,0);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r},p.calcYnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getYat(0,e-1),i=this.getYat(0,e);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r};var x=[1,2,4,6,12,24,36,48,60,120,180,240,360,720,840,1260],b=x[9],_=x[13];function w(t,e,r){var n=r[8]+r[2]*e[0]+r[5]*e[1];return t[0]=(r[6]+r[0]*e[0]+r[3]*e[1])/n,t[1]=(r[7]+r[1]*e[0]+r[4]*e[1])/n,t}function T(t,e,r){return function(t,e,r,n){for(var i=[0,0],o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var u=0;u<s;u++)r(i,[l,u],n),t.set(l,u,a(e,i[0],i[1]))}(t,e,w,r),t}function k(t,e){for(var r=!1,n=0;n<t.length;n++)if(e===t[n]){r=!0;break}!1===r&&t.push(e)}p.estimateScale=function(t,e){for(var r=1+function(t){if(0!==t.length){for(var e=1,r=0;r<t.length;r++)e=m(e,t[r]);return e}}(0===e?this.calcXnums(t):this.calcYnums(t));r<b;)r*=2;for(;r>_;)r--,r/=y(r),++r<b&&(r=_);var n=Math.round(r/t);return n>1?n:1},p.refineCoords=function(t){for(var e=this.dataScaleX,r=this.dataScaleY,n=t[0].shape[0],a=t[0].shape[1],o=0|Math.floor(t[0].shape[0]*e+1),s=0|Math.floor(t[0].shape[1]*r+1),l=1+n+1,u=1+a+1,c=i(new Float32Array(l*u),[l,u]),f=[1/e,0,0,0,1/r,0,0,0,1],h=0;h<t.length;++h){this.surface.padField(c,t[h]);var p=i(new Float32Array(o*s),[o,s]);T(p,c,f),t[h]=p}},p.setContourLevels=function(){var t,e,r,n=[[],[],[]],i=[!1,!1,!1],a=!1;for(t=0;t<3;++t)if(this.showContour[t]&&(a=!0,this.contourSize[t]>0&&null!==this.contourStart[t]&&null!==this.contourEnd[t]&&this.contourEnd[t]>this.contourStart[t]))for(i[t]=!0,e=this.contourStart[t];e<this.contourEnd[t];e+=this.contourSize[t])r=e*this.scene.dataScale[t],k(n[t],r);if(a){var o=[[],[],[]];for(t=0;t<3;++t)this.showContour[t]&&(o[t]=i[t]?n[t]:this.scene.contourLevels[t]);this.surface.update({levels:o})}},p.update=function(t){var e,r,n,a,l=this.scene,h=l.fullSceneLayout,p=this.surface,d=u(t),v=l.dataScale,g=t.z[0].length,y=t._ylength,m=l.contourLevels;this.data=t;var x=[];for(e=0;e<3;e++)for(x[e]=[],r=0;r<g;r++)x[e][r]=[];for(r=0;r<g;r++)for(n=0;n<y;n++)x[0][r][n]=this.getXat(r,n,t.xcalendar,h.xaxis),x[1][r][n]=this.getYat(r,n,t.ycalendar,h.yaxis),x[2][r][n]=this.getZat(r,n,t.zcalendar,h.zaxis);if(t.connectgaps)for(t._emptypoints=s(x[2]),o(x[2],t._emptypoints),t._interpolatedZ=[],r=0;r<g;r++)for(t._interpolatedZ[r]=[],n=0;n<y;n++)t._interpolatedZ[r][n]=x[2][r][n];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<y;n++)null==(a=x[e][r][n])?x[e][r][n]=NaN:a=x[e][r][n]*=v[e];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<y;n++)null!=(a=x[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<y;n++)null!=(a=x[e][r][n])&&(x[e][r][n]-=this.objectOffset[e]);var b=[i(new Float32Array(g*y),[g,y]),i(new Float32Array(g*y),[g,y]),i(new 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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(13916),i=r(92880).extendFlat,a=r(67824).overrideAll,o=r(25376),s=r(86968).u,l=r(29736).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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\",cn:{table:\"table\",tableControlView:\"table-control-view\",scrollBackground:\"scroll-background\",yColumn:\"y-column\",columnBlock:\"column-block\",scrollAreaClip:\"scroll-area-clip\",scrollAreaClipRect:\"scroll-area-clip-rect\",columnBoundary:\"column-boundary\",columnBoundaryClippath:\"column-boundary-clippath\",columnBoundaryRect:\"column-boundary-rect\",columnCells:\"column-cells\",columnCell:\"column-cell\",cellRect:\"cell-rect\",cellText:\"cell-text\",cellTextHolder:\"cell-text-holder\",scrollbarKit:\"scrollbar-kit\",scrollbar:\"scrollbar\",scrollbarSlider:\"scrollbar-slider\",scrollbarGlyph:\"scrollbar-glyph\",scrollbarCaptureZone:\"scrollbar-capture-zone\"}}},55992:function(t,e,r){\"use strict\";var n=r(23536),i=r(92880).extendFlat,a=r(38248),o=r(38116).isTypedArray,s=r(38116).isArrayOrTypedArray;function l(t){if(s(t)){for(var e=0,r=0;r<t.length;r++)e=Math.max(e,l(t[r]));return e}return t}function u(t,e){return t+e}function c(t){var e,r=t.slice(),n=1/0,i=0;for(e=0;e<r.length;e++)o(r[e])?r[e]=Array.from(r[e]):s(r[e])||(r[e]=[r[e]]),n=Math.min(n,r[e].length),i=Math.max(i,r[e].length);if(n!==i)for(e=0;e<r.length;e++){var a=i-r[e].length;a&&(r[e]=r[e].concat(f(a)))}return r}function f(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=\"\";return e}function h(t){return t.calcdata.columns.reduce((function(e,r){return r.xIndex<t.xIndex?e+r.columnWidth:e}),0)}function p(t,e){return Object.keys(t).map((function(r){return i({},t[r],{auxiliaryBlocks:e})}))}function d(t,e){for(var r,n={},i=0,a=0,o={firstRowIndex:null,lastRowIndex:null,rows:[]},s=0,l=0,u=0;u<t.length;u++)r=t[u],o.rows.push({rowIndex:u,rowHeight:r}),((a+=r)>=e||u===t.length-1)&&(n[i]=o,o.key=l++,o.firstRowIndex=s,o.lastRowIndex=u,o={firstRowIndex:null,lastRowIndex:null,rows:[]},i+=a,s=u+1,a=0);return n}t.exports=function(t,e){var r=c(e.cells.values),o=function(t){return t.slice(e.header.values.length,t.length)},v=c(e.header.values);v.length&&!v[0].length&&(v[0]=[\"\"],v=c(v));var g=v.concat(o(r).map((function(){return f((v[0]||[\"\"]).length)}))),y=e.domain,m=Math.floor(t._fullLayout._size.w*(y.x[1]-y.x[0])),x=Math.floor(t._fullLayout._size.h*(y.y[1]-y.y[0])),b=e.header.values.length?g[0].map((function(){return e.header.height})):[n.emptyHeaderHeight],_=r.length?r[0].map((function(){return e.cells.height})):[],w=b.reduce(u,0),T=d(_,x-w+n.uplift),k=p(d(b,w),[]),A=p(T,k),M={},S=e._fullInput.columnorder;s(S)&&(S=Array.from(S)),S=S.concat(o(r.map((function(t,e){return e}))));var E=g.map((function(t,r){var n=s(e.columnwidth)?e.columnwidth[Math.min(r,e.columnwidth.length-1)]:e.columnwidth;return a(n)?Number(n):1})),L=E.reduce(u,0);E=E.map((function(t){return t/L*m}));var C=Math.max(l(e.header.line.width),l(e.cells.line.width)),P={key:e.uid+t._context.staticPlot,translateX:y.x[0]*t._fullLayout._size.w,translateY:t._fullLayout._size.h*(1-y.y[1]),size:t._fullLayout._size,width:m,maxLineWidth:C,height:x,columnOrder:S,groupHeight:x,rowBlocks:A,headerRowBlocks:k,scrollY:0,cells:i({},e.cells,{values:r}),headerCells:i({},e.header,{values:g}),gdColumns:g.map((function(t){return t[0]})),gdColumnsOriginalOrder:g.map((function(t){return t[0]})),prevPages:[0,0],scrollbarState:{scrollbarScrollInProgress:!1},columns:g.map((function(t,e){var r=M[t];return M[t]=(r||0)+1,{key:t+\"__\"+M[t],label:t,specIndex:e,xIndex:S[e],xScale:h,x:void 0,calcdata:void 0,columnWidth:E[e]}}))};return P.columns.forEach((function(t){t.calcdata=P,t.x=h(t)})),P}},53056:function(t,e,r){\"use strict\";var n=r(92880).extendFlat;e.splitToPanels=function(t){var 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m(t,e){return\"clip\"+t._fullLayout._uid+\"_columnBoundaryClippath_\"+e.calcdata.key+\"_\"+e.specIndex}function x(t){return[].concat.apply([],t.map((function(t){return t}))).map((function(t){return t.__data__}))}function b(t,e,r){var a=t.selectAll(\".\"+n.cn.scrollbarKit).data(s.repeat,s.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 R(e,e.length-1)+(e.length?F(e[e.length-1],1/0):1)}(t),e.scrollableAreaHeight=t.groupHeight-E(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 f(e,E(t))}));var o=a.selectAll(\".\"+n.cn.scrollbar).data(s.repeat,s.keyFun);o.enter().append(\"g\").classed(n.cn.scrollbar,!0);var l=o.selectAll(\".\"+n.cn.scrollbarSlider).data(s.repeat,s.keyFun);l.enter().append(\"g\").classed(n.cn.scrollbarSlider,!0),l.attr(\"transform\",(function(t){return f(0,t.scrollbarState.topY||0)}));var 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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,z=0|o[8],D=8191&z,R=z>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,q=0|s[1],H=8191&q,G=q>>>13,W=0|s[2],Y=8191&W,X=W>>>13,Z=0|s[3],K=8191&Z,J=Z>>>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,H)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,H)|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,H)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(v,H)|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,X)|0)+Math.imul(h,Y)|0))<<13)|0;u=((a=a+Math.imul(h,X)|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,H)|0,i=(i=i+Math.imul(y,G)|0)+Math.imul(m,H)|0,a=a+Math.imul(m,G)|0,n=n+Math.imul(d,Y)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(v,Y)|0,a=a+Math.imul(v,X)|0;var xt=(u+(n=n+Math.imul(f,K)|0)|0)+((8191&(i=(i=i+Math.imul(f,J)|0)+Math.imul(h,K)|0))<<13)|0;u=((a=a+Math.imul(h,J)|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,H)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,H)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(y,Y)|0,i=(i=i+Math.imul(y,X)|0)+Math.imul(m,Y)|0,a=a+Math.imul(m,X)|0,n=n+Math.imul(d,K)|0,i=(i=i+Math.imul(d,J)|0)+Math.imul(v,K)|0,a=a+Math.imul(v,J)|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,H)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,H)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,Y)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(y,K)|0,i=(i=i+Math.imul(y,J)|0)+Math.imul(m,K)|0,a=a+Math.imul(m,J)|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,H)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,H)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,Y)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,K)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(_,K)|0,a=a+Math.imul(_,J)|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,H)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,H)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,Y)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,K)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(k,K)|0,a=a+Math.imul(k,J)|0,n=n+Math.imul(b,Q)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,Q)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(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(D,U),i=(i=Math.imul(D,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(O,H)|0,i=(i=i+Math.imul(O,G)|0)+Math.imul(I,H)|0,a=a+Math.imul(I,G)|0,n=n+Math.imul(L,Y)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,Y)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,K)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(S,K)|0,a=a+Math.imul(S,J)|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(D,H)|0,i=(i=i+Math.imul(D,G)|0)+Math.imul(R,H)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(O,Y)|0,i=(i=i+Math.imul(O,X)|0)+Math.imul(I,Y)|0,a=a+Math.imul(I,X)|0,n=n+Math.imul(L,K)|0,i=(i=i+Math.imul(L,J)|0)+Math.imul(C,K)|0,a=a+Math.imul(C,J)|0,n=n+Math.imul(M,Q)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,Q)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(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,H),i=(i=Math.imul(B,G))+Math.imul(N,H)|0,a=Math.imul(N,G),n=n+Math.imul(D,Y)|0,i=(i=i+Math.imul(D,X)|0)+Math.imul(R,Y)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(O,K)|0,i=(i=i+Math.imul(O,J)|0)+Math.imul(I,K)|0,a=a+Math.imul(I,J)|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,X))+Math.imul(N,Y)|0,a=Math.imul(N,X),n=n+Math.imul(D,K)|0,i=(i=i+Math.imul(D,J)|0)+Math.imul(R,K)|0,a=a+Math.imul(R,J)|0,n=n+Math.imul(O,Q)|0,i=(i=i+Math.imul(O,tt)|0)+Math.imul(I,Q)|0,a=a+Math.imul(I,tt)|0,n=n+Math.imul(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,K),i=(i=Math.imul(B,J))+Math.imul(N,K)|0,a=Math.imul(N,J),n=n+Math.imul(D,Q)|0,i=(i=i+Math.imul(D,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(D,rt)|0,i=(i=i+Math.imul(D,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(D,at)|0,i=(i=i+Math.imul(D,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(D,lt)|0,i=(i=i+Math.imul(D,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(D,ft)|0,i=(i=i+Math.imul(D,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(D,dt)|0)|0)+((8191&(i=(i=i+Math.imul(D,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 zt=(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)+(zt>>>26)|0,zt&=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]=zt,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 f=u>>c&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4==++s||0===n&&0===c)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var 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if(h.right===s){if(!(d=p.left)||0!==d._color){p._color=0,p.right=h.left,h._color=1,h.left=p,l[f-2]=h,l[f-1]=s,i(p),i(h),f>=3&&((v=l[f-3]).right===p?v.right=h:v.left=h);break}h._color=1,p.left=n(1,d),p._color=0,f-=1}else{var d;if(!(d=p.left)||0!==d._color){var v;h.left=s.right,p._color=0,p.right=s.left,s._color=1,s.right=h,s.left=p,l[f-2]=s,l[f-1]=h,i(p),i(h),i(s),f>=3&&((v=l[f-3]).right===p?v.right=s:v.left=s);break}h._color=1,p.left=n(1,d),p._color=0,f-=1}}return l[0]._color=1,new a(o,l[0])},o.forEach=function(t,e,r){if(this.root)switch(arguments.length){case 1:return s(t,this.root);case 2:return l(e,this._compare,t,this.root);case 3:if(this._compare(e,r)>=0)return;return u(e,r,this._compare,t,this.root)}},Object.defineProperty(o,\"begin\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.left;return new c(this,t)}}),Object.defineProperty(o,\"end\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.right;return new c(this,t)}}),o.at=function(t){if(t<0)return new c(this,[]);for(var e=this.root,r=[];;){if(r.push(e),e.left){if(t<e.left._count){e=e.left;continue}t-=e.left._count}if(!t)return new c(this,r);if(t-=1,!e.right)break;if(t>=e.right._count)break;e=e.right}return new c(this,[])},o.ge=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new c(this,n)},o.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new c(this,n)},o.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new c(this,n)},o.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new c(this,n)},o.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new c(this,n);r=i<=0?r.left:r.right}return new c(this,[])},o.remove=function(t){var e=this.find(t);return e?e.remove():this},o.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var f=c.prototype;function h(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function p(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(f,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(f,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),f.clone=function(){return new c(this.tree,this._stack.slice())},f.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var o=new Array(t.length),s=t[t.length-1];o[o.length-1]=new e(s._color,s.key,s.value,s.left,s.right,s._count);for(var l=t.length-2;l>=0;--l)(s=t[l]).left===t[l+1]?o[l]=new e(s._color,s.key,s.value,o[l+1],s.right,s._count):o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);if((s=o[o.length-1]).left&&s.right){var u=o.length;for(s=s.left;s.right;)o.push(s),s=s.right;var c=o[u-1];for(o.push(new e(s._color,c.key,c.value,s.left,s.right,s._count)),o[u-1].key=s.key,o[u-1].value=s.value,l=o.length-2;l>=u;--l)s=o[l],o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);o[u-1].left=o[u]}if(0===(s=o[o.length-1])._color){var f=o[o.length-2];for(f.left===s?f.left=null:f.right===s&&(f.right=null),o.pop(),l=0;l<o.length;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(s.left||s.right){for(s.left?h(s,s.left):s.right&&h(s,s.right),s._color=1,l=0;l<o.length-1;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(1===o.length)return new a(this.tree._compare,null);for(l=0;l<o.length;++l)o[l]._count--;var p=o[o.length-2];return function(t){for(var e,a,o,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((a=t[l-1]).left===e){if((o=a.right).right&&0===o.right._color)return s=(o=a.right=r(o)).right=r(o.right),a.right=o.left,o.left=a,o.right=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((u=t[l-2]).left===a?u.left=o:u.right=o),void(t[l-1]=o);if(o.left&&0===o.left._color)return s=(o=a.right=r(o)).left=r(o.left),a.right=s.left,o.left=s.right,s.left=a,s.right=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]).left===a?u.left=s:u.right=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.right=n(0,o));a.right=n(0,o);continue}o=r(o),a.right=o.left,o.left=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((u=t[l-2]).left===a?u.left=o:u.right=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((o=a.left).left&&0===o.left._color)return s=(o=a.left=r(o)).left=r(o.left),a.left=o.right,o.right=a,o.left=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((u=t[l-2]).right===a?u.right=o:u.left=o),void(t[l-1]=o);if(o.right&&0===o.right._color)return 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}})},3837:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=new c(t);return r.update(e),r};var n=r(4935),i=r(501),a=r(5304),o=r(6429),s=r(6444),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 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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,z=(A+1+(1^O))%3;this.gridEnable[I]&&this._lines.drawGrid(I,z,this.bounds,P,this.gridColor[I],this.gridWidth[I]*this.pixelRatio)}for(O=0;O<2;++O)I=(A+1+O)%3,z=(A+1+(1^O))%3,this.zeroEnable[z]&&Math.min(a[0][z],a[1][z])<=0&&Math.max(a[0][z],a[1][z])>=0&&this._lines.drawZero(I,z,this.bounds,P,this.zeroLineColor[z],this.zeroLineWidth[z]*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 D=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];D[O]*=F[O]*B,R[O]*=F[O]*B}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,D,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,q=u(x,M[A].primalOffset);for(O=0;O<3;++O)this.lineTickEnable[A]&&(q[O]+=k*U[O]*Math.max(this.lineTickLength[O],0)/r[5*O]);var H=[0,0,0];if(H[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)q[O]+=k*U[O]*this.tickPad[O]/r[5*O];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],q,this.tickColor[A],H,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)q[O]+=k*U[O]*this.labelPad[O]/r[5*O];q[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],q,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}},5304: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(2762),i=r(8116),a=r(1879).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()}},6429: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,z=d([l[I],l[P],l[O],l[I+(1<<M)+(1<<S)]]);C?E=z:L=z}L>E&&(w|=1<<A)}}}var D=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==D&&(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!==D&&(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!==D&&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===D?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,q=w;for(A=0;A<3;++A)V[A]=q&1<<A?-1:1;return y};var n=r(8828),i=r(6760),a=r(5202),o=r(3250),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}},501: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(2762),i=r(8116),a=r(1879).n,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()}},1879:function(t,e,r){\"use strict\";var n=r(3236),i=r(9405),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.n=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.Q=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\"}])}},4935:function(t,e,r){\"use strict\";t.exports=function(t,e,r,n,o,l){var u=i(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,n,o,l),p};var i=r(2762),a=r(8116),o=r(4359),s=r(1879).Q,l=window||n.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()}},6444: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}},5445: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(5033),i=r(5202),a=r(6429),o=r(6760),s=r(5665),l=r(5352),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]},2762:function(t,e,r){\"use strict\";var n=r(1888),i=r(5298),a=r(9618),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}},6405:function(t,e,r){\"use strict\";var n=r(2931);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=\"raw\"===t.coneSizemode,x=0;x<r.length;x++){var b=r[x];s=Math.min(b[0],s),l=Math.max(b[0],l),u=Math.min(b[1],u),c=Math.max(b[1],c),f=Math.min(b[2],f),h=Math.max(b[2],h);var _=i[x];if(n.length(_)>o&&(o=n.length(_)),x&&!m){var w=2*n.distance(p,b)/(n.length(d)+n.length(_));w?(g=Math.min(g,w),y=!1):y=!0}y||(p=b,d=_),v.push(_)}var T=[s,u,f],k=[l,c,h];e&&(e[0]=T,e[1]=k),0===o&&(o=1);var A=1/o;isFinite(g)||(g=1),a.vectorScale=g;var M=t.coneSize||(m?1:.5);t.absoluteConeSize&&(M=t.absoluteConeSize*A),a.coneScale=M,x=0;for(var S=0;x<r.length;x++)for(var E=(b=r[x])[0],L=b[1],C=b[2],P=v[x],O=n.length(P)*A,I=0;I<8;I++){a.positions.push([E,L,C,S++]),a.positions.push([E,L,C,S++]),a.positions.push([E,L,C,S++]),a.positions.push([E,L,C,S++]),a.positions.push([E,L,C,S++]),a.positions.push([E,L,C,S++]),a.vectors.push(P),a.vectors.push(P),a.vectors.push(P),a.vectors.push(P),a.vectors.push(P),a.vectors.push(P),a.vertexIntensity.push(O,O,O),a.vertexIntensity.push(O,O,O);var z=a.positions.length;a.cells.push([z-6,z-5,z-4],[z-3,z-2,z-1])}return a};var i=r(614);t.exports.createMesh=r(9060),t.exports.createConeMesh=function(e,r){return t.exports.createMesh(e,r,{shaders:i,traceType:\"cone\"})}},9060:function(t,e,r){\"use strict\";var n=r(9405),i=r(2762),a=r(8116),o=r(7766),s=r(6760),l=r(7608),u=r(9618),c=r(6729),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}},614:function(t,e,r){var n=r(3236),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\"}]}},737: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\"}},5171:function(t,e,r){var 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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\"}])}},2260:function(t,e,r){\"use strict\";var n=r(7766);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 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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)}}},2992:function(t,e,r){var n=r(3387).sprintf,i=r(5171),a=r(1848),o=r(1085);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()}}},2510: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(2478),i=r(7762),a=r(1888),o=r(9405),s=r(2762),l=r(6768);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 z,D;l?(z=m*(r[I]-u),D=m*(r[I+1]-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),D=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],q=s[l?(C+V)*b+(I+U):C*b+I],H=n.le(d,q);if(H<0)F=v[0],B=v[1],N=v[2],j=v[3];else if(H===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=(q-d[H])/(d[H+1]-d[H]),W=1-G,Y=4*H,X=4*(H+1);F=W*v[Y]+G*v[X],B=W*v[Y+1]+G*v[X+1],N=W*v[Y+2]+G*v[X+2],j=W*v[Y+3]+G*v[X+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*z+.5*D,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)}},6768:function(t,e,r){\"use strict\";var n=r(3236);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\"])}},7319:function(t,e,r){var n=r(3236),i=r(9405),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)}},5714: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(2762),i=r(8116),a=r(7766),o=new Uint8Array(4),s=new Float32Array(o.buffer),l=r(2478),u=r(9618),c=r(7319),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 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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}},4040: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}},4772: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}},6079:function(t){t.exports=function(t,e,r,n){var 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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}},7626:function(t,e,r){\"use strict\";var n=r(2642),i=r(9346);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]}},840:function(t,e,r){var n=r(3236),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\"}]}},7201:function(t,e,r){\"use strict\";var n=r(9405),i=r(2762),a=r(8116),o=r(7766),s=r(8406),l=r(6760),u=r(7608),c=r(9618),f=r(6729),h=r(7765),p=r(1888),d=r(840),v=r(7626),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,z=1/0,D=-1/0;if(!C&&!O)if(P)if(t.vertexIntensityBounds)z=+t.vertexIntensityBounds[0],D=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];z=Math.min(z,F),D=Math.max(D,F)}else if(I)if(t.cellIntensityBounds)z=+t.cellIntensityBounds[0],D=+t.cellIntensityBounds[1];else for(R=0;R<I.length;++R)F=I[R],z=Math.min(z,F),D=Math.max(D,F);else for(R=0;R<n.length;++R)F=n[R][2],z=Math.min(z,F),D=Math.max(D,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,q=0,H=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]),X=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-z)/(D-z),this.opacityscale)):3===X.length?m.push(X[0],X[1],X[2],this.opacity):(m.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[Y]:P?[(P[Y]-z)/(D-z),0]:O?O[R]:I?[(I[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],x.push(Z[0],Z[1]),B?b.push(B[Y]):b.push(N),_.push(R),H+=1;break;case 2:for(U=0;U<2;++U){j=n[Y=G[U]];for(var W=0;W<3;++W)if(isNaN(j[W])||!isFinite(j[W]))continue t}for(U=0;U<2;++U)j=n[Y=G[U]],p.push(j[0],j[1],j[2]),X=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-z)/(D-z),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[Y]:P?[(P[Y]-z)/(D-z),0]:O?O[R]:I?[(I[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],v.push(Z[0],Z[1]),g.push(R);q+=1;break;case 3:for(U=0;U<3;++U)for(j=n[Y=G[U]],W=0;W<3;++W)if(isNaN(j[W])||!isFinite(j[W]))continue t;for(U=0;U<3;++U){var Y,X,Z,K;j=n[Y=G[2-U]],i.push(j[0],j[1],j[2]),(X=S?S[Y]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-z)/(D-z),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[Y]:P?[(P[Y]-z)/(D-z),0]:O?O[R]:I?[(I[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],u.push(Z[0],Z[1]),K=w?w[Y]:T[R],l.push(K[0],K[1],K[2]),h.push(R)}V+=1}}this.pointCount=H,this.edgeCount=q,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),z=i(t),D=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:z,type:t.FLOAT,size:2},{buffer:D,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,z,D,F,B,a(t,[{buffer:B,type:t.FLOAT,size:3}]));return N.update(e),N}},8120: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(2762),i=r(9405),a=r(3603);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()}},1913: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(2762),i=r(9405),a=r(2478),o=r(3603);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),z=0+6*O,D=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,D&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D)),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,D&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D))}}(),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()}},4747: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(2762),i=r(9405),a=r(3603);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()}},3603:function(t,e,r){\"use strict\";var n=r(3236),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\"])}},2142: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(2762),i=r(9405),a=r(529),o=r(2478),s=r(3603);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()}},1850: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(3589),i=r(1913),a=r(2142),o=r(4747),s=r(8120);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}}},4437: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(3025),i=r(6296),a=r(351),o=r(8512),s=r(24),l=r(7520)},799:function(t,e,r){var n=r(3236),i=r(9405),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\"}])}},4100:function(t,e,r){\"use strict\";var n=r(4437),i=r(3837),a=r(5445),o=r(4449),s=r(3589),l=r(2260),u=r(7169),c=r(351),f=r(4772),h=r(4040),p=r(799),d=r(9216)({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,z={view:null,projection:new Array(16),model:new Array(16),_ortho:!1},D=(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:D,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:z,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,D);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]],q=[V[0].slice(),V[1].slice()];function H(){if(!U()){N();var t=F.camera.tick();z.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||q[0][p]!==d[0][p]||q[1][p]!==d[1][p],q[0][p]=d[0][p],q[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(D[0]=T,D[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(z))}i.end()}}}()),F.axesPixels=a(F.axes,z,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(z)),S.axes=A,x.object&&S.draw(z),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(z),C.isTransparent&&C.isTransparent()&&(M=!0);if(M){for(b.shape=D,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(z),o=0;o<e;++o)(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(z);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(z),o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(z)}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||(H(),requestAnimationFrame(t))}(),F.redraw=function(){F._stopped||(O=!0,H())},F},createCamera:n}},6640:function(t,e,r){var n=r(3236);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\"])},4696:function(t,e,r){\"use strict\";var n=r(9405),i=r(2762),a=r(1888),o=r(6640);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]]}}},783: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}},5964:function(t){\"use strict\";t.exports=function(t){return t||0===t?t.toString():\"\"}},9366:function(t,e,r){\"use strict\";var n=r(4359);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={}},1283:function(t,e,r){var n=r(9405),i=r(3236),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)}},8418:function(t,e,r){\"use strict\";var n=r(5219),i=r(2762),a=r(8116),o=r(1888),s=r(6760),l=r(1283),u=r(9366),c=r(5964),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 z=p(0,0,0,S(_,O)),D=p(0,0,0,S(w,I));if(Math.abs(z[1])>Math.abs(D[1])){var R=z;z=D,D=R,R=O,O=I,I=R;var F=C;C=P,P=F}z[0]<0&&(O[C]=-1),D[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 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tt=K[J[$]];C[2*I]=V*(H*tt[0]-G*tt[1]+X[0]),C[2*I+1]=V*(G*tt[0]+H*tt[1]+X[1]),I+=1}for(Z=A.edges,K=A.positions,T=0;T<Z.length;++T)for(J=Z[T],$=0;$<2;++$){for(Q=0;Q<3;++Q)E[3*z+Q]=w[Q];for(Q=0;Q<4;++Q)L[4*z+Q]=R[Q];O[z]=m,tt=K[J[$]],C[2*z]=V*(H*tt[0]-G*tt[1]+X[0]),C[2*z+1]=V*(G*tt[0]+H*tt[1]+X[1]),z+=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()}},4298:function(t,e,r){\"use strict\";var n=r(3236);e.boxVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 vertex;\\n\\nuniform vec2 cornerA, cornerB;\\n\\nvoid 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i=0|Math.min(Math.max(t-r,0),n[0]),o=0|Math.min(Math.max(t+r,0),n[0]),l=0|Math.min(Math.max(e-r,0),n[1]),u=0|Math.min(Math.max(e+r,0),n[1]);if(o<=i||u<=l)return null;var c=[o-i,u-l],f=a(this.buffer,[c[0],c[1],4],[4,4*n[0],1],4*(i+n[0]*l)),h=function(t,e,r){for(var n=1e8,i=-1,a=-1,o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var u=0;u<s;u++){var c=t.get(l,u,0),f=t.get(l,u,1),h=t.get(l,u,2),p=t.get(l,u,3);if(c<255||f<255||h<255||p<255){var d=e-l,v=r-u,g=d*d+v*v;g<n&&(n=g,i=l,a=u)}}return[i,a,n]}(f.hi(c[0],c[1],1),r,r),p=h[0],d=h[1];return p<0||Math.pow(this.radius,2)<h[2]?null:new s(p+i|0,d+l|0,f.get(p,d,0),[f.get(p,d,1),f.get(p,d,2),f.get(p,d,3)],Math.sqrt(h[2]))},u.dispose=function(){this.gl&&(this.fbo.dispose(),i.free(this.buffer),this.gl=null,this._readTimeout&&clearTimeout(this._readTimeout))}},9405:function(t,e,r){\"use strict\";var n=r(3327),i=r(8731),a=r(216),o=r(5091),s=r(2145),l=r(8866);function 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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 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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\"}]}},7815:function(t,e,r){\"use strict\";var n=r(2931),i=r(9970),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 z=i[b+w+k],D=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(),q=n.create(),H=n.create(),G=n.create();n.lerp(V,z,B,P),n.lerp(q,D,N,P),n.lerp(H,R,j,P),n.lerp(G,F,U,P);var W=n.create(),Y=n.create();n.lerp(W,V,H,O),n.lerp(Y,q,G,O);var X=n.create();return n.lerp(X,W,Y,I),X}(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),z=C;O.push(I);var D=[],R=v(C,I),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F),g.push({points:P,velocities:O,divergences:D});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(z,N)-A>-1e-4*A&&(P.push(N),z=N,O.push(I),R=v(N,I),F=n.length(R),isFinite(F)&&F>S&&(S=F),D.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(6740),c=r(6405).createMesh;t.exports.createTubeMesh=function(t,e){return c(t,e,{shaders:u,traceType:\"streamtube\"})}},990:function(t,e,r){var n=r(9405),i=r(3236),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}},9499: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(8828),i=r(2762),a=r(8116),o=r(7766),s=r(1888),l=r(6729),u=r(5298),c=r(9994),f=r(9618),h=r(3711),p=r(6760),d=r(7608),v=r(2478),g=r(6199),y=r(990),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},z=T.slice(),D=[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=D,n.vertexColor=this.vertexColor;var s=z;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=D;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],z=1/0,D=-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 q=0;q<2;++q)for(var H=0;H<3;++H){var G=this._field[H].get(1+o+V,1+y+q);if(isNaN(G)||!isFinite(G))continue t}for(H=0;H<6;++H){var W=o+k[H][0],Y=y+k[H][1],X=this._field[0].get(W+1,Y+1),Z=this._field[1].get(W+1,Y+1);G=this._field[2].get(W+1,Y+1),E=b.get(W+1,Y+1,0),L=b.get(W+1,Y+1,1),C=b.get(W+1,Y+1,2),t.intensity&&(K=t.intensity.get(W,Y));var K=t.intensity?t.intensity.get(W,Y):G+this.objectOffset[2];F[N++]=W,F[N++]=Y,F[N++]=X,F[N++]=Z,F[N++]=G,F[N++]=0,F[N++]=K,F[N++]=E,F[N++]=L,F[N++]=C,O[0]=Math.min(O[0],X+this.objectOffset[0]),O[1]=Math.min(O[1],Z+this.objectOffset[1]),O[2]=Math.min(O[2],G+this.objectOffset[2]),z=Math.min(z,K),I[0]=Math.max(I[0],X+this.objectOffset[0]),I[1]=Math.max(I[1],Z+this.objectOffset[1]),I[2]=Math.max(I[2],G+this.objectOffset[2]),D=Math.max(D,K),U+=1}}for(t.intensityBounds&&(z=+t.intensityBounds[0],D=+t.intensityBounds[1]),o=6;o<N;o+=10)F[o]=(F[o]-z)/(D-z);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]===z&&this.intensityBounds[1]===D||(r=!0),this.intensityBounds=[z,D]}if(\"levels\"in t){var J=t.levels;for(J=Array.isArray(J[0])?J.slice():[[],[],J],o=0;o<3;++o)J[o]=J[o].slice(),J[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(y=0;y<J[o].length;++y)J[o][y]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(J[o].length!==this.contourLevels[o].length){r=!0;break}for(y=0;y<J[o].length;++y)if(J[o][y]!==this.contourLevels[o][y]){r=!0;break t}}this.contourLevels=J}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(H=0;H<2;++H){var ot=it.positions[at[H]],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(W=0|Math.min(Math.max(lt+V,0),a[0]),q=0;q<2;++q){var yt=q?ht:1-ht;if(Y=0|Math.min(Math.max(ft+q,0),a[1]),G=dt<2?this._field[vt].get(W,Y):(this.intensity.get(W,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(H>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,z=C*f.get(_,M)+P*f.get(_,S)+O*f.get(w,M)+I*f.get(w,S),D=C*p.get(_,M)+P*p.get(_,S)+O*p.get(w,M)+I*p.get(w,S);if(isNaN(z)||isNaN(D)){m&&(n-=1);break}a[2*n+0]=z,a[2*n+1]=D,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)}}},7766:function(t,e,r){\"use strict\";var n=r(9618),i=r(5298),a=r(1888);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 e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var e=0;e<2;++e)if(l.indexOf(t[e])<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);this._wrapS=t[0],this._wrapT=t[1];var r=this.gl;return this.bind(),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_S,this._wrapS),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_T,this._wrapT),t}},shape:{get:function(){return this._shapeVector},set:function(t){if(Array.isArray(t)){if(2!==t.length)throw new Error(\"gl-texture2d: Invalid texture shape\")}else t=[0|t,0|t];return f(this,0|t[0],0|t[1]),[0|t[0],0|t[1]]}},width:{get:function(){return this._shape[0]},set:function(t){return f(this,t|=0,this._shape[1]),t}},height:{get:function(){return this._shape[1]},set:function(t){return t|=0,f(this,this._shape[0],t),t}}}),p.bind=function(t){var e=this.gl;return void 0!==t&&e.activeTexture(e.TEXTURE0+(0|t)),e.bindTexture(e.TEXTURE_2D,this.handle),void 0!==t?0|t:e.getParameter(e.ACTIVE_TEXTURE)-e.TEXTURE0},p.dispose=function(){this.gl.deleteTexture(this.handle)},p.generateMipmap=function(){this.bind(),this.gl.generateMipmap(this.gl.TEXTURE_2D);for(var t=Math.min(this._shape[0],this._shape[1]),e=0;t>0;++e,t>>>=1)this._mipLevels.indexOf(e)<0&&this._mipLevels.push(e)},p.setPixels=function(t,e,r,o){var s=this.gl;this.bind(),Array.isArray(e)?(o=r,r=0|e[1],e=0|e[0]):(e=e||0,r=r||0),o=o||0;var l=u(t)?t:t.raw;if(l)this._mipLevels.indexOf(o)<0?(s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,this.type,l),this._mipLevels.push(o)):s.texSubImage2D(s.TEXTURE_2D,o,e,r,this.format,this.type,l);else{if(!(t.shape&&t.stride&&t.data))throw new Error(\"gl-texture2d: Unsupported data type\");if(t.shape.length<2||e+t.shape[1]>this._shape[1]>>>o||r+t.shape[0]>this._shape[0]>>>o||e<0||r<0)throw new Error(\"gl-texture2d: Texture dimensions are out of bounds\");!function(t,e,r,o,s,l,u,f){var h=f.dtype,p=f.shape.slice();if(p.length<2||p.length>3)throw new Error(\"gl-texture2d: Invalid ndarray, must be 2d or 3d\");var v=0,g=0,y=d(p,f.stride.slice());if(\"float32\"===h?v=t.FLOAT:\"float64\"===h?(v=t.FLOAT,y=!1,h=\"float32\"):\"uint8\"===h?v=t.UNSIGNED_BYTE:(v=t.UNSIGNED_BYTE,y=!1,h=\"uint8\"),2===p.length)g=t.LUMINANCE,p=[p[0],p[1],1],f=n(f.data,p,[f.stride[0],f.stride[1],1],f.offset);else{if(3!==p.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===p[2])g=t.ALPHA;else if(2===p[2])g=t.LUMINANCE_ALPHA;else if(3===p[2])g=t.RGB;else{if(4!==p[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}p[2]}if(g!==t.LUMINANCE&&g!==t.ALPHA||s!==t.LUMINANCE&&s!==t.ALPHA||(g=s),g!==s)throw new Error(\"gl-texture2d: Incompatible texture format for setPixels\");var m=f.size,x=u.indexOf(o)<0;if(x&&u.push(o),v===l&&y)0===f.offset&&f.data.length===m?x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,f.data):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,f.data):x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,f.data.subarray(f.offset,f.offset+m)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,f.data.subarray(f.offset,f.offset+m));else{var b;b=l===t.FLOAT?a.mallocFloat32(m):a.mallocUint8(m);var _=n(b,p,[p[2],p[2]*p[0],1]);v===t.FLOAT&&l===t.UNSIGNED_BYTE?c(_,f):i.assign(_,f),x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,b.subarray(0,m)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,b.subarray(0,m)),l===t.FLOAT?a.freeFloat32(b):a.freeUint8(b)}}(s,e,r,o,this.format,this.type,this._mipLevels,t)}}},1433:function(t){\"use strict\";t.exports=function(t,e,r){e?e.bind():t.bindBuffer(t.ELEMENT_ARRAY_BUFFER,null);var n=0|t.getParameter(t.MAX_VERTEX_ATTRIBS);if(r){if(r.length>n)throw new Error(\"gl-vao: Too many vertex attributes\");for(var i=0;i<r.length;++i){var a=r[i];if(a.buffer){var o=a.buffer,s=a.size||4,l=a.type||t.FLOAT,u=!!a.normalized,c=a.stride||0,f=a.offset||0;o.bind(),t.enableVertexAttribArray(i),t.vertexAttribPointer(i,s,l,u,c,f)}else{if(\"number\"==typeof a)t.vertexAttrib1f(i,a);else if(1===a.length)t.vertexAttrib1f(i,a[0]);else if(2===a.length)t.vertexAttrib2f(i,a[0],a[1]);else if(3===a.length)t.vertexAttrib3f(i,a[0],a[1],a[2]);else{if(4!==a.length)throw new Error(\"gl-vao: Invalid vertex attribute\");t.vertexAttrib4f(i,a[0],a[1],a[2],a[3])}t.disableVertexAttribArray(i)}}for(;i<n;++i)t.disableVertexAttribArray(i)}else for(t.bindBuffer(t.ARRAY_BUFFER,null),i=0;i<n;++i)t.disableVertexAttribArray(i)}},870:function(t,e,r){\"use strict\";var n=r(1433);function i(t){this.gl=t,this._elements=null,this._attributes=null,this._elementsType=t.UNSIGNED_SHORT}i.prototype.bind=function(){n(this.gl,this._elements,this._attributes)},i.prototype.update=function(t,e,r){this._elements=e,this._attributes=t,this._elementsType=r||this.gl.UNSIGNED_SHORT},i.prototype.dispose=function(){},i.prototype.unbind=function(){},i.prototype.draw=function(t,e,r){r=r||0;var n=this.gl;this._elements?n.drawElements(t,e,this._elementsType,r):n.drawArrays(t,r,e)},t.exports=function(t){return new i(t)}},7518:function(t,e,r){\"use strict\";var n=r(1433);function i(t,e,r,n,i,a){this.location=t,this.dimension=e,this.a=r,this.b=n,this.c=i,this.d=a}function 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strict\";t.exports=function(t,e,r,n,i,a,o,s,l,u){var c=e+a+u;if(f>0){var f=Math.sqrt(c+1);t[0]=.5*(o-l)/f,t[1]=.5*(s-n)/f,t[2]=.5*(r-a)/f,t[3]=.5*f}else{var h=Math.max(e,a,u);f=Math.sqrt(2*h-c+1),e>=h?(t[0]=.5*f,t[1]=.5*(i+r)/f,t[2]=.5*(s+n)/f,t[3]=.5*(o-l)/f):a>=h?(t[0]=.5*(r+i)/f,t[1]=.5*f,t[2]=.5*(l+o)/f,t[3]=.5*(s-n)/f):(t[0]=.5*(n+s)/f,t[1]=.5*(o+l)/f,t[2]=.5*f,t[3]=.5*(r-i)/f)}return t}},9977:function(t,e,r){\"use strict\";t.exports=function(t){var e=(t=t||{}).center||[0,0,0],r=t.rotation||[0,0,0,1],n=t.radius||1;e=[].slice.call(e,0,3),c(r=[].slice.call(r,0,4),r);var i=new f(r,e,Math.log(n));return i.setDistanceLimits(t.zoomMin,t.zoomMax),(\"eye\"in t||\"up\"in t)&&i.lookAt(0,t.eye,t.center,t.up),i};var n=r(9215),i=r(6582),a=r(7399),o=r(7608),s=r(4081);function l(t,e,r){return Math.sqrt(Math.pow(t,2)+Math.pow(e,2)+Math.pow(r,2))}function u(t,e,r,n){return Math.sqrt(Math.pow(t,2)+Math.pow(e,2)+Math.pow(r,2)+Math.pow(n,2))}function c(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=u(r,n,i,a);o>1e-6?(t[0]=r/o,t[1]=n/o,t[2]=i/o,t[3]=a/o):(t[0]=t[1]=t[2]=0,t[3]=1)}function f(t,e,r){this.radius=n([r]),this.center=n(e),this.rotation=n(t),this.computedRadius=this.radius.curve(0),this.computedCenter=this.center.curve(0),this.computedRotation=this.rotation.curve(0),this.computedUp=[.1,0,0],this.computedEye=[.1,0,0],this.computedMatrix=[.1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],this.recalcMatrix(0)}var h=f.prototype;h.lastT=function(){return Math.max(this.radius.lastT(),this.center.lastT(),this.rotation.lastT())},h.recalcMatrix=function(t){this.radius.curve(t),this.center.curve(t),this.rotation.curve(t);var e=this.computedRotation;c(e,e);var r=this.computedMatrix;a(r,e);var n=this.computedCenter,i=this.computedEye,o=this.computedUp,s=Math.exp(this.computedRadius[0]);i[0]=n[0]+s*r[2],i[1]=n[1]+s*r[6],i[2]=n[2]+s*r[10],o[0]=r[1],o[1]=r[5],o[2]=r[9];for(var l=0;l<3;++l){for(var 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Sr=function(t,e){this.type=Xt,this.needle=t,this.haystack=e};Sr.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,Jt),n=e.parse(t[2],2,Jt);return r&&n?ae(r.type,[Xt,Yt,Wt,Gt,Jt])?new Sr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\"):null},Sr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(ge(e))+\" instead.\");if(!oe(r,[\"string\",\"array\"]))throw new xe(\"Expected second argument to be of type array or string, but found \"+re(ge(r))+\" instead.\");return 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e={color:Zt,string:Yt,number:Wt,enum:Yt,boolean:Xt,formatted:Qt,resolvedImage:te};return\"array\"===t.type?ee(e[t.value]||Jt,t.length):e[t.type]}(e):void 0),n=r.parse(t,void 0,void 0,void 0,e&&\"string\"===e.type?{typeAnnotation:\"coerce\"}:void 0);return n?Xr(new un(n,e)):Zr(r.errors)}un.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._evaluator.globals=t,this._evaluator.feature=e,this._evaluator.featureState=r,this._evaluator.canonical=n,this._evaluator.availableImages=i||null,this._evaluator.formattedSection=a,this.expression.evaluate(this._evaluator)},un.prototype.evaluate=function(t,e,r,n,i,a){this._evaluator.globals=t,this._evaluator.feature=e||null,this._evaluator.featureState=r||null,this._evaluator.canonical=n,this._evaluator.availableImages=i||null,this._evaluator.formattedSection=a||null;try{var o=this.expression.evaluate(this._evaluator);if(null==o||\"number\"==typeof o&&o!=o)return this._defaultValue;if(this._enumValues&&!(o in this._enumValues))throw new xe(\"Expected value to be one of \"+Object.keys(this._enumValues).map((function(t){return JSON.stringify(t)})).join(\", \")+\", but found \"+JSON.stringify(o)+\" instead.\");return o}catch(t){return this._warningHistory[t.message]||(this._warningHistory[t.message]=!0,\"undefined\"!=typeof console&&console.warn(t.message)),this._defaultValue}};var hn=function(t,e){this.kind=t,this._styleExpression=e,this.isStateDependent=\"constant\"!==t&&!Xe(e.expression)};hn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},hn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)};var pn=function(t,e,r,n){this.kind=t,this.zoomStops=r,this._styleExpression=e,this.isStateDependent=\"camera\"!==t&&!Xe(e.expression),this.interpolationType=n};function dn(t,e){if(\"error\"===(t=fn(t,e)).result)return t;var r=t.value.expression,n=Ye(r);if(!n&&!Kr(e))return Zr([new qt(\"\",\"data expressions not supported\")]);var i=Ze(r,[\"zoom\"]);if(!i&&!Jr(e))return Zr([new qt(\"\",\"zoom expressions not supported\")]);var a=gn(r);if(!a&&!i)return Zr([new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.')]);if(a instanceof qt)return Zr([a]);if(a instanceof wr&&!$r(e))return Zr([new qt(\"\",'\"interpolate\" expressions cannot be used with this property')]);if(!a)return Xr(new hn(n?\"constant\":\"source\",t.value));var o=a instanceof wr?a.interpolation:void 0;return Xr(new pn(n?\"camera\":\"composite\",t.value,a.labels,o))}pn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},pn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},pn.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?wr.interpolationFactor(this.interpolationType,t,e,r):0};var vn=function(t,e){this._parameters=t,this._specification=e,jt(this,rn(this._parameters,this._specification))};function gn(t){var e=null;if(t instanceof Ar)e=gn(t.result);else if(t instanceof kr)for(var r=0,n=t.args;r<n.length;r+=1){var i=n[r];if(e=gn(i))break}else(t instanceof tr||t instanceof wr)&&t.input instanceof Ee&&\"zoom\"===t.input.name&&(e=t);return e instanceof qt||t.eachChild((function(t){var r=gn(t);r instanceof qt?e=r:!e&&r?e=new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.'):e&&r&&e!==r&&(e=new qt(\"\",'Only one zoom-based \"step\" or \"interpolate\" subexpression may be used in an expression.'))})),e}function yn(t){var e=t.key,r=t.value,n=t.valueSpec||{},i=t.objectElementValidators||{},a=t.style,o=t.styleSpec,s=[],l=Qr(r);if(\"object\"!==l)return[new Bt(e,r,\"object expected, \"+l+\" found\")];for(var u in r){var c=u.split(\".\")[0],f=n[c]||n[\"*\"],h=void 0;if(i[c])h=i[c];else if(n[c])h=Hn;else if(i[\"*\"])h=i[\"*\"];else{if(!n[\"*\"]){s.push(new Bt(e,r[u],'unknown property \"'+u+'\"'));continue}h=Hn}s=s.concat(h({key:(e?e+\".\":e)+u,value:r[u],valueSpec:f,style:a,styleSpec:o,object:r,objectKey:u},r))}for(var p in n)i[p]||n[p].required&&void 0===n[p].default&&void 0===r[p]&&s.push(new Bt(e,r,'missing required property \"'+p+'\"'));return s}function mn(t){var e=t.value,r=t.valueSpec,n=t.style,i=t.styleSpec,a=t.key,o=t.arrayElementValidator||Hn;if(\"array\"!==Qr(e))return[new Bt(a,e,\"array expected, \"+Qr(e)+\" found\")];if(r.length&&e.length!==r.length)return[new Bt(a,e,\"array length \"+r.length+\" expected, length \"+e.length+\" found\")];if(r[\"min-length\"]&&e.length<r[\"min-length\"])return[new Bt(a,e,\"array length at least \"+r[\"min-length\"]+\" expected, length \"+e.length+\" found\")];var s={type:r.value,values:r.values};i.$version<7&&(s.function=r.function),\"object\"===Qr(r.value)&&(s=r.value);for(var l=[],u=0;u<e.length;u++)l=l.concat(o({array:e,arrayIndex:u,value:e[u],valueSpec:s,style:n,styleSpec:i,key:a+\"[\"+u+\"]\"}));return l}function xn(t){var e=t.key,r=t.value,n=t.valueSpec,i=Qr(r);return\"number\"===i&&r!=r&&(i=\"NaN\"),\"number\"!==i?[new Bt(e,r,\"number expected, \"+i+\" found\")]:\"minimum\"in n&&r<n.minimum?[new Bt(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Bt(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function bn(t){var e,r,n,i=t.valueSpec,a=Ut(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,u=\"array\"===Qr(t.value.stops)&&\"array\"===Qr(t.value.stops[0])&&\"object\"===Qr(t.value.stops[0][0]),c=yn({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Bt(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;return e=e.concat(mn({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Qr(r)&&0===r.length&&e.push(new Bt(t.key,r,\"array must have at least one stop\")),e},default:function(t){return Hn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&c.push(new Bt(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||c.push(new Bt(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!$r(t.valueSpec)&&c.push(new Bt(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!Kr(t.valueSpec)?c.push(new Bt(t.key,t.value,\"property functions not supported\")):s&&!Jr(t.valueSpec)&&c.push(new Bt(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!u||void 0!==t.value.property||c.push(new Bt(t.key,t.value,'\"property\" property is required')),c;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Qr(a))return[new Bt(s,a,\"array expected, \"+Qr(a)+\" found\")];if(2!==a.length)return[new Bt(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(u){if(\"object\"!==Qr(a[0]))return[new Bt(s,a,\"object expected, \"+Qr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Bt(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Bt(s,a,\"object stop key must have value\")];if(n&&n>Ut(a[0].zoom))return[new Bt(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ut(a[0].zoom)!==n&&(n=Ut(a[0].zoom),r=void 0,o={}),e=e.concat(yn({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:xn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return cn(Vt(a[1]))?e.concat([new Bt(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(Hn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Qr(t.value),l=Ut(t.value),u=null!==t.value?t.value:n;if(e){if(s!==e)return[new Bt(t.key,u,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Bt(t.key,u,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var c=\"number expected, \"+s+\" found\";return Kr(i)&&void 0===a&&(c+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Bt(t.key,u,c)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Bt(t.key,u,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Bt(t.key,u,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Bt(t.key,u,\"integer expected, found \"+l)]}}function _n(t){var e=(\"property\"===t.expressionContext?dn:fn)(Vt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Bt(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Bt(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Xe(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Xe(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ze(r,[\"zoom\",\"feature-state\"]))return[new Bt(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Ye(r))return[new Bt(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function wn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+n.values.join(\", \")+\"], \"+JSON.stringify(r)+\" found\")):-1===Object.keys(n.values).indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+Object.keys(n.values).join(\", \")+\"], \"+JSON.stringify(r)+\" found\")),i}function Tn(t){if(!0===t||!1===t)return!0;if(!Array.isArray(t)||0===t.length)return!1;switch(t[0]){case\"has\":return t.length>=2&&\"$id\"!==t[1]&&\"$type\"!==t[1];case\"in\":return t.length>=3&&(\"string\"!=typeof t[1]||Array.isArray(t[2]));case\"!in\":case\"!has\":case\"none\":return!1;case\"==\":case\"!=\":case\">\":case\">=\":case\"<\":case\"<=\":return 3!==t.length||Array.isArray(t[1])||Array.isArray(t[2]);case\"any\":case\"all\":for(var e=0,r=t.slice(1);e<r.length;e+=1){var n=r[e];if(!Tn(n)&&\"boolean\"!=typeof n)return!1}return!0;default:return!0}}vn.deserialize=function(t){return new vn(t._parameters,t._specification)},vn.serialize=function(t){return{_parameters:t._parameters,_specification:t._specification}};var kn={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function An(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};Tn(t)||(t=En(t));var e=fn(t,kn);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:Sn(t)}}function Mn(t,e){return t<e?-1:t>e?1:0}function Sn(t){if(!Array.isArray(t))return!1;if(\"within\"===t[0])return!0;for(var e=1;e<t.length;e++)if(Sn(t[e]))return!0;return!1}function En(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?Ln(t[1],t[2],\"==\"):\"!=\"===r?On(Ln(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?Ln(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(En))):\"all\"===r?[\"all\"].concat(t.slice(1).map(En)):\"none\"===r?[\"all\"].concat(t.slice(1).map(En).map(On)):\"in\"===r?Cn(t[1],t.slice(2)):\"!in\"===r?On(Cn(t[1],t.slice(2))):\"has\"===r?Pn(t[1]):\"!has\"===r?On(Pn(t[1])):\"within\"!==r||t}function Ln(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function Cn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(Mn)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function Pn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function On(t){return[\"!\",t]}function In(t){return Tn(Vt(t.value))?_n(jt({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):zn(t)}function zn(t){var e=t.value,r=t.key;if(\"array\"!==Qr(e))return[new Bt(r,e,\"array expected, \"+Qr(e)+\" found\")];var n,i=t.styleSpec,a=[];if(e.length<1)return[new Bt(r,e,\"filter array must have at least 1 element\")];switch(a=a.concat(wn({key:r+\"[0]\",value:e[0],valueSpec:i.filter_operator,style:t.style,styleSpec:t.styleSpec})),Ut(e[0])){case\"<\":case\"<=\":case\">\":case\">=\":e.length>=2&&\"$type\"===Ut(e[1])&&a.push(new Bt(r,e,'\"$type\" cannot be use with operator \"'+e[0]+'\"'));case\"==\":case\"!=\":3!==e.length&&a.push(new Bt(r,e,'filter array for operator \"'+e[0]+'\" must have 3 elements'));case\"in\":case\"!in\":e.length>=2&&\"string\"!==(n=Qr(e[1]))&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));for(var o=2;o<e.length;o++)n=Qr(e[o]),\"$type\"===Ut(e[1])?a=a.concat(wn({key:r+\"[\"+o+\"]\",value:e[o],valueSpec:i.geometry_type,style:t.style,styleSpec:t.styleSpec})):\"string\"!==n&&\"number\"!==n&&\"boolean\"!==n&&a.push(new Bt(r+\"[\"+o+\"]\",e[o],\"string, number, or boolean expected, \"+n+\" found\"));break;case\"any\":case\"all\":case\"none\":for(var s=1;s<e.length;s++)a=a.concat(zn({key:r+\"[\"+s+\"]\",value:e[s],style:t.style,styleSpec:t.styleSpec}));break;case\"has\":case\"!has\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"string\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));break;case\"within\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"object\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"object expected, \"+n+\" found\"))}return a}function Dn(t,e){var 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$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return Hn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var u,c=t.valueSpec||s[o];if(!c)return[new Bt(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Qr(a)&&Kr(c)&&!c.tokens&&(u=/^{([^}]+)}$/.exec(a)))return[new Bt(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 Bt(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&tn(Vt(a))&&\"identity\"===Ut(a.type)&&f.push(new Bt(r,a,'\"text-font\" does not support identity 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h=i.sources&&i.sources[r.source],p=h&&Ut(h.type);h?\"vector\"===p&&\"raster\"===s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a raster source')):\"raster\"===p&&\"raster\"!==s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a vector source')):\"vector\"!==p||r[\"source-layer\"]?\"raster-dem\"===p&&\"hillshade\"!==s?e.push(new Bt(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 Bt(n,r,'layer \"'+r.id+'\" specifies a line-gradient, which requires a GeoJSON source with `lineMetrics` enabled.')):e.push(new Bt(n,r,'layer \"'+r.id+'\" must specify a \"source-layer\"')):e.push(new Bt(n,r.source,'source \"'+r.source+'\" not found'))}else e.push(new Bt(n,r,'missing required property \"source\"'));return 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Arrows\"](t)&&(t>=11026&&t<=11055||t>=11088&&t<=11097||t>=11192&&t<=11243)||pi[\"CJK Symbols and Punctuation\"](t)||pi.Katakana(t)||pi[\"Private Use Area\"](t)||pi[\"CJK Compatibility Forms\"](t)||pi[\"Small Form Variants\"](t)||pi[\"Halfwidth and Fullwidth Forms\"](t)||8734===t||8756===t||8757===t||t>=9984&&t<=10087||t>=10102&&t<=10131||65532===t||65533===t)}(t))}function yi(t){return pi.Arabic(t)||pi[\"Arabic Supplement\"](t)||pi[\"Arabic Extended-A\"](t)||pi[\"Arabic Presentation Forms-A\"](t)||pi[\"Arabic Presentation Forms-B\"](t)}function mi(t){return t>=1424&&t<=2303||pi[\"Arabic Presentation Forms-A\"](t)||pi[\"Arabic Presentation Forms-B\"](t)}function xi(t,e){return!(!e&&mi(t)||t>=2304&&t<=3583||t>=3840&&t<=4255||pi.Khmer(t))}function bi(t){for(var e=0,r=t;e<r.length;e+=1)if(mi(r[e].charCodeAt(0)))return!0;return!1}var _i=\"deferred\",wi=\"loading\",Ti=\"loaded\",ki=\"error\",Ai=null,Mi=\"unavailable\",Si=null,Ei=function(t){t&&\"string\"==typeof t&&t.indexOf(\"NetworkError\")>-1&&(Mi=ki),Ai&&Ai(t)};function Li(){Ci.fire(new zt(\"pluginStateChange\",{pluginStatus:Mi,pluginURL:Si}))}var Ci=new Rt,Pi=function(){return Mi},Oi=function(){if(Mi!==_i||!Si)throw new Error(\"rtl-text-plugin cannot be downloaded unless a pluginURL is specified\");Mi=wi,Li(),Si&&Mt({url:Si},(function(t){t?Ei(t):(Mi=Ti,Li())}))},Ii={applyArabicShaping:null,processBidirectionalText:null,processStyledBidirectionalText:null,isLoaded:function(){return Mi===Ti||null!=Ii.applyArabicShaping},isLoading:function(){return Mi===wi},setState:function(t){Mi=t.pluginStatus,Si=t.pluginURL},isParsed:function(){return null!=Ii.applyArabicShaping&&null!=Ii.processBidirectionalText&&null!=Ii.processStyledBidirectionalText},getPluginURL:function(){return Si}},zi=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 hi,this.transition={})};zi.prototype.isSupportedScript=function(t){return function(t,e){for(var r=0,n=t;r<n.length;r+=1)if(!xi(n[r].charCodeAt(0),e))return!1;return!0}(t,Ii.isLoaded())},zi.prototype.crossFadingFactor=function(){return 0===this.fadeDuration?1:Math.min((this.now-this.zoomHistory.lastIntegerZoomTime)/this.fadeDuration,1)},zi.prototype.getCrossfadeParameters=function(){var t=this.zoom,e=t-Math.floor(t),r=this.crossFadingFactor();return t>this.zoomHistory.lastIntegerZoom?{fromScale:2,toScale:1,t:e+(1-e)*r}:{fromScale:.5,toScale:1,t:1-(1-r)*e}};var Di=function(t,e){this.property=t,this.value=e,this.expression=function(t,e){if(tn(t))return new vn(t,e);if(cn(t)){var r=dn(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=ue.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};Di.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},Di.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var Ri=function(t){this.property=t,this.value=new Di(t,void 0)};Ri.prototype.transitioned=function(t,e){return new Bi(this.property,this.value,e,p({},t.transition,this.transition),t.now)},Ri.prototype.untransitioned=function(){return new Bi(this.property,this.value,null,{},0)};var Fi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};Fi.prototype.getValue=function(t){return w(this._values[t].value.value)},Fi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].value=new Di(this._values[t].property,null===e?void 0:w(e))},Fi.prototype.getTransition=function(t){return w(this._values[t].transition)},Fi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].transition=w(e)||void 0},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);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},Fi.prototype.transitioned=function(t,e){for(var r=new Ni(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},Fi.prototype.untransitioned=function(){for(var t=new Ni(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 Bi=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)};Bi.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 Ni=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};Ni.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(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},Ni.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 ji=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};ji.prototype.getValue=function(t){return w(this._values[t].value)},ji.prototype.setValue=function(t,e){this._values[t]=new Di(this._values[t].property,null===e?void 0:w(e))},ji.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},ji.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(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 Ui=function(t,e,r){this.property=t,this.value=e,this.parameters=r};Ui.prototype.isConstant=function(){return\"constant\"===this.value.kind},Ui.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},Ui.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var Vi=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};Vi.prototype.get=function(t){return this._values[t]};var qi=function(t){this.specification=t};qi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},qi.prototype.interpolate=function(t,e,r){var n=rr[this.specification.type];return n?n(t,e,r):t};var Hi=function(t,e){this.specification=t,this.overrides=e};Hi.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new Ui(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new Ui(this,t.expression,e)},Hi.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 Ui(this,{kind:\"constant\",value:void 0},t.parameters);var n=rr[this.specification.type];return n?new Ui(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Hi.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var Gi=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 Ui(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 Ui(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 Ui(this,{kind:\"constant\",value:s},e)}return new Ui(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}(Hi),Wi=function(t){this.specification=t};Wi.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 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Vi(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($n,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return x(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(Jn,n,t,e,r))return!1}if(x(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),_(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)&&Qn(this,t.call(Zn,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Ft,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 Ui&&Kr(e.property.specification)&&(\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent)return!0}return!1},e}(Rt),Ji={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},$i=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},Qi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function ta(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Ji[i].BYTES_PER_ELEMENT),o=r=ea(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:ea(r,Math.max(n,e)),alignment:e}}function ea(t,e){return Math.ceil(t/e)*e}Qi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Qi.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},Qi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Qi.prototype.clear=function(){this.length=0},Qi.prototype.resize=function(t){this.reserve(t),this.length=t},Qi.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)}},Qi.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};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){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}(Qi);ra.prototype.bytesPerElement=4,oi(\"StructArrayLayout2i4\",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 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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}(Qi);ia.prototype.bytesPerElement=12,oi(\"StructArrayLayout2i4i12\",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.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}(Qi);aa.prototype.bytesPerElement=8,oi(\"StructArrayLayout2i4ub8\",aa);var oa=function(t){function e(){t.apply(this,arguments)}return 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this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return 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}($i);Ma.prototype.size=48;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.get=function(t){return new Ma(this,t)},e}(ga);oi(\"PlacedSymbolArray\",Sa);var Ea=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var 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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 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s=t;s<e;s++)this.paintVertexArray.emplace(s,r,n);this.maxValue=Math.max(this.maxValue,Math.abs(r),Math.abs(n))}},so.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))},so.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()},so.prototype.setUniform=function(t,e){var r=this.useIntegerZoom?Math.floor(e.zoom):e.zoom,n=f(this.expression.interpolationFactor(r,this.zoom,this.zoom+1),0,1);t.set(n)},so.prototype.getBinding=function(t,e,r){return new Ka(t,e)};var lo=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};lo.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)},lo.prototype.updatePaintArray=function(t,e,r,n,i){this._setPaintValues(t,e,r.patterns&&r.patterns[this.layerId],i)},lo.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)}},lo.prototype.upload=function(t){this.zoomInPaintVertexArray&&this.zoomInPaintVertexArray.arrayBuffer&&this.zoomOutPaintVertexArray&&this.zoomOutPaintVertexArray.arrayBuffer&&(this.zoomInPaintVertexBuffer=t.createVertexBuffer(this.zoomInPaintVertexArray,Fa.members,this.expression.isStateDependent),this.zoomOutPaintVertexBuffer=t.createVertexBuffer(this.zoomOutPaintVertexArray,Fa.members,this.expression.isStateDependent))},lo.prototype.destroy=function(){this.zoomOutPaintVertexBuffer&&this.zoomOutPaintVertexBuffer.destroy(),this.zoomInPaintVertexBuffer&&this.zoomInPaintVertexBuffer.destroy()};var uo=function(t,e,r){this.binders={},this._buffers=[];var n=[];for(var i in t.paint._values)if(r(i)){var a=t.paint.get(i);if(a instanceof Ui&&Kr(a.property.specification)){var o=fo(i,t.type),s=a.value,l=a.property.specification.type,u=a.property.useIntegerZoom,c=a.property.specification[\"property-type\"],f=\"cross-faded\"===c||\"cross-faded-data-driven\"===c;if(\"constant\"===s.kind)this.binders[i]=f?new ao(s.value,o):new io(s.value,o,l),n.push(\"/u_\"+i);else if(\"source\"===s.kind||f){var h=ho(i,l,\"source\");this.binders[i]=f?new lo(s,l,u,e,h,t.id):new oo(s,o,l,h),n.push(\"/a_\"+i)}else{var p=ho(i,l,\"composite\");this.binders[i]=new so(s,o,l,u,e,p),n.push(\"/z_\"+i)}}}this.cacheKey=n.sort().join(\"\")};uo.prototype.getMaxValue=function(t){var e=this.binders[t];return e instanceof oo||e instanceof so?e.maxValue:0},uo.prototype.populatePaintArrays=function(t,e,r,n,i){for(var a in this.binders){var o=this.binders[a];(o instanceof oo||o instanceof so||o instanceof lo)&&o.populatePaintArray(t,e,r,n,i)}},uo.prototype.setConstantPatternPositions=function(t,e){for(var r in this.binders){var n=this.binders[r];n instanceof ao&&n.setConstantPatternPositions(t,e)}},uo.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 oo||h instanceof so||h instanceof lo)&&!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},uo.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof io||r instanceof ao)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},uo.prototype.getBinderAttributes=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof oo||r instanceof so)for(var n=0;n<r.paintVertexAttributes.length;n++)t.push(r.paintVertexAttributes[n].name);else if(r instanceof lo)for(var i=0;i<Fa.members.length;i++)t.push(Fa.members[i].name)}return t},uo.prototype.getBinderUniforms=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof io||r instanceof ao||r instanceof so)for(var n=0,i=r.uniformNames;n<i.length;n+=1){var a=i[n];t.push(a)}}return t},uo.prototype.getPaintVertexBuffers=function(){return this._buffers},uo.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof io||i instanceof ao||i instanceof so)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},uo.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)}},uo.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof lo){var 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u=t.readVarint();n=7&u,i=u>>3}if(i--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new a(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},Ys.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,u=-1/0;t.pos<e;){if(n<=0){var c=t.readVarint();r=7&c,n=c>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>u&&(u=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,u]},Ys.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),u=Ys.types[this.type];function c(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];c(l=f);break;case 2:for(n=0;n<l.length;n++)c(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=Zs(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}return r&&i.push(r),i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)c(l[n][i])}1===l.length?l=l[0]:u=\"Multi\"+u;var h={type:\"Feature\",geometry:{type:u,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var Ks=Js;function Js(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields($s,this,e),this.length=this._features.length}function $s(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){for(var e=null,r=t.readVarint()+t.pos;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Qs(t,e,r){if(3===t){var n=new Ks(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Js.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 Ws(this._pbf,e,this.extent,this._keys,this._values)};var tl={VectorTile:function(t,e){this.layers=t.readFields(Qs,{},e)},VectorTileFeature:Ws,VectorTileLayer:Ks},el=tl.VectorTileFeature.types,rl=Math.pow(2,13);function nl(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*rl)+o,i*rl*2,a*rl*2,Math.round(s))}var il=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 ia,this.indexArray=new va,this.programConfigurations=new co(t.layers,t.zoom),this.segments=new Da,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function al(t,e){return t.x===e.x&&(t.x<0||t.x>po)||t.y===e.y&&(t.y<0||t.y>po)}il.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=Ns(\"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=mo(o,c);if(this.layers[0]._featureFilter.filter(new zi(this.zoom),f,r)){var h={id:s,sourceLayerIndex:u,index:l,geometry:c?f.geometry:yo(o),properties:o.properties,type:o.type,patterns:{}};this.hasPattern?this.features.push(js(\"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)}}},il.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)}},il.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},il.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},il.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},il.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Gs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},il.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},il.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=Fs(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>po}))||O.every((function(t){return t.y<0}))||O.every((function(t){return t.y>po}))))for(var v=0,g=0;g<d.length;g++){var y=d[g];if(g>=1){var m=d[g-1];if(!al(y,m)){f.vertexLength+4>Da.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),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,v),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,v),v+=b,nl(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,0,v),nl(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>Da.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===el[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];nl(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=as(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)},oi(\"FillExtrusionBucket\",il,{omit:[\"layers\",\"features\"]});var ol={paint:new Xi({\"fill-extrusion-opacity\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new Gi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},sl=function(t){function e(e){t.call(this,e,ol)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new il(t)},e.prototype.queryRadius=function(){return Io(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=zo(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];qo(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,z=new a((k+s)/L,(A+l)/L);z.z=E/L,y.push(z);var D=new a(C/I,P/I);D.z=O/I,m.push(D)}i.push(y),o.push(m)}return[i,o]}(n,f,c,l);return function(t,e,r){var n=1/0;To(r,e)&&(n=ul(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];_o(r,f)&&(n=Math.min(n,ul(r,f)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ki);function ll(t,e){return t.x*e.x+t.y*e.y}function ul(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=ll(s,s),f=ll(s,l),h=ll(l,l),p=ll(u,s),d=ll(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 cl=ta([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,fl=ta([{name:\"a_uv_x\",components:1,type:\"Float32\"},{name:\"a_split_index\",components:1,type:\"Float32\"}]).members,hl=tl.VectorTileFeature.types,pl=Math.cos(Math.PI/180*37.5),dl=Math.pow(2,14)/.5,vl=function(t){var e=this;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.lineClipsArray=[],this.gradients={},this.layers.forEach((function(t){e.gradients[t.id]={}})),this.layoutVertexArray=new aa,this.layoutVertexArray2=new oa,this.indexArray=new va,this.programConfigurations=new co(t.layers,t.zoom),this.segments=new Da,this.maxLineLength=0,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};vl.prototype.populate=function(t,e,r){this.hasPattern=Ns(\"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=mo(l,h);if(this.layers[0]._featureFilter.filter(new zi(this.zoom),p,r)){var d=n?n.evaluate(p,{},r):void 0,v={id:u,properties:l.properties,type:l.type,sourceLayerIndex:f,index:c,geometry:h?p.geometry:yo(l),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=js(\"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)}},vl.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},vl.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)}},vl.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},vl.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},vl.prototype.upload=function(t){this.uploaded||(0!==this.layoutVertexArray2.length&&(this.layoutVertexBuffer2=t.createVertexBuffer(this.layoutVertexArray2,fl)),this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,cl),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},vl.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},vl.prototype.lineFeatureClips=function(t){if(t.properties&&t.properties.hasOwnProperty(\"mapbox_clip_start\")&&t.properties.hasOwnProperty(\"mapbox_clip_end\"))return{start:+t.properties.mapbox_clip_start,end:+t.properties.mapbox_clip_end}},vl.prototype.addFeature=function(t,e,r,n,i){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\");this.lineClips=this.lineFeatureClips(t);for(var 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)},vl.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,this.lineClips){this.lineClipsArray.push(this.lineClips);for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance(),this.maxLineLength=Math.max(this.maxLineLength,this.totalDistance)}for(var s=\"Polygon\"===hl[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*po/(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<pl&&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),z=1;z<I;z++){var D=z/I;if(.5!==D){var R=D-.5;D+=D*R*(D-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(D)._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}}}}},vl.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var 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e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==Il.Bytes)return t.push(this.readFixed64());var e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==Il.Bytes)return t.push(this.readSFixed64());var e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===Il.Varint)for(;this.buf[this.pos++]>127;);else if(e===Il.Bytes)this.pos=this.readVarint()+this.pos;else if(e===Il.Fixed32)this.pos+=4;else{if(e!==Il.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return this.length=this.pos,this.pos=0,this.buf.subarray(0,this.length)},writeFixed32:function(t){this.realloc(4),Kl(this.buf,t,this.pos),this.pos+=4},writeSFixed32:function(t){this.realloc(4),Kl(this.buf,t,this.pos),this.pos+=4},writeFixed64:function(t){this.realloc(8),Kl(this.buf,-1&t,this.pos),Kl(this.buf,Math.floor(t*Dl),this.pos+4),this.pos+=8},writeSFixed64:function(t){this.realloc(8),Kl(this.buf,-1&t,this.pos),Kl(this.buf,Math.floor(t*Dl),this.pos+4),this.pos+=8},writeVarint:function(t){(t=+t||0)>268435455||t<0?function(t,e){var r,n;if(t>=0?(r=t%4294967296|0,n=t/4294967296|0):(n=~(-t/4294967296),4294967295^(r=~(-t%4294967296))?r=r+1|0:(r=0,n=n+1|0)),t>=0x10000000000000000||t<-0x10000000000000000)throw new Error(\"Given varint doesn't fit into 10 bytes\");e.realloc(10),function(t,e,r){r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos]=127&t}(r,0,e),function(t,e){var r=(7&t)<<4;e.buf[e.pos++]|=r|((t>>>=3)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t)))))}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&Nl(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),Pl(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),Pl(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&Nl(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,Il.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,jl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,Ul,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,Hl,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,Vl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,ql,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,Gl,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,Wl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,Yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,Xl,e)},writeBytesField:function(t,e){this.writeTag(t,Il.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,Il.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,Il.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,Il.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,Il.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,Il.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,Il.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,Il.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,Il.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,Il.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};var $l=3;function Ql(t,e,r){1===t&&r.readMessage(tu,e)}function tu(t,e,r){if(3===t){var n=r.readMessage(eu,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,u=n.top,c=n.advance;e.push({id:i,bitmap:new Jo({width:o+2*$l,height:s+2*$l},a),metrics:{width:o,height:s,left:l,top:u,advance:c}})}}function eu(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}var ru=$l;function nu(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 f.h===p.h?(p.x+=f.w,p.w-=f.w):f.w===p.w?(p.y+=f.h,p.h-=f.h):(o.push({x:p.x+f.w,y:p.y,w:p.w-f.w,h:f.h}),p.y+=f.h,p.h-=f.h);break}}return{w:s,h:l,fill:e/(s*l)||0}}var iu=1,au=function(t,e){var r=e.pixelRatio,n=e.version,i=e.stretchX,a=e.stretchY,o=e.content;this.paddedRect=t,this.pixelRatio=r,this.stretchX=i,this.stretchY=a,this.content=o,this.version=n},ou={tl:{configurable:!0},br:{configurable:!0},tlbr:{configurable:!0},displaySize:{configurable:!0}};ou.tl.get=function(){return[this.paddedRect.x+iu,this.paddedRect.y+iu]},ou.br.get=function(){return[this.paddedRect.x+this.paddedRect.w-iu,this.paddedRect.y+this.paddedRect.h-iu]},ou.tlbr.get=function(){return this.tl.concat(this.br)},ou.displaySize.get=function(){return[(this.paddedRect.w-2*iu)/this.pixelRatio,(this.paddedRect.h-2*iu)/this.pixelRatio]},Object.defineProperties(au.prototype,ou);var su=function(t,e){var r={},n={};this.haveRenderCallbacks=[];var i=[];this.addImages(t,r,i),this.addImages(e,n,i);var a=nu(i),o=a.w,s=a.h,l=new $o({width:o||1,height:s||1});for(var u in t){var c=t[u],f=r[u].paddedRect;$o.copy(c.data,l,{x:0,y:0},{x:f.x+iu,y:f.y+iu},c.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,v=d.x+iu,g=d.y+iu,y=p.data.width,m=p.data.height;$o.copy(p.data,l,{x:0,y:0},{x:v,y:g},p.data),$o.copy(p.data,l,{x:0,y:m-1},{x:v,y:g-1},{width:y,height:1}),$o.copy(p.data,l,{x:0,y:0},{x:v,y:g+m},{width:y,height:1}),$o.copy(p.data,l,{x:y-1,y:0},{x:v-1,y:g},{width:1,height:m}),$o.copy(p.data,l,{x:0,y:0},{x:v+y,y:g},{width:1,height:m})}this.image=l,this.iconPositions=r,this.patternPositions=n};su.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2*iu,h:i.data.height+2*iu};r.push(a),e[n]=new au(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},su.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},su.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})}},oi(\"ImagePosition\",au),oi(\"ImageAtlas\",su);var lu={horizontal:1,vertical:2,horizontalOnly:3},uu=-17;var cu=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};cu.forText=function(t,e){var r=new cu;return r.scale=t||1,r.fontStack=e,r},cu.forImage=function(t){var e=new cu;return e.imageName=t,e};var fu=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function hu(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=fu.fromFeature(t,i);f===lu.vertical&&y.verticalizePunctuation();var m=Ii.processBidirectionalText,x=Ii.processStyledBidirectionalText;if(m&&1===y.sections.length){g=[];for(var b=0,_=m(y.toString(),bu(y,u,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new fu;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,bu(y,u,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new fu;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,bu(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=uu,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)*Ll,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,z=Ll,D=!(l===lu.horizontal||!c&&!vi(L)||c&&(pu[L]||yi(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*Ll/f,P={width:F[0],height:F[1],left:iu,top:-ru,advance:D?F[1]:F[0]},C=w+(Ll-F[1]*S.scale),z=P.advance;var B=D?F[0]*S.scale-Ll*_:F[1]*S.scale-Ll*_;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)*Ll}D?(t.verticalizable=!0,k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=z*S.scale+u):(k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=P.advance*S.scale+u)}if(0!==k.length){var q=h-u;d=Math.max(q,d),wu(k,0,k.length-1,g,A)}h=0;var H=a*_+A;T.lineOffset=Math.max(A,w),p+=H,v=Math.max(H,v),++y}else p+=a,++y}var G=p-uu,W=_u(o),Y=W.horizontalAlign,X=W.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var u=(e-r)*i,c=0;c=a!==o?-s*n-uu:(-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,X,d,v,a,G,i.length),t.top+=-X*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}fu.fromFeature=function(t,e){for(var r=new fu,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},fu.prototype.length=function(){return this.text.length},fu.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},fu.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},fu.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},fu.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&&gi(n)&&!El[t[r+1]]||i&&gi(i)&&!El[t[r-1]]||!El[t[r]]?e+=t[r]:e+=El[t[r]]}return e}(this.text)},fu.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&pu[this.text.charCodeAt(e)];e++)t++;for(var r=this.text.length,n=this.text.length-1;n>=0&&n>=t&&pu[this.text.charCodeAt(n)];n--)r--;this.text=this.text.substring(t,r),this.sectionIndex=this.sectionIndex.slice(t,r)},fu.prototype.substring=function(t,e){var r=new fu;return r.text=this.text.substring(t,e),r.sectionIndex=this.sectionIndex.slice(t,e),r.sections=this.sections,r},fu.prototype.toString=function(){return this.text},fu.prototype.getMaxScale=function(){var t=this;return this.sectionIndex.reduce((function(e,r){return 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wu(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 Tu(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}}du[10]=!0,du[32]=!0,du[38]=!0,du[40]=!0,du[41]=!0,du[43]=!0,du[45]=!0,du[47]=!0,du[173]=!0,du[183]=!0,du[8203]=!0,du[8208]=!0,du[8211]=!0,du[8231]=!0;var ku=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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i=t.interpolationType,a=t.minZoom,o=t.maxZoom,s=i?f(wr.interpolationFactor(i,e,a,o),0,1):0;\"camera\"===t.kind?n=er(t.minSize,t.maxSize,s):r=s}return{uSizeT:r,uSize:n}}var Lu=Object.freeze({__proto__:null,getSizeData:Mu,evaluateSizeForFeature:Su,evaluateSizeForZoom:Eu,SIZE_PACK_FACTOR:Au});function Cu(t,e,r,n,i){if(void 0===e.segment)return!0;for(var a=e,o=e.segment+1,s=0;s>-r/2;){if(--o<0)return!1;s-=t[o].dist(a),a=t[o]}s+=t[o].dist(t[o+1]),o++;for(var l=[],u=0;s<r/2;){var c=t[o-1],f=t[o],h=t[o+1];if(!h)return!1;var p=c.angleTo(f)-f.angleTo(h);for(p=Math.abs((p+3*Math.PI)%(2*Math.PI)-Math.PI),l.push({distance:s,angleDelta:p}),u+=p;s-l[0].distance>n;)u-=l.shift().angleDelta;if(u>i)return!1;o++,s+=f.dist(h)}return!0}function Pu(t){for(var e=0,r=0;r<t.length-1;r++)e+=t[r].dist(t[r+1]);return e}function Ou(t,e,r){return t?.6*e*r:0}function Iu(t,e){return Math.max(t?t.right-t.left:0,e?e.right-e.left:0)}function zu(t,e,r,n,i,a){for(var 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a(0,0);c.push({tl:z,tr:D,bl:R,br:F,tex:y,writingMode:e.writingMode,glyphOffset:S,sectionIndex:g.sectionIndex,isSDF:x,pixelOffsetTL:Y,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return c}(0,r,l,i,o,s,n,t.allowVerticalPlacement),y=t.textSizeData,m=null;\"source\"===y.kind?(m=[Au*i.layout.get(\"text-size\").evaluate(s,{})])[0]>ec&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tc+'. Reduce your \"text-size\".'):\"composite\"===y.kind&&((m=[Au*d.compositeTextSizes[0].evaluate(s,{},v),Au*d.compositeTextSizes[1].evaluate(s,{},v)])[0]>ec||m[1]>ec)&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tc+'. Reduce your \"text-size\".'),t.addSymbols(t.text,g,m,l,o,s,c,e,u.lineStartIndex,u.lineLength,p,v);for(var x=0,b=f;x<b.length;x+=1)h[b[x]]=t.text.placedSymbolArray.length-1;return 4*g.length}function nc(t){for(var e in t)return t[e];return null}function ic(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var ac=tl.VectorTileFeature.types,oc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function sc(t,e,r,n,i,a,o,s,l,u,c,f,h){var p=s?Math.min(ec,Math.round(s[0])):0,d=s?Math.min(ec,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*u,16*c,256*f,256*h)}function lc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function uc(t){for(var e=0,r=t.sections;e<r.length;e+=1)if(bi(r[e].text))return!0;return!1}var cc=function(t){this.layoutVertexArray=new la,this.indexArray=new va,this.programConfigurations=t,this.segments=new Da,this.dynamicLayoutVertexArray=new ua,this.opacityVertexArray=new ca,this.placedSymbolArray=new Sa};cc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},cc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,wl.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Tl.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,oc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},cc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},oi(\"SymbolBuffers\",cc);var fc=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new Da,this.collisionVertexArray=new da};fc.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,kl.members,!0)},fc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},oi(\"CollisionBuffers\",fc);var hc=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=Bo([]),this.placementViewportMatrix=Bo([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Mu(this.zoom,e[\"text-size\"]),this.iconSizeData=Mu(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.canOverlap=r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\"),this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&this.canOverlap,\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return lu[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};hc.prototype.createArrays=function(){this.text=new cc(new co(this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new cc(new co(this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new Ca,this.lineVertexArray=new Pa,this.symbolInstances=new La},hc.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=El[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},hc.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 he&&!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 zi(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=mo(m,w);if(n._featureFilter.filter(d,T,r)){w||(T.geometry=yo(m));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=he.factory(A);uc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===Pi()||this.hasRTLText&&Ii.isParsed())&&(k=Sl(M,n,T))}var S=void 0;if(u){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof pe?E:pe.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:T.geometry,properties:m.properties,type:ac[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(lu.vertical)>=0;for(var I=0,z=k.sections;I<z.length;I+=1){var D=z[I];if(D.image)f[D.image.name]=!0;else{var R=di(k.toString()),F=D.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(D.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}))}},hc.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))},hc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},hc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},hc.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},hc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},hc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},hc.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}},hc.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,this.canOverlap?a.sortKey:void 0),v=this.glyphOffsetArray.length,g=d.vertexLength,y=this.allowVerticalPlacement&&o===lu.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,z=C[1];sc(p,s.x,s.y,_.x,z+_.y,A.x,A.y,r,P,M.x,M.y,E,L),sc(p,s.x,s.y,w.x,z+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),sc(p,s.x,s.y,T.x,z+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),sc(p,s.x,s.y,k.x,z+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),lc(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)},hc.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))},hc.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},hc.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)}},hc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new fc(ha,Al.members,_a),this.iconCollisionBox=new fc(ha,Al.members,_a);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)}},hc.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},hc.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))}},hc.prototype.hasTextData=function(){return this.text.segments.get().length>0},hc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},hc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},hc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},hc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},hc.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)},hc.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},hc.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})},hc.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)}},oi(\"SymbolBucket\",hc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),hc.MAX_GLYPHS=65535,hc.addDynamicAttributes=lc;var pc=new Xi({\"symbol-placement\":new qi(Ft.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new qi(Ft.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new qi(Ft.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Hi(Ft.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new qi(Ft.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new qi(Ft.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new qi(Ft.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new qi(Ft.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new qi(Ft.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Hi(Ft.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new qi(Ft.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new qi(Ft.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Hi(Ft.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Hi(Ft.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new qi(Ft.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new qi(Ft.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Hi(Ft.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Hi(Ft.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new qi(Ft.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new qi(Ft.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new qi(Ft.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Hi(Ft.layout_symbol[\"text-field\"]),\"text-font\":new Hi(Ft.layout_symbol[\"text-font\"]),\"text-size\":new Hi(Ft.layout_symbol[\"text-size\"]),\"text-max-width\":new Hi(Ft.layout_symbol[\"text-max-width\"]),\"text-line-height\":new qi(Ft.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Hi(Ft.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Hi(Ft.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Hi(Ft.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new qi(Ft.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Hi(Ft.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new qi(Ft.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new qi(Ft.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Hi(Ft.layout_symbol[\"text-rotate\"]),\"text-padding\":new qi(Ft.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new qi(Ft.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Hi(Ft.layout_symbol[\"text-transform\"]),\"text-offset\":new Hi(Ft.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new qi(Ft.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new qi(Ft.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new qi(Ft.layout_symbol[\"text-optional\"])}),dc={paint:new Xi({\"icon-opacity\":new Hi(Ft.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Hi(Ft.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Hi(Ft.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Hi(Ft.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Hi(Ft.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new qi(Ft.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new qi(Ft.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Hi(Ft.paint_symbol[\"text-opacity\"]),\"text-color\":new Hi(Ft.paint_symbol[\"text-color\"],{runtimeType:Zt,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Hi(Ft.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Hi(Ft.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Hi(Ft.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new qi(Ft.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new qi(Ft.paint_symbol[\"text-translate-anchor\"])}),layout:pc},vc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Gt,this.defaultValue=t};vc.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},vc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},vc.prototype.outputDefined=function(){return!1},vc.prototype.serialize=function(){return null},oi(\"FormatSectionOverride\",vc,{omit:[\"defaultValue\"]});var gc=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.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()||cn(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 hc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=dc.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 vc(a),s=new un(o,a.property.specification);i=\"constant\"===a.value.kind||\"source\"===a.value.kind?new hn(\"source\",s):new pn(\"composite\",s,a.value.zoomStops,a.value._interpolationType),this.paint._values[n]=new Ui(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=dc.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 he)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof me&&ge(t.value)===Qt){var e=t.value;a(e.sections)}else t instanceof we?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ki),yc={paint:new Xi({\"background-color\":new qi(Ft.paint_background[\"background-color\"]),\"background-pattern\":new Wi(Ft.paint_background[\"background-pattern\"]),\"background-opacity\":new qi(Ft.paint_background[\"background-opacity\"])})},mc=function(t){function e(e){t.call(this,e,yc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ki),xc={paint:new Xi({\"raster-opacity\":new qi(Ft.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new qi(Ft.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new qi(Ft.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new qi(Ft.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new qi(Ft.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new qi(Ft.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new qi(Ft.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new qi(Ft.paint_raster[\"raster-fade-duration\"])})},bc=function(t){function e(e){t.call(this,e,xc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ki);var _c=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}(Ki),wc={circle:Go,heatmap:es,hillshade:ns,fill:Hs,\"fill-extrusion\":sl,line:bl,symbol:gc,background:mc,raster:bc};var Tc=s.HTMLImageElement,kc=s.HTMLCanvasElement,Ac=s.HTMLVideoElement,Mc=s.ImageData,Sc=s.ImageBitmap,Ec=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Ec.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 Tc||t instanceof kc||t instanceof Ac||t instanceof Mc||Sc&&t instanceof Sc?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 Tc||t instanceof kc||t instanceof Ac||t instanceof Mc||Sc&&t instanceof Sc?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)},Ec.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)},Ec.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Ec.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Lc=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()})};Lc.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))},Lc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var Cc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},m([\"receive\",\"process\"],this),this.invoker=new Lc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=S()?t:s};function Pc(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]}Cc.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=C(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:ci(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},Cc.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 S()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},Cc.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)}},Cc.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(fi(e.error)):n(null,fi(e.data)))}else{var i=!1,a=C(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?ci(e):null,data:ci(n,a)},a)}:function(t){i=!0},s=null,l=fi(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)}},Cc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Oc=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]))};Oc.prototype.setNorthEast=function(t){return this._ne=t instanceof zc?new zc(t.lng,t.lat):zc.convert(t),this},Oc.prototype.setSouthWest=function(t){return this._sw=t instanceof zc?new zc(t.lng,t.lat):zc.convert(t),this},Oc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof zc)e=t,r=t;else{if(!(t instanceof Oc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Oc.convert(a))}var o=t;return this.extend(zc.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 zc(e.lng,e.lat),this._ne=new zc(r.lng,r.lat)),this},Oc.prototype.getCenter=function(){return new zc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Oc.prototype.getSouthWest=function(){return this._sw},Oc.prototype.getNorthEast=function(){return this._ne},Oc.prototype.getNorthWest=function(){return new zc(this.getWest(),this.getNorth())},Oc.prototype.getSouthEast=function(){return new zc(this.getEast(),this.getSouth())},Oc.prototype.getWest=function(){return this._sw.lng},Oc.prototype.getSouth=function(){return this._sw.lat},Oc.prototype.getEast=function(){return this._ne.lng},Oc.prototype.getNorth=function(){return this._ne.lat},Oc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Oc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Oc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Oc.prototype.contains=function(t){var e=zc.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},Oc.convert=function(t){return!t||t instanceof Oc?t:new Oc(t)};var Ic=6371008.8,zc=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\")};zc.prototype.wrap=function(){return new zc(h(this.lng,-180,180),this.lat)},zc.prototype.toArray=function(){return[this.lng,this.lat]},zc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},zc.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 Ic*Math.acos(Math.min(i,1))},zc.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 Oc(new zc(this.lng-r,this.lat-e),new zc(this.lng+r,this.lat+e))},zc.convert=function(t){if(t instanceof zc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new zc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new zc(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 Dc=2*Math.PI*Ic;function Rc(t){return Dc*Math.cos(t*Math.PI/180)}function Fc(t){return(180+t)/360}function Bc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Nc(t,e){return t/Rc(e)}function jc(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var Uc=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};Uc.fromLngLat=function(t,e){void 0===e&&(e=0);var r=zc.convert(t);return new Uc(Fc(r.lng),Bc(r.lat),Nc(e,r.lat))},Uc.prototype.toLngLat=function(){return new zc(360*this.x-180,jc(this.y))},Uc.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Rc(jc(e));var t,e},Uc.prototype.meterInMercatorCoordinateUnits=function(){return 1/Dc*(t=jc(this.y),1/Math.cos(t*Math.PI/180));var t};var Vc=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=Gc(0,t,t,e,r)};Vc.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},Vc.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Pc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Pc(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)},Vc.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new a((t.x*e-this.x)*po,(t.y*e-this.y)*po)},Vc.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var qc=function(t,e){this.wrap=t,this.canonical=e,this.key=Gc(t,e.z,e.z,e.x,e.y)},Hc=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new Vc(r,+n,+i),this.key=Gc(e,t,r,n,i)};function Gc(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)}Hc.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},Hc.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new Hc(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new Hc(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},Hc.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?Gc(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):Gc(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},Hc.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},Hc.prototype.children=function(t){if(this.overscaledZ>=t)return[new Hc(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 Hc(e,this.wrap,e,r,n),new Hc(e,this.wrap,e,r+1,n),new Hc(e,this.wrap,e,r,n+1),new Hc(e,this.wrap,e,r+1,n+1)]},Hc.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))},Hc.prototype.wrapped=function(){return new Hc(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},Hc.prototype.unwrapTo=function(t){return new Hc(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},Hc.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},Hc.prototype.toUnwrapped=function(){return new qc(this.wrap,this.canonical)},Hc.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},Hc.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new Uc(t.x-this.wrap,t.y))},oi(\"CanonicalTileID\",Vc),oi(\"OverscaledTileID\",Hc,{omit:[\"posMatrix\"]});var Wc=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 k('\"'+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)]};Wc.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])},Wc.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},Wc.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)},Wc.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},Wc.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},Wc.prototype.getPixels=function(){return new $o({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},Wc.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)]},oi(\"DEMData\",Wc);var Yc=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}};Yc.prototype.encode=function(t){return this._stringToNumber[t]},Yc.prototype.decode=function(t){return this._numberToString[t]};var Xc=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},Zc={geometry:{configurable:!0}};Zc.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},Zc.geometry.set=function(t){this._geometry=t},Xc.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(Xc.prototype,Zc);var Kc=function(){this.state={},this.stateChanges={},this.deletedStates={}};Kc.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]||{},p(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]},Kc.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}},Kc.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=p({},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},Kc.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},Kc.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]={}),p(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,f=Object.keys(this.deletedStates[o][u]);c<f.length;c+=1){var h=f[c];delete this.state[o][u][h]}s[u]=this.state[o][u]}r[o]=r[o]||{},p(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t)t[d].setFeatureState(r,e)};var Jc=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new ti(po,16,0),this.grid3D=new ti(po,16,0),this.featureIndexArray=new Ia,this.promoteId=e};function $c(t,e,r,n,i){return b(t,(function(t,a){var o=e instanceof Vi?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function Qc(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 tf(t,e){return e-t}Jc.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]<po&&c[1]<po&&c[2]>=0&&c[3]>=0&&s.insert(o,c[0],c[1],c[2],c[3])}},Jc.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new tl.VectorTile(new Ol(this.rawTileData)).layers,this.sourceLayerCoder=new Yc(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},Jc.prototype.query=function(t,e,r,n){var i=this;this.loadVTLayers();for(var o=t.params||{},s=po/t.tileSize/t.scale,l=An(o.filter),u=t.queryGeometry,c=t.queryPadding*s,f=Qc(u),h=this.grid.query(f.minX-c,f.minY-c,f.maxX+c,f.maxY+c),p=Qc(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(Co(t,f[c]))return!0;for(var h=0;h<t.length-1;h++)if(Po(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(tf);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=yo(e)),r.queryIntersectsFeature(u,e,n,p,i.z,t.transform,s,t.pixelPosMatrix)}))}},b=0;b<h.length;b++)x(b);return m},Jc.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),d=this.vtLayers[h].feature(n);if(i.needGeometry){var v=mo(d,!0);if(!i.filter(new zi(this.tileID.overscaledZ),v,this.tileID.canonical))return}else if(!i.filter(new zi(this.tileID.overscaledZ),d))return;for(var g=this.getId(d,h),y=0;y<f.length;y++){var m=f[y];if(!(a&&a.indexOf(m)<0)){var x=s[m];if(x){var b={};void 0!==g&&u&&(b=u.getState(x.sourceLayer||\"_geojsonTileLayer\",g));var _=p({},l[m]);_.paint=$c(_.paint,x.paint,d,b,o),_.layout=$c(_.layout,x.layout,d,b,o);var w=!c||c(d,x,b);if(w){var T=new Xc(d,this.z,this.x,this.y,g);T.layer=_;var k=t[m];void 0===k&&(k=t[m]=[]),k.push({featureIndex:n,feature:T,intersectionZ:w})}}}}}},Jc.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var u=An(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},Jc.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},Jc.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},oi(\"FeatureIndex\",Jc,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var ef=function(t,e){this.tileID=t,this.uid=v(),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\"};ef.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<N.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},ef.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},ef.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 hc){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 hc&&o.hasRTLText){this.hasRTLText=!0,Ii.isLoading()||Ii.isLoaded()||\"deferred\"!==Pi()||Oi();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 Aa},ef.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\"},ef.prototype.getBucket=function(t){return this.buckets[t.id]},ef.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 Ec(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Ec(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},ef.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},ef.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):{}},ef.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=An(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.needGeometry){var d=mo(p,!0);if(!o.filter(new zi(this.tileID.overscaledZ),d,this.tileID.canonical))continue}else if(!o.filter(new zi(this.tileID.overscaledZ),p))continue;var v=r.getId(p,i),g=new Xc(p,l,u,c,v);g.tile=f,t.push(g)}}},ef.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},ef.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},ef.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=E(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}},ef.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)},ef.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)))}}}},ef.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},ef.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<N.now()},ef.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},ef.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=N.now()+t},ef.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},ef.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 rf=s.performance,nf=function(t){this._marks={start:[t.url,\"start\"].join(\"#\"),end:[t.url,\"end\"].join(\"#\"),measure:t.url.toString()},rf.mark(this._marks.start)};nf.prototype.finish=function(){rf.mark(this._marks.end);var t=rf.getEntriesByName(this._marks.measure);return 0===t.length&&(rf.measure(this._marks.measure,this._marks.start,this._marks.end),t=rf.getEntriesByName(this._marks.measure),rf.clearMarks(this._marks.start),rf.clearMarks(this._marks.end),rf.clearMeasures(this._marks.measure)),t},t.Actor=Cc,t.AlphaImage=Jo,t.CanonicalTileID=Vc,t.CollisionBoxArray=Aa,t.Color=ue,t.DEMData=Wc,t.DataConstantProperty=qi,t.DictionaryCoder=Yc,t.EXTENT=po,t.ErrorEvent=Dt,t.EvaluationParameters=zi,t.Event=zt,t.Evented=Rt,t.FeatureIndex=Jc,t.FillBucket=Us,t.FillExtrusionBucket=il,t.ImageAtlas=su,t.ImagePosition=au,t.LineBucket=vl,t.LngLat=zc,t.LngLatBounds=Oc,t.MercatorCoordinate=Uc,t.ONE_EM=Ll,t.OverscaledTileID=Hc,t.Point=a,t.Point$1=a,t.Properties=Xi,t.Protobuf=Ol,t.RGBAImage=$o,t.RequestManager=W,t.RequestPerformance=nf,t.ResourceType=_t,t.SegmentVector=Da,t.SourceFeatureState=Kc,t.StructArrayLayout1ui2=wa,t.StructArrayLayout2f1f2i16=pa,t.StructArrayLayout2i4=ra,t.StructArrayLayout3ui6=va,t.StructArrayLayout4i8=na,t.SymbolBucket=hc,t.Texture=Ec,t.Tile=ef,t.Transitionable=Fi,t.Uniform1f=Ka,t.Uniform1i=Za,t.Uniform2f=Ja,t.Uniform3f=$a,t.Uniform4f=Qa,t.UniformColor=to,t.UniformMatrix4f=ro,t.UnwrappedTileID=qc,t.ValidationError=Bt,t.WritingMode=lu,t.ZoomHistory=hi,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=lc,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=u,t.bindAll=m,t.browser=N,t.cacheEntryPossiblyAdded=function(t){++xt>ht&&(t.getActor().send(\"enforceCacheSizeLimit\",ft),xt=0)},t.clamp=f,t.clearTileCache=function(t){var e=s.caches.delete(ct);t&&e.catch(t).then((function(){return t()}))},t.clipLine=Fu,t.clone=function(t){var e=new Fo(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=w,t.clone$2=function(t){var e=new Fo(3);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e},t.collisionCircleLayout=Ml,t.config=j,t.create=function(){var t=new Fo(16);return 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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(H(t[l],l));this.trees[i+1]=new j(s,K,J,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,K,J,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),X(a),Y(i),X(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?W(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=n.minPoints,l=i/(a*Math.pow(2,e)),u=0;u<t.length;u++){var c=t[u];if(!(c.zoom<=e)){c.zoom=e;for(var f=this.trees[e+1],h=f.within(c.x,c.y,l),p=c.numPoints||1,d=p,v=0,g=h;v<g.length;v+=1){var y=g[v],m=f.points[y];m.zoom>e&&(d+=m.numPoints||1)}if(d>=s){for(var x=c.x*p,b=c.y*p,_=o&&p>1?this._map(c,!0):null,w=(u<<5)+(e+1)+this.points.length,T=0,k=h;T<k.length;T+=1){var A=k[T],M=f.points[A];if(!(M.zoom<=e)){M.zoom=e;var S=M.numPoints||1;x+=M.x*S,b+=M.y*S,M.parentId=w,o&&(_||(_=this._map(c,!0)),o(_,this._map(M)))}}c.parentId=w,r.push(q(x/d,b/d,w,d,_))}else if(r.push(c),d>1)for(var E=0,L=h;E<L.length;E+=1){var C=L[E],P=f.points[C];P.zoom<=e||(P.zoom=e,r.push(P))}}}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?Z({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?Z({},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 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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 u={};if(i){var c=i.finish();c&&(u.resourceTiming={},u.resourceTiming[n.source]=JSON.parse(JSON.stringify(c)))}r(null,u)}))}},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 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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 t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},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 a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!(t&&(4!==t.length||t[0]<0||e.data.width<t[0]||t[1]<0||e.data.height<t[1]||t[2]<0||e.data.width<t[2]||t[3]<0||e.data.height<t[3]||t[2]<t[0]||t[3]<t[1]))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var 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.setSourceProperty=function(t){this._tileJSONRequest&&this._tileJSONRequest.cancel(),t(),this.map.style.sourceCaches[this.id].clearTiles(),this.load()},r.prototype.setTiles=function(t){var e=this;return this.setSourceProperty((function(){e._options.tiles=t})),this},r.prototype.setUrl=function(t){var e=this;return this.setSourceProperty((function(){e.url=t,e._options.url=t})),this},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,minPoints:Math.max(2,n.clusterMinPoints||2),extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties,filter:n.filter},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 z=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),D=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:z,image:I,canvas:D};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 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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 W(this),this.clearStencil=new Y(this),this.colorMask=new X(this),this.depthMask=new Z(this),this.stencilMask=new K(this),this.stencilFunc=new J(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\"),this.maxTextureSize=t.getParameter(t.MAX_TEXTURE_SIZE)};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 q(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(zt(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(zt(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 zt(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function Dt(){return new t.window.Worker(oa.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 Dt);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 qt={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 Ht(t,e,r){r.push({command:qt.addSource,args:[t,e[t]]})}function Gt(t,e,r){e.push({command:qt.removeSource,args:[t]}),r[t]=!0}function Wt(t,e,r,n){Gt(t,r,n),Ht(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 Xt(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 Zt(t){return t.id}function Kt(t,e){return t[e.id]=e,t}function Jt(e,r){if(!e)return[{command:qt.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:qt.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:qt.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:qt.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:qt.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:qt.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:qt.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:qt.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:qt.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:qt.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:qt.setGeoJSONSourceData,args:[a,r[a].data]}):Wt(a,r,n,i)):Ht(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:qt.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(Zt),h=r.map(Zt),p=e.reduce(Kt,{}),d=r.reduce(Kt,{}),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:qt.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:qt.removeLayer,args:[o]}),v.splice(v.lastIndexOf(o,v.length-a),1)):a++,u=v[v.length-i],n.push({command:qt.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 Xt(s.layout,l.layout,n,o,null,qt.setLayoutProperty),Xt(s.paint,l.paint,n,o,null,qt.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:qt.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:qt.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.\")?Xt(s[c],l[c],n,o,c.slice(6),qt.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:qt.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.\")?Xt(s[c],l[c],n,o,c.slice(6),qt.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:qt.setLayerProperty,args:[o,c,l[c]]}))}else n.push({command:qt.removeLayer,args:[o]}),u=v[v.lastIndexOf(o)+1],n.push({command:qt.addLayer,args:[l,u]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:qt.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 z=0,D=v;z<D.length;z+=1){var R=D[z];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 z=C.map((function(t){return re(t,l)}));C=z.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:z.map((function(t){return t.point}))}var D=[];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);D=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=D;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 q=0;q<V;q++){var H=q/Math.max(V-1,1),G=S.lerp(H),W=G.x+de,Y=G.y+de;d.push(W,Y,k,0);var X=W-k,Z=Y-k,K=W+k,J=Y+k;if(T=T&&this.isOffscreen(X,Z,K,J),w=w||this.isInsideGrid(X,Z,K,J),!e&&this.grid.hitTestCircle(W,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,z=0,D=0;a.textFeatureIndex?I=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(I=e.featureIndex),a.verticalTextFeatureIndex&&(z=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 q=i.prevPlacement.variableOffsets[e.crossTileID];q&&(i.variableOffsets[e.crossTileID]=q,i.markUsedJustification(o,q.anchor,e,V))}}else{var H=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 H(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?H(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),W=t.evaluateSizeForFeature(o.textSizeData,d,G),Y=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(m,G,o.lineVertexArray,o.glyphOffsetArray,W,l,u,c,n,_,v.predicate,X,Y),T=m||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(D=a.iconFeatureIndex),a.iconBox){var Z=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=Z(a.verticalIconBox)).box.length>0:(O=Z(a.iconBox)).box.length>0,S=S&&O.offscreen}var K=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,J=y||0===e.numIconVertices;if(K||J?J?K||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&z?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,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,D,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=ze(y.text),k=_?De:T;d(e.text,s,k);var A=w?De: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=ze(y.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:De;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=y.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var O=C?De: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 z=new t.Point(0,0);if(I.textBox||I.verticalTextBox){var D=!0;if(u){var R=i.variableOffsets[v];R?(z=Te(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),c&&z._rotate(f?i.transform.angle:-i.transform.angle)):D=!1}I.textBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!D||_,z.x,z.y),I.verticalTextBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!D||w,z.x,z.y)}var F=Boolean(!w&&I.verticalIconBox);I.iconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,F,h?z.x:0,h?z.y:0),I.verticalIconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,!F,h?z.x:0,h?z.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 ze(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 De=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 qe=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},He=t.pick(qt,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ge=t.pick(qt,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),We=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(We,!1)},r.prototype._load=function(e,r){if(!r||!qe(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()}var l={};for(var u in this.sourceCaches){var c=this.sourceCaches[u];l[u]=c.used,c.used=!1}for(var f=0,h=this._order;f<h.length;f+=1){var p=h[f],d=this._layers[p];d.recalculate(e,this._availableImages),!d.isHidden(e.zoom)&&d.source&&(this.sourceCaches[d.source].used=!0)}for(var v in l){var g=this.sourceCaches[v];l[v]!==g.used&&g.fire(new t.Event(\"data\",{sourceDataType:\"visibility\",dataType:\"source\",sourceId:v}))}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(),qe(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=Vt(e.layers);var n=Jt(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 He)}));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._afterImageUpdated(e)},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._afterImageUpdated(e)},r.prototype._afterImageUpdated=function(e){this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.dispatcher.broadcast(\"setImages\",this._availableImages),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 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(qe(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 required 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)&&qe(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 Xe=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ze=_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;}\"),Ke=_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);}\"),Je=_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 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 exaggerationFactor=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;float exaggeration=u_zoom < 15.0 ? (u_zoom-15.0)*exaggerationFactor : 0.0;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/pow(2.0,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 vec2 v_uv;\\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,v_uv);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;attribute float a_uv_x;attribute float a_split_index;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;uniform float u_image_height;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp vec2 v_uv;\\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;highp float texel_height=1.0/u_image_height;highp float half_texel_height=0.5*texel_height;v_uv=vec2(a_uv_x,a_split_index*texel_height-half_texel_height);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=e.match(/attribute ([\\w]+) ([\\w]+)/g),i=t.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),a=e.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),o=a?a.concat(i):i,s={};return{fragmentSource:t=t.replace(r,(function(t,e,r,n,i){return s[i]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,n,i){var a=\"float\"===n?\"vec2\":\"vec4\",o=i.match(/color/)?\"color\":a;return s[i]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),staticAttributes:n,staticUniforms:o}}var wr=Object.freeze({__proto__:null,prelude:Ze,background:Ke,backgroundPattern:Je,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};function kr(t){for(var e=[],r=0;r<t.length;r++)if(null!==t[r]){var n=t[r].split(\" \");e.push(n.pop())}return e}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 Ar=function(t,e,r,n,i,a){var o=t.gl;this.program=o.createProgram();for(var s=kr(r.staticAttributes),l=n?n.getBinderAttributes():[],u=s.concat(l),c=r.staticUniforms?kr(r.staticUniforms):[],f=n?n.getBinderUniforms():[],h=[],p=0,d=c.concat(f);p<d.length;p+=1){var v=d[p];h.indexOf(v)<0&&h.push(v)}var g=n?n.defines():[];a&&g.push(\"#define OVERDRAW_INSPECTOR;\");var y=g.concat(Ze.fragmentSource,r.fragmentSource).join(\"\\n\"),m=g.concat(Ze.vertexSource,r.vertexSource).join(\"\\n\"),x=o.createShader(o.FRAGMENT_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(x,y),o.compileShader(x),o.attachShader(this.program,x);var b=o.createShader(o.VERTEX_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(b,m),o.compileShader(b),o.attachShader(this.program,b),this.attributes={};var _={};this.numAttributes=u.length;for(var w=0;w<this.numAttributes;w++)u[w]&&(o.bindAttribLocation(this.program,w,u[w]),this.attributes[u[w]]=w);o.linkProgram(this.program),o.deleteShader(b),o.deleteShader(x);for(var T=0;T<h.length;T++){var k=h[T];if(k&&!_[k]){var A=o.getUniformLocation(this.program,k);A&&(_[k]=A)}}this.fixedUniforms=i(t,_),this.binderUniforms=n?n.getUniforms(t,_):[]}}};function Mr(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]}}Ar.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 Sr=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}},Er=function(e,r,n,i,a,o,s){return t.extend(Sr(e,r,n,i),Mr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Lr=function(t){return{u_matrix:t}},Cr=function(e,r,n,i){return t.extend(Lr(e),Mr(n,r,i))},Pr=function(t,e){return{u_matrix:t,u_world:e}},Or=function(e,r,n,i,a){return t.extend(Cr(e,r,n,i),{u_world:a})},Ir=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}},zr=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]}},Rr=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Fr=function(t){return{u_matrix:t}},Br=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:ge(e,1,r),u_intensity:n}},Nr=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\")}},jr=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}},Ur=function(e,r){var n=r.stride,i=t.create();return t.ortho(i,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(i,i,[0,-t.EXTENT,0]),{u_matrix:i,u_image:1,u_dimension:[n,n],u_zoom:e.overscaledZ,u_unpack:r.getUnpackVector()}};var Vr=function(e,r,n){var i=e.transform;return{u_matrix:Yr(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]]}},qr=function(e,r,n,i){return t.extend(Vr(e,r,n),{u_image:0,u_image_height:i})},Hr=function(e,r,n,i){var a=e.transform,o=Wr(r,a);return{u_matrix:Yr(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]]}},Gr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=Wr(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(Vr(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 Wr(t,e){return 1/ge(t,1,e.tileZoom)}function Yr(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Xr=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:Zr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Zr(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 Kr,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}},$r=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})},Qr=function(e,r,n,i,a,o,s,l,u,c){return t.extend($r(e,r,n,i,a,o,s,l,!0,u,!0),{u_texsize_icon:c,u_texture_icon:1})},tn=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},en=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})},rn={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_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),u_image_height:new t.Uniform1f(e,r.u_image_height)}},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 nn(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,zr(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],z=E.circleArray[C+3];k.emplace(A++,P,O,I,z,0),k.emplace(A++,P,O,I,z,1),k.emplace(A++,P,O,I,z,2),k.emplace(A++,P,O,I,z,3)}(!Kr||Kr.length<2*h)&&(Kr=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 D=l.createIndexBuffer(Kr,!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,D,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),D.destroy()}}var an=t.identity(new Float32Array(16));function on(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 sn(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=on(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 z=0;z<O.numGlyphs;z++)t.addDynamicAttributes(d,I.shiftedAnchor,I.angle);else he(O.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function ln(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function un(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),_=!1,w=e.depthModeForSublayer(0,Mt.ReadOnly),T=n.layout.get(\"text-variable-anchor\"),k=[],A=0,M=i;A<M.length;A+=1){var S=M[A],E=r.getTile(S),L=E.getBucket(n);if(L){var C=a?L.text:L.icon;if(C&&C.segments.get().length){var P=C.programConfigurations.get(n.id),O=a||L.sdfIcons,I=a?L.textSizeData:L.iconSizeData,z=y||0!==v.pitch,D=e.useProgram(ln(O,a,L),P),R=t.evaluateSizeForZoom(I,v.zoom),F=void 0,B=[0,0],N=void 0,j=void 0,U=null,V=void 0;if(a){if(N=E.glyphAtlasTexture,j=d.LINEAR,F=E.glyphAtlasTexture.size,L.iconsInText){B=E.imageAtlasTexture.size,U=E.imageAtlasTexture;var q=\"composite\"===I.kind||\"camera\"===I.kind;V=z||e.options.rotating||e.options.zooming||q?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||L.iconsNeedLinear;N=E.imageAtlasTexture,j=O||e.options.rotating||e.options.zooming||H||z?d.LINEAR:d.NEAREST,F=E.imageAtlasTexture.size}var G=ge(E,1,e.transform.zoom),W=te(S.posMatrix,y,g,e.transform,G),Y=ee(S.posMatrix,y,g,e.transform,G),X=T&&L.hasTextData(),Z=\"none\"!==n.layout.get(\"icon-text-fit\")&&X&&L.hasIconData();m&&ae(L,S.posMatrix,e,a,W,Y,y,c);var K=e.translatePosMatrix(S.posMatrix,E,o,s),J=m||a&&T||Z?an:W,$=e.translatePosMatrix(Y,E,o,s,!0),Q=O&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),tt={program:D,buffers:C,uniformValues:O?L.iconsInText?Qr(I.kind,R,x,y,e,K,J,$,F,B):$r(I.kind,R,x,y,e,K,J,$,a,F,!0):Jr(I.kind,R,x,y,e,K,J,$,a,F),atlasTexture:N,atlasTextureIcon:U,atlasInterpolation:j,atlasInterpolationIcon:V,isSDF:O,hasHalo:Q};if(b&&L.canOverlap){_=!0;for(var et=0,rt=C.segments.get();et<rt.length;et+=1){var nt=rt[et];k.push({segments:new t.SegmentVector([nt]),sortKey:nt.sortKey,state:tt})}}else k.push({segments:C.segments,sortKey:0,state:tt})}}}_&&k.sort((function(t,e){return t.sortKey-e.sortKey}));for(var it=0,at=k;it<at.length;it+=1){var ot=at[it],st=ot.state;if(p.activeTexture.set(d.TEXTURE0),st.atlasTexture.bind(st.atlasInterpolation,d.CLAMP_TO_EDGE),st.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),st.atlasTextureIcon&&st.atlasTextureIcon.bind(st.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),st.isSDF){var lt=st.uniformValues;st.hasHalo&&(lt.u_is_halo=1,cn(st.buffers,ot.segments,n,e,st.program,w,f,h,lt)),lt.u_is_halo=0}cn(st.buffers,ot.segments,n,e,st.program,w,f,h,st.uniformValues)}}function cn(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 fn(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?Or(S,t,v,x,E):Pr(S,E)}else c=b.indexBuffer,f=b.segments,u=d?Cr(S,t,v,x):Lr(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 hn(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?Er(k,t,A,h,v,f,g):Sr(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 pn(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=jr(t,e,r);u.draw(o,s.TRIANGLES,n,i,a,Ct.disabled,c,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function dn(e,r,n,i,a,o){var s=e.context,l=s.gl,u=r.dem;if(u&&u.data){var c=u.dim,f=u.stride,h=u.getPixels();if(s.activeTexture.set(l.TEXTURE1),s.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(f),r.demTexture){var p=r.demTexture;p.update(h,{premultiply:!1}),p.bind(l.NEAREST,l.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(s,h,l.RGBA,{premultiply:!1}),r.demTexture.bind(l.NEAREST,l.CLAMP_TO_EDGE);s.activeTexture.set(l.TEXTURE0);var d=r.fbo;if(!d){var v=new t.Texture(s,{width:c,height:c,data:null},l.RGBA);v.bind(l.LINEAR,l.CLAMP_TO_EDGE),(d=r.fbo=s.createFramebuffer(c,c,!0)).colorAttachment.set(v.texture)}s.bindFramebuffer.set(d.framebuffer),s.viewport.set([0,0,c,c]),e.useProgram(\"hillshadePrepare\").draw(s,l.TRIANGLES,i,a,o,Ct.disabled,Ur(r.tileID,u),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function vn(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 gn=new t.Color(1,0,0,1),yn=new t.Color(0,1,0,1),mn=new t.Color(0,0,1,1),xn=new t.Color(1,0,1,1),bn=new t.Color(0,1,1,1);function _n(t){var e=t.transform.padding;wn(t,t.transform.height-(e.top||0),3,gn),wn(t,e.bottom||0,3,yn),Tn(t,e.left||0,3,mn),Tn(t,t.transform.width-(e.right||0),3,xn);var r=t.transform.centerPoint;!function(t,e,r,n){var i=20,a=2;kn(t,e-a/2,r-i/2,a,i,n),kn(t,e-i/2,r-a/2,i,a,n)}(t,r.x,t.transform.height-r.y,bn)}function wn(t,e,r,n){kn(t,0,e+r/2,t.transform.width,r,n)}function Tn(t,e,r,n){kn(t,e-r/2,0,r,t.transform.height,n)}function kn(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 An(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,Rr(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,Rr(o,t.Color.transparent,g),f,e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var Mn={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);sn(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)&&un(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)&&un(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&&(nn(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),nn(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:Ir(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,Br(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,Nr(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))for(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,m=0,x=i;m<x.length;m+=1){var b=x[m],_=r.getTile(b);if(!f||_.patternsLoaded()){var w=_.getBucket(n);if(w){var T=w.programConfigurations.get(n.id),k=e.context.program.get(),A=e.useProgram(d,T),M=y||A.program!==k,S=c.constantOr(null);if(S&&_.imageAtlas){var E=_.imageAtlas,L=E.patternPositions[S.to.toString()],C=E.patternPositions[S.from.toString()];L&&C&&T.setConstantPatternPositions(L,C)}var P=f?Hr(e,_,n,p):u?Gr(e,_,n,u,p):h?qr(e,_,n,w.lineClipsArray.length):Vr(e,_,n);if(f)v.activeTexture.set(g.TEXTURE0),_.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),T.updatePaintBuffers(p);else if(u&&(M||e.lineAtlas.dirty))v.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(v);else if(h){var O=w.gradients[n.id],I=O.texture;if(n.gradientVersion!==O.version){var z=256;if(n.stepInterpolant){var D=r.getSource().maxzoom,R=b.canonical.z===D?Math.ceil(1<<e.transform.maxZoom-b.canonical.z):1,F=w.maxLineLength/t.EXTENT*1024*R;z=t.clamp(t.nextPowerOfTwo(F),256,v.maxTextureSize)}O.gradient=t.renderColorRamp({expression:n.gradientExpression(),evaluationKey:\"lineProgress\",resolution:z,image:O.gradient||void 0,clips:w.lineClipsArray}),O.texture?O.texture.update(O.gradient):O.texture=new t.Texture(v,O.gradient,g.RGBA),O.version=n.gradientVersion,I=O.texture}v.activeTexture.set(g.TEXTURE0),I.bind(n.stepInterpolant?g.NEAREST:g.LINEAR,g.CLAMP_TO_EDGE)}A.draw(v,g.TRIANGLES,s,e.stencilModeForClipping(b),l,Ct.disabled,P,n.id,w.layoutVertexBuffer,w.indexBuffer,w.segments,n.paint,e.transform.zoom,T,w.layoutVertexBuffer2),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);fn(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);fn(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))hn(t,e,r,n,a,Et.disabled,Lt.disabled),hn(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();hn(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=t.depthModeForSublayer(0,Mt.ReadOnly),o=t.colorModeForRenderPass(),s=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],l=s[0],u=0,c=s[1];u<c.length;u+=1){var f=c[u],h=e.getTile(f);h.needsHillshadePrepare&&\"offscreen\"===t.renderPass?dn(t,h,r,a,Et.disabled,o):\"translucent\"===t.renderPass&&pn(t,h,r,a,l[f.overscaledZ],o)}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),_=vn(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=Xr(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?en(b,i,t,u,{tileID:x,tileSize:l},g):tn(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++)An(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)}}},Sn=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={}};Sn.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()}},Sn.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,Xe.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,Xe.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,Xe.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)},Sn.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,Fr(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},Sn.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,Fr(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},Sn.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)},Sn.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)},Sn.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]},Sn.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},Sn.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])},Sn.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},Sn.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&&Mn.debug(this,l,l.getVisibleCoordinates())),this.options.showPadding&&_n(this),this.context.setDefault()},Sn.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),Mn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},Sn.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)}},Sn.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},Sn.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},Sn.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},Sn.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},Sn.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},Sn.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},Sn.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},Sn.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 Ar(this.context,t,wr[t],e,rn[t],this._showOverdrawInspector)),this.cache[r]},Sn.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()},Sn.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)},Sn.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)}},Sn.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var En=function(t,e){this.points=t,this.planes=e};En.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 En(a,o)};var Ln=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Ln.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 Ln(n,i)},Ln.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Ln.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Ln.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 Cn=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};Cn.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},Cn.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)},Cn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},Cn.prototype.clone=function(){return new Cn(this.top,this.bottom,this.left,this.right)},Cn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var Pn=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 Cn,this._posMatrixCache={},this._alignedPosMatrixCache={}},On={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}};Pn.prototype.clone=function(){var t=new Pn(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},On.minZoom.get=function(){return this._minZoom},On.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},On.maxZoom.get=function(){return this._maxZoom},On.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},On.minPitch.get=function(){return this._minPitch},On.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},On.maxPitch.get=function(){return this._maxPitch},On.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},On.renderWorldCopies.get=function(){return this._renderWorldCopies},On.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},On.worldSize.get=function(){return this.tileSize*this.scale},On.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},On.size.get=function(){return new t.Point(this.width,this.height)},On.bearing.get=function(){return-this.angle/Math.PI*180},On.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))},On.pitch.get=function(){return this._pitch/Math.PI*180},On.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())},On.fov.get=function(){return this._fov/Math.PI*180},On.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())},On.zoom.get=function(){return this._zoom},On.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())},On.center.get=function(){return this._center},On.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},On.padding.get=function(){return this._edgeInsets.toJSON()},On.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},On.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},Pn.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},Pn.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},Pn.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)},Pn.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},Pn.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=En.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 Ln([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}))},Pn.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},On.unmodified.get=function(){return this._unmodified},Pn.prototype.zoomScale=function(t){return Math.pow(2,t)},Pn.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},Pn.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)},Pn.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},On.point.get=function(){return this.project(this.center)},Pn.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())},Pn.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},Pn.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},Pn.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},Pn.prototype.coordinateLocation=function(t){return t.toLngLat()},Pn.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)},Pn.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])},Pn.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)))},Pn.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},Pn.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])},Pn.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]},Pn.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},Pn.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}},Pn.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={}}},Pn.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},Pn.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},Pn.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(Pn.prototype,On);var In=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})};In.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},In.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},In.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},In.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(\"/\")},In.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},In.prototype._updateHashUnthrottled=function(){var e=t.window.location.href.replace(/(#.+)?$/,this.getHashString());try{t.window.history.replaceState(t.window.history.state,null,e)}catch(t){}};var zn={linearity:.3,easing:t.bezier(0,0,.3,1)},Dn=t.extend({deceleration:2500,maxSpeed:1400},zn),Rn=t.extend({deceleration:20,maxSpeed:1400},zn),Fn=t.extend({deceleration:1e3,maxSpeed:360},zn),Bn=t.extend({deceleration:1e3,maxSpeed:90},zn),Nn=function(t){this._map=t,this.clear()};function jn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Un(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)}}Nn.prototype.clear=function(){this._inertiaBuffer=[]},Nn.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},Nn.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},Nn.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=Un(r.pan.mag(),o,t.extend({},Dn,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,jn(s,l)}if(r.zoom){var u=Un(r.zoom,o,Rn);s.zoom=this._map.transform.zoom+u.amount,jn(s,u)}if(r.bearing){var c=Un(r.bearing,o,Fn);s.bearing=this._map.transform.bearing+t.clamp(c.amount,-179,179),jn(s,c)}if(r.pitch){var f=Un(r.pitch,o,Bn);s.pitch=this._map.transform.pitch+f.amount,jn(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 Vn=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),qn=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),Gn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Gn.prototype.reset=function(){delete this._mousedownPos},Gn.prototype.wheel=function(t){return this._firePreventable(new Hn(t.type,this._map,t))},Gn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseup=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.dblclick=function(t){return this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseover=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.mouseout=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.touchstart=function(t){return this._firePreventable(new qn(t.type,this._map,t))},Gn.prototype.touchmove=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchend=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchcancel=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Gn.prototype.isEnabled=function(){return!0},Gn.prototype.isActive=function(){return!1},Gn.prototype.enable=function(){},Gn.prototype.disable=function(){};var Wn=function(t){this._map=t};Wn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},Wn.prototype.mousemove=function(t){this._map.fire(new Vn(t.type,this._map,t))},Wn.prototype.mousedown=function(){this._delayContextMenu=!0},Wn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Vn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},Wn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Vn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},Wn.prototype.isEnabled=function(){return!0},Wn.prototype.isActive=function(){return!1},Wn.prototype.enable=function(){},Wn.prototype.disable=function(){};var Yn=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Xn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Yn.prototype.isEnabled=function(){return!!this._enabled},Yn.prototype.isActive=function(){return!!this._active},Yn.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Yn.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Yn.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Yn.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\"}}},Yn.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)}},Yn.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Yn.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},Yn.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Zn=function(t){this.reset(),this.numTouches=t.numTouches};Zn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Zn.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=Xn(n,r)))},Zn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Xn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Zn.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 Kn=function(t){this.singleTap=new Zn(t),this.numTaps=t.numTaps,this.reset()};Kn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},Kn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},Kn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},Kn.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 Kn({numTouches:1,numTaps:2}),this._zoomOut=new Kn({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 $n={};$n[0]=1,$n[2]=2;var Qn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Qn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Qn.prototype._correctButton=function(t,e){return!1},Qn.prototype._move=function(t,e){return{}},Qn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Qn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r)if(t.preventDefault(),function(t,e){var r=$n[e];return void 0===t.buttons||(t.buttons&r)!==r}(t,this._eventButton))this.reset();else if(this._moved||!(e.dist(r)<this._clickTolerance))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Qn.prototype.mouseupWindow=function(t){this._lastPoint&&r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Qn.prototype.enable=function(){this._enabled=!0},Qn.prototype.disable=function(){this._enabled=!1,this.reset()},Qn.prototype.isEnabled=function(){return this._enabled},Qn.prototype.isActive=function(){return this._active};var 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.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}(Qn),ei=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}(Qn),ri=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}(Qn),ni=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};ni.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},ni.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},ni.prototype.touchmove=function(t,e,r){if(this._active&&!(r.length<this._minTouches))return t.preventDefault(),this._calculateTransform(t,e,r)},ni.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},ni.prototype.touchcancel=function(){this.reset()},ni.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Xn(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}}},ni.prototype.enable=function(){this._enabled=!0},ni.prototype.disable=function(){this._enabled=!1,this.reset()},ni.prototype.isEnabled=function(){return this._enabled},ni.prototype.isActive=function(){return this._active};var ii=function(){this.reset()};function ai(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}ii.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},ii.prototype._start=function(t){},ii.prototype._move=function(t,e,r){return{}},ii.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]]))},ii.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=ai(r,e,i),s=ai(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},ii.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=ai(n,e,a),l=ai(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},ii.prototype.touchcancel=function(){this.reset()},ii.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},ii.prototype.disable=function(){this._enabled=!1,this.reset()},ii.prototype.isEnabled=function(){return this._enabled},ii.prototype.isActive=function(){return this._active};function oi(t,e){return Math.log(t/e)/Math.LN2}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._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(oi(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:oi(this._distance,r),pinchAround:e}},e}(ii);function li(t,e){return 180*t.angleWith(e)/Math.PI}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),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:li(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=li(t,this._startVector);return Math.abs(r)<e},e}(ii);function ci(t){return Math.abs(t.y)>Math.abs(t.x)}var fi=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,ci(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 ci(t)&&ci(e)&&a}},e}(ii),hi={panStep:100,bearingStep:15,pitchStep:10},pi=function(){var t=hi;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep,this._rotationDisabled=!1};function di(t){return t*(2-t)}pi.prototype.reset=function(){this._active=!1},pi.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 this._rotationDisabled&&(n=0,i=0),{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:di,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})}}}},pi.prototype.enable=function(){this._enabled=!0},pi.prototype.disable=function(){this._enabled=!1,this.reset()},pi.prototype.isEnabled=function(){return this._enabled},pi.prototype.isActive=function(){return this._active},pi.prototype.disableRotation=function(){this._rotationDisabled=!0},pi.prototype.enableRotation=function(){this._rotationDisabled=!1};var vi=4.000244140625,gi=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=.0022222222222222222,t.bindAll([\"_onTimeout\"],this)};gi.prototype.setZoomRate=function(t){this._defaultZoomRate=t},gi.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},gi.prototype.isEnabled=function(){return!!this._enabled},gi.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},gi.prototype.isZooming=function(){return!!this._zooming},gi.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},gi.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},gi.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%vi==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()}},gi.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},gi.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())}},gi.prototype.renderFrame=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)>vi?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}}},gi.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},gi.prototype.reset=function(){this._active=!1};var yi=function(t,e){this._clickZoom=t,this._tapZoom=e};yi.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},yi.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},yi.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},yi.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var mi=function(){this.reset()};mi.prototype.reset=function(){this._active=!1},mi.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})}}},mi.prototype.enable=function(){this._enabled=!0},mi.prototype.disable=function(){this._enabled=!1,this.reset()},mi.prototype.isEnabled=function(){return this._enabled},mi.prototype.isActive=function(){return this._active};var xi=function(){this._tap=new Kn({numTouches:1,numTaps:1}),this.reset()};xi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},xi.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))},xi.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)},xi.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)},xi.prototype.touchcancel=function(){this.reset()},xi.prototype.enable=function(){this._enabled=!0},xi.prototype.disable=function(){this._enabled=!1,this.reset()},xi.prototype.isEnabled=function(){return this._enabled},xi.prototype.isActive=function(){return this._active};var bi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};bi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},bi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},bi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},bi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var _i=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};_i.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},_i.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},_i.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},_i.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var wi=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};wi.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\")},wi.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},wi.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},wi.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},wi.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var Ti=function(t){return t.zoom||t.drag||t.pitch||t.rotate},ki=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 Ai(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var Mi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new Nn(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:!0}],[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)}};Mi.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)}},Mi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Gn(e,t));var n=e.boxZoom=new Yn(e,t);this._add(\"boxZoom\",n);var i=new Jn,a=new mi;e.doubleClickZoom=new yi(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new xi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new fi;this._add(\"touchPitch\",s);var l=new ei(t),u=new ri(t);e.dragRotate=new _i(t,l,u),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",u,[\"mouseRotate\"]);var c=new ti(t),f=new ni(t);e.dragPan=new bi(r,c,f),this._add(\"mousePan\",c),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ui,p=new si;e.touchZoomRotate=new wi(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new gi(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var v=e.keyboard=new pi;this._add(\"keyboard\",v),this._add(\"blockableMapEvent\",new Wn(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])}},Mi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},Mi.prototype.stop=function(t){if(!this._updatingCamera){for(var e=0,r=this._handlers;e<r.length;e+=1)r[e].handler.reset();this._inertia.clear(),this._fireEvents({},{},t),this._changes=[]}},Mi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1)if(e[t].handler.isActive())return!0;return!1},Mi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},Mi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},Mi.prototype.isMoving=function(){return Boolean(Ti(this._eventsInProgress))||this.isZooming()},Mi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},Mi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},Mi.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},Mi.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||Ai(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||Ai(i))&&this._map._stop(!0),this._updatingCamera=!1;var m=i.cameraAnimation;m&&(this._inertia.clear(),this._fireEvents({},{},!0),this._changes=[],m(this._map))}else this.stop(!0)},Mi.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)}},Mi.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=[]},Mi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!Ai(t))return this._fireEvents(e,r,!0);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,!0)},Mi.prototype._fireEvents=function(e,r,n){var i=this,a=Ti(this._eventsInProgress),o=Ti(e),s={};for(var l in e){var u=e[l].originalEvent;this._eventsInProgress[l]||(s[l+\"start\"]=u),this._eventsInProgress[l]=e[l]}for(var c in!a&&o&&this._fireEvent(\"movestart\",o.originalEvent),s)this._fireEvent(c,s[c]);for(var f in o&&this._fireEvent(\"move\",o.originalEvent),e){var h=e[f].originalEvent;this._fireEvent(f,h)}var p,d={};for(var v in this._eventsInProgress){var g=this._eventsInProgress[v],y=g.handlerName,m=g.originalEvent;this._handlersById[y].isActive()||(delete this._eventsInProgress[v],p=r[y]||m,d[v+\"end\"]=p)}for(var x in d)this._fireEvent(x,d[x]);var b=Ti(this._eventsInProgress);if(n&&(a||o)&&!b){this._updatingCamera=!0;var _=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),w=function(t){return 0!==t&&-i._bearingSnap<t&&t<i._bearingSnap};_?(w(_.bearing||this._map.getBearing())&&(_.bearing=0),this._map.easeTo(_,{originalEvent:p})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:p})),w(this._map.getBearing())&&this._map.resetNorth()),this._updatingCamera=!1}},Mi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},Mi.prototype._requestFrame=function(){var t=this;return this._map.triggerRepaint(),this._map._renderTaskQueue.add((function(e){delete t._frameId,t.handleEvent(new ki(\"renderFrame\",{timeStamp:e})),t._applyChanges()}))},Mi.prototype._triggerRenderFrame=function(){void 0===this._frameId&&(this._frameId=this._requestFrame())};var Si=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){e=t.LngLatBounds.convert(e);var n=r&&r.bearing||0;return this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),n,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=\"number\"==typeof i.offset.x?new t.Point(i.offset.x,i.offset.y):t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(b,_).rotate(n*Math.PI/180),T=x.add(w).mult(s.scale/s.zoomScale(m));return{center:s.unproject(u.add(c).div(2).sub(T)),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),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},z=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(z)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var D=T<w?-1:1;z=Math.abs(Math.log(T/w))/_,I=function(){return 0},O=function(t){return Math.exp(D*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*z/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*z,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(!1)}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),Ei=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_toggleAttribution\",\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};Ei.prototype.getDefaultPosition=function(){return\"bottom-right\"},Ei.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._compactButton=r.create(\"button\",\"mapboxgl-ctrl-attrib-button\",this._container),this._compactButton.addEventListener(\"click\",this._toggleAttribution),this._setElementTitle(this._compactButton,\"ToggleAttribution\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),this._innerContainer.setAttribute(\"role\",\"list\"),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},Ei.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},Ei.prototype._setElementTitle=function(t,e){var r=this._map._getUIString(\"AttributionControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)},Ei.prototype._toggleAttribution=function(){this._container.classList.contains(\"mapboxgl-compact-show\")?(this._container.classList.remove(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"false\")):(this._container.classList.add(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"true\"))},Ei.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\",this._setElementTitle(e,\"MapFeedback\")}},Ei.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"visibility\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},Ei.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)}},Ei.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\",\"mapboxgl-compact-show\")};var Li=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};Li.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},Li.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},Li.prototype.getDefaultPosition=function(){return\"bottom-left\"},Li.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},Li.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}},Li.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 Ci=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};Ci.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},Ci.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)}},Ci.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},Ci.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Pi={\"AttributionControl.ToggleAttribution\":\"Toggle attribution\",\"AttributionControl.MapFeedback\":\"Map feedback\",\"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\"},Oi=t.window.HTMLImageElement,Ii=t.window.HTMLElement,zi=t.window.ImageBitmap,Di=60,Ri={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:Di,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},Fi=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Ri,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>Di)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new Pn(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 Ci,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Pi,e.locale),this._clickTolerance=e.clickTolerance,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 Ii))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\",\"_onMapScroll\",\"_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),t.window.addEventListener(\"orientationchange\",this._onWindowResize,!1)),this.handlers=new Mi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new In(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 Ei({customAttribution:e.customAttribution})),this.addControl(new Li,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&&(r=e.getDefaultPosition?e.getDefaultPosition():\"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.hasControl=function(t){return this._controls.indexOf(t)>-1},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?Di:t)>Di)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 Vn(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 Vn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Vn(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 Oi||zi&&r instanceof zi){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 Oi||zi&&r instanceof zi?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 Oi||zi&&r instanceof zi);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\"),this._canvas.setAttribute(\"role\",\"region\");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)})),this._container.addEventListener(\"scroll\",this._onMapScroll,!1)},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 Sn(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._onMapScroll=function(t){if(t.target===this._container)return this._container.scrollTop=0,this._container.scrollLeft=0,!1},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)}var p=this._sourcesDirty||this._styleDirty||this._placementDirty;return p||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&this.fire(new t.Event(\"idle\")),!this._loaded||this._fullyLoaded||p||(this._fullyLoaded=!0),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(\"orientationchange\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext&&n.loseContext(),Bi(this._canvasContainer),Bi(this._controlContainer),Bi(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}(Si);function Bi(t){t.parentNode&&t.parentNode.removeChild(t)}var Ni={showCompass:!0,showZoom:!0,visualizePitch:!1},ji=function(e){var n=this;this.options=t.extend({},Ni,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))};ji.prototype._updateZoomButtons=function(){var t=this._map.getZoom(),e=t===this._map.getMaxZoom(),r=t===this._map.getMinZoom();this._zoomInButton.disabled=e,this._zoomOutButton.disabled=r,this._zoomInButton.setAttribute(\"aria-disabled\",e.toString()),this._zoomOutButton.setAttribute(\"aria-disabled\",r.toString())},ji.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},ji.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 Ui(this._map,this._compass,this.options.visualizePitch)),this._container},ji.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},ji.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},ji.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ui=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new ei({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new ri({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 Vi(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}Ui.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ui.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)}},Ui.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()},Ui.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ui.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)},Ui.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ui.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ui.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))},Ui.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))},Ui.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ui.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var qi={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 Hi(t,e,r){var n=t.classList;for(var i in qi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Gi,Wi=function(e){function n(n,i){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._scale=n&&n.scale||1,this._draggable=n&&n.draggable||!1,this._clickTolerance=n&&n.clickTolerance||0,this._isDragging=!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 a=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");a.setAttributeNS(null,\"display\",\"block\"),a.setAttributeNS(null,\"height\",\"41px\"),a.setAttributeNS(null,\"width\",\"27px\"),a.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");o.setAttributeNS(null,\"stroke\",\"none\"),o.setAttributeNS(null,\"stroke-width\",\"1\"),o.setAttributeNS(null,\"fill\",\"none\"),o.setAttributeNS(null,\"fill-rule\",\"evenodd\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"fill-rule\",\"nonzero\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),l.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,c=[{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\"}];u<c.length;u+=1){var f=c[u],h=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");h.setAttributeNS(null,\"opacity\",\"0.04\"),h.setAttributeNS(null,\"cx\",\"10.5\"),h.setAttributeNS(null,\"cy\",\"5.80029008\"),h.setAttributeNS(null,\"rx\",f.rx),h.setAttributeNS(null,\"ry\",f.ry),l.appendChild(h)}var p=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");p.setAttributeNS(null,\"fill\",this._color);var d=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");d.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\"),p.appendChild(d);var v=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");v.setAttributeNS(null,\"opacity\",\"0.25\"),v.setAttributeNS(null,\"fill\",\"#000000\");var g=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");g.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\"),v.appendChild(g);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");x.setAttributeNS(null,\"fill\",\"#000000\"),x.setAttributeNS(null,\"opacity\",\"0.25\"),x.setAttributeNS(null,\"cx\",\"5.5\"),x.setAttributeNS(null,\"cy\",\"5.5\"),x.setAttributeNS(null,\"r\",\"5.4999962\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#FFFFFF\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\"),m.appendChild(x),m.appendChild(b),s.appendChild(l),s.appendChild(p),s.appendChild(v),s.appendChild(y),s.appendChild(m),a.appendChild(s),a.setAttributeNS(null,\"height\",41*this._scale+\"px\"),a.setAttributeNS(null,\"width\",27*this._scale+\"px\"),this._element.appendChild(a),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()})),Hi(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=Vi(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,qi[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){if(!this._isDragging){var r=this._clickTolerance||this._map._clickTolerance;this._isDragging=e.point.dist(this._pointerdownPos)>=r}this._isDragging&&(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._pointerdownPos=null,this._isDragging=!1,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._pointerdownPos=t.point,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),Yi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Xi=0,Zi=!1,Ki=function(e){function n(r){e.call(this),this.options=t.extend({},Yi,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!==Gi?n(Gi):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Gi=\"denied\"!==t.state,n(Gi)})):(Gi=!!t.window.navigator.geolocation,n(Gi)),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,Xi=0,Zi=!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&&Zi)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 Wi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Wi({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\":Xi--,Zi=!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\"),++Xi>1?(e={maximumAge:6e5,timeout:0},Zi=!0):(e=this.options.positionOptions,Zi=!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),Ji={maxWidth:100,unit:\"metric\"},$i=function(e){this.options=t.extend({},Ji,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function Qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;l>5280?ta(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\")):ta(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else r&&\"nautical\"===r.unit?ta(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\")):s>=1e3?ta(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):ta(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function ta(t,e,r,n){var i,a,o,s=(i=r,(a=Math.pow(10,(\"\"+Math.floor(i)).length-1))*((o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o))),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}$i.prototype.getDefaultPosition=function(){return\"bottom-left\"},$i.prototype._onMove=function(){Qi(this._map,this._container,this.options)},$i.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},$i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},$i.prototype.setUnit=function(t){this.options.unit=t,Qi(this._map,this._container,this.options)};var ea=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\")};ea.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},ea.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},ea.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)},ea.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},ea.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},ea.prototype._isFullscreen=function(){return this._fullscreen},ea.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())},ea.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 ra={closeButton:!0,closeOnClick:!0,focusAfterOpen:!0,className:\"\",maxWidth:\"240px\"},na=[\"a[href]\",\"[tabindex]:not([tabindex='-1'])\",\"[contenteditable]:not([contenteditable='false'])\",\"button:not([disabled])\",\"input:not([disabled])\",\"select:not([disabled])\",\"textarea:not([disabled])\"].join(\", \"),ia=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(ra),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._focusFirstElement(),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){if(this._content)for(;this._content.hasChildNodes();)this._content.firstChild&&this._content.removeChild(this._content.firstChild);else this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container);return this._content.appendChild(t),this._createCloseButton(),this._update(),this._focusFirstElement(),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.setOffset=function(t){return this.options.offset=t,this._update(),this},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createCloseButton=function(){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=Vi(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=aa(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,qi[a]+\" translate(\"+c.x+\"px,\"+c.y+\"px)\"),Hi(this._container,a,\"popup\")}},n.prototype._focusFirstElement=function(){if(this.options.focusAfterOpen&&this._container){var t=this._container.querySelector(na);t&&t.focus()}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);function aa(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 aa(new t.Point(0,0))}var oa={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Fi,NavigationControl:ji,GeolocateControl:Ki,AttributionControl:Ei,ScaleControl:$i,FullscreenControl:ea,Popup:ia,Marker:Wi,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. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Ft.workerCount},set workerCount(t){Ft.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return oa})),r}()},3108:function(t,e,r){\"use strict\";t.exports=r(26099)},26099:function(t,e,r){\"use strict\";var n=r(64928),i=r(32420),a=r(51160),o=r(76752),s=r(55616),l=r(31264),u=r(47520),c=r(18400),f=r(72512),h=r(76244);function p(t,e){for(var r=e[0],n=e[1],a=1/(e[2]-r),o=1/(e[3]-n),s=new Array(t.length),l=0,u=t.length/2;l<u;l++)s[2*l]=i((t[2*l]-r)*a,0,1),s[2*l+1]=i((t[2*l+1]-n)*o,0,1);return 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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 / 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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 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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 s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);g(t.kerning,v(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=c.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),c.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=c.mallocUint8(this.count),P=c.mallocFloat(2*this.count);this.textWidth=[];for(var O=0,I=0;O<this.counts.length;O++){for(var z=this.counts[O],D=this.font[O]||this.font[0],R=this.fontAtlas[O]||this.fontAtlas[0],F=0;F<z;F++){var B=this.text.charAt(I),N=this.text.charAt(I-1);if(C[I]=R.ids[B],P[2*I]=D.width[B],F){var j=P[2*I-2],U=P[2*I],V=P[2*I-1]+.5*j+.5*U;if(this.kerning){var q=D.kerning[N+B];q&&(V+=.001*q)}P[2*I+1]=V}else P[2*I+1]=.5*P[2*I];I++}this.textWidth.push(P.length?.5*P[2*I-2]+P[2*I-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),c.freeUint8(C),c.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),c=x(s*i);n.width=l,n.height=c,n.rows=s,n.cols=o,n.em&&n.texture({data:u({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,c],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,-1*(i+=\"number\"==typeof t?t-n.baseline:-n[t])}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var H;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;H=c.mallocUint8(G);for(var W=(t.color.subarray||t.color.slice).bind(t.color),Y=0;Y<G;Y+=4)H.set(l(W(Y,Y+4),\"uint8\"),Y)}else{var X=t.color.length;H=c.mallocUint8(4*X);for(var Z=0;Z<X;Z++)H.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=H}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var K=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(K);for(var J=0;J<this.batch.length;J++)this.batch[J]={count:this.counts.length>1?this.counts[J]:this.counts[0],offset:this.textOffsets.length>1?this.textOffsets[J]:this.textOffsets[0],color:this.color?this.color.length<=4?this.color:this.color.subarray(4*J,4*J+4):[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[J]:this.opacity,baseline:null!=this.baselineOffset[J]?this.baselineOffset[J]:this.baselineOffset[0],align:this.align?null!=this.alignOffset[J]?this.alignOffset[J]:this.alignOffset[0]:0,atlas:this.fontAtlas[J]||this.fontAtlas[0],positionOffset:this.positionOffset.length>2?this.positionOffset.subarray(2*J,2*J+2):this.positionOffset}}else this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new Uint8Array([0,0,0,255]),T.prototype.alignOffset=[0,0],T.maxAtlasSize=1024,T.atlasCanvas=document.createElement(\"canvas\"),T.atlasContext=T.atlasCanvas.getContext(\"2d\",{alpha:!1}),T.baseFontSize=64,T.fonts={},t.exports=T},55212:function(t,e,r){\"use strict\";var n=r(55616);function 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n=t.segments({inverted:!1,regions:[]}),i=0;i<e.coordinates.length;i++)n=t.selectUnion(t.combine(n,r(e.coordinates[i])));return t.polygon(n)}throw new Error(\"PolyBool: Cannot convert GeoJSON object to PolyBool polygon\")},fromPolygon:function(t,e,r){function n(t,r){return e.pointInsideRegion([.5*(t[0][0]+t[1][0]),.5*(t[0][1]+t[1][1])],r)}function i(t){return{region:t,children:[]}}r=t.polygon(t.segments(r));var a=i(null);function o(t,e){for(var r=0;r<t.children.length;r++)if(n(e,(s=t.children[r]).region))return void o(s,e);var a=i(e);for(r=0;r<t.children.length;r++){var s;n((s=t.children[r]).region,e)&&(a.children.push(s),t.children.splice(r,1),r--)}t.children.push(a)}for(var s=0;s<r.regions.length;s++){var l=r.regions[s];l.length<3||o(a,l)}function u(t,e){for(var r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var c=[];function f(t){var 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},72200:function(t,e,r){var n=r(48088);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 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y,m,x=g();if(x)t?(m=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(x.seg.myFill.above=!x.seg.myFill.above):x.seg.otherFill=h.seg.myFill,r&&r.segmentUpdate(x.seg),h.other.remove(),h.remove();if(a.getHead()!==h){r&&r.rewind(h.seg);continue}t?(m=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=v?v.seg.myFill.above:i,h.seg.myFill.above=m?!h.seg.myFill.below:h.seg.myFill.below):null===h.seg.otherFill&&(y=v?h.primary===v.primary?v.seg.otherFill.above:v.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:y,below:y}),r&&r.status(h.seg,!!d&&d.seg,!!v&&v.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&c(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var 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r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},11403:function(t){t.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},u=s,c=0;c<n.length;c++){var f=(g=n[c])[0],h=(g[1],g[g.length-1]);if(g[g.length-2],e.pointsSame(f,a)){if(k(c,!0,!0))break}else if(e.pointsSame(f,o)){if(k(c,!0,!1))break}else if(e.pointsSame(h,a)){if(k(c,!1,!0))break}else if(e.pointsSame(h,o)&&k(c,!1,!1))break}if(u===s)return 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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}},82368: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},9696:function(t,e,r){\"use 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this.big_endian?16777216*r[t]+65536*r[t+1]+256*r[t+2]+r[t+3]:r[t]+256*r[t+1]+65536*r[t+2]+16777216*r[t+3]},n.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},n.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},n.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return this.read_uint32(e);case 9:return 0|this.read_uint32(e);default:return null}},n.prototype.scan_ifd=function(t,n,i){var a=this.read_uint16(n);n+=2;for(var o=0;o<a;o++){var s=this.read_uint16(n),l=this.read_uint16(n+2),u=this.read_uint32(n+4),c=this.exif_format_length(l),f=u*c,h=f<=4?n+8:this.read_uint32(n+8),p=!1;if(h+f>this.input.length)throw e(\"unexpected EOF\",\"EBADDATA\");for(var d=[],v=h,g=0;g<u;g++,v+=c){var y=this.exif_format_read(l,v);if(null===y){d=null;break}d.push(y)}if(Array.isArray(d)&&2===l&&(d=r(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===i({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:u,entry_offset:n+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);n+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(n)})},t.exports.ExifParser=n,t.exports.get_orientation=function(t){var e=0;try{return new n(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},44600:function(t,e,r){\"use strict\";var n=r(9696).eW,i=r(9696).eI;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return 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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]]},13472:function(t,e,r){\"use strict\";var n=r(72160),i=r(76752),a=r(50896),o=r(55616),s=r(47520),l=r(28912),u=r(71152),c=r(37816),f=c.float32,h=c.fract32,p=r(60463),d=r(51160),v=r(10272);function g(t,e){if(!(this instanceof g))return new g(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=g.shaders.has(t)?g.shaders.get(t):g.shaders.set(t,g.createShaders(t)).get(t),this.update(e)}t.exports=g,g.dashMult=2,g.maxPatternLength=256,g.precisionThreshold=3e6,g.maxPoints=1e4,g.maxLines=2048,g.shaders=new p,g.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:\"\\nprecision highp float;\\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:\"\\nprecision highp float;\\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:\"\\nprecision highp float;\\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\\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:\"\\nprecision highp float;\\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 * dash;\\n}\\n\",attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1},bColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:4,divisor:1},prevCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:0,divisor:1},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},nextCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:24,divisor:1}}},n))}catch(t){e=i}return{fill:t({primitive:\"triangle\",elements:function(t,e){return e.triangles},offset:0,vert:\"\\nprecision highp float;\\n\\nattribute vec2 position, positionFract;\\n\\nuniform vec4 color;\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float pixelRatio, id;\\nuniform vec4 viewport;\\nuniform float opacity;\\n\\nvarying vec4 fragColor;\\n\\nconst float MAX_LINES = 256.;\\n\\nvoid main() {\\n\\tfloat 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at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*g.dashMult*.5;ot<st;++ot)Q[rt++]=nt;nt^=255}}y.dashLength=tt,y.dashTexture({channels:1,data:Q,width:Q.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=y.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);y.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ct})}}else e.passes[p]=null})),t.length<this.passes.length){for(var p=t.length;p<this.passes.length;p++){var y=this.passes[p];y&&(y.colorBuffer.destroy(),y.positionBuffer.destroy(),y.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}},g.prototype.destroy=function(){return 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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 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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}\\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\\n// `invariant` effectively turns off optimizations for the position.\\n// We need this because -fast-math on M1 Macs is re-ordering\\n// floating point operations in a way that causes floating point\\n// precision limits to put points in the wrong locations.\\ninvariant gl_Position;\\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 z=0;z<C;z++){var D=P[z];E[8*z]=v[4*D],E[8*z+1]=v[4*D+1],E[8*z+2]=v[4*D+2],E[8*z+3]=v[4*D+3];var R=O[z];E[8*z+4]=v[4*R],E[8*z+5]=v[4*R+1],E[8*z+6]=v[4*R+2],E[8*z+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(50896);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}},55795:function(t,e,r){\"use strict\";var n=r(38540),i=r(55616),a=r(76752),o=r(3951),s=r(67752),l=r(51160),u=r(47520);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 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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}},28624:function(t){t.exports=function(){function t(t,e){this.id=W++,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=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},65168:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return this.newDate(r,n,i)}}),n.calendars.ethiopian=a},2084:function(t,e,r){var n=r(38700),i=r(50896);function 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)||8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return 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e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},24747:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},65616:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return 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o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},73040:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return this.daysInYear(t)!==this.daysPerYear},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){if(t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),void 0===this.NEPALI_CALENDAR_DATA[t])return this.daysPerYear;for(var e=0,r=this.minMonth;r<=12;r++)e+=this.NEPALI_CALENDAR_DATA[t][r];return e},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),void 0===this.NEPALI_CALENDAR_DATA[t]?this.daysPerMonth[e-1]:this.NEPALI_CALENDAR_DATA[t][e]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=n.instance(),o=0,s=e,l=t;this._createMissingCalendarData(t);var u=t-(s>9||9===s&&r>=this.NEPALI_CALENDAR_DATA[l][0]?56:57);for(9!==e&&(o=r,s--);9!==s;)s<=0&&(s=12,l--),o+=this.NEPALI_CALENDAR_DATA[l][s],s--;return 9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(u)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(u,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var u=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,u)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 0===this.NEPALI_CALENDAR_DATA[r]&&(this.NEPALI_CALENDAR_DATA[r]=e)},NEPALI_CALENDAR_DATA:{1970:[18,31,31,32,31,31,31,30,29,30,29,30,30],1971:[18,31,31,32,31,32,30,30,29,30,29,30,30],1972:[17,31,32,31,32,31,30,30,30,29,29,30,30],1973:[19,30,32,31,32,31,30,30,30,29,30,29,31],1974:[19,31,31,32,30,31,31,30,29,30,29,30,30],1975:[18,31,31,32,32,30,31,30,29,30,29,30,30],1976:[17,31,32,31,32,31,30,30,30,29,29,30,31],1977:[18,31,32,31,32,31,31,29,30,29,30,29,31],1978:[18,31,31,32,31,31,31,30,29,30,29,30,30],1979:[18,31,31,32,32,31,30,30,29,30,29,30,30],1980:[17,31,32,31,32,31,30,30,30,29,29,30,31],1981:[18,31,31,31,32,31,31,29,30,30,29,30,30],1982:[18,31,31,32,31,31,31,30,29,30,29,30,30],1983:[18,31,31,32,32,31,30,30,29,30,29,30,30],1984:[17,31,32,31,32,31,30,30,30,29,29,30,31],1985:[18,31,31,31,32,31,31,29,30,30,29,30,30],1986:[18,31,31,32,31,31,31,30,29,30,29,30,30],1987:[18,31,32,31,32,31,30,30,29,30,29,30,30],1988:[17,31,32,31,32,31,30,30,30,29,29,30,31],1989:[18,31,31,31,32,31,31,30,29,30,29,30,30],1990:[18,31,31,32,31,31,31,30,29,30,29,30,30],1991:[18,31,32,31,32,31,30,30,29,30,29,30,30],1992:[17,31,32,31,32,31,30,30,30,29,30,29,31],1993:[18,31,31,31,32,31,31,30,29,30,29,30,30],1994:[18,31,31,32,31,31,31,30,29,30,29,30,30],1995:[17,31,32,31,32,31,30,30,30,29,29,30,30],1996:[17,31,32,31,32,31,30,30,30,29,30,29,31],1997:[18,31,31,32,31,31,31,30,29,30,29,30,30],1998:[18,31,31,32,31,31,31,30,29,30,29,30,30],1999:[17,31,32,31,32,31,30,30,30,29,29,30,31],2e3:[17,30,32,31,32,31,30,30,30,29,30,29,31],2001:[18,31,31,32,31,31,31,30,29,30,29,30,30],2002:[18,31,31,32,32,31,30,30,29,30,29,30,30],2003:[17,31,32,31,32,31,30,30,30,29,29,30,31],2004:[17,30,32,31,32,31,30,30,30,29,30,29,31],2005:[18,31,31,32,31,31,31,30,29,30,29,30,30],2006:[18,31,31,32,32,31,30,30,29,30,29,30,30],2007:[17,31,32,31,32,31,30,30,30,29,29,30,31],2008:[17,31,31,31,32,31,31,29,30,30,29,29,31],2009:[18,31,31,32,31,31,31,30,29,30,29,30,30],2010:[18,31,31,32,32,31,30,30,29,30,29,30,30],2011:[17,31,32,31,32,31,30,30,30,29,29,30,31],2012:[17,31,31,31,32,31,31,29,30,30,29,30,30],2013:[18,31,31,32,31,31,31,30,29,30,29,30,30],2014:[18,31,31,32,32,31,30,30,29,30,29,30,30],2015:[17,31,32,31,32,31,30,30,30,29,29,30,31],2016:[17,31,31,31,32,31,31,29,30,30,29,30,30],2017:[18,31,31,32,31,31,31,30,29,30,29,30,30],2018:[18,31,32,31,32,31,30,30,29,30,29,30,30],2019:[17,31,32,31,32,31,30,30,30,29,30,29,31],2020:[17,31,31,31,32,31,31,30,29,30,29,30,30],2021:[18,31,31,32,31,31,31,30,29,30,29,30,30],2022:[17,31,32,31,32,31,30,30,30,29,29,30,30],2023:[17,31,32,31,32,31,30,30,30,29,30,29,31],2024:[17,31,31,31,32,31,31,30,29,30,29,30,30],2025:[18,31,31,32,31,31,31,30,29,30,29,30,30],2026:[17,31,32,31,32,31,30,30,30,29,29,30,31],2027:[17,30,32,31,32,31,30,30,30,29,30,29,31],2028:[17,31,31,32,31,31,31,30,29,30,29,30,30],2029:[18,31,31,32,31,32,30,30,29,30,29,30,30],2030:[17,31,32,31,32,31,30,30,30,30,30,30,31],2031:[17,31,32,31,32,31,31,31,31,31,31,31,31],2032:[17,32,32,32,32,32,32,32,32,32,32,32,32],2033:[18,31,31,32,32,31,30,30,29,30,29,30,30],2034:[17,31,32,31,32,31,30,30,30,29,29,30,31],2035:[17,30,32,31,32,31,31,29,30,30,29,29,31],2036:[17,31,31,32,31,31,31,30,29,30,29,30,30],2037:[18,31,31,32,32,31,30,30,29,30,29,30,30],2038:[17,31,32,31,32,31,30,30,30,29,29,30,31],2039:[17,31,31,31,32,31,31,29,30,30,29,30,30],2040:[17,31,31,32,31,31,31,30,29,30,29,30,30],2041:[18,31,31,32,32,31,30,30,29,30,29,30,30],2042:[17,31,32,31,32,31,30,30,30,29,29,30,31],2043:[17,31,31,31,32,31,31,29,30,30,29,30,30],2044:[17,31,31,32,31,31,31,30,29,30,29,30,30],2045:[18,31,32,31,32,31,30,30,29,30,29,30,30],2046:[17,31,32,31,32,31,30,30,30,29,29,30,31],2047:[17,31,31,31,32,31,31,30,29,30,29,30,30],2048:[17,31,31,32,31,31,31,30,29,30,29,30,30],2049:[17,31,32,31,32,31,30,30,30,29,29,30,30],2050:[17,31,32,31,32,31,30,30,30,29,30,29,31],2051:[17,31,31,31,32,31,31,30,29,30,29,30,30],2052:[17,31,31,32,31,31,31,30,29,30,29,30,30],2053:[17,31,32,31,32,31,30,30,30,29,29,30,30],2054:[17,31,32,31,32,31,30,30,30,29,30,29,31],2055:[17,31,31,32,31,31,31,30,29,30,30,29,30],2056:[17,31,31,32,31,32,30,30,29,30,29,30,30],2057:[17,31,32,31,32,31,30,30,30,29,29,30,31],2058:[17,30,32,31,32,31,30,30,30,29,30,29,31],2059:[17,31,31,32,31,31,31,30,29,30,29,30,30],2060:[17,31,31,32,32,31,30,30,29,30,29,30,30],2061:[17,31,32,31,32,31,30,30,30,29,29,30,31],2062:[17,30,32,31,32,31,31,29,30,29,30,29,31],2063:[17,31,31,32,31,31,31,30,29,30,29,30,30],2064:[17,31,31,32,32,31,30,30,29,30,29,30,30],2065:[17,31,32,31,32,31,30,30,30,29,29,30,31],2066:[17,31,31,31,32,31,31,29,30,30,29,29,31],2067:[17,31,31,32,31,31,31,30,29,30,29,30,30],2068:[17,31,31,32,32,31,30,30,29,30,29,30,30],2069:[17,31,32,31,32,31,30,30,30,29,29,30,31],2070:[17,31,31,31,32,31,31,29,30,30,29,30,30],2071:[17,31,31,32,31,31,31,30,29,30,29,30,30],2072:[17,31,32,31,32,31,30,30,29,30,29,30,30],2073:[17,31,32,31,32,31,30,30,30,29,29,30,31],2074:[17,31,31,31,32,31,31,30,29,30,29,30,30],2075:[17,31,31,32,31,31,31,30,29,30,29,30,30],2076:[16,31,32,31,32,31,30,30,30,29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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},4592:function(t,e,r){var n=r(38700),i=r(50896),a=n.instance();function o(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}o.prototype=new 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)},_g2tYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)}}),n.calendars.thai=o},45348:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n=r(50896);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._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},15168:function(t,e,r){var n=r(50896),i=r(38700);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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           "zaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           }
          },
          "shapedefaults": {
           "line": {
            "color": "#2a3f5f"
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          },
          "ternary": {
           "aaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
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          },
          "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
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        },
        "width": 1000
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      },
      "image/png": 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90KPL4/nXoth/Er0jhX3KiZ6YlCrmHBgYKLwDbBF1UsSn772Rby9ApQplRL3IiLD8POt2J+LjFZio+/gC8vAZAa0g4Gh8uRK40If3tZQst5BkIfymC0RIcJCwmmfnmCzlWTlG8X9Pp0ySg5dWibra0m7JWStP1KFDJdoTN9P0nricqq/BYQC2l8dWijiKFybBPemZ540UcZ7cTJzj3b1o9x85AyTE9tmStwtcSCJ+8997BWVLxQuibl5ISK5+7WoY2rcTqtxdXrihkzu6rVRskuWeUra9PrSb3UndSs9Ekw4vi7h5EniTCsWoU3vq5+KVG0I87uiJP8WfSQk915iL8PBQfDz3DfE7srrXqn63RYx6YUR9zMtd0feFJ0S7H376P0yZ+4mIS5cKqcTPeWe4hZW9sIlQerkHnhhooeIut8+ew97Dsd/+wo9bF1gcChCGpHJP4QVSoXRx5A7frmUTHDxyEi+OnondG2ahfJkSokqjdoORkWmpg0LzkKteb3ehVF6BibrKF4iHxwhoFQFX48uVwE2pWErpQy0smFwkyaWdVJXzQGnSsslqLiOHuRLzcbUPJurs+m6+h7S6H2zdR+xdIO/pQnsmPDQImdlGIYLprRRx8kbrvlpM3t2HrS/2TJZ9sirTwYHShcgxHRqUjI8ViuxKFFf7JBG96zeSERYWgmKx8vK6KzFuX+yDibovrhqPmRHwMwTcEV+uBETOEnVL4aU7xJysSGQ98hVibo2hVokZWdRJRF8t6aSU2NtK9EH7gchWakaOEt35dB9avTccXbTCcqhLKeKkECB3p4hzdNyeqG+d453uLXKd56IuBPYlHMeYyR8VOahmjepg7rvD1DXw26Px9fGrElQ3DoqJuhvB5a4ZAUbANgKeiC9XAntKt0RuvfYU1aU8vCG6O3mITbHlRMqJnCufKk2J+Tnah1bJCBF12gOUI5vLHQQ4JOAOFnxoIe/OkJtD3d0p4uSN1vu1zHO807/pHUOhA1y8hwDFsetzivauojUKVch6rfRMfX38SuOh9v6YqKt9hXh8jIAfIOCN+HIlYCPRo7TMnAIWcPHBRDHmt5XZSdGUDh8y9UYYbucZVuL6autDq0Q9LipY7AEm6pY7kj0N+NDC0WeUKznUlUwR5+i41VSf3j+li4UJDx/O8a6mleGxMALKI8BEXXlMuUdGQPMIqCG+XIlFkIh6Xm4edLet5SG6ING13mASQ/JnYm6NIRN1tqib7wk+wLiDBmMh74lLXkrJt/SKeRk5myJO3mjVWcuWcCHneFfnWvGoGAFXEWCi7iqC3J4R0DgCao0vd2VZKF6SiHlshEl4hdyeKbbc5Mqea9cV3pVrq7ktE3Um6kzUbd+hrliK1XzPKz02d+dQl5Mijjy87IUzKT1vJfuTm23BOsc7kXl2m1dyJbgvRsD9CDBRdz/GfAVGwK8Q8JX4ckdApw8aKU0axQBKxJw+bNKzjCKVEBeIVFzk8p98S1viYWQtJbd3XxUBdNfeLSw0xF3XU3O/SluK1TxXZ8fmrVzztlLEUfpL6fCViLsvpYgrTJBPzrpI7zp6z3GOdzmIcR1GwLsIMFH3Lv58dUZA9Qj4anx5UcBKysJkmaAPFyLmwlouBOCM+TnMiaBl6XOZqN8Gk4l6rurvV08OkIh6arpybsyeHLvS13I2Q4TS41Bzf/SsjYsKwfWUbK8P09xl3tdSxCkZZsFp4ry+FXkAjECRCDBR5w3CCDACFgj4S3y5+aSE8JsuUFjNpRzmdACRRYrshtx8Ym69FZT8IPKHbaZVos6WY9u7l8npHVzc7dLtD88PuS7b3pqrZG2WiLtaU8S523uDybu3diBflxEoiAATdd4VjICGEfDH+HLpIyOMSPltATgpTVo2uTgWQcyZqBd9MzBRZ4u6+Q5hom5Cw1su3b726nLFZdsbcy0qRRy9U0yeWHc8sDw1Rm8cCpmTd8p2wjnePbXafB2tI8BEXes7gOevOQTIvTsjyyAIqz/k97ZM2ROYbzGnuHKKO3QlrpjzZ1veHlom6uziXfBRSYThSlKW5p6h1hO2pcKteVBsACA3h7qasfN2ijg17TUJCzoQF94InOPdYusePfEneg2fmv+7j2aMQvMm9by+vVes34EKZUugbYvGXh8LD8A+AkzU7WPENRgBn0XAOr6ciBaVtEyDz86JPlTow4A+Cuhkn342xZabBIFcIebWoBBR93W8lFxoLRN1Sinly0rRSu4Dqa9yxcNxKTHTHV37VJ9EUmIiQ5CY6v3YazUD56+hRNYp4uj9RO9ekb7zdrYQpZ4dag8fkN7P9G7Weo73vLw8/Hf5Op7o/jo2r5iMapUrqEJ1f8TEeahRtRKG9Omk5scFj+02AkzUeSswAn6EgBRfTtZkIq+kbGtefJF4Si/+sBA6tQ9EQEBA/sePnmLMjVaTVHA9fREvBadfoCutEnV28S64q8iaVio2DFeT2aJO5ImeT1rLhuDos8bdsdWOjsdd9eWkiHPWZd7XwgcIY7XneP8bfyMBCWI7PIgHURVVFdsaV68noeVzI7FtzTRUrlhW9Ltuyx58+sVuXE9MQaUKpTGsX2e0aFofKWnpeH/heuzefwTRUeF4tmMLDOzZEbqgIBDp/2L7Aazd/C3+u3wDNapWxKhBz6FBnWr4PuEY5izZhLPnL6Fh3XsxcWRv3HtPBXGtbkMmiz5++OkETv91Hk881ggLVn6JsNBglCtdAtXuqYApYwfg0pUbmDZ/LQ4dPY37alfBcx1boG2LRvh6dwI+++p7zHr7ZZQpGY+cHANee3cRGta5F31feEIxnLijwhFgos67gxHwUQSciS/3BaJFL3Uh/hZMVnOTBwBZJTL1Rhg87K7PRN3y5vCF/eOO25mJekFU1eSC6441d6RPrd4XjmBEdb0RW+3oGN1VX6kUcf7ilUDPj9LFwtwFt+x+r+IqZuB95MF04B+AAIzBaJSFiVS7WqyJ+rHf/kLPYe9h9qQhuKdSORz77QwMBiO6d26F1yd/hN/PXMCoQc/jZnIqps1fh1dfehY9urQWhPmNqUsxYsAzeOj+Wkg4chIx0ZFoXL8GOvWbgJd6dMQjD9bDp198i8PHf8eu9bMQER6K2i36iin06PI4ypUpjoZ1q+P9hetQsXwpdG7XHFGR4ahauQI69R2P+rWrotezbXDuwhWMmbwYuzfMQqkSxdDv1enQ6YKw/IMxmLf8C+xLOI4NH72FiHDvr5+r6+ML7Zmo+8Iq8RgZgdtk1WDME6nCnI0vV6PbHLmN6nSBCA8JEgI1VPQGoyld2m3BHm9tAPoApw8KXw4VUBI7rRISJuoFd5GaUm0puced6YsP9OyjxoJ7tg+7JGE2uSni/MkrgUJnvF2+wx5sx3aLYXRAB7RGK0WGZk3UDx45iRdHz8RHM17DQw/UEtZyKhmZWWjUbjBmTnwZ7Vs1Eb+bvmAdfjp6CltWThHkvkK5kpg+fqDFuOat+ALbvzuEXetnit8nJqXikc4jsGDqK3isaQNB1OlazZvUzW9n7fp+6OgpDBj1PlZ/OA6RESbyPWnWx+j0xMPiAIHm0LH3ODRuUAM/H/sdG5e8ne8doAhI3EmRCDBR5w3CCKgUAXfkLydLdXR4sFdjKaUUONIHCrl0UWw55SunOSsVy6fEsmqVmBaGnVbxIKJ+LSWr0DR+Suw1X+tDDc8StWDmL1ZOd+LJHhjy0DVPEReqCxIZBej9mGPIE55lJMhH4SbWYW3yeldXLTUQ9aM4ik/wqQUwXdEVTaCM0Jo1USfX8WkL1uGzrXvFNUnQjVzY6fdEhnd8OkO4w1PZ9u1BvDN7NQ7v/EiQ+DeGdcczHR6xGCtZ2QWpNyPw5GpPFvZuT7cSRP3TBROEi7xUrIn65h0HMPH9lRZ1qO5jzRpgQLf2oplUZ+TA5/Bi9w7q2kh+Phom6n6+wDw930HAXny5EjPxhugRfdBTbLnJlT3wdkqb3NsCcJ5PbeMIjlolpkzULREgos6x2JaYcFz2HTyYqNt/qqrRm8v+qL1fw9xlnnQQQoODQGFv+QKqIhysoB6N90dufwRqIOoZyMBcfIjruC4GXAIlMBKvIgIR9icgo4atGHVqlpKajv87fRazl2xE9aoVMW5YDzR9aigWTn1VxKtTWbByC3bsPSTIe+f+b6JJw1qCrJuXmYs2IOHIb8LqTiU9IwuN2w8WrvV0CFAoUa9SEUP6Pi3a7D/4K0a/uxgHty3Mt/CbXyMjMxtdB78Dg9GItFsZ4lol4mNlzJ6rKIEAE3UlUOQ+GAEHEXAmvtzBS9is7gmrhogvJ1V2ymMeFCDE3shSbvqwUDcxtwaNyYglIlo9uGB184KPE63uBVsP1uIxoUjLzFE044QSz3s19eGLImhqwo/GQgfdsZHBuJGaLQg7/VyYy7whN0/1Vnc1EHVpjW/gRj5RV2rdbam+/3j4BFJvZaBls4YirO7NGSsQFRWBt0b2Fu7tUZFheHtUXySlpGHk2wvR5tFGeG3w81i4ags2bN2LqeNewkMP1MaR43/gVkYmIsPDhCs9EfOmD9TBmk27sGj1Vuz7Yi5KFo+zSdSXfvo1jvz6B+a/94og9kFBgWj9/GsiZv3Vl54R0z98/A/kGAxo3fx+ERt/8fINLJs1Gi+NnoVgXRCWzhptk9QrhR33cwcBJuq8GxgBDyBALmuuxpcrNUwlcx+L035Kk3abmJPV3BRbbkQ2nfTbUJ5Xah6e6IcOHaLCdLiZpvfE5VR/Da2SMybqtok6aUqkZuSoft+6e4CsYWAfYX/IoW5/lu6tQYcdRMxtZRfwZIo4pWapJqKu1JzM+7GVRz1Yp8PwN+eJmHQqzRrVwaTX+qJcmRI4d+EyXpk4X6i3UyHLOrm0R0dFIDNLjylz1+DLb/4n/kZCbjPeHISWzRpg8Zqtwvou/Z7atGreUPxsy6JO1xk1aSH+/Ps/4e5OrvEkcjdh+nKc/++qRT90YDBj4Xp8tXoqypaKx+VrN/FUn/Ho17Udp3dzx6ax0ScTdQ8BzZfRFgLuiC9XCkFXSIdEzMPIWk6n+bct5hIxVzKHuVLzdaUfjsO1RI+Juiu7yb/asoDanfXUspq53F3N4QFykSq8niOHHeYu80TurePd1eDh5u9EvbCVJEs7ib4R2SZlduty7UYyQkODERsdWeBven0OklPTUbxYjLCESyUrW48bN1NQplS8bEs3jYGU48lCLhVKEUfx8tQ/pcLl4n0EmKh7fw14BH6AgCfiy5WCyRFhLHpOSy52ZC2nU3tyZRfK80aTKrs/FybqTNQJAY5RL3iXE1HPzQPSswz+/AiQNTclvZRkXdAHK/mTWrm34I+PDkFGtlG8f50p0vtcsr6T6zyJ0mUbKJOMKUTNk/HuWiXqzqwdt9EuAkzUtbv2PHMnEfBWfLmTwy3QjD6YyJXblro6vcDJUk6iNSQARz9LojVkNSeSrqXCRN1ytQkPsqrbcr30131BH7elYllMznp92UJqQsQTuh/+cG9xeIDrq+gODM1d5qV4d/o2kJTm3fneZ6Lu+p7gHvwfASbq/r/GPEMXEVBTfLmLUxHNzYWP6CUtxN9uK7OTqxPNN1NvhEGcrmuLmFvjS/iQFeN6SrYS0Pt8H1ok6kzEbG9bJuomXDifvP3HGudQt4+RvRqexNBeijjSoVEijSoTdXurzn9nBAAm6rwLGAErBNQcX+7qYkkfleSySgSEit5gFAJwTMwLosskzRITJuqu3oH+056Vzk1ryWnH7O9pfo7ax8heDW8eCJnHu9851KdvB8rkYhKNdcZlnom6vVXnvzMCTNR5DzACImWYpMhOLx6K2fKXIp2M08uVFJpJxIQ+mijOjWJLlTgV9xesbM2DPzCZqLNXhe07nIh6arpe8143WhVYdOS5z4cZjqBlu67a9pkUJudKijgm6q7vC+7B/xFgi7r/rzHP0AwBX48vt7eYZPGk2HIi5vQCJSIu0qXdTpVGP5NyLLm3E1nnUjQCHJ/tibXmAAAgAElEQVTMRJ0+SOOiQpCYyuEP5rvBHfGyvvg8YvV7+6umNpJpf8Tqq+GI4ru3Rm+dIo5+lr5B6JvD2mWeibq3Voqv60sIMFH3pdXisTqMgL/Fl1sDIBFzslhIqdLIDa2o1Cv8YenYNmJF5zt4adH1ne6rmEgm6tZ3DRN1EyK+QKAce+IpX5sxch1TVxXfXR+B4z3YSxEXFa5zvFNuwQhoDAEm6hpbcH+frj/Hl9PaCeE3XSBCgoOE1VyKD8siRXaZbvuRYTpQeHpaJqdVknM/uJJ3Xk7/vlRHi0Sdlf9t71A+wDLhwqJ69p9gjJF9jOzV8JeDMSlFHB2ARkcE25s2/50R0DwCTNQ1vwV8GwB/ji8Xp9GUKi04SPxfIuaULiWbrOZO5jBnN0TH9jwT9Tt4MVF3bO/4c22+L0yry6J69nc551C3j1FRNehboGx8OC4lZrrWkcpaa8X1/fLVRPx8/HfcfVcZVK9yF4ICAxEcrMPfFy7jRmIKGjeoobKV4eGoCQEm6mpaDR5LkQj4e3y5dNJMseVEyim+i9KjZekpf7nzxNwaVCJbUWE6kUudi30E2HLIRF1ruePt3RWs3XAHIX+xdNpbc1f+zhi5gp4pBWB8dCiuJme51pHKWmuBqG/ecQAT31+JFk3ro26Ne/C/n0+gXs178PrQbvj4s2/wv8MnsHzWGLeszP6Dv+LE6b8xrH9nxft3Z9+KD9bHO2Si7uML6M/Dl+LLyZqclpHjd+Jn5qqpEjHPT3eiIDG3RdSjw4NZHEvmzcMfmdom6qT/EBYSiORbOTJ3jP9X42wId9aYDvKIQPlTthCldzB7X7iGqL96wWmBqPd9dTqeeKwxunZqKTbBuQuXER4eijIl491O1Ndu/g7ffP8zPpk/3rUNaKO1O/tWfLA+3iETdR9fQH8a/h0RNFNeTil1mL/Et9HHrYgxv63MHhAQINTXhSo7xZgbPZMXzpv5WH1xvzJR1zZR99ePZFfuRX6G3EGPSWjRO4kPdVy500xt/VUAVi1E/datW7h+/brAukSJEoiOjnZ90f5/XwtWbsHiNVtRoWxJxMVEYdLovvh6dwKqVi6PLu0fEUR9667/oda9d2P3/iOIj4vGW6P6oFmjOuL6l67cwLT5a3Ho6GncV7sKnuvYAm1bNBJ/m75gHSqWL42UtFtIOHwS3Z5uhfatmuSP+/x/V9Fz2BTcTE5DneqVxe9XzxuHucs+L9Bu/6HjSDj8m6hbpVI5DO3XOf86mVl6LPr4S+zefxgZmVloVL8Gej3TBiMmzivQ9/HfzmDO0k3Cpb9k8Vh0btccL/XoqAiWWu6EibqWV9/Lc5cbX+6rLyn6mNXddmMP0QUJtImYZ+qNMFC6NA8Rc+tl5g8nxzY+E3Um6nTAxhZ1y33AXjkQ4UklYvzPJdmxJ2TRtTmHuuto+ouxwhoJNRD1rKwsnDx50mJotWrVQnh4uMsLd/b8JXQd/C4G9uyI+rWronrVihg3dSnq1ayCQb2eFER95uINGNz7KfG7DVv34o+zF7B30xzkGIzo1He8aNfr2TY4d+EKxkxejN0bZqF8mRJ4+Y05OHDoV7Rt0ViQeHKrb1i3Wv6YMzKzMWfpRvx09DQmjuwtft+w7r0YNuHDAu1O//UPqlaugOJxMdh38Lgg2wlfLURsTKRw2//x8AkM798FlSqUxhfbD6BT24fx7YHDFn3TYUPj9oPFvDq0ehD//HsVh46exIRXermMo9Y7YKKu9R3goflTfLnk1i1ZkeVe2lcsWhIxDw8Jgi4oEHl5eSK23GQxv+MhIHfe7qzHViD56JJYVPItfb6Hh/yW/ldTi2JyvvL88eRu43AAE9rsWWB/1/H9Yx8jezXosPhmWrbXDvftjc/Zv6uBqF+5cgUXL160mEL58uVRpkwZZ6dl0a5Ru8GYPWkImjepJ34/dPxcC6JuHqN+42YKHu3yCnaunYFLVxMxYNT7WP3hOERGhIm2k2Z9jE5PPIzunVsJok7CdK++9Gyh47Tlnm6rndGYKw4Ifj9zAdduJGP+ys34bMnbqFKpPB54YiCmjB0grOPmxbrvW+mZaNLhZYwY8Ax6Pfs4IsJNY+biOgJM1F3HkHuwgYCS+cvVmh6JPtKkNGkkAEeu+kTMs/SWrvtq3CBM1OWvCqs638FKq0SdLKeczvDOPmDyZcKCrcX2n6O+6hFnf2aeq+GvOghqIOo3b97EuXPnLBbz7rvvRvHixRVZYEeIOl2Q6k8Z2x/pGVnCmt2gzh0rOf39sWYNMKBbe0HUyYJelGt5YUTdvB1dZ/DY2YKkt3y4AcqWKo5la7dh/aKJiI6KQMfe47BtzTRUrli2SKJOf1y3ZQ/e+/ATUY/GTYcID9xXXREctdwJE3Utr76Ccy8svlyJS6jFakEkJTgoUHyc0ZiImAtruYGs5kafEhNid275O5OJuraJemSYDoEBYKJudssQUSevodQMbQvs8YGF/eeov7pt25+5MjX8ObxCDUTdaDTi9OnTyM7OFgsWGhqKmjVrIijIFK7oanGEqF+5fhOtnhuFVXPeQGZWNka/uxgHty2EzsZY5BB1Is479hzCpwsm5E/Dut2eH46KePOErxciNjpS1Kvdoq8g6pXuKoOmTw7Fh5OHo3Xz+y2gsNU3VcjK1uOPs/9i9cZdOHz8NPZ98SGCggJdhVHT7Zmoa3r5nZ+83Phy569wpyWlAiJieSXJs6lJhPCbLlBYzYmYU0w5HUhkkfCbIdeniLn1OlBeW0rPJgn2KbFO/toHE3VtE3W2CBa8sxkTEyZ8iGP/qc851O1jVFQNf/baUANRl7A3J+qurZhla3tEfdt3B7Fyzljo9TlYvHqrEG3btX6miFFv/fxrwuX81ZeeEZ0ePv4HcgwGQZrlEPWjJ/7EoNdnC1d6IsskaDdk3FwLS/yhX05hwGvvY/OKyUKJfvueQ8IqTkS9Xq0q6DnsPZDw8YRXeoo88Nu/O4T6tasgJS3dou/MzGx8tTsBL3R6DLHRUSLe3hTrvkDkjOfiPAJM1J3HTjMtXYkvVwokd7tq02EApYELI1J+WwBOUmPPJuE3Hyfm1uvA5FP+ziSLUEa2UegMaL1o0fWdSaltop6bB6RnGTR9S8REBIvDTq3jUNQmYO8t124ROgwiq7o/eq+oiai7tkqFtzYR9aFo3qSuqDR8woeoW/MeDOz5JD7e+A0WrvpSqKlTobjuhVNfReMGNcTPx377CxOmLwcpuEt/nz5+IFo1byiI+v317sWL3TsUenGD0Yhh4+fih59OiDpHvlmKUZMWWrSj73v63bcHjog6LZs1wN4fj2HD4rfEOC9cvIbx05aJsVAhBftls8agXJniFn3vXPs+Bo/9IH+sNatVEgJ0jz50n7ug1Uy/TNQ1s9TyJ6pkfLn8qxZdU+lTeSLmocFBoNhyIuaSxZzSpBEx93dSxkRd/s5k1807WGmVqBMZo8MaLiYE+J5gHOTeC+4+ZJc7Dl+t58/3mhaIupx9RwrtiUkpKFu6uE03d7Je5+QYULxYjLBuO1qofUhwMMLDQgptSkJ2ZHUvFms7NR2JxelzDCKFnHmx7jv1VgYonKCwfhwdO9cHmKjzLhDWYkmR3Tx/uZqgcZVY0ok0EXIi5pTHnH7On7PR/4m59Vr688tf6X3LWHmfqF8Luoy/Qk4hOyAL2YFZiDHG4a6cyihlLIuwPNfT6BS1Z8iizkTdEiG+J0x4uPpeUvpZpbb+/Dm+2lNYK22k8NS45VyHiboclLiO1hFgoq7BHeDJ+HKl4I2PDhEWrSy9PKuWRMzDQkwCcHQKKaWFI6u5t3KYK4WHq/2wy6Z8BAkr2jtsUQU8bVFPCUzCzqgv8G+wpSqvtHqhuWFoltkK92c1lb+gDtZkUloQMCaoJkzYrbvom0mtGVscfAR4tbq/Kr4TqEzUvbq1+OI+ggATdR9ZKGeHqYb4cmfHbt7OXpwoEXMh/hZMVnOTWieRq0y9EQaKMTfmKTEMv+nDHp5+M1EFJkJYcTyuCUhPEnWyom+IWS4s6PZK04yWgrC7ozBRt03UU9P1mn+uElG/lpLl08Ki7rhnpD5ZFd81dP3dI4GJumv7g1trAwEm6n62zmqML1cCYmtBFYop1+kCER5iShNERW8wmtKl5eSymrkd0P1ZoEaJ/ebIIZHS11Nzf54i6mRJXx27QBZJl/ByF1lnol5wR7Il2YQJx18X/bTiA2HXnub+rPgu3T+uIcStGQH/R4CJuo+vsS/ElysBMRFLOp2nWFGKM6f/5xhzkaU3KbJzmjHHUGZLh3y8+GPzDlaeIupkSS/M3b2wlaO49a6pLyI2t5j8xZVRk1X/majb2ib+bu2UcWvYrcKHXHYhKrKCvx+os0Xdtf3BrbWBABN1H1tnX4wvdwZiIgQUW25yZQ8UroXkvE4pSpiYO4OoZRuOHZSPIedK9ixRzwrIxPz4KfIXyKxmu1vPoE52Q6faSo1+Cz0K+o+s+qlByYjLLYbo2+J1FAvvbvE6lwbvocYUN3slyX5IgoeG45XLkFdXXFQIrqdke+X6vnBR1jJwbZX8XUuGibpr+4NbawMBJuoqXmd/iS+XA7GILydVdspjHhQgYh/veAsYERgQgBIxobiarO2PQzlYyqnDRF0OSqY65H1A4RX+mMdWPgqmmp6wqBNJJgE5ZwopwZNV3ZlCxJws+UTOCyskXtcyo4PLhwHOjE9Nbdjl23QvRIXpcDNNr6alUdVYOETCteUoHhOCtAyDyFDjj4WJuj+uKs9JaQSYqCuNqAv9+Wt8uTUklAaSUqVJxJys5hRbTsQ8ixTZDbk2xXn449CFzWXVlNw2SUmfrUH2MeUwgTsYeYKo743Yjl/CE+wvjI0apQxl0SdlWIG/kDBdSlCSsJKTRZzc5Csa7smvJ4ekm3faMr2DW5XmnZq8hxrR87tUbJjmD035uWB/w/E72z5GRdUgzxV6R/traB8Tddf2B7fWBgJM1L24zlqJL5eIeRhZy3Xk0m6ymFOatGzK4Z4j77SYT+eV26wcXykfS/4g9x2iTgR8UPKY/AGTdf7H8D02reRkHSdXdlKLXxI3s0hLuq3dMjBptOLx8PJ3pfdq8rPDhL2/xw+7usN4n7iGIH030TePP4eYaImok4fs1RtJiI2ORER4qMXmOHfhMq4lJqNJg5r5vz/15z/44+y/aFS/BiqULenaZuLWPo0AE3UPLp9W4svpBRMaHCRiy8laTi9sIuaUA50E4OQSc+ul4Xg3ZTcrWzvk4ekJK7K8kXi/liewOBL2I76P3OHUZKvqa6JzWk/Rlgh6QsReu/2QFf6a7rLdetYVKBaeYuJtFYqzzw7I8ksiz7HZphX39/hhh28IqwYcXuUaglq4z7RA1HNyDFjyyddYvGZr/oaoV6sKJo/pj6qVy4vfrdm0C/sSjmPlnLHi5zemLsWPP5/A/fWq46m2zdCyWQOHN9P+g7/ixOm/Max/Z4fbcgN1IcBE3U3roaX4ciLiZCkPCzEJwNHPFFNlSpVG5FyZHObkqp2RbRSEn4vrCLAglDwM3fXBSWTuuu5K/iDIGqy0Yrm8Gcqv5QmiTmrvFCvuTLk/sylKGcsKxXiypru7DL/5Zr64HF2TDhnOhJy2uCzFzdN//iJE5677wd1rpXT/rGheNKLsieTajtMCflog6h98tBEbtu7F7ElD0LhBTdxMTsPMRevxw08n8N1nHyA2JtKCqGdkZqFRu8HYsnIK7r2ngtObaO3m7/DN9z/jk/njne6DG6oDASbqCq2DVuLLCS4i4kL87bYye0BAAGj+mXojDIZcxYi59dKwBUOhzXq7Gw4lkIen0sSE4qHJ0muLSJJ1lwidq8rl8mbmeC1PEHUalTOu6I7PxvUWJFxHJFyO9V7J9HHktUQ5lukZHKoLEp5KdDBKh5jujmel69KhbPKtHNcB9OEe6OD4VpbBaQ8xH566rKFzWktZMBVaSQvfO2oh6lcyUnA68T+xFjXiy6FspDIpPomUN396OKaNfwlPtWmWv9ZZ2Xo8/sJr6Na5NYb06WRB1HsNn4qjJ/5EzWqVEBQYiPWL38K4aUuRcPg3QfKrVCqHof06o22LRqK/zCw9Fn38JXbvPwxB8uvXQK9n2mDExHmifp3qlUW91fPGIVufg/cXrsfu/UcQHRWOZzu2wMCeHaELCsLXuxNw/OQZ3Fe7CrZ9exB3lS+F306fw5uv9kLdmiY9l2s3kjF8woeY+dbLqFi+lMXeTU65hZfHzcGZcxfF72tXvxvjhvdA9Sp3iZ+7DZksrkUHFKf/Oo8pYwegXOkS+HD559j+3UEUi43GC50eQ5f2jyI8LASffL4bqz7biavXkxAfF41uT7fCy306gfjGv5euYfqCdfj52O8ICw3GQ/fXFv2FhAS7dtOptDUTdScXRivx5QQPuWDpdIEIDzGpX1PRG4ziw9CdxNx6afjF7+RmLaRZydhQJN/Su+1gRdnReq83JYk6kXMSS8sOLDp7Ablwk1t1YanAyHp7Qfd3flw1kUAijOYCae5ALCn0KgJC9UjLNAhBNnd5APwVcgpfRq91xxQU7ZPWiITq5IrfEWbUxpl1kg5II0J14plMwptZepMIJ3k0UagRPaOpZBuMgkDS4SmltlSyaMHSJwcven6S4ru7D0bkjEWNddjjwLVV0YIHoRqIenJ2Bj7/85BI/0slAMAz1ZqgWFikawsICMJNxDvh64UiNt28vDN7NRKTUjBv8ggLor5jz08YM3kxFk0biciIMDxwX3Ws3fwtqlaugOJxMdh38DjmLN2EhK8WCmv8xPdX4sfDJzC8fxdUqlAaX2w/gE5tH8a3Bw7jp6OnMXFkb3HZhnXvxbipS/H7mQsYNeh53ExOxbT56/DqS8+iR5fW+PizbzBz8QaQW37r5vejbKni+PrbBEGS33vDlEmFXPi/PXAEny97pwA2KWnp2LLzBzSsU00Q5pXrd+DvC5fz69Zu0Ve06dHlcZQrUxxtWzTGkjVfCdI+ctBzgoC/88HHeLl3JzzZpqk4TNDpgnBXuZL49+I1DH9znsDk0Yfuw8AxsxAUFCTGnpqWjs+378dbI/sIvPyxMFGXuarm8eVR4cFIy8zx25N0+gikNGlkrSFinpeXl2+xoY8/b32Y8AeizM0qs5q3Yv7NXb5J0CsmN07VuanpfoiJDEFiquP5kolQkwVdilmWEzMtLZ95vLX0OyKFW6I/LVT4jIggpQ+rpq9V5C6gMckl2TSHv4JPgcizdeoySZBNSbduGhtdU86Bhsyt7rZqhHdR6dwKuzC56DfNbGl339PeCw/ViWcxfcjQASmF/xSl80GEnqzewboAkIAnPa8laztZ3l0l7pyu0LSq7JFU9G2lBaLptgeLRvaXGoj68evncfjKWYulbFSmCuqXrOTy8u7a9zNGTVqEk/s+LtDXgpVbBOkm0mseo07k9sne4/DT9sWIigwX7YzGXPxx9oIg2WTVnr9yMz5b8jaqVCqPB54YKKzJnds1t7iGteu75FI/c+LLaN+qiahLVumfjp4SbvZE1HftP4y1C95EYCAdVwAU5z5k3BxxKBAZGYbHnnkVY4Z0tfAOML8oWff/7/RZ/HPhMk78fk4Qd2nuRNQ/mvEamjepK5pQXRr7hFd6oUGdquJ3m3ccEIJ7dHhB5ew/F3Hqz/O4fjMZqzbsxIs9OqLPc23Rc9h7KBEfi/EjeqJUiTiX10ntHTBRt7FC9uLL/e0FRBZDii2nj0GyytCHHX3QSdYabxFz66VR0rKp9hvTE+PztOsmWZN/CUsoINxFZI/iisnSKJc8egIf6RrOpLIjV2iarzMkznxuhInkBu9IfvGmGS2FmrlUiPxS7DTFUJuPibCn/oloW2NflGK6Nf7ksv90Wg+X14/2h/UYPbnWnrwWYU+YWVvXpfCCEJ2JZJM7uytaH/RMlzREdIGBMOTeebY7k5+ZPZtMu4TFOIu+W/ggw/mniRYU36V7yHmUlGl5Nvkq9v570qKzRyrURPViZV2+wNETf6HX8Pfyrd/mHU6a9TFupqQWsKhbE/X0jCwMHjtbkPSWDzcQlu5la7dh/aKJiI6KQMfe47BtzTRUrmg5XmuiTsryVHfHpzOE5Z0KubiTZf/wzo8EUf/f4RNYPutO1hSD0Yg2XUdjQLcOwgr++uQl+OHLeQgLDSmADbm89xs5XYyJ3O/JzZ7c6c2J+qcLJqBBnWqirTQecvE374+I9+xJQ8UhArm/k5BepbvKYMeeQ8Klv1/XdsLl/Y2pS4RbPCniv9ijA57r2MLl9VJrB0zUARFfnWMgq4Mph7c98TNf/1CRiLmwugQF5FtcTAJwyrtKKrX5taCCqhRWcvrxpGuinNzYRFzIGqy2+GxH0gwRISaXbWdUxG2tmZRujNzcP4tdIWdZ8+sQCSTLuj0rvNTAPDe4nJhr68G4GoPt6DVpv9gLIXAIMC9Upjn0SH8JFQLKC7d1ItX0HCaXdXd4L4lUmUEk/GnymKK9TS709P6TG99O77/cPCA9y+AFxNRxSc4lb38d+CDDPkaF1dDKt44aLOrZRgO2njmMFH2mWI6YkHA8XbURQoN0zi/g7ZZJKWl4uNPwAhZvsia36foaej7TBoN6PVmkRX3PD0dFvLm5+zxZp4moE4Ft+uRQfDh5uHBXNy/rtuwR5JbIMZWU1HQ0fWooFk59FS2a1he/I6v+jr2HBHm3RdSpzvJ124WlmwhxrXvvFu7mtsqMheuFG/uKD15HUFAgfj11Ft2HTC6UqJOrPI1909JJol/zkpiUikc6jxAq+FLKusFjP0CTBrUEUadCXgZE9r/94YiYh63DCpcXUCUdaJKouxpfTh855P5H8Wm+UITwG8Uw3nZnJzdIwsD0gea6K6QnMWClcuXQ9tQH947Iz3Ey7JjsgUsEU3YDN1eUS9TJvf2zmBWKkXRpWiRYRiSW3MEdKUScKVXZ6rgFspuRJZ7i4vdGbpfdxrwiues3y2hVZDgDHRxcCP5bWPgphRnhRtZ8R+fn1ABV2CgexfBa9jjhweTpjBZEOCXtESm+XYiC3hYHteUm78kDPhUulxiS3GeCWsfv7nExPq4hrJUwPzUQdWmlUs2IumurZ9laUn2fOXEwHnqgNm4mpWLagrU4eOQUvtv4gYhdL8r1/dAvpzDgtfexecVklCkZj+17DuG9Dz8RRJ3iyckNnMKiJrzSE3ffVQbbvzuE+rWrgIjwoNdnY+faGYI4x8VEiXj5qMgwvD2qL+gQYeTbC9Hm0UZ4bfDzhRL1GzdT8GiXV8Skdq2fWWhO94WrtuD7hONYPH0kDAYjFn78ZQHXd3OLOvXXf+QM5BiMeH/iYOHKTu79v/zfn8KN/6GOQ8QBB43vyK9/YPS7i4XwHhF1wvTZjo8KQTvyNHj2pbdFCAFZ5/2xaIKok5VYb8gT7oNkrXA1Rk/Np53CYkKp0oIpRtHkzi6lScsmbwEF5u/NG4GI+tXkLJfX0JtzUMu1PeEZ4oi7toSL5ApP1mkijeQWXzurgVMCXEphTW6ctO+KKo5ahOWOjeKZ5YqVye2zqHpKWapJ3I6IP7l20z6g/7RKxu2ti3mIg7269HdJ84D+HZoXZjfWXU6fEgGVrO1k3acQKMnaLsW3M1GHyHoSHR7slG6F3LXw5Xpq/kbyBVy1oPhO66Amou6ufWErjzopsZNAm5RHnVy8v//xmLAgSy7hP+/4SIijUSjuqEkLhYgbFXIF3/vjMWxY/JZQY79w8RrGT1uGY7/9Jf5Olu9ls8YIV/Vh4+cKlXUqR75ZiivXEvHKxPk4e/6S+B1Z1qePHyjc1T/e+I1Qll86c3QBKEi8LTQkGPPfMxF2W+XytZtCEZ6s6lQoFp2uXZjrO9Uh1/VJH3yMA4d+ze+SPAxGDHgGK9bvwOwlG8XvSemeXOlJ+b3vC0+I6xAGVEqXLIbunVvjxe4d3LWEXu/X74i6vfhypRBXi1sXEfPQYJPLpOTKSK77ZJmhD6uiRIeUwsKT/bBSuXJoe0IUivJhK0XOiPi5I45dIpF0MEDx25KauXnuazn3+7xik33eFVu53XWnJ2cF19wxFrX2SXuNPCekQvfM1aBLwuOACnkckA4A7VVbon7mhyJKzlF6r0jhUvROoZRBtzJzhKidVotWLJ7Ori/j4yxypnakH0PfcP5+j2mBqEs7gbgJEeXYmCin1MnJsk2WcUpjZqvcSs+EPscgVNrNC1nWQ4KDRcozqZAgXWhocAElelv9pt7KENZtil0njwB75dKVG4iLjUZEeKi9qvl/p3R15JpfPD5GpIqTCsXn0/XLloov0Be1SU3LYDE52Sh7saKj8eVKDdVbhJFcyqRUPBIxN8WWU2y9/xFz6/XyllK5UvtGTf0olQ9ZIrhk5SMLuER0ycXZEbdrOdi4Ggdt8QILTAIdJBQl+CbFzbeJaoZLiaYYNlvFHXOVgwfX8Q8EJC0CIuGk5+CsCCGReSrSvaikN4oU3x4XFSIygUjx7XQYTO8ftYiOemJHRIbpxPxTM7SdS74wrD3hreWJdfbWNbQixKclou6tveTqdVdv2oV1m7/DzrXv56vBu9ont3cMAZ+zqLsaX+4YPIXX9hRhlHLnEiknESCKRaHDCcmd3Z7wnVLzVUs/7Hap3Eq46r5ZmIo7jZAsfEQa3OGyTaSmffqzIu0ZFboOERJHCrW1R9LN+3saT6NaYqP8X1F7SrVGBF0p4ThHxs91/Q8Bd4Y4KOmNIpGI3Lw8kwBesCnUikLKhAieykVJldg5ntL3UGKs3uiD39OuoS7Hg8u1K6ijNRN1daxDUaP44af/E5Z3iofn4h0EVE/UlY4vVwpmd8UQUWyX7rYbO6XnoSIJ+xhkKNIrNT+19sMn9cqtjCtE3V3x2M7OTsrnbZ6SrKi+lsTNdNhqSSJ3VIicO5IP3dk5cTtGQEkE6ICLQkes08E5eo3CrBEIXiYAACAASURBVH1S/vawENOhsuThJQ6VDbmOXkbV9ZmIFr08/pbC1pObUUtCfEzUPbmz+Fq+ioCqiLqn4suVWCylXN8kYi4p79LY9AbjbYu5ttwJ5ayLJ+Kq5YzDH+o4kx+c5q02km6+FmQ5JEJNLviFFWdSnfnDevMcGAFCgAg7HWgVlgaRvEUoRp7+o39TfDwdhJGiP5F8uZk3bMW3S8r2vu4mz0S06HtJK67b7nii0DcOhaX5SlYhVzBgou4KetxWKwh4lah7K75cicV11hpJxFxKk0YfMvTBQpYH+oAht35f/4BRAtui+nAWd3ePyxf7dyYXsC+QXCIUlJassKKkwJ0vrjuPmREgBEiRv5q+lhBAJEJO6vHkLUIhLYXFyBPJ7xXUHRGJ5R0C0Vz0lA6l6WdKD0rx7eQu72omFocGo0Blb2nUKDB0j3TB2Vmch1kpI5DzI/BcSybqnsOar+S7CHiUqKslvlyJ5ZLrniSp5dIJKZF0IuKSKyC59fvaB4oS2LnSB2EYExnCaXFcAdGsraOxcL5CcilunQS1qEgp3sjaTiR+adwsTaizs9q6QjcJd1MAAUfTyVl3IOVvt45vl7KVqP29yBbjwm8Kud9GfFvZRkBLYRVM1PkuYATsI+BWoq7W+HL7sMirQQ+ZyzczLcg2fXiE6gKF1ZxIJYm90QEFWQ98PYe5PFTcW4s+8Ogj6UpS0Tmt3TsK/+ndlhsrWdUuBP9tkRqKSB+5vc4sPsGnJ69UjnC1g0DWUnJZ3hn1hdqHyuPzUQT6JA9zWMSxsKlKnma+Et/u6AGnjy6xU8PmHOpOwZbfSEveGkzUXdsr3FobCChG1H0pvlyppaUHanqWAbqgQJEyjZTZJTX2bBJ+M+SyxVwpsM364Y8k5UA1twyR++uX0WsLVTEnKzUrnCuHPR1+kIs+YaokoZZc/ynVF60nF0bAHQhY535X6hpSGjjhhaYLEMJ0UgpSsrh7OzyMD4uLXmnOoe7anaClsAEm6q7tFW6tDQScJuq+HF/u7NKax9lJxFxYy/VGEDGneDsu7keA3Q6Vw5jSDKam63FM94uiZFG5EfpnT+b54I+E/YjvI3coNlFK89Uyo4OIN1Y6j71ig+SO/AKBrqkvilSM7izW8e10rWyD9+Lb2bW76NXWUoy10vtea3tLa0Q9JTUduXm5iIuJEqmWlSo5BiOMRiPCQkOc7vKX//tTpGGrWtkx/ZGiLvj3hcu4kZiCxg1qODyucxcu41piMpo0qOlwW39rIJuo+1N8udxFpIcmEXJJvZZ+Jld2KY6OXNyppGUa5HbJ9RRAwFM57BUYquq7ICzP6i9gWeQ81Y/VXwZIngkU40viXfQfkXQS8FKqkNs7hSlcDbqk6AGAUuPjfvwHgcfS2+OBrGYenZCUBo6s7ZS/XdJ98VR8OwuaFr3cWoqxVnrjkxcJeSRoQfGdsNMCUTcac7Hx6++x6OMvcTM5TWyZiPAwdHu6JUYNet7hLfTf5euYvWQj3p84GLogUwrnBSu3YM//fsGWlVMc7k9qMHT8XNSrWQWDej3pdB/WDT/+7Bv87/AJLJ81xuE+12zahX0Jx7Fyzli7bce+twQvdu+AapUr2K3rixUKJer+Hl9ua7EkYi7FydHPksudnmLMjXkWzbT2UFXLBufUOMqtBGG5TPcR/g48q1yn3JNDCKgxbp6F6BxaQs1Wlrw3vAkAHaTTgTq9t3WBgTDk3smi4o787ezaXfRq8/vZ+btBa94IWiDqy9Zuw9JPt+Gd0f3Qoul9yMrOwaFfTmHWRxuwd9MchzfL6b/O49mX3sbxb5cjOFgn2l+7kYy0W+mocrfz1nBfJuq1W/TFqjlvOGW5d3gBvNBAEHUtxpcT1kTEhfhbMFnNTSdT5NJP6WIMFGNuRcyt14dP1r2wYykPcESwsKKQPgAX1xC4EXUBq0KXuNYJt/YrBMgiX1SKLr+aLE/GJQTUQNTNJ2Ae307vdfPDdqXi27VGphzdIBya5ihid+przRtBLUT9v8z/cDzlmFiI+2Lvw13hFZ1fRLOWKWnpaPrkULw1sjde6NTSos+sbL1wVSeL+8oNO7D+yz1Iu5WJVs0bYtywHoiNicSZcxcxYfpyvDG8Oz75fLcg5NSOyHrNapUQFBiI8a/0BFnZyXWdrkPl6Ik/MWfp5/j9zAVUKFsCvZ5tgy7tHwFZnhMO/yYs+1UqlcPQfp3RtkUj0aYook7X/OCjz/DN9z+Lg4b7alfBhBE9UaFcKfQcOkVY9ytVKC36Ic+B6KgIcU2yqG/d9T/Uuvdu7N5/BPFx0XhrVB80a1RH1O02ZDKaPVBHeAP8+fd/eLJNU7w1sg8iwkNhblFPTrmFl8fNEXhQqV39bowb3gPVq9wlvAtWrN+BCmVLipCCzu2bo2unljjy6x+YuWgDyP3+8UfuR7fOrVG3hnvDtBTZNDY6CbiWlJlnj5C66+Ke7pfUSHW6QFAeVxKAo6I3GIUAnBxibj1eFpXx9AqarscfSsrhvjdiO34JT1CuQ+7JpxGQcmtTGj7Kr82FESgKAW+4vjuyIlIaOHrf03ufijiIv30g70wauOhwkxWLQ95sr4SWxNAc2Yty6mpJ8Z3wUANRT9QnYtX55ciDyWM2AAHoW6k/SoSUlLNkRdY59ttf6DnsPezf/CFKxMfarLtp2z68v3ADxgzpirKl4vHh8i9QrkxxzJs8AidO/42uL7+L0iWL4Zn2jyAsLFSQ3TdnrBDu5DpdEO6tche2fvO/fDfxCxevol2PsYKYd2nfHP/8ewXHT54RFv21m79F1coVUDwuBvsOHsecpZuQ8NVCcShQFFFfvm47Vm/8BgumvoqgoEB8/+MxPNiwFu6rVQUN2ryEL5a/ixpVTYcb46ctQ3yxGIwe/IIg6jMXb8Dg3k8Jt/oNW/fij7MX8j0JyBJep3plDOjeAdcTkzF32ecYP6IHOrdrbkHU6cBjy84f0LBONYSEBGPl+h2CgH++7B38de4/PN3vTbw+tBtqVauEMqXihYh3ux6v47XBz6N5k3rY9f1hbN55AHs2zlZUG8DlDSKzg4CLNzIs/bllNvSFalLKF5PFPFBYYXOMd9zilFCP5ZeS53cChxwoh/mW6E9xJuS0ch1yTz6NAKXcoj2RGpTs9DzqZDdUNObe6YG4oSGFKZCugCv4uGFYXuvyhZQBQg/BV4oU3y59E9D3QI7hju6MHOKuNaunI2tLByOlYsNwNZkP+RzBTaqrte9JNRD1n5IO4sCN/RbL9UiJR9Gk2EPOLKFFm137fsaoSYtwYu8qBAbaFo8jqzKR3LdH9RFtv/vhF7wycb4g0ES6iaj/vOMjREaEib/bcn03tz5TvPpnX+3FgS3zCpBSst4TUSZLO1nn56/cjM+WvC3IclFEnfr8+tsEzJsyAvfeUyG/X70+xy5RN49Rv3EzBY92eQU7185AxfKlQUT90wUT0KBONTG39z78BGnpmZg+fqAFUae/ZWbp8X+nz+KfC5dx4vdzgrif3PexaGft+k5W/W3fHcQHbw8RfzcYjAJH8wMFlxfXgx34FVEnV3RK5SLSugQF5IvMUJwaieEpQcyt14aFzTy4W29fikMOlMOcLKf/Bp9TrkPuyacRcDU2nYjs/VlNkRCx16dxKGrw/nwQ4ciiuSs9myNjcLWuJBQrfTtIB/m2NGmka3EMduGocw5153ckHSKRRf1KknYOOdRA1E+nncK2K19ZLNwTpdujbkw95xfzdkvJov7953NRqkSczf6aPz1ciMqRFZnK5auJaP3Ca9i8YjKICBPB/O37Vfnk2B5RJ/d2KjMmDLK4XnpGFgaPnS1IesuHG6BsqeKg+Pn1iyaiXq0qRRL1y9duYsK0Zfjp2Ol8IbzBvTsJz2R7FnVrMblG7QZjytj+aNuicQGiThb3VRt2Ytf6mRZEnVze+42cLlzqG9WvgWx9Dr7enVAoUX9j6lLs+eGocI03Ly/36ZTvdu/y4nqwA58m6iK+nFTZg03EnFz476jTGz2Sw5xO1+lEnuOlPbdrtZbCxJ3Isuu7O9HVXt8t0zuIvPBKqthrD0XfmDEdWFD2AuuSEpgkDv/o/+R5QIc3MblxqKavhdjcYqqdnK349qwcUxo4Co+TDvq15p7syIKx0J4jaFnWpUOj6AgdElP1znfiYy3VQNSzcrPw6YXVSMpJEujFBRdDr4p9EBZosmC7UigdW9OnhmL8iJ7o0aW1RVcZmdkiFrtz/zfRrHFd4SpO5eCRk3hx9EwQub96/WYBok5E+5kX38LR3csQGhIs2phb1Gd99BkOHPwVX62eanE9Iq4jJs5DwtcLRRo2KmSJlkPUpY7oEOHn479jytxPMG54dzzZphnqtx6ADYvfQt2aJs8qa9d3c6J+5fpNtHpuVL7wm7VFfeL7K/HvpWv4eO4bFnOasXC98CRY8cHrwvX+11Nn0X3IZAuivmL268Idn8oHH23EP/9exvz3XnFl+VTT1meIuniJ6u4Qc3Jdo5enyGNOiuyGXI8Qc+uV43hp7+xlesBfSsz0zsX96Ko7o75gUuVH6+nNqUjCYrynvLkKnru2rfj0H8P3FOlNQeSe2oXlhXtuoE5eSYpvJ4MApYEjt3iKbycympiabVds1snL+nQz/h5yfvm0iJ0aiLq0YhJRLxas7GHiwlVbsGj1VkwZOwCtm98vxOAOH/8jX/Wd3MopfnruO8NQumQ8psxdA7Jgb1o6Cb/9fq4AUScX8AeeGCjSllHcd15eHj7fti8/Rp0U5Qe89r4QliMifflaohCQo9Rl9Huy1JcpGY/tew4JV3M5RJ1i20m8jizvZJmnw4UxL3dFu5ZN0Gv4VNxf717079Yex078hTdnLEenJx7Oj1EnF3QaK3kHLF69Fbv3HxYWc0pRR0R90ui+6NDqQfzw0wkRe09x5SQGZ374QBh+n3Aci6ePFG7sCz/+0sL1vf/IGWjUoAZe7N4RGRlZOHv+ohgXudC3a9UEdGDy7YEjeKBedUXzxDt/tzvWUrVEXSLm9IIUBP02MSeXtGxDrjjlVkPheGnvrILWYrmURjkrIBOfxawQ1k8ujIASCJAQHbm9/xKW4Neu70pg5Q99kDWdiLdU5OpdUHhF19QXVW1dt7U+Unx7bGQwKFMOuclL1nZ3pIHzxT3CGVmcXzUtYqcmou78yhXdMsdgxKef7xZkPSPTFNZgnkedfjd+2nJBJKmQevr8KSNEqjWKxe46+B0L13eqQ+R+8Zqtoj6Jyp3556IQeJNyjn+88RuheC4VEnMb2rczRk1amH+dls0aYO+Px/Kt4cMnfCis4gN7FsyjTqr0ZKWWxt7m0Qfwzph+Io/73v8dxduzVgkleRo7WfkfblxPEG4ax8JVX1rMe+HUV/PTqBFRJ3E8Kb98986tMHZYd9EvqdxLc6KDCxofWdWpNG9SVxB7KUadvAUmfWAaw8u9O2FY/87YvOMAps1fl39tGttHM0aJ2HhfK6oh6kTMQ4ODhOiblFaFXNkppYr0QlQjuByT5Z1VIW2A1HQ9WzWchJ9j050EjpvZRcDVOHe7F+AKXkeA3NkHJo/Ot4zviPwcJ8NM6Y0cKbRXiOzTAY+vWNkp/RjFETsT3+4INr5Yl+P3nV81LWKnBaJuviMSk1JFOjZSgLcWlyNl86wsvVB4l1PIsq7Pycl3Y7duQ9eh68XFRAqldKmQoBu5jxeLjZZzmfw6BqMRiTdTUTw+RhBp8yL9rbCxk5t/YlIKypYubtFWcn2/p2I5hIYGi3R1RZVLV24gLjZahAzYmm9SShqKF4vJj+cnbwPCgPLNS+7+Dk1aJZW9RtTpdJos5WEhJgE483ynaibmttaN3bA9v5tZxM95zCl+mNyTuTACjAAj4AwC5D3RLLOVaHpB9zc+i13hTDf5bYj4P53WQ/UK8oXpo5gbGigNHP0sxbeTu7wcNXmXAFRJY86h7vxCaBE7rRF153eHf7a0jlH3z1m6PiuPEXV6wQnxt9vK7AEBASKXKcWZF6Ww6voU3d8Di8u4H2PrK2jRTUwplNmarhSS3A8joD0Eamc1QPv0Z/MnruTzhMg6ic6ptcjNOELfOyIFnFV8u+Qh6K/EnUPSnNu5dLAjeWo414NvtmKi7pvrptSot+76UaiwF5ZjXqnr+Ho/biPq5BKu0wWCTpdJwp+K3mAUxNxA6dKM/pO+na27nr8NosN14qJpmQbPX9yHr0hKzEuLzfLhGfDQGQFGwFsIxCMeAxJfE6rupHORHZAFyhyRHahMSimyrPdJGaba+HXSpCEvwORbOQ4tAX0PUXYayYPQH+PbtUo2HdoIhVTWagglE3Uldg/34e8IKEbUpRcRnSITMafYAHoZmSzm7slhrpbFYeuu51eC08A4h/lfIafwZfRa5xpzK0aAEdA0AuEIR7AxVKRdc1eh7AFE/K8FXc4XuyQCX8pYFpS73Zvx7PTeoe+b1AzHiLo5VuZp4IJ1ASL0j8To6FuJLO5SGjh34euufrVKNpXAU6vfM0zUldg93Ie/I+A0USeXLnrBCPcuXaB4uRAxz9KbUqb56svGmQXXYloNZ3BSso1cF0Qlr+kPfTFR94dV5DkwAtpFwJuq8e7w5LKOb6eVzTaY8rf7Uny7s94G2t3Jd2auVWMPE3Xe/YyAfQRkE3WJmNPDmE5OiYgLa7k4CdaOWIotSJk02t9oStfg03vnECUr1eq4Bc415laMACPACKgAAW+R9bioYEGgM7KNbkNBSgNH1nZKTyt9a6k9vp0NFs5vCS0qvhNaTNSd3zPcUjsIFErUhfCbjsRQgvJzmJOlnJRM6f/+KobizNJzbJYzqLnWhjF3Dj9WfHcON27FCDAC6kKAyPqg5DEeHRQRdfIaJNLsqUIei1KGHF1gIAy5dzwX1ZS/XatWYSX2gRYV35moK7FzuA8tICCIuoiZolRpwUHi/+TOLqmxZ5PwGxNzu3uB1U7tQqR4BcbcMUh/DN+DhIi9jjXi2owAI8AIqBSBdreeEXnYPVVIODY1Xe81MVzz+Hb6TjNPa+vt+HatWoVd3XtaNjqwRd3V3cPttYBAgD7HmEcPe1Jhl1yryLWLi2MIsPK7Y3gpUZvT4slH8ZewBOyN3C6/AddkBBgBRkDlCJC4XNfUFz02SrVZPonkUWYdkwdkkMCB4top9a2n49v5fezcNtRyGJ+WiLpen4Pk1HTEF4uGLsh0rzpSMjKzERKic6qtI9fhuupDIOB6SlYeE3PXF4ZPk13H0NEe+HBEHmKURmlp3CzFUijJuyrXYgQYAUbAvQiQGvyIpImyLxKQCeiSAkT93HDAWMyxNLFq9+KS4tslkV8S+M0x3DHCuDNkUe3YyN4kHq6oVcV3glkLRP3XU2exeuMu7Nr3c/7Oalj3Xrz/5iCULV0cK9bvQIWyJdC2ReNCd15mlh4PPDEQ8997BS2bNShyh+4/+CtOnP4bw/p39vBO5su5CwHZYnLuGoC/9OsONVh/wcZd8/CEsI+7xu7Jfo+E/YjvI3d48pJ8LUaAEWAEPILA8JtvIiwvXFwrJTAJlNniTMhp8W8q9DeR1m3zfai5r5rFmHLD8pD+sAG3mhlwu4tCx+yLLsoU3y5I++0sPVJmHj1pDRkdO6QoajF9ERuPbE4ZF9Hyt6O/E3Ui2I90HoGWDzfA0L5PIz4uBmfPXxLE/cXu7VHr3rsxYuI81KhaCUP6dCp0t+Tm5uH3M+dRoVwpxERFFLmr1m7+Dt98/zM+mT9exu7jKr6AABN1hVaJ1PDpZPRmml6hHrkbewho+QVnDxvzv++M+gIkIseFEWAEGAF/QsDcoi4nvKfKH1UwYGF/hGeaiL1UDMXykDgwu0gLO1mrS8SE4mpylk9CaCu+3SQObLK4u5JSl7Ahr8LrKdk+iY03B61lg4NaiPqVjDycTDIJRNYsFoRyESavG1fLuQuX0bH3OKxbNBH31apSoDuysr85YyXCQoNRrnQJVLunAqaMHYBuQyZjYM+O+OGnEzj913nxu7dnrsKEV3qiZrVK+OTz3Vj12U5cvZ6E+LhodHu6FV7u0wkXLl5Dz2FTcDM5DXWqVxbXWz1vHKbPX4cmDWuiXcsm4nffJxwTZH7GhEHiZ7reIw/Ww+59h/Hf5Rvo3O5hPPl4U3ywZCNO/vEPnmzTFCP6d0FcbJSrkHB7JxBgou4EaLaaaDnOSCEIHe6G08HIg2x17AJc012WV5lrMQKMACPgIwiQ8nvLjA6gtJNyhTLjbxTD6HdHO0zW6R0fExmCxFT/IKPm8e0kJExu8RTX7kzKXTZUOH/DqE33wPmZON5SDUQ9SZ+HTWdzIPmXEEV/9p5gxIe6Ttbz8vLwRPfXERoSjH5d26FujXtwd8Uy+XHmRLRfe2cRKpYvhc7tmiMqMlwQ8dot+gowe3R5HOXKFBdu8a2fH4U188bj/nr3Yvf+I9DpgnBXuZL49+I1DH9zHhZNG4lG9WtgztKN+OnoaUwc2Vv0QW72fV+dLkh6986txO+27PwBazbtwpaVU8TPdL1776mAwb3Jqp+HUZMWISI8DKMHP4+K5UtjwozlGNavM7q0f8TxReYWLiPARN1lCE0dsOuXQkA60A1/HMgDi4m6PJy4FiPACGgDgUYJjdB9VbcCk82+J1dY1m0Vet+EhQQi+VaOX4IkxbfTHIODAkFu8qRfJDIAGYoWGOZDc+e3hJZj+9VA1I8lGvHzNct0i41LBaFBcccF32ztgvP/XcWST77C1l0/ij8TAab48R5dWgvCbsv1nYjzRzNeQ/MmdfO7pN9JRJ1+efafizj153lcv5mMVRt24sUeHdHnubaw5frea/hUu0T90wUT0KCOKTTohUHvoEPrB9H7ubbi55mLNiAxORXTxw90fqNzS6cRYKLuNHQFG2r5gasgjLK7ori76PBgv7FwyJ64gxW3RH8qYja5MAKMACPACJgQmPjGm4hPjLeA4+JdF/HTgOPIiM8U4pvkWl/KWBZV9TURHxIlYr39lahb7wtH4ts5h7pzd5Wvh1M4N+s7rdRA1M+k5mLPRYPFVFqU1aF6XKCr07NoT6rvf1+4jO8O/ILFa7Zi6czRaNaoTqFE3Zw4U0fmRH36gnXC/Z2E5SrdVQY79hxCr2faCKu9EkS9/8gZeLRpfUH8qSz6+Ev8+fd/mPvuMEUx4c7kIcBEXR5OsmqxCrksmBSrRF4MpWLDfDZmUDEg7HTE+dM9hTRfhxFgBHwFAXOr+s3iN7G+33qcqX7W5vCJsLfObYMm+mZIy7T8qPeV+boyTnrXhgYHgcg7pYOjnym+nSzu5C4fGxmMLH2uiHXnIh8BrXsFqoGoZ+cCW87lIEVvcn6PCQa63BOCUAV4ela2HsE6HYKCLDtr/vRwdO/SGi/37mQi6lUqYkjfp/M3DpHywoj63XeVEQJ1K+eMRZMGNUWbwWM/QJMGtQRRX7dljyDu1F4qRLwfefA+9H3hCfErW67v5td7cfRMNG9Sj4m6/FvZrTWZqCsIL58qKwimzK7oQX8pMVNmbW1WI/XjpcVmaXPyPGtGgBFgBGwgUPWPKhg6ayjIir5yyErcLGFSiS+q1NU3xBNpz9ir5vd/J0uwpCZP8e2BgQHIyDYgI4vU5HNFvDsX+whoPWRADURdWiWJqMeGuB6bLvX507HTwm18eP8uqFvzHhgMRnx74DCmzluLVXPeQOMGNbD0069x5Nc/ROq19IwsIQ5XFFEnwbmHOg4RAnNtHm0k2o5+d7FQjSeifvTEnxj0+mzsXDtDHBDExURh8Zqv8POx0/hw8nBcvHwd0+avw630DIsYdSbq9u9Xb9Vgoq4g8lp/6CoIpeyutCzEIhskAGxVdwQtrssIMAJaQGD0u6/JJukSHk0zWqJZpkmUiYsJAQr7I08DZ+LbtYyhlhXfad3VRNTdsQ//E6R4LfYlHM/vnmLUxw3vni/MRsrwoyYtFK7lFCNOhLkwok4p10gcjnKvz16yUfRZpVI5ZOtzhPI7WcwNRiOGjZ8rFOOpHPlmKa5cS8y/Bl3//nrVcONmKj5f9o6oY329Ahb11Vtx5tx/mD1pqDtg4j7tIMBEXcEtwjHTCoIpsysON5AJFIC9EdvxS3iC/AZckxFgBBgBRqAAAgOTRiM2txgjY0NI1zwNXLAuQAjTmZTkTa7xrqSB8zfAS8aGIvmWXtGc9r6Ekb8TdWktiDwnJachMDAQxYvF2FyixKRUxERHIlgnT8SOrO+ptzJQtpSlzobUeUpaOkKCgxEeFpJ/vSvXb6JEfGy+6rwv7RUtj5WJuoKrzynaFARTZleUuzUj28ixcTLxIss65RsmoSQujAAjwAgwAo4jUCe7IdrdKugC/1fIKfyrO4eUIJMbfVheOEoayoDq07/9sdgTRLMX365lN3mtCxBrhaj7433Pc/IcAkzUFcaaY6YVBtROd6wL4DjeWQGZwrp+MuyY4425BSPACDACGkeglKEs+qTcUUCmPO6UXSM1KNkmMiRGR+7y92c19TvkHBVEk9LAkbWd4tvJwi5Z27UU327vgMPvNoqNCTFR18Iq8xxdRYCJuqsIWrXXuiuTwnDa7Y50AQIDoEklXrvgFFFhQ8xy/Bt8zpUuuC0jwAgwAppFYEzie2LuZEXfGfmFLC+l2lkN0D79Wb/CLCI0CLqgQKRmOJdfnpTkg3WBIr5dFxgIQy65yOcix2A/f7svA+noAYcvz7WwsTNR98dV5TkpjQATdYURZVdshQG10x2/7BzH+4Lub3wWu8LxhtyCEWAEGAFGQCBAcerZAVmgQ09HQon8TYxOSa828/h2UpUnq7O/xrez+LD/i8nxo5IRUAIBJupKoGjWh5IvLYWH5pfdsYCf48vKonKOY8YtGAFGgBEwR4AI9zXdZZwJOe0wMP4kRudO5XIi7pS3nd7zobdFtihvu8Foyt/uy/Ht7sTN4Q3ppQZsUfcS8HxZn0KAibrCRBOHwAAAIABJREFUy0VuYPRSSb7lnBuYwsPx++7oxJ28GK6nZPv9XJWaIMVSOvNxqdT1uR9GgBFgBLSMQGFidL6IiSfD/aT4dpHDXRcocrbnGPKEmKyvxbcXjwlBWoZBeAxotTBR1+rK87wdQYCJuiNoyajLFl4ZIClchQX85ANKQnJL42Y55Kopv3euyQgwAowAI2APgbtyKqNr6ov2qvnE30vHheFaSpZXrNtE1gVpDw4UaeCIrFN8uz6HiHueqvHTuuI7LQ4TdVVvUR6cShBgoq7wQpCrFr24riRx+iuFoS20O37hyUea0rMlROyV34BrMgKMACPACCiKAKnAj0iaqGif3uhMTd87tuLbs4iw37a4qyl/u5pw88a+ka7JRN2b6PO1fQUBJupuWCkmjm4AtYguPel659mZKX+1JXEzC00hpPzVuEdGgBFgBBgBawT8hairOcWYeXw7pYGjeHaKazeJ03k3vj04KABxURyyx0S98GfjL//3J2KjI1G1cnmcu3AZ1xKT0aRBTRiNucjW5yAiPNRm40NHT6F0iWKoXLEsP3j9BAEm6m5YyOIxoUjLzIE+R7uxR26AtdAuGW95aKcEJmFpsVnyKnMtRoARYAR8AIE6x+qIUWZFZOaP9kz1s6oeuXUedlUPtojB+VLWFSm+ndLASW7y9I1GOdw9Hd/OWkamTaUFot7yuZG4ej1JzDc+LhqtH3kAY15+ARHhYUXe9kPHz0W9mlUwqNeTWLNpF/YlHMfKOWNx8MhJvDh6Jn7cugBxsVEF+ug1fCqeeKwxenRp7auPFR63FQJM1N2wJThFmxtALaJLVk+1jzfFpq+OXcDWdPtQcQ1GgBHwEQSIpA9Y1L/AaGe9NQsX77qk6lmQVZ1E5e7PaorY3GKqHmthg/NlwunN+HbODqQtot772bZo1bwhLly8honvr0DTB+pgytgBThH1W+mZOP/fVVSvehd0QUFM1H3yyenYoJmoO4aXrNrR4TpRLy3TIKs+V3INAcbbPn4cm24fI67BCDACvofA0JlDUPXPqhYD/7npz1jfb4PPTKZlegdB2H2t0Ls3Nw9Iz/Ltbx1ykw8NDhJK8pQOjn6m+HayuLsjDRwbc9RF1P+9cgtHT10Xg6pfowQqlYtW7FYki/qrLz2Lp9o0E32u3rQLqzd+g72b5mDse0uQcPg33ExOQ5VK5TC0X2e0bdFI1CvMon72/CWMn7oM6xZNRFBQoCD/U+auwY+Hf0OlCqVxPTFFXI8s6pu27cOF/67htcHPiz4vX7uJVyfOx4rZryMqMhzdhkzGIw/Ww+59h/Hf5Rvo3O5hPPl4U3ywZCNO/vEPnmzTFCP6d7FpuVcMIO7ILgJM1O1C5HgFX3IHc3x26mvhy6f6nkJzXrHJrPTuKbD5OowAI+AxBOJvFMPEcQWF2SZPm4ybJUwup75QfJGs+6s3G7nJS2ry5vHtSqWBI8HhG6nZUJPAnTfuETW4vt9IzsKyTSfzsxbQIc2Lz9RCyfhwRSCxJuqT56zBr6fO4vNl72Dt5m9RtXIFFI+Lwb6DxzFn6SYkfLUQsTGRhRJ1ItDPD5qEX/esEON7qs94xMfF4KUeHRESrMOEGcsxoFsHQdQXrd6K38+cx7zJI0TdCxevol2PsUj4eqGIf6/doi/uvacCBvfuBCAPoyYtEi75owc/j4rlS4u+hvXrjC7tH1EEC+7EOQSYqDuHW5GtWCjEDaAW0SWnxCsab45N9+x+5KsxAoyAZxHotqorGic0trjozeI3sXD0QofJOrnTZ0Zk4qwX4twHJo22cIOnZ/e/wefwV8gpZAeYMsmQm3xJQxnhNh+WpwyZcHa1tCLkSt90IcFBsBXf7mgedFZ8v7Pb1EDUE45fwb6fL1rcAi0al0fT+mWcvS0s2hFRf6BeddSsVgknfj+HXft+xvwpI9Dy4YZCGO6Psxfw+5kLuHYjGfNXbsZnS95GneqVZRH1X0+eRe8RU7FtzbR88TjzGHU5RP3TBRPQoE41MeYXBr2DDq0fRO/n2oqfZy7agMTkVEwfP1ARLLgT5xBgou4cbnZbcW5vuxApVoEPRoqGkj70NsQsVwxv7ogRYAQYATUhQFb1tl8/gfjEYjhR/zdBtP8fe+cB3lT5tvG7TTrpBsqQIUuGgLJE4I9AUZChDEURkC1LQEEQBQcICAgyZAkyZYOIqICAZUpBAQHZspfM7pm0ab/veWtq2qbNOZknyfNeF5dC3/l7T9vc51mpfqmyBXfrH1vjxZ9a407ZO5jxyZd2PyKJ7zZJr4h1z/j8CQpZSlDFGd0Hxbg3SW3pUJd5d7QMG5aB81J7iMR02ZnkqYa7zqSVnD+vKEuon70cg617ruX6HmvX7HE8VbWoVb7/SaiTxbtiuVIoXbIYWjWrjxpPPI7klDQMGjNTiPSI/9VBqfCi+GbNz1i34GPUrlFJklDfHnkEE2etwtEdX+fs1RKh3nfENDRr/DR6/SvUF6z4AX9fvY3Znw21CguexDwCLNTN42ZylLu8aTYJwg4dXPUNNVlT6EMaJYKjFqwLRbhOfskNFup2eAh5CSbABJyGgF+KH+gPNb9UX5S+9Rhe/LE1wqLDcs4w4puRDjnP6OjJQqBH+e+RtH691MaISGknqa+1O1Ep2nux2ZZ+d236MnBqlbT4dg7VU5ZQT9PosOKH84iJ14iNhQb5oE+n6vD1yZ+ozZxnPK/ru36OyIN/YvjHX+W4odO/kyu6HKFOIp+s4CTU9VnkDYX6olU/4eTZy1g4dYRY1pjru6FFnbLJN21Ym4W6ORdtwzEs1G0El0uG2QhsAdO6kgcDCXT6kEYWlbyNrCiUdIj+SHV7JKE/N2ySfS+EV2MCTIAJKJQAWeDfnvF2LmGed6uOyhzfOCVCskjX75nGkHXdnk3JNdTtySHvWvoycGRtp/h2ikPXW9upDFygn5f4N2dPwGcNxkpwfdefIzbhP6FujbPp5yhIqB85fg793vsC3y+diJLFw7At8ggmz1klS6jTGo3avy3i0bt1eh6nz1/FB58vzkkm98eJC8Iyv3nJZyLx3JK127Dxx725YtRZqFvztm0zFwt123AFl9+wEdgCpiUPhphErUm3M/vuSv5qJM73+G8zmfiN6vB2TOxusqyP3iq/JWC1yTnl75ZHMAEmwASck4Apse6ozPH0MlbjKc9KHaQLQdeE/iZ/H1jzpjhprjSalEneS+0p4tvVnp7ZGeW1OqRodMJl3p2bkoS6re6hIKGemUnJ2+Zj94FjYumIJnWw59AJrF/4CWpVr4hh4+aI/w7o8RJWfbcLew+dEHXUz/19HV0GZCeTo/Jsa7dECoFPjRLDxScmo3+39ujWqSXSM3R495O5ogY7Ncoov3PfUelCfeVWXL52GzPHv20rPDyvBAIs1CVAMqdLEV816M1qQkq6OcN5jEwCruDBcFN9FRuCszN5Smkk1l9P6JfPsq63yF/yOif7A5+UdbkPE2ACTMAVCDSIaoBuy98o8CjmZI43R2hbgyXFtlOMu70au3DLJ00iPTzYF5oMnYhtp8+IcuLb5a+o7BHuINRN3cCjmHhh7Q4NNr8kXEpqGhKTUlGieKjR5aJjE4RrvJ+vt6nt8NcVSICFuo0uhTOR2whsAdNSmZg0bXYyF2ds5J6+OGSGbGGd1+WRsgPvKLJZ9jzOyIz3zASYABOwlABlea98sTIq/11JJJ8LexQm4tf9Uv0gJ3N8dkK71qh7vgFGf/GepduSPb6ytjo6JfaQPc7cAVRDnVpiqnPXUDf3/OaOMwzT08e30+dFH3V2TDTVbc/Q2aZ+u7l7ttU4Fuq2IsvzuhIBFuo2uk3O7GkjsAVMSx8aMrPgtHFf5PK+I2CzbGjk8jgwbrQYJ9ciL3sxHsAEmAATcAMCJNRL3yqdk2BubZ91hZZrq3yxEt5Y/kZOzDv1P9r4qF1JlU2vINzf7dVctYa6LfmZiuvXx7eLGu5qT1BMe3pGljBA0P9nZdlyd/afm4W6/Znzis5HgIW6De/MlRKc2RCTVaZ29lCDLYGrcdn7vFks6MMZCfaVwfPYkm4WQR7EBJgAEzBOgCzuj916TFjXz9Q5Izo9dqu0+G9odBieiWogLPKGjfpOnCo/gSeFMz1Q3zXrKmhsr3j7lVGicLOEZC3SdS6mHs2iL22Q3HABEutCtHt5Cld5EuvkOahNJ+Hu/NxZqEt7briXexNgoW7D++cSbTaEm2dqZ09ssyhkeoH1ck1RJEvKA9VdFummQPHXmQATYAJWIEBCveP6jkLAn65zGnfK/iOEPLnLkzW+1omauFz1Cna+vFPyahTG5JPli71FtkseY9jRsAa7WRPIHOSONdRlIsrX3ZJwAcP67X7equykdCTY/7W4UyZ5Z2ss1J3txni/jiDAQt2G1MMCvUVmT2eNm7YhGqtP7ew5Ab4KnchC2+pPBU/IBJgAE7AdARLlFNdurFHMOgl3EvGmmj7XyC2va1gftMRUd6Nfb5HcFvXTmpg11pxB7DEon5o1wwUM49upDBy5xVN8e3ZyOp1TuMmzUJf/DPEI9yPAQt2Gd27J21MbbsslpzYV+6X0Q5Pburkuj0o/G++PCTABJuCuBMi6nuKfajTGnbyhqP45/VffzPGuokzzA+JG5asAYivmzv771lZcTM1rSy9LfXw7lYHTu8lr00m0Zyo2vp2Fuqknhr/OBAAW6jZ8CpzdHduGaGwytTO/4bckRt0mMHlSJsAEmAATsAqBvvP7iDj2Ay8cwOUnLiOmaCyKBAeD4srDdaVE/XPKM0L/pcodPwSukbVuRHI71EtrLGuMJZ3Jgy3AV42YRK0l07jd2JKhvrgfl2YXa7czxLezUHe7bwE+sBkEWKibAU3qEGd3x5Z6TqX0o5i5B/H2+SVo7TNTxnfK/M6NCTABJsAEXIsAuchTXDvFrRfWSLg3To2AxiNNchWQvCU67UFOblI0e+xJ6Ws40guB3OR9vFQik7xhfDtZ3Mld3lHZ5FmoK/2p5f0pgQALdRveAv1wJPF4LzbNhqvw1HoClIU2MTUd9MtHSS3eM1ZYSejDF/0JygwRlpRyGRWFOD/kF2l2IjklnZP3wgSYABNgApYTqJfaGFQXPcp/DyhuvbBGbvNtkl4R1vi8jZKMUkgV/Q6iRHW+WX5iXvqvJY3D+uTTU5KHJb000GeTN4xvt3cZOBbq8p8jOSPSM3TQ6XTw9fGWMyxX3/jEZEQdPYMXWzwDDxI13OxOgIW6jZHb09XJxkdR/PRKS95HH47og1ZBlnKKK9R48kscxT9YvEEmwASYgJ0JkKWc3Nkpf0mCKq7Q1el3SURKO1Dmd2r0u4eS0hU0jvrR/MbEvZRjWjMpmpT1XKGPkkvIeqk84O2lgrH4dkpOZ6vGQt08srfvPsTMRRvxxceDoFapCpxk3rItiPztOLYsk18qUj/p2YvX8drA8TgVubTQtcw7ieWjlq7bjjKliqF182csn0yhM7BQt/HFKNXKa+NjO2T6IH8vUImS5LQMh6xvuChZMiju3NQHLIdvlDfABJgAE2ACiiQg92Xu6/H9xO8cCqUy1SgmvmtCf7PEOn+uMUU3/9ed5eWGYRk4L7VHrvrtZHG3Zhk4FurynyMacf7SDbz61qc4uXsJvLzUBU7y4FEcEpOSUenxx8xbCIDShfrwj79CtcrlMaRXB7PPqPSBLNRtfEPO8sPZxhjsMr1S3PHImkFWELaW2+XaeREmwASYABMAIFfYmyvWuYa6/MfNlhnf5e9G+gh9GTi1yvrx7UoR6o8ePcKVK9n5IypWrIjixYtLB1RIzxUbfsH1W/cwflTvnF6LVv2E5JRUjBz4Gv659whT5q7BkT/P46knK6FL++Zo3byB6Dt13lqo1Spcuf4Pjp26iBaNn8awfp1RtnS4EOkk1qtXKQ+VpyfGvtMDN2/fx8mzl8U8P+8+jCoVyqBG1cdx/K+/8cmInmLOu/ejMX3hBhw9eV4I/Oeb1sPY4T0wfsYKNKxbHW0iGop+e6NO4Je9f2DauIH5hPqYyYuEK3xMXCIqlS+Nt/t0yrXnco+VQHxiEqKOnsUbHVuibcvsOfXt1j8PxNn+OHEBvj5eaFTvSUwa0w9jpy7BM09Xw2svtxBds7KyMHTcHHRo/T+0alYfa7dEYvXmXXgYHY/yZUpgaJ9O0Gi1+GjaMjFP6RLFUKViGTFXYVzfGDIRzz1bG7v2HcXtu4/Qqc3/8NILjfHloo3irC+1aozhfTsjJDgAaRotvvx6g2CRpkkXbMcN74EK5UpZ5fmQOgkLdamkzOynZHcnM4+k2GEUA0auW3FJ6Q7dIyeGcyh+XpwJMAEmwAQkEiA3eIpxl9OcucKKnHNas6+rhEHqy8CRtZ3i28nCTiXgzIlvV4JQT0hIwK5du4QwpEZx2C+88AKCg4Mtvv5T566g25CJiNw0EyWLh0GjTcf/OgzDlLFvoVmjp9Gh91g8/WRlvPlqK1y7eQ+jJy7ErvUz8FjJYhj8wSwh0N996xVUrlAGM7/eKMQ0CfwtOw7io2lLsWTGaCHmn6hUFlu2H8T0hetRu0YlIcBLhRfFo5g47Is6iWWzxiA9PQMd+oxDeLFQ9HujLTIzs/DNmp+xet44vDnscyHSu3VqKc5M83+7aadwmc9rUV/z/W6xn6IhQdh3+CRmLd6EqB/nIzioiNjzgSOnhBs6idpa1Sqibq0quTgOGD0DKpUK7771KhISk/Hdtv34ZEQvbPp5n1hz9/ovoVJ5ihcMPYd/jt+2zhUvO3oMnYyZ44egYvnSOHHmMjIydGj5v7p4b8IClHssHJ3aNEVAET+xt8K4Ptm8N56oWAaDepIFPgsjxy+Av58vRg16DfSSYdy0JeIlQOe2z2HJ2m1YufEXzPv8XbGnvYdO4Nm6NdDg6WoWPxtyJmChLoeWGX2VlEDEjO071RAlZNlP80jF3DDz44GcCjhvlgkwASbABJyewIDYUZJd4B2ZvdxZQbsyM8ok76X2FEYStacnMjIzRUJfEu+m4tuVINQvXLiA06dP53q0atWqhWrVrCPG2vYYI0Rf/27tsPvAMYydsgRRP87D8dN/o9/IL7Byzoco4u8r1ifLdocX/ycEM4leErlvdW8vvrZ52wFhUSbxbMz1naz3O/cfxZp5H8HTMzvpGwlfvVA/fOws+o+aju2rpwmLtGGTI9R1ukxcvHITFy7fBLnWz132PTYs+hQ1q1YQe65aqawQ4QU1EtzFwoKFJT+8WEhOt9j4RPES4+tp76Fpw1ogy72XWi0s5Pq909ca1a+RK1Y+r+v7kT/PFcqVhDq9nKhTM/sFwusDJ6Dd88+iZ5fW4u/TF6xHdFwCpo4dAIrx/2l3FL6aNFyIe0cl02OhbuOf/JSkIyTAGw/jNTZeiadXAmtKHCclPpBviwkwASbABJiAEgi0SG6L+mlNJG2Ffs8GFfFGdAJ/ppEEDBBl0QL8XL/uvGF8O2WVpxcUJNb1Fve88e1KEOo3b97E77//nusqGzRogMcff1zq9Rbab833vwrB/MvaL4QrNwnZ4f1ewffbD+DjL5blCEb9JC2a1BEW77xCfee+PzBz0SbsXDe9QKH+29HTwsqub4ZCnYQ+uZwf3fF1vv1KFeoaTToGjZkpRHrE/+oIqz1Z5dct+FhY8vPu2RgYcnn/4PNFuP8wFmVKFUf/7u2Eyz+1sVO+QVJKqrCwN+v8Ts4LAPIGmDJvLTZs3SP6kcV+5MAuYnxeoW6Ka16h3nfENDRr/DR6/SvUF6z4AX9fvY3Znw3F3QcxGDflG/x+4rywur/RMUJY4v39fKzybEidhIW6VFIW9GM3MQvgyRxK7mWOKod33DcKe4psk7lj7s4EmAATYAJMwHEEqBwcZY2X0riGuhRKufu4awikPr6dvB191NnZyalue4Yuu357qTDLygTKv4n8I7RaLSIjI5GUlCS+GBAQgJYtW8Lb2/ySZoarxMUnoUmHoZj+8WDh2r5jzTThYr3/8CmM+mwhDv8832g29cKEOgnlV/p/gj93fQMfby+xHFnUCxPqZFl/e+xs7P9+jrBoGzYSq889+xR6v/6i+OeCXN/3R50Swjjqp/kIDiwi+pLwlSPUaQxZ5a/dvIvdB48Jq/XP304Rcd8nzlwSLu5dO0TgzIVrQqgbtviEZPx1/orIeF+1cjlh9RZCvVI5DOndUXQ1xTWvUCcvg6YNaxsV6vq1Kbb/j5MXMGn2Knw4rJvwkLBnY6FuB9rOmkTEDmisvoSj4sBYpFv9KnlCJsAEmAATsAMBOXHqSknaagcsVltCSRVprHYoMybSx7eLGu5qzxwXbTOmsvoQQ6Fu7cnJjZsSvDWq/2SOxZvqkz//2nsitpri0KkdPXkR6RkZIsa8MKGemqZF/RcHiNjz2tUrifj6jT/uLVSok2t5q66j0f6FRhjcs4OIbSeLO7mpL1i5FX+cOI85E4fhzt2HmDJ3LZKSU/LFqB87eRH93vsC3y+dKGLut0UeweQ5q2QJ9S+/3ohX2zcTceX0woES4333zQSRGI9ap74fCYs2JbKjvVI7+PtfSEhKQUSTusJLg+LzAwL8RZK8xat/ErH8cye/g+SUNBFLXhhXOUKd4vFpX+QtQHPT3kYP7pqTdM/az0lB87FQtwNpLmViB8j/LuGIlyI31VexIXip/Q7JKzEBJsAEmAATsBIBOa7vXMlGPvSwQG+kaHQi4Rq3/wgowfXdHvdB7t59RkwVydAM632TBXnc1CW4cfu+2Aa5V5OVuGXTukKo16v9hIhtp7Zz31FhSSbXd2pkiV747Vbx/+TufvHqLZGNffH0UTlHWvXdLpEAjQQ9NYr1pmRp5HZOrW6tJ7Bq7lhh3R45fr4QyLSHerWr4FFMghDQ5/6+ji4Dsuuoe3p4in4Ua08tokkd7Dl0AusXfoJa1Svm27MxtsPGzRFjqJUoHopunZ7POSP9G9VF//rbH0USOb23wJHj5zDso6+QkpomxjVpUBPj3+uN0iWL5do7xZ1T/HlhXE0K9ZVbcfnabcwc/zaWrd8OerGgvxvKPj9hdB+715NnoW6H71J+m2oHyP8u4YiXIpzl3X73yysxASbABJiAdQlQ/fVyGRUlTUqiMyktQyQM4yaNAJezM87JXYS6qaeErOsUh100NEhWwjKyrGvT03Pc0E2to/96dGwCfH28c5LY6f/93sMY4RavVmWHKRTUHsXEC8t1aHCg1CVz9aOyZwmJKbmSyek7ULz8M3WqYVjfzrnGkNcA7ZteJBiLEaevBQUWgde/IRY02Fyuhgtn6HSIjklA0bAgk1zMgiFhEAt1CZAs7eKu8UmWcjNnvL3f9nOWd3NuiccwASbABJiAEghQLfWBcf8loDK1Jxadpgjl/jrFaRMzR+XOkbdb+/ZmoW5f3kpf7czFayIL+68bvkSpEkWVvl277Y+Fuh1QK6FsmB2OqYgl7B0/90B1FytD5ini7LwJJsAEmAATYAJyCFANdYpRl9o4Oa5UUtn9lFCNRt6O7debhbr9WDvDSlR27p970cL1n9t/BFio2+Fp4DeqdoD87xKUkVat8kRCSrpdFuVybHbBzIswASbABJiAlQk0TolAk9SWkmd15XrgkiHI7MhZ8gsGxkJd5sPE3d2SAAt1O127o7KR2+l4ilmGvBcCfO1Tr5QyvR/zPYQEVZxizs8bYQJMgAkwAesSaP1ja1T+u5KYNKZoDFL908R/Dzx/wLoL2XE2YyI93jMWD9R3QZ5i1HyyfBGeUQrhulLwzfJj67AZ98M5iliom/HY8BAmkEOAhbqdHgZKcpaQrEW6LstOK7rnMuRmFlTEG9EJGpsC4HJsNsXLkzMBJsAEFEWg0sVKSPNPxZ2y/yhqX+ZshsR3x8TuCM4MFcMp10qU3x4c94syOp1Ppq+wvDfNagp6GR6XZB+PNXPOprQxnPGdhbrSnknej3MRYKFup/viH9b2AW3LMANy+6MPKf/4XMcSr6/tcyBehQkwASbABJiAlQmQ+O6a0F9YzdcHLZHkGVZXVx8dNV2QmJph5d247nScfI+Fuus+3XwyexBgoW4PygDsneTMTsdS5DLWTHZDFnpvLxUozszDwwPaDB2+UX+N66qrijw7b4oJMAEmwASYgBQCJNbJqk7u7lJbA00TNE9qK7W7W/ezpeHAFcByjLor3CKfwdYEWKjbmvC/8/t6Z4u9mEStnVZ032UsfYNNVnORAEatAtVu1KRnIi1dJ+rGcpZ3932u+ORMgAkwAVsRKPWwNO4Wdw63+gGxo3Lc5m3FwxXm5Yzvhd8iC3VXeMr5DLYmwELd1oT/nZ9LtNkJNADKB5CYmi6EtZRGb73pRYqPlyd8vVQij0CKJkOM12XmzinAWd6lEOU+TIAJMAEm4KoEqJwblXXjVjgBzvjOQl3K90hKqgbe3mqoVSop3V2yz/G//kZwYBFUrvBYgec79/d1XLxyCw2eroYypYorioMt75CFup2uml2g7AQagJR8APp4c38ftchkq83IRKpWhzStDlmF5PujLO97i2y332F4JSbABJgAE2ACCiJALvPDYz9W0I6UuRUOeWShHtFlBN5961W83KpJDoztkb9jytzVOPjDXKSmaVH/xQGYO/kdRDSpo8wH2Q67envsbNSuXgkD33zJ6GoffL4Yh/44jXq1q+Ll1k0cymr/4VM4ff4qhvbtJPZq6ztkoW6HB1C/BJdosw/sgsqhkFcDWczJcq6PN0/RZLu0S21sUZdKivsxASbABJiAqxIYFvORKNnGrWACIQFe4vMFfc7glp+AO7i+GxPq2yKPYOrcNUKoZ2Zm4cLlGyhTOhxBAf5u+5gUJtRTUtPQoM0gbFk2CU9ULONwRmu+/xW/7P0Dq+aOFXux9R2yULfjlct1ybbj1lxqqSK+apDFPCElXbi0+3p75sSbZwtzndll8m55XRMZcrkxASbABJgAE3BXAhzt20zJAAAgAElEQVSnbvrmLc2XY3oF5+6hFKF+M/ksjkbvEDDrhrVGhYBaVgNrSqjTQj2GTsa4d3qgepXymDpvrVj76o1/cOjoGdSpWQWff/gWyj0WjsvX7oAsyy88Vx8bftyDxKRUDOjRHm91by/GxCcm44v567Br/zEEBvjh1fbNxdfJpZ7yLW3edgBrvt+N23cfoVrlchg5sAsqlC2FwR/OEnNTe7Lq4/hwWHdUrVRW/P2NIRPx3LO1sWvfUTGuU5v/4aUXGuPLRRtx9uJ1vNSqMYb37YyQ4ACT+1v13S4s37AD9x/GIiwkEG90bInBvToIw1lhQv3NYZ/jz9N/Cz4qT0+sW/gJrt26i8mzV+H3E+dRqXxpDO3bGa2a1Rd7/mlXFE6evYynnqyEn3cfRpUKZcR59x85hcAAf/FvpcLDMH5Ubxw+dhbrt+5BsbBgDO3TGS2b1hVzFLTXm3ceoMfQSYiJS0TNqhVE35VffYj+703PuUOdLhPL1m/Huh8ixR3RnB8O7Y7goCI5jNq/0AjrtkSK8f3eaIvXXm5R4DPHQt1q346mJyrI0mt6JPeQSoAEOgl1ig2jVli8udQ5DftRMjkS6hrPNHOG8xgmwASYABNgAk5PYHT0ZKc/g60PYM0KNLbeqyPmV4JQf6i5hfkX3kYWsj0rPeCJIVXnIty3vFWQkFAngVm98n/zXbxyUwhJsqhTe7J5b3z71VjUq/0EBn8wC2cuXMXQPp2E+J2//AfUql4Rkz/oL9ytuw7+DO1aPisEMonU5et3YMeaaSj3WAm8P/FrXLh8EyMHvoaYuARMmbtWuN137/y8EK8k8of3ewWN6tVA1LGzCAosgnbPP4stOw6i7v+/EPD29sKyddtx9eZdfPfNhJy9kRV7UM8OALIwcvwC+Pv5YtSg18Sa46YtEXvt3PY5k/ujFwhqtQplSxfHrTsPMOyjr7Bgygg0a/RUoUKdQgVGT1wo+hbx9xU82nR/H08+8Th6vfYi/jhxHvNX/CD2TKxXbPgF0xeuR+0alfB803ooFV4UDx7Fin8jUdzkmVrihUXkwT/RuvkzeKXdczj+10Vs+mkfDmz5Srw4KGivFB8/a/FG/P7neXw8oqdgVLfWE6jdsm/OHW76eR++mL8eo4d0FS8E5izZjNIli+KricNzGFGYA4nzW/88xOQ5qxD103wRo2+ssVC3yreitEkMLb3SRnAvKQRInGdbzlXCkk4J4Dw9gEcJmkLjzaXMneaRirM+J0Cx6QmqOClDuA8TYAJMgAkwAZcmQMnkKKkcN+ME6LNIsSAf3I/jl/oFPSNKEOoHH2zCr3dX5tri86V6oWl4F6s82iTUS5cohvJlSuTMd+P2fdy4fa9AoV63VpUcK/nOfX9g0uxVQkCeuXBNCPUze5cLMUmtbY8xom/r5g2Ee/j0jwejbcuG4mtknf/9z3PCZZys9mVKF8fUsQPynYtirP86fwXXb97F6QvXhHA/u29FjlBfPW+csOxTe33gBCHue3ZpLf4+fcF6RMcliHn1LxKM7a9Tm6ai/5Xrd3Du7xt4GBMnXjL0794evbq0LlSo04uDl3p+iN+3LURAET/haTBg9Az8unGmEMLUXu41Fk0b1hbimIT6zv1HsWbeR/AkMQCIf/vt6GksmTFa/F0/h/6c8QnJaPzy29i+elrOXRW017yu7zSf4csW8kIgC/6nI3uJtX49eBzvfDwXUT/Ox8079/PdYdOOw/DZ+33RorHxHAUs1K3yrShtEs78Lo2TlF76eHMS59QoCZy+hJq1fkHGe8YK6zkLdCk3wn2YABNgAkzAXQgE6UIwMC77Q6++UWgYvdzWeKSJ8m3FM0q6bRw7l+Q1/Z2gBKF+Om4/vrsxPddmO5Z9B3XCXjB9AAk9pLi+57WoGwr1v6/eRqe+H2Hvd7Nx/2FMPpE3cvx8hAYHoscrL6B9zw9zCU1y8Z4wcyWO7vhaiPgPhnYT1mPDRi7vfUZMFS7hZC3WaNOF9b0god53xDQ0a/y0ENfUFqz4AbTH2Z8NNSrU9fsj6zO9OCCXcrImly9bEtsjj+DNV1qhT9c2soT699sPYNbiTTkvOmgfn85YjsSkFMwc/3Y+UU5fzyvUyZWeXOr156Rz1231Fr5fOlG4/Re2V1NCnYQ3eTXoX07cvR+N519/T8yt1aYbfdlCbvf6Fyx5HysW6hK+0azVhWtqmk+SXh76eP0Xb05WcxLnBcWbW+pyRiJ9ZfA8dnE3/8p4JBNgAkyACbgwgcra6kKU0+9L+q+xkDDqE5Hczu3qrrMHpekHXwlCPVWXhG8ujUS05h+x4TDvUhjwxCz4qQJMH0BCD0uFut5l/cSub0RpsrwWdZq/y0vN0a3j88IiPP/zd9G88dNiZ/OWbcH2PUeEeCex37BuDSHWDdu0+etw/tINLP3yfahUnjh17gq6DZlYoFDvP2q6sFxLFer6/b32Ugs812k4ls0ag4Z1qostDBrzJRrWqSFbqO+NOoGhY+cICzXFfVMjj4HqVcph3DtvShTql/DmsMlGhTrFqxe217VbIsVLBvI00DfDly3EmtzrRw16XXyZ4uCJW0EvW8grgoW6hG8me3WxVEDaa59KWMewhBplaidhTiXUjNU3z7tfSuLyID7NbNd3EukP1HeVgIH3wASYABNgAkzAaQlQObeuCf0RrivltGeQu3HO+G6amBKEun6XMVq9UC9teuMyepgj1MOLhQiRd/n6HUyduxaPlSomLMV613JyZQ8vGoLvdxzAl19vzLECk1gNKOKLT0f2Rmx8IkZ8Oh+tmjXAe4New/zlW0TSNEpM16j+kzh28iKSUlJx8fJN7I06iYVTRyAjQydivQtzfZci1I3tr1SJomjUfggmjekn9nTs1EWM+mwhhvTqIFuo09ladR2NNzpGCNf5Yycv5Ip3z2s9p+vKb1EvWKib2itZ4we+P1PkBqCXGyFBAajZok9OjDq9IKG7mT1hKEoUD8Ok2d/i7oMYbFo8vsDwBRbqMr6pbN21eLAP4pK0Zmcdt/X+HD0/eR14C8t5dry5NoNqm2cKkS6nUYb9hGRpnKnkGrnskVXAJ8tXLHPZ+7yc5bgvE2ACTIAJMAEmUAABEuu94oe6jWWdP+uZ/lZQklA3vVvzepiqo06zkjWWSn1RUjJKJkcilkqSUSPr8xcfDxJZyfVCnTKmU9ZxahPf7ysSuVG7dvOuiIW+ciP7pQNZ1il2nNzaKQ6dBOMPv/wmvkYJ4aZ9NFAkXxs2bo6wqlNr2rAWDv5+WrpFfeVWXL52O9eLhIL2t3TddsxctFGsQ5nayd2cMr/3fv1FsQdKEjegR/466nQucuv/Y/vXIpkcNaplTkJfz2lQz5cxrG9n8bUVG39B1NEzWDx9VM6l5f23P0/nFurkkl7HwPW9sL1m6HQYOna24ETt2C+LUf/FATl3SHsaO2UJdh84Jr5O+QnmThqOSo8/JnIAdB00IV+eAdp7m4js3AJ5G7u+m/e9Z/aosEBvUVNTrvA0e0EnGEjx5pSl3VudXUJCk56ZE29u7vaJc1JaRqE10kmgH/KL5Bh0cyHzOCbABJgAE2ACEgkYi2uXONTpupUM9RWJ5LKynG7rdtuwOwh1uTBJqFOMevfOL4AEoWFtdb1QPxW5FJT8jCy5ZNHN2x48ioOPj5fRLOIkSOMSklE0NCjX2H/uPUJIcCD8/Xzkbjmnv5T9JaekISEpJScJnNmLAaAyaPcexiAsJAh+vt6WTGV0rKm9Ujk8by+vAtemr6elaVGieKhFe2OhbhE++YO5RBtA8eZkMSd3dl8vldVLqNGtEOcMXaZ4KWKskUCP8t8j/wJ5BBNgAkyACTABJmAWAXKBL5ueXX/YVZu1Etq6Kh/9uVio579hvVDX10Y37GEsq7qSnhGl709JrOTshYW6HFpW6EuWY7XKEwkp6VaYzXmmMIw3J/d2bUamiDcnzwJbvHEO9FMLOImpGfkgXfI+hx8C1zgPPN4pE2ACTIAJMAEXIFAvtTEiUtq5wEkKPgJnfJd2vSzU83OismHk5k6Zx/M2cnfff/hkTjZxaZTt10vp+7MfCeuuxELdujxNzuZOJdr0JdTIck41HynenCzclAzO1k240nt5Ii4p/wuRRSHT2d3d1hfA8zMBJsAEmAATyEOArOlkVXflxhnfpd0uC3VpnLiXexNgoW7n+ye3b8pIfi82O1GEq7W88eaivrlWZ/fkeQW9EGFruqs9cXweJsAEmAATcBYC7hCnzhnfpT2NLNSlceJe7k2AhboD7t+VkozoXdr9vCkZnKdN4s3NuaKCatbv8d+G435R5kzJY5gAE2ACTIAJMAELCFBd9U6JPSyYQflDOeO7tDtioS6NE/dybwIs1B1w/1Q6LDE13S4u4LY4HolzisHKW0JNk26beHNzzlCQ58KWwNVces0coDyGCTABJsAEmICFBNwhRt2VjDEWXnehw1mo25Iuz+0qBFioO+AmnbFEmz7enMQ5NXvGm5t7RfTLMm+IAQt1c2nyOCbABJgAE2AClhHoFTcU4bpSlk2i4NGuHt5oTfQs1K1Jk+dyVQIs1B1ws4VlJHfAdowuSb9sfLzIau4p6pvrMrNErLk23f7x5uYyMeZ+xq7v5tLkcUyACTABJsAEzCfgDonkKOwuqIgXohO05oNyk5Es1N3kovmYFhFgoW4RPvMGK7V0h2EJNcrUTsKcSqhRlnYS6s7WjIUYnPH5EzsCNjvbUXi/TIAJMAEmwASclkB4Rim8ntAPvll+TnsGKRsvrOKMlPHu1IeFun1v++rNu3gUHY9n6lSTvfC1m3fxIDoODetUlz2WB1hGgIW6ZfzMGl1QojOzJrNwEO3FW1jOVSChTi7tadpMIdKdvVHm1bxnSfNIxdywSc5+NN4/E2ACTIAJMAGnIOAuIp0uI8jfSxg2ktMynOJuHLlJdxDqEV1G4N23XsXLrZrkoN4e+TumzF2Ngz/MtSn+MZMXoX+3dqhSoYxYZ8WGX/Db0dNYMmO07HW/3bQT+6JOYtmsMbLH8gDLCLBQt4yf2aONxU+bPZnMgXlLqGnSM5GWbp/65jK3alF3YyEGh/wiEeW/x6J5eTATYAJMgAkwASZQOAFyda+pqSv+uEtzxhxEjrobdxXq2yKPYOrcNTYX6k82743lsz7IsaCzUHfUk27ZuizULeNn9miqpf4oQWMXl3KKNyeLObmz+3qpRAk1fX1zZ3Rplwq9iK9aeAkkpKSLIWRNXxwyAxpP16xhL5UL92MCTIAJMAEmYCsCPpm+GB77sa2mV/S89vxsp2gQEjanFKGuPXMKKT9tETv2b/syvJ+y3oslYxZ1Q6G+YuMvuHL9H0x8v28OsQUrt0Kj0WLEgC54Y8hENKlfE5G/HcffV2/jpVaN8cmIXvD384FOl4ll67dj3Q+RSExKRcumdfHh0O4IDiqCmYs2Yum67ShTqjhCggLQqW1TpKVp8fOvh/FUjUr4cVcUqlUuh6F9O+W4s6/6bheWb9iB+w9jERYSiDc6tsTgXh3g4eEBQ4t6XHwSBn84C5ev3RF7frLq4/hwWHdUrVRW/J32/NyztbFr31HcvvsIndr8Dy+90BhfLtqIsxevizMM79sZIcEB2PTzPty8/QDvDXpNjL37IAbvfjwXS2e+j4Aifjhy/BxmLd4EctsvXjQYndo0xVvd20t4ulynCwt1B92lrUu0Gcabk3u7NiPTqePNzbkm8hwI8FUjJjE7qUu8ZywWh84wZyoewwSYABNgAkyACUggEKQLwcA4+e61EqZWdBfO+C7vepQg1DNuXsfDt7oDmZnZm/f0RPGvv4W6QiV5hymgNwn16lXKo3rl8jk9Ll65iZNnLwuL+ukL19B10ATsWDMN5R4rgeSUNDzTdhC+njYSTRvWBlnFa1atgH7d2uFhdBxmf/Mdxg7vLgQridwv5q/H6CFdUSo8DHOWbEbpkkXx1cThuHTtNjr2+Qjvv/0GalQpj5LhYYg8+CemL1yPPl3b4H/P1MKOPb8L4fzdNxPE3nbtPwa1WoWypYvj1p0HGPbRV1gwZQSaNXoql1CPT0zGlh0HUbdmFXh7e2HZuu1CSOvnoT0/UbEMBvXsACALI8cvgL+fL0YNek2ccdy0JRjapxM6t30O9FLiwuUbYs/Ubt65jzbdxyDqp/nw8fZCvdYDMPDNl9Cu5bO4fus+jvx5FuPeedMqd+Msk7BQd9BN2SKOiQS5n49aWM7pDZgzlFCzNn4S45e8z+Gh+h4yVGnw9/CHryYI5IKXoIrjRHLWBs7zMQEmwASYABMwIEAx6b3ih7odEyXlH3IG+EoQ6knrv0Xi0oW5cAX2G4yArj2tgpCEeukSxVC+TImc+W7cvo8bt+/luL6/+tanQjhTLPvmbQcwf8UW7F7/JVQqTyHUV88bhzo1q4jxk+esQmJyKqaOHSAs12QV/3RkL/G1Xw8exzsfz0XUj/OFVd2U6zsliGvf88Oc/jTHlet3cO7vG3gYE4fl63egf/f26NWldS6hTv1S07T46/wVXL95V7xsIOF+dt8KsY+8e3594AS0e/5Z9OzSWnx9+oL1iI5LEGcoTKirPD3RsN1gDO/3Ct589QUh9t2xsVB30K3ndcs2dxt54831Lu3k3u5uzVTpNXrLT2KdGxNgAkyACTABJmAbAuT63jg1QmR4r6yt7vKZ3vUUOeO7vOdJCUI9dc8uxE35NNfGQ0aNg19r67hXm3J9p4VJ5H7+1Rr8tnWusK53bNNUiGNjonf91j1CQO9cNx1NOw7DyIGvCes6tbv3o/H86+/h+6UThRu6KaH+4FEcWrz6LiI3zUTJ4mGYOm8tyP09okkdlC9bEtsjj+DNV1oJC7yh6zu5vPcZMRWBAf5o8HQ1aLTp+GlXVIFCve+IaWjW+OmcMy1Y8YNw45/92dBChXpwYBGs3RIpXk5Qo5cV9DKj/lNV5T1oTt6bhbqDLpAEdqAf1drUyNqB3qXdz1sFb7WniDdP0WQ4bQk1WYcvoDPFnm8IWooH6rvWmI7nYAJMgAkwASbABKxEoHFKBOqlNXZ5wW4LT0krXYEip1GCUM9KTMDDYf2hu3NLMFKVLoPi85bCIzDIKsykCPWUVA2adX4HHV9sIoTpoa3zRPy2MaH+8RfLcOufB1gx+wN06vsRmjxTC6MGvS76Hj52Fv1HTcfe72YjvFiIEOoU6/1s3Rri63mTyRkKdS+1Gs91Gi6yuutLsA0a8yUa1qmRT6hPm78O5y/dwNIv3xdW/1PnrqDbkIkFCnXaE7nx618+GAr1Rat+EmEAC6eOEHs0dH0noU4tTaPFxSu3sHLjThw9eR77Ns8R67pLY6HuoJuW4yJF4pySwdEfGkcZ2qnsmCZdhyz3M5znu7H1QUtwy+uag26Sl2UCTIAJMAEmwAQKI0AebVW0NXJeqPtk+SJYFyos7uUyKroEPM74Lu8alSDU9TvW3bmdLdQfyy5lZq0mRajTWiR+yWr9avtmmDCqT87yJLbHj+otYrQP/n4aH01bKhKvde0QgXnLtuD7HQcwe8JQlCgehkmzvxXJ2DYtHi/CX8mS3aBONfTv1h4pKWnCcm9Yns1QqJNbeaP2QzBpTD+0atYAx05dxKjPFmJIrw75hPr85VuwN+qkENcZGTrMX/FDoa7vhQn1P05cwNtjZ2Pzks+E+F6ydhs2/rhXxKjTnrfuPITXO7RAcGAAyJuAEstF/TgPXl5qa12R4udhoe7AK6IfUv9EpxrdAVncKUM7iXNq7hhvLuVqbqqvYkPwUilduQ8TYAJMgAkwASagMAKUQ6ZN0isIzgxV2M7kbYczvsvjpSShLm/n0ntLraOut0qTyK7xxOO5hDplYI+JSxT/1q1TS4wZ2g1qlQopqWkYO2UJdh84Jr5GcfBzJw1HpccfE3+n5HHjv1wuxg7u2QEBAX6IOnoGi6ePEl+n5HTNX3kXezbNQonioSJLPGWLp1apfGnh0k6Z33u//qJwid976ISwuNPLgGHj5girOrWmDWuJlwgFxajnE+ort+LytduYOf5tpGfo8O4nc0WNdmqtmzfAzn1HhVDXatPR650poJh+apSUb1jfziK5nTs1FuoOvO3iwT6IS9IK93XKFuojhLknvNUqUbaN4s216TrxdW7GCbA1nZ8MJsAEmAATYALOTYAs7l0T+ju1WC8Z6ot7sVz+VeqT6A5CXSoLSqp28Pe/sG5B7rKG+sRsFcuVho+PF3x9vPNNSVnYqfQaie28jUq4xcYnomhokLCym2qUdT4hKUVkkTfV/rn3CCHBgaJUnKUtOjZBJIvz881/PtqPTqdDaHCgpcs45XgW6g68NnKTyszKgqdHtms7CfNUIc4z7VJf3YFHt9rSX4VO5LroVqPJEzEBJsAEmAATcAwBSkJXJb0GKKbd2azrFKJYLMgH9+NYqEt9elioZ5OiDOoUH04u721bNsyFL28GdalsuZ/rEGChbue7pBhz739d2qmMGsWZJ6fpnCrenEqgUfZ0egNOcWaU2dURjeuiO4I6r8kEmAATYAJMwHYE6LNFp8QeCNeVst0iVp6ZM77LB8pCPZsZuaD/9sdpEYdOdckNG8VoN2lQE8XCguUD5hEuQYCFuh2uMW8JNU16pkgIR5Z0+uEek6i1wy4sW4JE8RmfP8WfvCXOKL6spqau+GPPRtne54ZNsueSvBYTYAJMgAkwASZgYwJkXada7M5iWQ/0y05ulZiaYWMyrjM9C3XXuUs+ie0IsFC3AVsKAyFXdrKYU0I4ijHX1zen2HN9M7dEmzW3TAL8uG+UyMSq8ch22QrKDEF4RqmccirUh2LBTdUgJ8HeMbG7XS3s7PpuzaeB52ICTIAJMAEmoAwCZFkfGDdaGZsxsYuQAC8Rtpii0TnFfpWwSRbqSrgF3oPSCbBQt9IN6eub+/uoRQk1bUamyXhzEvSUJdRRyUcO+UUiyn9PgQTojTbVPiUhr/GUFndFAp/egturcTI5e5HmdZgAE2ACTIAJ2JcAJZgjI4DSm2FyYKXvVSn7Y6GulJvgfSiZAAt1C26HBLmfj1pYzimbojkl1ChLKCUfsXc99O1FvsNZ3xMWnL7goZQIpklqS5vMnXdScsXfEbBZ9lq0R2Nu/LIn4gFMgAkwASbABJiATQhQSB2VblN6c9RnOaVzKWx/LNSd+fZ47/YiwEJdJmlj8eapmgyzS6gVDfJBYmq6cJmyVyML+Z4i22y2nL3d1VYGzxOu+1Ib7Y+s/lF+e3DcL0rqMO7HBJgAE2ACTIAJ2JEAWdPJqq7kxhnfzbsdFurmceNR7kWAhbqJ+9a7tPt5q+Ct9hSCPEWTYbUSahTXlKbNFDHs9miUgG1xyAzJruzm7oli1atoa5g7XNY4OtOGoKWSxLq+VitZ0wtz+5e1Ae7MBJgAE2ACTIAJWJ2AvV/8m3MAyknkLImBzTmfrcawULcVWZ7XlQiwUDdymyTO6Qcv/SH3dsrQLjK1a3VWd1Ev4quGp4f9MoUe8z2EvUW22/wZtqf7Ox2GxDqdiwR4QY3ezNPLA5FAjy3pNn8GeAEmwASYABNgApYQqKytLkq1KbnR5zj63JiQkq7kbSpub+4u1K/evItH0fF4pk412Xdz/K+/ERxYBJUrPCZ7LA9wLgIs1P+9L3JppwztlsSbm3P19n4TS/HchYlZc85gbIyj4soeqO7ikve5XBnqA1X+SEMqrnhcMZm53lrn53mYABNgAkyACTABywjUS22MiJR2lk1i49Gc8d08wK4s1BOTUvBs+yEFghn3zpvQatPx29HTWDJDfmWDt8fORu3qlTDwzZfMg8+jnIaA2wp1yrju40VWc094q1WgsmlkMdem68yONzfn1sliHxLgjYfxGnOGyx5jr3JmLZLbon5aE7E/smDrmyNqov4esAcHfCJls+IBTIAJMAEmwASYgOMIvB7fD+UyKjpuAxJW5ozvEiAZ6eLKQj0zMws3bt/LOXX7nh+CxHmjetkhoWGhQdiy/SALdfMeHbca5VZC3TDenCzZJMxThTjPFELdUY1+WP0TnWrz5ck9fG7YJJuvQwuQ6zvVXb/kdS5XPDyVfAvXlRJft8cvX1snzrMLTF6ECTABJsAEmICbEXCGRHJ0JZzx3bwHUzFC/epNIOpY9iGerQtUfty8AxUyqkGbQZg6dgBaNq2b02vFhl/w86+H8VSNSvhxVxSqVS6HoX07oWGd6qLPmMmLEHX0DGLiElGpfGm83acTWjdvIL5maFE/duoiPpu5EncfxIivtWj8NMa9+6Zwjb987Q4++Hwx2rZsiNWbdyM9PQMjB74Gb28vLPr2R8TGJ+LNV1thQI9sy/z4GSvQsG51tIloKP6+N+oEftn7B6aNGyj+vnZLJFZv3oWH0fEoX6YEhvbphOaNn7Y6L57wPwIuL9TJYu0tLOcqEUNEJdQoeZsm3frx5uY+WPZ6G0uW7cWhM8zdptXHRSS3E3XabdXslTjPVvvneZkAE2ACTIAJuCMBfeJXR3jhyeHNGd/l0MrdVxFC/f4jYNoC5CSgInfb0YOAUuHmH8zIyIKE+vSF69Gnaxv875la2LHnd5y9eB3ffTNBzLDm+92oXKEMioYEYd/hk5i1eBOifpyP4KAiuYT6mYvXcOnqbVSvUh6paRp8On25EM8kyE+fv4qugz/DC8/VR5eXmuPUuSuYv3yL6EviPCNDh9ETF+Lnb6egQrlSeHPY50Kkd+uUXWJ5y46D+HbTTmxZNgknzlxCj6GTMXP8EFQsXxonzlwW4/V9rQqMJ8sh4JJC3bCEGp2ULOeUEM6eJdDkPGP2KtFmT4u61POThZ3EOv3xzfITw255XRPu8rRf+rfwjFLCCi+3HfKL5MzucqFxfybABJgAE2ACDiTgLCKdENk7z5ADr8XqSytCqP/6G7AtT2hku5bA8/+z6nkLEuqGMerXbt4FucjrxbhOl4mLV5UoNzEAACAASURBVG7iwuWbePAoDnOXfY8Niz5FzaoVcgl12ujD6Dj8efoSHjyKxa79xxAU6I/5n7+bI9TP7F0ODw8PpKSmgfaycdF4PFk123OgU9+P0LNLa3Rq07RQoX742Fn0HzUdX097D43q14BapbIqI57MOAGXEOqG8eaUEI5KqAlxrtU51KVd6kMX5O8l9pmcliF1iNn97BWjLneD9IuZxDq5qpPLfN5Ggp4SylCSOqltS+BqXPY+L7U792MCTIAJMAEmwAQcRMCc3/MO2mrOspzx3fwbUIRQ//MMsGpz7kN07QA0tK47txShTmK8xavvInLTTAQW8cegMTOFSI/4Xx2UCi+Kb9b8jHULPkbtGpVyCXWyxI/6bCHq1noC1auUw99Xb8PXx0sIar1FXS/USfzXbtk3R/DTwclK3rbls8IyXphFndzmp8xbiw1b9wherZs/g5EDu6BMqeLmPwQ80iQBpxXq+nhzfx+1KKGmzchURLy5SeJGOtjzB729sr6bw0HKGDkZYBeFTOcs71Kgch8mwASYABNgAgog0DGxe04ZVb13Hb28p5f55AZP5dr03ncK2C7saWhRwnmtuQdFCPWUNGD2EjJJZx+tWBgw4i3A39eaRxVWbGMx6oYWdUOhfvbCdQz/+CtE/TRfxJpTe7J5b6NC/eVeY/FiREMM6dVB9Fu2fjv+OHHeqFCnJHe1IvoUKNT7jpiG5559Cr1ff1HMZej6rgcSn5CMv85fwcxFG1G1cjlxLm62I+BUQp0EuZ+P2u4l1GyHP3tmctUP9PNCdILtM78rLU7dHLZSa7SvDJ6HB+q75izBY5gAE2ACTIAJMAE7EyBBTolmCyojqw+Xa5KaHUPr6FY0yBuJKRnCWMRNHgFFCHX9lh9lJ2ITQt0GTa5Qv37zHvq99wW+XzoRJYuHYVvkEUyes8qoUCeLeJWKZTByQBfcvvtQJIQLDQkwS6gvWLlViPw5E4fhzt2HmDJ3LZKSU0SM+sHf/0JCUgoimtQVOb8+mrYUAQH++GRETxsQ4yn1BBQv1A3jzbOysqBJz1R0vLk5jxa57ocH++J+XJo5w2WPoV+AZFl35tYrbqjJuPX1QUtEvDs3JsAEmAATYAJMwHUIUEZ4sr472rpeIsQXD+LTcnKRuQ5h259EUULdxsc1KtQ3/iKyui+ePkqsTnHmzV95F3s2zULxoiEYOX4+dh/IzkYf0aQO9hw6gfULP0Gt6hUxbNwc8V9KCHfo6Bl8MHmRyA7v7+eLqpXKIjDAHwunjsDpC9fQddAE6F3fjVnUyd2dssK/0bElKE6e1iX3eZqrXu0qeBSTIBLcHTl+DsM++krEuVNr0qAmxr/XG6VLFrMxPfeeXnFC3bCEmrfaU8Sbp2gyHF5CzdaPCZX3uBdrH6FOZyGxvsd/W67SabY+ozXnp1j1NkmvFDolne+4X5Q1l+W5mAATYAJMgAkwAQUQkBMKZ4vtkpGFhLo9P7vZ4hyOmtOdhLq5jB/FxEOl8kRocGChU2TodLh7Pxolw4vCS215krd7D2NQLCw4X8I4MphGxyYIEe/v52PusXicDAKKEOokzilzJv0h93bK0C4s51rllFCTwdSsrvYq0Wa4OXKDj/Lfk6/WOfUhIUwuaPR1pbbR0ZML3ZoruPkrlT3viwkwASbABJiAowl0TegPsq47otHn1ZAAbzyMt33YoiPOZ+s1WajbmjDP7woEHCbUyaWdMrT7eHmKkgFU3zxFo9wSara+7LBAb3F+ejlhjUYilTKo65Ox0Jw+Wb7CXZzeQlMMmL5RGTSNx3/WfOqndydTcokzKe7vbFW3xtPEczABJsAEmAATUB4BEukk1h3R/H1UIsdQXFK6I5Z3+jVZqDv9FfIB7EDAbkLdsISat1oFcp/IFuY64d7u7i3QTy0QJKZaXqJNirimX27kOk5ZVE01KfPRHGSBN1ZazdT85n5dilCnubcX+Q5nfU+YuwyPYwJMgAkwASbABBRKYGr6dBEeSZ6Y9kzqxhnfLXsgWKhbxo9HuwcBmwp1w3hzcmunH6LuEG9uzqNDfOjtbEyi1pzhOWOkimq9sKY30VLE+k31VeEGbyw5G7nJUyZ2aotDZ1i0fzmDh8V8JDmRDFvW5ZDlvkyACTABJsAEnIPAW8nDUdbjMVC5Xmqp2mzvRFuLdmt7QjoHbevtkoW69VjyTK5LwOpCnWJ2vL2y481JqJNLe5qW3nS6T7y5OY+LNUq0kZjeELxU1vJUk7RTYg/JY8il3tBqrq9tqp9AzosCyYsa6UglWobHfpzrK5Qg75L3OeHGT/skN/9gXXbd1QqZlaAKTsYvmr35SrZRfy7jZslt8FgmwASYABNgAo4hMCB2VI7BgT536l3SvVSeOSGFthDtlEjuUYIGukz2CjXn5lmom0ONx7gbAasIdcMSagSQ3mRSQjhyReImjYA1soeaW45Mqgu5tJMA9hDrhrXUH6juYkvg6kLd7kms9/Xugdjo/Kdga7vUm+V+TIAJMAEmwASURaCgxLL0uYqs7L7eniDRTp9LU9Io3DLT4nJq1vjMpiyK9t8NC3X7M+cVnY+AWULdMN6cEsJRjLkQ51odv1m04BmgEm1USz3LjJezJFZXhswza3VyXSchS3PoreXFM0oiPKNUrqRzciYvzFVezjwF9aX4eto3WdB/CFwjacowhOLN2KHwzvTN1Z+FuiR83IkJMAEmwASYgKII0OeUXvFDTe7JULSrPT2RkZmJVI1OuMmb85mLM76bRG6yAwt1k4i4AxOAx4PY1Cwpydz08eb0dpJ+QJEbEf2AI6s5u/1Y50kqGuSDxNR0szwRyO17R8Bm62zEYBY5SeeMLU4u6GTpt3aSOXK5p/j6lcHzZNWCN3T1t9XerH4JPCETYAJMgAkwAQcSsHeyWKlHbZHcFvXTmkjtLvqRaPfzVsHPRwW9aKcQTcqhJFW0c8Z3WciNdmahbjlDnsH1CXhEJ2iyCioJRoJcX99cX0KNfphZq4SY6+OVd0JLMoja0t2c4sFJFFPMt7mNXiTQHvMKdppb4/lfaTg585s7ls5CY025y8vZC/dlAkyACTABJsAE5BEgYwB585n7OcDS0D0S7eQW7++rEiWDyS1eiminSj0Ump6cZnmlHnnEXKc3C/X/7jIlVQNvbzXUKlW+C34UE48/T19Cq2b1xdd27vsDz9SpjtDgQIsfhvQMHXQ6HXx9vC2eiyewDQGPxJT0rISU/2pAGsabUwk1ytTO8ea2gZ931iK+apGAz/A+pK5sa/dtErbkXiYlQ3xhe9Yno6NfzFS/nbLIG8skL/Xc5vTL6+Zvzhw8hgkwASbABJgAEzCPgL7+uTlJcA1XjEhuh3ppjc3bhJFR3mpPYaAiizmJdvIapVLCeT1HQwK8hKBnw5X56N1BqEd0GYH7D2Px29a5OcI6TaNF047DkZKahtN7lkOjTUf9Fwdg7uR3ENGkTj6gf5y4gD4jpuLsvhXia082743V88ahTs0q5sP/d+S8ZVsQ+dtxbFk2yeK5eALbEPDQpuuyktIyhBsQ/YAiN3guoWYb2KZmpZckAb5qWSXaSPhS2TSyWNu6USwYiVyKDSfLOK1NYts3y0/896H6nvg3EvMk7KlvuYyKOduy515tzYLnZwJMgAkwASbABMwjoHdZP+Z7CHuLbDdvEgDkkj8wbrTZ4wsbqBft9PmYGn021tdq54zvliN3J6H+dp9OGNKrg4C2edsBfDJ9mfh/EurULly+gTKlwxEU4J8PrC2F+oNHcUhMSkalxx+z/EJ5BpsQ8MjKyhKu7/q6k1Ljc2yyGzefVG5yEmeIsdbHuNPV2iJW3c0fGT4+E2ACTIAJMAGnJFAvtTHiVbG47H3eov1b6v4uZXES7T5e2dZ28nz09PTAo3iNzWu1S9mbs/ZRjFC/BGD/vxSbAqhqPaJkUX++aT1s2fEb9m2eLVzM2/YYg2aNnsaa73cLoU7PUo+hkzHunR6oXqU8yJv52+92YeXGX4Q1/omKZfD31du5LOpvvtoKv/95Tvz7S60a49ORveHn642p89ai3GMlEJ+YhKijZ/FGx5aIjo3H8g07xFxhIYHi3wb36gAKad4WeQTH//obn4zoicvX7uCDzxej/QuNsG5LpIDQ7422eO3lFtYDwjPJJiAs6nFJWmFJ5+Z4AvSD65/oVJMbIQs2JVKzdpI2kwub0YGs6z5Zvk6xVzOOx0OYABNgAkyACTABBxHomNgdVbQ17LY6eT+GBXgL13jDWu3WKPtmt0MoYCFFCPW7AD79/z96CeTx79+tZGAmof7JiF6Yt3wLXm7VWFjNZy/ehA+HdUf/UdNzhDq5s3/71VjUq/0Etkf+jtETF+Lt3h3xXKOnsHv/MSxZuy2XUK9ZtQL6vtEWFL8++5vvhNAmwT74g1k4cOQUWjd/Bk89WQm1qlUUfdRqFcqWLo5bdx5g2EdfYcGUEWjW6Cl8u2kn9kWdxLJZY3D6/FV0HfyZcL8ncX7rn4eYPGcVon6aj+DAIgp4YtxzCx6pmowsir/hOBtlPADFg30g5cWJLZPHKYME74IJMAEmwASYABNgAoUToDh1CrWjZmkeHSmss5MseyIuKV1kkLdVrXYpe3HmPooQ6jsAfJ+HYmcAbaxDloQ6WbspDn3irJUoUTwMfbq2QdHQIPQb+YVRod53xDSEFw/F1LEDxCZMub5//tVqJKekYfIH/YVQr1qpLN5969VcB7hy/Q7O/X0DD2PisHz9DvTv3h69urQ2KtTP7F0urO3UmnYchs/e74sWjfPHzluHEM9iioBHXJI2y9wEZqYm56/LJxAW6A3KGUAJTApri0Kms4VaPl6LRyi1RI3FB+MJmAATYAJMgAk4OQH6HU15dCjBHOXPsUUrKPGvtWu122LvSppTEUL9DwDf5KHSG4C8in8FYtUL9SbP1ES7Hh8gPSMDO9fNwPG/LhYo1Ekcv9P/Vbzavpkkob5+6x4hvneumy6Eet1aVfBW9/Y5eyJ3+FXf7RKW8vJlS2J75BG8+Uor8cLAmEXdUKiTm/7QPp3RtmVDJT06brUXj4fxaVmBfl6ITtC41cGVelgpJdooNn1x6AylHsGl98VC3aWvlw/HBJgAE2ACLkCAfldTKVZbWNgp47s+G3xBqPS12slNXk7ZNxdAL/kIihDqKQA+B3D/320XB/ARgPw53SSfy7CjXqiTm/mho2eQmZmJpg1r48if5woU6m+PnY3qlctjaN9OkoT6hJkrRXz5qrlj8wn16NgEPNdpuHBtb1gn2+tk0Jgv0bBODRbqZt2o/Qd5/BOdkkXZK+/FmlfL2v5bdu0VpZRou+R9Dj8ErnFtEHw6JsAEmAATYAJMgAmYScBWYl1qiKJ+2wXVaqeQ07xl38w8qlMOU4RQ15N78O//hFsXpaFQN5y5MKG+dkukSCQ3ZewAFC8aLOLbf959OFeMOrnFt235LP44cR7vT/paWNB7dmmdT6gnJKWgUfshmDSmH1o1a4Bjpy5i1GcLRQZ6tqhb965tNZvHnUcpWXJ/6NhqMzwvQG9fdf6J2J2+T9QXJ+u5xjNNlCChN8MUh0X/ZaHOTwsTYAJMgAkwASbABAomoK/XTj30JWLpv/SHWriuFKj0rBxX+ZKhvrgflwZzqyQZq9VOot3dkjorSqjb6JtIjlAni3jdWk+I5G9vjZouMrpTa9KgprDGG9ZR9/fzFXXYqVGW9omj+8Lb20sIdUpI179bu5wTLV23HTMXbRR/r1S+tIiXp8zvvV9/UbjE7z10IjuZ3IVr6DpoAvK6vg/r2xltItj13UaPiMlphVCnuGhOKGeSlV06HPeNwuEie5CKgjO/UxZ1Eu/cmAATYAJMgAkwASbABAomQFnhb6mv4bhfVIGd6HNVk9SWQrAX1iinU7EgHyHUrdEKq9VujfmVPIc7CHVz+VOJtnsPYhAaEihKuuVt9PX7j2Lh6+2NkOAAk8tQsjmyrpcKDzPZlzsoi4AQ6lLcrZW1bdfcDYn0PUW2uebh+FRMgAkwASbABJgAE1AwgcYpEUKwF9Qo47u/jwoxiVqrn0Jfq508Kw3LvmkzCk8ubPWN2GlCFup2As3LODUBIdTphwInlHPsPd5UX8WG4KWO3QSvzgSYABNgAkyACTABNybQJukVkTneWLOXYYss9/oycK5Yq91L5YHiIb5u/JTx0ZmANAJCqFOiC04oJw2YrXrtCNiMMz5/2mp6npcJMAEmwASYABNgAkzABAHKCTQwbrTRXlIyvlsbsLFa7ZR1PlWrMztO3tp7lDsfvfAILuIldxj3ZwJuR0AIdTo1J5Rz3N2neaRibtgkx22AV2YCDiLgleGFdHW6g1bnZZkAE2ACTIAJ5CdApd0oEV3e5ujPyvqyb34+Kqg9PZGRmYk0bSZSNBlOJdrphYe/j5ofPSbABEwQyBHqnFDOcc/KA9VdrAyZZ/YGuLa32eh4oIMJhKaEItY/O/suNybABJiAXAL8sk8uMe4vhUCL5Laon9YkX1dLM75LWVtqH2eu1U4vPLzUnlKPyv2YgNsSyBHq9oq7cVvShRycXN7J9d3cRqVFHqjvmjucxzEBJsAEmAATcEoC/LLPKa9N8Zuul9oYESn/lbiiDZMwDg/OLs2mtKav1a5Pdpeuy7a0K7FWuz7c1tPTQ2kYeT9MQHEEcoQ6J5Rz3N1QvfT1QUvM3oA9LOr0MoB+aRXPKAnKTp83np5qu9MffeN4e7OvkwcyASbABJgAE2ACDiRgTKhTVvZAfzWiE6yf8d3aRzVWq12TngklZJCnRHIhAd5sUbf2pfN8LkkgR6hzQjnH3a8lru8k0kkgk9i3ZSOh3it+qOQlDvlFIsp/j6T+VL+0TfIr2OO/DQmqOEljuBMTYAJMgAkwASbABGxBwFhddSrLplZ5IiHFufKq6Mu+6WPCKQkdWdodJdr1HrwBfhyjbotnl+d0LQI5Qp2O5egkGa6FVvppLE0mZw+LemFZUAs6KVneSbBrPAt3E+uY2F0kbUnwjBOeBab603r0S7RKeg3OlC/9MeOeTIAJMAEmwASYgAwChpb1IH8v6DKzkJyWIWMGZXUlaza5xzuyVrs+cz5Z1bkBKakaeHuroVapZOM48uc5lCgWigrlSuHqzbt4FB2PZ+pUkz2PsQGW7MsqG+BJBIFcQp0Tyln3qSABrvHIFqmGbuF5V7HEom7dHRc8W2VtdXRK7CF7uXjP2BxXeVMCnKz24bpSoJryhVnW6aUB7cUnyxeLQ2fI3hMPYAJMgAkwASbABJiAFAKNUyLQJLUlXO0zct5a7WnpOqSk6UDx7VmiHpRtmt4o6A511CO6jMC7b72Kl1v9l5hwe+TvmDJ3NQ7+MBepaVrUf3EA5k5+BxFN6sgG/uawz/Fii2fQvfPzWLHhF/x29DSWzDBeWlDO5JbuS85a3LdwArmEOieUs87jQvHZZE3Om+CNrMb10hqjirZGroUsjVG3zq4Ln4Us2GT5LpdRMd/eL3mdE2ellxIknumlBAn7vOck0U4Wc1Pu7XrBTv3pj77RvDU1dcUffVsUMt3kfPbgw2swASbABJgAE2ACrklgQOwoPBFUCo8SNMKq7motb612cosn93hr12o3DLMtXdTP1TDmO48xob4t8gimzl0jhHpmZhYuXL6BMqXDERTgL5uHrYS6pfuSfRAeUCCBXEKdE8pZ9qRIFaIkYtskvQLfrOwfUpa6vlu2a3mjad8klGnPe4tsL9T1XG/5Jiu5VDb63dBYionXMypol5ZmzJd3eu7NBJgAE2ACTIAJuBuBWtq66K3ujnuxysv4bu27sGWtdn0iuYfxGihGqN+7DZw/kY2x2lNAqXJWQ2pKqNNCPYZOxrh3eqB6lfKYOm8t1GoVrlz/B8dOXUSLxk9jWL/OKFs6XOzp5p0HmDT7Wxw6egbly5TAw+h4YbHXW9S37vwNNZ54HLv2H0NYSCA+GdkLTRrUxOVrdzBu6hJ8MKwbVn23Cw8exWHe5Hcw+MNZ4mvUnqz6OD4c1h1VK5UVf5ezL6sB44nyEcgl1DmhnPlPiFwhmjc5mzNZhnvFDcWWwNWSLNn6RHHkYSA34R29EKAXA6bayuB5ditPR14R9KKFzmPKM8DUvvnrTIAJMAEmwASYgPIJhCEMH2SMBQlMd2r6sm/+vir4eqmEWzyVfUvRZJjlHm/ouasIoR4XDWxeipzD0IE79wFCi1vlmkmokwCvXrl8znwXr9zEybOXhUVdCOTmvfHtV2NRr/YTGPzBLCHQ333rFVSuUAYzv96IhnWrY+TA15Ch0+HlXmMRFhKEt7q3h7eXGuOmLUG/N9rlCPXpC9djUM+XUbt6Jazfuge01p5Ns3D6/FV0HfwZShQPxSttn4Ovrw9ebd8MW3YcRN2aVeDt7YVl67aLOPfvvpkga19WAcWTFEggl1CnXpxQzrynhVy65QpRfdwTrUh11F21pBmJdVPx6QVRJ3ezwuL7aRxZ9zcELbWLWCdLP8WqURz9Wd9/38Ca98jwKCbABJgAE2ACTMBJCEzWfIG4JOfK+G5NtMZqtWvTSbTrJIcD6BPJ0RhFCPVTR4Cj+3NjatAMeOpZq6AjoV66RDFh/da3G7fv48btewUK9bq1qgghTm3ztgNYvXkXtiybhON//Y2ewz/Hz99OEcnjqBXm+v4oJh7NOr+DHWumIT4hWQj1P7Z/jSL+vjl7oVj0v85fwfWbd3H6wjUh3M/uW2FUqBe0L6uA4kmkC3VXS5Zhj7sn0bYheKnspQzdu8kiT5ZhcwWt7MWdZIDe1d7Udkmsk5Wb/jBDU7T460yACTABZRLwyvBCutp9xZAyb8U1dkUecXINKoYnH5M8HplpXq4BwwqnMKzVTsnnyMpuqlZ7iRBfxCRqkK7LUoZQv3IO2PtTbhrPtQWeqGUFQoAU1/e8FnVDQbxz3x+YuWgTdq6bjh93HcLEWatwdMfXOXszFaPeoM0gTBrTV7wsIKF+Zu9yeNAbl/93bSeX9z4jpiIwwB8Nnq4GjTYdP+2KkiTUDfdlFVA8iXShzgnl5D8tVP/7uF+U/IGASNCmT7pG2d+lliczazEnHGRYGkXK9kmwX/Y+nysJHSW6o3/jxgSYABNgAkyACbgnAUtK2frBD6MSPxUJ1rjlJyClVnve8FpFWNQ1acDWb4GEfxMXB4UAHXoBPv9ZnS25b2sK9TMXr+H1gROEUPf3y95fYUL93sMYtOwyEstnfQA/X+98Qn3a/HU4f+kGln75PlQqT5w6dwXdhkxkoW7JhdtgbD7Xd04oJ58yxWubKwQN3d9pZRbrufmbWxbOcBbyVuAybvKfax7BBJgAE2ACTIAJAJVQCV1i+0l28XZnZlT2zd8nf612YhLor0Z0glbgUYRQ119UjlAPterVWVOoU4x6o/Zvi3j0bp2eF3HnH3y+OFcyuZ9/PYxls8ZAq03HwpVbsWv/UWGNp+R0eS3q85dvwd6ok1g4dQQyMnSYv+IHya7vbFG36mNS6GT5hDonlJMP35JkZsYSpunduMlFK1EVh8x/C1pSrDaVQMtb9k3+jp1nhL5UGzGhDPAU707iPW+ZuMJOJDfRn/PQ4Z0ygYIJlEgMh1aVjlj//0ocMi8mwASYABOQT2Bw5hAExD4mf6CbjzAs++bjpUKGLgtxSVqRlK5UmHuWZzOso06PB7m+r5o7FnVrZSeTo6Ry/bu1E0/Ozn1HMXPRRiG2qa3dEonJc1aJ/3+iYhnEJyajf7f26NapJVZs/AXzl/+AlNTsygRkdZ//+bt4pk41EX/eddCEXK7vdx/EYNi4OcKqTq1pw1o4+PvpXBZ1qfty88fcpsfPJ9RpNU4oJ4+5OYnk9CsU5tpN3g3pfom4mfpACFSqUU6W+z1FtsnboAv21mdff6i+l+PmTi8yimeUFOXj9GXdWKS74OXzkQolUERTBLXv1kal6Io4H34Bx8seZ2JMgAkwASZgAQFyfa+RWgf10hqbTHBrwTIuPZQSyXl6eIDEu9rTEypVdqw0N3kESIgnJqWKDO7GWkqqBtGx8ShVoijUKpXJyf+59wghwYHw9/Mx2Zc72J+AUaHOCeXkXYQlMerGkqWRuKSkaJe8z+UrAWZJjJW8Uzlvb3qpQZnZyfLOCfqc9x555+YRaHuuLdLVWtwKvo0LJS6YNwmPYgJMgAkwgXwE6PNFREo7YRDgJo8AJZJ7lKAR4QMk1t3Boi6PEPdmAvkJGBXqnFBO3qNCLupkVZfb6Af+gLhROdZfGs8WYLkUC+5vSVk46+2CZ2ICTIAJMAEmwARciUBEcjthXecmjYCxsFpFxahLOwb3YgJ2J2BUqLtjQjmKgU7wjBMXQC7mpmp3572pRSHT81m/Td1mXrd3LtFmihh/nQkwASbABJgAE2ACjicwIHaU7M+Kjt+1Y3ZAWeENE8nRLlioO+YueFXnImBUqLtTQrkzPn+C/uStrUnWWHpbSn/08c6FXa05lnB93DmVZyM37Sj/PRbV+HSuR493ywSYABNgAkyACTAB5yRAyW6pxK5cw45zntayXRvz1GWhbhlTHu0eBIwKdTq6qyeUIwv6joDNJsuqUUx4p8QeCNeVMvlEmCPWTU7KHZgAE2ACTIAJMAEmwAQUR4DEeq/4oYrbl9I2RInktOmZSNH8V4eehbrSbon3o0QCBQp1SiiXqtUh1eCbSokHMHdPcjK1k1jvmtDf5FtTqoF+0+uqSASXoMp2o+fGBJydAGURT/ZJdvZj8P6ZABNgAkyACVidgLGkwFZfxMknNEwkpz8KC3Unv1Tevl0IFCjUXTmh3CG/SOFmLqeRWKfa3WQ1pxh2cofXlwKjkmk0J4tzOUS5r5IJVLtfFd46b4SmhqJEYglsfHqTkrfLe2MCTIAJMAEm4BAC9PlwYNxoh6ztDIsWFE7LQt0Zbo/36GgCBQp1V00oRy7vi0NmQOOZZhX2nFncKhh56ZD84wAAIABJREFUEgURKJEYjhf+fiHXjrZV345Y/1iH7pIs+41vNMLuJ3516D54cSbABJgAE2AChgR6xQ2VFCLpjtSMJZIjDizU3fFp4DPLJVCgUNd/E/0TnSp3TkX3p9rkPwSuUfQeeXNMwJEEyJoemhoGEuwB2gCxFRLH9wPvO2xbXhleaHe+rXhZsL/SAYftgxdmAkyACTABJpCXACWVo8TA3PITKMhD192EenxCMjKzMhESFAAPcjOwcqP5o46dQZuIhrJnvnbzLh5Ex6FhneqIT0xG1NEzeLHFMzbZp+zNufmAQoW6KyaUO+Z7CHuLbHfza+fjMwFpBEisN7reSMSoO9KSXe1+NdS/XQ9Xil7F4ccPS9s892ICTIAJMAEmYAcCHKdeMGRjieSotzsIdZ0uExt/2osFK35ATFyigOTv54s3OkZg5MDXrPpknj5/FV0Hf4Yze5fLFtjfbtqJfVEnsWzWGJy9eB2vDRyPU5FLoVaprLpHnkw+gUKFOn1zadIzXSqhHGV6p3Js3JgAE5BGgKzZ5Aq/v9J+hyaVI9f3ag+q4XjZ49I2zr2YABNgAkyACdiBALu+FwzZWCI5dxHq36z5GYtX/4wJo/qgeeOnkKZJx5Hj5zDj6/XYs2mWVZ9MFupWxamYyQoV6q6YUG5l8Dw8UN9VzAXwRpiAMxAgsR6WGuZQ93fiRPtIV6c7AzLeIxNgAkyACbgJgQGxo0xWBnITFLmOWVAiOSUJdZ3uJjSaY2Lf3t51oVY/bpWrIhfyxi+9jU9G9MTrHSJyzZmm0cLXxxtZWVnY+ONerNy0E4lJKejc9jm80aklShYPw0+7onDy7GU89WQl/Lz7MKpUKIPRQ7ri2KmLmL5gPa7evIsXnquHNzo9j1rVKkAv1If27YRNP+1DYlIqBr75Evp3ayfWTk3TYs6S77Dt18MIDQ7E6x1aoHPbZvDz9UZBFvWsLKDH25PwxceDUL5MCTEPeQcEBvjjzVdbiT3uP3JK/J32WCo8DONH9cbhY2exfuseFAsLxtA+ndGyaV2rMHXHSQoV6q6YUG5RyHTOzi7jSW+ckv3DRW6WfBlLcFcnIUDZ32P8YlgoO8l98TaZABNgAkzA9gTKplcQJXy55SdQUCI5pQj1zMxHSExcACDr3817IDBwEDw9wy2+zhNnLqHH0MnY//0cIViNtW2RRzB+xgphca9QriQWfrsVwYEBmPh+X6zY8AumL1yP2jUq4fmm9VAqvChqVquANt3fx3uDXkPThrWxc+9RfL/jACI3zsSZC9eE63u7ls/ipVaNheV+xcZfsHPddJQpVVysc/7SDYwY2EW4xk/4cgUG9+wg+hYk1DN1majT6i1sXvIZqlUuJ44wdso3CAsNwqhBr+fssd8bbdHkmVpY8/1uRB78E62bP4NX2j2H439dFC8NDmz5SrY7vsUX4CITFCrU9d9IrpRQji3q8p5cKjtCjUvPyePmqr0pXv1YmWMs1l31gvlcTMDFCFSMrohbwbf4Z5aL3auSjvN6fD9RvpdbfgKFeeYqIUZdo/kNaWmRuTbu69sSPj7/s/g6d+77AyPHL8DpPcvh6Wk8eRwJebJU93glu9IOCekpc9fi8M/zsfq73di5/yjWzPsoZzxZs3/+9TC+/HSI6J+RoRPinIR0enpGvhj1tj3G4K3u7fFii4ao/+IAjHvnTdSpWVmM/X77Adx/FIuvJg63SKj/dvQ0lszILk946OgZDBg9A2f3rRB/pwR3jV9+G9tXT8uxyFsM1s0mMCnUnTWhHJVhu+X1f+y9CXhc13XneWpfsRRAoAgQIEGAC8AFWkArIZlYlEzaERlHVGTZsmVbSeTIk7HsGfcnTXoy7ok9SbrHbfck7SyTaOzueCLPWF4iaRxRyVCWRcUiHYu0JHABuAAEVSDAAglUAah9Q3/nIQViR71Xr976v9+HTxLw7r3n/M4FVP937z3nKo3ZRiltSQm1z2sKAeF+On8fDQRAQDwB3lXvCfXQ8W3H8cFXPD70AAEQUJhAS7SFJgqDlPJbKJAI0JQ/jb9dCsfAyNMhidzq0V0pkRz30oJQz2bPUSLxwwVOeDwPktN5Z9nLtrij/pMf/Bk1rpvd9FrcfvXo54Xkcg31C3/+Z//bU8JR8vkimPv+23//rLBjvb2jdcFQv/f4g1Tt9y4R6v/my38pHHPnFwG//un/mbq2bhKO3Bcb2/V/fPlzsgn1X5y9RJ/6/L+fE+rpTJbu/uDv0t9/64+W2Fw2YJMMsKZQ12NCuTc9PxYEOXaBtbGKG3NN1JPat8QYfnHSkFtPZ9wnhS+5attrw2vjWnHo0kHhA29/Y79wZz3mjM8568w7KWPLqJp0bjF5TkLXOtkq2IsGAiBgXgLIcWHe2FfC8y2ZLnpo+pOVGNowY66USE4rQn1mJkWx2DepUBgXmFutdeT3/y5ZLO6yY1DcTf6DL3ySHvvNgwvGSyTT5PW46CO/+4f04If2C/e9Fzc++r5YqP+nv/4eDYVG6c//5H9Y8vxyyeQ+9PFn6MFf+xVhfr4v//1nv0w7ti29g7/aHfU7Dz5B3/0//1fa3TV7amTx0ff5Nv7i7GX61Of/BEK97NVze4A1hbreEsod8/2AzrvflhERhiqXAB+f5/tbLMxXapPWCD0b+Hq5U6G/AgS6R3ZT92j3kplizhiFq8aot6lXU0KdDeUP6NyQiE6BBYIpQAAEQMAkBJBEbuVAr5ZITitCvWh9oTAxJ9TlXLp/+V9foL/69kv0x7//hHDPnJPIvfXOxbms788+9yP6ux/8//RX/+GLgoC+fuMW/eAfXhdKty0n1Is71v/7HzxJD3zgl4Sj5cffOE17urdTMpUWdtRf+c5/FHbwf3T8pHAv/fm/+UPatX0z/c4Xv0rZXF5IDMd35i8OvEdnei/R4498aMUddS7PxjvkPd3b6Hc+fpjePnuZvvTVbwriv3hHHUJdzhWzdKw1hbqeEsrpWaRzMhIWq0Y9BTD/eBhfS7hpvyGsRlfBPXct4bvV39TltQR+EWHUuC3354ePkh4YuHfBj0K1ITrdckZzAr2yfz4xOgiAAAiAgJkJ3Bc/THtS+82MYEXf3U4beV02mpjOLPuMFo6+VzpwLIyfYyH+7ZcokUwJ082vo57JZOlP/68fCEK52N53Zyf97Z/9WyER3Mm3ztGzX3t6gZl8t5zvsRfH4zvuf/3Vf0OT0wl69L/7ijB+8We//7mP06cf+ZDQP3wzQl/+T39Lb/zs3bnxOCv8F554WHhZ8JM33xbqqF+4NESPPHm7jvprP/0F/eHX/6tQB57ncjkd9Cv3dAsJ7RbbuHhHnf3jZHQ4+i59pa0p1ItvvbSeUO49+yA9X/Mt6SRU7sli73D8I8QvG4wo+nqS+4Tj75w9frk69vyiYmtmB73me1nlSIibno/18/E3M2XFXyzUB+oH6FTbz8SBw9MgAAIgAAIgoHMC/Nnm/sRs+Su0hQTWOpFrBqE+n8h4ZIry+YKwm704uVwun6fxiSmqrvIJ5dLWalzWjcdzOOxUU+Vb8Di/HAjfnKD6QM2yY/GuPu/E19dVE++Yl9KK9gUbVj4ZW8o4eEY8gZKEuh4Syul1N3Z+yHjXmQXrK/4frrqzzLvQervPXarNpT7H3Fgk70veTy9WfUf8ykePsgjwve+O8XZqibYisVxZJNEZBEAABEBArwRwT33lyNVVOSmRzlMqk1/2IbMJdb2ucditLoGShLoeEsp9I/BHksUrC+T5jZPRqbGrzbvqn43OljjgXWf+Kh6HZwHbat1AW2N3CgL127V/oe7KqeDsHvIIoycpueosR6cfo5p8wNAsKogZQ4MACIAACIAACJRBADvqK8NbLZEc94JQL2PhoatpCJQk1Nc6vqIkLb7ffMXZJ5Rdm7RFyD0zK+qWO05dql2c6Ix3srlx9nE1j19/fuJLQjk59vG0+80FLwxYwHaku2hn6i7hqLWRy8wF800Uto2uGcJ9iftNdex8TSB4AARAAARAAARAQBECxTvqvKnCnx/5cxn/OzcuC8z11fkzm9nqrK+VSA5CXZHliUkMQKAkoa6VhHIsxiux2807s3w/ml8CPFv7dck783KsB7blNe/La+7o84sFIwt1OVhiDBAAARAAARAAARCoBAE+6fhk9GlBoK+Vp4Y/s/Hnu+LmUiXs0dKYayWSg1DXUrRgi5YJlCTUi79QaiaUY4G+1h9CqaCL5TUqOYdU29APBEAABEAABEAABEBAWwT42Dvvmpf62ZSvNz4++ZQpxHopJ3Fx9F1b6xnWaJNAyUJdzYRylTyOXnwjOmWNynLX2WylurS5rGEVCIAACIAACIAACFSGgNRktrvSd9PivEiVsVDdUddKJIcddXXjg9n1Q6Bkoa5WQrlKH0fnO877kx+gF6qeE+6Fo4EACIAACIAACIAACIDAcgR4g4d3xteq0LMSveIpTiPTXR9w083JNOULMyu6iR11I68A+CYXgZKFOh9jcdgtFI1l5Zq7pHE4odpPfMdKelbsQ8XddO7353V/LLY7ngcBEAABEAABEAABEDAZATGlZBejMfquus1qIT6FeyOSWnVVQKib7JcG7koiULJQ54RyNV6H8IZMycZvLMvJ6L6SrfxHlrO9N+ab6LLzAmpxKxlUzAUCIAACIAACIAACJiTAieX486dRWymJ5Nh3CHWjrgD4JSeBkoV68ZdK6YRy3675Cxqzr12mSwwUvkf+0PQnBZHO7bvV31Q1gzpKjImJHp4FARAAARAAARAAAX0S4I2iL0T+nT6NL8Hqaq9DOPIeT+VWfRpCvQSYeMT0BEQJ9fpqF00ns5TJFhQDVwkRzUKda1pyLXa+Az9liyrmz/yJ2A6+H78l06V6WThVAGBSEAABEAABEAABEDARAf7s99noM4b1uJREcuw8hLphlwAck5GAKKFe6lsyGe0zZJI3fpu6J72fwrYRJLCTc7FgLBAAARAAARAAARDQOAE++s5H4I3YOJFcOJqimZXzyAluQ6gbMfrwSW4CooS6x2Ujl8OqaEI5vp/O99TRQAAEQAAEQAAEQEAOAo6cg7J2ZZPjymE3xjAGAa7Bfn/iiDGcmecFJ5JbV+0ShPpaDUJ9LUL4OQgQiRLqDpuFav1ORRPKTVojxPfU09a1f+kRUBAAARAAARAAARBYi0BneDu1Rlsp5opTqDZEw7XDa3XBz0FANgJGTShXaiI5BgmhLttywkAGJiBKqBd/sZROKPem58d00vuagcMA16QS4GsEnBQw5LgqdQj0U5kAdrZUDgCmBwETEugJ9VDXWKfg+ctdxyjijZiQAlxWi4BRhbqYK7IQ6mqtPsyrJwKihboaCeUYKMS6npaVMrY25pro6PRjQjJATjoope1M3UXn3W9L6Yo+MhDwpX3UMd5Ovc1nZRgNQ4AACIDA2gT45eBD546SM+8UHn6u5ztrd8ITICAjAaPWUi81kRyjhFCXcUFhKMMSEC3Uxbwtk5vaa96X6YznpNzDYjydEuDd9AfiD5N7xkPHfD8Qnb2f32jXFALEeRDQlCfAH5YPXTpEvc29OHaqPH7MCAKmJTB/Nz3mjNGLu18yLQs4rg6B++KHaU9qvzqTV3DWUhPJQahXMAgY2lAERAt1NRLKMXEupfZC1XOixZihogVnZCXAu/EnPa/RmH1U1nExWGkE2sfbKe6MUbhqrLQOyzzVGe6k/mC/5P7oCAIgYD4CfJKHG++oB5IBGqwfNB8EeKwqgc9PfEnYZDBSE5NIDkLdSJGHL5UkIFqoq5FQjkU6H21GQrlKLgXzjf1A7GHhSgUfnUdTnkC5d9OD043UPdpNx7e9qrzxmBEEQAAEQAAEJBAw6rF3r8tGThGVoXD0XcLiQRfTERAt1ItvwZRKKJeyJIWs7xBTplubFXe4Ol+LdVVxypWZgHfEDl06SP6MXxDq4apwZSbCqCAAAiAAAiAgI4H740eoJ7VPxhG1MZTYq7EQ6tqIG6zQNgFJQl3JhHKoo67tBQTr1CHAu9Gtk63UPbKbTnS8obuMxeXspnPfI32HBZHObaB+kE61nVInEJgVBEAABEAABEQS2Je4n/YnPyCyl7Yfr6920nQiR5lcoSRDIdRLwoSHTE5AklAX+9asHMZ85B2lt8ohiL5GJMA7yvuu7RVEqtnuVwYSAUGoz2+9Tb3IHG/EhQ6fQAAEQMCgBB6PPiWUlzVKE5NIjn2GUDdK5OFHJQlIEupKJpT7RuCPcDe9kisAY+uWQDm70lKc5t37mCuu+osB9vtj7350iQt9jf3Egj1rz0pxD31AAARAQPcE+O80/y3E30Hth9JId9XFJpKDUNf++oSF2iAgSagrlVCO76f/ed0fa4MUrDAkgS2ZLrri7DOkb3I7tXdor5ClXe2a58vtqBd9zdgydLLtFMq9yR18jAcCIKALAlxNI+KJ6O46lC7gVsDIJyNPC2Vi9d7EJpKDUNd7xGG/UgQkCfXiL5gSCeWwo67UUjDfPI25JuISbc8Gvm4+5yV4zMftO6+sozM7r0noLV8XFup7Qj0UjAWFQbkOcn9jv1Dmjf8dO0nyscZIIGBGAnxqZ8/wngWu+zM+CvvD2K0244KooM/8GWRrZkcFZ1BmaClXYnH0XZnYYBZ9E5As1KUklOMd8rQlRa4Zd8n1IznjO+pc63uRadl6Fut8R4yTFpqhlbvb4h0IUa7aT5kG9XcA2m+1CzWQz7SeMUPo4CMIgICCBOZXlpg/LfJhKBgEE0xllKRyYhPJcWgh1E2wwOFi2QQkC/VS355NWiN00vsaXXZcWHDX3FVwE9/P4RIVqx374TrX3B8NBCpFgMu0cTN6CcCWaAsdGLiXXtj1IsVdcUk43dfHyHkrSsnW9ZStqy5pDP7AK3W+kibAQyAAAiBQQQLB6UZqH+8gZ94hVNlAAwG5CDwQe1j4LKz3JjaRHIS63iMO+5UiIFmol5JQrhSRzYL9/sSRFf9QsdDH0WSllgPmMTKB4HRQqD3+/B3fk3w83H8jTtbwdQFTKWK9M9xJRDPUH7xoZLTwDQRAAARAAAREE3h06jPUmt0sup+WOkhJJAehrqUIwhYtE5As1NdKKHfGfZJe871csu+rvVVELfWSMeJBEFiVQLm72z2hHmq46aKL1tdp3DJEOZ+HqC5IFt/to/DOvFM4ks7Zh7nW+emW0xDqWJcgAAIgAAIgMI8Ab1Q9GX265KugWoUnJZEchLpWowm7tEZAslAv/pItl1DuPfsgPV/zLVG+8h+sxyefWvYYPN9t57vqRj+aLAoYHgYBFQjcO/B+ao22CjOPWvoEsc5f9+Z/b0VruFQQ7pGrECxMCQIgAAIgoFkCRrmfXupV2MWBwB11zS5NGKYhAmUJ9ZUSyr3i/6Gk5Fwr1ZQ85vsBnXe/rSFsMAUEzEeAMyE/dO4o8Y45Z1cP1Q4LJYDizjj5Mj5y5hyCiC9mYy8SCtWGcK/TfMsFHoMACIAACKxAgHPj8OaUe8aje0ZSEsmx0xDqug89HFCAQFlCfbm3aOXUPuc/XJ+NPrPAbSm78wpwwxQgYDoCfJS9c6yTepvOUn+wf0X/OfES11znY+/FVk4CO9OBhsMgAAKGIsBXjrpHuwWf4s4Y9TafNZR/cEYcAf6sy3fTjVA/nT2XkkgOQl3cmsHT5iVQllB3O23Ed1MmpjNzBMdso/Tt2r+QTPTzE19a8Ibxu9XfpJDjquTxSu3IR+/T1lSpj+M5EDAdARbqA/WDJWVw5933rrFOQdjzDjz3O9V2ynTMSnGYWaH2eymk8AwI6JNAseJG0Xrk7dBnHOWwmhPHcU4mo4h0qYnkINTlWE0YwwwEyhLqyyWUu+y8QC9WfUcyu8ejTwl1rbmVszsv2QB0BAEQkI1AIBEgvtfOu+uoP7w81nIT/MkWLAwEAiBQEQJ8yqh7pJtirrjwdxDlKiuCueKD2idjlKu5fVJM6oS8o14sT6z3o+9SE8lBqEtdPehnNgJlCXWGtfjISykl2VaDPH9HvdzdebMFE/6CgBYJsBA90ndY2FnnxHL8QRU7yFqMFGwCARAAARBYiYAlk6UZp0M2QI25Jjo6/Ziud9elJpKDUJdtGWEggxMoW6gXE8rdzI8TH1MvJzM7Hz//QuTfzSHnI+88JhoIgIC+CbSPt9O+ob2CExlbhvob++ncul/cdipfIFsyRTM2myw7FvqmBetBAARAAATMQEDv99WlJpKDUDfD6oaPchAoW6jz27RRywh9y/nXZd/xXpz1HUff5QgxxgABbRA4evbBuQRzIcvbNGD9GSUpSlnL7dwQBaed4h2tsu5aaMN7WAECIAACIKB3ArZYgvJ+r6xurFTxSNZJKjSY1ERyEOoVCgiGNRyBsoX6jDND/6XqGzRBkbLhzL+fXhzsb2q/VtYufdlGYQDNECi+eT7jPimU/5uf/I9/Vs5pDs04aWBDOBldMfPxfDdvWa7SRevrQj12bhDrBl4EcA0EQAAEdEzAOxCiREer7B48GXlad0fgy0kkB6Eu+xLCgAYlULZQL/dOepHrvsT9tD/5gSWY5RrfoPEzlVtbMl3Uk9xHG3Ptgt+T1tsvhziD6gtVz9EVZ5+pmOjN2eVKtxV9uGj9iSDYi2I919pGKb9Vby7CXhAAARAAAQMSsGay5O+7SulgPaXX18vq4UqfgWWdRObBykkkB6EuczAwnGEJlCXU+Q75C/7nyj7yvtofKBZj3675i7LnMGwETejYztRddH/iyIIyfu/ZB+n5mm+ZkIb+XOZyZIcuHaK6ZGCJ8SzW37O8Q9sLB2jjzF0U9ofpZNspZEnWX5hhMQiAAAgYigBnffcOjcye+tq2ScipIlfjjQgu25a2pHSzs15OIjkIdblWDsYxOgFJQp2PHfNOd7lHjVerJ8lz8IsAFuqc/R01zo2+FMX5x9lSH598aq7TNwJ/hDUiDqGqT3Mm+EOXDs7dWZ9vTJZS5CD33Ldizhgd3/YqxLqqEcPkIAACIGBuAt4rIbLHkxTvaJH9nvpisnoo4dZQ46JoLEPZ/IykhdFc75HUD51AwEwERAv117wv0xnPSVkYLXcnnYV5udnjZTEOg2ieAL+Bvj9+RHih84r/h5q3FwYuJDA/EzyL8YwtS868Qyjjxl/zWzFTPJd3Q2k3rCQQAAEQAAElCVjyeao6N0A5n4cSW+S/o76SLyzYH5r+JDXmm5R0t6S5ykkkxxNAqJeEGQ+ZnIAooS6nSGfui5Nn8M453zMud6fe5DE1lftc0o/vp4/ZR03lt1GcZbHOx9vjrvgCl/gue/dINwVjwSWCPVQ7LNRiX9zHKEzM6gefsmiNtlB/8KJZEcBvEAABDRPgRHKZdQFVSogut7GlJiqHzUK1fifdnExLNgNCXTI6dDQRgZKFeiXuAD8z/idzqLkUG99Fh0g30erTgKss9O1Zmy5EH4vXdeNe6l93QdKxOxZCnHXdn/HNkWeRrOVdavbZl/FTcDooiLjiTvtA/SCdajulgRUEE8olwDkLDgzeK8SY20D9AJ1q+1m5w6I/CIAACMhKwH19jDINASo4HbKOW8pgvLP+2egzpTyqyDPlJpJjIyHUFQkVJtE5gZKEOovoF6u+Ixwxlqvx/fRHpz4zNxyyu8tFFuOIIXDXWA9tCrfQi7tfEtNNlWdZyGRCb1N0e1B0EptAIkBH+g4vazcfK+cdaq3vZLKg2zPcQx3jHcQ2v9x1TBcvWFRZLDqZdHFiwXBVWIhtb9NZinjLL/mpEwwwEwRAQAcEnDcjglBXq3GyOa65roVWbiI5CHUtRBE26IHAqkKdE7pxzepKHCv+2OQTc2W2GBSSgelhuRjPxg/c+jVqulYvZBYfrB/UtINcGoZTtsxIfJt/9OyDyyZvKzrNCdtYKGm9FeuxI8mc1iO1tn0s1D/27keJT0jgOsPavPAECICAegR4R53LssmZ7V2MN4uT6IrpK/ez5SaSg1CXOyIYz6gEVhTqct9Hnw+Qy2sdjn9k7lucQO7ZwNeNyhh+aZjAwzc/SZ73ZoRdPBaqRt7F6wn1UNdY57LR4Ezrp6v/kQa2LrwrrtXQ7R3aSx3j7cRi/Y22n9BE1ZRWTYVdaxBoibbQcO0wOIEACICApgl43rtBaT767nGpZuf8K6OqGUFE5SaSg1BXM3qYW08ElhXqx3w/oPPutyvix2KRzpPwkXrO9I4GAkoT4JMd7qE85XNZQayfbj2j+Z11qYw6w9tpz/Ceue7sL++gx5xxmrSP0fXsW5Spq5Z0/12qTVL78X37h84dFbrzS4arVRfpfOAtIXN83u+Zu0NoTc4mulHzg5VUH9EPBEAABEAABOYTWJyEWQ06ciSSg1BXI3KYU48Elgj1SiSNK4LhuzV8x2Zxg1DX49Ixhs2coOVTw79LNyNDgkOcrIwTrIVqQ8JxXCOVAisK9eId4P5gf1lB5GPLavK5d+D91Bq9XSZnzDUsnIpY62oAJ+SrpvUUd8YoXDVWFgN0BgEQAAEQAIFSCDgmZk9+ZeuqS3l82We0sKPOieTsNitNJbKS/YBQLwsdOpuIwBKhzjvbciaNW8yShREL9v3JDxAfeT/pfY345QCyvZto1Wnc1WJpsJgrbqjM4nxcnH1jMVtOaTMuqcb3xM8G36GBxmuqRbN4V50NmPBE6Pi24yW9OKibrqbDlz5Mz9/xvZKeV81BTAwCIAACIAAC8whsyXQRJ2Pmz9HuGY8qbGr9DspkC5RI58uaH1nfy8KHziYhsECoK3lXfGNuM0UtEQh0kyw0Pbqp9o6x3MwOXTpIp1vOiLqH3znWSbwTX2z+jH/u39UukcZ3mw8M3CvcU+cM8GJ29zkLvpHzEci9djAeCIAACICAdghwadmj048tSMqslHVyJJJjWyHUlYoY5tEzgQVC/bLzglCGDQ0EQMB4BHgnWUrStZWyxauddZ139vcN7aXTLac1X1rOeKsJHoGhcMR7AAAgAElEQVSAOQjYJ2NC3gu1Mn2bgzK8lEpA6ZJtFgtRsNZNNyIpqSbP9YNQLxshBjABgQVCncuxveL/oQnchosgAAKlEigK4uWeP9X6Jg00zt7vV7rx0Xfe8X9h14uidtOVthPzgQAI6JeAv2+QZqw2SmxpKUmsu26MC846qlso5k0ucJz/lnKOEFQ50O960JrlvLP++ORTVFNQpr67XInkmCOEutZWE+zRIoEFQh1J3bQYItgEAuoS4GPiR/oOLzCCP2zy0fFR+yW60DIwl2VdSUtZqHMegcH6QSWnxVwgAAImIrBn6C5aN+GhK963aXpD1YoJKLkSReBGnqaivQKd1sKddFfhoSWk1L4yZKLQmcbVlRI1VwKAz20nm9VSdiI5CPVKRAdjGpHAAqE+Zhulb9f+hRH9hE8gAAJlEPjkmceE3nzcvbf5LMRxGSzRFQRAQD8EitUy+G9ff+NFGqgfWHKCh/OZcOnLjvF2umj9CV20vi442Gb/VfL52oUKE/xS0ZlzkC/jpzOtZ/QDAJbqgsAfZv+IKO2gZCZPMzOVM1muRHIQ6pWLEUY2FoElWd//pvZrSPBmrBjDGxAom8BH33lEqLl+ctOpko6ZW/J5suQLRPkC2ZJ8l81SVkmash2QcQA+vhp3xudGdOQdQpk43tlnRmggAALGIRCcDlJPqIdOdJxYs1pGZ7iT9gz30DnrK9TXdJnS6+uNAwKeaJrApxNP0g7HVrJbrYJYT2XylMkVZLdZrkRyEOqyhwYDGpTAEqEu5Z4635HhlraWn1zCoJzhFgjolgAf6eSkbce3v1qyD9ZkmvyXFpZuS7auN4RYX1y/naHwcVZOaicm83zJMPEgCICAbgiwWI+5YriHrpuIGcPQ++KHaU9qP3GyN6/LTm6nlRw2K8VTOUG0Z/Plb7PLmUgOQt0Y6w5eVJ7AEqHOU77p+bFQ37yUxiL90anP0Gu+lytaf70UW/AMCICA/AT4jjof+xQrQt3Xx8h5K7rAoGygmpIb18tvpMIjMhMW7NzKrUuvsOmYDgRAAARAwGAElsv+zonf3E4b8b3ybL5AqQzXPs9JPhovZyI5CHWDLUC4UzECywr1UsV6db6WHpr+JDXmm+iFqufoirOvYoZiYBAAAXUI8FFvKQnbLJksVfVdXWL0dNdmmnE61HFm3qx7h/ZSb1PvmsdZVzKU76VyE/sCQwnH+eoBykkpQRpzgAAIgID6BB6PPiV8Fl+pOe1WQbR7nDbKFQo0ncgJ4l3MfXY5E8lBqKu/ZmCBPggsEeqczdHrspHHZafLM1folZl/XLJTzgJ9Y66d9iXunysJIeXIvD4QwUoQMDeBlmiL5GOc3oEQ2WMLSxRl1tVSakNjyVCdGRv5ctVClnm5Wvutdtp3ba9wUsCIO+JC7WePSxMvROSKGcYBARAAARBYSoBPtj4ZfZrcM5418fDxdRbrHpdNOBqfSJd+n13ORHIQ6muGCg+AgEBAEOoszp0Oq3Cvhf89k8tTPMlv22bvtKQsSUpbbt8/X6leIxLRYVWBAAjMJ7Bh2Ee1N2coah+jWw1pyjTUitrp5V15x2SMMg3y1Yhlkd49ulsQ/hHPrPgP1Q7L+iJA7VXgee8G2eIJine0QqyrHQzMDwIyEOATPFo8vSODaxiiTAK8abY/+QHRo7Bo97vtwud/q8Ui3GWPpVY+Gh+sddOtqTTlC+Xfd4dQFx0udDApAUsynZvhIzGpbF54s5bJSs8SOWmN0Herv4ms8SZdTHAbBBYT4FrnfHReyq61Y2JSuOOe6GgRJe5XiwKfDnDmnZKO8ssRXf6wLWSIX1fZ2u9V564IWfdnbFbKrAuIfkEih68YAwRAAARAQBwB3h0Xk5iZT7g+PvlUSbvpq1lSPBrPJ2qXu88udyI5CHVx6wJPm5eAZSgennEkq2QjALEuG0oMBAK6J8Bljfob+0XdA3fdGCfnrYggNAvBDRRb7yuLAyd+45cFdcmAUF4u7rpdWq2sgSV25lJ3vINfqSzx/ILDE1pYJo6Pwce3bZJoMbqBAAgoTYD/bsl53Udp+zGfOAKetI0OZI/SrvTdohI69yT30b7k/WUL9fnWsmiv8tqFUm/pXJ4SqbzwY/7e+FRGnGOrPN1cv/ZRfdkmw0AgoFMCln+a/umMa8ZNY7bRuePt1YVa2phtXzUxxWr+5mwpOl/9L/SzmZ8v2V3nt39TtoWZoHXKDmaDAAisQUDK/fZiErrthQM0vtFd9u43Z2fnD71SdvUrEeDDFw4LLw24hf1hirniwhH8/mB/2dMxO99AiKyZnDBWwWmnbKAG9ZzLJosBQEA5Avz3ir8qffJGOY8w03IEZv9eDxMn/+QX059Y/5dUZZ/N33LGfVIQ7KXsrvMuPB9970ntkxX0/FJvLoeN0tm8kIROrvrsEOqyhguDGZSA5X+c+eKKl01as5uJSz6sdCd9NSbrA24KR1MUtdxOAMUvBF6s+g7KuBl0McEtEJhPoJys6Nuurad7bn2AXu46VtauEtvwsXc/SifbTpUt+OWKLu/u84fwukSAgrGgMGxfYz+daT1T9hTzk/exSMcd9bKRYgAQ0A0B/ruSsWVUPzWkG2AaMJRPkLnC44IlH6p/hto898xZJfaEqtS76qVgqKtyCjXaOQGdHKXeeE4I9VLI4xmzE1hVqDOcYp301co+LAexvtpF08nsgjvv79kH6fmab5mdOfwHAVMQCE4HKVy18Ah2qY7zTvyBgXvLFup89L5jvJ2+d+f3S51a0eeC043EZeL4iOuJjjfKnpt3ZtzXb5Ilm6Vk63okkiubKAYAARAAgcoRmF/GtKf6EdpT/VFhMt5NP+l9TfTEy9VTFz3IMh3mJ5JbfJ9dSqk3CHU5ooIxzEBgTaHOEPi4+qNTnxG1s17tdQiZIeOp2SOYfLT+Te+PUWvdDKsKPpqeACeR49bbfFYSC94ZOtJ3mF7vOCG5NJzzZoS2Dm+g6sAddKrtlCQ7lOikVII5qb7wCxdH3iEcz1f7fr9UH9APBEAABLRKwHN1hBxTMdrtP0x3Bx6l56u/RWP2UUnm8uf1z0afkdR3pU4rJZIrp9QbhLqsIcJgBiZQklBn/znBBb+pK7W5nTahHvvVeBiZ4EuFhudAwAAEOsOd5Mv4yjrK7Uv7BKHOR9aHa4clUfFeCZE9nqR8cyvFG5C0RhJEdAIBEAABEKgogeLxdxbpF5pHJYv0opG8scZXV+VqxeRyqyWSm1/qjZPQJdK5VUu9QajLFR2MY3QCJQt1BvFk5OmSd9UdNgsNVPfS89bvGp0h/AMBEJhHgEV2uTuv5dYM9kSstP5dC+VtGYputtNUizx1XxFoEAABEAABEJCTgGNiijyhG5RZV0upDbPJ5Mpp98UP057U/nKGWNDX57aTzWqhqUS2pDHXKvVWHAR31EvCiYdMTkCUUD86/RhtzewoCdll5wUhcRwaCIAACChNYMtbHdQ4NPuBZ2TrKA3dOaS0Cbqer5z8Arp2HMaDAAiAgMIE3NfHyHkrStNdm2XJK8Il2+5PHJHNi1q/Q8g3lUjPlmkT01i0+z32uSR0seTtrPEQ6mJI4lmzEhAl1MVklPyb2q+hDJtZV5WO/ebkibuu7yzr2HYl3eeM4YP1g5WcQvdjt55vodYLrXN+TDZM0fkD53Xvl5IOcJK7cNWYklNiLhAAARAwJQHPezfIFk9SrEue4+pyC/X5ieSkBmh+qTfOHM/5q6q8DqnDoR8ImIaArEKdS0mEHFeJd9OvOPtMAxGOGosA17nube6VfDe6kjSw07k23btfvpvcCdeCB//lwZ9T3il+N6AzvF3IyA7RujZ3PAECIAACICCOAFfq8PddpZzPS8nNzeI6r/C0nJnfV0okV46hxfvsEOrlUERfsxAQJdRX++WXWkrCLKDhJwiAgDIEmi410eZ324TJ4rVxGmu7SaNbxWfQ5V3lQ5cOaaoGuxIEy80PoISNq83B9nPL2ku7T6m2vZgfBEDAvASKieSy1X7ZhPrHJp+gjbl2WaCWkkhO6kQ4+i6VHPqZiYAoof549Clarp76Md8P6Lz7bTNxk9VXLqcxZYvKOiYGMx4BvQsopSJSfbOatvx8i3DcPe1LS5qWy8MdunSQnHknHd/2quR68JImV7lT+612GlyH6xUqhwHTgwAIGJyANZkm30CILPkC5fweSnTcvrIl1XXO9s5Z3+VqYhPJiZkXQl0MLTxrVgIlC/XiLz8faw/Zr9KkLSIwS1tSwnF3NOkEuPRdypLEdQHpCA3fk+uSD9QPlp1N3fCgiMiWsUk65j6fzd6hvdQxPrsjUU4td73x5pdBdckAjvrrLXCwVzUCfHR5xmZTbX5MrE8C80U6eyBHxnfOscMifbkNNamUykkkt9acEOprEcLPQYCoZKHOieTOuX6BnV+sGhBQmEBLtIUODNxLz9/xPcMe59XaaQHeUec67txOt5ym/uBFhaOO6UAABEAABIxGgAW682aEnJGpOdfSwXpKr68v21U5j7wXjZEjkdxKjkGolx1yDGACAiUJdRzNNsFKgIuqEOgMd5Iz71hzt1xrQlZuWPwyYrh2WO5hyxrvk2ceE/rzSYZTbafKGgudQQAEQAAEzE2geB99PgW5RLrcR97ZxkokkpvvO4S6uX8f4H1pBEoS6qUNhadAAATEEGDx/dC5o5SxZShjywpikDOMm60xh46JDupv7NeU60fPPkj+jF+w6YVdL+LagaaiA2NAAARAQF8E/H2DZM3k5ozO+TyU2FL+vfRKHHlnIyuZSI7Hh1DX1/qFteoQsJyKnpvhUmpj9tmsyGO2UUpbU+pYg1lBwEQEjL5LXmoo+Zi5Fl9QFHfU2Y8JT4SObztu2KsHpcaq3OccE5NzH1TzHhflamZfhKCBAAiAgJEJuK+PkfPWwqTBibbmsv8GVkqkcywqmUgOQt3Iqx2+yUnAcmHi+kxNISCMyYniXqz6jpzjYywQAAEQ0B0BX9onnHaY3wbqB+hU28/W9IVfwARjQc0d5V/TcAUeYKHuCYWFmeQsR6SA6ZgCBEAABCQT4KSDfPR9vlifumOb5PGKHTl/1P7kB8oeZ7kBOJFcKlOgVCZfkfGxo14RrBjUYASEo+98t4V/2Vmkq7GbzvMjc7zBVhbcAQEdE+As+92j3Us8CPvD1Nvcu2JW9PbxduK+3F7c/ZKOCVTGdP6wWnVuQBi84LRTrEueWr+VsRajggAIgIC8BBwTU+QJ3aCC00Gxrs1lD/5A7GHiykGVaJVMJMf2QqhXImoY02gEVLuj3phrEkpI8AsC3tF/0/NjOul9zWh84Q8IgIDOCBRzB3AN9fmNj7+Hq8IUd8ZoMHCFsrYMNSaaiI/u+zJ+Ck4HhdJmxXa65Qz1B7V1714LoeAPqrZkihyRKeKjn3m/VwtmwQYQAAEQUIQAZ323T8VkqZv+ePQpWcuxFQFUOpEchLoiSw2TGICAKkJ9S6aLHpr+5BJ8r/h/KJSAQwMBEAABNQnw0XfeUeda6jFnjE63nlnxKDsLe362a6xzicknN52iwXWDarqi6bltsQSEuqYjBONAAAQqQcA7ECpbqPP99CejT5N7xiO7iW6njbwuG01MZ2QfuzggdtQrhhYDG4iA4kJ9ucQXKUtSOHaP4+8GWllwBQRKIMCCOO6Kl/CkOo/wUXY+7l6KjSsdl+9t6qW+xn4kolMnhJgVBEAABDRHgPN1cDLNGZtNsm09yX10f+KI5P6rdax0IjmeG0K9IqHDoAYjoKhQXyzSWaBPWaPEO+nFrPMG4wt3QAAETERgJbHOu/Jcfo5rsmftWRMRgasgAAIgAAKLCXC+DvtkjLJ1NZLh1Ecc9DuFL0vuv1rHuionJdL5iiWSg1CvSNgwqAEJKCrUq/O19OjUZ4S76JcdF1RJXGfAGMIlEAABjRDgY/BH+g7P1V9fbBYL9uPbXi1ph14jLsEMEAABEACBChDwXbpG8W2bJI/Md91/LflR2u47IHmMlTpWOpEchLrsIcOABiWgqFA3KEO4BQIgAAJzBHpCPcveVy8+ELWN0fH136VMQ+2yxx45KV3n2HY60fEGqIIACIAACBiUgL/vKiVbg5LzdHBt9qbJWvpI8GuyElIikRyEuqwhw2AGJgChbuDgwjUQAAHlCayWXI6tGbX00Vu279KMzUq5av8CA385/hBtSLRTqDYEoa586DAjCIAACChGoPrdS5RqbqBMw+1qIWIm914JkT2epM+2fF9MtzWfVSKRHIT6mmHAAyAgEIBQx0IAARAAgQoQ6Ax30p7hniUjD1pO0TnbPy75fv1MG+3P/7bwfS4Dx0fk0UAABEAABIxHwJpMk5+Pvne0SNpRL/ZnMp9Y/5dUZW+UDZISieQg1GULFwYyOAEIdYMHGO5JJ8AZv1ujLUISsHDVmPSB0LNkApyMzUgZ0pdLLnfc9qeUtESXMGkv/DLtKjwgfD9jy9D37pR3l6TkIOBBEAABEACBihLgY+v2qTjFujZLmoeT0VWdGxD6/lbz35LL6pM0znKdlEgkB6EuW7gwkMEJQKgbPMBwTxoBLhv20LmjQufj245DqEvDKLpXIBGgiDciup+WOxw9++BccrmVdtPZ/l35X6P2mb1zrvCOOu+soy0lwNcL9gzvEfgM1qNOPdYICICAfgiwyOb76QWno6xkclXnrhBXU/rtDd+W1XlOJDc2maKZGVmHXTIYyrNVli9GNwYBCHVjxBFeVIDA3qG9FPFEqD/YX4HRMaRZCLREW4gTxI27ximaDVPemqF8bpycE1NUoJTwYY0/uO3PfJrWzdzeXcHx99VXSPutduoc66RjO46ZZSnBTxBYlgCf3OltPgs6OiLgujFOfHw9ublZstUs9jvt++m+us9JHmNxR5vVQuuqXRSOpmQbc6WBINQrjhgTGIAAhLoBgggXlifAu27l1Kw24u4u1op2CfB6rUsGqHukm4KxoGBob1MvPoCvEjL+HeXrKRAp2l3XsKzyBPD/qsozrsQMXEc9V7MwoaiYeTgZ3YcbvkzNrp1iuq36rFKJ5NgICHXZwoaBDEwAQt3AwYVrIAACRHyNoXu0mwbrB3RzhYF3i/ddmz0GD7G++irmpH3OvANiHb/sIAACpiFgzWTp3ut7aE/1R2X1udrroHxhhuKpnKzjLjcYhHrFEWMCAxCAUDdAEOECCJidAB8v52sKcVd8DgXvMnFCwK6xzrnvvdx1TDd34NmnAwP3CraH/WHqbe7VzYsGpdcj5wGIO+N0uvWMbuKrNCPMBwIgYBwCe2K/RPelf0N2h5RKJMeGQ6jLHj4MaEACEOoGDCpcAgGzEeB8Ah3j7QvcHqgfFBKNxZwxQcCXexVCDaaL/eJs8PzFjYUpxPtsVDrD24XkcsyGk/AZLSGhGmsPc+qDAJ8Ymv+CUh9Ww8oiAUsmSzNOhyggnEDuyejT5J7xiOpXysPrA27hfnqlE8lBqJcSDTwDAqijjjUAAiBgAALB6Ua6d+BecuadgjBnsSbnh9eGyXV0s+aW4qTmVx9YbvJ4PE6jvlHhNAF5LeRyOoXHOBGdmUoKcrK+Q5cOCr6zWOeTE3LGX/HAY0IQKIEAcjSUAEnjj3AiUW4zNltJlrJIf3TqM9SYbyrpeTEPKZlIDkJdTGTwrJkJYEfdzNGH7xUjYMvYKO+c/R8wmjIE+EMr70BzOb1ykgguZ23nm9vp6p1DlPallXFm3iz3DryfWqOtS+YdT43S5Ehy7vsbNmwgl8sl/PfrHSdouHZYcVvVmpBjf6Tv8Nz0yJivViQwr1IEeM3zyyk+PcIvJtGMT4B33x+afow66I6KOKtkIjkI9YqEEIMakICiQp3fBKatlS/5YMA4wSUQAIESCFTieHvr+RZh5tBOdYQvl17iZHjzG58a+FnzP9O0LUUpb1p4KcS77/6Mj9rHO4Qj/2aqwb5YqDOfEx1v4Ah8Cb8zeER/BBpuOOi+G0eFE0R9jf10pvWM/pyAxaII8M67d2CYftX5cap3ttF07iZlCnFyWn3U7NpBVfZGUeMt97CSieQg1MsOFwYwCQFFhbpJmMJNEAABgxBgkd50uYnOHP6FaickOCHevqHZDPDc8MF86eIqMmKBzqXa+EUFGggYkYAtliDfwDC9f+Zz9E5bn6lOzhgxnmJ8ckxMkicUXrZLk2uHkAG+nFJtnEgulsxRJlcQY5bkZ5FMTjI6dDQRAQh1EwUbroIACKxNwBV3UfXNamo930ruhIsmmieof//FtTtW6In5O+oQ6ctD7gn1CPXU5c5NUKGQYlgQkEygKNTjHS2U93slj4OO+iTg7xska2bl0mn7an6LdlcdkeSckonk2EAIdUlhQieTEYBQN1nA4S4IgMBSAjtf30mckK6qqorsdjtZrVbhoVwuR/2N/dTX2a8aNhahXGKOS7Qd3467qMsF4vCFw3Si4wQSyKm2SjGxUgT4CLTzZpTS6+uVmhLzaIiA+/oYOW9FV7Xog/XP0GbPPaKsVjqRHIS6qPDgYRMTgFA3cfDhOgiAwCyBnot3U1esa1kcvU29wnFqtRrfPS82ZDJfPgr8ksVMWe7VWouYFwRAQF0CzpsRco/cXNWIKlsDfaLpr0QZ6nXZyOmwUjSWFdWvnIexo14OPfQ1CwEIdbNEGn6CAAisSICT0NUlA9Q90k3BWHDBc1yP/VTbKdADARAAARAAAVUJFK8+rGXEgcDnaLvvwFqPzf1c6URyPDGEesnhwYMmJgChbuLgw3UQAIGlBDrDnbRnuGfuByj1Vf4q4aPpWXsGZaTKR4kRQAAETE5grXvqggh27aQPN3y5ZFL11U6aTiiXSA5CveTQ4EGTE4BQN/kCgPsgAAJLCbREW+jAwL1zP3hh14uS7j/7ol6K1yZUR3zPuXuob+MFmq6OqWJLMSv7cz3fUWV+TAoCIAACRiHguTpCjqnV/5bXO9roI8Gvleyy0onkINRLDg0eNDkBCHWTLwC4DwIgsDyBYhI3/qmU4+/VY9W068ROmmyYpLG2m3SzbfV7hZWKgy1jo55jd9P5A+dVfWlw6NJB7KhXKsgYFwRAwDQEXDfGyRUeX9Vfp8VLv73h2yUxUSORHIR6SaHBQyBAEOpYBCCgcwJcTiztS+vcC+2Zz0ncuH558c66mKRyHBPOJM/l3YqNa7EjTtqLMywCATMTCCQCFPFGzIxAd76XkvldzI66GonkINR1t+xgsEoEINRVAo9pQUAOAk2Xm2hs0xjlnXk5hsMYyxDgjOLB6SDFXHEK1YQoa187K+7dL9+9QKTzsPHaOL17qBeMQQAEQEAzBPYO7SWiGTrV9jPN2ARDVidgyWSpqu/qqg9t8x6g++o+VxJKNRLJQaiXFBo8BALYUcca0DYBvitclwioWh5Ly4TqrgdoYgN2Q7QWI76bzjvq9qx9gWn8UuXKPQNaMxf2gAAImJQAX0nhdnzbqyYloE+33e/dIGdkakXjOZEcJ5QrpamRSA5CvZTI4BkQIAh1LAJtEygmoZKazEvb3sE6IxMo3lFf7CPfWb+2e5Bi9Skjuw/fQAAEQAAEKkTAPhkj79DIsqM3uXbQbzR8peSZ1UgkB6FecnjwoMkJ4Oi7yReAHtz/6DuPCMm8zrSe0YO5sBEE5ghseauDGocalxAZXv9TutU0QjZPDW227BeO1Q/WD4IcCIAACICAAQlUnbtC07u2yObZSvXUq2wNQlm2KvvS/+8sN7laieQg1GVbChjI4AQg1A0eYCO4x0fzOLHXi7tfMoI78MFEBDip3Pv+cQ8VCoUlXo/Vv0P+gId2FR6gmDOG9W2idQFXQQAEzEXANzBM8Y4W2Zy2JtPkv3RtwXh5j4sOrPu8INKr87VUUwisOZ9aieQg1NcMDR4AAYEAhDoWguYJcLKbjvF2wvF3zYcKBi5D4OjPH6Sxa2PLsqkL1lCtr1742cm2U5J21fn3gzPSx11x8AcBEAABENAYAUs+T14W6ts2yWaZY2KKPKEbVHDaKR2sp1yNn2ZstgXjs1jfk9pPPal9K86rViI5CHXZlgIGMjgBCHWDB9gI7t078H7iEjKnW8/QcO2wEVyCDyYi0D2ymzb1b6Lx8aV1bzds2EAOh0PYcU95U0JCJzGCm8d25J24FmKi9QRXQQAE9EXAmsmSv+8qTd2xTTbDuUQb76onN66nGadj1XFbs5vp6PRj5J7xLHlOrURyEOqyLQUMZHACEOoGDzDcAwEjE7BlbNR5spPsWRv177uo2Trl/LJppneGcrnciuGw2+1U215LP+58rSSxziKdy8Yd345szUZe4/ANBEBA3wSK5dRi2zZRweOSxRnXjXHKNNQu2UVfafDGXBM9PvnUkh+rlUgOQl2WZYBBTEAAQt0EQYaLyhNgAcmludK+tPKTm2xGLoNWc7OaUt40XXnfFZpqXLlkjVpoOMfC/W/eR5FIZMl99bQ3TTlnjppqm2iddZ1wX/1U2ykKVy1/XJ7H6h7tFq6DSD0urxYHzAsCIAACZiTguTpCMzYrpTauV839B2IP06703XPzq5lIDkJdtWWAiXVGAEJdZwGDufog0Hq+hSYbp2iqQXuiUR8ES7ey7Z02ar7cNNdhdOsoXb1zqPQBFHqS75K3jGygcDhM44EJCu0MLVkfjpxDEOCdY50Ud8ZpwhuhrC0zZ6Ev4xd+zi1jy9D37vy+QtZjGhAAARAAAakEeAfcFR6n6a7Nax5VlzrHWv34zvpno8/MPaZmIjkI9bWihZ+DwCwBCHWsBN0TYHHjzDsFP/wZP014Jihrz6rmV3C6kfa9vY/OdpylKxsGVLPDLBPzS5HWC61z7p45/AtNnmTgnfBAMiDsqI/ULV//tugEr+l91/ZSa/S2X4vjOeGJ0LEdxxQJc2e4k8JVYYp4I4rMh0lAAARAwEgEinXPOfkbJ5VbnPhNKV8fnfoM8Z11bmomkoNQVyrimEfvBCDU9R5B2CDEmvoAACAASURBVC+Ubnvo3FGBBGe/7m0+qyoVvjfcE+qhEx0nSrprXKqxPC6LJbSFBBqGGmjrW1uEo++8S32z7aZhEPHd9pXEeqg2RCc63qi4r/z7daTvsDBPf2M/9TX2q/oirOIOYwIQAAEQkJlAMUs7Z2hPr5+t9KFGuy9+WMgEz03NRHIQ6mpEH3PqkQCEuh6jBpuXEOBa65wZnku4qbmbXqnQsEjnBqG+POGmy0000TyhyZ30ctZE8Sg830kvnhopjsdrgbPEV7KxSOffLT6pUmzHtx1f8f58JW3B2CAAAiCgVwLOmxGy5AuqinRmty9xP+1PfkDAqGYiOQh1va5k2K00AQh1pYljvooQ4B1svsur9m56RZzDoKYnsPgoPIv0mDMuJJ2rVGuJttCeUM8Ckc5zPX/H9wz5MqxSHDEuCIAACGiFQHFHnRPJ1VU56eakeglvm+uXlovTCifYAQJaIQChrpVIwI6yCHCpqlDtMO7QlkXR3J35RMbiXWu18x0sjgiv84H6QVmvVKwU9fbxdto3tHfBjzkj/Yu7XzL3QoH3IAACIKBTAh+bfII25tpJ7URyjA9CXaeLCGYrSgBCXVHcmKxSBHhHne+nG/HYe6WYYdyFBB74581U79234JucWZ3vZc9mX59NUKg18V7JOHJixO6RbnLknZS1Z4h39o/teKWSU2JsEAABEACBChBwFdz0ZPRpcs94VE8kB6FegQBjSEMSgFA3ZFjN5xQn3Tq56RSEuvlCL5vHe17ZRa2+LeTz+VYdk3e0K3nkXDaHMBAIgAAIgAAI/CuB+ffTG2pcFI1lKJufUY0PdtRVQ4+JdUQAQl1HwYKpKxPgpFdxVxyIQEASAVvGRr/00j1CX7/fTx6Ph6qqqpaMlc1mKRKJUN/GPgrtHJY0FzqBAAiAAAiAgJIEdqbuosPxj8xNqXYiOTYEQl3JFYC59EpgTqj3JPfRZecFmrJF9eoL7AYB2QnwC4CO8XaUpJKdrLYGXFyLna2zWq3kdDrnDOX655lMZu6/R7aO0tCdQ9pyBNaAAAiAAAiYhoAln1+zJjt/vr8/cWSOicNmoVq/uonkINRNs0ThaJkE5oQ6H4k55/oFhHqZQNHdOAQ4mRYn7+LSVHxX+bLjJMWiZynZUEXhdi+O2Rsk1LybfsfxO8idcC3xKOfIkT1rX9FTrt0+deckja67MfcMrxXkSjDI4oAbIAACIKBhAt6BEGXWBShXc7uEZtHc1uxmoRQb/3N+00IiOQh1DS8qmKYpAjj6rqlwwBitEGCBzrWri80WGaf6Z/8z2SMTdO2pJ+jvj1yGGNNKsGSwwxV30c7XdwojhXaGKFEbp3htQvhvFvK+qI8arzVQ41Djktnsdjs1NTWRw+EQfna65TT1By/KYBWGAAEQAAEQAAFxBKrztcIO+tbMjmU7VnsdlC/MUDyVEzewzE/j6LvMQDGcIQlAqBsyrHCqHAJcpuvQpYNzpbpsdgfVP/ctsr/zcxo9/H76+//eifvw5QDWaF8W62nf6jVli4J+8e47i/WGhgbhbjtKmGk0wDALBEAABExEYPGR96LrWkgkx7ZAqJtoMcJVyQQg1CWjQ0cjElgs0tnHhLOWmv/m6+S+dpGe+9av0o3GaSO6Dp9KJLCSWOf77MFgkHK5HJ3feoH6g/0ljmiMx7h0Gzcc+zdGPOEFCICA/gksJ9aDtW4KR1OqOwehrnoIYIAOCECo6yBIMLHyBIpJ4zrHOud20ufPGvuXs5RJv0XHvrj0HnPlrcMMWiPgi3qFe+3zG2eJr62tpVAoJHz7yvuu0FjbTa2ZDntAAARAAARMROCB2MO0K3234LFWEsmxLRDqJlqEcFUyAQh1yejQ0UgEeDewa6yTVhLqt2wBoXb2ZO0ZWdzm+bDzKAtK1QbZ/tb7qX4oOzd/fX091dTU0NjYGMViMeH7oR0h4uzweWdeNTsxMQiAAAjITcCaTFPBgxfXcnOtxHh8Z/2z0WeEoTmRnN1mpanE7f93VWLOUsaEUC+FEp4xOwEIdbOvAPi/gADvrO8b2kvBWHDB9xNWN73cdYzS7tGyiPHR+j3DPRScDlJvUy/1Np8tazx0Vo+AIxugHf98B/nG00Ipt40bNwr/5Frr169fJy7nxo0zx/PO+s22sbkEdepZjZlBAARAoHwCnqsjlNoYXLM0WPkzYQQ5CDwefYoa801U63dQJlugRFr9l8cQ6nJEFmMYnQCEutEjDP8kEVic9Z0Heb77GGUdEUnjFTsdunhwwUuAsD9Mvc29FK4aK2tcdFaHQPG+etDRSLyjXmzpdJpGR0fnxHpRsPfvu0hTjVPqGItZQQAEQAAETEng6PRjQhZ4rSSS4yBAqJtyKcJpkQQg1EUCw+PmITBfrHNt7B/s/hEVbNITsGz5eQf1FHrmyngVSfY19tOZVnmO1JsnOtrxtCjWk1sSNNEcIV4r/OVKuMg34qWGocYFNdonmieEEnDF8m9FT4p5Evg0R6hm2HTJ6LQTUVgCAiAAAtIIWPJ54tMG6fX1lPd7pQ1SgV73xQ/T+9L7iRPJ3YhI/xwjp2kQ6nLSxFhGJQChbtTIwi9ZCBw9+yD5M346vu14WbveredbqPVCK3Fm8ObmZuGINDfeUT++/VVZbMUg2iXQfHkbBUf2zRmYc9dQot5N9bkINWfD1Nx7idaH0nTp0F7hmZNtp2iwflC7DsEyEAABEACBZQlUv3tJ+P6MzSpcDSg47ZRsa1b1mgAnlLsr10O1fifdnFy9DKlSYYVQV4o05tEzAQh1PUcPtlecAN8pD043Un/wYllzNQw10Na3tlAgEBC+ig2CrCysuupcE+2hptFHltjcmL1FG7OjZMtkKe+cLXF2fNurFK4K68o/GAsCIAACZifAO+pV5wYWYIh3tKi+u74vcT99cOZDZLNaNJFIjgFBqJv9twX+l0IAQr0USngGBGQgcN9PD9AGzwZhpJgzRic63qCIt7w77zKYhSEUJLDu5kFad+vgkhnb0sO0Ln97LbzecYKGa4cVtAxTgQAIgAAIlEvAFkuQb+D23+6cz0OJLa3lDlt2fy7P9nF6VDOJ5CDUyw4pBjAJAQh1kwQabqpPgDO9F0U632FGeTb1Y6K0BZwpfuO1J4n/Ob85CxnqTt0+tSF3RQA+GcIvh7DmlI445gMBEDATAff1MXLeis65nFlXS6kNjaoj4B31o87DFI1lKJufUd0eCHVNhABG6IAAhLoOggQTQQAElifgi3p1V/JsvlhPuUYo4RsUqglUz4xRTdpNgWSA4oVNdHrr30kKOydBDNUO47SGJHroBAIgAALSCfguXSNb8vYd8GTresrWVUsfUKaejxYepV+y3kOjE0ma0YZOx9F3mWKLYYxNAELd2PGFdyBgWAK2jI12ndhJs1nU9XVMnMW6N95Ok7XLZ/u35t1C3MRWGeCdc2feUVbiQ8MuGDgGAiAAAhUmwHfU7ZNxsscSZJ+KEQv1XI2/wrOuPryr4KbPx3+fgt5qslqIsvkCTSdylMkVVLULd9RVxY/JdUIAQl0ngYKZIAACSwlUj1XT+668j8Ibb9C5lvOmRsTl3bhCAZLQmXoZwHkQAAGNELBkssLuulxC3XVjnDJ11TTzr0lHS3VzfiK56WSWvC47uZ1WslmtlEznKJbKqbLLDqFeagTxnJkJQKibOfrwHQQ0SMCTtBB/TdSV9rafBWr3aDedajulQW+UMcmRc9Ce4T2mZqAMacwCAiAAAsoTsCbT5BsICSXf4h2tJYv1xlwTfWzqCVrvq16SSM5pt5LbaSOP00bJTJ5Smbyiu+wQ6sqvI8yoPwIQ6vqLGSwGAUMT2N27lcbrB2hkQ2lC3dAwNOacK9VEafeoxqyCOSAAAiBgXAJFkW7Jz/4/keuyx7dtKqkue3W+lh6d+gxtq26iW1NpyheWXlC3WIj8bt5lt1FhZoZSmQIl0pXfZYdQN+6ahWfyEVhRqPOdlrQ1Jd9MGAkEQEAWAp3hTuEecrH5Mn4K1YYMUc6L72Y3jTxC11ulJVKTBTAGWZYAi3TOWM9C/da6V4UkeGggAAIgAAKVIcBH5/m4uzMytWACsZnkWax/3vI5ykS8axrKu+xVXjs5eOc+lRN22SuVJR5Cfc1w4AEQIOyoYxGAgM4I8DHnrrFO4bh3sbFQ57rsem8s1G0Fj5AFXeuNbRWb7E3rPq1kX83UdmocfVSITbElvIM0XXWeInVv6tUt2A0CIAACmiXg7xskaya3wD4++h7r2lzSbvr8jnfleujg5G+W7Gtxl93ntlcs+RyEesnhwIMmJgChbuLgw3V9E+AM3/cOvF9IIHZ823Fk+pYYzprJHpqsWT77+uIhOVt7YGI/VU3vpIm6nxpGpHJJN05CN+GJLKi1HpwOUufYdmqNtgoo0hYHZSxOumUP0Lg9IOys32p4VSL55bvxiyhuqPkuK1YMBgIgoDMC625Zqf6WlUbTF+YsTwfrKb2+XpInT0aepppCQHTfxbvsciWfg1AXHQp0MCEBCHUTBh0uG4cAi/U9oR46vl1esWQcQmt7InZnfEPoU1QV2ymI+9Hm7689gQ6eOHr2QXLmnYJYj3gilLFlhP/maxWt0Rbh3xe3aauP/mnndynlXHgsUw53P3j+UboROE8D9YMUd8XlGBJjgAAIgICuCHAiuF8e2UVDyZ/TSPo8ZWYSFO9oobx/7SPsyzl6dPox2prZIZmBw2YR7rHLtcsOoS45FOhoIgIQ6iYKNlw1JgEW6xGv9o+KG4U+76p3XPl94Xj+wJavGsIt3jmPOWMrimLOi9A9unuJYH+u5zsV8Z/vwlfFN9GO1GVyzWTp+LZXUXauIqQxKAiAgJYJVL97aYF5fOy9ILI8W3EALtO2P/mBst3lY/HFEm9Wi0W4xy5llx1CvexQYAATEIBQN0GQ4SIIgIC8BDjhHR+ZDwd/ZJjj72sRmn/Vgp9lYf/i7pfW6ibp5xuGPyVcL2jOhqk5O0anW05Tf/CipLHQCQRAAAT0SqDq3BUqZntnH6Z3dYi+ny63UJ/PspwSbxDqel2VsFtJAhDqStLGXCAAAoYg4J/eQS3DnxZ8GW36Pk3WlnbHXe/Oc816PgrPd9aDsSBVake9KNQt9jDVW9+hofrLhqhqoPf4w37zEOBcEcgToW68Lfk8VZ0bWGBEOUffH4g9TLvSd1fEqWLyOY/LTvlCoaQSbxDqFQkFBjUYAQh1gwUU7oCAWQl0hrcLd5qV+HBZPP7OrD/8o+/Q6wf66a17sqZCH5xuXJJ8Ti4AjeFfp7Rr1DQvQOTihnFAQC4CnGAy5ozT4DqUYZSLqdhxuH66/9I12YT649GnqDHfJNYM0c8vTj6XSOeXrd8OoS4aLTqYkACEugmDDpdLJ8C7CocuHaIzraeRVb10bKo8qfRdfW+8nXjnt6vvMt134mW60pGjHzzippvr4kvKtnHCOr5zfd+1TuGu9am2n6nCCJOCAAiAwFoE+P97D507KuSkOLnpFMT6WsAq9HPnzQi5R24Koxecdop3tNKMxPvprdnN9OjUZypk6fLDrlXiDUJd0XBgMp0SkFWoV+dracoW1SkKmA0CSwnsHfpl6hjvEH4Q9oeJ65VHvFGa8EwosnNbyZjwh7E7Q/fT+cbLlHKPmKYmuJxM+Qj8He9+iD7yw/8iDDvtr6Efffgxmq6qWTJNfS5CmzPDwvd5HZ1uOYOM5nIGA2OBAAjIQqAn1ENdY7MvFXlXvb+xHwlLZSErbhBLJktVfVfLFuk868cmn6CNuXZxBsj49Gy2eBs5bFaKp3JC8rmmOo+MM2AoEDAmAVmFuqvgprQ1ZUxS8Mp0BIoifXp6mjKZDNXX365dyvWmuXa5EsesKwWejzZ2j3ZTr3s7ZaxOSrlGaKj9G5WazrDjcmK5j/40TO7hfnpnxyRd21RF722qJkcmQHxE3ptoF76KidGKILgEWm/TWeoP9huWDRwDARDQF4H28Xbyp30ojaiRsHkHQpRsXS95J53dkCvbuxxIisnnvC4bWa0WOYbEGCBgaAKyCnVDk4JzpiJw6NJB4pJV6XSarl+/Tm63m5qbmxcw4KzXp9pO6fJIPB8TP9J3WPAnbK+nkHPWt1vrXqVbDajJLmaxsxhvnQrQYP3Kdzn5mHzX8IeoK7a05vjzd3xP1y98iqyQfErMqsGzIAACeiXASd74/rjUeuZi/OZ5Ch6XmC5zz9ZRgO7I9tCeqfsk9a9kJz4Wjx31ShLG2EYhAKFulEjCD1kJcKIsFuobBjbQ5I1JstvttHHjxmXn0KvQOnr2QfJn/DRt9dFF9+yRuIR3kN7b9KysLDHYLAHOmM4vgJj5/FapzOlKc+f1xC8repvPKj015gMBEAABRQjwcXTv1RGypdKU83koW1dN2bqlV50UMWaVSRpzTfTJ7OMUoDqaSmgz0SnuqKu9SjC/HghAqOshSrBRNQK2jI1aL7RS8+UmampqIo9n6Z2qk22nVt1NVc34NSYuHn2fdCXpXxoyNFlzhtLuUa2aawi7WKxzkqb57eWuY4a4/8nriZsYod4Z7qSMPaPL3x9DLEg4AQIgIIqALZYgayZHtmSKHJEpyqwLUHr97Wtxogar8MN/kv6PlMkWiLOua7FBqGsxKrBJawQg1LUWEdijSQLB0Puoa6CdWqrsS+zjI/Av7n5Jk3avZhSLxn1De4lfNMRdcd3Zr1eD9w7tpY7x20l9jm97VUjaZMbGazCQDKBGuhmDD59BQOcE+Aj8jM2mWS/+HX2JshHvsqXRtGA0hLoWogAbtE4AQl3rEYJ9miHAScN2jtTRektsiU29Tb2idhI14xQMUZzA4l11rv3OuQ7ENtwJF0sMz4MACICAeQj8L4UvUSai3czqEOrmWYvwVDoBCHXp7NDTZAQ4adiG0KeoKfYOBS0BocYsf3FDrVmTLYYy3T1w4VPUkizMjfLCrhdFn2rgo+ah2mFDHJsvE+dcd84r4cg7sEMvF1CMAwIgoFsC/yHzNZqYzmjWfgh1zYYGhmmIAIS6hoIBU/RHgLOns1g369Fl/UVMGxbXRHto89gvU6bqTbpWd1m0SG+/1U77ru0VSihJ2Y0vUuCXT3lrkgo245TV5KR23PglRtZ2+0PqhDcCAa+N5Q8rQAAEFCDwB8mvUDax9LqeAlOXNAWEekmY8JDJCUCom3wBwH0QAAHlCVjzbrIVPJR1RERPXhTpxY5SduPX3Two1HbnZrQs/z2hHmqNtghlE0O1IcraZjMec936iFc8b9EBQgcQAAEQ0ACB35n+PNVn1mvAkuVNgFDXbGhgmIYIQKhrKBgwBQRAAARWIsCnNzrHOhckouNnOZkhJ6QTkxCQXxRsvPYkRerepMnaM4aCzjkAuInhYSgAcAYEQAAEiOjx6FPUmG/SLAsIdc2GBoZpiACEuoaCAVNAAARAYDkCvEvcNda5Ipy+xn460ypOcPOxd25SdvURJRAAARAAAW0TeCD2MO1K361ZIyHUNRsaGKYhAhDqGgoGTAEBoxFgMci7t6jPXl5k52eK5+PcQhI5T0Q4zl1s2EEujzF6gwAIgICRCPQk99H9iSOadQlCXbOhgWEaIgChrqFgwBQQMBoBLmnnSjXRUPs3jOaa4v5w/fX+xn7cs1acPCYEARAAAXUIlFOrfUumix6a/qQ6hpcwK4R6CZDwiOkJQKibfgkAAAhUjgCLdD5abaSs4pWjhZFBAARAAARAYJaA68Y45T0uytX4JSHhY+98/F2rDUJdq5GBXVoiAKGupWjAFtMScOQclLXPZqdGAwEQUI4AfveUY42ZQAAE1ibgmJgkV3icrJkcpYP1lF5fv3anZZ64L36Y9qT2S+qrRCcIdSUoYw69E4BQ13sEYT8IgAAISCQAkUrE9/9xv1/iAkI3EFiGAP9O+TM+oUQimjQCtliCHBNTZM1mKdHRKmmQo9OP0dbMDkl9legEoa4EZcyhdwIQ6nqPIOw3FAEIJ0OFU/POtERbqC4RoN7ms5q3FQaCAAhonwCL9EOXDpI/4xeSXf647RUar41p33CNWmhNpmnGaacZm020hTj6LhoZOoCA5ghAqGsuJDAIBEAABJQhwLXZ94R6KFwVLkmscxb/DaFP0VjwHyjhG1TGyGVmmd2x43ubM9i1Uy0KmBgEbhPg38nu0W7qGG+nmDMmJL3M2LJ0uuU0rnWptFAac030+ORTKs2+9rTYUV+bEZ4AAQh1rAEQAAFdE+CEdetuHaTRpu8jaZ3ESHaGOymRej/dWvfqigK8JtojcC7WX094B1d9XqIpa3ZjW7tHd5Mz7yQuVXei4401++ABEACByhLgqhTB6Ubhhd9gvXov8Srrpf5Gf2b8TzRrNIS6ZkMDwzREAEJdQ8GAKSAAAuIIeOPttGH4U0Kd9vc2PSuus0xPb7v4QbrV8CpN1BVkGlGdYdbdPCgIcRbgKfeIYIQt7yFrwU3uVPOcQF9sXTj4I4rUvSmr0fwygKsFrNT4igjv3gWng3RsxzFZ58ZgIAAC4gn0hHqE8pHI9yCeXSV7fH7iS+Se8VRyCsljQ6hLRoeOJiIAoW6iYMNVEDASAa7RXjPZI7g0UfdT4Ti20o1F+u/99b/Qz9+Xof/3E0mlp5d9Pt41zzpnBTILZRbMfGKhanoneRPty8433PJ/U6zqguy2lDJg98huGqgfhDgoBRaeAQEQMBWB6nwtfTb6jGZ9hlDXbGhgmIYIQKhrKBgwBQRAoHQCLCBbhj8tiMlK7OquZknxGPj6qQJtn74iCMVXdr1OU/5M6Q7o7Mni6QVbYeHuDJ9k4F14tRqytqtFHvOCAAhomUBrdjM9OvUZzZoIoa7Z0MAwDRGAUNdQMGAKCICAOAIs0jdee5Ima84Ix8+VaDxn1+Uvkm0mT27bMIUbfmKaO5lF3sV76sxb6ZckSsQYc4AACICA3gl8bPIJ2phb/iSUFnyDUNdCFGCD1glAqGs9QrAPBEBgVQL+6dk6sUoevz569kFhzuPbXjXdsWtr3k11E79CgYn9xLvr/JJktPn7qq5S3u1XMwu9qs5jchAAARBYREDru+lsLoQ6li0IrE0AQn1tRngCBDRNgIWqkiJV0zAUMu7egffT6ZYzmhTpSh0FL5Zqc6ebaWDLV1dN/lbpsPBLA054p/YLg0r7ifFBAARAYC0CfDedj7zXFAJrParqzyHUVcWPyXVCAEJdJ4GCmcYnwJmss/asKEd5d5N3NVfLkC1qQDysOAGOYcGWkmXe9vF2oY7x6+0nRK8lKQYUj8LzHXU1RTInutt+9VPUMnOWzje9Y5qrCFJihj4gAALGJbAl00X3x49oXqRzBCDUjbsO4Zl8BCDU5WOJkUBAMgGuDR3xTlC4akzyGOioPwKcuZ5FJteAL/foNr/o4Sb2ZU+51Nh+zhPANdiVyhOw2Oa66J30wYHdZKfZEnkvdx2jiHfl8m7l+oz+IAACIKAVAo25JtpAzXR3YQ/VTW/Uillr2gGhviYiPAACBKGORQACKhNggXXo0kE6tuMVlS0x1/Ry7mRLIcf137nsWbHxqQgudcY14fXWWKizYC/UHKOrjadEvywo9/pGZ3g77RneM4fthV0vavJagt7iCntBAAS0T+DJyNPU6m6kfGGG4qmc9g3+Vwsh1HUTKhiqIgEIdRXhY2oQYAIt0RbhuPKJjjcARAECLNCD4Q8LM6l5XLtoR7EWPNuj1wzqfEf8ruF7qDk7RhlbhkK1wxSuCi+IZnA6SMHpRuHUSNheT0mrh6wFt3C3nF9ScJk3qY2P/O8b2jvXnZP8LZ5f6tjoBwIgAAJaJnBf/DB90HEfxZI5yuRmTxXpoUGo6yFKsFFtAhDqakcA84PAv4r14dphsFCIwLqbB2ndrYN0dfN/Vn0Hu23wC1SdXEfB3C0izwUhk7zemjtTTXeN7CRn3kEsyFkks1iPO+MUc8bImXdSIBmg1mgLtUZbKW1x0EVXO2WsTsFVvuNejlDnBHq/1vdh8uRtwnyn2n4Goa63RQR7QQAEJBHoSe6jT7gepnA0RTMzkoZQpROEuirYManOCECo6yxgMNeYBKQkkjMmCeW84uPaKfcIjQX/QblJl5mJE7I93Pvrwv1qFpmvbXmTpjy3VLWpkpMHEgHirPmpfCsNuVqEqfLWJF3e/pWypr1r4BHKe/qpr7Ff9NH7siZGZxAAARBQkcD23A76XcsTglDXU4NQ11O0YKtaBCDU1SKPeUEABFQlwHeqeWe9nJ1cuRzoHtlNMVfcNNnK+cXUkb7DNGjtEXbV+eg7l3grpxV38ssZA31BAARAQG8EdtEu+nj60xSNiasao7afEOpqRwDz64EAhLoeogQbQQAEKkKA71ZH6t6syNgYdHUCfFy9++qjNFVop5RzqmyhDt4gAAIgYFYCX4j/PrlS1bpyH0JdV+GCsSoRgFBXCTymBQEQ0C8B3hHme9dxV1wVJ9TOWC+X0z2hHto6toMGXJvorV1/LNewGAcEQAAETEWAE8rtSe3Xlc8Q6roKF4xViQCEukrgMS0IgIA+CcyW0ztEcVdMlUz9fGS/8cav01D7N2QFyNUHlE5oyLvqD507Kvjx/+34J0PfzZc1WBgMBEAABOYR4IRy9yeO6IoJhLquwgVjVSIAoa4SeEwLAmYhwMnSNoY+Qddb/k444qznVhTpdckAHd92XCg1pkbruPL7sh4VZ79YMMeccTrVdooi3ohibh2+cJiY50D9oDA3GgiAAAiAgDgCEOrieOFpENALAQh1vUQKdoKAjgkc7H+Q4u4xXQsxrtXNSd/8Gb9QK/x7d35ftYhsGP6UcLeey5rJ0div7tFuYSj27YVdLyqWOf3QpYNCSTfOeP/i7pfkcKfkMXje7tHdRDNEodoQZey3kzEN1svDtmRj8CAIgIBpCXjeu0GZumrK+72SGODouyRs6AQCmicAoa75EMFAEAABtQnURHto2/AD3qvoGwAAIABJREFUFLBcoSvrf05hf1i1++nMgk8pcKZ0ORqPxbvaVbnZ0Viwnuh4Q46hSxqD5+b661w/Xuydfz46z7kCpJ4A4Jcv+4b2Ci8JuPFY/NXb1Eu9zWdLsh8PgQAIgIBUApZMltzXb5JjKkap5gbKNAQkDfWxySdoY65dUl+1OuHou1rkMa+eCECo6ylasBUEQEA1Av7pHZR2j8omkFVzZN7EwrWEa0+SO1NNwdwtaszeop9s+ydFj/SzUD/RcUK0SC+ecODj8lKvILDQX/xygL/Hpwqy83bXtRAr2AACIGA8ArZYgnwDw4JjBaedYl3ixXZrdjM9OvUZ3cGBUNddyGCwCgQg1FWAjilBAARAQG0CnJSuaeQRYXe+2PLWJF3e/hXFTOO78R3j7dQfvChqTu73sXc/qspxeVGG4mEQAAEQWIWAfTJG3qGROaEe72ilGadDFLP3RXroQOE3RfXRwsMQ6lqIAmzQOgEIda1HCPaBAAiAQJkEWJQXmyMTIH9sB1VN71wwalU+TjlPP73dod7dezFu7h3aK+x8n2k9I6YbngUBEAABUQQs+TxZMjlyTkxSpq6GCh6XqP6rPey8GSH3yE3Jx95dN8bJFR6nDzd8mZpdC/+my2ZkhQaCUK8QWAxrKAIQ6oYKJ5wBARAAgaUEeOe8ZrJnWTS2mTzVWS7TpZZXKFwV1g0+LifH98mR9E03IYOhIKBLAp6rI2RLpUjKbvdaDvPYmYZaSUnk+AVC1bkBYYoqWwN9oumv1ppOUz+HUNdUOGCMRglAqGs0MDALBMQS4OPAZrxXa827qWBLicVlqucDE/spGP7wEp9ZpKfrXhIS5OmtccZ2X8YHoa63wMFeENAZAe9AiJKt60UfSV/LTU4k55yYovT6+rUeXfHn7vdukDMyW/b0QOBztN13QPJYSneEUFeaOObTIwEIdT1GDTaDAAjMEXClmoR/50RvWm9sqxp2ciK8luFPL8EzVX+MRhqVy/AuZ3w46Rvfb0d2djmpYiwQAAGlCHBJttSGBpqx2SRPaU2myX/pmtCfj77zEXi9NAh1vUQKdqpJAEJdTfqYGwRAAAQUIMDl5ZpGH1kwE9dgf2/TswrMXpkp+OVDU2QnXd6ojzv1laGAUUEABPRIgEX6jM1KqQ2NZZtf/e4lYQynxUu/veHbZY+n1AAQ6kqRxjx6JgChrufowXYQAAEQKIFAY/jXqW7iVxY8Odr0fZqs1W8itq1jO8hz81Hq2/anhiqZV0I48QgIgIBOCfBxdxbp9nhSOE6frasu2xPfpWtkS6aFcT7bop8XlxDqZYceA5iAAIS6CYIMF0EABNQjoIXcAVwrnTO/Zx0R4p10/tKzSOdoHrp4kGrjLfTK1p9TrOqCegHGzCAAAiCwBgGul87Z2e2x5NyT8Y4WSUnkFk/l77tK1kxWdwnlINTxawMCaxOAUF+bEZ4AARBYhgDX32bhh6ZtAt54O21870m6te5VQZwbIWb88uNI32Eh6/sLu140ZRJFba86WAcCIDCfgGNikjyhhVU15BLqxaPvTa4d9BsNX9ENeAh13YQKhqpIAEJdRfiYGgT0SoBFetvgF+h6y99RwjeoVzd0abfYLPccK77PHal7s6L+8jz8UkCpnfpAIkCt0RYkk6toVDE4CICAXAT8fYNkzeSE4QpOuyzl3nin3jcwLIzZU/0I7an+qFzmVnwcCPWKI8YEBiAAoW6AIMrhQvt4O4VqQtiZkgOmScZYd/OgsDs7XXV+SXk0zm7uTjUrJtpMgpxYpLMgViNzfCmMuy5/kVKOKZr2XTPM7n0pfuMZEAABEFiLQHFXnZPIxbZtkqXcW7E8GyeS4zrqLqtvLTM083MIdc2EAoZomACEuoaDA9NAQK8EWFCuu3VQMJ+PXKPOuV4jKc7uzvB2unP4HhpxBGmgLiycuEADARAAARAgKpZSSwfry6qdXmRZHI9F+ocbvkLrnG26wgyhrqtwwViVCECoqwQe04KAGQjwrntgYj+NBf8Bu+smCHhwOkiHLv3rCxp7Lf14x/9jiDvxJggdXAQBEFCAQNW5KxTr2lxW7XQ2k0W6byBE1VRPH6z/n3Qn0tkHCHUFFhym0D0BCHXdhxAOgIC2CTSNPCKItVsNr2rbUFhXNgG+N85J3opt2GOlN7f+A8R62WQxAAiAgBEIcGm25Mb1ZbnCR+gbwhba7Oyh3f7DVGUvvxZ7WQZJ7AyhLhEcupmKAIS6qcINZ0FAeQJKJxlT3kPMWCTQEm2hAwP3LgDybo2bzm/+Dq4/YJmAAAiYnoD7+hilNkgX1pyQro7q6EDgcxR07NA1Twh1XYcPxitEAEK9DNBaqI9chvnoCgIgAAKyEuA76nuG9whjDtQPUn9jP0W8K5fw41wGXN8dddBlDQMGAwEQ0CgB580IZRoCkq0rlmLjAfbV/BbtrjoieSy1O0Koqx0BzK8HAhDqIqPUPbKbYq44+dM+4vuYp1vPrPpBVOTweBwEQAAEdEvg0MWDFEgG6GTbKRqunS0ZtFLjkxYbrz0pZLEf2PJVHI/XbdRhOAiAQKkEPFdHKLm5udTHFzxnzWTJ33d1wfc+WP8MbfbcI2k8tTtBqKsdAcyvBwIQ6nqIEmwEARAAAY0TCE430r0D99Lxba+W/PKyKNYna84gh4HG4wvzQAAEyidgyeclJ5KzT8bIOzSywIgqW4NQlk2PDUJdj1GDzUoTgFBXmjjmAwEQMCWBzrFOGqgboKw9q3n/vfF2ytuSJddr96V9Qrb3wfpB6m0+K8o/PvrOCQff2/Tsf2Pv3WPjuK98z9Nd/X6QbL5apEmJIi3qZSmZUHYsxRPLiXw1V7YzGSRydj3jrIM7m4tdLxLsH0kGFwvEwS4GExjzR4KN/wj2Apn4DnB3jN04sOPBrDUzdia25s5Y99qyrZdFUhIpkk3xze5mv6q5OEU31aS62VXV9a5vAYJt8Ve/3zmfU2z3t37ndw521RWRw2AQAAE3EYhcnyBfZu0el/m8+v7oSduhgFC3XchgsAkEINRNgI4lQcBsAnw2OJTrpWx0zGxTXLM+H5V5dPSLlIqnaDG8SAWhQFeSVy3pP6ekB3M9Uh/0Rs9IRaQHxAD96oFXVb2IGLr+A0mks1g36uIXJ3yGHhcIgAAIWJ2AkM5SdLT2caK9kYfodMf3aH3d6l5stQ9C3V7xgrXmEIBQN4c7VgUBUwncN/Gs1NccRbyMDcOZS2eofS0hiXQlKeJGWsm7263LI5tLclr6Qvvv7tldZ4F+dPooDc0PSmO5eNz5gfOqTE0sfIE675yiG4M/NWxXnTMA3t1znjLBjCqbcRMIgAAIGEHAUyhKPdO9hVLN5QZiR+ibA39O2XyJ0rmSbQQ7hLoRTw/WsDsBCHW7RxD2gwAI2IbA4PwgnbhxnN7ru0BXktbbze1OPUntC4/U5NlFV6ijdLeCe6wQ2zLuvb73VGcIcPo77+JP97wivUAy4hqZGCHOAlD7csEIG7EGCICAuwnwmfbotZt1RTrT4XPqf9z7EsVCPooEfZQviZTNiVQolS0ND0Ld0uGBcRYhAKFukUDADBAAAecTqKS/q00R15vQ9t306vUC5QIdyn1CPqr95Y8rvfMZdTUXF5WrTn/nNHgjLhbrfBShUYV6I2zBGiAAAiBQi0BwZp6Cqfm6cAZCD9Lpzu9LP/d4SBLs0ZCPimKZVrMlywp2CHU87yDQmACEemNGGAECIAACmhDgdHE+G32h35hdY6VGVwRzvfvC5TXanxurKdYv9lxUXEiusk5s9RD1TX5T+s/KWXWjxHoim5BdpV4pT4wHARAAgWYJNEp9H2k5S8danr5nmXBQoEhQkP4+kxMpVxCbNUXT+yHUNcWJyRxKAELdoYGFWyAAAtYjwKKQ+4yr3Xk2wqOBse9QKF+/zy+L9fvzNym4vrV6fTNn1FuXRqhn+uyme7ngFN3uf7nueXUuhlgWckbgwBogAAIgYDqB0K0ZCiyu1LTjud5fUNAbrWtjwOeleMRHfsFLmZx1zrFDqJv+WMEAGxCAULdBkGAiCFiBAIupA1fT9F8+b81K5VZg1MgGPqOeCWSkdGurXnxWnM+MN7q6i3OULM1tCvZ0IE2vHvl1o9tq/rx6zbnOcw17qvNZ+sX2dwwrPKfKKdwEAiAAAhoRqNVDnac+EnuCTrQ9J2sVFuyRkEAhv2AJwQ6hLitsGORyAhDqLn8A4D4IyCVw4PJfSEONLPgl1za7jDs6dYQud19R1cLMKB932lEXvWvSTjanyPPFYn13cVr694XwIr1x6A3FZnIbuL3j35XukyPSFS+AG0AABEDA5gS8a3mKXbu5xYvhyEl6rP15xZ5VzrGbXXgOQl1x6HCDCwlAqLsw6HAZBNQQYKEOIaWG3N177HAemtuk8cVivCLIuT3b9lZ+kcwgdazso0enOqXxzVR950Jyq/GPaTb5enOAcTcIgAAIOJDAdqGuVqRXozG78ByEugMfVLikOQEIdc2RYkIQcB4BFmwszIxqneU8gs71iF8+PDr6RXp76Leqi7JxtflU8jWcO3fuYwLPQAAEmiDgX1ih8MSMNIOSdHe5S5pReA5CXW50MM7NBCDUd4g+fwHlc5dF39aiSW5+YOC7OwmgeJc74y7Xa65mXxAKqj8r+UWQUVXe5fqEcSAAAiBgFQKh27MUmFui0x3fo4HwQ7qZZWThOQh13cKIiR1EAEJ9h2Aev3GcuOVQJphxUMjhCgiAAAiAAAiAAAiAgB0IeESRYpfHySOWKeCJSD3Te4OHdTXdiMJzEOq6hhCTO4QAhPoOgTxz6Yyq4kgOeTY23eDdsqH5QcsXwXIad/gDArUIYPcZzwUIgAAIuIdAZTe92uOvdb9InYEB3SHoWXgOQl338GEBBxCAUN9RqP9beuPQ3zogzM25wJWqj04flY4BvDl8DhkGzeHE3SCgmADXBwjmeyi+ephEYY1u972seA7cAAIgAAIgYC8CwZl5Cqbm7zE6LnTR15Iv7tg/XUtP9Sg8B6GuZYQwl1MJQKjvENnHr52itwbfVn3u0gkPDe+mP3H5DAXEgOQOi/XfHHzD1UycEFf4YC8CXGytdXlk0+jR+3+MM92f0uDe9HyNdYzZK6iwFgRAwLUEuIr7uuCl9YC/JgNPoUgs0gOLK3UZnUw8T/ujJw1nqFXhOQh1w0OHBW1IAEJ9h6BxJeMr3VcpFU/ZMLTNm8winV9WxAoxaTIuFvXuwHmabJtsfnLMAAIgIIsAF/Lj9mVCOSyN517m3MbMCRX4tShSmFxNSp9T/BLxSvcVupK8KosrBoEACICAWQQi1yfIl1mjUjRMpdYYrQvCpilCOrujQK8M7PAP0NeTL5rlAjVbeA5C3bTQYWEbEYBQ3yFYydVu4i+BF3s/tFFItTF1u0jnWd/dc57GOrFrpQ1hzAIC8ggkFr5AydRT0mCujH5rz88V76bzHIvt78hbsIlRwdxGev5c17mGs/BZe+7ZPt37SsOxjQb8yYU/loa813eBriSvNBqOn4MACICAaQRYiEdHtdnw4F31gfCDhqXA14KmtvAchLppjyAWthEBCPUGwWLB6raq75Uz6ZxJkIqlpJ30gq+I1FIb/WLDVOcQYEHLO+q8k35j8KeKRDrvWLPIZwHN9+p9tS6NUM/0WVpo/x3NdZ6r2xc9kh0kTuev+NSsXVz4k1PfrSTS+UVvKj7brGu4HwRAwEEEOOU9OjohVXDX6uJK8MdanqYj8Se0mlLVPEoLz0Goq8KMm1xGAEJdh4D7S35bn+HmL5jpQMZ1Lyh0eBQwJQhoQmDw1n9HmXCKUl3/qHg+3k1nAW2EUL9v8llpR50vFuGcnp8PTtNq/OMtop1fIHAqP9slZ/e9kdMjEyN0of9Co2GG/vxAaj+l/R6abMcOv6HgsRgIWJSAf2GZQlN3NBXp1a6OtJyVBLvZl9zCcxDqZkcK69uBAIS6xlHi3Wi/GLDcl0aN3cR0IAACCgk0cx6bRd9ox5jqF4BGpb7z7v99E89SKN8r0VGbqq8QLSWyCVqMLCq9Tffx/OICFfp1x4wFQMDyBLgXevyjUd3ttIpYrzi6U+E5CHXdHwcs4AACEOoaBbFvqY+OTYxIhde44BoqEGsEFtOAgEMImNn/3Oi1B8a+I0WNz9OXhZyuEeQMJumlgK+o6zpqJmfu/JKEi//hAgEQcC8BruIevjUjFZDT8+K2bc/0vKTnEqrmrlV4rqd9o0AqLhAAgfoEINQ1ejpYqJ8cfVSa7WLPRVcWoKuH0miRoFFIMQ0IaErA7N8DPheejRhTDJJ9lcSz33q73JoGVcZkRnKXYQ6GgAAImEggdHuWAnNLulpgVts2OU5VF57zej1ybsEYEHA1AQh1DcPPLYK4SvxE2wS9PfRbDWe291Q9M/+Wpnf9rb2dgPUg0CSB2OohSscvNTmL+tt5/XxoGuJZPULcCQIgAAJNEwiPT5F/Jd30PPUmGAg9SKc7v6/b/FpMzOfYsaOuBUnM4XQCEOoaRriyq879fF898msNZ7bvVJyWemBmhD7s+2f7OgHLQaBJApXq61q0IlNrSqXSutz2bmwz74yzuDfyauYsv5F2Yi0QAAEQUEOA0+Djl8fV3CrrHrP7q8sykohwRl0uKYxzMwEIdQ2jz63c/uijr0oz4pz6BlgugnUleVVDys6fyuwUaecTNt5DK6SCc4u2vePflVXgjcf2TX5Ts/ZpSohz27bl1guUjdZP08fviBKiGAsCIGA1ApHRCfKl9TmvDqFutWjDHhBQTwBCXT27mnc+OvpFKghFCoh+enfPeUsWONLY5brT8YuL/qU+CHWjgGMdENiBQKXHeSr5Gi22v9OQVeedU9KOutFZAJUWb3yengV7MXD3nLu/kKDW5RHKhaZQoK1hBDEABEDAqgSCM/MUTM3rYt5w5CQ91v68LnNrOSl21LWkibmcSsBQod5OCVogFBdy6sNU7ReLdD6z/5uDb7j6ZYUbYg0f7UGAU8pDud4dd6q3e2JGIbTqXuz1yE73vCL1aMcFAiAAAnYk4FtOU+TGlC6mW61FWz0nIdR1CT8mdRgBg4V6Oy3QgsMQwp3tBFikPzr6qJRVgLP6eD5AAASUEBi6/gNpJ3+nS25WgJJ1MRYEQAAEjCLgX1ih8MSM5ssFPBGpPVvQG9V8bq0nhFDXmijmcyIBQ4W6EwHK9YmLqh2bPLY5nEVsIrv1y+iV7iu2ThNnfw7MHqDkajdlghlaCC/ShX7sesl9RjDOHgQqL6Im2ybocvcVZIxoGDYW6CzUG10L7b9D6nsjSPg5CICAZQnolfp+ovU5OhJ/wrJ+VxsGoW6LMMFIkwlAqBsYAK4KfzB1gBJrCQqIgXtW5i/9dha2LNDTgYwk0nGBgFMJ8AupwflBqf7Cm8Pn8LxrGGguJCedQQ9ObWklxwKe0/ArO+18fp2r1+MCARAAATsS0KNFm11S3ivxglC345MLm40mAKFuNHEi4t31o9NH6eDsgS2ro62bCcHAkiAAAg0JGNUDns+nzyZfr9vrPZIZpJ7ps5JgH73/x47uCc//n+AXunjx2fDxxAAQsBUBrduzxYUuGo6epGMtT9uKA4S6rcIFY00iYKpQbxHbaEVYMsl185flnTn+IhYtbFRH71/ql3boUvGU+caZbAF6KZscACwPAlUEBsa+I1WKl1PATe/fXZ5/981vSyL9dv/Ljo0TZ2AVhQKl4rOO9RGOgYAbCYRuz1JgrvnvvizQj8SeoIHwgxT3ddsOJYS67UIGg00gYKpQ7y71SC7P+qZNcN16S/LZ12OTI65v68aR2T3xDAWz+6T01+oL6a7We25hkfMJ7Lv6QxLKYald2lzXuZo72Zya3j3zpNTObfvvrdaEWKxzT3hOgTe6fZzWvmA+EAAB9xDQ8mz66Y7v0UD4IdvCg1C3behguIEETBXqBvppm6U43ZFT4t1epIpfWnzpk9OUKe+hlK+TRI8gxZCFAr6Y2+ZxhqEOIFCrwBufIS8LuU3veEzl/Pj43p/oLtR54Upf+IpY5x12XCAAAiBgVQJainT2kSu8c7q7XYrHbY8LhLpVn1TYZSUCEOpWisantrBYP3HzOHEVeDenPSZXk1Iv9rzHT1eDg1TwBiShzq2ZqkWCBUMIk0DAMQQ675yizrlTsv3hrBcWz0Zc1a3cVuMfE/dXx2eDEeSxBgiAgFICkdEJ8qXXlN7WcPxw5CQ91v58w3FWGwChbrWIwB4rEoBQt2JUiKSq0iduHJdanPGZdTtXg28GMQt1riS/ECzQRMsiZaPGCIBmbMa9IOAUApxizmKY097lXiyW5ZxllzvfTuO6U09S+8Ijm0NE79rmWXrssGtBGHOAAAhoRSB8a4b8iytaTbdlHrtVfGfjIdR1eRQwqcMIQKhbOKBnLp2h9rUEFYQCvT30WxSZs3CsYBoIaEmA08iDuR5Kxy9pOa2iuVik901+U2qLVrlYCFd2rCup7tWT8s8/2f8jRes0Mzix8AVKpp5qOMVc5znpbD0uEAABEDCLQKOWbCy2vR4P/evy36gy8ZldP7NVUTkIdVVhxk0uIwChbuGA8zntZDpJYx3YRbZwmGAaCDRNoG2xl778T3kqDD5Kl0L7pPkW2n8n7Q6bebFY5x1r3p3mbJbqXWr+WSjXK6XFV8S80YK4ck69ESNOi7/d59wK8Y38x89BAATMJxC7PE7eQrGmIQOhB+l05/dppnCJfj37Q1XGnmh9zlbn1SHUVYUZN7mMAIS6ywIOd0EABKxFoHIGfOTCP9Hi59bpn/Z8TKvRm9YysoE1FR+uDb9g6Bnxyrr8AiEXmtp8kSCIYenlQWXXn3/OZ+eRDm+rxwrGgkBNAtyH3JfOSmnk634/re3eZXlScnqnf637RZrOf0zvLv9ClT+9wcP0VNcLqu414yYIdTOoY027EYBQt1vEYK8qAq0r+2lofoiu9r5NmWBG1Ry4CQS0JMAikoVm6/KINK3Ru9Fa+sJz8e62UWfTK7bHVg8Ri/J660Yyg8Tn2EP5Xtvz1TpemA8E7Eogcn2CfJm7RdmKiRbK3ddF68JGdxgrXnIqvnf4B6hQztCqeEeVC3z/15MvqrrXjJsg1M2gjjXtRgBC3W4Rg72qCbAokgQRzqqqZogbtSPAZ9C5FzhfaDuoHddaM1WKzhlZ6E5fjzA7CLiXgH9hhfwLy5tifV3wUmaon8rhoCWheNfyFB2dII9Y1tW+uNBFz/S8pOsaWk4Ooa4lTczlVAIQ6goiy23TTo49Kt3B58e5Gvv5gX9WMAOGmk2gZ+os8XlVM4t0mc0A61uHwIHLf0FcgG30/h8bmjJuHQLGWXLfxLMUTx+m2Z7/TAtt7xu3MFYCARDQhQALYE6BL8UirhfpDLhyzl0X2DpMCqGuA1RM6TgCEOoKQ3ogdYCI1ikgBihaiNHFnouWSaVOZBO0GFlU6BGGgwAImEVgYOw7UoYHXhzpHwE+avD5a39Mfbllmo9N0+XkFZpsm9R/YawAAiDgWAJCOktiLHKPf3wmndPdAzq1Y6sF1G4t2iDUHftrAcc0JAChriFMs6fiXX6cvzY7ClgfBEDAygT4ZevR6SNS28s3h8/hM9PKwYJtIGBxAtFrN6WUdjEa3rTUU+Rid3fP0BvhQsATkdLeg96oEctpsgaEuiYYMYnDCUCo6xhgFs6xQpTSgYz0pbDoq92WQ0cTMDUIgAAIWJ4Ai+crySuG2cmfzY9fO0VXuq8auq5hDmIhEAABQwg06o1uiBFEZLfWbMwFQt2opwPr2JkAhLrO0Ts6dYSOTh+l0Y4xOj9wXufV7D09f3nmC1kB9o6jXOu5D3dZyMkdjnEOJcCfkcl0UtrdNvLio0JPXD5D7+45T2OdY0YujbVAAAQcQiB0e5YCc0umemO3lPcKLAh1Ux8bLG4TAhDqOgeKC9Dxl8FYIUZvDb2NM5FVvPkL+uD84ObfMCO80ND5gbTI9NzKq2f6LKEKt0UCYpIZ3Inh2O0D1EIp+pvPvmK4FcdvHKeh+UGIdcPJY0EQcAYBM3fUucr7SMvTtD960pYwIdRtGTYYbTABCHUDgI9MjNDB2QObZyLdXPCNd1G7F4/Sw9M90suLWtd/GvlrA6KCJcwkwP2v+ya/KVU8/2T/j8w0BWubSID7nO+Z+kMaWZmldwfO01iHsTvb/CKVd/O5OKh0PEko0kJ4AceUTHwmsDQI2IlA7PI4eQvmHGs8EjtDJ9q+ZSdcW2yFULdt6GC4gQQg1A2AnVxNSuch+eIvg28PvU2p+KwBK1tzCe4fvX+hkw7MHpC+IG+/INStGTctreIK3EPXf0BznefQ115LsDaci1/ePXz9q9RdWKPfHHzDVJHMwp2PKvGLVb7YHje/WLXh4wSTQcAwAlzxPTpqXucIO55Lrw4OhLphjyoWsjEBCHUDgsdf/viLn18MUP9Sn7STnIql6GLvRVcL9u1fijkUzOXN/caeVTXgEcASNQh0p56UhDrOqePx4Bc3Ize/SO2FIr05/KapYp2jMTg3SCduHqd0II3K8Hg8QQAEahKIXJ8gX8bY6u4VQ+xY5X07RAh1/GKBQGMCEOqNGWk+IrnaTXw2kgV7pUWQm3dtKgX3GLQZ6a+aBxgTggAIqCJw6PYXqHelkz7sO7/jS8xIdpCyEX3T5CufSxDrqkKJm0DA0QS4R3owNW+aj3YtIFcNDELdtMcHC9uIAIS6ScGqtAdCkbmNABycOE09i4fooz2/ptlWfb+AmxRyLKshAd6B3X3z29KMo/f/WMOZMZXZBJJ3HqPdqS9QNjpOs20XKRdYIdEjSGbxsZn2hUcoF5qi230v624qi/WFyCIthhfRjUJ32lgABOxBwLuWp9i1m5oaOxA9QjcyH8qaczhykh5rf17WWCsPglC3cnRgm1UIQKibGImKWOd2ZEa3JjLR7ZpLV84ss+gq+hetZh7ssRg1no0wAAAgAElEQVQBfl56ps4Sn2++tefnSJ/XKD58HGE2+bpGs6mf5qsf/uGWYpMl8tKsv5NSvk5JtC+3XqDpXuOrxKv3CHeCAAg4iYB/YYXCEzOauRQSopQTMw3nOxJ7gk60PddwnB0GQKjbIUqw0WwCEOomR4Dbk524cZx+9cCrrt+xuW/yWVpsf0f3lFaTQ47lQcCSBPjFB+9Y3xj8qen2VT4XtxuS9/jpenAPzSQuQaibHiUYAALuJhC6NUOBxRXDIDhJpDM0CHXDHh0sZGMCEOoWCB6nV0YLMbrYc9HVYj2x8AVpNz0dv2SBqMAEEHAPARbprcsjksNXDv6ZJRz/kwt/XNMO3l1/r0Og6wO/sISdMAIEQMCdBDyFIsUvjxvq/L/p+B7tDT9k6Jp6LQahrhdZzOskAhDqFoomp8JzGjwuEAABEDCKAB8fCOV6KZY+RK1LI9JRgnxo2qjl665z5tIZal9L1Pz5miDS//PZ/2y6jTAABEDA3QQioxPkSxtX+T0udNEzPS85AjqEuiPCCCd0JgChrjNgrabnM7n8hdoKX6C18gnzgAAIWIsAf8aobZfH9/ZNfpNW4x9LR1iavR6/doqSq8m606BDRLOEcT8IgECzBEK3Zykwt9TsNIruP5l4nvZHTyq6x4qDIdStGBXYZDUCEOpWi0gde/jsKH8Jroj1wHqBpntewQ68TeIHM0HADQQOXP4L6fiKFpX4KwXluD3aRNskZQJpSn+acRQQA7RejtLN9k9Uv1hwQzzgIwiAgL4EzGjTdiR2hk60fUtfxwyYHULdAMhYwvYEINRtFELeVR8Y+w4J5bBmX4Zt5D5MBQEQsDiBoes/IP6cSiVfa2pX3V/y0x999FV6r/8CjXWgXaPFww7zQMC1BMzYUe8NHqanul6wPXMIdduHEA4YQABC3QDIWi7BZ0h7ps9K6aVG9BHW0nYj5uKMg2TqKanPshbpt0bYjDVAwCkEeEe9cjXTarFvqU/T3uX8ucmfmWrT+p0SH/gBAiCgLYHw+BT5V9LaTtpgNgh1Q3FjMRAwlQCEuqn4lS/OQnTv+HelFmboI6ycH+4AARDQhwDvpO+++W2a6zxH2eiYlPVj9tV555RUzZ5tywWnpEJ5EOtmRwXrg4AzCHhEkWKXx8kjlg11qMM/QF9Pvmjomnoshh11PahiTqcRgFC3YUS533igFKDxgf9oQ+thMgiYRyCSHZRecuHSnkBs9ZBU7LJZgc4F5FLxlCYGVmp7sFDni2PPafkoyqkJXkwCAq4mYMb5dAbulMrvEOqu/vWB8zIJQKjLBGWlYbxLNLSYpP8y/NdWMgu2gIBlCVQEGxuoRaEzyzpqc8OOTh2RRHoqPquZJ5Wd/opYn+z7JaXjlzSbHxOBAAjYn0Do9h3K72qndUGQ5Yx3LU/R0QnDd9PZuIHQg3S68/uy7LTyIAh1K0cHtlmFAIT6p5FIZBO0GFGfqtns/UofiAOp/XQleVXpbRgPAq4lwEKNzyrPdZ1zLQOrOj44P0gs0mOFGP2nEe1fQFZqe1Re1DS7629VjrALBEBAOQEhnaXo6CSJoSBl7+9rKNbNFOns3UjLWTrW8rRyRy12B4S6xQICcyxJAEKdiCoVhrkv72TbpKJAcdGj3pkzlGs5T6MdY2iXpogeBoMACNidAGcrqEklr9Tb8It+OpSdpkg5R9yK7dUjv9YFSaUi/bXhF3BOXRfCmBQE7EfAUyhKO+PeQkkyfl3wUq63i0qtsXsEO4/ldPfA4oppjgY8EXqm5yUKeqOm2aDVwhDqWpHEPE4m4HqhziL98WuPU/tagt4cflNxyiWfp/Tl++h25wUnPyea+NadepIEMSzNxV/uuSr7cpv1ufFunLccQhV5TZ6CjUk4/nxeHJX5NYRq0lQsuNUWaON2k6F8LwnrIu3Pj1EuOE1vHHpDF0/4DD13hODUdzUvFnQxCpOCAAiYRmC7SK82hAV7OeCXhDtfXDBOWMtrauuBlofpyso/K5rzROtzdCT+hKJ7rDoYQt2qkYFdViLgeqH+6OgXqX+pn1KxFL2539kpscdvPEwXez40bdefK0KzOKtcnH46vvcnqr/kG/GLVPlyz2nTVw7+mRFLumKNnqmzUiVursKNy70EuDBmfPXwJoCO0iK9c+TH7gUCz0EABAwhwDvj/sXlzZ10QxatWuTzbU/T6b5n6be3/5beWnxJ1vJOSXmvOAuhLivsGORyAq4X6nw28sSN43S5+wpd6Lf+7q6a55V3hHvvfJEeWF2ksa4PTfOTd9TbFx7ZItTtsLtVKUbFohJnW9U8gffewy9s+MVNM722tbEEs5hJYPtnAtvCL++w421mVLA2CDibgG85TZEbU6Y4yYXgTrQ9R8loDwX8XlpKF2l87V/orYWfUWE9W9MmTnfnXXQnnEuvdhBC3ZRHEIvajIDrhTqnvj9x+Qxd7P2Qxjqc17apuojSUP4mfTDwmuJz+Fo902wL9zTmtGdOeZ9Nvq7V1LrPU6kYDaGuDWpOlx6+9oLUKktN+ntbuo9Ojo849vdWG8rWn4UzK/gzofpabr1A072vWN94WAgCIGBbAlwQjlPZhbUc+RdXDKve/lTXC9QbPEwtET+J5XXK5DbOxufLGbqWeYum8h9Lgt3jIfL7vLQv9nlKej5HUaHLtqzrGQ6h7riQwiEdCLheqOvAVNaU0XyUCkKBir6irPFqB7Eo3jv+XeIvv2L0As222u9lBL9M0ZuTWr64Tz0BPp/MWQpqzjcfHn+GhOCHklDHZV8ClTPq2z1ApoV9YwrLQUApAU5DL7a3SGfCzbg8orhRJG5uSfflTyaep/3Rk9TREqCVTJGK4nrdNQWvh+IRH4X8giTo07kSrdcfrrvtWi8Aoa41UcznRAIQ6iZFlYvQHZl8mP5h+O9UCRUlZvNusJ13gvmlxtD8IESZkqDbYKzaauHs2uDkkzTWZ5+MDBuEw3AT+XOJK7HXuvjzCkdNDA8JFgQBUwiwUJbbv1xPA1msB1Pzei5Bpzu+RwPhh2hXIkSppZws4c2CPRIUKBL0UTbvHMEOoa7ro4bJHUIAQt2kQPYt7Kf43Blaik1K6b9qdhVNMt2UZY/fOE6ZQBpi3RT6WBQEtCdQK+29ehUW69M9r1A2ar8sIO1pYUYQAAEjCIRuzejafu2ZXT+jtkCS2uMBurOsrIo8p8PHQj7HCHYIdSOeaKxhdwIQ6naPoEvs5wyEx6+dkqrzX+y9WLONXiKboMXIokuIwE0QsC+B6toZjbzIRsZoNf7xlgJzueAUXm42AoefgwAIKCbALdvil8cV3yfnhp7gIfpK14+k3fFKITk5920f4xTBDqGuJvq4x20EINTdFnGb+svFxx648h/oaO6q5AGf768W5ZweP9E2aVpFe5tihdkgYDgBJSK9nnFIjTc8bFgQBFxDQK9d9eHISXqs/fl7CsmpBWt3wQ6hrjbyuM9NBCDU3RRtm/u67+oPaSC3SMlS7TNkv3rgVdN6xNscLcwHAcMI8Eu3UK6XeqbPUqWbgprFeZf9dt/Lam7FPSAAAiBQl0DgziKFpu7oQohT3wfa+xoWklOyuF0FO4S6kihjrFsJQKi7NfI287vSzovNHihMUGdpa3XWibYJenvot5bzqpmCaZZzBgaBgIYE+Hc6mXrqnvZscpfg8+vc5hEXCIAACGhJQEhnKTo6qeWUm3OdaH2OHt/9NdmF5JQYYTfBDqGuJLoY61YCEOpujbzN/N5eIbq/MLVlZ/1iz0UUmrNZTGEuCDCBSHaQRO+aBIN/z/m/OT1eKId3BDS+9ydbzq2DJgiAAAhoQcC3nKbIjSktprpnjqHoQ/TfD/xvigvJKTHGLoIdQl1JVDHWrQRsK9QPpA5QtBDFmWSXPLmdd05R59ypLd4GygVKluYoUs7R+7v/kW52fOISGnATBJxNQM5uO3qtO/sZgHcgYBYBPVPfB2JH6Bt9/zstpYu6u2d1wQ6hrvsjgAUcQMC2Qj252k2Pjj5Kvzn4Bs4lO+BBbORCd+rJzSGCGJZ23arPt3KLu8X2dxpNg5+DAAjYiECtF3QV87nPOleExwUCIAACWhLQq5gc2/jZxJfpSx3/C2VyJS1N3nEuqwp2CHXDHgEsZGMCthXqzJwrfR+dPkLnB/7ZxiGA6WoJRDKDxAI+lO+lhfbf0WzydbVT4T4QAAGLEhgY+470O779muz7JaXjlyxqNcwCARCwIwGPKFL8o1HdTH+48yt0LPpNKorruq1Rb+KKYI+GfJQrirSaLZFYNt6Oin0Q6oY/AljQhgRsLdSZ98jEiIT9Qj+KCtnw+Wva5EqKLO+u8w6bmouPUYx2jFLRp38qmhr7cA8IuJkAZ8/svvntLQjaxBUqx9+mf9mDLBo3PxvwHQS0JhC6PUuBua3FarVc438Y/HMKFfZpOaXiuawi2CHUFYcON7iQgO2FOoss3lXnHtpcUCwTzNQMo7/kd4QQSyx8QWptNNd1jriXMK7mCPBz8Y0PnqaF8CK9OfymI56R5ogou5tfkOA5VMYMo5UT4F31SnG5WJHoYHaKfFQmtGRUzhJ3gAAI1CYQnJmnYKp2+1ctmO2OPEDf3PvnuhaSU2Kn2YIdQl1JtDDWrQRsL9Q5cIlsgh4d/SLFCjHiNl0s2itXoOSnZDpJ/Uv99F7fBbqSvGLrWHOqd/vCI5I44qrHZSFna3/MNv74jYdpaH5IMiMVS9Gb+8+ZbZKt1ueMBjyDtgqZI4zlGiV9S/3Uv9RHbw6fk12nhNsl8g496lk44jGAEyCgCQFPoUgs0gOLK5rMV2uSuNBF3+j7PygRTNJK1lrZe2YJdgh13R43TOwgAo4Q6hWx/sTlMzuGZrRjjM4PnLd1+HhHnXsP85ULTknnsrNRFFRSE9Rqkc73vztwnsY6wFINS9wDAmYQ4Je0xyZH6K3Btxtmw7BI5xR6FumckYQLBEDA3QS4DZt/YYX8K2ldQbBIf6rrBbqv5T4qiWXK5kVd11M7udGCHUJdbaRwn5sIOEaoc9CO3zhOQ/ODdePnBKHOBdS4TRnvClWu1djHdLv/ZTc9t035ykUIuWNA+1pic56CUKC/+ewrTc2Lm0EABIwnwL/Pj187Jb1ku9x95R7BvlF09CiFVx6miWALcVs3ZIEYHyesCAJWI6BnG7ZqX1mk9wYPU1drkJbSBVMKySlhXy3Yi2JZKjpXKJWVTCFrLIS6LEwY5HICjhLq/IXsjz76at2QpuIpKU3SCVd1xXP258rBP3OCW7r7wDUNeAdu+8X1DS72fqj7+lgABEBAewKD84N04sZxaeJ04O7uWEAMEP/ha1Foofc703S7Dy81tY8AZgQB+xEQ0lmKjt49KqmHBwFPhL51319JUyfbQpRass9xRb0FO4S6Hk8c5nQaAUcJdQ7OmUtntuyUVgfMabumfD64Z+osxdOHpfPq+dC0055Pzf3pW+qjk6OP3jPvW0Nv02RVbQPNF8aEIAACuhLgF7X8Eo7rkdS6WKj/a88E2jjqGgVMDgL2IaB3KzYmMdJylo61PE1+wUNtsYBlCskpiZJegh1CXUkUMNatBBwn1DkFMrmarBtPp51DlsT69Flabr2AnsIyf4u/+uEfSoUHq6/fHHyDFiOooi8TIYZZiADXreDff6RzbwTl6NQRKdV9+5XyddB/672E8+kWenZhCgiYScBbKFLs8rhuJgxHTtJj7c9L80eCAvkEr+UKySl1PhwUKB72k1huPiUeQl0pfYx3IwHHCXWu/l5vR4UDzGmRLMrQM9uNj/vdL/JcMbroK1A6kKFYISp1BIBQN/aZaF0ekQQmLvUEOu+ckjpALLeBYzXFWv8fGI2G6L2h/xftBNU/brgTBBxFgIvJRW5M6ebTycTztD96Upq/LeanQtG6heSUQtBCsEOoK6WO8W4k4DihvlPqeyXASnpmc1XhxFqiqWrgvOOVjl/CF0Q3/obB57oE+NjGdC8K+Kl5RLh/PbdqTMcu2Uqks81lb073Xe3t9UrwglbNU4Z7QMDZBPTum87V3p/peUmCyIXkFlYLJJbXHQW1GcEOoe6oRwHO6ETAUULdX/JLxeQqxYOYGZ9Lr/7varF+of89SsVn66LlAkXHJkakAnTN7La2Lo1Ildq52rBVLm5VxP3YU8nXkDJrlaC4zA4uiGhWa0H+rLBrVg2LdG4zxjvpt/b83FZPzcDYdyiU75UyKbhFGvug11XdBeTN4Td3/KzXywbMCwIgYE0CfD6d0949ovbVzKs9Pt3xPdobeUgqJDezaJ9CckqjpkawQ6grpYzxbiTgKKHOwprbs3GLnlQsteWLeHK1mwbnh4j/WRHnobUWuhVepPnWKfL5CiSQR3oGEtk2OjB7YPMc8//9mb9p+kv90PUf0FznOdN3v/hLPqfLctrxQvvvUFjJjb/18Nm2BGKrh6hv8puS/bd2/9y0Fx1qAPLLwb3j3928VfSuSfbrlRVQqQR/q2WBfrvvb9WYjHtAAAR0JsCCWUivUal1a90YnZel0O1ZCswt6b0MnWh9jj7X9iS1RP00v1LQfT2zF1Ai2CHUzY4W1rcDAUcJdU5TV7Lz7S+Eac/YcQoUI3SgGKPIulAzZloUGuP0d97B5ursZhR9YoHOqcaV/uv8JdnK/YQ5CwHnbu3wEQIbzSDA2Qi50JQpnyVq/eXPH35BuP3KBafoxuBP1U5b9z4uKnp07Bt0fvAcCm1qThcTgoB9Ceid8l5N5kjsDD2+638kweuxfSE5JRFnwc4F9Piq14cdQl0JUYx1KwFHCXU1QWxd7KP7Jj9LDxTjFFj31pyCU9+5B3uzF1doZ6HM59XNuFj88gsDFu2L7e/ofk5UrY/MiHf9+fyynqmxau3DfSAAAsoIVGcCbL+TXxp+sv9HyiaUMbqyg88vJNV+jvBnpdp7ZZiIISAAAgYS8BSKxCI9sLhi2Kq8o/77PV91VCE5JfACPi/FI76agh1CXQlJjHUrAdcLdQ78/Ve+RIezXRRf3/gw2X5xKv2FfudUVeYXBmbs6rv1l6yW35G1bsqG69dHACsQcBoB/tzhrCJ+WSiUw1vcm+55RfMMGn4xya0rrw2/oPrzjl8wmPVi1Wnxhz8gYCQBruheff5cSGfJl8mSt1Ay0gziyu+P9J52ZCE5JSBrCXYIdSUEMdatBCDUiaT09yPL/dRW9td8Drhi8KtHfu3WZwR+gwAIOJAA7zjnQ9OGe8br8jl73q2uXLxrrXWxTa4wzy8GmtlRN4uR4UHBgiBgQwIsvtcDW7+3edfyFJqaNVyQ18IX8EToT3pfov72DkcXklPy6FQL9qC/9nFTJfNhLAg4nQCEOhElpw7Rvtn9NCBGpD7rE22TNNk2Kf17pWo8/9OuVaKd/hDDPxAAAXsRYJHOFeCrd9a5ErxW7fp4954LeHKdi9nk66rh8Jl6tgsXCICA9QgYedZcjfcjLWfpeOIbrikkp4QRC/bO1qCSWzAWBFxJAEL9U6HeMT9IgbYp+qT7KmWCGVc+DHAaBEAABIwiwHUouG1l9cWiWIuWkbybzqnvVi6YaRRnrAMCTiXA6e2RG1OGuMe743wV1rOy1uMe6l9LvkjtkVbXFZKTBYiIkPoulxTGuZkAhDoR9d88RgV/llK95hR5c/MDCN9BAATcSaDSKjIbGaNiYJF4F1wQw8Tnwjkln3fD1RRykyrLr5PU+k3N/e6MBrwGAfsR4NT36OikIYb3BA/RidZv0Wt3fthQrLNIf6rrBYr7uqkt5ndtIblGgYFQb0QIPwcBIgh1fqs38Rma6v8AzwMIgAAIgIAFCLCIv2/iWQrlezetWWj/Hc11ntuxMByfKWdxjmKZFggiTAABnQn4F1YoPDGj8yob03ObtRNt36LV0iy9t/IKXcu+dc+6LNBHWp6m/dGTmz9LtoVobiVPYnndEDvttAiEup2iBVvNIuD5y8JP109kv0TvRv6BJvzjZtlh6rqhtRbKhY1r1yHXWf6yyq2L8KVTLjGMAwEQcBKB7b3X+fOQW0tu7yHPAp134+e6zmniPjpjaIIRk4CArgSMPKPOO+rHWp6m3uBhyad8OUPzxRtb/Kv8rPKXHg8RC/WZxZyuHOw6OYS6XSMHu40k4Pm/ci+vP5Y5Q3lPjv6q9f+kvBcfKEYGYKe1zO67bhUOzdrBLzz4vKpWX+KbtQf3gwAIyCPAn4F7x7+7pUJ8rTt5F31870/wUlMeVowCAUcQiFyfIF9mzVBfWLA/lnheSmtvdFUqnM+vFBoNdeXPIdRdGXY4rZCAlPoeLIeotZygWZ/xrXoU2uva4ZHsIPFZTlzKCUQyg7T71reltFmIdeX8cAcImEmg0g99Jxu4AB3vtOMCARAwnoBHFClyfZKye3vvaZemlzVGnk/f7kP1GfSd/IuGfCgktwMgCHW9fjswr5MI4Iy6TaKJVEz1geLq0vyio9K3mc+6cnXp6iMF4KueL+50PgF/yW9qe0putVbdd72aOKfDo7q7859BeGhNAp5CkSLjUyTk8iSGgpS9v4/WBX37Y/Oa0dEJU3uls1h/puelHYOCQnI7P7MQ6tb8nYZV1iIAoW6teMAanQmwIG9feIQSC1/Y0sN5Nf4x3e57WefVMT0I2JNANB81tW3lfZPPUnx142zo9ovT3lmo4wIBEDCWQOj2LAXmlrYsaoRYN/Js+k5ETyae31I4bvtYFJKDUDf2NxKrOZEAhLoTowqfGhLg3bndN7+9uUvHO+zTva80vA8DQAAEjCdQq+d6xQo+EnRrz8+NNworgoCLCeyUel6Khim/q4PE2Ebvca2v8K0Z8i+aXwC4wz9AX0++WNM9FJJrHHXsqDdmhBEgAKGOZ8C1BKrFOr7su/YxgOM2IAChboMgwUTXEJCbep4Z6tNFrMc/uk4esWwJ3v++r/YLfhSSaxweCPXGjDACBCDUNXoG4itJEoXS5mxlb9GSLd80ctcx0/DZdd5ZzwWn6MbgTx3jFxwBAScR2N6mrdo3PqP+yf4fOcld+AICliUgV6SzA9mBXiq1xjT1xb+wTOGJlKZzNjPZ17pfpM7AwD1ToJBcY6oQ6o0ZYQQIQKhr8Az4C2Had/XLW2YSvUW6evjvNJgdU+hNgIU6C3Y+58rnXXGBAAhYiwDXlkimnqLW5ZGahnHqO7piWCtmsMaZBJRUW8/1dlGhK6EZCCUvCTRbtMFEz+z6Wc1WbSgk1zgCEOqNGWEECECoa/wMsGj3FyLUNTtMU33vUzFgbI9Pjd1pajpuixZLH6J8cJq85RAFxAB153P0Yd/5pubV+mYuLMcigKvBzyZf13p6zFeDAD8b/Eyk45fABwRkE6iXAo8aE7IRYiAINE0gMjpBvvTW7zalWJjKoaBU8Z3btXnX8rTuE2htoLfp9XgCK4p0tqte6jsKyTUOO4R6Y0YYAQIQ6jo+A17RR+WqdHgdl7Lc1LwDxjvV+dA0cUV1boVW9s1Raz5MC+EFU1s9bYfFtgrlMHbTLfcUwSAQuJdAvVZt0z2v0HLbBSADARDQmUB11fVCokUqHLce8N+zKgt2LVq1cbp7MDVvaju2Wkh7gofoK133HrtBITl5DyCEujxOGOVuAhDqDo5/MNcj7RTPdZ6jbHTMwZ6a45rZvaXN8dq5qyKe9ohtbPWQlAJf9uYkg/lzLpTf2LUzU6yb3cLOHtGDlU4g4FtOU+TGFGmd2s5seOc8sLBR0Z3/3ZfJWk6gV2L4VNcL1Bu8t20kF5KLhX20sFpwQrh18wFCXTe0mNhBBCDUHRTM7a5U7zzx+U1uP4Yz2M0HPLmapMH5QTo/YK0U/uY9c/cMj187RRxbvlKxFI12jtFYB15w2eGpYLHevvCIJOA5DX6u65yhn3VHp45QQSjQleRVO+CCjSDQFAEW6t5CUdPz55IwF0WKXJ8kIZdvyj4jbt6pNRsKycmLAIS6PE4Y5W4CEOoOjj/vPPVNfnPTQxbpqeRrOBesMua843py7FFJzP3qgVcpE8yonAm3WZEAi62j00e3mIY46xMpbo2ox0vDSr0JtppfTvIaLNz1zCjqW+qjk6OPUiqeojeHz+kDDLOCgIUI8Pnzcjio2KKdUuGtmt5ey0kW6bybHvRGazLgQnK5QplyBVExIzfdAKHupmjDV7UEINTVkrPJffdNPkvx1a2pWdyKjL+4Lra/o8uXZS3R8PlxPt9ulYvTW1nMYTfd3IhwMbrOuVPSiyeug6DFxVkSJ24c3zIVi6+3Bt+2VE0FLXw1ew7eAdcqbtt92V5wbrLvl7q/nEyudtOjo4/S20O/lQQ7LhAAgXsJbBSEmyQxGr77Q7FMQi5n2fT27V4MR07Sibbn6op0Ho9CcvKefgh1eZwwyt0EINQdHv+d2hqtxj6m2/0vW4IAC+BkeiPtmK9AyU93oiu0EsxZ/mWC3gCZDVfM59Ra7OLrR3u7UL/Yc5FGO8bAvAnkvHPuLyR03dGuZR7vrLNg5yKR/DKHX0rqffHv6Ymbx7GrrjdozG8qgWYLxMU/uk4esVzTh3LAR6VohMRYZPPnwlpOqiDvyxjfQSfgidBA+CHJlk7/AA2EH6zZiq3aGRSSk/94QqjLZ4WR7iUAoe6S2LcubfQfDuZ7pB12/gLNl1XaGnFa+Tc+eFqyKR1IS192IUo3Hs5ENgGRbsDv6cjECB2cPSCt9O6e8zTWifPpzWLXK8Vdjl28NneeqNTnkHNPs2P4d5U/v4q+YrNT4X4QsCSBwJ3Fps6m12rtxo42KkzH/dvDEzOG7ryzUP/WfX+lKA4oJCcfF4S6fFYY6V4CEOoujT2nDnNaPO843drzc+nLrNnX0++flQQpRLrZkXDn+o9fPUXRQhTPn4PCXxHr/Bmnx5l4B6GCKyDQkAC3ZfMvrlD64N6GY+sNCI9PkX8lvfnjdcFLmaF+WWfezeilXq9Pej3/UEhO/qMBoS6fFUa6lwCEuntjL+2q844TfybATiYAACAASURBVIHlL7JmXyyULvZepFR81mxTsL7LCPAZ4+M3NtKWkcnhrOBHsoPELya5EjwuEAABdQQ45T14+w4FFldo5TPD6iYhotjlcalifOXKDPVtSXVvNDGL9di1m3XT5xvdr+TncaGLnul5SckthEJy8nFBqMtnhZHuJQCh7t7YS56zWOc2btxrHV9kXf4wuNh9vCRydvD5M67Stk2Opyzsm6kUj57qcihjjB0JcOp7KRaRtQO+3T8W+yzUK2fUS9EwZe/vV4whdGtGemGg9zUc/zx9vf8/0Gq2RIVS7XP1221AITl5UeGz/D3tVUUF5d2GUSDgOgIQ6q4L+b0OVwovccEliHU8EG4jcPzGwxTLx+jN/dhxdWrsK23bFtp/J72U3KmTBI8N5XppuvcV1Ti41d/F3g9V348bQcDKBHhXez3gV2wii/zQ1J3N+5Tupldu5PXjl8cVr6/0Bm7BNhA9Qm2xAInlMi2liySW1+tOw+KzuzVEqSXrdKpR6rNR4/ksf2er8hZ/RtmHdUDAKgQg1K0SCZPt4Orw3O6Kv6DyF9lmdpNMdgXLg4BsArzz+fi1U1JbrcXIouz7MNBeBCqZQ2w1H/VhwZ6OX9p0gj//+LOPPwN5bLOV4rm3+mTbpL0gwVoQ0JEA76ZHr93cUgxu9YEhWhcEVavyXMJaXtW9cm7qCR6ir3T9aHMonz2Ph32UK4rSDnstwR4KCBQJCrSwWpCzhKvHMMt4RPnLHldDg/OuJACh7sqw13eaq8P3TJ8l0bu2uevE/35j8KcgBQKOJMAdB1Cl25Gh3eLUvqs/lIpnyrmaFepy1sAYEHALARbpkeuTJOTuCutywN9UUbp61eO1YMpn03k3Pe7r3jId75jHQj6KBH2UzZconSvRetUGO4t5vjK5khZmOHqOjpYABf3qXtI4GgycA4FtBCDU8UjcQ0DqfVxMSAWYWpdHpH+f7nmFltsugBYIgAAIGEaAC8Fp1ZEimOuRPssEMUzJTJTaSiLl/CtSp4n19RgFs/uoULyfqByTdtxnk68b5icWAgGnEuA09cj41BaRzr42K9S3V4/Xil9v8DCdTPzPO/ZLryfY2+MByuZFyhVErcxx5DyVIwKC4HGkf3AKBLQkAKGuJU2HztV555Qk2NHiyKEBhlsgYDEC1bvfXASumfPiSlzj7IrE/GkpDd4KnTCU2I6xIGAFApWK7izQ/QsrOxZ907J6fDO+c790Fuj7oydpIPyQ7KlYcMbDfindnXfRead9djm3ZZdd9mQuGsjn0+MRH3bUXRRzuKqeAIS6enauupNT4r3lEHHBOVwgAAIgoBcBzuTZfWujbeRq/GMqe3NSNo+RfdD55SSvnQ9N6+Um5gUBRxLgXuvB1Lws39LDe1RXj49/NCprDTmDOM2dhbraS/B6JOEZ8gu0nC3SWh476jux5PPpfOGMutonDve5iQCEupui3aSvnDZq5JflJs3F7SAAAjYk0J16kvLBadOP2nCqPIS6DR8gmGwqAd5Jj45ObCkaV8+gQqKFcrt3KbZXycuARpN3+Afo68kXGw1r+HMuJMcCtPzpoXUlLd0aTu6wAXw+nfmg6rvDAgt3dCFgK6EeWmuhSKaDFjr1b8uhC21MCgIgAAIgYBsCvLOOlpW2CRcMtQgBJX3OVw/uVdTqjV8ExK7d3OzF3ozLLNJ5Nz3ojTYzjXRvdSG5Smo3/z0E+71oudc8HxFAH/WmHztM4AICthLqLogHXAQBEAABELAIAT7ywwXtuAr8Tr3Xub3bTj+3iDswAwQMIbC9X/pOi5YDPsoM9csS60p26xs5Ohw5SSfantNEpPNatQrJsWBvjfqlXXYI9o2IVF5izK8UqLdDXheORrHEz0HAyQQg1J0cXfgGAiAAAiCgmgCnv+8d/67UrpLPyXMF+mpBXumMwQXvsPOuGjNudBgBIZ2l6OikbK9YrK/17yIxFql7D88ZnpiRlVJfbxJuuzYQfpCOxJ7Ysaq7bMOrBlZ2iavbtVV+HA5yWryfCqX6PdjVrGnHezjzgM/0r2SLEOp2DCBsNpwAhLrhyLEgCIAACICAXQgcuPwXkqm54NQWkS4Ka+QvbLSyzEbH6Hbfy3ZxCXaCgK4EuNo7i2qlVykaplJrjMRwcPNWriLvX1whX3pN6XT3jG+2aFw9A1h4drYEKbWUq2tjpaUbC1Vu4ba6VnRldfjK+fRCqQyh3vQTjQncQABC3Q1Rho8gAAIg4FACLJT5LDlfvLPNolnLK3nnMVpoe3/HQpq8s671ulr6gLlAwEgCWhZ708runuAh+krXj7Sabss8XEguFPDSUrrYcP56Pdgb3uiQAbsSIemFBmceIPXdIUGFG7oSgFDXFa87J3dyASY+s8qV76u/lPP51PjqYenv1FbF5zn4wjlXY39ncLbYWN56rMYxHL72gjT1XOc5pKDrARlzgoACApHrE+TLNL8DrmDJHYdyyjvvpsd93VpNuWWeloifxPK61Etd7uVGwV59Pp05QajLfVowzs0EINTdHH2dfHey+Nl39YcklGsXQJns+yWl45dUU91989tS0Sq0hFKNUPGN6JetGJnlbqgW6tz7HCnolgsRDHIRAaXn0/VGw5XdT3d8TzeRzvZzIbn0Wok4nVvp5aYe7NXn0yHUlT4pGO9WAhDqbo08/FZFgFNcuc9zKN+75f5weY38sXP0L3veUTUv3+TkFxyqoeh8I8eSsyRmk6/v2Ld7cH6QCkKBJtvkF0jS2XRM/ykBLviWTD1FLNI5o6WZl2WACgIgoJ6ARxQpcn2ShFxe/SQa3TkQepAGwg/R/uhJjWasP011OrfaxfyCh1qifhK8nEJfUCX61a5t1H3V59Mh1I2ijnXsTgBC3e4RhP2GE2BBzcKgdXlkc+39uTEp9f3N4XOG24MF1RPgHXWOG1fzbnT5S34q+hqfQWw0D36uLQErvuBKZBOUDqTxvGgbasxmYQJWE+mnO79vCC05heSUGOLkHuzbX2gg9V3Jk4GxbiUAoe7WyMPvpgkMjH1H2lkX1kX6vbVL0o7r33z2labnxQQgAAL2JsAvdf7oo6/Sle4rdLn7CgS7vcMJ6xsQ8C8sUzA131TrNC0hj7ScpWMtT2s5Zd25lBSSU2KQ0wT79vPpzAJCXckTgbFuJQCh7tbIw++mCXC16aHrP6CO0iLtLWykRP/qgVcpE8w0PTcmAAEQMIeAVpkTT79/lgJiQHIiFU/RW4NvQ7CbE1KsqiOB2OUxywh0djPgidAzPS9R0BvV0eu7U6spJKfEsEoPdrFclqrKc9E6O17bz6dDqNsxirDZDAIQ6mZQx5qOIcAF4PYvhShZmpd8enfgPI11NE6jbhaAFdN9m/UJ94OA3gSSq90ULcQolo/SQmSRisLdowzRQpSG5gfpYs+HkrBu9jo6dWRjrUKULvZcpFR8ttkpcT8IWIoAp7vHPxq1lE0nWp+jI/EnDLOpmUJySoxkoRsP+yhXFGk5Y78e7NvPp0OoK4k+xrqZAIS6m6MP35smkFj4Av3e5EPUW9z4Es7nUn9z8A3dd84i2UHyFxI7FkBr2jlMAAIOI8BFAU/cOL6jV28NvY2igQ6LO9zRh4B3LU+xazf1mVzFrEamvFfM06KQnFxX7dzSrRYnpL7LjTzGuZkAhLqbow/fmybAgvn3Rs9Kqe8s0i/2fkipWEr39PdKS6pM+2s00/Evur8YaBqUwyfg4mGLkUWHe2l/9/j35uTH/xN1F+coF1iRfk/TgQwFRD9xDGOFmLT7zb/HuEAABHYmEJyZl86mm31xn/SRlqcNqfBe7avWheTkcrSbYK91Pp19hVCXG3GMczMBCHU3Rx++N00gtnqIDt78GuXbXzX0yz0LjvaFR8jnWaE2cZlGO8Yg1puOpvYTcOuwfGha+4kxo2oCPVNnaTnxNmXD96ait6x1UiD9WZrrQvcG1YBxoysIcNp77PI4eUTlvcObAcRt1zoCAxT0RCngjVLc10W9wcPNTKn63khQoICf26mZ0w2EBXs87Ce2I5Mr0epaSbUvet5Y63w6hLqexDG3kwhAqDspmvDFcAIsmIVyWOrfjAsEQAAEQAAE3EAgdHuWAnNLhrv6VNcLpgnz7c7qXUhOLlze2W+LbfRgX10r0lpelHurIeNqnU+HUDcEPRZxAAEIdQcEES6AgB0IoACeHaIEG0EABEBgZwJmpbxzijtXdLfKVU+AmmWfVVu61TvHj9R3s54UrGsnAhDqdooWbAUBlQSi+Sgdmxyh9/ou6H5+vpaJLNK5Qj5nH8x1nkMRPJVxxG0gAAIgYDYBs1qymVEsbifWRhaSUxJzKwn2eufT2R8IdSVRxVi3EoBQd2vk4bfrCHz1wz+UWseZVSiLxXrn3CmKZAYlob7Y/o7rYgCHQQAEQMDuBPwLyxSeaL6FoRIOw5GT9Fj780pu0XWsWYXklDjFIrktFiDuwb6aLVGhZGw9Aba13vl0CHUlkcRYNxOAUHdz9OG7qwhwa6pjEyP0qwdeReE5V0UezoIACICAdgSMbst2JPYEnWh7TjsHNJjJ7EJySlwIBwWp6FyhJEqCXSyvK7m9qbE7HQ/AjnpTaHGzSwhAqLsk0HATBDj9fWh+0LQddUQABOxIAJX77Rg12Kw3gZYPrum9hDR/h3+AuIBc0Bs1ZD25i1ilkJxceyst3XiHmyvEp3MlWjdAr+90PABCXW70MM7NBCDU3Rx9+A4CIAACILAjgfsmn6V07BLqKuA5AYEqAvGPrhvams1qu+pWKyQn9+E0sgf7TufT2V4IdblRwzg3E4BQd3P04TsIgAAIgMCOBA5+8r/SeikpFUFcaP8dlYUciIGAqwlwD/X4R6OGM7DS7rpVC8nJDYoRO+w7nU+HUJcbKYxzOwEIdbc/AfAfBEAABECgLoHIWjd5S50kiGHyFxMkCmtU9t4V6/zf6fglEAQB1xAQ0lmKjk6a4q8VispxIbn2eIDuLOdNYaDlouxLPOKjkF+g5ay2PdgbZR1gR13LSGIupxKAUHdqZOEXCGhIgAVK0b+o4YyYCgTsSaDSvaB94ZFNB6Z7XkFqvD3DCatVEAiPT5F/Ja3iTm1ueWbXzyju69ZmMhWz2KmQnFz3KmnqgtdLS+mCJhXiG2UdQKjLjQ7GuZkAhLqbow/fQUAGAS6mFckOop2aDFYY4h4CiYUvUDL1FMS6e0IOT4nIUyhS/PK4qSzM3lW3WyE5JcHSqgd7o/PpbBOEupLIYKxbCUCouzXy8BsEbESAdzF5BxNnhG0UNBeYymKdn0t+PoVymCb7fok0eBfE3c0uRq/dJGHN3JTvgCdC37rvr0wLA6d0r2SKVBQNKJtukpfNCvZG59Mh1E0KLJa1HQEIdduFDAaDgDsJcPo97+7zxeeFV+Mfo7CXOx8FS3odyQxSLjSFZ9KS0YFRWhHgQnLcRz04M0++zJpW0yqe57neX5jWsq1RSrdiZyx8Q6UHu1gu01K6KLsHe6Pz6RDqFg46TLMUAQh1S4XDXsbwbhKLp9nk6/YyHNbangDOzNs+hHAABEDA5gRCt2cpMLdkihdmCXUnFZJTErh42Ee8S54rirScKTbswS7nZQZS35VEAGPdSgBC3a2R18hv3uHMh6Y1mg3TgAAIgAAIgAAI2IUA76wHU/OGmhsXuuiZnpcMXbOymBMLyckFKbcHu5zz6bwmhLpc8hjnZgIQ6m6OPnwHARAAARAAARAAgSYIxC6PkbdQamIGZbcOhB6k053fV3aTRqOdXEhOLqJGgl3O+XQIdbm0Mc7tBCDU3f4EwH8QAAEQAAEQAAEQUEnAv7BM4YmUyruV3/ZU1wvUGzys/EYN7nBDITm5mKp7sK+ulSiT23hZwz3m02ulhi3esKMulzTGuZkAhLqbow/fLUsgtnpIOlKA3uWWDREMAwEQAAEQ+JRAywfXDGHREzxEX+n6kSFr1VpEztlr04wzaWEW7G0xP3EP9tW1IrVG/JRayjU8xw6hblLAsKytCECo2ypcMNYtBLhQXzp+yTZCnV8shHK9dduncfuqspBzS/jgJwiAAAi4ioARbds6/APEu+lBb9QUtm4tJCcXduVsul/w0sJqATvqcsFhHAjsQABC3UKPR6UXr/RPMUzZ6JiFrFNuCvsRyvdSLoiWRcrp2euO7tSTUj9p0btGt/tfpmxk67OLooP2iiesBQEQcDYBT6FIkfEpWhe8lN/VQWIs0pTDkdEJ8qX1a9c2HDlJJ9qeM02kMxwuJOcTvLSSLTbFysk38/n0oN9LfI6dr9Vs/RR47Kg7+UmAb1oRgFDXiqQG81TEDk812fdLaUfV7hf3Fm5dHpHcWG69YPuXD3aPh172sxCPrx6m5bYLtskC0IsF5gUBEAABqxMIj0+RfyW9aWY54KP0wUHVZscuj5O3oFzAbj9rHvBEKFC1Y97pH6CB8IMU93Wrtk2rG7mQXEksUzYvajWl4+bh8+nMJ1cQiXfY22IB4h7stQQ7hLrjwg+HdCCwo1CPZDo2l8yFlqksqK/q6S+EqXfys5SNzlMmOk/ZmLHtPHRgp/mUnXdObQhaB4qd1qURyoWmLNvKLZIdJE43n+s8Z5qN/pJfin/Rp/zLjuYPIyYEARAAARBwLIHtQp0dXX1giNYFQZXPas+o8075Y+3Pq1rT6Ju6WoO0lC5QUVw3emnbrFfrDD/vsnMfdu7BzoJdLG/wg1C3TVhhqIkE6gr19rm9tGv6blXNT/b/PRUD6tOaklOHqGP+7ttaFuurLTNUFoqScG9mbhP5YWkHEeBUfb7MOEs9OD9IydUknR847yCicAUEQAAEQMCKBGrtgK/1J6nY3qrYXCGdpejopOL7Kjc8s+tnltgxb+RAsi0kFUnDVZuAX+CicgG6s5y/Z0ClpRuLdq4On86VqKc9DJQgAAINCNQV6vs/Pk1CeWOHj69LR15vCub2+aonm9jzr7TaYlxrj6Ycwc0g0CSBo1NHKFqISbMERD8lsgkKiAH6zcE3KBPMNDk7bgcBEKgQ4EwezlBSe/HLOz7SwfVC0IFBLUXcZzUCHlGk+Eej95ilNv09cn2CfBn1Gzl22FXfSYRaLb5m2SOnf3p1D3ZB+PQgu1kGY10QsAGBmkI9ku6ggfHjkvkFf5by4RW63fe+6tT33snPUNtif10cd7qv0Z2kMa09bBATmOhwArx7fuLGxu9X5brYc5Eu9n6oief+YgKiQhOSmMTuBHbf/Datxj+mxfZ3VLnCv0tD138gzXG772VVc+AmELAageDMPAVTtY8f5pMdUnE5uddOc8mdg6u5fz35otzhpoxDIbnG2KvPpzcazYIdO+qNKOHnIEB0j1D3ij4aGDtOXtEvieflhPp0pgrgwU9+n0K5+ulU/DLg+oF/QDxAwBUE+Cz6Nz54etPXdCAt7aZrdTZ9YOw71EKzVIj+N0oHMzTZ1vzvsJMDwwUPveWQI4o3OjlOanzj2IrCWlN1J1io8276rT0/V2MC7gEBSxHgau+xazfJI5br2iVXrGsh0itG/Pu+VyzFabsxKCTXODxKe8zjjHpjphgBAluEerVIvzl4XpNz4zzngUt/0JD0jcHzUqE5XCDgBgJnLp2hoq9Aox1jNNahXRs+TtVlYdFRLNL9+ZsSSi13650YGy7i2Dl3SiokONd1zokuwqcmCHD6PBeavDH40yZmwa0gYD4BFunR0QnyFhoXBi5Fw3XbtvmW0xSamt0yD++KzxdvqHbS6kIdheR2Dq2aowEQ6qp/XXCjiwhsEep7xo5TaK2Fxvb9VhORzhy7UsPUNTvcECnvqmv1cqDhYhgAAg4lUBGdgXKBjuaubnr51tDb2FmvE/PY6iFKpp6S0ptZrJtRTNChj6Nj3Np39Yf0yf4fOcYfOOI+AkpEejUd7rNeXQmez7dv343vCR6iYy1P02t3XlAFNi500TM9L6m6V++bOEU7EQtQubxOSxl0ZKnHW8759O33Qqjr/fRificQ2BTqlXPpWp4Xb1vsk1qyyb0g1uWSwjgQqE2Ad/5CuV6pFV7L+iwJJFIsH6XL3Vc0S603gj1nBoTyvZSNaJdtYITdWMOZBPg4CZ9zb6YwnTPJwCu7EAjdmqHA4orm5vJO+lNdGwL9F1PPqZp/IPQgne78vqp79bxJ8HqooyVIa/kSra41zkLQ0xarz63kfHrFFwh1q0cV9lmBgCTUeRedd9P5+uTA36suGlftEKe89998kKJVvdjlOIwUeDmUMAYEQAAEQMAoAvdNPiu9ABvf+xNkXBgFHetoRoB30+OXxzWbrzIRV2s/0fYcBb1R6a/+ceFndC37luJ1WOj3Bu+2A1Y8gQ43VEQ6txLjP7h2JqD0fDrPBqGOpwoEGhPw/HDhL9d3TR2WWrFxX/OJPe81vkvBCN5VT346v5zb0KpNDiWMAQEQAAEQMIoAn1PvTj0pFaVDUTmjqGMdrQiEx6fIv5LWajpigX6s5ew9vc9XS7NS+vuqeEf2WlZszRbweaV09+VsgXKF+kX3ZDvp8IFqzqdDqDv8oYB7mhHw/OWNv17nlHMW6pz2Xgyo74VZzyresR+8/kVZRmuZei9rQQwCARAAAQ0IsJDDGXcNQFp0Cj6Owe3eWKynkq9hZ92icYJZ9xLwLyxTeCKlCRoPBWl/4DskrvsoIgQp7o/SrlCCOoIbnX2UiHUrinQ+a81/5lfyJJbXNWHm9EnUnE+HUHf6UwH/tCJQs4+6VpNXz9M+t5d2TTdObcpE56WicrhAAARAwA4EItlB6pk6ixZedghWkzayWN87/l0SvWs03ftKU23fmjQFt4OAIgKBO4sUmpK/011v8hbPceI/26/2QAsda99Pfq9PEuv/uPgzms5fqmvjSMtZqQCdla542EfhIES60pioOZ8Ooa6UMsa7lYBhQp0B33/lSxQoRhqyNuKcOu/yi0JRlwyChg5iAAiAgO0JsGhrXR6R/OBdVu61zX9wOZsAx10ohxFrZ4fZkd41W1BOoBZKep8lLwVr8gkLQXq44zBFfBs/n8p/TDfW/oXy5ezm+E7/AA2EH7wnbd5M4FzZvTXiJ6/XQ4vpAq1jI11RONScT4dQV4QYg11MwFChLndX3Yjq73x2vjM1LLWiKwsoFOLi3wHdXOedVn8hQbH0Ibrd97Ju62BiEAABEAABEGhEoJmicizSuzxnyefZSHGvd7X4I/T7XZ9pZIplfs5F43hHOFcQUdldRVTUnk+HUFcBG7e4koChQj2S6aCBT6vLN6Ktt1jn/u658DKttsg7t4Ud+EYRw8+3E4hkBmn3rW9TLjhFNwZ/CkAgAAIgAAIgYCoBNYXlInRISndvJNIrjvGuekewxVQ/5SyO9mtyKO08Ru35dAj15tljBncQMFSoKykqx/hFb5EWOsdpvnNM011vbh3HbePkinS2hXfgV1pmNLXDHY+Yu73kvua8s44ddX2fA38xIZ0bLgs5fRfC7JYhwCnoiLdlwgFDbEKg0Vl1LhYX93xO8oZ30YPUJ1ugVxB0BFro4c7GNYnMRFbZCV5dK6KyexOBUHs+HUK9Cei41VUELC3UK5FgwZ4Lr0j/uZSYoOXEZFNB4p39bHS+qTlwMwjIJcCFxrjwFC79CLBQx/lw/fhacWauwM7V17k+gJWvUDpI3rKHyt51ysXyVjYVtrmAgG85TZEbU3U9jXk+R22ek02R8HkEOt3zUFNz6HkzKrtrR1ft+XQIde1igJmcTcBQoc670r2Tn22K6HzHGKV661cSbTR5JN0hDcnGINQbscLPtSEQWz1E6bj6Z1YbK/SdBUJZX76Y/V4CQ9d/IP3l+N6fWHpnveVOjGJLG0VUUwNzJPrRlxnPszwC/oWNDQoxFr57g1im9YCP1gVB3iTbRvGc4YkZXYU6T/5vdj0oVYC32oXK7tpFpJnz6RDq2sUBMzmbgKFCPTl1iDrmB5siutoyQxN73lM9B6e9o3icany4UQWBYK5H2u11cpquG15GqAg9btGRgF1S37sXu6hzpp2WfItUDJZo7r5FWhdQVlrHR8MRU3tEkWKXx8kj3vtiJ9fbRYWuhCo/Q7dnKTC3VPfeVs9JKfV9b7SHxjPqs1We6L23hZsqgzW8qSXiJ5+Ayu5aIW3mfDqEulZRwDxOJ2CYUGeBvO/Kl0ko+5tiykXmrh/4h6bmwM0gYDQBu4gKNVz4HP5y6wVHv4hQwwX3gECFQLAQpPVSmUKZoLSjnmm7264KlECgFoGddr4LiRbK7d6lClzk+gT5Mmt17+3wfIWSgaN0qGUv/fP8x6rWiPlD9OTuBymdK1mi1Rkqu6sKY8ObmjmfDqHeEC8GgIBEwDCh3jvxGWpb6tcE++2+95s+p66JIZgEBGQScGpqOL+AiK8epuW2CzJJYBgIgAAIgEAjAo2Kvq0e3EvrAWUbH0I6S9HR+jV+uJBcj/dPaX98SNpR/6c7F2lNVF5XoT/aTY/0HKBQQKCldIEKJfOOe6Cye6MnTf3PmzmfDqGunjvudBcBVULdXwhLZ82n+t6nYqD+m9kKSi1FOs+JXXV3PaTwFgRAQDsCrUsjxC+O5rrOaTcpZgIBENCUQKMU9WJLjNb29spek1PpI9cnScjVF97cgo3/8LUv3kelsqgq/f3hjkPUEWylgM9L8cjGOfWldJHEsrFHPipnqDO5EmXzomxWGNiYQLPn0yHUGzPGCBBgAoqEeovYRrvTByg3HaFAMSIJ5qm+D+oWZmNB33/zGIVyrZrTXmqboKn+DzSfFxOCAAi4hwCn7XPV8GxkzD1Ow1MQAAHLE2i0o84OFBMttCYjBV6OSI94DlO75/QWLtwP/YOl64p21fsiXfSZtvu3zBMOCtQa8RMLZqPS4SuV3RdX81QUjX1BYPmHSwMDmz2fDqGuQRAwhSsIyBbqu9P76dTKH9IHS6PSh3bRv3HGzl+MSP++vcc4t0DjXuV6XhN7/lVRL3Q9bak3atDRfgAAIABJREFUN7+skJN1YIZtWBMEQICkPvcQ6ngSQAAErESgUZp6xdZSNEz5XR0kxjY6C2y/ggt58qduk7dQqutevZZsfeEu2hfvl86qy0mBryXSK4t6PESxkI8iQZ8k1lm063WhsrteZO/O2+z5dAh1/WOEFZxBQLZQb5/bSyw6FzrH7xGe3PKsa3ZYd2G+Hfmd7mt0J3nNspGotKPjIwJLTfZ+t6yTMMxSBJxctM5SoGEMCIAACOhMIHZ5bEeBXb08C/ZyOCi1bQt6+igs7pW+kwVyIUqv/1fKrH9MIm20e6tcQeqTUt2Dnvr1g7h6e7aUp09WJ2hy7U5Nj8NCkIbjfdQX6W5IhM+Mt8U2ztavZkuan1/nyu5Bv5cWVguGp9o3dN5BA5o9nw6h7qCHAa7oSkC2UJdjhRZ90uWsUxnTTKu20FoL5cJb/6clZ21+YcEvKxpd21mwrVwED63h7pLzl/xU9BUbocTPFRBwatE6BQgwFARAAAQcQcC/sEzhiZRiX6rPmrf4I7RS3MiALFUJdS8Fif80un6/6yi1+KPSsJVihubzK1Rcv7sbHhGC1B5opYiv8VzVa/H59bZYgAolURLszZ5f5x173uUtltZpJYvvFY3i2szPK1X07ywrLzRYvW5vR7gZM3AvCLiCgKZCnYnFV5LUf/NBw+B9sv/vVaWWq0lJ70oNS5kDfDafd/JZfG8X3tyGbtf0YWpbvPuGmsffHDyvyk7DQJqw0L7ZQ/RJ9yUTVsaSIAACIAACIGB9AuFbM+RfVLap8PmWP6X+4HHinW5OWVfbZo3p8Dn1jmCLbqA4TZ3T4bN59efXUdldt/DUnFiL8+k8MYS6sXHDavYkoLlQl375Jj8j0ciFVqgYyJIg+skr+im+skvz9Hij0t8rIr0SZhbfk3veq7krz2K9Y26QePddFIoQ6Tb53fDnfdQ+1UqewFFai65QNnq3wBinlBf9i+gVbpNYGm0mPx9COSw9I7hAAARAQEsCSsX617pfpM7AgGRCsVyi/2/mX1Wb81jyc8S75npevBseD/tVtXPj6uOJeFA6867nuXc9/bfb3Hx0IVcoU67QXCV9CHW7RR72mkFAF6G+kyOV1m5aFprT+ww427zv6pc33ZrvGKNUb+OdYE6v5xcU2di8GbHFmioIRFZClJgdJJ+YJO4pK6x3kW/9funfRe8apeOXtoixYL6Hbve9rGIl3OIUAizSO+dO0Wzydae4VNePYK5HqpKPCwRAwFgCXFwuODNPvszOLXF7gofoK10/2mLcb6bOqzLW5xHodM9Dqu5Vc5PSdm6RoEC8u8u92lHZXQ1xdfdocT6dV4ZQV8cfd7mLgOFCvYI3OXWIOuYHNaMtR6yrSXevGMgF8zhTIBudR1s4zaJmzYl4Z73rVvumcZ71IAXLxymw/rmaBl85+GfWdARW6U6AawLcN/EsLba/Q8ttF3Rfz8wFOu+ckpZH/3Uzo4C1QWCDQOjWDAVqpMQ/1fUC9QYPb8H0weL1uoXgduLJVd8/k9jaas0I/pV2btz7fHWtSOs1uquhsrsRkbh3DT5m0NkSpNRSrmkDINSbRogJXEDANKHObLnHOqfDa3VlovPEqfC58PKWs+PcKo6Lu3EK/sSe91QvxyntfKEgnGqEtrkxPh+l+MJGAZ3K5S8fpnB5a59Z/tno/T9GyrNtIqveUN5NDuV6pQm85ZDU1i2+uvGF+NrwC44/FsFCHSJd/fODO0FAKwLetTzFrt28Z7r7Q2fpy51P3/P3XLX9H2f/q+LlH+v+nOIicYoXqXPDTu3cWKSHAgIqu2sFW8E8Wp1P5yUh1BWAx1DXEjBVqG9PKdc7CnJT1vW2A/Nbn4BQ9FJ0KULhdJCEkrBpMO+s85/KNdd5DuLF+uHUxMJKinv7wiNb5uNz6fyyBhcIgAAI6E2ARXp0dII8YnlzKYFaqM1zksKe+6leL/OJ7CxdXBqVbd7RtiHql9FuTfaEKgdWt3PL5ETidPeSiMruKnE2fRufTy8Uy8TZDs1eEOrNEsT9biBgqlBnwHvGjmteYK5e4GZ6PpbVWs0NgbeTjx7RQ+tCjdw3g5wIZP3Ulmoh36eCPVb6d+SlVml1N+ykGoTZNsu0Lo1IO+qCGJb+ybvst/b83Db2w1AQAAHrEvCIotQLvdbF7dpCU3e2iHQet8vz78jn2fh/El/74n00HL+3NzqL9UvLN6i0vrPIsopIr2bAAp3bubFIn1/JN93OzbpPgLUt0+p8OnsJoW7tWMM6axAwXahvr6auJxbsqOtJV9+5A2t+KoTN643KO+wdkwlJrPvLhyhc/gPKBafoxuBP9XUcs7uKAL8E4G4DqB7vqrDDWQMIsADm3WgWweWwvlXM1brDBeMiN6aomGghMRzanEZYy5FvJU3ewt3+5VtELB2idu8fbFm2Xto6p8GPZ6ZpMju7RbBz4bhdoXbaF+83Ld29HrdK+zWu6u71UNPt3NTGx+33aXk+HULd7U8T/JdLwHShbmTfde573swZdblQMU57AtGlMOWieRL9d9P9tF9l5xkrYj1Q3EUx8Vlabr1A072vGG0G1nMwAT73no3cbQvoYFfhGggYTiB2eeN3K31Qu0K2WjoRHp8i/0pa1ZS93ufJS3dfQHymbYj6GqSuZ8X85lp6t2BT5RQXzQt4qTUSoIXV/GZl92bauam1A/eRVGGfxfpKVptNE+yo46kCgcYETBfqXOStd/KzjS3VYIToLdLYvt9SMbBzexMNlsIUGhOILoalM+PzfYumivXwSojaZ7ooLj5PTjifzueuWRxy27ntF/+sLDRf2VXjRwHTgQAIgIAqAtzeLJiap7X+JBXb76aKq5pMh5til8fJW1Angro8ZynouZvungy107H2/TpYadyUjSq7K23nZpzlzlxJy/PpTAhC3ZnPCbzSloDpQt3I1HdGx1Xh7ySvaUsRs+lOoLKbXYgUabU9Q6K/+UImaoyuFJkrRbux86kGIO4BARcR8Jf8NLQwRFe6r7jIa+u66ltOS6nl5YCPMkP9tB7wW8ZYTs2PfyS/2Nt2w1s9JynuudtCtCPQQg93bm3TZhlnZRiipLK7nHZuMpbEkAYEtDyfDqGOxw0E5BEwXagbWUyOkfCu+s3B85QLr8gjhFG2IBBKB4nPsa90qUsbtIOT3LMbZ5ftECnYCAJ3CbQvJWg5umxqJhDisUGgItT5380U64E7iySGg9JZ+UrhuGaFesJzmqKeu8LcrjvqnNaeiAWoXF6n5WztHuq1nued2rnh+W+egNbn0yHUm48JZnAHAVOFutHt2SohZbHOZ9WzsXl3RNklXrJYz8XunrlzmtsQ6k6LKPxxCwHuHMHZQLjMJeBfWKHwxMymEeuClwqdCcrv6jDMME+hSPHL45qv1+35Ewp4ujfnHYj20OHWAc3X0XPCStG4tXyJVtdqF85rtH51O7fVbIkKJfPq2jSy1U4/1/p8OoS6naIPW80kYKpQ7538DPXND1DBs04Fj/EfpkuJCZrq+8AQ/lw0b7UlJWstfoGBc/SyUGEQCIAACGwhIBTvtrYy64gMQmJNAqHbsxScW6Mg9VGO7qaZs2AvtcQko3P3ddVtjybHK64sv1NV+e0vC+TM2WiMh4LU4/3TLcXkHu44RB1B653Dr+eLFiK9em4+v87t3AolkViwi2XzWrw2ip8dfq71+XQIdTtEHTZagYBpQr1yNn1fMUqf+DOmsTCit3ok3UED48eJ28Px+fiyUPtNMQv09rm9tJyYRGq+aU8EFgYBELAzAT4C4ysKxF/L11pQDNHOsdTa9vhH16m1/HmK0CGaWf+PNafPDPWRGIuoWprT17kg3E679PyyIDC3pGr+eje1eI4T/6lcYSFIX0rePa+u6WI6TMaimtPdl7MFyhW03bThs+6RoI+y+RKlcyVah15XFUGtz6dDqKsKA25yIYGGQt0r+uoKy1q8WGyKQnFHMdo1O0xti/0UKws0XIrRR/5VU3bUK/ZP9b1PS4lJWeHvnD1Cy23XZe94Mw8+hx8obvyPn9PuFzrHKRdeJrFKsHP1exb0guinq4f/TpYtGAQCIAACwVwPJVNPUSr5GuVD0wACAiBQg4B/YZk6Jjup3XNa+unK+nnpz/arFAtTduhu9XQlMCtV5fke3qHP7u2953athbpALZT0PrtlN32kfb/UE90OF6dU85/5lbxuu95o59bckxAJClKM7ixre7QQVd+biwvudgcBTYV6aK1FEqV8cVo5nwFnMRoohKW/i2Q6JIFeubrFAPWJYbrmy1Daq+48klZh4mrw851j9V8wFBOUnDpKLStxKvizUkG6Runp20W6HFuL/ix9cuAf5AzFGJsSYGHFbc9QGM6mAbSg2f8/e+8eI9l13gd+99669a7q6q5+s4cz05yeGc2IHIoiHVIRGYu0RcKPREYkJ/Y6XmWhP4wo9gbBYqGN949dwF5ogV1gE8dewFAQAXaCdWzAiqEkkmXSiqiYTERRHEszmpke9sywm93TM139qPfr3rv43Zrbfbu6qu771r1V5wAD2urz+M7vnO6q3/m+7/ct3f4Ykdyk8sQ67c8xocwAHhEzaYgIIBx9bm2GJuWXjlnRj6zXTs1TaypryeLukPbGXL5n7juE5OKbDy3N3a8zSDrKskW4oxD3p3JP0CmD+umuLO7CJEbl11xY4tgU+nJuxUrrsC672+uM0nxePqQwoj5KN4XtxSsEDIm6mYVBSDUvuZn+Wp/T7QTl5SgV+Cbdiwy/tjkIeCfs/Mjbzct5ypSuUG5vnjj5SABG84z3I/cTe0uE8H7Nk24WF8zLPOpm0WL9GAIMASCQ38hRrBalcq460pUP2GkzBKwiEK3F6PG1Zygq9xaMayjrtKt8kyQ6/sBlhaz3It/l86d75qrrleet7kXfH+H7CHfXSDrKsT2VO0fJSMzJtL6NzaVE4nmO9spN38PRWTk3c8fs9UMKI+rmzoH1Gm8EHBN1CMLpveRW4Fxqx2lW7nyoDDv8vZ/dsvAkEaWIl76HwPWe3erx42HsqYozBdkbl75hKd3ACuasb7AQ4CSOxGaEpMhRXp7Q5klsRKiSG/7jVbDQYtb0QyD7ME3p/aTqTa+yvGxPLorQ4lmJNU+Q9XbSczdeNvVgDsLe1pH1qnKNinM1as7k+orLIZw+tl0gvnkyIrD00Sf6jkv/eK3nGCMkQMwhHJegJw4J+kpmSQ1zz4opo+GB+DlE46YyUao3JdvK7m5shJVzG4yi1yQdqzOi7sZNZnOMOgKOibqTEmta6DtArnISrUYqJHHBUvpQ+LPqHdB7072+FGvnvsPE5LwGOUDzo6zc1NZxdV6QLRbCHKBDCrgpue0sJYtxevj4LrViw00jCjhUtsxLFOM08TBN+3OlkS4BaQucAA9CZNtjG0/bsrCiXKM95ZukKcLLUfFwHpRYi1Sqfck2xpQ+eq7vuiD4iXVzVWC0SaBUP8P/4ok5QdTPZ+zl1NsCxsEgt5XdHZhyOJSVczuJIkh6PCrQTrHhabQDI+pu3GA2x6gj4Jioq69iNr3qaTlC59tHr8D7fIvWItVAYa7wK0TKAXHKA0O71Lz8VIGa0Y4nFLn5YjOpKrkL8tGHvNFEzKNuhNDo/Ty3naFksaPlIPMyIwSjd8Se7ihTSJEsyCwKwyOUEfky80FHnKuwtMc86x7h7Oa0mmaOlc9e/fpt5aCvMrwZOwd51DFeLzxnNJ9IMypJ5+lkWDsU3s+mFmgpOUMiHzGaamg/FwVOLZdWqrVcV3Z3Y1NaObe2JNNBpeWZsJ0btno5h18kXeUO+c53HtYYAgyB/gi4QtQhEnfmkYicVbAvNzMUI/5wWINk2hLqdMC3T3jXBYXz3eMu8x8hTv6AOOpfQq6UvU8o8zZIXA5kfX7r8gl4kJNeTxzPjYNQHWvjhQDCaufuTqskvbC0z7yiATp+sTXJhP8CdB7DMgVl36Y3JqkdkRhZH9YhmFwXnvT5zcuWHsh7Td1PbM6MGWbKvCG3HaHznNS/JBly0XP8p3qSdL0dIOzP5y8HMkfdS0EyM2dhpQ9sTcfHs5wbdAPQ9istK5DZ7suIum3o2MAxQsAVoo4SbhevvzYQNgi1QQW+JdaoFa2qnmaxlaBT+6dopXE87BcTSaSo4fBaE4ijpCJQiWurwnNNzt1am72NFwg56gh755SDnl32c+u0eeqqqSuDEmyLj8LwgAdqqkO8jjWGABCAx640VWGhtQG7DsnKMiWrywTCrjVejpMgJage36Rqco3KmesBs9pdcyb2P07zNaKNqRtUifV/tHR31eDNpon24fe0lB9fHIJ3Mh2L7ArbDtoPhOaQr261NSezVH983nAYaq9HH+6TuNd5sMf/rxF3eNJRes1si3ACvThzJVBk3Y9cZ7P4mO03juXc/CbpOAtG1M3eSNZvnBFwhagDwAvXXu35eg2PMQgpaof3aiD5Kw8u0HOb5vLI4G3fEtyt5djvAigUIyXyHHHSdeKUXbUbyqehTjzqnSPE3ar3G0rwiEBA7Xaj8m7jfDHHce8IX2Zf/oN78iirt7Txq4/+Dux1iEFrknanvkt7U/8luIbbtAx7k/ia+kiBlmgLtJ+5Qa2IP94Wm2Z7Ogy/o5ndFG2fKZAk9hYX9dQANnnf7xHIRc8UjYmxHQj3lW9TWXnX8tDSR86SosttNzNB4s4micXyYdcl/p+aGXbYB571l+eesTTGq87ZpEhihKPdkv/K7m7saRzKueFRYjobG4q4HyPqbtxSNseoI+AKUe/nUQdJB5HtDu3uBepcaZY++f5LlJB6lxZBSPxDoUEPhKavZyLzK9SKlmhn+huEEHdZcC7UBLzcmMdXINhiDAGGwFggAGIOD/rOzF+wkP+uE0c1BjQm2BesXwU8gKNErJdtS/7KiRJuRutJ8RhVzy31VX/vHt8rb32R/6Jh2Hv3PFdyT9DSEGupa8rujZZMxWr4H/ZQzi2TEB+R2ZanAmtGd8rNnw+TpGMfjKi7eZpsrlFFwBWiDtGW5dsvncDo7tm31HB3sy1TnKOP3nmBcl3Cawh3L/OST+Hux60tTG/S9oL1l3Sze2b9GAIMAYYAQ4AhwBCwhwDC3ZdXX3Kcjz5o9ZpymwrKn9ky0CxZ70XSUYrtMf6Lltcdplc9iMrulgHsMWDUyrkF4ZwYUXfjZrI5Rh0BV4h6r9dseJ/XT79jGb/Tay+Q0zrklhftM6CQX6PtxdHOPXULKzYPQ8AIAV6KkyzUjbqxnzMEGAIMAVMIgKTjO0O0lTTV324nJ6JyWBPl2prTkz1rsgvlqiooFyl3qsXom9Ucdf3YT88/57sKPJTdJzMxKtdaVG2MZmrIKJRzCwJJx11lRN3uXyQ2bpwQcEzU1RzzG6+ceM226k3XQNcU5CfkCGXkCCUUQf0RctPhVferQezt9sU3/FqOrRNwBBDyinrnUH5GizbniY8+R1sLf8zIZ8DPjpnHEBgnBMYptQpReBCmhWYMvjt49chvV1Cu1707Vo9dJxzXq2+We4Hwz06DAnw+lrUz1NYYTdl9r9SglqTYmiNMg8Jazk0j6ZV6m/BvmI0R9WGiz9YOCwKOiXovbzpy029e/qZtDD73/V86VrINE10Vi76WZkO5tX4CeLY35sFAeBSYKJ0HwPaZEmQdNc9j7ScpIb9K9dgmfXD69xlZ9+8I2EoMAYZAHwS0MqAPZ2+pIq7j1vB5iDKobovK2RWTc4I/wt4X+C9Yzk/X1vzU3DOUFHpr/jixq9fYMCq7u4VBmMq5aSQ9KBEPjKi7dQvZPKOMgGOiPrd5ifKFjiqw1urxA1pbedM2bj9z/WdoqnZUCgml2H4klmzPZ2fgjUvfCJzgG7wH8VqnlB1K2yXLeZKFliOs7WAz7mPgXT9177+nqLSiQgGy/mDu61RNrYUOGrEt0rMbz9KdyTt0f+J+6OwPq8FQD4cgWT3tTwWLsOLE7LaGAIhqbu8UxetZW6ln1lYLbm+3xeVKyrt0oHzbtw2DpM9wn6MoN2trTZRpe3XhJ2yNtToIyu4xkVeV3SV59D3pvfDRl3MrVptUb/pRPtjaSSEtIZeOUqnWCox9jKhbO0PWezwRcEzUtRd8lbDED1SF90qq4Kg+eDdR3+dbtBap+nZCKMG2GsCwd4Q0QjRHn4+3P7lOm0vm6rj7BuAYLARV7IWtzx3bKcp0gbCHqaUaKfr5az9Lb07+Z9p8/AEpwnh+0fLrzBLFOIGkR9oC7Ty2R82kc0Xk1H6C6qkGSWLwvhz6hSvWwV0GruVohWReDtxdTtUmqJI48AWScQp/7wfo4sYV9dHCjdZWDui+8q/cmMpwjmxklv7emd+knVKMfrR7j2qS9ce8qWiWXpi+bLiWkw4gp1OZKLXaykgouzvBQhsb1HJuIOlTmRjtBiwtgRF1N24dm2PUEXBM1HN7S2puGELt3ArB/sX3PkdRKXqIPVTfV8WKb2eBhwar9dH9Mm5ib4lQL1ZrYQnR9wsfP9dBXW2UssqULqv/ff/c/xm6clZzpTl6bHuBbuZvqt7dcSd7bt0fTuJo+sNJlTCiKbxCnMwRL/PES5z6f99/YsfRckKLV2t6J4sJ1TsP4j/ODy2IDln8YI5aUpPaEYkenDVfccTRQZgY/NTmkzT1YIWuLfyICtNrgYvWMrGF0HVBdMHKzVdcs3tX/gZVyTtxWYGytBB9jn529tdII3x3Stv05oc3LO/h+fwlysc60XdetKCIkXmxNzfmDFI5t2RMIITn75ebgdMOYETdjdvG5hh1BBwTdbdzpOEV+YUffeYY7hIpdDVa9O0snIbue23ouRsvH3rVGVH3Gm1z8ycry6EMfTe3O9bLKgJCS6C5u3mqZmtUydVO1N0GkXdCqh/fWKJ2rXnMLJD13YX9sX5sQcTC5HaWGokmlfIVaiacRyxYPfvu/nhA+HtXf5Hej1TogG8TNFwQCdVIdD7TmmLNUhlTp/aM03i3veoPlT+2XEvdLN5L/D9Vu65kluh8phMJAIL1bmGVbh+YT0taSs7Qldw5s8ta7hckMTLLxvs4IAjl3EDS0wmRCsVGINMSGFH38UKypUKLgGOi7vbO4Xl4auupE9MiRx256n6160+6H8KMcESo0zqNPDh179lDsZxxFQ3y6x6wdRgCdhBAdQBe4j3LQX9ia5lapTq1ueOqvdtnCiSJ/lXHsION12OcPoJ4Yd/ffe+zdItv9BREDXIElxdY+DkndF1O3XvOtSURAu8VWZ/lfuUwJ/1Ts89QMtIRggMx/vb2e1RsGaf/eU3S41GeMgkxkN5Z1w7Z5Ym0cm48x9FBpUXNtj/fY8Mg8MeIusuXjU03kggEiqjDm/6zP/6ZY2HvGuoFvkn3IifrjHp1Kh8uvecoz77bLoSpnr77N4mXRDWs3glZ1wv42a1X7xVubF6GAEPAHwSmNicoXjlSdUaYvdNwen8sH79V/sb116gkRdSNQwOlGa2R8OjhVmwlafXC644+E9xGVHtUxsOyJLQCZZuVvWrlXq2MMeoLsl5Q/oxa9NCoq6Wf64n6mdQCXZ44czi+JbfpTmWL7pS3qK2cfIhLCDE6n1mipaQ98TkzhoaB+JnZx7D6+FnOLQxnBW8/xO1YYwgwBAYjEBiiDpL+07d+itLNdF+LfyyWqGbBq56XRWqTooYbWm1u1VEHQUcOKUIys7VzFJVmCHOvrXzHdp4iiDpEclrRKklCm9ZPf8/2XFZxYf3HFwHcZTSWxx6MO4DzmLs7fWgMI+rBOJdeVkB0FQ0Pq92PtEgfAxmWBeufU17teHn1RYrXJ1SB2LvLbwXKNit7jteytHz7JStDDPvK1KAt+SukkHWRt0GTL/JfPCzFlo9m6fkeYnAg7EWpTLEYUb0pqf8SQtzzeukgfvGoMNbK7oYXw2QHr8u5MZJu8iBYN4ZASBAIBFGPN5P02s2fHkjSVYJACt0Sy6bIOkj66XaStoQ6bQn2PlCthpXji/P0xlFZOdgstIXDq8ApAmWaHyVeialffqope2JH+PIBdX3WGAJ+IzDzwZSqMF7OVR3lWPtt96iuBwV5CMppbWv5ITsXE4cNEcVytEyVmH8ipSbMCkwXLb1q7dx3Qv1ZA7HbRZ34qhsA15TbqkfdzYZybI/xXzyc0qi8GlS8sylR7b9fbnmWf4w868l0lNoSU3Z39bw5UlMI8PjhZjk37UFlp9ggJaAFXNLxyOHddRNTNhdDYFQRsEXUUaP04dwt25iAaPKyqIb+ZYrzlN99nC620hSjjsduUANZfyA06AHf7JnvF1V4WpBilJc7ITUNkula1H4NdrNkHREBF++epy3+w4H280qU0s2P0NZjP3Y1tN4IN/ZzhoAbCOS2s5QsxtWpHj6+e0IkzY012BzWEMjdz1Ky1DmTnaW9QAioWdvBcHojguuvTr9lSNYvbl+kiw8u0LfO/4Vh3+HsxP1V8RmPsPGgVj8xu2O366ljXS9qqme5Fwj/tIZQ9pfnnjHcpt47W6q5G5HBlN0N4Xfcwc1ybqhnL0Y4NeohqCQ9kxQJjwmsMQQYAuYR6EvUEaqHMD2tIVcNH9z43/F/37z8TfOrdPXspcR6up04JNdmJgZhR311vcBcAh5rOUICccem0NR2zczbq08hv6Y+TPQLTTxdOEsf23yKoPT8g9Q7VOfrA5eCZ53js7Rx7qZdk9g4hsBQEEjtJWhiJ6OqaheW9odiA1v0OAKI5MlvTKo1xKEyvz9n/2FynLCFcOnFBxfpxuwNej+/doKEw+sOgn5qv6PADQ/8uJB1fM7LAtTpN0J7JZBnv3LjFRLkjufZTmsqDw4F3rTxReUtwj+3GrzpC/wXDsPeMW+/0Pdea8LrPZESSRR418TKmLK7W6drbh6n5dxyWnRFZfhVLvrtmJF0c3eB9WIIdCPQk6ibeYW+cekbtvPW9KrlmkHwhK+0Uqa86laP0Un4u7YzZY9CAAAgAElEQVQWSuog3Fwfri62EpQs52mimablR7ZviZv048Q1UyYezJTU0k2sMQTCgoAWar27cOCZonlYsAiSnbntjKqFEbT64UHCqNuWpf0l+sn3/9bh/wwifvh5JEV7ipruJvboW+e/Ra2IP1+I8agtNpOqWXgstpsuZfUcoINyMLkR6rB3M99jBuEC0bj7yr+iGC2RyM0eEmmQ9zq9bxXSnv1B0me4z514DNCXaDO7kCZWhrz1Uq1l26sKZfeJZJT2yk3fFMrN7nGU+9kp5xaW1ARG0kf55rK9eY3ACaJu9sPNSY71yo2XCUq33Q1k/ZKEsHj3kmsQ+r4qVjwv7ZZQePpIK6NuaT36Aa3Gjb3laSlD7WmF1qbXvD5nNn8IEUCZKYSZ8zKv1oQOQtNC31kZsKPTSFQfo1pycMqL12cnNiIUL8cCc0+83q8b8yNd6Rd+9Bl1KpD0v178IW2ntw896/j5XHmOlgpn6LHS/GGkFsj6f7z0H90wwXCOib0lemzjaVWA1Gm1EMPFdB1Or71A2wvXfCfq8IKjnNru9BqVsttWTD7W143cdC9C3PVGCpSlPPe3T5B09Pn0/HMk8tZDhPVkr1hrUa1hrVRjGITIbF+KkAw0W84NZz2djamCgm6nPbgJFSPpbqLJ5hpHBI4RddQcXVx/2lSo2P7kOm0uXbWMGTzQZ+4c5WJ1T/A8v0DNunG9UDMLVzmJViOVnrnsZsZb7aMP398TdulObI32I3snponLcTrbeIIWWou0Lj6k737k9bGvfWwV61HvD5I+/eEkgYAFKcx8/v1p9eFgc+XBqB+Bqf3xUpyijTTVkzum+rNOwULgMz/8O3Rj9ibdmLsx0LD83il6cuNjtNBMq4T9Dz/+b3zbyIVrr6ok3S8BUZDli9dfcyR4agccrHtm7QVVbR4RbHb3jLD9+a3Ldkw4NmZX+SZVFXPRcVYWE2mG0twzlOJ622jHm969vkb28L+bFZtjJN3KKXrfd1A5N5zvVCbKSLr3x8BWYAgMHYETHnUIvc08OK+Wi0HIHf7/fjledmq/4qU+Vcn33LigcHSllXUFFHjSb4hl30g6jEZEwEcfedW1TdT5Gu0JR2RdEiUShSjBWxOVovTtx/8rPZj6wJU9s0lGAwF4RrMP02rOMVqQym5B9R2PB0xdfDTu2rjvYrI6SXvJk4+pvXDBZ+Hl1Z9U05y+duVPfAt/h3fY71xxhNzX40Xanb7jyxVB5ACi+aK6SDuQ9fXT71A1Pbg6CrRz0HA+IOn6Ocwa3ysX3W2ijhD6Gf4XB5rkBknXL2CmFJgWPo1xCHcPqhCZ2bMctX7dZ8hzHOWzMao12syTPmqHzfbDEOiBgKHqO165ocze/SGKuSIJie6efYuKgjlRqcX1K5R7JMzT6zQm5Ag90T4qNeTkxO4KVdoV/Mkj1Nt5pZk9IWanhVWuT6z79uXOCXZs7HARgDcdhFgj6rBm+8xOIOqXz93JqyUHmeK7u3cEnnlZGCxC6e6K4Z1NC/MX2jzxEk+7iwe+bQZE8Ozmk3Tv7Nu0k/EnqgSfwX7XWEdtdzyq3774hifYaqryGsEeJPhWSRXoYHKd8F+tQdA2Vs/2/F5i1eCGsk4PlT8+kYuO/71B7ojpIcz9iejnqdruHc4Olfel5Aydz3SEC91sIOJaKbD9rrxzpuzuJtLezaU/Q6zCSLp3WLOZGQJBQ8CQqGsG44MbInAIS0PTPliu1W8Z5s5hLD6YB5F0zDkrRWlJSjjGCIrwPxJLvnrTNaMhiJdRjj6M13Pragkgv8SHHIM35hOkS5do4uDjtDf5X6iaGp52AJS85+5OH55GUNS8F1dnVZv25opUyzJi6cavS6SVpFP3fpUKk/+OivldN6Yc+TmmNicoXomp+/Q7DePcjZdVL6+d1K8wHQw+74vZ+5bLiCICACozqBqjf2AY9Og/TFzcVnHv3gtIOgTj/s5jr1GhcUD363vUVo5KqUHhfSo6QclI5z571bRQ6mZbUtXhw+KZ9QqPsM2LR5WZiRhJskKyolCp2g6k2B/LSQ/bzWL2Bh0B00QdG9Fe2S8llymqxOl68e7h/pCzvp/boFb0KL8cr94IaYNH3kw4mltEHWXb1iLu5LlbPUDUg08qnZBlCBN968JfWJ2C9R8SAtMPf4qmd37qcPWWuEfVZIesH0x833firil5awYN24sdrYpq3jwaUxd355LqS6u1Ym01UoE1cwgg8gTedeCmCO4JkBqtjrDwzME8ra18h1rR0a3agcd1RBBYyRXXi7ghdB0l3rTWS0DWCGs/fu52iLtmM0Ldk9xlNRc9KybpxZkrfmzHcA3koidjHWfCQbVJ9aZsOIZ1GC4CWuRDudaiakMip+XcvNoNI+leIcvmHWcELBF1AHWqdZZ+jX6N/ujmX1FbsaYoagR0Wo7QeRdC3x/wDdqIDMfbhxx15Ko3hSb96Ue/xjzpRocesJ8jBBlkfWr3kycsA3HfWvhj3wg7SAhC4LWGXHXULgcxGUbLb+QoVouqS8MWkEpJZF/y7J6FnqRjjtJUham22wXTx3EQXYUy+X5unTZPWRdUtWLqMMLeNfs00m02V9wtETcr+LjRd0f+966VW4M9SbpEU/xrx0y7knuClpKdaKRhN+Q8458kd/52Fystakn+PXQNe/9hW18UIBwXo91S49g52Snn5uXeGUn3El029zgjYJmoA6yXC5+h+5ttVZl1UG6ZVWDdEpMbFlHX2//j2Rv0/VPftwoB6x8QBMRWx3MM4p4pXVbD4SW+Rh+c/n1fc4m1UHMNFhDkSq5G5VzVVy+i3psOW4bt3Q/INbFthp6kIzqhsLTHHj1so+nvQIiXQZ0czWuyPr95ie4vXvd3g49W6ybeyBF/OHvrhLgbKrkgysBM1NxQNvJoUdRF13LOJSpSm4rqT5CLjv/fjQZFdwjG8XQUxo40wRdnnrJVbs0Nm/RzdCu7o2Z6LhWlSr1N5XqbCcm5DbjD+fqRdP20Zsu5OTRl4HBG0r1El8097gjYIup60PDiH69NqErx/dTcrYCsL3FmZZy+77BC3xekGC1IcdWUb53/Fm37JDZkFyc2zjwCIOyCnCB41f1smnhb95odjzbInbtRLb32Bs8+vOkyr1AlV6V6usFIpYNLAJI+tZVTw7ZB0vHo4WfotgPTR2IoPrOizaTtcmeaR10DA+T14dytvtggZQxVVKwKwiH0HKljXgm6GR3m3OYlyheWD7uhljv22Z17jg7ANL+zrIbKu/l4b2SjlZ/vK9+msvKulSGW+sKTnuM/dYKkP5+/7Hn+uRlDs0mRIgJ3Qtl9kNicmXlZH28QSMYESidEKhQbal66UdM0CBApYbYkn9GcZn4+kRLVCA3WGAIMAW8QcEzU9WbhZR0CNE4+qBE2DkG2GPG2d4zSbNeiJdvj7QyE3R9pdWrsov3RlX/Hwt7tAMnGHEMAolk1lRhLJEU6oYogeCB7lUnv82MzhRSl9hPUTLToYKbECLrJ+ym0BDU9QE/AcWbJYoIyu53KFix9wCSYLnbTRFFL2e2B5HrQknpP8/2Fa6ZKmIHIZovzqjibGcIOko7Hb1RVMSpP5iI8x6bSl1IFSUeuulFOvqZjE0Tvuhe56BzFVLX4LPcCRbnjoe1LiRlayZwaOkk3W3MbRA+kC6QQYnNmyKFXd2/c57VK0vV4mSnJ5xa+uXSUYCtrDAGGgHcIuErUVRLRTNDy6ktDJ+t+lmfrflwocW3698/8kXenxmZmCPiAAB4E8A+iXX48CviwJd+WAG5o8JjzMk8oJYZHDy3HHz9jOeneHgc+i9DgzYawKQi25iGuxw9obeVNWwZoBNbIk949OexZufmKWmasVwi59vkJgp7bO6X2Azm227BfiLlhHiOC3b0GHt3P3OmE95sl6docQSXrbueiY79QdD8b/SVK8QuHEHYq4sxSPpa1e3SujbNTfk0jegiFR0g8a/4i0J2eYGd1fZRE0SPBQEbS7ZwMG8MQsI6A60QdJiBc77GNp61boxsB8osweH2pMysT+hn+DlvxT/1Sw8nqvxuXvmHKc2JlT6wvQ4AhEG4E9GHvW8sPWci7h8eJXPKWWD1GUvUh2utn3qGqrja3GVM0AgvyaickHbncIOFosK2pU40HwdV7os166/vZrRFmq6XkgBFy8LVSrHa8+m58BzBzHlb6eFWGLSPM0M/P/G+UiQRDLO7wwUTgCGSqVGtZVnbX8p4xV1DLgFk5+7D0dYOk6/eKKIlMsvNo7OY5MpIelhvF7BwFBDwh6gAGtWbdCH9Ly4Ja7kwLKU8oAuVk0RD7LaFOW0LDsJ9XHe4sv0m11IFX07N5GQIMgZAigAiFqa0JVcGfteEgADI6v3VZ9Wyb9TbrCaxdEq151c3sev309wgh+k6aRpjNev+7SboTr75b3wGc7F8/tqbcpoLyZ25Nd2yexdhllawHpWnK7ntdSuFW7dPynutNSSX8inGqtNUlWP9HCICkx6MC7ZaarqcduFnOjZF0dmUZAv4i4BlR97JUi75WeT+47kWqVOCParj6CavMNej+zNu0P+dvnryfe2RrMQQYAvYRAFlnAnL28XNr5OT2LO1PG0c2dBPY1Quvmyb43bYur7546K0etI+1c9+xLXinn1cjzINC7tEfpB658W559bvF6Nw6MyfzbMlfcU3hvdsOEHUQ9mE3t72yTGzO+xPVSPpOseHZY4gb5dwYSff+LrAVGALdCHhG1PUlbNyGHWXQlqQ45eVOTede7VakQmV+OPlV9ciH1BDu04Mz+7a/zLmNGZuPIcAQYAgwBI4jgFSE3HaWqtk61bL1nvB0E1iUJb15+Zu2oYRXPVOcV/8NqpRyd/kty6H5vYzSh9vj5yDs3SH/ULLXQt31czjx6nv5WG8XfC+96k+mf4Y+kfuHdk1zZRyU3cUIp3pl3fZ+68Oo/VQVdwWYAE/ST43fK5PtlHMDyc9nY4Q7wBpDgCHgLwKeEfV4LUvLt1/ydDcIi0cYfE45CoWH4nuBb1KZl9Rc8WG0irhKMWmO2lGF8GXLjMrvMOxkawYLAZAGlEDzy9PKvLrBOn9mzXAQgMjfRGGSUq3LVJq4f2gEBOhiteyJFC6nRF2/y0Fk1m54fTeKmoK8HXSdePWthPnbsc3umIpyjfYU+w8t/dYdZvi7puzeaMlUrHobScjE5uzevJPjcqnOd9f9irdn1stis+XcQNJnJuJqaT/WGAIMAf8RCDVR9x8ucys2hR2KStNqZ6gLM7JuDrdx65Uoxg9VwEHSoQjul8BYtAoSEqVSvjJusLP9MgSOIYDfvTOrz1BMmjeNjJtiobm9JVrsIb5qV7CuexP95jezWScedcx/4dqrjirAmLHRTh941lGuTSH3dGwgKvfLC79nxxxHY+wouztaEGr3PKeWcsN/Ucqt2R6OU8TpPoY1HuR3KhOlVlvx/GHFaI+Dyrkxkm6EHvs5Q8B7BLh/Vv4tVR5EkCIk8W3XarY6+XKg3zZKndQk9z5MvYeUSKE2cdRR2kSDB2Z3+g4VpteYd92PAwj4GvFyjLIP0xRpn6w/+vDxXWrFvE/ZyG/k1NrojKgH/LIw83xB4Pz1n6KIFDe9llth6dqC8KzH61k1JB1K8Pg8hkffTmm17k04yRU3K0LXDzh9LXbT4PrQUaYGbcq/6+pKZ+LP0avT/7OrcxpNJgocTWZiahm1YZRSY2JzRid08ucgv9PZGHUE+rz/rDdjoV6HAKKBtYZEjKSbQY71YQh4jwD3+3/9el8dTycv+m58QIOkZ8UUbdd3vUfCpxWchBL6ZCJbxmME4MHLb0z2JOo7S3sqgfaywZs+/eEkq+PtJchs7lAhsHLjZRJbSdM270+u0+bSVdP9h9nRyWexk3rz2LNZ4Ty/8fEi/N3vHPVkTKB0QiSnyu5OsddEyuCZ3a80LZeCc7p+mMYPI/rBCj56HQKB51m4uxXwWF+GgEcIDCTqWPPDpffoYHLD0vJu5abNxadGiqQDRKehhJYOokdnqBdDxMjqmTpdl40/jgDC3ie3sydgKeeqVJwpewYX8tJnPphSHwnqqQbtLrISgk7AFtudHMNWxNvHFSc2srHGCNgJ0Xai/G5skTs93Pgsvv7k120bYwdX24tZGLivfJvKyrsWRhh39VP13W1ld+PdGfeAdz+r5VyXW66XGDO2INg9gk7SNfTw8DKbi6tpDawxBBgCw0fAkKjDq35v+S3T6uXdZWyGv8VgWeA0lNCN3UDor54oujEVm8MBArN38urodqxNbVFS/2+FVzwPR89tZyhZTFA7ItGDswUHO2BD8fCBRw8/0hUY2t4ggM+si9dfszy51c9Gywu4MMBJ2Lu2vN0HCbu4urBtwyncJuoLsUv0t2f+d8N13egAlfCYyHtSb9sN+/Q5z0EJ7XZjX07mCAtJ79gZpYjA1N2dnDcbyxBwEwFDoo7FzH4hYSTd+GicpBMYz26+B84KjSnSm8fM7Z7Rmuh5mHsvmxF6P3d3mmRepu0zBd9U5t3Gj83HEHADAZRfe6yHmJuZufH3HCHw1XTwHrycqL3r9243zN+t9c2cg9U+JeVdOlC+bXVYz/4QkYM3PROZdWW+fpMESYDMaKOwFWJz0YhA++XmWIvNaSS9XGtRtdF5kA9iYyQ9iKfCbGIIEJki6gDKSBCtu9YsA7c/AsMOf9csQ+3cUnabHdUYIgCvuhSRPffejyG0trec2ksQL/PUSDSpmWSh9FaARIh3bu8UPZy7ZWWY2vfcjZdPlGCzOglE33an11TxN68fP7HXVrQ20ES3SbJVrzpsXF59KZCK7wCuoazTQ+WPrR7zif5+kfSweGS7ARp3sTlN7I+RdMe/amwChsDYImCaqGsIpWJRemwhQQ2urv5Pm+U9ahYjxDWiYwui1Y2bjVCwOi/rzxAwiwAE5RCu7VfNdrN2hbmf0BJIepTCYGcfue0sJYtHyuN7c0WqZTt/Z1nrjYBG0KGaLsgiWU0tcpvQWl3fzrmeuvcs8VJnr61o9XAKte57PUvYU9SCMJ4ZG6x8ZuFMIGDntg1m7LTSZ0v+CklkLwUMBP3j2V+kC6mftLKkrb4aSR+Wsrsto3WD9GJzCIUfhjq90z3YGQ+SPpWJ0W6pQS2pr2aznaldHcM86a7CySZjCLiOgGWifia1QJcnzhwz5FZpnVZL1gTnXN9JyCa08sUnZFtj5jIEGAI2EJi7kydBV7IPqQmFpX2W/67DEoQcpT9BStF6KbWbJctuk3TYU8rep/XT79g4ffNDhkWE8Zm1vXhtYBRWmCLr7Ci/Ixf9U5Nf9DzMXbsN8ShPmYSoho8HmeyZub0ghLl05/d2f8TF5nBuE8noSJP0G7c/oO+9d4P+wWc/beb4WR+GAEPAJgKWifqnZp+hZCR2uFxLbtMb2+9SWwlu7o1NbDwfZpRO4LkBbAGGAEMgEAhoJfO6jQFZ3104YKHwIOUWwqkRgg7C3it3PFnJ0/zmJYrXJzw5e6th4naMGBZZh63AFvXe9d58ePjxiBJ0L3o31kXlLcI/My0vnlFz0WN8ykx3x32CqOzueFNEpBebK9fbpATX2Wxru1rZvEKxEWjle6eedBD13/zyV1SMvvSPf5mee/piX7w+vL+j/uyx+WlbmLJBDIFxRsASUV9KztCV3LljeG1UH9DV/ffHGUPHe2e11R1DyCZgCIQWAb0IZym9SaXUPZKETsg7POzxclT1qpemKmNL2O0S05ZYpaYunxvzeE0mUXv87vJbnueq48HhzNoLob33QTEcwnIg6wo1+pp0PvmT9Inc530l6fGoEFhld6dnh3B4RApgj6MkNodHCPwbdZKuP/8/+JM/p9/9139KF1dO029/6Qs9yfjn/8mX6cbqPfrVz71Kv/LZT1M2nXR6hdh4hsDYIGCaqPci6UCJhb07uyt2FXWdrcpGMwQYAkFAQCPpEAe7v3Ctr0gYPO7IYUcpOLRxyl8PUzi1dqf8IutuCOEF4fdg2DbI1FDrqiMcXms5cYrgRX82+znfQt1BYCfTUZJlhQ6qrZHzNnefsyY212xLdFAJ937DEgHh1JPe63e1WK7S7331a/S1//TmCTKO8HgQdZD4r33juwTv+v/xpS8M9MAP++8BW58hECQETBP1rJikF2eunLD96v5t2qg+DNKeQmXL3bNvBbK0T6hA9NFY1M1mAmw+Aj7CS8Ejurh+hQ4mN0yplaOs3tRWjsRGhNoRiQpLeySJ8sggFK9lKVOcP9yP2EpQspz33APuFYAg6/cXrnv69x3h5vNbl73awtjOu5JZovOZU77uP6zK7m6ABJKbjEUIofBhFJsbZ5KuP3+Ew4Ow/9aXvnDoNf/pv/8/0SuffEYNj0cDWf/y7/wb+uo//1/o4rnH3bg+bA6GwEgjYJqoA4WzqQW6xITkXLsQCMtcvfiGa/ONy0TdZNmp2va44Mb2ORwEMoWUqgbPKQKJ8qSq2A1CmqrkaT+3Tpunrpo2DGQ9vzGpetZB1neXStQWm6bHB7UjvObzm5cDW87LCW74O1/R1VlX1dlrWdqdvqP+c9JY+LsT9HqPHSZJD6uyuxunoBebK1ZaoRHPA0kPQ5qCF550o3OHN/3Xf/OfUyaTOuZFhweehb8bocd+zhDoIGCJqEc4QfWq68Xk7td36fu7N4eKZ0LoiNvVpP45ZkM1sM/i8LisrbwZRNOYTQwBhoBLCOQ3chSrRSnefkz9pzWISa5efN1yLnOiGKfJ7SzF2nOUaJ8mpM/s5zY89dy6BEXPabxQX/fSXjfn3lx6j/Yn7VdMQRTC8u2X3DRpbOfC94jzmSVaSs76ioGmEH5QbVK9OToRMnZBBB65VFT1rAddbE4j6TvFRqDTFIZB0rXz18LikcuO8PfPvPZJu1eDjWMIjCUClog6ELqSe+LYB1m13aC3C9eGQpLxcIBScfhgDaOoHdRz7y2bU5wdy9vJNs0QGAEENKKebVwhXjmqmFHIr9H24nVbO5y7M0tT5WdUbzo89KghDuIvC63D+T5cuhoK8o664PqQd1uAhHjQ+unvDSx5NmhrmeIcnbr3XIh3P3zTUXI2H8vSfHzKd2PCEjLtNzBhEJvLpTql5oKuJTAMkg5yXipXjwnLQSH+v713g771//1ffl8nth5DINQIWCbqveqoX927TRs1//PU8QL+8twzVGgc0NsFe194h3l6LPR9mOiztRkC/iCA+uiRVpQmGh8/tqATggYROlloH86H/z9em6CZB+fVkHqt9StThpBpRPTo5/AHjeOrwO6VG68chryjVvfDuVvUiBepGa2q9kGpPV7P0tTO8uHeStEfqY8eqdbKMMx2dU0nDzYsR93ZUQwjzF2zmJF047OD2NxESlTLnEFsDv8NQtNI+n7l6GE0CHZ12yAKPOWzUeJ5zlfzQMpB1n/nt37jcN0v/8t/q4rNvf0f/l9fbWGLMQTCjoBlop6PZun56ePiNailDq96sVU1hQc84W7VXYc9B62Ka/OZ2oCLnfyoueuiuWwqhgBDwAIC0FNYWJtRSSU86vrm1e++WfIWhLKQeltR9xwkfVCDuFzufpxIaVFUmqZka9nCaZzsiocB1FpviTW1LjiiE/AwkNs75Vu+PGy4bVOr5PTaC8ceZhyBMWaDh0XSNWV3wL1XbgY6ZDooV0KrvT5ssTmc3XQ2RvWmRKXa0UNpUHDS2zEskg4boOwOpXfUTUeoO7zrIOpf/Pxn6B99/jNBhIvZxBAILAKWiTp2AqJ9Nr2gisuJfETdnFmyDi84wsyYUnznTny49J6q+hz2hi+3aJKA8Ntgf4CFHWtmf3gQgJBcZjelCsl1e9S9JMq5vSVa3Hh6IFBOPPpun0B3hMCg+SGoN/PBFCWaC2qOvt2GcniDxNz8FLiz8zmAR4szd1gddavnv5SYoZXMqWNaO1bnsNsfYchTmWgoiJ7dPXo1Ti82V6q2qdn2N5+fkXRrJwuP+h/+yZ/Tn/6nN4k4jn7htU8ykm4NQtabIaAiYIuoa9iBdD+fv3zsA2+rvkP3qltUqJePQYy+qMWOPLC3dq6F1gPu9r2BNwV56qijHOaGer5QM7YjjhXmfY+67ajfrdXurmbro75dV/cHb/rc3TzxMq/OO1F/hjjqPGyi3V1+i6qpgqtr6idb3Liieob7NYjQbS6ZV5z3zFAbE0NQb3HjoxSTjsq5mZ0Gufz4m1tPFA2H4AESXutoK2nY10kHKzZhHb/scrKnoI19fuYiZYXMoXPBb/vGufyam1hDbC6b1B47/Km9HqazG6Yn3c1zZnMxBBgCHQQcEXVM0E3WoyKvhgZtl8qqaqeWUpR8pMweRtE3ry8LyPrayndC7YnWcmQRRsra6CCQ285QstiJltibK1KNkXVThwuSPv3hpFrzXGvJ1lmKSjOH/7+RR9fUQgM6gcyt3Hxl4DRehd87td3MeDwO2iHQViMJzOBoxl6jPmbJOiPpRkie/PkzU+foyvypR55sf8id3grkWk+mo8SU3a2fXa8RerG5osdq+Yyku3NmbBaGAEPAHgKOiTqWRZ7435z9KGWSEYpGBNWSQrHRU/jjTnmLrhfv2rN2hEdB2On+wvWBKs34ghZ2z/sIH+FIbi21l6CJnYy6N9Ttfvj4LilCMAR9ggo4QrOntnLHSDps5ZUoZRtH4ehOcpPN7h054Ch/BlV4fQMphEe5lL3vuJa3WVvc7mc2F1+/rt1KG0bRCW7uDZEOu/k7Jzz++PuPPecLzvLy3bQ16HPBkXBp4owayTcsJXHkV+Nfv+9EQccwyPbhAQTfO9H2y+6LzYWJpKOWO0Tu/BaOC/L9YLYxBEYBAVeIOoD43Mrz6pdBCGzk0iI1WjLVGtIJjK4d3KW7la1RwM6TPeBLGr48S7o8b0GKqOWLMgfztL14zVHdXU+MZpOONAJCS6BYTSSEG7dibSrOHE9rGenNW9ycVolsmpIAACAASURBVOO837DuWup2cpMtmkSIdjmz9gLF6xNqzfVeJNDqnEHoD+V67MtKu3v2LVsl6/zyquv3gqog+iZ6HH5vBccg9wU5z4opmo9P9qyJDnKXS/sTOs2U3f25KZrYXLXRdk3kTSPp5VqLqj2+y/qzM3OrJGOCeqdZYwgwBEYPAdeIur5sWyImUEzk1RfO7sY86s4ukd0vms5WZaMZAh0EENLNPOr9b0O8HKOprYmB10VP1s2GO7tx/1Bzu5TddmOqQMwRr2Vp+fZLlmy5cekbtlOMVm68TIwsW4Lb984Qun1h+rJK1Ac1P7zr2aRIEYFjyu4+3QIQa5Ryw39Rys2J2JwocCrxLdVaVG/6K1pnFS5G0q0ixvozBMKFgGtEfS4+Rc9OXVB3r71EPtg/KT5VaBTVUm6sWUcAX+pvXv6m9YFsBEOAIeALAtGaSNMbk4ZrReQMgbBH5Czh93r99Du2PL2GC41wB6tEHR7qVZtl0AAjK4UW7MtklqTrd+GFd50puw/3njg9U5D0qUyMdksNaknBTvNiJH24d42tzhDwAwHXiHp3ffWZiRjtl5s9/9C9sf0u1aSGH/sbqTUQEo8v9KwxBAYhAAEzhKiz5j8CiDhAObZEOUZCu6PXMaiBsKPGOhrypysTB9RIHEUiRaQ4ybzMtCl6gGimBJ1+GHRA1lbeNDqSvj8/de9ZNQWJteAh4KTkmpve9TDlNAfvFN2zCGeafqQNcFBt9UzD7LUaFOUzCbHvd1f3LHQ+EyPpzjFkMzAEwoCAa0Qdpdeu5M4d7nlQnjpTfrd3NQr5NdpevG5vMBs1Fggki3FV9K2ZPJl2MhYABGiTKG2HMHitPJsd06AUj7J4YS2jZmfPZsfYEXi7/uTXzU5/oh8LfbcNnScDkYuO7xxZMelKyTU3PLEIl0a1m6DnNHtyIAGcFN7xbKojpGkkNgfim06IoRD9YyQ9gJeNmcQQ8AgB14i6PkcdtkKBEn9MdkvNnqbfKq3TamnDo22N5rTMo+79uapl5uoTJD9SxfZ+RXdWgNI4PLkQfiss7bszKZvFMQI4l/zG5GEteisTRqVpSrY6Ct9hLqNmZc9m++L39OL118x2P+y3du47puqnd09sdz3LBrIBphDoLgtrapCJTna965qy+14IwqVNwDByXYzE5sKkzJ9JigSRQtYYAgyB8UDANaL+fP4S5WNHIkr4wJvLxen+3sk8dQ1aP8k6PtjRwhxyb7e00HhcZfd2Cc+ZJLSoHi+qpatQxipoDd7aZKlT35yXODXMGv+F97WUrwTN3LG2B2R97u60JQxi7TlKtE8fjkHY9t3lt2wLoVlaPASdF9evUG7/lGVLoXpvJzoBJe5mHpy3vB4b4D4CXpF0vaVWvOtM2d39M/ZiRnwnhdgcSggjLVMTmwvT+TGS7sXNYHMyBIKNgCtEfSqaVZVWu9ugPHWtb6FxQLdKG1RsVaitnCzn5hZ8ELtDeP73d2+6NaXv80B0am3lOyxf1XfkiZLlPImtBB1MBiMKBPXNxWaEKrlaoPPRJ/aWqJoqjP2dzW1nKFnsPKx0N04RSOE6f/v0InPd/RhZ7yBil6RreFqNTkBptuXVl07Uoh/Cn6GxXRLkHDo4c4kptSa6H82Mdx3K7qhwg8hBSQ628JgfmIVhDf0jjKIolIiFo8Y9I+lhuF3MRoaA+wg4JuqDXrfxIYYPL+RsmW1VqUF/uf2u2e6W+iGXrdg6XpvW0gQB6Pxw9hY9nLsVAEvGzwSIVxWz95lXs+voUfYLTRKOfs9BbuCFjLaSqqo5IhPG+d4O8qojvB0EHYSdo8EhjU2xquIYlAcjP/8K4NFHu1NO1gWG95bfMvV4hHsMtXfcY9aGg4AfHvRBO+vlXdeU3RstmYpVpgcynJthf1U8wkxnYyRGeCpVW67VXrdv0eCRjKR7hSyblyEQfAR6EvUFKUYlrk1lfrCH2+gDNCryqvJmvzz1fvAwVfj+F8fKl8zgXz9m4SggMLd5ifKFTi71oOakhrXR3G79fGrnrBoB4EW6w8wHUwRFfn0DSUcuutWGMHjY6VdDKbRmtOrLIxXIOKJXtCZIIsVqWVfJMv6OIgS+mu6PISPpft2u/usYfcfwy0K9dx3EHE6IWqMdeILnFz5hWwfh7tBRQgi8WbG5Ye2RkfRhIc/WZQgEA4ETRB0kfUGKq9aBrG8J9ROEPaEINCtFaZZPUX7+NAmRaM/dmMlT7zWQqcIPvhx28yyDceXCbwW+wLeiNcsbgSAVmqzzPFueJIADzBJ1J4rbfm1bK8GFmtv6tj+5oZZPG0TsjGzMb+QoVuv8reSVKCVap0mUjWuu95p3GHoVdu+9ES7azzH//NZlX0ugAceDyXVq6n6fBSmi2pDbs54Db3avrN9gBEDQkaq2lJilZKSjLxOEBtEx5Dm32jLtFBuksGj3IByLJRtymgp85SgSAucK8o7oz3K9HZhzZSTd0tGyzgyBkUTgGFFPywKdb6dPbFQihSSu84kkKBwhQFNr8WSGJmf7f6HJZ2NUqrWo2ZItAci86v3hCmL4O75kQ4Bt1EiopUs7oDNI+pm1F1RFeY0EIi95Z+IHtD8fPLE6K/s2W1/aruK2FVuc9l1efVE9o14N57Z68Q3bS8yvP0HJclYNc4/IWdvzaAM3l94jPCD42fAogzQGOw9Vg+yEBsSZOy/4uRW2VgARAEF/duoCZcVU4KxDFRsQuoNKS/XGah5ZTZQscAYzg44hoIrJJR+VatORdK2TGU0CPyFlJN1PtNlaDIHgInCMqK+0UpRRrJd9mF0619erjldKaKxYyVMHXNV2g94uXAu1SrtXxz6ML+jYC0JSk5U8oUycLBy9RuN/wxdtNLO5n15hE8R5B+XWHsS+T6XJEhVnykE03ZRNF669ekxoC2HF8DxrJBIEV2wlCWJoQX/I6d5LNwBOogK8qMNt9m8BQtfdCOfX1M8L+TX1jPW6BOrfbZvh+Eg5gDedtdFCQPOMmynFGpQw914n0EsZ3Ioy/Gidavh2o+Wk15uSYbqCdq5tSaa9cnMo3nVG0sN3x5jFDAGvEDgk6v286WYWTqQnKDf9WM+uyFPPJEQqFBtmpjrWpyW31VrrdypblseO8oBheNQhpLa48bQpWPElHmJXemIAjzLCSbPFeVo//Y6pecLcCcRobusy4b+C3HnF79Wq4ho1hR1qJJpUmqpQM9lbmChe7oR/1tPWf4+McMTZTm+fp9s2vMV4hHhMdy/2c+uq2JnbHlejPbjxczw2LW5cUR+iYD8eo3hJJESLIAwa52g3KsDLOtxIhcHfhF6Yq6J+D86r9rvxdwOPcogM6desKqpr80CwLVXpPPaxNjoIoNoKPOSo7nJ1//2+D+9LiRlayZwKVJi7dgqDlN2D5oUdnZvj3k404T8zJF2/Kh5nkrGIGgpv1dHkxHpG0p2gx8YyBEYPgUOinpdFOt22p2wbjScpP3+mLzqL+QRtFqzn9GoTgrBvVB9SS+moSpt5nR+9ozrakd856lZIuhncnXglzcwflD5myIfEVakU+9GhySDszcRxsh6vxFQRsv25olon3c2m92TeX7imhjWbbSCfKFulKWLjgWZ78brZ4YHrN8jrjL3md5ZVkbOg1uFGvnUrepRbLzaTJ8gv+mwvXLPtXTd6cLDzt4mFvQfuV8E1g1YyS3Q+c5QaB8JeaB6l+ohchEDmg5SHrm0eJHwqE6VWWzFUdmfeddeujKsTgaQj/dKu8B/G59Kdh/ZipUUtyVtRAkbSXT1+NhlDYCQQOCTqehE5qzvjeJ7mH7/Yd5jdPPV+E17du00btYdWzRyZ/ggttuP9tAqA3htndeyg/na9km7a4MdcRt5HzYZ65EPCP6N2MF2iyqS9By+cJcLPtQZSCpLeXXbKbCi1Pucecw5D3MwILy9+DlIJMmwlYiBodbidPKgYEXVgbvYOoS9TVvfilgZjzggn0Mtzz5DIW0+nG/YO7BA85l0f9qkdX9/OGfbbQTzKUy4VpWoDofMtT8LhGUkP1v1h1jAEgoLAIVGHivuSdFQSx4qBQkSk2aWVvkMgwII/mm7VG2X560QfLr3nWS1lfBk/de85z0JR7XjdrNzHIPW99MOfM2WOGbJezlVt57L3ygHWK5vrSTxCpAvTa33zyfEAsbh+5ZDko046tAncyIE2BdaQO6FufD1eNEXWg0hEEdpvN/0E+1m5+YrhCZgh60HExnBjrINpBC5lz9DZ9ILp/kHpqBE8hDvbCXlm3vXhn6TTM+y1Ay8fYhhJH/6dYRYwBIKKwCFRn5Aj9ETbntKqkfK7kzz1fsBZIeso84LQ+VFqXtdT9/pL9Lh41QepiHffx6bwUPWsy1zzxFVFOS+Bm6F7Kz+wdY21MHzcG+SQdwQBO6kkaHicgX4ActXhZQf5xoNKI3EUpop8begMdOcSO819xtpBF5nrBh14GoWQdz9o2Do4DwZB1G9t5U1bM+ORAo94ZhqiLHan19RoC/35Ahek07DyZ2ZQ9K4PxNtqkvuaF7C4O+Tdu124OzM8pxPJKO2WGo7CnL0kde7uePRm00h6udZSPeBuNzzEoESfrCi0X26RBLVkBy2XjhIqCrDGEGAIMAR6IXBI1KMKTx9tZWyhZETUMen8ZJy29+uuhgyBrK+W1vuGweOLCMq8iJwwkqHyZsm63frd3UJhti5Hn0Eggmsr3zHllXRzXb/nsqP03eaLx8g6SLpWzstOJIWWA2w25NlsXXRgiXNcvfi6baLdnR5gZ39+nynWG1RTfBj1wK1icHf5LVsK7WZ0F6zawvr7jwAer6/kztHbO9eO5Yw7tURTedfnpTud06/xvZTdna7NvOtOEbQ2XhQ4msrE6KDapHrTWklgayuRWqovHXcmNsdIulXUWX+GwPghcKw823I7SbkBCtWD4BlUog3jIMoC9Uyr9dTNHEm32BzGJIU43Sqte+YxMGOXH31AlCAA1i9UGWQbHlA7Aliw/9yNl0/kMbu1L827C4X4UW1mQ9/N7t/s44w2nyb4hrJZm6euml1GLcUHtXCj5jQ3XZ/zjLt88/I3jZYMxc/hMZ7bvDxQ8X+YG7HjVWeib8M8MfNrIzccra2c9CaCSJ/PLNFSclbts1F9oKqxW21z8UlKCHFqPxJ4xfh8NEtT0YlACsMZ7Q8kHXXRd0tNxx7S7rWYd90IfXd+rpF0p9EQVqzRi82Vqm1qts0/DjCSbgVp1pchML4IHCPqF1tpSir2QnAmZ08RPOv9mtt56oOOzEpY/KgcPUgOcoQ11WdBEilWy6ok26qatx4TK95Vu1jaIQ121/JzHATblm+/5PqSVvFCfroVNXfNYDOPNE71BvQ5z2Y9/q4D6tGEbldLcNtMlNIz+3iDuwxv+qBSg27bx+azh8BUNKuWRNuu71JVF9qO6LL5+NSJSd98eJWKraNqAUar4iHgxZkroSTkvUj0ZDpKsqzQQdUbkTBtTeZdN7pZ9n+O0PF0QqQ9hykLdi1AykQ2GaVOCTjje8RIul2k2TiGwPghcIyoI/QdIfB2Wjo3Q5ncTN+heO3EH6eHB97kxOkXfmP73ZH3pFs5o/XT36NSdtvKkMO+vUTIbE00YJBTsue2PW7Nh5rcXuTh3j37FlXTBbfM7DuPmdQHp/np+pxnMwJknm/a5QW8ugNumQmyfn/x2sDUBdyD+QBHB7iFxajMcyX3xKHH3MyeEJH25sO/NvWZCZL+wvRlNaUs7M1NVXCzWDDvulmkzPfTSHqh2HA9GsK8FUT6sy0OCL1nJN0KqqwvQ4AhcIyoX2lmSSDOFipGRB2Tzubi9PDA3Tz1bmPthvLZ2nRIBjkRbrMiHmUXDr+Ip1377Iwzq45tdW6noeZW1zMK3XeiIA5b9CH2dvOmre7Jz/7Jdob+/oN/RC2lTRv1bdqu7vu5vKm1tPQZfR12NSKnnqX8zlmK1ydMzcM6BQOBF2eeskykEYV2df827epqnHfvBmHz8NQzku78nJl33TmGmMELXQGnluFsM8lOScJusTlG0p2iy8YzBMYPgWNEfaWVooxir+bpxPQiJdO5gQgiTx0qnAgPstvw+l9oFqnYqhxOkRRiNBefUuu1vrVzbeCXDXPrIvzfvo3m1vCvV9A96jcufcO2GJl/KJpfyUvFfCdnaX4HRz2NVOuthuHrbUB++sqNTqkveHXNahXAw2u2r509uz3mfyj9Oq3EHlenfb+wQ/+tcKNn/rDb67L5xg8BhL3D4223FRoHdL++RyXd52uEj9B8fNKSl97u+n6M05Td/RAcG7Qf5l13dtpBJOn6HWlic9VGW9VnmpmIU0Sw5whzhhQbzRBgCIQZgWNE/XQ7QXk5ams/04vLJEbjA8cmYgLFRF59ZbTTIA63WuotPIaQPNRs7fdz8+sJpFCEOPI+RN+8Tc56OglP9iN09/qTX3e2wQCNBomElxjaAG62fmXV3Fyj11xmVL7tRmxA/wDl3lCDvRWtGW5FE8YDtmFRh8emPlP6JXpGeJpKtTaBCL1duG64V9aBIWAHgefzlygfYxEQ/bALIrlj3nXrNz2I59hrF0ivyKZESkTtaT9ZR4aNYAgwBEYNgWNE3W6Jtmg8Sfn5M4bY4I8WvOpW89ThRX9n96YLnnJDE0eyA0je7YtvWN6b5vH0UkAqzErf8JyLjwg5/m/ko3fXGLcMeo8BTh5anK5vprycHY0B4LW8+pLlEn1aqLwTgUSnmFgdj8euT0gvqg+Jgx4brc7L+jME9Ag8lXuCTj1Sc2fInEQgyOSOedfN31hNoX+n2HC13K95C8z3xLkyT7p5vFhPhgBD4CQCx4g6frzUjtOsHLOE1dT8aYrFzYnLIE/dqugHcuc2qg8t2cQ6H0fAjgfSbIkuJ1gPk4Q6sdvL8Ha9XcPGxyhHXbPVip0adghffzh3y/IxIBwf+eyy0LY8dhgDtPSBrJgk5AL3Kps1DLvYmuFBABFj/e4NcscvTZzpqegenh16ZynI0kRSJJ7naK/cDDS5Y971wfcgmxRJjHBqGT1F8e7OuDEzI+luoMjmYAgwBE4QdUBipUybmdx0Pcy5tEiNlky1hrkccBYq6s4ltVp/269yTH7nXDtFE1EG+Z1lUzXGna7lt3Bct71W62abKa+mkXSIla1efN0W2cYcZkLlreKPs/WC/JuJSrBqK+s/Pggg7/xK7hxt1B6oZdTacueBKhWL0lIqT5P8yZJr44PO4J1qUXydslnheNhj3vXeZ5pLieoP9iv2Uif9/J1gJN1PtNlaDIHRRqAnURcUjpak+MB8dSEiUnZqfmDt9F7QWc1Td0ccbrQP0ezuQNY3Tr+j1lsf1KD0vrj+tC81k1cvvO4J6TKLidV+Vsmr1fn1/Yethm8mP717f7hjqNmOcPhepBd3CxhCSRy56UFpWgkylL2Dkn1TlzOPh4FoM2nL++/nfQkKlswO9xCAt/z5/OWeNctBBlADHP/tVpd2z4LwzjSM8mtuosW86x00tXvelhQqVoNP0rV7x4Tj3PxtYHMxBMYXgZ5EXYMDOeuzUpQSypEQBhTWp3Jzhgrv/SDV/og92K8boo7c9D+//z3DfkHroHCzRBCkUzaDZppqD0jUfm7jRC3uZCVPub0lT2p/9wMijIrvwGhx42lPz9aJmrobhjlJewBZ3168RqXsthumeDIH7joaIkemds6aEv+z86hk57HDkw2zSUOHwCCSrt+Mpi5dqrXUqiqsEYkC9HBiNGxld6dnMe7edex/OhtTKwWFISKi8/02ShGBd3r0bDxDgCHAEFARGEjUe2F0KXtGFUVy0mYmYmqOkSQPTjKqSg36y+13nSw1lLEK/zgplCJe/vFQ1g/TonYVw4e9RydE1oztdgTazMxrpo+TvVlNsTBjjxd97FQzwOOJldx4Jzh6sWc2ZzgQgJbB2dSCpXJoWog30spA2IOev+vlSeDhAv+sauF4aZPTucfRux62tAWnJP17792gC+cep2za3YoxTu8eG88QYAgMFwFLRB0v/C/OPKXWK3fSzOapFxpFertwzclSQxkLok7y9kiVePMKyLDlqGs46EuFeYGNFXE2t9aHl3l+85Ialm63+RGu70YuOcLZV252arhbaWbJOiPpVlBlfYHAUmKGVjKneoa5m0UIYlvxqED75SY127LZYSPTL8jK7k5BHifvetjSFpySdNyNX/9f/wV97wc/pi/9+n9Hn3ntk06vCxvPEGAIjAgCpom62TA8M7jgi0QyJqhe9UHNaej7mdQC3a1smTGJ9RkSAsMWTHOybTteWbPrmRFmMztXv35zW5coXuuQcjUP22Htd7/OEnnuvCQSVOOdNLth6SgpqOXh60Xt8ICAuvAg6U6xdLIvNjZ4CEC1/fLEGZqLT6kVTIrtCkW4CIm8QGo6WXTCEUHX71jzvlbqbcK/cWlhUgR3ciaj7l0fR5Ku3Qd41f/Zl79Cj81P029/6Qvqf1ljCDAExhsBlagPKv0CeNJyhK7knqBc2h11WU0R00ye+hvb71JNalg+Jezp1YWfoOsHd+kOI+uW8fNzQFjD30EYT917zhOo/CC9btvvhzcdYINg42FhbeU7jlTaT917ViXWrDEEvEYABP3ZqQteL3M4/zgJzenD/sMgNubGJRhV77pG0sPyyOSGJ737PhTLVfrDP/lz+t2vfo2++PnP0K989tN9w+E/vL9DmXSShcu78UvF5mAIBBQBlagj7xx5cfdKm1Sqlw9NjSqcqvyeUTqh7naV3nvtHXnqCM9rSYPz1DeqD+jq/vuW4VvJLNH5zCl1nD912DXBPSbmY/WwwpLX3L0vhIqfWXvB6nZN9fcLkwvXXnVN3d8PYUC9irpTwT0Wnm7qKrJOLiDwfP4S5WP2U0rsmjDqQnNh877aPcd+4+Bdn0h1St6GXZtAO8tySEQRvSDp+nMGCf/NL39FJeH/4rd+4/BHN25/QF/7xnfp9e++S5v3d2hxLk/f+qP/2+2rxeZjCDAEAoKAStThLZ+LZKlw/y4psnFeWzo3Q5ncjKMtIEwNYnJGoXnVdkPNU7fiVe+VS++lZ13hJoi4WeLkVUeYjPNgENPNpasnlOiDjInbHunuvX649J7j8G4j/OyGf3fPi3Dwm5e/abSco59rNdj1YeV2lNg1I7xMXXC0UTZ4pBBAHfQXpi8PbU+jKjQHZffJTIzCQuy8vABabn6x2qR60/g7nJe22JlbU+nfLTUMnTd25nd7jNckXW8vPOxov/fVr6nkHO0nnr5IF889Tr/7r/+UvvgPf4H+wWc/7fYW2XwMAYZAQBDgvnr1L5WPZZepvVcwRdI1uyemF22XaMMcUZGndDximKeOvlbI+qBc+mKrQuvVh7Rd3z2EHzmCmL+t2POEqwrv/OPEyR8SJ98JyLGG1wyEfENIDfWsg95Q1mt+y7sv4H541d0M/77+5Nc9OzJELyyuXzmR+w0V9mrK3l1ZXn3RkXCeZ5tlE48MAohUQx10pwKsTgHRh0rvhYQMDdqzpuw+CntxerbaeJDdXDqqOkD2ys3QKP8jKmAyHSVG0vvfhC//y39Lf/Anf6561l/55DNqx8//ky+r//3q//Mlt64Qm4chwBAIIALcO++8Mzj2vI/RCIOfXVqxvSV8cZjLxen+nnE9dY2sI4R9t1nsu6Zdwbv/sPmW7X0o3BQpwiXipFvEKQ9sz8MG9keglL1P66ffCRxEbnmjB23Ma7LuJll1ojUALEG4cdaS0DqEJF7Pqnnkub1OGkt3s1vGzq7qe+AuITMosAhAxf3SxJmhk3Q9QKMgNDfKyu5uXGbgg4eM/UrwvesQFU4nxNCU0vPTk66/C1oY/I3Ve6oqPMLhoRIPkv7c0xfduDZsDoYAQyCgCNgm6tiPU696PhtT86qaLfOhWshZh1dcHwqfFVM0H5+0VHdWOw+ntdpRL12JfIw46TpxypGn3sp5q3MIyyRKd0iiI40AK3OMcl+Q1dsX3wjUFv0keprKeGF6rad4mpNyZW7mqNsN1Yf9KzdesZ0rbyf8nYW9B+rXKZTGfHzqAtXaDSo0i9SWj9TV8WDstMyal4DgkXwqE1WX2C+3VA9sWBpS5mIir0bihcluv/ENg3c9bPXuh0XS9XcHXnWEu5cqNbWEG5ThWWMIMARGGwFHRD2ezNDkbG9PlxnYzOapm5nLSR87HnUo4edlkaIKT1FK0Gpkl5qc+QcHvb0KN0uKcJ5ONTcpKW3TllCnJnf05UkgjmqcvdB8J7gEaaxdEujVHib2luixjae9mr7nvCDspYn7x34Wr2WpMH3HVi67XpjNjY3YfVBxKupmtra5tken67mBFZsj3AjoxUrDuhNNaO4gBHnN46js7sa9Cqp3PWxREUEg6dp90MLgM6kE/c5v/4/Mo+7GLwqbgyEQYAQcEfVINE4zi8u2t4c89cyjsCfbk7gw8M2HV6nY6gh2GDVB4WhJiqtq+Pp2VSySpCPXRvMcJ+qLqkf96eo1itBJsi+RQlej/UP+rawV1r4ggU7Lcbm996AQPrsE2YvQfegLPJy7ZRpqRCYsr75k25uuLWSWrAflzEwDxDoGDoFRIOkaqGEQmht3ZXenvwBB866HjaSLAk+TGZEiAu/0KByPR5115Kb/zm/9hlqWjYW9O4aUTcAQCDwCjoi60zx1oDM/aT5P3Ss0b5XWabW0YTg9SPrFVppidPIP9q1Ihcr8Ufij4WS6Dgq/QiI3SU/VbvYd9iOxZNtjb8WWIPc1S8b83MO5Gy+fEDjzc31trf3cOm2eump66dzeEi16FBGwufQe7U8a/z71UnE3vYEeHQelCECMDiQ9Vck7WYKNHXMERomka0cZZKE5Tdk9LHW1g/zrEQTvOmyIR4XQpC6ApOezUeJ5LhBHq5Vm+9I//uVA2MOMYAgwBLxHwBFRdxr6ju3ZyVN3GxazqvIrrdRhTfluG+4KVdrViWBZsVEWBMb2jgAAIABJREFUnqSMHKELjbW+wwp8k+5FalamHcm+QSPrwwiB73ewIOv3F6/1zGPvNwZkGUJtULAXZNG1OwPPer+ceiwC3ECc9aXWXFuciFriUYQML4mu7s1NO9lc4UIAAnFXJs+Fy2iT1kJoDrnrpVrbsGyqySkddYPQmCqKVm6GomSXo836NHiY3nWNpO8UG6FQpA8aSffpirBlGAIMgYAh4Iiou1FPHR/ECG0rVo+UnoeBEUTqru6/33fptCzQ+Xa678+rnEQ3ROtCcKjBPqUs0Vx7h5LyYAX8H4slqtnMgx8Gpl6saTW02gsbuud0U5Ctl71Sg6fS7QTlLlcMt2MkPDeIsCMU3k3irOXUt8SjByaxlSDkxru5jiEorANDwEUEPjX7DCUjMRdnDM5U+CzOpTsPdsMUmgtbeHRwTtCcJX5716FHFBG40JSNYyTd3D1ivRgCDAHvEXBE1Ocev0A8LziyUss/K9daVG0MVzBtUAj8cjtJOQOP4/uRCh1YCH+HEB289L1C6XsSNlLox2J5bEPg7eZiO7qgJgZ7kevdvSzIuhCzJlYIrzLyxc2EoWM9qK8jX5yRaBOHzrqMLQJQe5+PT430/ocpNMeU3f25Wn5513OpRw8/leE6Y8yiyki6WaRYP4YAQ8APBGwT9VR2irJT867YGAay/tFWRlV4H9Qg+nZLLJvyelsl6dq69yJVKvDh+MBz5XLoJrm/cI12p++4Pa3j+YJa6quSKtC95bcs7c/PsnOWDGOdRxaBCCdQPpal7fpeKPY4innqvYDX8sPrTUkto6p4XMUNufKT6Si1JWXoEXahuIguGemVdx3nOZ2NUaMlh+Y8GUl36VKxaRgCDAHXELBF1BPpHOWmF10zAhNpZB35aM22Nc+hq4YQEXLW71S2aLt+VBf9fC1GKJNm1EDW4Vkv84OjAwbluw9aw4lonZHtQf/5jUvfsJR/7dd+Tt17ljJFdx6t3LT57tm3qJouWJ4yqA8PljfCBgQeAZD0F6YvU4SL0NuFa1STGoG3eSk5Q1dyo5mn3g2+X0JzTNl9uNfebe+6RtI7jzz2RHb9RgSaCLn08Wo+ftvA1mMIMAQYAic+h9955x1L7+RuetK7jcGHxVQmRrulRuDEY+5/cIMU2fwDQolr0wOhccy7LnFRanNZSlOeLjQ2bd3GcfWoI9/55uVv2sLM60ErN14msZX0ehlL80N0b23lTUtjtM5QSD+z9oKtsWwQQ8AKAlkxSR+fvKjmfJsV9Rw0/9nUgvrI6mW7lD1DZ9MLXi4RuLm9FJrTSDpTdh/+sbvhXQ/jowsj6cO/e8wChgBDoDcCpjzq0XiSUIotk5shIeLti2NQyXrh/l1q1s3VWu932T4QF+iBOE1nmhs03bYX5rkl1GlLCL7Xye1fOORbr158w/G0yMOWBfde+DHfxeuvObbL7Qn2J9dpc8l8uTb9+iz83e3TYPMNQiAhxOj5/GWVrL+9c40KzaJtwOChbyveap1cyT1BS8lZ2zaGdaAXQnPxKE8TyagqMjbsSLqwnovbdjvxrjOS7vZpsPkYAgyBcUfAkKhPTC9SMp3zFacgkvX9nQ+pVj5whMPN2FkqCWm6VF81VHjvt1CDZLoWLTmyI6yDrz/5dUemo3Y48rZbUffK3KHE2MyD847s8mKwU3X8Sz/8OS/MYnMyBHoiALL+8twzjom6H/C+OPMUZcWUH0sFcg0IzcHzul9pUr1pPsqsezNM2T2Qx3tolFXvOiPpwT5PZh1DgCEQTgQGEnV40vPzZ4ays6CRdandpAcbt21jgYiE26kLVJWJzpVvUkyxLwjnpGa77Q0EYODaue9QPWHP2waSvrjxNDmZoxuCeC1LUHx3s/64WzCXsvdp/fQ7tqZjHnVbsLFBDhGAmnqhUaS7HoeuOzETHns8KIh8xMk0oR/rVGiOkfRwXAGz3vUgCQKbRZaFu5tFivVjCDAEholAX6LO8bxK0sVofGj2IS8O4h6FYoMk2VIqves2J2ICVQ926P59e/mP+siEh5tr1G4Orpk+aANW1OVdB2KIE9oN50bd7jN3OjnXd5ffomrKusBamEg6bLWj+K7tEQ8Qy7dfGuJJs6XHEYF8NEsQaru6/35gtz8uiu9mDsCO0Jym7I75Ee7utZK8mX2wPsYIDPKua482QSixa7yTTg9G0s0ixfoxBBgCw0agJ1EPAknXgMEf1HRCHBpZx0txJhmhaERQbdjffUDl/YeWzi2dm1Hz+7W292Cd6lVn4etVLkJrYpWa5F4Yt5lNoawcHgokzv+HE9RRR7kxq6Hr+jrnTku8ia1JQrh7bu/oPM3gNow+qxdet4wV7AxqOP8wMGRr9kYAoeooqQYPuL6JvEDFlj0tD3irX134CXpj+13b6u9z8Skqtiq2xw86b+wZYe/j7k3vxgh55rlUVFX3hiBcvxbG0Gj2+3+EQC/vetAiH82cVyYpqqkbrDEEGAIMgTAgcIKoJ9ITvojGWQFnWGQduXj4V2u0j5UYqZb3VbIutY3D17tJOvaN8Qc79lTfD8m+kKWMVKYy36AHfONEObiEIlCNMxZVAvHOyRF6IDRNHcnpdoJysqgq2kPZvskpvhJ3qJnDK25WEG5x/Qrl9k8d7g1k/7YNUTp4mWcffJaS1fNESpl46T1TeA2zk50IBIjjrdx4JZDh/EZYKhQj4iaIlAPiaPwEF43wcfPn/UqU3Slv0fXiXdtLfXr+OWoqTfr2tj0hRCiyt5Q2rZY2bNvQa6Be8M7ViUdkMiOhOUbSR+SgiVSSi+9FeJRJxiKBrNLTD21G0kfnHrKdMATGBYFjRH2YOelGgPtJ1rUvFW1JpoNKq2/YfaNeUZXgEcbe0oWyc7xAYjQ28MHjwcaqKaLfD5edyKShcjwIPBTi+3m/pySRFqQ4xYgnM2rygsLRlVb2hEkFvkn3Iv559s2QdRDO+c3Lx0i6Zrgdrzq88on6zxJxEeLkD9R/QW8oaYcIBCt5/d0PG8Hdo0BEHa+IwsVJ4WaJ+LmOuUqdeOkHRGT8UBXc/QXbsn4lyu7Xd+n7uzdtGQ+P+s8t/Q2azMToP29cp7XitqV5tPxxDEJNdiue/UFq8UuJGVrJnFJV6VkbjIAmNLdbOlJx15TdD6rOxOcY9sFBAGQdpLfRkghnHYYUBkbSg3N/mCUMAYaAeQSOEfWp+dMUiwdXzdYPsq6J3JRqLao1vPuij9B3hMDbaW3iaT26SGebxl4jhKnv8y1qckfqvCDcZb5Ny+3jZw0POQh7mT+5b3jeF6QY5eXe5fnMEH07e+03BiR0d/oOwWusD4WHEBrqgCN8Ozqgtvnm0nu0P2mMH9bXyKsc+SSR0iZe+l5oSKAVsh4ekk6k8GdJ4R/rf6XUqIcfhuac3Pzd8HquQYJqCIUHSbbT0mKcPrfyAu2VGnTQqKvz1CTzkRFP5Z6gU4/KprXktmmyjnHzj0Lm9aXhkkKMpqITjKBbPEy90JyiKJSIRYaWumbRdNbdBAJapCFSAfGdDP+/0woAJpZ11IWRdEfwscEMAYbAEBE4JOqRbI5mphaHaIq5pb1Si9W86M22RKVq2xfxOrsh8HeiS9TkonShsWYOtB699nmFcjLXczxIPUi71kDSM4pxTpeRB9+2sR4NNPKsg/TPb12mTHGeiGIkR54jkgvEyz/2yCLvpi3k1+jh3K2eKQMTe0uGDxveWWZvZoWbIEV4cvBgpUycfIc4pXdZRT9qbtvbXbBH9fOma1bbzTG/kHuMLqRPH/7trbYbpsm6nqRrdoCs36lsEcLxe9VWZ55y7+4ZROOmszESI7zqca03vXv09m4XbOZuBHp9/9Jy12VFof1y/wjEYaHJSPqwkGfrMgQYAm4goBJ1eEMnJxfobHrBjTk9n8NNsg6CjhfheFQgr73ovYBByHxx974aQm+mgaQXIpOUkGt0uW6vXBw88qjnPinZK3U2yE548JG/Xujy4pvZ2zD6IGcdnvnu8HCUc8vtHeW2K9wiKcIycfKHKvkLa0PagCQcPcLgMWJQ5EFQ96lQipTIx8yZh5x1pXzMuw6i/4nJDBUaH7iez2zOqHD2MqN6fqu0bgvTT80+c8J7rZHtfjnnUIp/KnfO0OsNgbmWfEQWs2KSicJ5dAVB0ieSIvE8R7WmRNmESOX6YKE5j0xh07qIgNH3Li133UhU0EWTDKdiJN0QItaBIcAQCDgC3Fev/qUCD2qvL0lBtt3oQ8OM7Si5lkmI6ms/SPow86xkWaJKcZcqxQIp8lGYuraPWiRFq5ElavJHoedP1m7Yqsde4jsh7xm5YgYmW302hJppgTpbC/g8SIb3lpsIPVH3GTZPl1NTERy0vKjQJyZl1eMKctnL64rptbQP6D3oU0gcLB3IoYMiDCCmBgG585mjx6t+m7DiCdfmMHoAAGHfru8eWzIrpgj/WAsOAnj4nspEH32mdh4EjYTmgmM9s6QfAvi+BWcGoiMGlcoNknedkXR2nxkCDIFRQID7/b9+XUFJm2enLoRuP3bJenfJtWHXaNcDD8IOL7umKM8/EqZrcFH6qz2earpw9cXWNi22Hlg+t5uxs5STijTXdl5PvN/ifuesWwbBwgCFf5zwT23KwaPcZwsTsK4eIPAoFcHhzK9NSyTyRI12g1YfrFJZrh+bMS1HDnUZkNqxETn+c4fLB2a4lqe9UX1IyNNuy0dRFyDoVnO1rZD1j82codPxRWpJ/pd8DMwBjIAhRsruvYTmRmDbI78FjaTvFBumnRkYA0X4YUVSMJI+8teSbZAhMDYIcH9w7bvK8/nLhqGDQUXE6oeI5kXvLrkW1P3p7WrJRGs1jtaqHLUVjqJyU81TjynGZeK0eeBNvxlfpnx7z5QYnV1cGiTTtaizWvF213ZzHNTEFeH80ZSqmNzbbi7B5rKBgMJNkSJcsjHy+JBP5GTKRzsEsbT/UC272K+NIlGHp/zSxBlVTM3tZpQjjrXPZ5ZoOTtPuXRULfc0qA632/ax+dxDQPOkIjKt3jwZEaatpBeaG3YUm3u7H92ZcqlOCsNe2bqy+7AiKRhJH937yHbGEBhHBLjV+3tK2MvOmCHrw/rQ8OpSHbSJ2jJHnNyk9s5dU6XeqnycbsaWSeIESvAKnavctETysRfktzc5npLKkcet3x7vClXaFcw/IniFlZN5j3nTH03EtX9AHHmXNuDEXqtjE4pANS58Qk8yv3JUjs3qpnX99UTdiKyPSjoHCDKiqPKxrCcEvfs4tLD1htJUvWzVRptykay6vta0kOlWW6aD6nDTkBxcp7EcqqmAQ63fTFQEctiRchYTO0JzQYpoG8sD7LNpkHS0/Yqzz3Dcj3TcH+86I+nsBjMEGAKjhgD34U51JOINB5F1v0quDetySO0m7e9sDhSkS6QnqJpaUEl6NqLQ/QZHhYMDy171D8QFKkQSdKG+SkkFtaz7N3jVV8VKqPN6FX6FFK0+t0bUpR/2VRIf1h2wsq4WJYD0h3ONe3QvUlXF/8LTBJIjL7hi7it5iZJd1xg6EfCud2tFjIpH/fn8JcrHJlzBz+wkWi3tokHZy2xSVHNhUfqJETiz6A6vn930M1is3YlhhUcPD7Vgr6wp9ne0e4wf5M3sxg9HCSPpZk6C9WEIMATChsDIEHUA303Wh1FybZgXoFGvUKNaIlknRsfzPKWyUyREjtc/R/j8tTJPVvLcN4UIbYlZInmTIkqTZuUozUoxEqh3mTdgYZasKxQj4uKP4INAVJ045bh41DCwlYWnibj0saU5aY04ZdOWOVArJ04TwELJu4rvpF+LEtCIOjZS4JsUDrE0gTrCfsfPxNZhENHPz/aOJoBWRK28T63mUR3vParT9ea23aUCMe5sakENdfezWSVzqM0MjytCo6uN8EV7+IntMNfCo4oY4VSvuF0hVj2BczLPMHEYpbW9IOl6fLzyrjOSPkq3kO2FIcAQ0CMwUkRdI+uo3dqWlKGVXAvDFSs0OfqrfV41dba1oxL2CPXOLQTZhjhcrzB2QeEoL4u0JCX6blsr2faAb5LEnQzg4Lk8tfmzOqJORPI28fLqUKHsW6vbgW2aery2MU667vuDhBYl0F3iD+dU5aRjERBQPAeJD0IKAx5zFOEjrpH0U3GFns72z6ftvnxWBNKGenH7LA5RuCu5c76ZBhI28Sh89qBirb6y9sgKr16xGqZoD9/gHdpCWppCoyW7djZa+Px+uUnNtvnfyaGBMIILG4kBurVlt73r0LfA4x5rDAGGAENgFBEYOaIOsbjJdJQkSSGolLLwyd7XtioRvV44+nATFEkVmEPJtohSJVI66tZmSdozTeNQWhDBBicT/qs1hM/fiZ2hfeEoX/WQxLa/RxwdeTT9/gXsJtXHXrhs2NaL+HPyB4R//jV4pJ8j4iKEM/9Y7brh0naFAfGI0+thpteCKgnnl9VIBU456Ooi0FRskaZis7RWi6tCit0twik9//dBm+sV9m4Eht0a4UbzevlzTbRtKTnr5TLH5nbjS79Wj1sQONovWyP6vm10zBZy41z7QRaN8KqoYBDKpY7Zsaol9PLZGPkpsuuGd52R9HG7qWy/DIHxQ2BkiLq+5BpEbfAhgOZUCGWUr8R7RZ7W6z3C1pU68dI7lrZ+pZkdGAI/aLK/TlygJnc8NB/9uSHmgvcSkTtG1OUPiZPvWMJI5j9CxOePj3Hgnbe0+KPO3fs609igaWnPcCo82NyL1Az7aR14fpkESlBLvkFEg8OXO55yhLM/Sn1QhQp1uZFcnM6nZLqQUgiVDyCkGI1HqSXJ1GpKquZCSyG1fGEvEt/LaHjS4VG32iCM9nbhGhVbVatDPe2fFZP08amLVGxVjpVWSwjxY6JtnhrxaHI8lmYTIh1UmwMVwM3awrytZpHytp+m2O6lOj8TmvP2DHvNPgySrtnhxLvOSLr/d4WtyBBgCPiPwEgQ9X4l19xSLfX/WPxZEV717trs2sqcdIs4xXyN9tPtxGG9aSvWNziRfpi42HOIVRusrDuorxFJP8TIgje8lyjd4Tw2vPPwVq+0U7QWqZoW60N+fIcQdx6x0FDi76n6TVPQgaxvCHVDL/mxvSptNWKgV06/qkvAL5LCPzZwfXjLfyovq/XO9V/wuj1AIPBGZB3VDi6kFVskXVvbTbK+lJhR65bXJPuRI5gDeecif3Supg7Ug05W89HNmqB5W70kiWZtGcd+VpXdnWKk6RQwoTmnSA4er5H08pD1IKx61xlJ9/ZesNkZAgyB4CAQaqKu5UBGBL6vSjAj64MvW1+y/v+3d+6xlhz1na97nvd17p0nMeYVIhMmm+wucQLSbgZpBVrj/IUjHC0yCzKK+QdsgrRIjDHhDxbDrASSMZh/1iuPgoJAATFIkTDOgtB6diPhBLzSsgyJFTYOGMM8fN+P81x9+87v3r53zjld3V1VXdX9bWnkhNtdXfWpOufUt34vCCxYtDXLkL1+/hVqYWUj9cr+aeuV6lrj+HihnkIIp37xkQf2ktktK4j0g6R2ya3ORJZ1uK6PtxqLS/dNlvRY03ttpLPOv3zQVi8fzKZI1nezSEcXdN3fpbsIW0C+AmSJj7u1T+MHi3dzpq/ma5vqNYsz6n+vKrWOsOOZ5HAJvHeS9RvWtxOdvTAXKekFi/s/bs9EniLbgwNvEQj0Uy0VWeaPZnlPnuXxd/xs61fqp5u/yGRdjyzgx88olMZMG/uO0mrNWl3Bpf2Vcy+L2ij6EssYQo0Qj541udi0ccg70HaWus5FMwr1/bYOX5J4cL6TCOX7OzwkIHhx+OVD0kZd6zpFer5559MkQAJhEQhWqGPzgFNYlA/BD8206/Ry+0bcm5lSI2FNcXJvIdb/fnOMG3xkDf3x1KzkjZm6eu3iy9Vvdl4VlbTaWLmS/MIbd1xtHFP/r/Wq/ftfOzdUP92OmU0zuODvNVZXQ8Q7Q+hPiXEfzdyqRvXf0O7vxBvBaXRNqUOx1Q2FmPRpAj3eXppYdSTve01/fv9xSdYH8dydOZyIKbKi126dWHP8aEK5tDB+NHub2q5NTiT4ytmh+t2lPRdz2fD/80u76ulrM2p7OLlagPRDx0Ud2aeLrMm8NdhV2/09i3hv1Fe/3L6ufrY9+XMwzgKuK9Zf13ll9Fnz6XLtOssSbu5mv+jPFkbK0Afz8w2RfqLTVtfXd1VvkD4EyHyPDlqcZF3HwezxxXZU1o8XCZAACVSFQHBCPUvJNdslR8qyWCDYUV8d8b5ynWoqpUYrkfC4tru2/7/DoneitaxQ7ilu0dMV60dFOiydv3+qrr53RakXtg46kKUU2iHX9eEv90R03OINy/nMy1JZzl3McZJ1Hn142aA1NcN+XKhfbr9OdWsHgn7cGDqDTfX63X/MPLxJ+QUiF/OFkXrV3ChKVATLN2LK17f6UYJHsXyjTOC4uPKTzb2M7LrW76KsfpPAXdtdvcmlfamxoGANn2YB/+nGL9SLO9fV9e7BZw2W85OtJfW6zqu8sJ7Hx1yUiJIa3CzhlvmjO/VBG5nd8/Q0nmiOVQDykFRRhnR8bpFh3zeRLiM7al0fjkbq9PKsatSTD3fz0eHTJEACJOAXgaCEumzGsTnbTllfl2Ld3cJDPXdY1rs7NyfcGtaa6kr7Zepq47hqzii13FDqtzoj9arjbdXtD9TP1wbqu1cP/xinKWEGAT6q/6a7wZp+02hHzQyR+RyHC3vX3Kiv5oa1yNW9rfSsCeu1BfWT2WRvgbSu70eH+8O5f6EGMwfVAxBP/m+PD6N5jfp+oyb2pNhiSQ4n1nWsCbjK6wr0eH9EvJlKYmZ6asvWXtGWbZZws7OiXHtI6I5CqgCg/CpqrrOiiy65g/sg0hfnmhNDBdO3aPeJvYPAupqZmYkOfHmRAAmQQNUIBCHUZ1t1hU0hhJxY5LJMFMV6FmrZn4FgH/QPaiA3Gk3Vml041OA4NzfEFyMj/f6l4YKPe425smcfspUn/+X2ZdUepasl/fz8a1WtvRB5SCRdWdpHm1u1WfV/Z1+33/xRkV6EkPNVZCTNQUh/j1tbcWhqIx5dlwfFmy4pvftcZHbX68nku9ImHsv7vrI875vXkQ5XfL5pSdchxXtIgATKSsBroR4vuQY3rW7/cPxtlkmRL36X9UKz9LPszyQljoFY/z/rR9yiR6sqcg+PYsEleVtdjWZOpk4CFxJfxJG/fucfVUPprf+X2i9Tv/6yU+pHGzUtoX6y/5J6bfdnqZE833y5+lXz1P5z/+bYIErYFrd0FiHkfHPbTQ3W4wdEyPn2/QnxBiECS6uJ3wmPp8Ba10JwiZbBM9FcumVAkZ6OF+8mARIgAV8IeCvUJ5VcMwGOVjcTFLO3oTu3cIuGYL/Wm4limuUSt+ixNeA1ugXL7+8sjtQt7VGUIXxSnLRGU85u0RXri8dOq3rndOQ6jlJlYKdzpbWqo6werOkztZp6efsgmzoEEzb8KKuUNjxFp5+694iltV6ficRbkVZf3T77fp9s9l/yMAEV2Pl6iOD7vKJ/IQo59Fu8dkwd5IcwV2n7GOLc0pKedpZ5PwmQQFkJeCfU41b0a2u71uLQKNbdL2mTcwuX7mdW9eK1j44UAv2NywfKXw4E1vp7Zb1MXXjP1a4amywtyzsQT/5r/asKFvC4KzzE8ux8R3Ug0hut/aYRPqA7HtRTR1I5HRf7eqOpll7262pYb+7HkkfCeKGpWo26V/GPIW5Ss6wN28/4kP1bZ4xSsg/38oBGh9ieSEd4Wahx30w0N3meZW6vru0Gc1i5tzdrKZTd5UUCJEACVSfglVCX2LOt3X5Uds32RbFum/BB+7pWdN0eIUP9d64dJDHTfQ73/d6purptbjC2dux/v1rTKhuW9D6UmvuN+VHmPia1j6zqbzx2kLRt3P3/vD2jnl3X3+xArMMFvjPcnPj6ucXlmw4EfP8cwcLfmWtGtbfpFp20sg7/PdSEbb5b/9PNgp2798pdtdRwOFKrW8XmGsg7QuYquJmgHK5RpOddXXyeBEiABIoj4IVQz1JyzRQy30WGqXEW1Y5JK/rRMaSxGMuzcHt/28tG6pblthqXiRwHAHAZ16nxDbHcrKF29l7rksUepebgen6tO6P+14q+UNadI2RFh0dAUmb0rIcZx0cb6l81V9VweOB1UKvV1MLSiUMWe/RXBNHaVlftdPVi6HXHafK+EJJkmRyvibbEUjkpY7+Jd9hsQ6oAIAwDY+B1QKCsv3tMNLc3x8cWUFdVqZXNdElIi/yM0JJeJH2+mwRIwFcChQv1PCXXTEGVTcvGdm+sldXUe6rWDjbKS/MtZSvxVBpRLex/e3HP0j1to4p2/35zutv4q2ZHSgT5pHld7Sv1P65ns/pPWyuStE1nPSEh30+30x0WCKNp7YMfXN1hyVrZ6FkLUdEZo+49ZRUnuuNPc19ZQgZ8ylCfhr/Ne+VzEOoBTBIbmXOUb4MXTZXyU8S9JKom0n/+4tVoabziloMEp0lrhX8nARIgAd8JFCbUxVqTt+SaKcAU66ZIqki8wdUYcY828wygx2nEOoT16xdumL/VQXbySQcJiC9HMrbtwUHcOizyEPpJ1mz0DbHvT141K9SPjkFn1n64NqN+tqMn1nXal8+urQMYnTFlvUdimAeD8N19szKY9pzkGmjWy1OrWr6P2s3yjCnr3IuXQRXCQKqWaC7U8rOmLOlf+tpT6rEnvqE+8N4/Uu+++46sHxE+RwIkQAJeEXAu1OOu0CjdVGRm6KMzQbGef20WUZoryQIOF/Xf6exleT96yeZmtzdUa1vm3QTTZF5Poq8joie1oWNZ12m/LJbWUJKjJa0Jk38vu8eBuEVXQaSOWxdl+eymWfNVSTQnXgQ73YGT/D5p5mDavaZEurzjmWcvq4+efzyyqj987r6J1vWLT15Sbzl7u1panDc1FLZDAiRAAlYIOBXq8YRiiBv00SWNYj37OpONYFGlciSthrYRAAAgAElEQVR7u8SMYySnmkqdbN0s0OOjtOkumCc7vfQRBw3wBHjV3PRxJM0cPARgWb8aO484Glc/qQ3ZCPYGQ7W+1Q/C1T2JB4Qb/vlabiyp/yb/DksrvGC2dgeljueuagm3Kop0+XzI9zu+w0LNbJ8sdtvWQsxMfs/E2zIt0qXttY0t9cULF9XFbz091rr+3Us/UJ/+/F+oF355LbK8v//euyjYbU0y2yUBEshNwIlQt5lQLDeBMQ2IWOcGXo9ukckA9XqodxcS8Niou/2TzZko5l33Qsb45b1cQAqJ45Ybuk/auU8O2MoY0wqLGzJfw7sHIrWKV9VEXJVKuIlIxbquWrz20c9yGRPNheoFY0ukx+dcrOtvesOZyLp+9Er6exV/CzhmEiAB/whYF+pitQotnhWWlxOdtrq+vqt6g3yWTP+m3VyPfEgGaG40BzWFTZe00Y0T13E/NznepLYkztN2roGkftj8e6ib3bxM4iJudTOMhIB5xxx/vuwl3Kq6rqetkTIlmgs1KaALkS5rANb19Y2tiS7wsK4/8LFH1VNf+QyT0Jn8cmVbJEACxghYE+ryIzIYDoPJCn2UKsX65HVWFiv6uBHasjDC9Rwl5caVfoN7++8ujRLd9I198hMaKiLXgKuxjXtPPDu4jVwFRY5t0nhPLoXnLmuaIzwqTnTgUVGuEm4U6dNXSuiJ5kIN0XMp0ietAMSnv/DiVXXmtlerbzx5ST3zwx+rp776Wbq/m/5yZXskQAJGCFgR6mWyslKs37zOyjS/kz5FtsQ63oeybf1hLJN8rXj39jgHeMHMt+sKeSR8SvZo5BtvSiNRxvP5pmo2asq0R4XtvqdpH6EMS3NNteZZMs80YzB5b9lKuElm99WtrtrpDk2iKlVboSaakz1JaPPrg0jHAr783PORFR0Xks6du/+eSLTzIgESIAEfCRgV6mW1ssoPIzbvqM1a1Qvze2yxGSUBrIKrLMTq4lzTeok5X9aTlOZqNeyX1fNlzOP6YfOQpuhxl3lsedmWoRKAhJqVOVQl7zzHn5fwD/x3ZcP/8I9QDQdFinTUV//mk5eipHFyff/Zy+qh84+rv/7KZ0wuJ7ZFAiRAAsYJGBHq+BLGBgF1s30ruWaKGKwUS/Otyoi2o9zKmIhHZ21ArCMbdtlzFdBV9vBqkHkvSymv+CFb1ZOKTfvcy/dcaNZKjImHMDrf6OPvCeH3TQ6OQ0ty26zX1MmllqrVDrzIss9U+ifh6g5R/qlz96m333k2agBZ4R+7cFH96HsX0jfIJ0iABEjAIYHcQl0yQu/V7+x5WXLNFM+qWVjBLbSM/abmOt6OWDHKItqOMpIN/hpdZQ+hkVJeoWe75yFMum8FmXf8poWQr0BCNiCEeAiTbq7jd++XoOwP1eqWX3uZUPceRYt0md8vfe0p9dgT31BnXveaKBb9O5d+EJVmg9s7LxIgARLwmUBmoV5VARfqD2aWRRive49kS1W+ZPO+UaIyXvgMLy80VShun0Wsv3hSvRBE21FG4grNQ5h0qycUl2gRl3sH5dX+jk43w5Pv9i3RXKieEr6IdJlpuMBDsCNG/a47z0b/eJEACZCA7wQyCfWqC7iyi/WqHsIkfVhDLYczblySSCm0solJc2Tj76HWog51g29jDrO2KQcdKxtd1e37lZiNnhJZZzX5OV8SzYX6GfZNpCfPOO8gARIgAT8JpBLqEudYr9UqG6st01jWpD1VP4RJ+piWYXMc6uYvaW5s/z0UbmXLYm57XpPaF9HmUwgEPHyOLbYU+rS1O0gaAv+egQAO6FC6D1cRieZC+b45ipYiPcNi4yMkQAIkMIGAtlCXHw2fNitFz2qoP6TjuNGKrr+aQnU33Y/BHAzV+la/0hUM9Gf78J1yQOdrQicJ0aCnRNYZHv+cT/HLvq9Bs+SLb00SzSEHj6tDEewtkJw3tDKRrWZNnVgsLnFc8auFPSABEiABswQShXpZS66ZwlgGsU436PSrAdaWU0tttdsbBpFwSjwleNCWfq6PPoHPy/HFVpQ809XGXafXPrtp6/Q/hHskfrmo8mdl+L0JYZ6P9tGll4qUCQxNpCMkEF4evEiABEiABMwRmCjUIURQlqrMJddMYQx18xSfYx9jME3Nj612JNsy2l/Z7Nl6Te52ixYXuQfgYQO+hUBwjt0tEind5/qgpgx13t3Nkvk3ufi9PLbQjDru8+/JOLIU6ebXG1skARIgARAYK9TF+tbtD+giq7lOQhPr8WzWZS+rpzmFmW/D5qpen1HX17telSfkHGeeUq0HJYZ1MBgVVs4p9Kz0WqA9vMkl97g1N8TKAx5OX64u2chZIAkr+4NREB5acYAU6bmWEx8mARIggakEDgn1eJwyLazpV04ocWVyqACBvs1EROkneswTvs093KCxgdrY6XOOjczw5EaKsnTaEAyWUZWqefGowSGdrWRjvnlulGoCcwzGZKI5CaMKscQeRXqORcRHSYAESECDwL5QZ7ZvDVoat/gm2OJdZr4BjQnMcYsPXhWReFhoqlajXvnKDDmmMvWjrude3udrUrvUAAN+wFZuAEkMyLwS/i6OvInmQj6IoUj3d12yZyRAAuUhMPPi9e0RNvaNOkuumZpWH8U6reimZnd6O64F27iDGGb8djPXR98iscsvWay5LXGy7WYtCrUYDEfFDJZvPUTAtHcDM7uHs8CyhhiFLNIXZxtq6UY8fTgzxZ6SAAmQQHgEZvr94QjusTi152WOgC9inVZ0c3Oq2xIE2+Jc06lFWw4I1ra6aqc71O0q7zNMwKYVNOSNvWHMXjaH+Tm22IzyVOCwBv/NchV52Jelv3xGqbSJ5kL+LHfmmwprlBcJkAAJkIB9ApFFnVYZO6ARu9q4kWTMzhumtwqrDH5QV7cYi+6av1hXr6/vqt4g445do9PY8MEjBhtFW3GyGt3gLTECNpJ/zbZqamm+FR2o8lDV7+UmGfizhCUUle/Ab6Lh9A6eFSc6KN04+XMqIj3EzzJFejhrkT0lARIoB4HEOurlGGZxoyii3IpYdjBqirfi5h7W1ROdtlq1ZOUWd1u6uhc3x5PeHE80lrcaAC2s/s1vUo9wsLI834qSOeocrEhysl4/vKzfSSyq9vdpv78i0je2e2orsESuFOlVW8kcLwmQgA8EKNQdzIJLsS5JAUM8rXcwFc5fIa7QpjdmTCbmfCozvTCPyJaSTfSWyIS+8Id0S7iF7AZdOGSPOyCJ5uSgVg5ubeawsIWDIt0WWbZLAiRAAtMJUKg7WiG2xXq8tN61tV0mmXI0rzqvMbkRF7fq3mCo1rf6nGedCSj4niyJwUyumYKHX+nXi2dFszE++Z/NnAaVBu/J4GV+u/2BajfqynYolI1hU6TboMo2SYAESECPAIW6Hicjd0GsI0nz2lbPSHvSCEvrGcVppTETwoveElamxkmjEruKz36SyyvmeWmuqda2mVvCyeQ4eInkC0EYRLe/l+zRVR4LB8PjK6YQkLnHb3+WvAVFwqVIL5I+300CJEACSlGoO1wFsK6cWmqrne4gSjaT96IVPS9Bt8+LNTzL/EuCKnpLuJ0zk2/TOazJ4ypvsq9syzwBsa4ipwSuuXbDaWUI8yNii0kExJsG39vNxow6tjA90VxSey7/TpHukjbfRQIkQALjCVCoO14ZpsQ6reiOJ87Q62T+d3tDLc+KrDV6DXWXzRgmIEnDBoNRVI1BSnhJ9n68bnWzx5AGw9x9aQ7z/2vHZlWtNqOurOxYrQjhy5ir2o9xh26hJHqlSK/qquW4SYAEfCNAoV7AjOQR6/F6rbSuFjB5Bl4pcauRKIuJtaNNSzIiukAbgO5ZE/EyXOjayaW2YvZ+zybJcHckOeBwOIpCoGZb9eBcoQ0jKW1zSZ4x4g6/stlVO929UAhfLop0X2aC/SABEiABur4XtgayiHUpx7XnOn1gjStsEHxxLgLIWYAkU1fXdvctq2iQIQ25sAbzMDbz2LAPhqPo8+zbhj0YkAF0dFzYQ9oSbgEMk11USuFzjUMY5CPAZ3vSJaEQPv2eU6RzCZMACZCAXwRoUS9wPiDWTy/PalnS5IR+ZeMgGVGBXeerDRE4uqnTiWM29Go2UzAB+UzPRJ4V/lnWCsZTmtdP+0xL3gqEwvDwNfwpl+/zo4evk0YW95ArOtEcRXr4648jIAESKB8BCvWC5zRJmMnfUd6F5bgKnixLrxfBBssKLDFrFG2WSPvRbLzEHuLRazMzdH33Y2qM90Ks5tMOYkSstZvjS7gZ7xQbtEIAHlLIPYA66ZJ7QvdFWCdFJppbXmhG3j28SIAESIAE/CJAoe7BfEwS6yLgYGnZ3h140FN2wQYBmf9GfSZyg+/2/IpZtDHmqrY56bMet6yaLt9YVdZFjzspTvlo/yQnBYSelHAregx8vx4BiHRcK5vZS68WlWju2GIrKhXIiwRIgARIwD8CFOqezEl8A486y0guRSu6J5NjsRuSdwCJxBDPuDjXZIIpi7yLbFpKNU0KX5Ekg/X6TBTfmtYqV+TY+O7DBNKKdHk6XsLNRAlPzotdAmmreOj0xmWiOYp0nRnhPSRAAiRQHAEK9eLY3/RmiPXTy+3of0c2cFrRPZocC12RzXw8NlFcZa+v77J0kwXmRTWJLO8Ia9Cp1JBV5BU1Nr73gIBkdsf/ksUFGs9JCT/83zyw8Xd1ZUkIqzsaF4nmKNJ1Z4P3kQAJkEBxBCjUi2N/6M3xWPRWo642tnsKlnVe5SOQlHcAm7QTnXaUXIprIOz5l7lG/oE0Lu1wRe3Au4Ju0MEsgKR8I2kHMu4gL20bvN8OAdNzPa6XNhPNUaTbWRdslQRIgARME6BQN000Q3sSm7ix01ebO/2oPBdc3ynWM8D0/JG5GwIM84x/ky6uAc8nUqN7ed2Y5fmktaLRFd5imYAt4YbQmBOdloIb/LTvC8vDY/MxArbmehJk04nmKNK5nEmABEggHAIU6gXOlSSPQdbnozVXKdQKnBhLr07j/owuuN4QWhp2JZs1ZQ3lGvB/+UBMH19sWSuxt18loD+MQqKYu6C4NVHU59FEojkpB4ukpbxIgARIgATCIEChXtA8iWUVScQmJQ2iWC9ocgy/Nu7+nLZWclEbQ8MIKtOcjVJbErM8GIwo1DxbSZIgUCf3QN6upz3oy/s+Pn+YgA+/x5JoDgf7aSoDUKRzNZMACZBAmAQo1B3PG37sO/MNhTh0nc2dJJjDvb3ByHFv+bq8BCSsYS1HiT2bSYvyjo/PHxDIGo+uyxBCjbW2dWnZv6+IpH/yfTKtLrv9kVfvDRKG4kM4WtpEcxTp1VuvHDEJkEB5CFCoO5xLHSv6uO5IcjFmAnc4WTlflfZAJul1catqnlq9Se/h37MRQBzp0nwriiO2GUssFtx4pYBsPeZTWQkUXUYvLtTSJCjMOt6qP+fj769uojmK9KqvXo6fBEggdAIU6g5m0IRo83Gz4ABdkK+w6a5+bKEZMWGsqj9Lw7VlVWKiWRXA/RqQePHd3jBVFn/TPZUycPjvykZPDYb0tjLNGO35Xi5TqkNIIto4A4p0GyuCbZIACZCAWwIU6pZ5i6VtWiy6bhco1nVJFXefiLa1ra7a6Q6tdERcoK+u7TKxlBXCeo1GltWFZpT0z7VYsnkYpDf66t3lI3PxsFhhGT/jCxIieHGuqRWiZvzlKRocl2hO1ioTx6UAyVtJgARIwEMCFOqWJiXummZyEwWxjtJtV1Z3aUWxNHdZmsXGCKLNlYULBwKzrfpN1QKy9J3PpCfgg2jzxbqbnl54T+B7F2WtENawtTvwagDwsJC+2Qy78GrQljvjMkmgqaFIojmERi3NN1SjXjPVNNshARIgARIoiACFugXwebJ863QnlJN+nbGU4R7ZKJvwmkjDw7XLdZq+lflecYcd527qetwSL91s1HhoYwl+CHkBWMLN3OSH/L2KvQEObXiRAAmQAAmUgwCFuuF5lB95xI9uW7S8UKwbnriMzZmql53x9SpEy0/WsfrwnK+beF/75cOc5elDaFxZwi3PbCsV2nzHR7tnIGjRkp5vCfBpEiABEvCKAIW6oekQK3q3P1DrW30nbukU64YmL0MzRcz3pG7KOmAm8AwTqfmIhDbg9tVNP5N3SWKplxivrDmr028LtRyerAMmG0y3DEIOJ6JITzfXvJsESIAEQiFAoW5gplxZ0cd1lWLdwASmbELK7NkuxZWmW5IJnCX80lDTu9eHeHS9niolpbt8Wpu6ffflvjLE/sfDr1jCLXlliUgPMUEnRXry/PIOEiABEgiVAIV6jpnzxaoasrteDvyFPOqza6lUBaAlzdzSQGjB4mxDrVrM4m+ut3stUaRlJxrSoUzSKJm/IInQ3t9R8rJWm1HwRBkFVuWOIl1vjnkXCZAACYRKgEI948wVaUUf12WK9YwTqfmY7QSBmt1IvE36ubHd8y47dWLnPbsh5M9UvM729fXwBEgRS6Gs3ggs4TZ+NclBBv6KTOmhXRTpoc0Y+0sCJEAC6QlQqKdkNq5macomrN0esrCwBsVAw2JVXbOcINBAV6MmymQVNMUkTTvyGR8MR1E8emhWtvhY+Z2gN/MhZHbXG8n4u1jC7TAXiPRTS2210x2o9e1+HrSFPEuRXgh2vpQESIAEnBOgUE+BXASbD2WZJnWbG/MUE5pwKzZDnfmGajXq6tpaWHXrKdazrYMyciu7CM020wdPVeU7Uw6gcPAUopt33nmW5yUHQdVF+trGllpanDeFle2QAAmQAAlYIEChrgE1NMEmG88rqztBWwM1psbaLWUQbKFbjaxN7oSGRdCuBRSPrstIkg0yf8FhYqFmdted93H3SZ6NKlaJCP173aQl/R33fVy98Q1n1PvvvYuCPc8His+SAAmQgEUCFOoJcCXD9/ZuPygXuZCz2Fpc71pNy0FHGQQbxPqJTksNBqMg4zC1JszATT4nCTQwvKiJ0EWKKQ5oRz4Xvf5IVTEr+myrppbnW8pn7zCT812G9W9SpIPHz1+8qh46/3j0389/8oPqzG2vNo2c7ZEACZAACeQkQKE+AWBoVvRxw6BYT/fpkFrZ2MSvbPhZKzvdiA7uDjmzcdYx6zwXL8UFa3PI8eg6440f3KxulX+845jwwGKPSigJMnXWddI9oc95s15TxztN1ajXkoaa+u9f+tpT6rEnvqE+8N4/Uu+++46bnsffv3PpB+o9d9+h3nL29tTt8wESIAESIIHsBCjUx7AL1YpOsZ79gyDJlkLznEgzYnHzDbFWcJpx6t4rWb7LPOeTWFTR5RssyprZXXfNH72vCiXcQq+EAZF+cqkVlZCzdV1+7nn1wMceVa+45ZR6+Nx90X/leubZy5FQv/itp9Vdf/hmde7+e2x1g+2SAAmQAAkcIUChHgNSBis6xXr6z7i4ulchZrMqibOSVkGV5nwSi6qtBXH3RiK1bn+YtEQq9XfkZ8B6QCm/MrHBwcyJTluFmpvBhUiXhY7kcl+8cFHddefZsW7wcJG/450fjoQ87uFFAiRAAiRgnwCF+g3GYlFFJtgyxizC9RlXiPVibX0MxNLS7Q/U+lZfoRxXFa6qCbT4nMKC2JlrqtlWeJn8bazN+XY94rFawgR6cV5VXvO666ZsHiYi0q+v76reILzvdpciXXeNIAEdYtkh1nmRAAmQAAnYJ1B5oR7fuK+U3NJCsX7wgZLwhs2dvsK/ql2S4Ty0snN55ikek1vGw7isbMruDk6Rrr8yJIcBnoB1PdScDTiAWpxrqlC9pHwU6bC2P3bhorrwyLkoWzwvEiABEiAB+wQqLdSraFGlWFeqChm+db46sJkFC4j1EC1OOmOUe8RjpqoHM0ms4kn1ynKIAdF5fLEVDb3KdcOT5n7c30MODRGRHuohZNEiHS7uP3nu+SgbPP4hfv3yP/yTWt/cVh+4966onBsvEiABEiABNwQqK9RlI4LYte3dgRvanrylqmK9SlmOdZea1Ncuc9xuyKJDdx5N3CeJxer1maCtqWARepZvE/OZt40QS7iF7j2BkByp0JF3/rI8jzj1O/7Df4oePfO610T11eHqjn+vv+3Vh5LMZWmfz5AACZAACaQjUDmhXkUr+rglgdra/UF1agjD1XtxtqHWKngwk/SVANfnk0vtKDfDVokOrSLhudBUsFDBjbcqOQiS5jvp76GLHYr0pBnW/3tI5QtDX7fwBDh2wwNEf4bM3ynl2pjh3TxbtkgCJEACaQlUSqhX2Yp+dGFAxJxaaiskz1vfLm+Mdlkz+af9oCfdL+KmLK7hFGtJMz7975IFPLSwCLEClz05Xr7ZTfe05HFpN/098KJITzenSXfD5f2h84+r9Y0t9egnP0hLehIw/p0ESIAELBGohFCnFX386im7WKdYS/etURZeIbrsppspN3cjLAKeNzjICyHhYuhizc2sZn+LeCX5dgiCeYfL+NW13SCT3/liSR+3Ms5/4ctR/fSnvvrZyA2eFwmQAAmQgFsCpRfqYhkKZbPpdvqVKqtYl037WsnLTpleL6GLdYo1sysilPXAeTc775Na862EG5JhwtJPkW5v/pFMDjHqvEiABEiABNwTKK1Qxwbz2OKN2uEbPcanTllbZRLrmHfEJWNMK5z3TN8osh52e8Mobj2ES+YdfV3d5Ofd5JxJya7BYKRWt3peWS2Z2d3kTOu1FS/hVuR3bOhJUX22pOutBN5FAiRAAiRgm8DMtbWd0U53aPs9TtuXGtnbu/1Sx1+bhBqK5WzamKUEF+c9/8oQATQcjtTKpt9ivQxrN/+M2W9BrJe+JObjvNuf82lvKKqaQkjfTZP4deabCvx4kQAJkAAJkMA0AjP9/nAEt7EyZERm4rB8iz3kjW9Rm8Z8xP1/GlYrn8t14VBuaa7JbP6OlpIvn7OQv6scTZWT17jOY1AG7y+KdCdLky8hARIggVIQiCzqS/Mthey+IYt1WtHNrMfQNsBMFGhm3pMsZz4ma2Jcsv25H/cGSda3vl1MOT+Iw+OLLeVbUrNiZqP4t0oJt15/aDU0Qt4TcqUSivTi1yt7QAIkQAIhEYhi1GXDe2V1x6v4Qx2QtKLrUEp3TyhiXQ5nylJSLN0sub3bJ1Es+SdGI6Ve2ugG953ldubsvK2opGJIDop/L63vqt5gZGdwbDUTAYRG4EDPxqF/KL9JUw886e6eaV3xIRIgARKoMoH9ZHLYiLeaNXVtrRsMD1rR7U2V73W1bW4K7VENu2UfxHoZNuxhr4KD3ouF01XSQR/WX1nmztY4pISbSW+LMnzmaUm3teLYLgmQAAmUm8ChrO+omdsfjLzP9Iw4tc7c3uk9LSv2FqhskDYKcnEdNzLp0577o18ZqO3NhD8ti0XThtUsaZTybpbcSyLl7u/4Ll6et5/HAAdzzcaMQiI7eFLw8peAeFvgOzpv1QjfD4x1ZoEiXYcS7yEBEiABEhhH4JBQDyFRi2T2plBzs6B9EutirVnb7qnt3YEbAHzLTQRQVggHZdcduh/Tmur3QrQ1P66t9n5TDqd3kpk9T5lMn357spKnSM9Kjs+RAAmQAAmAwE111H0+wZbNIC1qbhdv0Rsm5iFwO986b4PV7ESnHcWId/v2yjvuJ6oaDKP66LSm6sxOMffgAAeWb1i9TayJMrg8FzMT/rxVvGBWUn5PyPdLyAkDKdL9WYfsCQmQAAmESuAmoY6ByAbJF7dyZvYufnnJHLg+JOFmvfi5n9QDcXG1FRpRVMIyf4n73zOZs7wJHk214z+x8vdQvOB014SIdJceO6ZngSLdNFG2RwIkQALVJDBWqAOFbJSKiEWNT4VY0RGPTHfnYhep6w0UPSiKnW+dt9vywJG5T2uJ0+kz77FLIO/hGjO7252fIlrXLeEGr4zFuWbQuWco0otYYXwnCZAACZSTwEShjuEWmTiKVnQ/F5wLsY65X15oqjzxjX7SK2ev8gqzo1SY0T/8dYLPLpKTpi2hZyvWPXyi5RjBtM92kfsNU3Qp0k2RZDskQAIkQAIgMFWo4wZsnJBd/crqrjNitKI7Q53pRTbFurhJbu/21fp2P1P/+JB7AmIx20vymG3e4hn982aLdk+AbxxHAMKs3axFceuD4fR07WnuJe1wCUgyyngJtzIc0FCkh7sm2XMSIAES8JVAolBHx7GBqs0otbLZszoO2agPhkO1stFL3NhZ7Qwbn0rAhliXzZovuRG4BNIRkKoRWepqp41jTdcz3l0kgSRXdmZ2L3J2inl3/FBuNBqpuXZDFR1ml4fEscWWwgEELxIgARIgARIwSUBLqOOFp5fbKo+1LKnTUnprY6evkHSGl/8EIK7g3gpviyRr2bTRMMzB/7nW7aHU1cb9ugd7PKDRpRvuffiuOL7YUnErKkZjOmwiXELV67kc7DUbNXV1bVd1e/aqR9ikS5Fuky7bJgESIIFqE9AW6rY2VGj32GJT1Wu1oE/Uq7qMJPlPVmvI3I2a3LoZgavKObRxH1toKtmATyqpFol63FfXc40OjQH7e5jA0d8QZnav9gqRsDoYAHBQb6qsn0uqFOkuafNdJEACJFA9AtpCPW79MFWiS0Qa45HDXnhZxTqThoU970m9l434uPhkWwd/SX3i34slIG7uw9EoOpxlmEux81HU2yUfASzpOMgLMTcJRXpRq4fvJQESIIHqEEgl1IFFYpPxA5vV3Rmbtc58Q7UadVrRS7LW0oj1eHwiXGEnWVxLgqbSwxiXJGq2VVNL860oxIVhLtVbHhBp+L7A74dOkrnqESr3iOFtg+toaIx416WtFFAELYr0IqjznSRAAiRQPQKphToQyUY7i7szrejlXWQ6Yl1yEaxt99T27qC8MDiyfQJxsY41EnriKE5tdgLxzO5cC9k5hviklOwbDEZT81eIp5WP3hYYw/HFdrQH4kUCJEACJEACtglkEurolGy+r6zuaFlEaUW3PZV+tD+pzA7n3yllpy0AACAASURBVI/5KaoXOKBBPPpub8CKDkVNQoHvjYu01a0DLxop1fXSRld1+2EmEysQazCvlsRxuglpIYSX51vKp+SyGMPp5VnVqM8Ew50dJQESIAESCJtAZqEuYh0Jo+C+OO0SCzxj0cNeLLq9PyrWGY+sS66c98n89wfDG4njdlVvML2mdjlJVHNUSZ9/JpUr97pImv9Jo/cpRIoivdxrlKMjARIgAV8J5BLqGBTKc/X6Q7W+fXNJNfy4deaaarZVVyu0mPi6Bqz0S8Q6LCiYf1MJCK10lo1aI4BQl6W5ppJQB8lxcbRMl7UOsOFCCYjYSspHEBdla1u9QvvMl5sjkFWkSw+k3KMYBLLmxckzIor0PPT4LAmQAAmQQB4CuYW6/IgdtZbHa2OvbjJhWJ5JCvFZmX+4CYZcIzdE9r70eVIYhFhQN7Z7aot5CnyZLuP9EPdlXbf2vfjflsJ/4aXFJJPGp8Rpg3lFeryzCJ3B94nrEm4U6U6XDF9GAiRAAiRwhEBuoY725AdZNt6yQYfVjAnDqrfm4qV2MHokD9PNZVA9WuUbcTx7Mw7pxlnBTG7iy0cw/BFNOqTRGRnLNupQ8vseXU+KNKOQAz5XIXQU6Wlmh/eSAAmQAAnYIGBEqItYP73cVsORUt3+QK1v9TOXb7MxULbphoBs0OMZe6WettTMddMTvqUIAmkEeJp7ixgL35mNQB6RLm+EBRX/fMz8nY1KdZ6y6TEjSQlB06bXRdwjrDozx5GSAAmQAAn4RsCYUJfNWW1GqSur2Wus+waI/dEjEA91GHdIQ7GuxzHku6T03upWV+109TJ4Y90gz4VuNuiQ+ZS97+K6jnHC3T2v6zo8c+AKz3wG4awcyUGhG+6QdWTjDoSztnX0ub3fspZq1FmCzRRTtkMCJEACJJCNQG6hflSgIXEYNuxZaqxnGwKfKpoAEoYhaWBSwiiK9aJnyt7781hRpXQTklKubDKRmL1ZsteyLe8IW+3aI1HdliUnwfV1N1Ud8L5jCzjI6Ue/PSYuivTxFH/+4lX1zLOX1QsvXlVvOXu7OnPbq03gZhskQAIkQAIJBHIJdWzOIcqP/lCKIINlnVe5CaSNJ+XaKNd6EIt4bzBUeZJGSnZn0InX2S4XrXKOxraYjh/kcG34uYbm23W1ONd0fkAv3z+7PVSeyZe0liJ9/Nq6/Nzz6t4//bRa39zev+Hzn/xgJNh5kQAJkAAJ2CWQSahLsih0bWVjfLIoCDhcLLVjdwKLaj1PjdtjC3trg9bTombPzHttJHfC2kApJuYzMDNHtlsRK2qacIesfcJvSrtZi2KTiyjTlbXfZX9O8gkU5UUnZWDzrA2K9Oki/Y2/+1vq3P33RBb1j55/XK2vb6qnvvpZtbQ4X/blzfGRAAmQQKEEUgt1KZMCV7NxtdPjo0FyOcaeFjq/Vl4uschSGzvLSyjWs1Dz5xnZnK9sdFW3rxePrtt78bqgINMlVsx9ecIdsva4iHdm7WsVnvNpPrLkyMAcUaSPX6lwd3/Hn/yZeuvZ29XDD75v/6bvXvqBeuBjj6onHjmn3vSGM1VY5hwjCZAACRRGQFuo48esM99QrUZd273NRomWwkjxxdGGJu0amIaNYj3MRZU23CHLKH0SAFn6X/ZnipwfuFkjJ4YLK37Z5zHP+IpcA5P6LV4+MBDoePNRpE9eAV/62lPq/Be+HMWjQ5SL9fzik5fUQ+cfV19//BOMVc/zAeKzJEACJKBBQEuoS7KwLPVLRazbsLxpjI+3GCJgKw6VYt3QBDloJk+4Q5bu+SgEsoyjTM+YzuyelY0IsqQEllnb53PTCfjs9RIv4TYpNA+jo0hPXuXffPJS5OoOsf7oJz+oOovz6h33fVy94pZT6sIj55Ib4B0kQAIkQAK5CEwV6qYsqFKyBXGnjC3MNV+FPCyCaS1F2a00HWWIRBpaxdxrIx5dZySSpIr1tHVo2b3Ht1J68URiOtZTu3Sq03oo1TumlXCjSNdfryLWb73lVGRVX9vYikQ6xDovEiABEiABuwQmCvU8VvRxXS4qK6xdfOVuHZuZ5YWmgoVimmUiLwXJ6sx8BnlJ2nneZs1inR67Lvuk06eq3WPLoyYvR6kWUK/PREnm8tZuz9ufsj8PD6habUahTnoIrFuNmjrROVzCjSJ9/CqFAJ+UHE7EOp5kxveyf8o5PhIgAZ8IzLx4fXsUt3KbsqKPG6Rs+K+s7gTxI+/TRLnuCzY4xxZbKku4Q5a+UqxnoWb3GRPZlE31ULxyUIJpa3dgqlm2o0EA3wXHFyF2/GXPMAmNicx5S6hhSvslJPvDqN768U5LNeq1nDTK9TgSx937ofPRoN5z9x3q7XeevUm0S5m2TmeBFvVyTT9HQwIk4DGBmV5/MEK9c5yOizjbs2zmq0k6aczYUKH8EqwfvPwkUJQFlWLdn/UQj0f3xa1Y+rThsWD0ZwbN9ESy+4cQeiAVSfDbYroSgRmaYbYi38uoVe7Ld0EWkscWm2q+3cjyaOmfQdI4JI+79ddOqhd+eU11FubUe/74beo/3n3HIcFOsV76pcABkgAJeEZgZjQajXa6Q9UfDNVsq65cJH2DK1qvP0ws7+YZq9J3R4RQtz9Q61v9QvIJYFN4ennWmSW/9JOaYYBwNV+ab0XWJ/zz6fLVBdsnRqb6EqKVepyrsykeVWynLIenzXpNHe80aUmfsIhhUb/jnR9Wd915Nvr32IWL6plnL0d3ozzbu+++Q73xRik2EesPPvCuyPLOiwRIgARIwB6BSKijebi/X111k+yNYszehGZtWXIS+CDOKMayzmL+50IQZ1wf+ec5qQWU4Gs39zyfQksAyvWRNLt6fy8LR4j0k0utKLae12QCKLmG0mtPfeUzUaI4CHVY2iHMcUGof+Deu6L/TotnJ2MSIAESIAFzBPaFOppc3+6r9a2eudantEQ3VieYtV7ioi62VkdiN5Vlk5h23EXdL2W3wD0EceZbBvKi5s30e8uSSV1KdA0GI7W6ZSeMyzR7n9ory/cvRbr+qopb1R8+d5+SBHKwpiPJ3J//5bfV+ua2Onf/PZGFnRcJkAAJkIB9AoeEOl6HTTpi1F1c2AycWmqr6+u7qjeIDPu8HBJwXRc77dDKsllMO27X94fKWdxyEUazsunmgNH13Lh8X6jrYBqjkD0DXM59/F1lWQcU6elXkFjVYTmH+/tdb/sD9fCD74saghX9b5+9rN5y9vb0DfMJEiABEiCBTARuEurD4UghuZwrd0eJh73GGuuZJjDrQ0i8tDjbUGvbPbXtcRbtsmwas86T7ecQ8rA011QbHsaj645dslHTcqpL7Ob7kFX/eKftZV6C7KPae7Ko5Jh5+13E82XxdKNIz7Z6xKqOp+MiPVtrfIoESIAESCAvgZuEOhpEYrlra+5iEyWzMMV63ulMft5m+b3kt2e7QzaPPsTPZxuBn0+FEI+uS04sp1fX9ipY8NInEFJmd/1RHb4TB8LL836XmMs6NlPPyWFN6FUVKNLzrYijser5WuPTJEACJEACeQiMFep7Yn2kfrWyk6ftVM9CNCDrPKz5vOwQCNk6XRZLj52ZTdcqWC4vNKOHVjd7zrxn0vUy/d3yHRJCjH360dl5okyHNUmERIhu7/ZZceQILLA50Qk/DG2+XVfHFltJS4F/n0LgaKw6YZEACZAACRRHYKJQR5dgwcRG3tUFqxiukGu1umKV9j2yIV/bQg6CYdrHvbifYj3/NIR8WKMz+ioJTx0e0+6pYvx2WZLl5Z37+PMQt525ZvC5YkyK9KpnNRer+t/81RcP1VE3ue7YFgmQAAmQQDKBqUIdj7vMBI/3nV5uR8ns8F5e+QmI9RSJt1Y2wreeUqxnXxOh5CXIPsK9JxlKM51g1cUqvguX55uqXt+rcFDlUAmI28W5pgo97MykSMen54Mfe1R1FubURx54VyWFKqzqX3ziG/uJ5PJ+J/N5EiABEiCBbAQShTqaXdvsRcmmXFyMRzZHWRL1lc3VE2sEBzorm+F6B5ibZb2WqmZpFgHyEitKHFogZfeo0Ps07N1Vtc/EUTZlGb9pkR7teTa2IrEOwXrhkXNRXXFeJEACJEACJOCagJZQRyZ4JJfrDdy4TMtmcmWjq7p9N+90Dd72+8qe6bgsMZW214FYT/HZRRhLlayHrUZNHV9sBe/Sa2qNlDmze1ZGEHkIAYBlvUq/NRTpeivmixcuRvXDH3zgXertd57Ve6gkd2Hst95ySt1VsXGXZPo4DBIggZIQ0BLqGKvrTPDYVJ5cajstFVeGOZVDjm5/oNa3+qVJFDZubijWp69YWk+Vku8R5L3Y8rgMoe3vHhGkcHHuDZgWP867agcYZRHpKC+6dCMpps3PzzPPXlYPPPQ5ddcfvlmdu/+eQ6+CxR0XLO4+x7Wjn2m8AiDSf/6LK3R9t7mw2DYJkAAJaBDQFuoi1pGV3ZVVrizxcxrzYOQW1MRGUqAqlTGjWB+/dCROO+TkgUY+FEqpqofTlEWYmVoP49qpyqFWWSojdOabUeiCqwtCF67w7777jkMW5u9e+oF64EY8+5nXvSZyk/fpQr/v/dB59cKLV6OY+7e++ffUR+6/Z2rcPUT6dy79QD3xyLlKxuf7NH/sCwmQAAmkEurAhYzh19fdlVCTTeaV1R1nBwShLQskR4JAR3m70JMCZWFPsX6YGlx5q7oWJq2fqgixo+OvYmb3LN8heAbfoyc6reh35qWN8iWZk7Vwdc3dYXvWuZj2nGuRnjQGCPjv//DH6uv/7T+nslontZv37xDp7/iTP1M4QID7OsT6YxcuqjO3vVo9+skPju0rRXpe6nyeBEiABMwSSC3U8XrXmeCxwWjcyNBrdvjhtyYCZC9TfrVikOOzJ4nzqnhQIRzi2byrvBYo1g9E52AwUqtb1f1eyPINX8aDrmMLTVWrzQR/AOGbSBeL+qfO3eddDDtKrH3n6b9TT331s/uWcenvW8/eHon1+EWRnuXbgs+QAAmQgF0CmYQ6uuQyEzzeB0tHrz9k2bbYeoB7MzwOsBHfrnD8rSCpcqiExNmWLcO/6a8/WE1PLbXVbm+oELdexquq3gMm51JCR0KvGoD1joSKSAi7shn2evdNpIvFelzsusm1mLUtuLzjOuqO/6WvPaXOf+HL6uuPfyKyruOCSP/Gk5eY4T4rbD5HAiRAApYIZBbq6M+VFSQmcpOVHRuO08uzikJkL+a2M99QrUY1Xd2nfRaqKNbLnuHf9HefuDjD2hy6eDnKhiLd3GqRqgHwTgkxEWGZDqV8EemSMA7/fe8NIQzB6+MFi/rFJy+pp77ymUNu7t9/9nLUd8Sgv+kNZ6IkePj/J7nD+zg29okESIAEqkIgl1B3nQleNqFVTpDFjXjyR7MqYr3quQmSV8L0O+AOXL8RUuMqQWbePk97HuEfy/MttbrVjXKJ8MpPINTvWwmD2QuJ6ucHUWALvoh0IIAlGpb0pYW5KOGab3Hpl597XnUW5yNhLhb/TmfhkKUcY7j4racPucQXOL18NQmQAAmQwBQCuYQ62i1CrMN1FQntqlZmSCynVT6o0P00i+tqWWPW47kJyurCrTvXee4rTYKtuYaaazcqmUwyz/zrPCuiF6FXIcT7h3q4MG4ufBLp0j8IXbiPP3zuPm9qjMezu6Ofb3zDmchCjgRy9/7pp6OuI+P7+sZWdMDgY0y9zmeR95AACZBA1QjkFup7Yn2kfrWy44xd1RKHYeN1bLEZ8V3Z6JW6NrrJRVTWslSy/qtUhs/kujjaVujrJPT+25xbU23De2V5vqmajZq6vt719juYIt3UjE9v55tPXlKf/vxfqE89+D71lrO3u3nplLe8476PRy7sODz422cvR9ndIdYRnw4rO2LQf/wP/6SWOgs3lZgrvPPsAAmQAAmQwEQCRoQ6WodoWHWYrKYqm1MRZYzNz/YpLts6YTx6tnWQ9FSI60QShWFsZSwnljRnRfzd53VCke52RUAA33rLqcJrjSMO/fzn/2LflR2i/M//8tv7bvkSV++WDt9GAiRAAiRggoAxoY7OuC7bhk0T6kVfWXVX190EdN02KMp0SU2/z+fNte4II4veQlM1635b9HTH4+N9IYVLlEmU+bgWpvUJOTA6c83ocKTb9yMXgKyHjUAT38V5++ju7vMajTK2f+tp9ddf/WxkOYdIv/C5B6OM7nCJR513XxPe+cyVfSMBEiABHwgYFeoYENwCkcDG1YWEUMORKlWpJdl0dfsDtb7V99bN0tUcm3hPyGKdoszECtBrAyIMcevIbeBrDgyuB725tHmXlEP0IfwEfTnRaatQs9NTpGdbqYiTh3s74tAf+NijkUs7ksSJSEerTByXjS2fIgESIAFfCBgX6qjXCgv3AOrZ0XV6uR0dDoSe3Ra45m5Ya3zYADqaPmevEQ+Mq2u7KpQs35LJe2OnH4WX8LJPQMpy+WQxlVEzs7v9+dd9gw8JHUWklyG5KjyG4NXCK5kA3N1Rfu0D996l3n/vXerfv/PDkWCX/x8tSL30c/ffE4l4XiRAAiRAAuERMC7UgaCITPAnl9qRkAlVzLDUlpsPT0hiPWQvADezae8tEED4TkFGfV9qaHM92JvvrC1LngD8F95kLg8ApQzlSyWogHJssaUwHl7JBODODpGOEmxIHodLsr6vr2+qM697TfS/PfPs5UigQ6jzIgESIAESCJOAFaEuYh2WdVcbF7FuhLhpiVtm4L7oilmYSzZ/r30X61gPsC5h888s//nnO2sL8rn04QCQIj3rLLp5DuESyJfiqhykiHRX77NJkSJdn65Y0vHE5z/5wUMZ5yHWYUX/ztN/p17x8tNR6Tj840UCJEACJBAuAWtCHUhgiVrZ6DqjI1Yw1673eQYIVz9swlGfd3vXXWx/nj6X4VlfxTrjj/1aXUXPh5QFq9dnnFts/ZoJ/3sjyQhtHxaX6dCGIj3dukYG9/d+6HxUco0u7enY8W4SIAESCJGAVaEOIK4zwYeSuRkCoDPfUK2GOytMiAvUZp9hBWs2ZtS1NXeHSdPGg7W7ONtQa9s8tLE572nbLkqs470nOi212xuWKllmWv4h3Y/8BpgzWyETFOkhrQY7fY2L9U+du0+9nVZzO6DZKgmQAAl4QMC6UMcY1zZ7CsmwXF2+Wktl/EVt/F3xD+k9qBqAa2WzV2i3y7QBLxSkpZfDsn1qqe1MNPM7wtJEOmjW1tyV6TuClnT9hQh3d7i043rr2duj5HEQ6//l83+hLn77fyqKdX2WvJMESIAEQiPgRKgDypUVlDtyV3MW1tLGDXdRnyZFNluIRaerux8zU6RYx6b+2GIzykuALOPMT+DHmhjXC0kchsoWNg92JOt8Gcpt+TubdnsmBzu9/jAKa8r7ufb98FmXJrggSSPWOK9kAqiL/tiFi1GsOWLQkSDurrf9gXr4wfdFDz/06f8aifV4tvfkVnkHCZAACZBAKAScCXXXmeAxASeXWqrbG3pRtk0EGfrFBGH+fTyKEOu2LG/+0S1Xj7BWbMWMu4pzLteM+DsaHBi3m7Uov0DWkqXSRkhlJScddJ1eno0O0HklE4Awv+OdH96PRcf//44/+TP1nj9+W2RVlwu10pcW5w/9b8mt8w4SIAESIIEQCDgT6oABse4yEzxO77Ex2N7tFyrWUft4ab5VeD9CWJBF9tGlWBdBtrbVVTtdd54mRfIt07ttWDjL5NpcprnOOxaZ1yxJ5lx+J+Ud57Tn5beYIl2fsmR4/9H3LuyXX/ujO8/uu75/88lLrI+uj5N3kgAJkECQBJwKdRCCKLm+vusMllgtixJEeTZpziDxRREBcVfd6Q6sHuy4LuXE6bVDwKSwNmF5tTNKtmqCAMqpdeaaalXzYM5VmIWJsSW1QZGeROjw3xF/Dgv5dy/9QD3wsUfVE4+ci+qmi0jH3XCBv/dD59XXH/+EOnPbq9O9gHeTAAmQAAkEQ8C5UAcZ15ngIdaRCAqug1ndD9POqBwQdPsDtb7Vd/betP3k/YcJ2BTrksUbuRpWN/PHrXLuiieQV6wzs3vxc+iqBygferzTTvSssvkd5Gqs8h6K9GTicGmHKH/33XfsW84fvP8e9frbXh2J8RdevBr9DeXYcOF+/O+vuOWUuvDIueQX8A4SIAESIIFgCRQi1IsQ6+J+fs2BWJ+7YT0p2uU+2FVZcMdtbJR1N+kFD52vz0Aga0lI5ijIADvwR5IOZuTvtr16XGCkSNejjIzuiDNHwrjvP3tZvelfv34/WZxY1WE1h1jHheRyuCDSIdZ5kQAJkAAJlJdAYUIdSJFgBxsSV5dYv66s7uTOwjuuz9iYwL1xtsXa6K7m1NZ7TIp1WXcrG13V7TMe3dacFdkuXJvhvo6DwN5glNgVObjZ3Okr/ONVHQL4blmevzkhYZkObvbG0lKNOrO766xsCHUpwfY3f/XFyPVdLri5f/T845FlHRdKtH3k/nso0nXA8h4SIAESCJxAoUIdZY6QXM6VOzrmSpJA4b0mL9lk7VlC6NZskm1RbZlIRsh49KJmz/17Ib5PdNqJccjM7O5+bnx8YzxsAv1D2bIyeGFRpKdfbRDpjz3xDbW+uR2VX/vIA+86JNbRIlzeO4vzN/3v6d/GJ0iABEiABEIhUKhQB6QiyrYhk+5wpNTaVs/IPGHjjU0X6uWyNroRpN40ktXKFT+4MbXOvIHCjkwkIJbyje2e2tq92Vsob0w70ZeLgPx24PeoDN4VFOnp1ifE90+ee179/hvORAJc3ODh6o4kcvjfkFyOGd7TceXdJEACJFAWAoUL9T2xPlK/WtlxxtSUWzM2JZ35hmo16OrubPIKeFFasd5q1NSxRZbjK2CqvHjlpPXCzO5eTI9XncBaOb3cjvqEJKshh0FQpKdbWpIUDi7tSBQnMegQ5XB1h1j/wL13qW88eUk988Mfq6e++lla09Mh5t0kQAIkEDwBL4Q6KGKDgkzYri7ZTGe1YqQVb67GxffYIaA73yzHZ4d/aK3G1wss6yc6LbXbGxrz4gmNB/t7M4F4qESvPwra9Z0iPd0Kj2duf/jcfTfFmyMu/YGHPhe5wt96yyn1+U9+kGXY0iHm3SRAAiRQCgLeCHWxKKwbckfXmR3ZTL+0rpcAStoUMYZYdLq665Auxz3TxHqUIGqhqZr1WpQk0WXehXLQLd8oJIM3/osDQVhMeZEACMDr5vhiS12P/fbgOwQHOoPBKAqjGiXnJPQCJkV6+mn44oWL6s//8tv7VnIId/xv6xtbUbK4t995NnJ5/9tnL0dl2pjdPT1jPkECJEACZSDglVAH0LXNntpwmAVZYkp1yrZhQ3JssRnN+8pGj2KsDJ+AlGMQsR6PQWY8ekqIFbldvlswXCSZZK6Cikx8wjBRIWBxrqkmHRCHFCJBkZ5tTT90/vGoFBtKrMHVHSXXYDlfX9+MrOhPfeUzFOfZ0PIpEiABEigVAe+EOjLBX1vrqt7AXRkrnTrIUoe9DFl5S7WCCxhMXKwPRyO1NN8qRSKoAlCW9pUQYyjV+NLG3ncZynFFB3wOw3tKCzfggen81mB4IYTQUKRnX4gXn7ykINblQnz6+++9KyrB9o77Pq6+/vgn6OqeHS+fJAESIIHSEPBOqINsEZngpWzb1bXdm1wOQ9g0lWZFBjKQeBIo1yUGA0FU2W5OyuyOahPNRk2N+46pLKwKDTxtxn8cDi/Pt6Jyn+MqCBSJjiI9P33EoeMf3NzFtR311C9+62kmjsuPly2QAAmQQCkIeCnURaxDALmM04PLYW3mwOolltNuf6DWt/p0dS/Fks8/CKwLxKMjprReq6lJpbjyv4kthEYA3yGzrclVIORAkHkMQpvZfP1NK9LlbRI+4ZMnF0V6vrUw7mnEqIsLfDwDvPk3sUUSIAESIIGQCHgr1AFxpzuMku24vFAqB/Gk/eEocl31aYPkkgPfNZ7A0YRyYlmH8Or23YVrcH78IoBDGyQHwwV392kHjFlFm18jZm90CeSdb0lK6EPVAIp03VnXv+/yc89H7u6dhTn1nj9+W+QCz4sESIAESIAEQMBroY4OIlOy60zwUteWLs38kMQJzLXrammuGSU7jNc7ljJL8QzOJFcdArql++JE8oq36tANe6TTQqrSjCyqKjFfbOgERXqaGUt3L8R6Z3GeCeTSYePdJEACJFB6At4LdcyAq0zwcVf3VqOu1ra6kVWfFwkkCSuK9WqukSwiXUglZf+uJtHyjNpGToKk7yFb9FB28uRSS9UQG8aLBEiABEiABEjACYEghDpIXFlBrXN7ohnZeLEJQv1a1EbHBvzUUjtK/MSa2E7WopcvkZJ8cGVe3Zxeko9i3csptNYpSfa1muNAT7LD0xvD2jQV0jBEOi4bWf6xZpALwVW4DUV6IUuILyUBEiABEiAB/13fZY5sZYKHEOvMNxQs6EdrqUtJNp0a61xL5SOQxVoKsX5yqR2tpd5gVD4oHFFEwKRlUw54fMzuzelORwAu6jjg7fWHVkS69EaSzCEEJx6Gk663yXdTpCcz4h0kQAIkQAIkYItAMBZ1ADAt1nWEmGzIr6zuOM1Ab2vC2a4eAfGwWNlMH/4gLs084NFjHdpdJkX6UeHFCgKhrYaD/opIRzJS5FaxfcnvF963ttUz/jqKdONI2SAJkAAJkAAJpCIQlFDfE+sj9auVnVSDHHezbLZhxYKr+7QL97aaNXVtrZv7vWzAfwImhBjFuv/znLaHaTK7p20b9+scHGZpl8/YJ1DU3GFNnui0okPkpGoDaShQpKehxXtJgARIgARIwA6B4IQ6MMDVD/HCWS6JOcazKxvTY47j7WMzhEMCG5aLLOPgM+YJSBkk5ELA+ppWYkvn7RTrOpTCuMeVEHP1njCoh9FLH+YMMeuzrZvDt7IQRDuIsWfiuCz0+AwJkAAJkAAJmCMQpFDH8LOUbZOY8yy10WG5OL08HitV0gAAB05JREFUy7rq5taeVy1JzGeWtTFtIBTrXk1zps64FmJyYOTKhToTFD4UEXC9NqZhR7gO/r20nj0/Br6vji22OLskQAIkQAIkQAIeEAhWqIMdst5iM6tziTtznk2MbMpsJ/DRGQ/vMUdANri2yvGZcKU3N1q2lIaAiczuad4n97pKSpalb3xmj4CPvwetRk0dX2ypLIkJKdK5skmABEiABEjALwJBC/XhcKSurE4vnxavjb6+1c9dag3tnV5mVm+/lnH23ph0GZ3WC4r17HNU1JMmDvfy9B1ifXl+r8wXykbmDcXI0xc+e5iAeOD4mPwvi5WfIp0rnARIgARIgAT8IxC0UAfOaZng59p11ZlrGndXl00as3r7t6B1exTPmAzrkwsRRLGuOzvF3+fTXCFeuNmoqatru07WafH0/e6BlNND8rZuf+hlZ/fzbfSHiYc8FOleTiE7RQIkQAIkQALh1FGfNlcQ67Csi9iCJQoC3VRynXHvFndpivXwPkVwD0Ucpul4dB0SPglAnf5W7R6xYtfrM1FojYsDHB3GWDf4PkOfBsORziO8xwIBCYW4niMO3EK3xjYpaxmHPJPWDUW6q9nge0iABEiABEggPYHgLeoy5K3dgVrZ6O7HDe4lYrJrKZXNMw4JeIVBoGh3ZlCiWPdzrYgVcrc39LK6A9dNsesm1MSQk9ZNZ74ZfRfxIgESIAESIAES8JNAaYQ68EKcw1qKeM6k2uimpgMxzrUZpVYylosz1Q+2M51AZF1aaKpWw0wJo7y85ZCH7sx5SZp5Pktcr5k3p2uFYj0dL1N3h+5BhUMGeJmJuz5FuqmVwXZIgARIgARIwB6BUgl1YIIVHUnjXF5ILsdSSi6Jp3tXPB59bauX7mGLd1OsW4SbomnEHJ9cakclH1HRwfdLLLt5Klj4Pkaf+leWwxHJrYJQMYRR8CIBEiABEiABEvCbQOmEOnBfWUEdWXdJfkKxxvm9FO30DjGlS/OtSID5KMIo1u3Mu26rJmpP677L5H1iIQ0hVtrkuF23VRaRLtzgVYQ1z4sESIAESIAESMB/AqUU6tMywduaEhHrtmpx2+p3mdsNZZNNsV7MKgxlfUyiI9nHs9TMLoZ4WG8tWwI/uruHtf7YWxIgARIgARIopVDHtB7NBO9iqmXjjLhjZmZ2QXz8OxCPfnyxFSUWDCVLNkpw1W70tzhy1Xkzcku0m5OzYYdCQg4IfaznHQrDcf0s2+EZRXrIq5F9JwESIAESqCqB0gp1TChq3F51nJE91MzAZfkAhByGALGOi4kJ7a1G3zO7Zxl5yGs+y3htPyOHZki85kt5vjxjpkjPQ4/PkgAJkAAJkEBxBEot1IEVCaLWHScQE5faK6s7pdjoFbc80715rl1XS3NNteFpPLrOaCjWdShlu6fMgrbMY8s22+mfkrrjZToso0hPvw74BAmQAAmQAAn4QqD0Qr1Isd5s7LnW8rJPIPR44zghinXz60UyXvuaVNDEiMVbgBUo0tOESD+11Fa7vaHyqTJE+pEcPEGRnocenyUBEiABEiCB4glUQqgDMwQzNrAurxOdluoPRqXZ+Llkp/suiJNji83Ic2F1s1ea3ABYO8PhiG7wugthyn2hZnbPMnQRnL3+kGtHE2AZDzgo0jUnn7eRAAmQAAmQgMcEKiPUIXqurLpN8oZN8+nlWbW9249c8HmZJVBmd18RXLSO5lszZfK0SEOibHHWacae5t4yfodQpKdZAbyXBEiABEiABPwlUKhQ//mLV9UrbjnljE6RZduYldnsNMNKujjbUGvbPbW969ZTwuxIJrdGsZ6PdFkyu2elIONHFYoyJEXLymHScxTppomyPRIgARIgARIgAZMEChHqEOj3fui8euHFq6qzMKc+9eD71FvO3m5yXBPbgiv6r1Z2nLxLXoIN4enltrq2tqt6g5HTd5fxZVWyklKsp1/B4soM9+/VrV6lRWqVPitpVkoZRfqxxZZC1RFeJEACJEACJEAC5SDgXKhffu55de+fflq99c2/p95+51n1xQsXFYT7X3/lM86IIqEU4pldXq1GTWEjBbHOGuvZyIsAA7+ylE7SIUGxrkNp754yCjD90Y+/k2L9MJcy1p53KdLPf+HL6ktfeyqC+u6771Dn7r8n7xLl8yRAAiRAAiRAAmMIOBfqsKSfue3V+z/uEO7vuO/j6olHzqk3veGMs0kqomybJLWiWE8/zZK1u6rx/hSgyWumCpndkymMv4PfPXtcZI2UKRTJpUjHb/XPf3FFnXvgXVHY2kfPP67eevZ2ivWsH0w+RwIkQAIkQAJTCDgX6hDmt95ySi0tzu9367f/3b3OhTpevrbZi2puu7xg3Zpt1aPEdrz0CIjIWNtC5v6h3kMlvItiffKkwuW3M9eMPC26/equkWnLHowQt17VEByI9BOdtrq+Xp4QJJciHZb0i996Wl343IPRYTuu7176gXrgY4+qH33vQgm/cTkkEiABEiABEiiWwP8HECIEZvS71Q0AAAAASUVORK5CYII=",
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   ],
   "source": [
    "import plotly.express as px\n",
    "import matplotlib\n",
    "import pandas as pd\n",
    "import STAIR\n",
    "package_path = os.path.dirname(STAIR.__file__)\n",
    "\n",
    "adata_all = sc.concat([adata_ref, adata_aligned_query])\n",
    "df = adata_all.obs\n",
    "df['ABA_name_level1'] = df['ABA_name_level1'].astype('category')\n",
    "domains_level1 = df['ABA_name_level1'].drop_duplicates().values.tolist()\n",
    "domains_level2 = df['ABA_name_level2'].drop_duplicates().values.tolist()\n",
    "name_color = pd.read_csv(package_path+'/ABAanno/ontology.csv', index_col=0).set_index('name')['color_hex_triplet'].to_dict()\n",
    "\n",
    "## level 1 regions\n",
    "fig = px.scatter_3d(df, \n",
    "                    x='stereo_AP',\n",
    "                    y='stereo_ML',\n",
    "                    z='stereo_DV', \n",
    "                    color='ABA_name_level1',  \n",
    "                    opacity=1,\n",
    "                    color_discrete_map={c:name_color[c] for c in domains_level1})\n",
    "fig.update_traces(marker_size = 5)\n",
    "fig.update_layout(\n",
    "    height=1000,\n",
    "    width=1000,\n",
    "    scene=dict(\n",
    "        aspectratio=dict(x=1.6, y=1, z=1.4)\n",
    "        ),\n",
    "    margin=dict(r=0, l=0, b=0, t=0))\n",
    "fig.write_html(f'{result_path}/3d_align_level1.html', auto_open=False)\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "1658cb9a",
   "metadata": {},
   "outputs": [
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QJDJRTsv0X7Nbc5JXpPC1kr44MlyHbIPv4iRhIJHcRHj7K4Hyxc6f8NqcD7Fz/RxUqWgyc5UK3eDv3ncY/7dtKf65cEUoHcjHhFQMmVl6QX6s3/q98BL5YvVMka3lkUGTrZq5SuNsWvk/ERYjV5SQJQve3Sy8RGZPGYFSJWNFZpt3P/5KGLPaCsORU5ZIIUeUcnfUUz0QFRkOMmBds2mnyBZULDZKbvqFyBKlfZ459x96DzdlIZry/EAM7P1w/ljkBUNGtJR5qGnDmridkCzWHBgYKFQylmTJ9PlrsWXHXvTr2UEob8xL/drVUKpErOw6uAIjwAiYEGCyhE8CI8AIOI2AvX4jTg8ICP8BXVCgS56A0gW1MGQNDkRIXhpCIkcy9EYYnPADUGPdtvrwV7JEaylhXb3PSvunLEGUUlkrZJ7SebuiHockWUfVMn0xeSwZ8kIIPZm+2BVnoKg+zVMY0/rJUNYfCJSnx88BmaN++t7rhaCRbr6XznoB5cuUEGSJeSFz13vr1cCYoT1R/a6KIiSGQmOspQmWFCyUTvjlMf1ltzY1LQMtHn1O+KiQ6apUyLOE2lM/l6/dEoauR46fFW9ThpgcYw7Cw0OxdvEr4m+kPqlb664CniVFkSWTnuuHoU92Ee1++uUPvLl4nfApkQplz1k0Y1wBtUlRC5EyzxCR071TK7v6HDR2Fn4/8Rd+3rasADFDGFL2Hwp1kgqlMqbQnK4dWuDg4T/xzMR52L1pPiqWK4UxUxZj74GjVqf47pwJhQgU2U3hCoyAHyPAZIkfbz4vnRFwFAFn/UYcHde8nZqx9RTvr9MFIjzERMCQtJXCaUymrDniibQ3FCZLvGGX3DdHfz0P1hBmlY2yc0dnJjVPfePJ9MXKZuu6Wv5KoLgOUdf0TAoXUlcQeaN2IYKCiJvSJWJFpho1irN9krHtzVuJCAsLQfHYaDWmxH0wAoyADAJMlvARYQQYAVkE1PYbkR1QQQVnyBLJDJGUI+bkCPk7qOGnomD6LqnirzfHHIZj/TjRebiRlClSzfp78dfPhr37Tp8l8v8xPzOS9wd9b5LywtXpi+2ds7vqm9ZPGc4CBAZEqPiDAkUtfEnpMGnmuza7e6B5fSx+Y6xaQ6raj7fPX1UwuDNGwI8QYLLEjzabl8oIKEXA1X4jSudhqx6lAiUPkcRUeSNCCqmh+HxTWE2gUIoI1YgwZTX6zM2kv94QssGr9U8KhyfdwYWJI/lvXSJFCCcl/j+uTF8sP1Nt1CC8KGQnJDhI/K7o8sgkbcxOe7MgXxN9tm3PICKfQlVScaiNgLfPX208uD9GwF8QYLLEX3aa18kIFIGAJ/xG1NgMIkCiw4NxOzmrUHfCb4SegAYH5afxJcVIJpmxGnJ8hhyxXLg/kiV001YqJpSz4Vj5ULHi5g4oTBzJf+uScqJYVAhuJhX+TpVvDfFdK75zdQEI1QWByAQKZyTDWH/xP6E1k5kwkfNEygsPlCD5DDBK8OU6jAAjwAgwAu5HgMkS92POIzICHkVAC34jagAgkSXxKVniglQiR0g9YvIaMSKLzFh9mBxhsgRCCs9kSeFPFONyBxPGQtk3Lqn1KLwxPkWvrIFMLUfTF6syuAc7sTQTFjjoTOpGUqAwgeLBzeGhGQFGgBGwEwEmS+wEjKszAt6GgBb9RpzBULrwjArTiQtPKpTtQyJHyJDVXwsrS/x155kssbXzziom/OVURYbpBPmYnC4f2ugoJkrSFxtycr1a/ackC5XkA2MezsQKFEdPFbdjBBgBRsB1CDBZ4jpsuWdGwCMIeIPfiD3ASBeVRIyQaoQuLiVyhJ6EOioZt2cO3lLXX8kSCh2wFo7lLfvminnaClNzxXha7lNtxYSW1+rM3Ch8hEJH0vKy4TjTlz1tLdMX02vJV8obw3esmeQqwUP6rZN+5+g3jw1klSDHdRgBRoARcB0CTJa4DlvumRFwOQLe6jdiCxjpySOZt5JsmV6bjFhNoTVElFChv5eIdjy+3uWb44EBmCzxAOgaHZLIElJfqRVSodFlKpqWM5mzFA3gI5Xo+zQ9y4hMvdGjKzIP3/G29MVqh3xxCmOPHkUenBFgBBgBMFnCh4AR8CIEfMVvxBxyuhgUhqx5GWsCAgKEGWCG3ggDeY7kkSOW26T2RakXHYMip+qPZAkrKKwfByYI7uDijvASX/j+UBI+4ql1ekv6YneomOi3r2zxME9tBY/LCDACjIBfIcBkiV9tNy/W2xDwNb8Rwp/8A3S6QISHBEEXZPIc0RuMQjliixxhskT+9DJZIo+Rv9RgsuTOTnsqvMTbzpqj4SOeWmdR6YvFb4nIwlM02e6qObuLmKPsTv5Q9PpsJCanoUTxaOiCgvxhybxGRoAR0BgCTJZobEN4Ov6NAIXVkKKCZNAUepJrijjx6iKlkyTlCJEjubm5Ip1kpt50MUux6Y4WIgeuJ2Y62tzn2vkrWcLhJoWPMt20BQYAKRkGnzvn9i7IMjuJve39oT4pN+j741qCd3+fejp9sbvOmq+TJcdOnsNHm3dh195f8z9+TRrUxNzXRqJ82ZJu+0h+uPEbVCpfCp3b3ee2MaWBPDm22xfLAzICGkaAyRINbw5PzbcRsOY3QhdAV25nePXCKSyCvEaIHCGDOsmoj8gfZ8kRS2B8AS81N9tfyRJSUSSmui6Dh5p75K6+osN1YigmSyC8jVIzDfDnTFly585Xwxot0xdLGdQkHyyT+kS9BxPuCmXyZbIkI1OPNr2eR4cHG2PM0MdQolgMzl24IsiTZwY8gro175I7zqq9//y0Jah9T1WMHtJTtT6VduTJsZXOkesxAv6AAJMl/rDLvEZNICD5jZBqpCh5sDfe/EvkCMVq01M98hih9ZkuRo0uVcd4I16uPIz+SJZwuIn1E0WhJ/SdQ4ad/l7oBpaMbp1Rsfk6hu7w2tAKhkrSFxfllSW3BneFMmmBLIm7fgafnP5BQNKvZju0LF9XDh5F75+/eBXdnnoVG1ZMQ6O61a22SUpJw9zlG7F732FER4Xj8W7tMGJQNxGqs333Aew7dAzRURHY8d1BlC9TAtMnDsXBw39i07YfUapELMYO642OrZuIvtd9thtrPt2J6zcTUKJYNPo/1hHPDemJ3fvi8Nqc1QgLDUaFsqVQ4+5KeHPycEHczFq8Dr/8fgrVq1bA2Kd7o1PbZqIve8cuqi9S1Ng79uxlG1ClYlkkpaTiQNyfYh2PdGxRAL/EpFQ89+oi/H3+svh7vVp34dVxA1GremXxuv/omQLHn345jlN/XRDrDQ8NwdtL1+PQkVNoVK86nujWDp3bNbeJHXnPHfrtJBat2oJ/Ll5F6ZKx6NW1NZ4d2E3RGeBKjICWEGCyREu7wXPxKQQc8RvxhptdYcaqC0RIcJBQj1B8OK01kzLVuDl0iMmSgh8Zbzg/an/ImSyxjqi7wgHU3k9X9OePnwt7cXSX14a983JXfTXSF7tTneNpsuTvxMvo9MVk5OTFCgcGBGDnY2+jVnHTTbczhUJ1uwx4GaEhwRjWrysa1L4bd1UpV8Cz5OWZ7+L03xcxYWRfxCcm4+2lG/Dis49jYO+HsPbTbzFv5SYM7/8IHrivAdZv/Q4//HREhNL0ebQNfvvjDLZs34v9XywB3dQT4aLTBaFyhdL47/INjHttCVa8PR6176mCl2asQJWKZcSNflRkOO6uWgFdB76MejXvwpC+XfDr76ewfO2X+Oz9GahTo6pdY+uzDUX2RWoae8d+7pVF2H/omFgnkRqEW5MGNQpsBZFMX+z8CU3q10BISDBWb/xGkBk0f0GetBsq/j+w98OoUK4kOjzYFKNeno97692DwY93wvmL1zBp5krs3jQfFcuVKhK7Fk3qoGnnERg5uDse7Xg//v3vOg4d+RNTXxjszNHgtoyARxBgssQjsPOgvogAqSgMxlyn/EbcJeFVir+QMOsCERYcJP4vkSOUwjeL1CPZOUq7ckk99ixhsoTJEusfLa2kgXXJB9/OTplUlQeMTXALYuRI+mJ3qnM8TZas+OMrzD38aQHQXm72JEY37CF/2BTUuHDpOt5b9xW27fpZ1I4ID8PYp3sJMoRMX5t3HYV5057LV06QquKXIyfxxeo3BWHxf3HH8cH8SaLtz3EnMGLSfPy5d614nZSchlY9xuCbT+agaqWy4m/n/r2Mk2cv4GZ8ItZs2olnBnbDkCc6wzIURurr+80LhWKFSo8hU9C6RUNMGt3PrrEvXb0p5lVUX/aOTWQJKUSINLJVKMzpj1Pn8O/Fqzh++rwgTyRsiCx5d85LaN2igeji0JGTGD5hLj5651VERpgyME2fvxY9uzyIAb06Foldn0faoMWjz+H54X0w+PGHxf5xYQS8FQEmS7x153jeHkXAmt+IGhMqGROKlIxsj5EQUnpGiusmckQKqxGhQ0bPkyOWGPMT44KI+CMeRJaQcXByOnuWmJ8GT3+XqPF9qEYf7nzar8Z8PdUHK5HkkS/4+xggvLlIWJFlIFVlrvi9JL9yd3wXeZos2fbPAbywd3kB0Oa2HoG+NdrKA2lHDSJGSPnw/f7fsPLjbVg1byIqlC0pwnTMyQ4Kt5mx8CPE7Xy3EGFx5PhZDB73Vj4hkKXPRpNOz2LrhzMFuUBEC4XidHigMapWLodvfjiEwX06CVWLJWGx9Zv9IrTkpy+X5q/i9flrkJKajoXTx9g19p9nztvsy96xiSwhJYmtUBcKvxk2frYIUWp+b20QFhQ6ZE6WfLJsKhrXNylSaL3T5q7Ofy0tuv0DjYVyxxZ2G774AbPeWSeaUH9E4jRrVMuO3eeqjIA2EGCyRBv7wLPQOAJK/EbUWIK7jQjNY7dJNUKvJeM7Uo84GretBhZK+vBHcsAWLv6IB5EldG7ZyLTgyWCfDhMeTJYo+SYFtKZqVDZrz9cyD9+h76LAwAARjiqlL6b/u8Irx9NkSZI+DY999T+cT74mNqFqdFl81XMmYkMind6UzCw9gnU6BAUFFuir9WPjMKD3Qxjw2ENCGbL8rRfRrtW9os6y1V/gmx8PCQLFUlly5PhfGDxullWyhPxLyEx29aLJaNG4juhr1OQFaNG47h2ypHoVjB76mHhvz4HfMXbKOzjw1XLExpjWOmjsLNSpUUWEmNgz9pXrt2z2JcgSO8ZWQpbMWb5ReJF8uOBlgS9lHRowemaRZMm+g8cw8Y2VOLhjeaHUzbcTkm1iR9jQXp45958w5407egp7P3+n0L46fWC4A0bAxQgwWeJigLl770TAEb8RNVbq6qd7dGEnPEfyMtZQvC4RQXRB5w3kiCXGfENYEBF/JEs464v1bx5/PAvWkKDvu+jwYNxOzlLjK9pn+3CXManPAgigZEwI0jKNMBpzhKdXsC4AobogkCKFlJmkPlErK5ynyRJpH/9Nvi7+eVeMKZxFjULGqfNWbMK4p3ujQZ27YTAY8d3+OLy1ZD3WLHoF9zWuLQiKqMgwvD5hKBKSUjD+9eXo1LY5XhrV1y7CgtIQt+w2WhiZUvvDx84IcoCy35CyZNUn28Xfls56AWnpmWIvO/WbhP6PdRChOoePns73OGnbspFdY5cpVcxmX/aOrYQsWb7mC+w5cBQrZ48XuJLfimUYjrmyhDxOHur7kvBsefHZPmJ7446eQbbBgPsa1ykSuy7t7xMhVE/2bI/Y6ChhrEuKnANfLUNwsClTGxdGwFsQYLLEW3aK5+lSBNTwG1FjgnTjRzLetEyDGt0JWbAuz2skRBck+tQbjKanXiJlYq4q43iqEwo1SE7Te/061MLPH2+QmSyxfnroLNxIynRpNiq1zq0r+2FPG3l06QaQzsu1hEz5ylyjSASIcLqZlFVISeKK9MVaIUtccRzIy4Oyr+w9cDS/e/K8eHXcAPR+pI34G2XMeWHaUpGZhgopTGZPGSHCS9Zu/hYH4k6IkB0qlsoSCu1pbBaG8+HGb7Dwvc2iLmW3odAUyiQz9MkuYpwJ05fj7D+XRCgJEQmS2iI6u3qyAAAgAElEQVQ9w/R5GfVUD0HsULF3bFt92Ts2kSVNG9bEMwMeLXJbrt6Ix7ip7wh1CRXyJqHMN0WF4VCd30/8hamzPwD5yFChvSCsKZtQUdg9+tD9GPLC2/ltyPyWMCJCiQsj4G0IMFnibTvG83UaAVf5jTg9MQDO3vhJ5Eh4iMnHgVzl6YmWSTniGjmwGut2tA/2ZSiIHJMljp4k32vHpqamPfX3LC9KTjaHKilByXYdewkn8/AdUqBY+p/IKT19mSyRkDYYjUhITEFgYCBKFo+xugE3biUiNDQYsdHOhf+QaiQ5NT3ftNVyMAo5iYmORHDeQydSD127GQ/KWhMeFuLUAZLryxVjX7l2C8VioxERHqp47qQyyc42iL0gVbJUbGFHmBqNRhSPjVY8DldkBLSGAJMlWtsRno/qCLjLb0SNidtrVknkiJTCl0xZKTaayJFMvSmdrytipdVYp1p9MFnCZAkRjHTO07OMah0rn+iHnnKzUsBEQKup1vOJw2GxCHdmcfFF/GhN9FtcLCpEKEscLdQHGavTgw7JQ0wK35HCZaXfdH8gSxzFkdsxAowAI6AmAkyWqIkm96UJBDzlN6LG4umiNSwkEImp1jN7UPw9PYGienRhRRdOQjUiDOWMfie5Z7Kk4KkjPBJT9T5PkpmvmlKe0o0EkyV3UGGlwB0sXO0Dpcb3vqf74FAl53fAFRgWlb6Yfu/pGoALI8AIMAKMgOsRYLLE9RjzCC5GQCt+I2os09KMUJix6gJNZnFBAcKbg8igTMpUY8jxO3LEEmO6ESIVDaU25kIGg/5HlvDNcOGTz2TJHUwowxgRafwdUfQ3JBGORLyr5ZXlj9/F7sJQSl9M55oLI8AIMAKMgOsRYLLE9RjzCCoioGW/EWeXSRdBEaE6EWNPF64kw5Wy1GSRGSuTI4Ug5hvlgpAwWeLsp9A32nMGmDv7yClx5c80f4/KYyRXw92kHIfhyO0Iv88IMAKMgDoIMFmiDo7ci4sQ8Ca/EXshkJ4QkdcIxSlLYTX0VDg+VS8MWbnYRoAv8pksYXVR4c8IkSVRYTrEp+j9/ivEH02P7d10JpTsRaxwfXefMyZLnN8z7oERYAQYASUIMFmiBCWu4zYEvNlvRA4kIkGIFCFyRDJvM3mNUApfU7YaIlDKxIbheiKncJTDk95nvwomS4gsoTALJhfvnAVX+Cco+TxqsQ5nBZLfFXff6MvPyLtq2JsJR43VMVmiBorcByPACDAC8ggwWSKPEddwIQK+5DdiCZNEjpBhK5myUqo1ydHeVlpAvrhXfuA40wWTJSR/T800MFlidhSYLDGB4YmbWOXfXtqoyRg5vw9qZMKxdxZMltiLGNdnBBgBRsAxBJgscQw3buUAAr7sN0JwEDkiDFmDST1icqonciRDb4SBPEeMuYpQ45SfimASlYgsoZKSYVDeyIdr+qNnCWdEKnygyfcoMIA/F2x0K/9lxxjJYyRXwxPkJJMlcrvC7zMCjAAjoA4CTJaogyP3YgUBX/YboeXS0ySdLhDhIUHQBQUKBPQGY54pa47D6VtZEq3848RkSUGsmCxRfnZ8uSZ/Lky7y0a38qecUtDSzT7728hjVVQNCgfNzc11K2nPZIny/Tp/8Spu3E5Ei8Z1YDTmIEufjYjwUOUd5NVMSk7DgcMn0LVDC6ttM7P0CAoMRHCw6SEOF0aAEfANBJgs8Y191MQqfNlvRCJHKIUvKUeIHKGLI/IaodS1tHbKYKNGoRve5DS9YiWKGmN6ax/8BJ3JEn8kiOQ+r+zlY0LIE0/85fZGa+8zRs7vCIUCUmpq8k5yV/F1sqTDE+Nx/WaCgLNEsWg81KYZJj33JCLCw+yG+OMtu7D3wFGsXjQZBw//iWcmzsPP25ahWGyUXX0dP/UP+j33Bk7sWSPCqi3LoLGz0LDO3Xh5TH+7+uXKjAAjoG0EmCzR9v5oenbkN5KbCwQFBeBWUpb4ty8VeipJXiOmsJpAQYaIVL55aXzVIkcsMeOwAuWniC/0mSyhTB70VNxVn0flp1E7NTlLlGkviEylMJPk9GztbI7GZsIqJOc3xBNqUH8gS556vDM6tm6Ci5dvYNrcD9GqWX28OXm43RtmTpakpmXgwqXrqHVPZeiCTOHSSoscWUIKlvDwUJQrXUJpl1yPEWAEvAABJku8YJO0MEXyG5Eyt0gmpTQvX4p3Fn4jlK0mOEiE2JDHCClGTOs2EUPuKPSUip5Q0ZMqLrYRYLKEyRJP3Kho/XPJ3yGmHWIiQP6kMrEmj5FcDU+YsmuBLPn91ils+ftbAU+vux9G8zL15aBS/D4pS1589nH06PSAaPPRll34aPO3+HHLIsxetgFVKpZFUkoqDsT9if6PdUT7BxrjnQ8+w9ffH0Tx2Gg82bM9ej/SFuFhITAnS85duIIpb72PDSumISgoEP1Hz0Sb+xti9944XLp6C726PojuD7fCgvc2488z/6J7p1Z4/uneQoUikSVjn+6FLdv3IiU1AyMHd8czAx4Vc5y7fCPuqVYRvR9pI5THn3+9H+u3fif6rX1PFUwY+QQa169RCIPJs97DgbgTiE9MQfWqFTBmWC90btdc1LN3rYePncEbCz/C1Rvxon37Vvdi6ouDERsdqRh7rsgIMAIFEWCyhE+EVQTs8RvxxIWCs9tGCkpK4yuRI6QeESl8DTnIzDaK/7uLHLFcC1+8Kt9dJkuYLGGypPDnhdVpJkz4u1T+u5SUWYmpHPYpj5T1Gp56YORpsuSf5Et4/NsXkJObI4AJDAjE5s6LcE9sFUehLNDOkiyZuehjHDt5Dp+9PwPPvbII+w8dQ+d296FRvepoUPtufLXrZ5z66wLGj3xChMjMWLAWzz3VU5Ad5mQJESB9R07HsR8+FMqSeu2GoubdlTDqqZ4AcjFh+goR6jNxVF9ByEyd8wHGDuslCBCJLHm04/2i30O/ncTazd9i18Z5qFS+NMZMWYyGdaoLAmX77gN45a1VeH54H7RsWhcHDv+JmOhIDOjVsRA+RKjcU60SShaLwd6DR7Fo1RYc+Go5YmMi7V7riTPn8dc/l1CnRlVkZGbh9Xlr0K7VvZgwsq8q+8KdMAL+iACTJf6461bWfEdBYb//hjfcrEjkSBipRnQUXmNSjlAK3yxSj2SbfvC1UPhpqPJdIDUQESaJqSyzJ9T80b/DG75/lJ9odWpyaJIJR1bYyJ8n/vzIY2SrBv3+kEmuuw1yPU2WrD71OZb88UkBaJ5vOAhP1+njHKB5rYksadawlrjpP376PHbt/RVL33weHR5sIgiEWtUrC+UJlYxMPZp1GYGpLwxG4/r3iL9t/WY/rt9KwJKZz8uSJZ8sm5qv+Hhy5Aw8+tD9eOqJzqKfeSs24XZiMmZPGZFPlph7ljwyaDKeHdgNvbq2LkCWkH9JpQqlRTu5QqazZ85dxOm/L+LGrUQsXb0Vn773OurXqmb3Wmmsm7cTceT4X7hxKwG79x1GTHQElr/1otw0+H1GgBEoAgEmS/z0aFBYicGYK0I9KMzEGRWFFp9iEjkSGhwkvEZINUJPf4gcofWSKauWyBHLI8hkifIPJWe7KIiVv5Il1xMzlR8aP6jJN8CmTWbVhPxh90ZlqPyq3FfDU744niZLdl78Ca8eXFgA6On3jcVj1QorJxzZDSJLShSLwd1VyqNCuVLo1LYZ6ta8S3RFZEmTBjUESUGFvEK6PfWqIFbCQkPyhytTqhgWTh9jF1ny9Pg5aNvqXgzJI0tWrP0SZ/+5hMVvjLVKlkyYvlyE/Uwb/1QBsqR511F4ZewA9Hm0jc3lp6VnYtTkhYIo6fBgY5QvUxLvr9+BjSumoWHd6navdeePv2DiGyvRpEFN1KlRRcw9LDQY7855yZFt4DaMACMAgMkSPzgGRfmNqLV0LTy9IzKEFCNhISZTVnoteayQeoSIEm8pHFqifKeYLGGypFzxMFxLYLLE/CQQWXIjKdMpElz5p1C7NZk0sr03ngoh0e6JsX9mngr18jRZkqxPxeDvJ+NCyhUBWuWoclj/8DzEhNiXYaYoxC3DcMzrWZIlSSlpaNV9DLasmp5PqJjXlwvDMVeWUKac1i0aKiZLOvefhJ5dHsToIT0LkCW9nn4NLZrUFYSJrfLDT0fw/LQlOLB9eb6vCIUGFUWWyK21x5Ap6NKhhZgPldWbvsGvv59issT+jza3YATyEWCyxAcPgz1+I2osn9JUUiaKtEyDGt0p6oMu8oQha17GGopRpXVn6I0wULYaLyJHLBdMkl4ifTi0RP4oMFnCZAk/GS/8OWFMTJgwkWb7O5R+a4icd3cIifw3u/fU8JR6ydNkibRDF1Ovin9WiSqv6qbZQ5bQwKQIyTYYMXfaKJQqESvCWn7746wgPdQmS3aunwtSrWz/7gCmz1+bHzJj7lmyfM0X2LTtR7z16rNo2aweDh89g9T0DDzUumkBnMj3ZPhLc7H1w5kii87XPxzCrHfWFUmWyK2Vwn9q3F0JE0Y8gUtXb4r5FS8WxWSJqqeTO/M3BJgs8YEdd8ZvRI3luyNshDxGdLpAhIcEQRcUKKatNxiFKau3kyOWe8AEgPJTSaRZsagQ3E7OUt7Ih2v6YxgOEwOFDzSTBACFYpKyhFVHRX/hsYrR+R8D+qxRGKAzocyOzEIrZIkjc1fSRo4sadqwZn4WGurv+s0ETF+wVhi/SoWMVslgdd1nu7Hn59+xetFknDz7L54YUdDg1aay5KNt+Pv8JRHOQ94p/UbNEAaw6RkmNePkMf3z/U3GTX0HDercjRGDugsflTcXf4wvv/0/UY/azHltJDo80LjA8kn5TaE83+0/LP5O7//48+/YtPJ/oi9S0diz1p/jTuCVWe+JzDo0Jnm7REdFYOXs8Upg5zqMACNgBQEmS7zwWKjpN6LG8l3xdIrIEUrhS8oRIkcoDRt5jRA5Qn4jpGTx1cJkifKdZRl5Qaz8kSyhG2L2LLlzDvgzYcKCcZD/HnXHgw75WXhvDU+eMV8nSxw9FZlZeiQlp6FkiRiR7cYVhRQs12/Go2TxWJGa2FbR67ORSPMpHiNSFRdVbsUniffJ/0RpKWqtBqMRV6/fRrkyJRGscw0GSufI9RgBX0CAyRKN76Kr/UbUWL4aN/fUB3mNEDlCpqxEhghihEJqDL5NjljugScvwNQ4D+7sg7HyPFmSkq3HvhsXcSUzDVczUhGlC0GF8Ci0LVNZ/N/VhcmSggjzZ8KEhxq/S64+u57u31N+G55et1rju+JBkdK5MVmiFCmuxwgwAoyAcwgwWeIcfqq3drffiBoLIBUIhULcTFIeCiGRI3SxQe3NyRFSzrhb0qoGDmr1wfJx5UgSVmViWVkgIeZuZcmqc8ew4/LfuJqZZnXTmhQvi9frP+Ay0oSJgcKwM0lgwoRDTOS/R7WYyU5+1tqp4alMOIQAkyXaOQc8E0aAEfBtBJgs8fD+etpvRK3ly/kGCDNWXWB+aA2pRmjtmZSpxsnUxWqtQUv9yOGppbl6ei7sz3BnB9xJlsw48TN2XDknu/3lwyLxbvPOLiFMmCyxTpZEhen83rSTyBIK4UxOz5Y9o/5agbMFObfznlTmMFni3N5xa0aAEWAElCLAZIlSpFSqpzW/EZWWJbIOSCZn9LRfpPENDhL/p9Aak9eIEVkGk+cIF9sIeMo0zhv3hYkl95MlC0/HYePFU4qPi6sIEyZLCm8BKypMmLAfh/zHk7875TGyVcNTmXBoTkyWOLd33JoRYAQYAaUIMFmiFCkH6nmD34gDyyrURAqFyDIYhe8I3cBQ6t5MvVGYsjI5Yj/K/MRPOWZ8we9esuS3+GsYdXi38g3Kq/ls9UYYUb2R3e1sNeBsSEyWFHU+PPnUX9VD7qLOmGh0HlhPPtRgssT5/eMeGAFGgBFQggCTJUpQUljHG/1GFC6tQDW6yCLFCBmxkmqEXlNJzzKKsBomRxxBtWAbjiVXjiGH4biXLFlwOg6b7FCVSLMjdclXbfoo31grNa9kpOL9c8dwNiUeVzJMPimxISFoXKwsulWojqYlyjnVvy80Jh8F+kpOyTD4wnIcXkOJ6BDTb5Le6HAfvtyQvW2c211Pe4sxWeLc/nFrRoARYASUIsBkiVKkrNTzFb8ROQiIDBGeI3kZawICAkDEkBRaQyoSfoonh6J97zNZohwvUuHcSMr0a1NgCS13eJb0+GmryHrjSHm3WSeHCQ0ykyWixFYhQ9n597ZHdLDtdI6OzN1b2nD4iWmn6LOQnKYXKkcuhRHgcC3nTgU9LIqO0OF2st65jhxszWSJg8BxM0aAEWAE7ESAyRI7APNVvxFLCCg7jS5PNRKSl6OdyJEMvREGSuVr5eKTL9DtOEgKqhL5lKnP4aeiCrDikKU7ILmaLKE0wR32bFKwK9arzLu3HdqVqVLgTeqTlCKUUYf+TURH29KVCxAeSogSqVNSsKxv2d1vCZOYiGBBZpOqwp8Lfy/Y3n3+zXbu00EKrmBdABJTPWMgzGSJc/vHrRkBRoARUIoAkyVFIOUvfiO0fIkcCQ8xZQ/Izc0VXiMm5UiOSOsrV/gplRxC9r3PSh3lePFNkfeQJZRGmMJlqEghNUVl1CGVyEu1m+Nscjxm/HlA+YEAxBg0lj8W/u4w7bon/SS84dzxOXFul4iUpGujtEzPhLsxWeLc/jnaOiklDQfiTqBL+/tAKms1y669cWjWqBZKFo9Rs1uX9ZWUnIYDh0+ga4cWqoxx/uJV3LidiBaN66jSH3fCCKiFAJMleUj6i9+IRI6EBAeJsBqSktIPPpEjpGSg0CIl5IjlAeT4Z7U+kqZ++KmfcjxdraZQPhPP13QHFu1/3IRUg2PS8/Utu6FmdAlBlIyK2yXUJLZKlC4E0bpg2XrW+tjWuneR6Ypp/Gjq2wfDddirA/C0n4TnvwnkZ8ChnvIY2arh6c+Zr5MlHZ4Yj+s3EwpsQf1a1fDpe687t3FWWk+e9R6eGfAoalSrJNv3n2f+Rd+R03Hshw+hCwqSrW9PhXrthuLjJVPQtGFNe5p5rO7xU/+g33Nv4MSeNaoQRx9v2YW9B45i9aLJLl3TvoPHQHMf+3Qvl47DnfsOAn5LlviL3wgdVSIyKEtNWEiQUJEQGSJUIwZSjxhV8XqgfotFheBmUpbvfDo8uBI2aVQOvqsu+ik0hMJCBHkVHILyYVGav7l2B1lCJMdvCdeVb5BZTSJL9t74Dzsu/+0QAWLPoP2q1BHKFCpEjuy78R82XjhZYFwiY9qVqexT5rCu+jzYg72n63KmF/kdYEWePEa2angaP38gS/o/1hEPtW6avw1hoSEoX7akcxtnpTWRFGsWvYL7GteW7ZvJkjsQeStZsn7r9/h2z69Yt3SK7H5zBUaAEPAbssRf/EYkciSUstUEm8gR8hghcogy1dD/c+Wjauz+dPCTPLshs9mAw5qU46n2zSHdyJNHhqXqQbqxphS4FcKjlE/QjTXdQZYQPvaGxbgRgvyhmhYvi3ebd1asYlEztTF97xI5Tf9RIXJaSqXuiu9fc3xLx4YiPkXvkELQE/vkijEJ/5jIENxOZvK+KHw55brjJ08L1ztaIEt+u3ICG//YIYB8on5XtKikXmp4Upa8+Ozj6NGpcDhl/9EzMWJQN/z0y3Gc+usC3pw8XMxh1uJ1+OX3U6hetQLGPt0bndo2E3+fvWwDdLognPv3Cg4fO4P2re7FuOG9UblCGSx8bzM+3PgNKpUvjWIxUej1SGvcc1dFvLHwI1y9ES/aU/2pLw5GbHQk5MgSGovKPxeu4Oe4E2hcvwbeevVZVKlYRvx9z4Hfsei9LTh34QqaNKiJaeOfQs27TYoWc2UJhcNv/moPPtqyCymp6ej9SBv079UR5UqXUHRwMzL1WLH2S+zeF4f0jEw0v7c2Xh03EKVKxBbZ7/bdB3D0z7/RqF517PjuoFDaTBrdT2A2b8Um/HPxKh5u0xT9ez2EBrWrCXUGKUtIobFl+16kpGZg5ODuQqUj4V6lYlkkpaTiQNyfIPLrdkIS1ny6U6iGShSLFn97bkhPoUyRU5ZcvX4b81Z+irijpxAcrBNE2pTnB4FCo+Yu34jd+w4jOiocj3drJ84HKX8s11S2VHHsPXgU8YkpIKUSlY+WvCrui9754DN8/f1BFI+NxpM926P3I23F+y9MWyLCo0YM6p6/hx9u+AaL3xgr8OTi+wj4JFniT34j9KNNaXzDiBjJM2WVstRkkRmri8gRax8NvvhS7wuDbrKIMKGbHi62EVCLLCEVycSje3BERjVBpMnr9VsVMiqVZkkqhiPx13AmJUGEq1B9IlfIR8OVYR80/+s5KUjNNCAiMNilSpiBB7fjbEpBibTWzmn58ChQ9p2BB3coDhvqX6UOiDRxZJ9IwSdITl2Q8H0ig1V9tslklYjrsJBA6AIDYcgxeUFJ6j61cfP0E2+11+NIfyaiKtBj5puOzNmdbVh54xzaWlDSeposORd/Ed3WjUBObo4AMzAgENsGvYuaJe9yDty81kSWEJnQqK7J44pK94dboVhslCAVqAzs/TAqlCuJdq0a4+nxs1Gv5l0Y0rcLfv39FJav/RKfvT8DdWpUxXOvLBI3/C8+2wf3VKuEhe9uRosmdTBhZF/8df4SHhv2Gl4e0x91a1RFuTIlxM33X/9cEm0zMrPw+rw1aNfqXlFfjiyhsU6c/gdjh/USc12+5ks0qHM3Zr3yDP4+fxk9h03FswO7oc39DfHJ598h7uhp7No4HxHhoQXIkq9/OITp89dixsRhqFalHFZ+vA2x0VGY+fLTivCdNnc1fo47jnFP90bVSmXx+df70a9nB1y8cqPIftd++i3mrdyEhnWrCyKifJmSqF+7GroOfBkvjeqL1i0aYteeOGzduR8/bF6IE6fPC7Lk0Y73o3unVjj020ms3fwtdm2cJ8gnwmL/oWPo3O4+QcA0qH03bsUnCeKqcoXS+O/yDYx7bQlWvD0ebVs2skmWZGcbBHZlShXH8P6PgO7z3l+/A58sm4qXZ76L039fFPsTn5iMt5duEETbwN4PwXJNJWJjcPKv8/jlyClBVFGhczZz0ceCeBs/8glB3MxYsBbPPdVTrOunX/7AqMkL8cH8SbirSnn0GDIFr704GD07+6cvmqID6GOVfIIsIb+RbAOFlpguTMNDKZ2bbz5RInIkNJguyAMFOSIpR+iinMgRugj3VOGLdPWQ96QHjHn4Cd1walVFIaFNseNEENh79onUEFlYMtLEzTGFaNhDAEj+G+a7vvB0HDZePFXkQSDCZEKt5jZvxs1Df+ROlLSGTRdOWQ2NIZPUEdUbOZyu19r4v8VfE2uksBatF8qMI+eLYrkGakPmsE1LlLO5PPoupptyMsam72NS8KVnmc5hUb5PgtyWQiJ1AeLfpnBIk/LEEb8oy0lyKm2YSKtgJkuKOsBauNnX+neHrflp4Xx5mix5L24TFv68ugBMEx54GiOb91Nla4ksISVHhXKl8vub+vwg8ZrIknfnvITWLRqI90jBMWLSfHy/eSHKlzEpL+iGlm7uSRlBN+1NGtQQJAUVIg4++Xw3vlj9pnhtLQzn5u1EHDn+F27cShCKhZjoCCx/60VFZIn5WLv2/oo3F6/D/i+WYOnqrfj6+0OCTKByOyEZbXo9j2VvvYD2rRoXIEsGjZ0lSI5BfR4WdelGnkiAgzuWy3qlkKqkWZcRQnHTq2vrAvthq99PPvsOu/bFYf2y1xAYaDKvJXXKju8PYsHro8Vrg8EoCJLPP3gDRGBYepY8MmiywJnGJdxrVa8siAvzcu7fyzh59gJuxidizaadeGZgNwx5orNNsuTg4T/xzMR5+OaTOQIXqQjVTNdRmDftOTzS0WQ0S+qeX46cFPtLZInlmizDcCS8pr4wGI3r3yP62PrNfly/lYAlM58Xrxe//xk+/3ofKpQthXq1q+F/eUSLKoedO9E8Al5JltjyG/G1iwB6AkSkCF2MkyErvaaLcknSbe8NoitPpFpP+F05R2/p290ycikzCflJWJp3EmFCT9z7V9WmQ7m9aZZprW+c+Nlh3w3pDNFN9Vdt+oiXRHCMOrxLEdlC7Sg8xJyEKoqAILKje4Xq6FbR9AMuFblMMpbnnAgaZ/ePxlx4Js4rSBI1PufWiC36/jUpSHTiu1hvMApjbEe9n4g8kbKQ0f+piBTteanaHQnZYYUfG2TLnX8t3OzLzVHL73s6Ew5h42myZMeZPXhp59sFtumth19Cn3qdVdk6W2E4RG6QooBCXKQb20WrtuCnL5fmj/36/DUifGXh9DGFyBIiMBa+tyWftLAkS3b++AsmvrFSKA7q1KiCs/9cQlhosCBolChLzMkSatvr6dew57PFWLhqs5jf7Ckj8udJ6yRygcJRzMNwWj82DhHhYShdslgBPJWEflBWmW5PvYodH7+NalXKF2hvq18Kvfm/uONCQSGVV95ahR9+OiJID/NCoTMxURGFyJIJ05eLMBZSbViSVGLtyzZg3We70eGBxqhauRy++eEQBvfphGH9utokS4jgorZxO98tMA9preYkCq1jxsKPRF0iSyzXZEmWSH2Qkoh8caRSplQxcX6oGIxGtO/zogjfOfztKoSH3amnyoHnTjSNgFeQJXQhqjfkCkkzPYWTu4D05otFiRwhCTE9dTRdkEtpfI2CKNFq8bQ7vFZxcWRe7pRJk7pi4u97ZJ/A0437/HvbOxSi4AgGStvYkwJz44VT4oZfrfJ6vVaCyBgZt0s2fMd8zJrRxbG+pSn+VU6NQnWo/rx72wuCRWkmGcs1OuPJYe+YFHrkaMYctfZGjX6IMJnVuLUIcySymuS5RFST/5MriGr63JNaRcpURlnKSDVpj98Jpcy9lpCpxvK9tg+6mSXCiUKhuBRGgLOtOXcqtHCt42myJCkrBX03Po9/Ey8LMKvEVsBnA5YiNjTaOXDzWttDlpAPyNgp7wJ5BWoAACAASURBVODAV8sRGxMpeiAFBREdpBawvGm3RpZ8uPBl3N+krmhLqpQuHVpg9JCe4vXqTd+I0B5HyBLyzCDC4ffd7+OdDz4XqXYlRUtaeibue2QUFk4fLUJVzMmSx599XYR5DH68k914UhhRq+5j8M7McQUMcqkjW/1aIxYWvLsZ//53FUtnvVBoHtYMXjv3n4SeXR4U2FniLilpKNuNlB541OQFaNG4rixZQllyxkxZjH1b3yngE0Lpi1v1GCNUPxQqRWXZ6i/wzY+HhArF2po2fPGDIGmIcKMi4bVl1XTUrWk9jOyr3T9j5qJ1oj6FAY16qofd+8INvBcBzZElaviNkMFdYqpe08SCdGSkJ5Wmi2PTk0XpqaKBPEc0TI5YHnu6AMvJBdIyDd77idDQzN1x00NEyci43YpvbM1v8rUClVKyZPuVc0JRomYhE1EiIUYd3m13t0S07L35n2KlBilS5jdur4jYKmoy8+5tJ1L3FhVaRQqZ3xKuiTldzUjFlcw0kbqX/m5vOIvdgGi0wfzmbfFI+eqqhcnYs0wp3NLc70RK8U4kumVxJ8lqzzrcXVfpd4K756WV8Rgf53ZCCyHHniZLJAQv5JElVYtVdA5Ui9b2kCUJSSno1G8S+j/WQYR0HD56uoAXhhxZ8vT4OWjeuDaeGdAN6emZ4qa8xt2VMGHEE7h09abw+CheLEoxWUKKhImjnsTf/17G7KUbULF8KaFQkEJJiBxp1ay+UFKs+Ggb9n6+WChIzMmSVZ9sFwoM8vOgG/jL127hsx17hS8HlamzP4AxJ6eASsUcQiKLiNyf+sIg3FW5nAj/ubdedfzwf0eK7NcasXDk+FkMHveWGKdrxxYgcuK7/YfRrGEt4edCYTg7188FrXn7dwcEVpTemcxTLXFPTk1Hy26jRXhQp7bNhY8MKXiIWJFTlkh73O3hlsJLhHxPCD8K8aG1RkWG4fUJQ0H1xr++XPRPPitFrWnkywuxc/0cBAUFCmPf4RPmIttgxNxpowQZc+bcRfz2x1kRHnTm3H/oPXwaVs2bKCCmkK8PF7yM+5uayDUuvo+Ax8kSc78RCq9RgxzQAutf1NGh8AqdLjBfek31SMpNMeveRo5YrpHS3dLFenJ6tu9/ctywQncopHrs/9zum2AiTKikGLKF4oFuvilMxxFTTDVgJJKOvB5sPUWmm/0eP21VTAopnRetn1QUcqawSvuTq6eWYoP6obAc2rcUgx7vnzsGCgXyV0LEFu7m4VZy+yO9fyklJb9qpWh1nrSa+51IIZmmDGcm5Ql9BpgsMcHOIaG2T6qWr5GUfsY8VU8LmXBo7VohS1y1D/aQJTSHfQePiRtv8rCgQk/+ydyUCt20N21YMz9Ly669cSILjuQdQmEm0xesESEWdCPeuEENvDLrPfGaQmEoBCU6KgIrZ4/HybP/4okR03Hshw+teodIZrLSPEhBId2A01zIqJWUD1SobyIhOrZuIl4TWULpbCn8R6/PxqL3PxOEgFQoo83axa+Ystt0HYXpE4fiiW7trG7Bxcs3MOXt9/H7ib/E+2S4+v78SShXuniR/ZI564G4E/mkgNQx+XeQX4q0JvIMeXfOBCSlpKPfqBliHdJ7k8f0x1NPmEKxLHGnv1HmIcKeCmUtytJnixCkoU92ESTOnp9/BylPrBUim6bO+UBk0qFCOBFeFEbzwrSlIsMQFVKYEK60Z9bWRCE1Y6csFtmUqFBYTXJKGqYvWCsMaaUiZfbp9fQ0dG7XPJ+oovlv/PJHQbZwNhxXfQNoq1+3kyW2/EbUgkZLElMiRygTgiSrpgtaklZLTwfVMPRTCzdn++EMLs4iWLC9q40a6ebYEUWEtVXSzTcZiTrri2HZ96WUZCw5HIeTt2+D/k0lJjQU95eviN61auH+ChWh5POudviNujvtud4cMUD13Gw9NzJl1ZEMXyVTXckMOFoXIkjD+OQMrDl+DL9cMV2wSSU6JATDGjTCsAYNxdlVq0h+J+ShQmFCFJ5Kvy1EmNxKzpINV1VrHlrsRwtP/rWIizQnxsfx3aFruhLRobie6NlQN18nSxzZIaMxB9duxqNEsRi7PSWoLakSShaPEYoMuqGmVLXlypREcJ7qW8mcJDUFZeqhPsjXw7JkZulFVhjKvEPpbW0V6uN2fDJioiPz10SGti/+b5kISaEsOrZKaloG9NkGkabXvFjr11Y/lOGNwmgoZS8Z75oXUmRcvxmPksVjFeFO4UekMpHMeJXgal6H5kHeIpERYQWa3riViNDQ4ELzK6p/Cr8JCQ4uMGfaG1LPlCwRI7s39s6b63svAi4nS+z1G1EDSk/etNOFK3mNmJMjUopIIop8iRyx3CtPZnBR49xorQ8KJ6PUwc6eGSJFqJCCgMIvyodFCRUIpclVO6OJM74Ylvi/czgOS36z7S/SonwFrO/VAzEhIUjJKDr8yxVr1dp54fm4DgHKjtO2dGXhd7PjyrlCA6XfzkJmsm1FXWxYKJrcUwE3cjJEe7VVWUSSkLqPfv8okQERJ1KKYvq3nNeX69Bzf88Uwkg3s/60ZntQdodq0Z75eFNdrZjjMlmizVNjzdRU7ZlKygwpJEft/rk/RoARKIiAqmSJGn4jamyQO2/aaaxQylYTHJSfxveOesboVxdrLAFX4/Te6cMZKbmt7DZSCAbd9JEvhdqFCBO6EUw1ZCNKF4ymxcvZHaKjhCiR5l01NgbfDeiPoJw7T2h2XP5b3NSeSUlQPfRGbby4P+0j0LZMZZxNjrcappR2MxNZqcp8mgICgZiKEQjSBeYvWk1VlvmNnJRBTSLwJUUjGaWrEe6q5V1zh9+Tltdva278O+3czilRMjo3grLWTJYow8ndtUj1QaEZltlj1JwHKSiiIsNlVSVqjsl9MQL+jIBTZIkr/EbU2AxXxZSKmHFK4ZtHjpB6hFQjRI6YYsf96+mdtb3iJ1ZqnGBTH46SJfZmLlFvxkX3RJl0XqrdXPibyJXPz5zGy3t/lKtW4P2H76omwhzIK4JCbs7pE6HLS8VqV0dc2ecRMJLCLysHOXkGqQGUDjhSB/q/vSUrJRtpt7LsahaoC0CxygVlzNQB+ccQ0eiM909RT73N/U4oRTG9ljL6UKpiX1JgMBlg+zhSGEmxqBDcTLLv3Np1yH24slbMcZks8eFDxktjBBgBTSFgF1niDr8RtdBRQ4YrkSMUDy5IkjxyhJ7MZRlMEmcuBRFwtc+GP+FNF2XkbUPmjUqLFokSae70BH1C7eboXqG6zeUM+OpL/HK1oO+D0vWb16On+GExIQiLDXboRtiRMbmNdhEgkiQjQQ99ESoQXVgQIkqEQBdqO4bcfIXJVzNgyFT++ZTaRpYKRWh0sFWwKF0xkSZFZSz65cpl7P73PC7nmcjGhISiTqmS6FOzNsrHRooQHFshaTSoNb8TIk3sSVGs1Z1mMsD2zmgljESr50duXnSNE5+S5XF1FpMlcjvF7zMCjAAjoA4CNskST/iNqLMsx57K0wVkaHAQJPkyPaEiubJ0AcnkiPzuOKqGkO/Z/2rERASLNNK2srxYojIybpfbMrM4uiPrW3YrUmFy6MplDNy+zdGurbYLCglEVNmwAqEPqg7AnWkeAUOWEak3MpFjyLU5VyLYIkuFCaWJXDHojUi+bPIfsbcQMRNTPrzIZmS8O69hOySSEZ5ej+SsLFBWnXd+iytkIGveyXNNG2P8ffcVCElTMjfJiJxSFJPnlrnfibUUxUr69FQdT3qWeWrN9ozLWevsQatwXTUexDk3A1NrJkvUQJH7YAQYAUZAHoF8skQrfiPyU1ZWQ4lUksgQUoxIF4j0mi4MhSGrH8R1K0PSvlqUkjA108CqG/tgs1rb3thoNbPbqDD9IrsghUmF8EiRepiKZHTZtHhZ/HH5Ot488LPqwxNhQjenjoRaqD4ZAJyFxhWoWu+TFCUpVzNkiRLz1jEVwmUVJo6E4EhjEClTvGqU1QnLKWDkkKtTshQ2dO/pVOadovxOpBTFcnPw5PusnLCNvpJrI0/un5bH1lKIF5MlWj4pPDdGgBHwJQQCElKycim8xtcM3+hGk9J/JaffyVBAP3TCkDUvY40pPVgOSH5s8EEMPHFQSQ1B2VvSMpUZHnpijt4yJj0BtJTUp2Tr8VvCNZinLSWPA8rUsfHiKbx/7k6OeG9Zp/k8A5Nzcet2mkumTk/zqeTm5IJ8I8hkMzhCh+Bw5WEXakyMiJJ3m3cWaZtdYbCrxhx9qQ9HQmWK8hUxx4VCejIS9Q5DVaJaYbJEqQJGblDy8Hm3c1e5aoreN1dceoPfib0ksyIQfKgSPdAgtaI94Z0+tHynlqIl1RKTJU5tJTdmBBgBRkAxAgGXb6Xb1iUr7kpbFelHLTIsSFwU0AWeLsiUfUBvMArlCJMjrtkvvlBVD1fLJ6Srzh0T5qWphsI3aKTWiNYFW83Wod6MXN+TszegjsyQSJTI0qGFwnTIN4L8IyYd3ZNPTjnSv2UbKQxp4MHtqvarxtx8rQ9nQmWiy4cjOI9gs4aLPs0gQnscKdbIGFKUJF9OR65KVlikLmlRoaIj07PZhh460O9rsC4A5OdF5Dj9pmrF74QJe9tbTp4bt5KznE5Jr/rB8oIOtRTCxGSJFxwYniIjwAj4BAI+RZZIcdekHCFyhJ7Kk+O/Kawmhy8O3HBkWQKtHsikgooK0+FCfCpGHd7lFzfWztyAOoM83bzSzbGU0pWIkhHVG4ku2/+4SdX0wz+27ycynkw8ugf7bvznzLS5rQwCmUl6pMc7pv4IiwlGRMnQIkfIzjSK8B5HijVvFEcUMLbGblGhAjZ0f8yR6dnVxtzvRBcYCEOO6fdW/O7mZRyyq0MnK3OYiW0AteK54eQ2e6S5ls6Wv5AlZBFw/VYCYqMjFaXK/efiVdy6nYT7Gte2ekbSM7IQEqKDLsh+Relvf5wV87inmvoktEcONA/KCDACihDwarKEbibJjI7IEYqxpidcZExHGUQotKhs8TBcue3Yxawi9LhSIQRoT6LDg3E7mdMSOns8JCyH7f/Wb26q6el60n/pzkLnUHsiTGIrRmBanVaoEVlceD7Q33r+tNWh/opqtK11b5xNiRcqoSMJ11XtmzsriEDazUxkFZH9Rg4rORNWZ8gSaezwYiEILx6C7AwjUq6p+1sVHRKCo8OekVumqu+bpygm5Qn9Pks+YO7yO2GT8aK3VEueG6oePDd1Vjo2FImpek2Erfs6WZKdbcB767Zj5cd3DN8b1q2OmZOetklWrP30W/xf3HF8MH9SoVORkalHsy4jsHTWC+jwQGN8uPEbVCpfCp3b3afoBI2ZshgN61THyMHdFdXnSowAI+AbCHgVWSKRI0ICHBSQL/81XYwZkWsRUKSlHzbfOC7yq+C0jfIYKa1BWJ7NvI2+e3YobeIT9VJvZhaZ3tXdC6QbTkMENJV+uHx4FHudKDwIKdczkJ1uf2pf6p5MgYk8syxE6KXfznK4X8v+SGUSSGS/XqX4G7MBfh863CmjV4UwF1lNSlFMSk8Kh6UiPMLyvMIsf7OdHY/ac5hJ0Sjy77NzJ0xLqhxfJ0sWvLsZm7b9iIXTR+O+xnUQn5iCeSs24qdfjuP7TxcgNibS6mbaIktIpXL67wuoVKEMYqIi8Py0Jah9T1WMHtJT0cFgskQRTFyJEfA5BDRNlggzVl0gQoKDhHqEZL2kGKHQGvq/3IUWP2Fy/3mli2O6WL2W4Fgsv/tnrN0R6SngmCO7cfDGVe1O0gUzcyR7iQumUaBLUphElQmTzZDi6nmQOWy3ivd4vZGvq3GS+nfGAyc0SofI0mEFpqrFs2kLS0+TJZZzk/xOzNWgavudaOmG1l3nXOk4HCarFKnC9bSmytECWXL40llsPPqjAKtvo7ZoUbmO4wCbtSRipPVj4/D2lGfRo9MD+e9kZunx8JMvoX+vhwTBsX33ARz98280qlcdO747iBrVKqF0yWLYtuv/ULfmXdi97zBKFIvG/yYMwQPN64t+Bo2dhakvDMLFy9fx2pzVCAsNRoWypVDj7kp4c/JwTJ71Hg7EnRDkTPWqFTBmWC90btdctLVFliQmpeK5Vxfh7/OXRd16te7Cq+MGolb1yuJ1/9EzMWJQN0H2nPrrghgrPDQEby9dj0NHTok1PNGtXf5Y6z7bjTWf7sT1mwliDf0f64jnhvQUiSu4MAKMgHsR0AxZIuS7lMY3mIzjTKE1UgrfLMpUo4AcsYSOjd7ce5ik0fhiVR3cKfNNhz2b1OnMy3rR4k0pKQBiKkYUMoJ1F7RSFh3KeLTjyjl3DevV4zjjgRNRIgRhsSEF1q+2r4grwfVEGI6966HwWfG7HxIIye9ECqN11O+EbiI5/Nb6TmjJoNTes+Lp+lrKhENYeJos+fv2FTy6Zgpy8p5aBgYEYPvQN1GzVCWnt+rI8bMYPO4tHNi+XHiEmJcZCz/C7YQkLJn5PEhFMm/lJlB4zkOtm6J8mZK4cStB/G3UUz1EyAypU86cu4gftywykRjthuLjJVNQqXxpvDRjBapULINeXVsjKjIcdWpUxfqt3+GeapVQslgM9h48ikWrtuDAV8uFksUWWZKUkoYvdv6EJvVrICQkGKs3fgPyT/ns/Rn549I/BvZ+GBXKlUSHB5ti1MvzcW+9ezD48U44f/EaJs1cid2b5qNiuVKC6NHpglC5Qmn8d/kGxr22BCveHo+2LU1ealwYAUbAfQh4jCwxT0dIxAix9pS+WHLUJ4M4ZwtfGDiLoGPtOfzJMdwsW5GvxcCD/hWCY44BpfglZUBm8p303+og63gvpDCJKBGaHzJBryn1MIVRuLpQZp6a0SWw8Eycw0PVjC4u2kqppx3uSKMNaX2Wa0v8Lw05BvuTvsVWLkiMucJXxJUwtihfARt6uN7gVa01mPudSNcEJhWp6bqAPMnkitae/svN193v0wMkCoGiLIFc7ENAa9eTniZL3vtlB+bv31IAxIltnsDIFt3sA9ZK7V17f8WE6Svw5961hd5dtvoLQWIQCUFkya59cVi/7DUEUkYHQPzN3LPkVnwS2vZ+ATvXz0GVimXzyZKmDWtaDcMxGnMEuXL674u4cSsRS1dvxafvvY76tarZJEtobPJE+ePUOfx78SqOnz4vyBNpDUTSvDvnJbRu0UDM89CRkxg+YS4+eudVREaYFIzT569Fzy4PYkCvjuL1uX8v4+TZC7gZn4g1m3bimYHdMOSJzk7jyx0wAoyAfQi4jSyhixh6gkRPkqQLIcn4jUxZ1SBHLJfOZqP2HQa1anP4kzpI/hZ/DaMO71anMy/uRYukiSWcZAZKSgRdqP0O+0q3htJDU7GWOlppH5Tlp6j000r70HI9Ut9UCI/Cb2bGuY6E4oRE6RBlEYLjTaoS2qP13XvifhekDnbX/kt+J/Q7TopTeoBNfidFeZTRvNiTw/bulIgOEUQJkU9c7EOAMuEQcZeWabCvoYtqe5os2X7qECbsWFlgdW93GY7HG7RxesVHjv+FweNm5Ss6zDskQiE+KTlfWWJp5mrNs6R511F4c/LTwshVUpZYI0vS0jMxavJCQZR0eLCxUKq8v34HNq6YJtQrtpQlFH4zbPxsREdFoPm9tZGlzxZhQuZkySfLpqJx/RpiOVu/2Y9pc1fnv5bW2P6Bxhje/xHMXrYBFIpDRrRVK5fDNz8cwuA+nTCsX1en8eUOGAFGwD4EXEaWEDkiPEfyMtZQnB090ZBCa0hF4upCcyCVA/tnuBrpgv1rKb2ee1eu7mj+HIZjjiSRJaQOyHVebKbuBlnpLbJUKEKjg10+jiMDEJEwr3F7DPJDtZI9WXHI2DWmfDgC8p5USlgnXEj1ijMozXffgMGoFB1d6Kj8cuUyDl25gmR9FlKy9KgYHQ1KM1y3ZCmPmsHKnWlLvxPpIYvwMjOaPMy0FiohtyZ3v8/mt44jXjImBCnpBo+kw7Y2a0+TJUmZaXj8kzfwb8I1Mb0qxcpg6+DpiA2zbrxqD/IJSSl4sOc44etBITJSIeVGp34vYVCfTiIjjTVixPJv127Go+MTE7Bm0SsinXAhsqR6FYwealLg/fDTEaE2MQ//ofpKyJI5yzcKL5IPF7yMoKBAHDt5DgNGzyySLNl38BgmvrESB3csL5TG+HZCMtr0eh6rF01Gi8YmH5hRkxegReO6TJbYc5C4LiOgEgKqkSX0REeXpxoJ0ZmerkqO9wbyHHEDOWINE/bPUOmk2NFNdLhO1E7J0MYTGDumrqmqVzJSVU9bq6kFKpyMI8oAhV27pFp0uXARmqOlQqqU9S1N8mi1UyFraZ225kIZbORCukhRElkytBBRQoRdwoU0b1kqrPmVXEpJxoDt23A5JcXqOog0mdbyQTxcrZpXrFNSqUpZ8iTChCYfn6L3ijW4e5J8PeQ44lrDztNkiYTkhTwVX9XiZR0H10pLKRvOvGmj0LJZPcQnJOPtZetx8PBJfL95gfAyKYos2fH9QUE06PXZWPnRNuzeF4ddG+chIjysAFmy6pPtOHzsjEglTKqSs+f+w/CX5mLrhzNRrnQJfP3DIcx6Z50ismT5mi+w58BRrJw9HgaDEcvXflkoDMdcWUIeJw/1fUmQQS8+20cgEHf0DLINBpH9p2W30YIs6tS2uZgjEStkasvKElWPGXfGCChCwGGyRCJHKB0gpQWkojcY85QjOYriixXN0MlK7J/hJIAONNdabK8DS/B4k+1XzuGNEz97fB6enoA3qUokrISPSVgQjHk+GUG6AJGGlhQnlmoFd+ErkSUUotJ898fuGlZz45DviD41G9mZBcMQaH/IzJX2ragSfz5Vc+spakJEfOwfMDj/7UNXLmPUrp1I0cuTCM83bY4XmpmyP3hLkfxOoiN0CM67HiG/EwrvpdAducx53rJOZ+bJmeocR0+L2GmFLHEcVdsts7MNeG/ddqz8eFt+RfINmfXKM7inWkXxt7WbvxWZa1bNm5hfh/62fM2XSM8wZWQkgmT5Wy8KVQkVUoqsWzoFTRrUxPmLVzFh+nKc/eeSCIch41d6/d3+w6IuhcD8+PPv2LTyf2hQ526Mm/qO+P+IQd0LTf7qjXjxPqlLqJA3CWW+KSoMh+r8fuIvTJ39AS5cup4/19lTRqBj6yb4cOM3WPjeZvF3yspDYT2UEWfok11cBTn3ywgwAkUgoJgsIXJESuFLT3TIbI2e5EjO9UrM1zyxCxyj637U6UlfVJiOn+45CD17ldwBzqA3IvlyhoNIaqsZZdMJL1Y4w4o7Z6mG74k756ulsRw1ivXEGswJj5O3bmHA9i8VESXmcyV1CoXmPN+sudd4n0gZ8NKzDKAHOfb4nXhin9w5Jvu5OI62FrHzdbJE2q2cnFxcu3EbsTFR+UaoSnYyPSNLZM0pX7ZkoTAXy/YU9hITHYngPFU8mcJSKE3x2MJhjHJjX7l2C8VioxERHipXNf99UpkQOVSyeEyB1MCkdklOTUf5MiUU98UVGQFGQH0EiiRLJGkrxQDTDwWRIcJvJC+Nr1bJEUuIOCRE/UMj1yMb68ohZPv9Hvs/x9VM75H8O7da262zUrKRdivLlUO4ve+wmGBElFR+IeX2CXrhgKRAojTBWakG5FCa+ZxcoeIRip6oYIREmkIDnSmpNzOhT9V+aCGRHKQqiQk1nbEBX32JX65ecWbp6F2zNqa1ekDTnia0wKL8sqSHPZSimJQn5n4njqYodgpQDzSOCDWRR4mp2sku5gEYHBpSi9j5C1ni0IZxI0aAEWAEVEQgnywRZqyUrSbYRI6Qx0i2wUSOZGV7r4yVDd9UPC0Ku9KiZFXh1D1ejVUlBbeAboBTb5jktL5USGESXtyU3YaLcwgYsozijNhKD0zZiiJLhyLIiRTPRkMOkv5Ld26yLm5NRMmG7o+hbqlSYiQKvxm4/Y6M3Znh65QshR2P93WmC5e3VZKJTQrZIfN5c78TUskqTVHs8oW4YAAOj3UcVEmxpJVMOLQSJksc309uyQgwAoyAPQgEZOqNuXTRIGWpycpTjvhKjC+rHOw5DurVpR/yK7d9I3xCPVTke5px4mfsuHJOvqKf1CBviZSrvneOKCQnUBeYp4KgfweI10SiaM0cVstHzR4yjTCOLh9ulTAhIsSQYYRRf0eVQvVJkUL7IhUlJrGexGtBx45oVra8MHG9lJIist5sPXtatSkNbdAQ01o9qFp/andEHmVk7mqP8pXIk9DgIFB4MYXu0Gtf9DvR4g2/2vvvqv60GM7NZImrdpv7ZQQYAUagIAIBN5Myc8kEzVcLqxw8s7OcotAx3Ace3I6zKQmONfbBVkqykNBNLSkHQiJ0CAgKABEROdm54sY3M1nvVeleaQtpLdFlwzxmBustx4gIjuTL6XbtL52VYpULpraUI0AsM+QoTUNMYxH5lZGot6l6URPveqVK4c9bt9TsskBfZBw7rEFDfPfveZAXimQYS3+/v3xF9K5Vy6P+JvS7cyMp0ylDVylFcbAuAGHBQfkhyKQ6Mc+44zKQXdSxFm/4XbRU1bvV4vUMkyWqbzN3yAgwAoyAVQQUG7x6M35aS/nmzVgqnbsSObTSvvypHpMlhXfbllcE+X+ExgYXGV5BZAulHpZLGau1M2ZLBaG1uXpqPnIkR1HziiwVKjIT0dlIvpohSDW5YrkfpjNlm4gzmfkGgwwKSR1lK0xIbnxvet+T2XRcoWg09zvRBQbCkJMjsuxIHm7esjeOqG68ZW2unKdWH7gxWeLKXee+GQFGgBG4g4BfkCV84+7+I89PsRzDfOLRPdh34z/HGvtoK1IQWLvZtMf3I+V6BrLTC6aL1TpcwRGkMAkXoTp0wx0YaArV4QJBdFB2mlx5nqMQXGT6GlsxQhAlBosUwrawtVSl0BzIgDg9vuh0vKRyCosx+dMQwZKVml2INKH5UF++RKZ4gjAhRUipmFBcT3Sdx5HkdyKMqHMHGAAAIABJREFU7ylFeFBgnq+b9v1O+KGRY9+cWsyEQythssSx/eRWjAAjwAjYi4BfkCUcq2vvsXC+PmNuP4ZXMlJBniVHEq7b39jHW1gSJhKRoHTZCRdSHbqxVtq/u+rRzTdld7GlpnHXXDw5jrMppaPLhSPlmv1eOJIqhdZeFIlnDRdTmFhQvqJFqkMZe+g/byTz5PZ/brsO6FOrtlw11d4nsoRI+ptJ7sueReQJ+Zzogkx+J1Qy9EYYjDni/1rxftOqOkK1zXdhR1rMhMNkiQs3nLtmBBgBRsACAb8gS9gF3v3nnjG3D3MiSkbF7eKUwTZgo5vTtJtZQg1AN7tKjVCV+J7Yt1uer02kSUQJUziJPxZnU0qTSsQRJQfhLqUkpvZKQngs98da6mhHQ4q0vPfkY0IpjN1VyMw9KkwnDF49VSS/E5FpRxeoGb8TraojPLVP9oyr1Qc/rCyxZxe5LiPACDACjiPgF2QJZ8Rx/IA42pJTNitHLiVbD/IquZqZpryRH9ckVYEu7ymuEhgojCVR4ylflazDWp2oMmEiY4u/FW/PkkShNzHlw/NNfL0hLbEjZ2xD955oUaGiI03tbqNFBQARJlKKYsnvhFIUZxtyRPiOuwr/HjuOtFZDipkscXxP1W65a28cmjWqhZLFY5zu2mjMQZY+GxHhoU73VVQH5y9exY3biWjRuI7LxuCOGQFfQsAvyBJ+quL+I8sElXLMV507hvfPHVPegGvajUD8+VS723hDA1I6UDpc8u7INeaKbEBBeWmIvWH+js7R28kSWjdl2YkqHZYPgS0jY0dx8nS711o9gGENGimeRlByAIKSAmCMzUVOaC5y7bhf0Lqa0dzvhAgUUqFQiuJsQy4o04496Y4VA5pXUevY2Lsed9bXYiYcWr8/kCVEHLTr8wLiE1Pww5aFKFe6hDu3XvFY9doNxcdLpqBpw5qK2xRV8eDhP/HMxHn4edsyFIuNcro/ax18vGUX9h44itWLJrukf+6UEfA1BPyCLJF+WK7ctj9G3dc23F3rcYfZnrvW4upx2v+4CakGz0nHXb0+LfSfdDndoZAJLczdkTmQckFkCrIRpkOhLPp0gyBaSH1D5rG6kEAER+gUhzg5Mjdn2/hSyAp5mYRG6cQ+2eOB4iyG7mo/tEFDTGv1YP5wlHL4u/P/4OTt20jWm7xF6pYshQd1lfDsmYYonnmHPKL3sioZkdLSAH1leRWGVsMlisJa8juhBwuUopj8TcjnhBQnWdnq+p14GzbuOp9KxnFFhiUl48rV8Qey5NffT2PY+NkoUSwawwc8iqF9u8jB4pH31SRLUtMycOHSddS6pzJ0QSYfJLULkyVqI8r9+ToCfkOWUNq8xFQ9so25vr6nmlmfVi8yNAMQAPIq6fnTVi1NySfn4qzHhbeCQjfiESVD88M9aB2GLCNSb2Ta9Oygm/josmEF2nkaA3tS/Xp6rvaOL+0TZT2SfHns7UOL9SVlyaWUZIza9S1O3b5V5DRjc0MxT98Ogw31C9VJaZktSBNbpVhUsEjpm57lXVmvpDVZ+p1kGylcx6Q6oX87YxZL2FD4D/XFRTkCWn7oowWyJO7a39jw5z4B6JN1HsT9FWopB1dBzdfnrxEhKVUrlcXuvXH4YvWb+a1SUtMxd8UmfLvnV/G3xvXvQc3qlTFx1JP4+/xlTJ39AV4ZNwDrPtuNG7cS8eKzj+ONhR/h6o14Ub99q3sx9cXBiI2OFPVfeWsVuj3cEhu/+EG8P7z/I+jbo73495Yde3Hx0g28NKqveE19vDhtKT5c+DKiIsNhTpbQeGs+3YnrNxMEydP/sY54bkhPBAQEYPvuAzj6599oVK86dnx3EDWqVcKk0f0KIHHuwhVMeet9bFgxDUFBgeg/eub/s3clcDZX7/u5+8yYOzNmLGMQImsI4ReRpUgpoUWWpAUJSUmRIqEopYhsaUMqRSJkLevIErJEdrOvd5a73///Pdcdd2bunbt9737ez2d+v7jnvOc9zznX3O9z3/d5Waxbdh1iJMqAPt0w6ulHEBkhh1qjxYeLvmMYqDU65nfy2MGolVQNg198F7OnjGTYkX224mcoo6Mw5NEesCZLcvMK8MIbHzEMyJo1qos3xgxCo/q12Z9p/eGDe+OPA8dx6t9LeHfis6hfJ6lUzIeOnbGLrb0905w5n63Gf5dTcF/nNniy771o3rgeHMXjxLXhQzgCgiMQNmRJoNadCn6iAeSQtyp0fBg70y9jwtGdjgfyER4jQK1m3RH19HhhPzuw7hykKzY43QWGRFCpxEcSIO2KCzPU0BRU/MDsZ6g9Wt5yTkTsFedqQ+KuUmZJj7r1MGHndlxTqZzChwiT0bo25cY6Ikzod3yBWs8Ik1Awa70TalFMhAkRHloq3XHxSx/+ZZF7NyIQdXAsO/E3WXIuJwX3fz8Nxhssnlgkwq+PTkGjeGE0iorVWnTuOxZzp45CrRpV0fupNxhZ0vDWWgyCSbOW4K+/z2L0sL6MEPjsy58hl8vwyfSxOH7qPwx44R1Ur1oZ/R/ojIgIBdq3boJ//7uKJrfVQbFag7fnfIEuHe7A+BGPl4zv1rEVI0iuXM/AjHlfY+8vCxiZ8tmX63D63CXmm+zytTT0GjSx5HVrsoRIDalUgtpJVXHlWjrGvPkJPpv1Mu65qyVWfPcb5ixcjRZN6+PeTm1Qo1oCHujevtTlPHnmIh4fMRXHti1jmSXkm8iJkU/1YTomE6YvYph0at8CS1f+ii/X/Ib5M8cxYmXHniP4X+umaNm0Plr1eB4/Ln0HjRvcUoJXfOUYRiZZkyV5qkL8tOkPtL79Nobf8lUbGYHxw5JpZvKky9Ps/wf1uw9JiQno2aUdalQrXQ514swFu9ja2vPtjeuh16DXGPlE+9i8IxlrN+3GtjVzkV9QVGE87r2T+SyOgGcIhA1ZwtNQPbso7szmH9Aco8bJEscYCTUiFMscnMWGWt5KIyXIv1bkUgtlKueJrRnl7DJeG+cKyeO1IHzgmDRoqCwq3O100XOoY4otB0PmYxq7JTn0+4Y64XhT+8Nf52Ktd0ItiunPpHdCxJAzLYr5FxfunVwga734myxZeOQ3zDn4UylgJ7TrixdaCVMqs3X3IUyatRR718+HTCbFo8+/jbvbNWcZIpRR0abncMx843n06dmRxWBNaFjIkoMbF6FS1M3SvoysXBw+/i/SM3NYpkaMMgoLZo4rIUtO7PiCZYCQdXpkDN557Rl07dDKJbKE5p6/eA3/nL2EjOxcfLF6E54b1BtDH+vJyJLNu5Lx7fw3IRab1ylrtsiSb+ZPRqvbb2NDJ874HFUqx7KMlPnLf8IvW/fik3fHMhLJErtWq3OaLCGfREz9feo8Ll5OwfHTFxhZcXLnCrYekSWL3n8Fndo3r/BNZA9bW3umLJcNv+/Dh2+PYj71egMjtyzkTkXxuPdO5rM4Ap4hEDZkSSD/0vPsCAN3dkKMAqpiXch80+cNpM+qsjFo3wZvuOY+bSAQroQJZYnIo6RQ5+tcvheUXSKL8E7ttLPBhJJOibN7Dudxg/XNsERT+qErF2r8HH8Op27PLslSaVIlAU0SquB/STURqEKc3jhHV/ROaCxhk5qj9kYoIe0zkEu7/E2WrD93EOO2LSt1/u93GYrHGnUQ5E6MnfIJjhz/F/d2vpP5O3D4H1Dpzc4f5+F6WibuH/gaNnw1C/VuqcFet0WWWJMfm7YfwKvvLETr5g3R5LZbcPa/q4hQyBgRYCFXrMc/MHgiRg/rxzI/XMkseW/+Slb6Q1kqdWonYuO2/RjSvweGDejFyJI/k49j6QcT7GLkiCyhjBf9/5flvT1+KCsHmjxrCQ4cOYWoyAg8+Ug3loEilYidJkuo/IZ0YahEp+0djVnZE5XOWJMl1mSNrcArwtbWnqnkadsfh0tKfSw+qVypepXKFcYjyOXiTjgCLiIQNmQJ787i4s0QYDhl89A/6sFaQy4ABE65aLvlK6fG8UHCIUClDlTSQcKm1haOZTqOUCX9Empz608L1xIqf2Lu77Wts0vele3FN9KTuCTOtxlW+xpJ+LLvA5AZ5P4O2y/rU8c/uUyCCBJovlGyQ1knGp2RZdpQiVJGnllQl5vzCARydqy/yZI8TRH6/TQLF/LSGaB1Yqri536TEKvwPBORdCs69hnN9Dks7Xj1BgM+//oXrPj4dbRp0QjtH3wBH7z1AitvIXNEljw8dBLu79Yeo4b2YeOXr96Ig0dOOUWW0LqkNbLwvZfZXHtlOHVrJ7LSIeoyY2nLO3Lih2jfqqlXyBLLTU5Jy8LBo6fx7sdf440xA/FQj464495nsXrhW2je5FY2jMqWbJXhvL9gFdMiWfbha6yU59g/5zFw1HSXyJKKsLVFlny4aA0uXknBpzNeKvdmdBSP8+9ePpIjIBwCYUOW8G9XhLs0znpSRkrZUFVx6OoMOItFReOmndiDDdfPC+GK+/AAgXDNOnEEGZWGVK5jbmGo1xpK2hSLZdSmWOwTEdhQbf3sCPtwfn2z+nF0NtTGBPkOzJcddghFrEKBb3r3QdMqVRyODeUBlpIdak9MXxIpZBLoDSYUqvVeb1EcargGcvmSv8kSy1lfvEGW1I2tJtjx/7BhF+Yt/YFlkdADvMWeHvceyyShrAoScD1y4l88P6g3iorVWPTVerRqflspzRLrTJHBo2fgtltrYfzwx3A1JQNTP1iBynHRTpEl1JXnxUkfszIRioe0Qtas31FOs4T839V7FBNB7XFPW5CIKWWzEEHjjcySb9duZRospIFSWKRG32fexIQXBqBXt/YYMmYma2X8zJMPsAydN99fij73311Os2TBFz9hx96jjAiicpgFK34uV4bjKLOkImxtkSWHj59l8b03aTh6dW+PvPxCUNnVnS0aYfPOgxXGI9gl4444Ai4gEDZkCWESyL/4XDizoBkayOJogQQidcQZmbwZKerCQAorLGPhhIntY4+Mk0NToCsnOkpECrUajqws96oQLCdLwu/tSKU4LY1VMUHuvAB2TaUSKx/qg1rKmPADzM6OqQSZiBMiTNzROwlXIAO5Ew6dSaCQJd64H/QgTd1tSHzV2ohEocyDPes+RXaeCrMXrMLpc5fR8NbaMJqMiJDLWQcY0t0YMHIarMmSPckn8PqMz5Gdq2IlK9TthUpPiCSwNZ7KcMY8048RDzq9AePe+hQ79x5l4fTs0habdyaXIku+/nQSK/FZtmoj5n6+ho0jYVYqa6GOOE8/cT9WrPkNe5NPYPGcV+3C9s/Zi3hseGmBV2uygspwKFvsrZefYtkxlKVBRnvqcc+dmDZhGBOG3f7nYVA3IdovCeAq5DLc3a4FE1WlMiESg6UMGCrlGTN5HssuISNtEup840oZTkXY2tvz2o27MevTlYzoIqMYF70/HjKZrMJ4vHHfuE+OgCMEwoos4Roajq6DsK/z0ifn8STChLRLCvRa5yfxkV5BgAiTUGrf6hWQyjgl0kSZGAmpwjvaJnnXimDQcuVTX5xlsK/Rv2EjzO7aPdi3IVj8ZcXtLS2KZVIRImQS9uBF5TpCtCgWLOgAcBQhl4C+8CHR4EC0UCZLnMGbynKIFCCjlutU7nLH7beVlNnY8kFzqGQlsVoCZFLXf1dl5eQzUoLa9lZklOVBXV3Kdo1xZl+ujqE9ZWXnIyE+pgQPiw/La9QVyJFdT81EXKySddxxx9zB1mQygTAlAV/qOmRtnsbjzh74HI6APQTCiizh7YN9+0agOuq4aF4r7SzqJPb64elkHM5Jc3YKH+dFBKgDi65ID5PRVLIK/Zc2hNvXegKnNwmTggw1x92TwwmzubsGDi6XXXJVlY+tFy/gVGYWrhbko1Z0DJQKOe6rW48JxIaqORIprUjvRFtG0ylUMbK1r0BvChDuZAmVwvz6+z5WlnPhcgoys/Owdtl0VE2IC6dryvfKEeAI+ACBsCJLuIaGD26U1RJcJ8Y9vP/KTsWrR3fyLBP34PPqLCJO8lOKgy7LgVoAU+zeFrClrjtxtc3fENF6lKVDLRJFN37cPRzyk3elyN3pfF6YIbCoZy9Gglhs+t4/seL433ZRIIHY2V27hWT5jisipdYtiinzhMRiiTCxZJ6EYltme5fCEcnk77dUuJMlqRnZSD5yGqrCYlRNiMVdbZohupJ/hcj9fSf4+hwBjoB3EAgrsiTQ0yq9c8T+9Uo6MbxloWtnQGTJyENbXJvER/sMgWAkTKhERq82oDjX+ynl8mgpW6ssMUNddRTRUiiUMqfPykK4mIyAOk8LXZHB6bl8YPgiMLZNW7x0Z1sGwMD1P+NAynWHYCjlcqx86JGQE4iltsHpeWqYbibIOcTCMsDSophakZLeCVmx1sC63NH/u+PT6cX9PNAVkskfoYY7WeIPzPmaHAGOQHgiEFZkCS8L8f0lD/QPHL5HxPGKI5I381IcxzD5dQQ9xKvzdFDna1l3mEA2EmclAVbKzsi/VuT3eIk0UVaPYNkmhCOVO5EeCf03/R1lp5BRa2ciXdwxKgmSR0mZD27hh4BFt2TCju1Ye/a00wCEmkCs0NmdFr0T1mlHKg5pvZNAbwjAyRKn39Z8IEeAI8AR8AiBsCJLhP7g4BHyYTKZi+q6dtAqnRbddqx2bRIf7TcE6AFfW6hHYabGbzFUtDARDxExMkjkEsgiJQgUoVSKSxEts9lhx1MgiYypVNUsUsdLd5xDk86DyCW6z6FAMBHpMaXD3Ri5eZNzAFiNCiWBWG93dCHCxNKiWCoWQ28koVgjdHojK98JVvM2bkLgwskSIVDkPjgCHAGOgGMEwoosITgoJTUzX8O+EeHmfQSo7pc+PJHSPjfHCJDIK3XF4RYcCNDDJREQ3tYCEQINIhHI3M3WECIGoX3QQ77sxr4oK4X2KK8kLVnGU2FY8hdKeFWEP2XjUBYS3WV1vk7oowoqf7YEYoNqAzeC9WXpsbXeCREoRDiodQbo6D5pDUH1mYtIIGWUFFn53i9bdPdecbLEXeT4PI4AR4Aj4BoCYUeW8EwH1y6Ip6O5qK5rCC4+fwxLzh9zbRIf7TECepMYaqMcWqMMRoghZv9rQqREA4XY/oNjcY7WJzogHm8whB0QoUEP+ZQ5U9Y80Zchn0TGCJU1FFMzkondklGry/xrxQF5KmbCxBgSGSbuArzyoT5oHwIdcqj1LemN5Bf5nvyy6J3IZWLWopj0TUjnxCwYG9h6J4HeCYfuNSdL3H1383kcAY4AR8A1BMKOLImJkrFvOArVvJbdtavi3uhg+NDh3s6En0UlOA//sZZ3wREe2go9qvRRUBmi7I6RiAyIkxbYJE1yLhX4XQPEx3AF7HIWbRYiSPRaIwwaA7RFBnNXHq3zJQFEkJAvEqIVkgwj4dvoqhEl+AXy3QmnjBpbF/rNDh0xrHnLgL3rzgYWSJ93yuqd6AxUrmPOOqH/DiSx2EDCzd5Zc7LE2XcBH8cR4AhwBDxDIOzIEv7w7tmFcXW2L9OAXY0t0MZvuH4e007sCbSwQjqeXF00iow3H2Ar2mycVIUoyU1tEvr2PdfJdrZGmRy6uCqAWMyWEOn1kGelhjS2/tgctUh2hRihGGkO6bqIZWJQKYr0RtcPeo068BRlC5eKH1s7ChKp+Q54WiLkD3zDZc1QIUsCuf2ttd4JtSgmwoRKdrVUumPwb5l0vFKOIo0hoMuHw4EsSUnLwsGjp1G3diIa1a8NiVgMmUyK/y6nIDMrD+1aNQ6Xf5L4PjkCHAE/IhB2ZAmlhCojZcjKD0xBRj/eBa8szfF2HlYiSogw4eYbBPL0lVBoiHRpsWrybEhF5iwFEnYtSFc7nG8SiaGtmgST9KaWBk2SqnLZT6CaO8RDoO7FVlzUxjgqQcE68NgzZ8/Y2X3LoiSIiDGXDFF3olAXoI01KTBE3wx/izNKILokysMlcb6zkPll3KKevXBf3Xp+WVvIRYOlG5213gm1KKY/k96JVkclO0af650Eg7ZdqJMlazfuxpTZy9Glwx1o3vhW/HnwOFo0uRWvvfgkVnz3G/5MPo6lH0wQ8u1S4mvXvmM4fuo/jH6mr+D+velb8GC5Q44AR4AhEHZkCW8f7NubHwyq8r5FxPZqqy6dwtwzyYEQSljEYDSJkKpNcHmvkWI1KssK2Dyd2gBVimPdCb0yDvRjyyQF+YwwEQVY/2EiSmJqRCLnUqHLGAXThEpVFKzcxmJEYOiLDUyvg8p3KHvIG0dDRI1YKg5pvRvK0jlQ/BSa66uWuhK/SM7h8Yh1AX9N2tdIQv9GjdlPsFowPPTbwtafeifB0jUx1MmSp8e9h/u7tsOAPt3YFblwOQWRkQokVo33Olny7drf8duOg/j600mCv/W96VvwYLlDjgBHIDzJEto1/ZK5nuX4IYffEWEQ4HhXjCPXKhHmnrnixZFOSUW+LNkleq3BoUgnZZVoqtcqKb+x6ddoZISJpKigFGlikkghMvhPW4l0OzQFuqDo9OPK2VuPJX2SuNqV2F9RyQ11gQmGzkbu7tfX87or6mJDdv9yyzaOXBLw2SWWoJskVMGinvejljLG1/B5vF5i5Qik5jjOfvN4IS87oC+55DIJIuRiWEp2LFknQrcoDpYv1AKBLCkoKEBGhjlrrEqVKlAqlYLchPnLf8LCr9ahVo2qiIuJxtRXn8YvW/aiQb2a6PdAZ0aWrNv8J5o2rIstuw4hPk6Jt8YPRce2t7P1r6dmYtan32L/4VNo2aw+HuvdBT27tGWvvTd/JW6pWR15qgLsTT6JJx/pjge6ty+J+9LVNAwe/S6yc1W4vZE5u+zLT97Ax0t+KDdv1/6j2Jt8go2tXycJLw7rW7JOsVqLz1b8jC27klFUrEbbOxpjSP8eGDvlk3K+j544h48Wf8/Ki6omxKJvr054flBvQbDkTjgCHAHPEQi7zBKCLFhSUz0/3sDwEKzfbvkKPZ5V4iukb66ToY2DzlS6LMbZKOJl+YgQm3Uscq8UVvhwTVolVILjlhmNUGRc9ythIouPRrFOCiJ9yIi8kaiL/BqTW1hWMCm6WgTTOSnOFU6bROgYg9nfEt39GKxtVmoLX0tPYrjit6DZVk2lEhv6P44YhSJoYg7VrE5LyQ61J6YyX2u9EyFaFFMHIfKbW+D7DkKuXC5/kyVqtRonT54sFXLTpk0RGelaaautPZ+/dB0DRr6D4YN7445mDdCowS14Y+ZitGhSHyOGPMTIkjkLV2PkUw+zv1u9bjvOnL+M7d9/BJ3egD5PT2LzhjzaAxcup2LC9IXYsvoD1Eysghde/wi79x9Dzy7tGJFCJT6tm99WEkZRsQYfLV6DA4dPYcrLT7G/b928IUZPnldu3ql/L6JBvVpIiIvBzn1HGeGxd/0CxMZUYiVEe5KPY8wz/VCnVnX8+Otu9Ol5N7buTi7lmwifdg+MZPt6sPv/cPFKGvYfPonJLw1x5TrwsRwBjoAXEQhLsiQYxLu8eOY+d83bNVcMOdcq8fmVRIomHiaYCQBXTSkpglJaxKap0oqh0ctgIuFWK/FWfXQMjPKIijNKnFjYIgTr6wwTQ2Q0Kx0qq7NiCVmsUUOWmxkSpEm4d35x4hp6NKSOMQani58v5+Nd2V7MkO9zyTf56mSsDSrlyRP5Vnesf8NGmN21e6l4D1y/hi0XL+BUVib7+xi5AkSskN7J//zcejhcxNWJPFHIJCDB2LJ6J9Sq2NUuO8HQCYfumr/JktTUVFy7dq3U+6FmzZpITEx06T1tb3DbXiMxd+oodGrfgg15cdLHpcgSa82SzOw83NPvJWz69n1cT8vCs+Nn48t5b6BSlFm8feoHK9Dn/rsxsG93RpaQWOy45x+1G6etUhlb8wwGIyNpTp+7jPTMXHy6fC2++/xt1K9TE3fePxzvTnyWZYlYW1nfBYXFaP/gCxj7bH8MefQ+REU6JzgvCMjcCUeAI+AUAmFJligjzd8oq4r9l+Lu1OmEyCBOTlV8kCOTN+OvnLQQOe3g2EaatjIMJolbwZJuSay0EHn5YqilSruEglvObUwiwkSWkw6xzjeZDxVprFiH5+u4hMIz2P1Q6VCwlQqN1rVGZ0Nt5Io02C25gjxoEAuFS6QHESWb1Y+jjikWjyvW4RfpOZ8f5a6Bg1k5zlVVPj45lIwfz56xGwNpnszu2s1v5TvBkiEh9CFaWhTLpCJEyCRMHJZEYp1tURwsn1f8TZZkZ2fjwoULpY6vbt26SEhwXQvM1h1whSyh+TT+3YnPoLBIzbI6Wt1+M1uEXu/asRWeffIBRpZQJklFZS72yBLrebTOyIlzGVHS7e5WqFEtAUu+3YBVn02BMjoKvZ96Axu+moV6t9SokCyhF1f+tA0z5n3NxlHcROTc2bKR0G8N7o8jwBFwE4GwJEvC5RsXN++E4NOC5ZsaVzf+V7a59WuKuhA1IiqhoTIeSpncVTfgZInLkHk8IVMXC63xprCnxw594IA0TZiuiZWOCemaiLXCaRLoK8VAHxvv9G78lfnidIAhOJAyYWQRkpAuGyJixGJEjgzWN2NddSzmTlaKEFdhbJu26N+oEQb+sg7XVCqHLpVyOTY8+rhfCBP6UshoAgrV4f2lEGWcyKRip/VOgqVs2N9kicFgwKlTp6DRmDO8FAoFmjRpAonEvS8hyr6ZXCFLUjOy0f2x8fjio9dRrNbg1XcWYt+GBZDaiMUZsoTIi43b9uOb+ZNLwio7b9sfh5n+yN5fFiBWada9atblaUaW1KmdiA4PvYh508fg3k5tSm3Nlm8aoNZoceb8FXy5ZjOSj57Czh/nQSJxL/vV4T9MfABHgCPgEgJhSZbwdrYu3RGPB4daJs+Ga+ew+PwxRpKUtdaVq2N4/ZZoE+98KuqHp5Ox+vIpj3HmDpxHwJ22wc579+1IaV42pIWet2J1SozWxtZk2kJESLQoLrrRgtdoZFkwIvrxRisZ38IbkKvF1o5wuT/BAAAgAElEQVSCVqUPWcJksvYuvKnrYBd7f3XUofKaqypVSdmNM5eDynJWPtTH54RJXLSMtd4t0hicCTMsxli3KKbME9I7IYFYS+aJ0WQCkSXBIIrrb7LEcmGsyRIhL5EjsmTD7/uw/KOJ0Gp1WPjlOiakunnVHKZZcu/jr7Dyl3HPm8Wlk4+egU6vZ8SFM2TJ4eNnMeK1uayshwgLEpkd9cbHpTJS9v/1D559ZTbWLpvOOvT8um0/yw4hsqRF0/oYPHoGRCIRJr80GHVrJ+LX3/fjjmb1kacqLOW7uFiD9Vv24ok+XRGrjGb6K2btk/mQydzTVRPyHLgvjgBHIAxbB9OhB0truFC5oJTJQyr2gS6Y5ghv6lrz6tEdOOxEycz4Rm3xZJ0mFbokfynqAmy4dh6rOFniCH5BX9cZJcjQVRbUpz+dkX4IZZ14Ys6W3zi9xo0uP0IQOU6vGSYDSW83IkYOyjIhYVq9OvQeiB0RJv7oqEOZIiqt6+VwlJHy0p3mbhy+Mi5k7xhpS4tiqcSsd2L5fJhfpIM7eieOVxRuRKCQJcLtqLQnM1nyIjq1b85eGDN5Hpo3uRXDBz+EFWt+w4IvfmZdZshI52PBzHFo18rc5vvIiX8x+b2loM42ltffmzQc3Tu1ZmRJmxYN8dzAB+2GrjcYMHrSx/jjwHE25tBvizF+6oJS84xGE/u7rbsPsTHdOrbC9j1HsHrhWyzOy9fSMWnWEhYLGXX2WfLBBCQlJpTyvenb2Rg58cOSWJvcVoeJwt5zV0tvQcv9cgQ4Ai4iEJaZJYQRtdRLy1W7LP7lIr58OMCU5ZWRMmTl+1aQT2jwRyRvdooosaz71u0d8VBS/XJhUGYKkSNnVTlCh8j9uYDAdU0VF0YH/lBPM0y08dVgjIgSfKNE4hCZw014BIgsUVY3CwLqtUboiw0hlW1yuug5plFiy9ztqOMu4eHJ6VF2ye6Bvu1uESzlJJ7gKvTcShFSkNYL6ZxQ+Y6reidCx1ORv1AnS5zBkjrXZOXkoUb1BJslN5TFodPpkVA5hmV5uGo0Xy6TITLCfnk1ictS9knlWNttk0nAVavTs/bG1lbWd35BEai0yZ4fV2Pn4zkCHAHhEAhbsoR3aBHuEjnyRIJrJJqWkRe8ZAmV3Sw5f8zRVku9Tjomi9r2RFJkNPt7yiSZdnIPdqVfcckPH+wdBDxpH+ydiDz3ShoiksJ8VgbjqpaJpnotkAaKN0xSkA9ZfrY3XIe9T1kUESbmdp35KcUhlWVC2iUPGRrgIX0DQATEmhSIMylKCBRXtEtI9+RN7V1YEX8C76n3+/ze/NL/cTSt4juClh6mr2cV+3yfwbxg2ZJhIkwsLYqlYjH0RhKKNUKnN7LyHX8aJ0v8iT5fmyPAEQgnBMKWLAkWxfNQuYyUyRMMdcD28H549482NUocnc/bzTqgd80GbJirmSmOfPPXPUMgRxeNYmNotulzpyxHnXiLx62OKzoReWaqywSOZyccPrOj4uVQKGXIuVReRykUUSAShcgP6rLzjewk3pXts9tK2DLWooFySZSHxlFLfQ4L6Za091E7YfqCokqMgmXPcnMegYp0Xqz1TohAIYzVOgN0ehPrtENZKL40Tpb4Em2+FkeAIxDOCIQtWRJqoqOBfomDuezprCobg/ZtcAviNpWrs+ySuaeTuS6JWwh6b5LeJEa61vnOL96LRFjP7mZxaBMSYVR4jzzi5TjCnnNZbxK5GAatf7/t9u4Oy3snIqSTsTZaGqqCynL+lmSghbEq4kzme0yESmdDrXKlPM8rfsM30pMuhdskoYpLwq5lnS/q2QskEOsLo9LX6AgpslWu66v4Ir5AXcOV0iWL3glhTS2KTSYwnROzYKzB6yXenCwJ1FvE4+IIcARCDYGwJUt4+2DfXuVgFpvbcP08pp3Y4xZg0VI5Gioru6R14tZCfJJbCIRSVxwGgNEIRdpVt7rQ6OKqwBBlLhnzihmNiEi97BXX3ClHwIIAlepQm2ESiL0kzgd1zqH/z4MGsVAwYoUIlicU69jfO2OWjja9f1jjlsArrbFr4BDUUtrWNXAmBlfGkO4GPcQHu6i6K3sWYqwnpUuUaWIRs6cuOzoDleuYs07ov4lMEdI4WSIkmtwXR4AjwBGwj0DYkiUyiQhx0cGtoxFMFzuYNWJWXTqFuWeSgwluHqsLCOTqolEUIuU4rmaVkEaJRaeEskqoI443jRE5Br03l+C+OQIMASJN8kT2dbI6G2rjmDi9wjHkx7r178BffsaB69ddRphEZY8Oe87lee5O4JmzriMndOmStd6JhTwhvRMtle4YPGdOOFni+hnzGRwBjgBHwB0EwpYsIbA8+RbBHbDDeU5FtcCBjsvO9MuYcHRnoIfJ4/MAgVARe3VFq8Qoj4C2SqIHqLk+lZMlrmPGZ3gPAUsZD2WflCVWiCTp37Ax+jdqhFrKGBbEj2dO47Wd210OyNetg4P5963L4Ao0wZvZxtZ6J9SimP5MeidaHZXsGN3SO+FkiUAHz91wBDgCHAEHCIQ1WRLMpSHBdrOD+ZsuTzRLgu2cwjHeUNIucVZE1SQSg7rfQCz26ZHH5F+FtoBnlvgUdL5YhQiQxsmB4qdYuc4v0nMs2yRHoUG7ekloUiWBESU1o5WshCZGoQCV4pzKcr4VNpEuG/o/zub6yiiTM79QK0gGg69i9vc61DaYskvyi3ReD0UIvRNOlnj9mPgCHAGOAEeAIRDWZEkwl4YE2/2lGmqpROyTDyJCY3O9uAB9/lgrtFvuL0AQCCXdEll2OiTqIlDWiEl6ow2w0chaCVuXv1C5jbdLbsoeL61PmSXcOAKBhgARJqRpUpGGCZXS9KhbD2PvbIeRmzc5RZhYl/D4cs+uCJX6Mq5AXsuf2ThUFi6XSRAhF8NSsmPJOrHXopiTJYF8m3hsHAGOQCghENZkSUyUjKU/Fqr5N53evtQkNqeMlCEr334NubdjsOefymzOqnKg0mmhlMmRFBmNe6rWhkqvxZLzx0ACr9xCF4EUTTxM8G2GhbfQFOm0gEh8kyixWkisUUOqygWN8UdWCa1NP9wCDwFZlIR10jHqPddSCLzdCRsRESCzu3Rj2iVfHD9WoeArESwv3dkWw5q3LBdEvkaDAynXcVWVj3yNlmWukO//CdBemJcYu37mgZJpbCnZofbE9LnJWu/EukVxuJAlRqMJaZk5iFVWQlRk6eysC5dTkJ6Vi/atmpQc+D9nL+LM+Stoe0dj1KpR1fWLwGdwBDgCHIEyCIQ1WeLLtMtwv3mBKKi74do5LD5/DCnqQpvHQ51sCvS89WIo312DSYy0EGwfXNGZUQtfr3a9sbG4SK+HPOO6W116Qvn+BcrelDUiUZih5mSJkwdiyRjZevEC3t3ruFNa+xpJoNbBllKceYeS8clftkXDyfdLbdqif6PGTkZTepjQQqVuBRGEkxIrRyAtVy141xpPoSDyRCGTgARjrfVOohQ3Mgc9XSBA5+t0enz+9S9Y+NW6kghbNK2P6ROeQYN6NdnfffX9ZuzcexTLP5rI/vz6zMXYc/A42rRohId7dkS3jq1c3t2ufcdw/NR/GP1MX5fn8gkcAY5AaCIQ1mRJIGc7hNp1o1/4lBqcmqMOiK3NPZ2MVZdPBUQsPIgbCBj0MGmKAf2N7COxBKJIJSDx3odCnVGCDF1lfgReRIARJVmpvAuOFzHmrn2PAGWNqLTOk+kWwmTgL+ucKuFxVxSWf65x/S4EE8FkaVEcW0nm+kaDaMaHi9Zg9brtmDt1FNq1aoLsXBXmfLYKfxw4jt+/+xCxMZVKkSVFxWq07TUSPy1/Fw1vreX2Tr9d+zt+23EQX386yW0ffCJHgCMQWgiENVkSTL8gQ+HaBUpqMCdKAus2mXQamLKuA/lZtgOLSYAoIQkimfACiUaTCKnaBLcBYWUvViKpJJzqa9FUt4P30USxughUAkQZLSKT0a1Vqb0x6bAYZXJWYiQyGgGjkemziLWBQcC6tTE+KawQcJVgcYcwIX0wIkxyC7wvVBoqh+fNTjjewigQynBSi/JwKsusQ9U4Pgk1KgnzxQMRI50eGYNZk57Hwz06lkCo1mhx3xOv4Mm+92LU0D6lyJIhY2bi8PGzaHJbHUjEYqxa+BbemLUYe5NPMKKlfp0kvDisL3p2acv8Fau1+GzFz9iyKxmMaLmjMYb074GxUz5h429vVI+N+/KTN6DR6jB7wSps2XUIyuhIPNq7C4YP7g2pRIJftuzF0ZPn0LJZfWzYug+1a1bDiVMX8Oa4IWje5FbmIz0zF2Mmz8Oct17ALTWrlboSuXkFeOGNj3DuwjX2980a1cUbYwahUf3a7M9PjprO1iKS6NS/l/DuxGeRVL0K5i39Ab/+vg+VY5V4ok9X9HvgHkRGyPH1D1vwxXebkJaRg/g4JZ58pDteGNoHIpEIV66n4735K3HwyGlEKGS4q00z5k8uD23izVvvQe43fBAIa7KEjjlQUy9D8QpSTXC2SutWmzyh8OBirUIhKYwfk6YIpmvnAEflTpRlUrsRRIooYRa28uKJZknE9Yul4qGHem1Cok3NEMEDD0KHRJhI87JdIk1IiNYQGW0XU6bFkp/NRGy5cQRCDYFdAweXtC52Zm/B3HnOmf15Y0wwlmT7myzJ1RThh7P7YVE5EgHof1t7VI6o5PEREelB5MfeXxYwrRJrmzb3S2Tl5OGT6WNLkSUbtx3AhOkL8dmsl1EpKgJ3tmyEb9duRYN6tZAQF4Od+47io8XfY+/6BSwrZcrs5diTfBxjnumHOrWq48dfd6NPz7uxdXcyDhw+hSkvP8WWbd28Id6YuRinz13G+BGPIzs3H7M+XYlxzz+KQf3uxYrvfsOchatBJUL3dmqDGtUS8MvWvYyomPH6c8wHlRNt3X0IPyyZVg6bPFUhftr0B1rffhsjLZav2oj/LqeUjG3W5Wk2Z1C/+5CUmICeXdrh86/WM+Lk5RGPMRJk2ocr8MJTffBQjw6M0JFKJaidVBVXrqVjzJufMEzuuaslhk/4ABKJhMWeryrED7/uwlsvD2V4ceMIcATsIxD2ZEmgiHqFwyUNhO5DH55OxmpefhMQ141llFz6BzAanIuHCJM6TQXPMMnRRaPY6PqHBcqYkGenl4udCBNdXBUYFa77dA6I4B7lSlmOLiYehugYxxs2GiHLzWSZJtw4AqGEQP+GjTC7a3ent+TPri5OBxlgA4MRM3+TJUczLiE5tbT4fdvE+rijah2PT3fzzoMYP/UznNy5opyv+ct/YsQHEQ/WmiVEMDz01Bs48OtCRFeKZPMMBiPOnL/MiA7K7vh0+Vp89/nbqF+nJu68fzjLqujbq1OpNcqW4VjKe+ZMeQEPdG/PxlJ2xoHD/7CSHyJLNu9Kxrfz34RYTJQRQLono974iBEzlSpFoGv/cZgwakCpLBnrRSnL5e9T53HxcgqOn77AyBPL3oksWfT+K+jUvjmbQmMp9skvDUGr2xuwv1u7cTcTwSUCiez8xWv45+wlZGTn4ovVm/DcoN4Y+lhPDB49A1XiYzFp7GBUqxLn8TlxBxyBcEEg7MmSeKUcRRoDSGWcm3cRCASsH/5jLVKKC7y7Ue7dKQSMV84AxSqnxpYMilRCXLuRa3McjNabxEh3Q+TV0qbXnnsqGyHSpKSFr6BRB7czIkwU6RW3EdZXioE+Nt75jRqNUJCIrIF3N3MeND4y0BGg0p2jw8zfUDtj9Hu2QK0HtZ7l5hwCCTFy5BfqoDMETzcof5Ml53PTsP3KyVIAd67VBI0q13AO9ApGHT7+L4aMmVGSBWI9dOoHK5Cdl18us6QsWVJYpMbIiXMZUdLt7lYs42PJtxuw6rMpUEZHofdTb2DDV7NQ75bS8ZYlS6jjDo3d+M37LAOFjMptKMMledMiRpb8mXwcSz+YUBKm3mBAjwGv4tknH2TZIK9N/xx//PwJIhTycrum8pthL7/HYqJSICr5odIea7Lkm/mT0er229hcSzxUbmTtj8iPuVNfZEQOleKQuG2d2onYuG0/Ky8aNqAXK795febnrESHOgU9N+hBPNa7i8fnxR1wBEIdgbAnS3jKqu+uOGFtNMEvrZqp/GbC0R2sRTA3/yNgKlLBdPWMW4Gw7BKBy3GKDArk6pUuxUN6JfRwbs8ow0RTNYlrmNgByNLGmHAinRciOYhEIQ0S0n5xp70xlflQhomrRjGYKAajkZMtroLHx3sdgSNPP1vSScfRYiSknpmv8Wu5q6MYA+31YCzH9jdZojHose5cMvK0xew4Y+SReKRBWygEEGTPyVPh7j5jymV+UFZFjwGvYHD/Hhgx5KEKM0u2/XGY6Y9Yl/JQlgaRJUQidHjoRcybPoaVzljbyp+2MYKBCAqyvPxCdHj4RSyYOQ5dOtzB/o6yWzZu388IFFtkCY1ZuvJXlvFBpETThnVZ6Yste3/BKlZSs+zD1yCRiHHsn/MYOGq6XbKEynYo9u8XT2V+rS0rJx+d+45l3YEs7ZRHTvwQ7Vs1ZWQJGWXbEOGy9Y9DbB+2CKNAe3/yeDgC/kYg7MmSYBT28velcXd9f9UFq3RaDNr3i90Wwe7uh89zHwESdGWirm4YE3tNSHJjpv0pRJbk6SvBBLFLfiUF+ZDlZ5ebQ1kl2vhqnChxCU3zYAth4m57Y0XaVacIDyJImB5KVHTpKG8IxzIyh2epuHGCfIrQCOwaOAS1lM6RuYEipC40Bt7yF2id+pzdp7/JEkuc+VZkibOxOzPO0g1nzpSRuOvOZsjOyces+d9i36F/8PuaD5mWSUVlOPv/+gfPvjIba5dNR2LVePy6bT9mzPuakSWkL0IlKaT3MfmlwahbOxG//r4fdzSrDyIjRrw2F5u+fZ+RF3Ex0Uw/JbpSBN4e/zSIyHn57QXocU9bvDLycbtkSWZ2Hu7p9xLb6uZVcxhpYssWfPETduw9ioXvvQy93oAFK34uV4ZjnVlCPp55+X3o9AbMnjKSldVQqdFff59lJUV39R7FSCaK79CxM3j1nYVMDJfIEsL00d73MJFZyrh59Pm3WTkTZalw4whwBOwjEPZkCW+z57u3h7+IqRHJm3E4J813G+UrOUTAlHoBJnvdbxzNjo6DOMlcq+upUTecXH001Eb3Ou3Y0t+gji0k8sq74nh6Ou7Nd1QeRV6JJKEfR0ZitNLCfEfD+OscAa8h4EoZDu/w5/oxyCQixEXLkZF3o2W96y78MiNQyBJvbV6n0zNh1IVfrStZgjrUkGhqg3o12d9RucmOPUdYJoWlPOXgxkVMsNRoNGH81AVMWJWMylK27zmC1QvfYl1qLl9Lx6RZS3DkxL/sdSIzlnwwgZXNjJ70Mes+Q3bot8VITc/CS1M+xflL5i94KMPkvUnDWenMijW/sY47i+e8Wg4KElRVyGX4dIaZNLFlKenZrFMOZZeQkTYJrW2vDIfGUBnN1A9XYPf+YyUuKdNm7LP9sWzVRsz9fA37e+oARGU91BHn6SfuZ+sQBmTVq1bGwL734rmBD3rrCLlfjkDIIBD2ZEmwfqsQjDfQH8QU734TmDfFLb0Sy1YE1C3J0MZBZ5J6BJIsJxMSKx0cTbVaXKfEI0Q9m0zCu6ylcHGRza47rmqhcMLEs/Pgsz1DoH2NJKx8+BGnnNCDf0wlObLyg+vB36nNeWlQsLZaDnWyxHLcRHoQWREbE+1W1xbK8KAMEWqxa8sKCouh1elZ9xprowwTuUzG2vFajERiFQpZuQ49tvzmFxSxLA/SMqHMGEd2PTUTcbFKREU6/8UNtVKmMqGE+BjWxthipNdC69eoVl7zi+bkq4q4wKujA+GvcwSsEAh7soSwCMZ61WC8xf741svp7jcmPUQmi/CrFCZRBCDy7CE6GM/IVzGb0i/DlFu+k4xT6xNZklQfEKA2WgiyRFqUD2muuRSHld9USXRqG3yQ8wiIjDrItGYxYIM0kv04Y9RWmDRMqJyGym4MEVGuicbeWIRKe8iIaDHJbn54Jr+ksWKPmHEmRk/GSORiGLRcyNMTDAN97uwu3dC/UWOnwgzWB3+nNuelQTFRMqbvUqgOLmHocCFLvHTsXnf75febsXLt79j07eySLjleX5QvwBHgCHgFAU6WAAiElrZeOd0AdOrreupXj+7ArvQr9pEwqSHRXYLYUL5MxyiOhVFaByaJ43T9AIQ6oEMy5WXClHbR/RilcohqNvBY6DVNWxkG081vZNwJyNJCmB7GSafE+mHaHX98zk0EIguuIUp1sYQosbxiFEtRpKyLwpg6MIllFULmqQYKOScfFXU1oteJlCHihBtHQCgEaiqV2D1wiNPuuGC901CVDAyELn2uRw1wssQd1Hw3548Df7MMFNJH4cYR4AgENwKcLCEV7yD9ZiEYrx4p9afnqWHyUYe+R3YuRmrBJYiMBYBJw7JFTCIFTOI49t8S3XmHMBqlNWGQ8V94DoFyYYBJp4Hpgrkm2G0TS8A648icT1stu1aKJt5lUdeyPogsEeu0TmlguL3XMJtImSSxmccRUVxx9hFlmORUbQW9PCYgECLChDrycOMIeIoAESUrH+qDWkrn73ZctIy1DC7SGDxdPmzmB2v3IE6WhM0V5RvlCHAE/IwAJ0sA+KtLi5/P3i/LUxZPfqEWOoN32ZKUokzMO74au1OPCrJPg7QOjDKuGC4ImAAYWXLlDKDXeuZSKof41hZu+TCYxEjTlq/pddmZ0cjFXF0GreIJ8akHIdeU7zJkaxZlmWTV6Oh0aY7AoZZz52w3Hm/HES7+6xhjsFh7f8l2/5BcxS3GGMyQ7cUlcXCK89ojSg5cv4Z/sjKRrzH/u0kdcton1SzplBOsWRL+uqvBrFnHyRJ/3Rq+LkeAIxBuCHCyBAAJj0ZHSJGt8vDBLdxujxv7pQ9zBWo9+/bLW6bSFWHozmlILcoSdAm9vClMkiqC+gxLZwY9jJf+8ZwouQGeqHpdiGIrPhdW9lOYCxgMgF4DSBXQy5XIj6gFbYQAhElYHqR3Nh2dew7Reedcck4ZJhk173FpjrcGU2YJZZhw8x0CsSYFOhtqY7fkCvJEwS9u+maHjhjWvGUJgPuvX8NrO7fjmsqs21PWSAR2dtduaFO7GjLzNUyDg5tjBIK1Ew7tjJMljs+Xj+AIcAQ4AkIgwMkSAMH8C1OIS+BLH94seSLSiwTunto6C4fSTwu+LZM4FnrFzQ+wgi8QJg6NqRcAd9sG28KoglbCzmSwaBXxyKnWyqH2RZgcj1+3SeU3Va/tgtjouthiXkJzFEebW0r623h2ib9PIPjX79ewMeZ07YZ5h5LxyV/JDjdELYa3DH4C1WS2u344dBCGA4JZEJeTJWF4YfmWOQIcAb8gwMmSG7D7WnjUL6cdAIsKKUBHKbQKmQQRcjEiZBJW2rPn2kk8s/09r+1UF9GBd8nxAF1BtErKrq+IhLhO+dZ8piIVTNfPAUbH9fuUmZBdvV3AlHJ4AHFQT1UUpaFyxhG39qCOrIbcaq3dmiv0JOrCw1oYFxXYbF8s9HrcX2giQBkjB1KuO725WIUC6/s/5pLOidPOQ3CgN7+88TZcnCzxNsLcP0eAI8ARMCPAyZIbN6FqrAK5Bd7X0gj3i+fpNznUfticQSJlGUFavRHFWgMr66HU49cPzBdMp8TWWZlElah5KXvJJK7EhGKNkuqcQHHyYpuyroN+BDWxBOIGrUq5ZKQMlfo4QZRYJupkSmQldRQ0NO7MNQSi8i8iJse9rDCdXMm0SwLJWJecnHQmABxoJouSIDJODlVqMUzeq4oMtG27FU+cKAJxlSJwVa+CXu2YfHVrEYEm9W/YCLO7dhfIW2i7CWaNF06WhPbd5LvjCHAEAgcBTpbcOAvePtg3l5KIDmWkDFn5zteVEykSIacMEglEIiJIDEzt35buSf+tE5EisFaJI2RMkMKgaAGTONrR0LB/3ZR6ASYhS3AIUZkc4nqlRV7dJWUou4RrmPjvmiqzT6GS6pJbAZDQa3rte92a69VJRiPkWakBR5iIpSK2baOe61tUdP4iMRBXuxJEYjNe+SnFAU+Y7Bo4mGeXOPGmDtZOOLQ1TpY4PmC1RguJWAyZTOp4sAsj8lSF2Jt8Avd3bcc+k5KlpGXh4NHTqFs7ES2DpF3woWNnUDk2GvXrul6++tffZ1lr5Ab1auK/yynIzMpDu1aNXUCRD+UIBA8CnCy5cVbBnI4ZPNfNeX0Yi/6IXCqByWSCRmdEsUbvsItOj41jUKAr9gskXADWMexG6oBTbFuk0PFsOyPKapaQgCy1JXYhq8TimYgSIkwcmURfDCoZkauzITbpYaSW1GIZ1FHVoImq7mg6f90OAqGWWWLZJmWYEGEiMriuxcIvi/8RoAycyMpyaAv1KMrWBDzBVFYg1v8IBmYEwVx+HepkSbfHXkZaRg7+XPcpKseadXiI/Oj0yFgUFatxfPsXEN8gMO3drsGjZ6BFk1vx2otPCnoBT565iMdHTMWxbcsglUiwduNuTJm9HF063IHmjW/FyKcednm9qykZmPv5GsyeMpL59IW98PpHaN38Njw/qLfLy7046WO0aFIfI4Y8hBXf/YY/k49j6QcTXPbDJ3AEggEBTpbcOCXePtg319Veqz5LeU2kXAK5VMxIkSKNuWuOK8r+/sgssSBHGSb6iNaAKMI3YAbaKjoNIJYAEvvf4hhJQ6QgV9DILd1wSKMEmiKASnBy091aw5nsBEfdWkj/hMRGeYaK60dA5FN82kHXJwIorlQTeVWauzXXF5OkqlzQD7fgRCAiRgZ1vi4ogn+6eQtM6XB3UMTqryDpM0eVGAXSctX+CsGjdcOFLHlxWF+MGtqHYfXjr7vx1pzl7L+dIUsuXE5BZKQCiVWF7XhXlix5etx7LMtkQJ9ubp/pqX8v4dHn38bRrUsFz4SxFxQnS9w+Lj4xzBDgZMmNA3enPCTM7opg26hsJmcAACAASURBVE2sHME+oIhFN8trqNRGrTNArTVCozPA5GZm+It75uBI5hnBYnXVkVGcAJMkDjDd+AZZFAGjJDYkCRTSBSHiw5STVroNsFgCUXQcEFMFoqjSnRlM6ZfdJjJsnoVUDlFCklkHRS+MLkRa7e52O+PEZh5HZOE1p65FIHVncSpgPw2iDjiW7jeUseMuWRLoJVSUXaJIv+onlPmy4YRA/4aNWSthbvYR8FQ/zd/YBgJZklqUh1NZ5n/TGscnoUalyoLBQpkl93Zqg582/YmdP36MCIUcDwyeiHvuugPfrt1aQpZMnPE5K4nJzlWhfp0kELnSs0tbFsfsBatYmUi/Bzrjly17sWv/MVY6sn7LXjRucAtGP9MX7Vs1sRmzwWDE8tUbsernbVAVFKN7p9Z4Y/QgxMZUgjVZsujL9Vj41TrUqlEVcTHRmPrq06Dyli++28QyY+LjlHjyke54YWgfVrJDmdJE+tAerqZksjjGj3gMM+Z9AyJMmtxWh5UOTXppMG5vVM9uDOcuXMPk95bi9TED8fUPW5CemYvEavFod0djPP5wV7YnWmv05Hno0/Nu9LjnznL7JLIkMkKO/IIi7Dt0Eq1uvw2zJj2P2knV8P2Gnbh8NR2vjHyczUtJz8a4KZ9i2dzXEF0pEmUzS9Zt/hNNG9bFll2H2J7fGj8UHdveLth94I44Av5EgJMlN9C3l/Hgz8MJxbWJlIqPljMyhPiQivRHXN2/SleE5afX47v/fnd1qtfHG8WxMMgbhQxp4kxLXgKViAz6sRjrUHPVf2SWMwddWLcDVKaYckPd0dPIqHkP77BTAegWcoT+3xMLRHFX6/0QUSLWqiHNy+bdcTw5aD7XKQTGtmmLl+40PzBys42AkJ35/IGxv8mSXE0Rfji7n32OY7/r/z/bo/9t7VE5gkTwPTciS956eSjmf/ETHu7RAbWSquHjxd/jjTGD8Nyrc0rIEiIdGtSrhYS4GOzcdxQfLf4ee9cvYKRG2Qf6OQtXY9iAXri7XXNs2n6AkR4/LJlmM1giC2YvWI0JowagRrV4zFv6I5ISE/DJ9LGlyJJLV9MwYOQ7GD64N+5o1gCNGtyC/X/9A6lUgtpJVXHlWjrGvPkJPpv1Mu65qyUjbV6fuRhjn+2Pu9o0xd5DJxGjrMRIizffX8ZKWWhuw/q1sWVXst0Yjp/6DwNeeAfVq1ZG/wc6IyJCAYlEjK++34ytqz9k/026Ik+NnVmqlMl6s0SWnDj9H0YP64u42Gi2xzYtGmH6a8/gsy/X4fS5S2y/ZJevpaHXoInY+8sCRjjZwpbKj6g0Z/W67Thz/jK2f/+R5xeBe+AIBAACnCyxOgRLxoO7WQ0BcJ4BGYJZnFUM0h+hkhpKfy0o1jGRVk/t37zLWHZ6vVc74Hgao2V+qAjBmjRFMJH2iJOaIGUJE6/olgh1SDfEYlX6KKgMUYgsuIYo1UXItO7prAR6aYhQsLnjhzJKqqTshadESaC3fZYU5ENamM/1Sty5JHyOWwjUVCqxe+AQt+aGy6S4aBkr8xXic4g/MPM3WXI04xKSU8+X2nrbxPq4o2odQeAgsuTt8U9Do9Vh+kdfonrVeEZ0JFSOwbPjZ5eQJZQBQg/mp89dZtkVny5fi+8+f5tlZVSkq0ElOr2feqOEWCkb9JOjprOsj7fHD2Uv/f7HX3hpyqdsPOmLWGuWtO01EnOnjkKn9jeF5s9fvIZ/zl5CRnYuvli9Cc8N6o2hj/UE6ajUSqqK9yYNL7WkrTKcimIg8oLIkoMbF6FSlLn0OydPhbv7jMGi919Bp/bNQVk3MqkU70581uaZlC3DoawQwvqPnz91mSyx1izJzM7DPf1ewqZv38ctNbmGmyBvCO7ErwhwssQKft4RR5i7aK0/QkSJWmso1d5XqA8pRJIsO7NemKB95KVCXRMq3REJq9rujW0Z//vb5ZIXUVJ9iKLNKbrOZqV4I3ZnfLJMmJgEGK6chVjvfNcme77pYZ60ULSKeCb+yrVMzEg50n5x5qzYB8SqrRimJLAbaMZ1SgLtRMInntlduqF/o5vdKa6q8nFNpcJVlQoxCgVqRivRtEqV8AGkzE6rxiqQW6B1KBofqAD5myw5n5uG7VdOloKnc60maFS5hiCQWciSju1ux4ODX4dOr8fmVR/gr7/PlJAlxWoNRk6cy4iSbne3Qo1qCVjy7Qas+mwKWjStXyFZQsRK10fHYdv3c21qmnR6ZAzGj3gcfXt1Yvuhbjf3PvEK1i6bDr3eUCFZ8t78law0plvHVqhTOxEbt+3HkP49GNlDxMrrowei/4OdS+FkiyypKAatVsfIkhM7vijpyEMOJ81agoKiYpaVQ4SFhTiydShlyZKz/11F32fexI4fPsYPv+5yKbOkrMAr7fPdic+gZxfHgvmCXBjuhCPgRQQ4WWIFbrxSzr5loId7bq4hQJojcpm5vS+RJVReY09/RIj014+Pr8YaAcptTCIFjJJEiPXXIIJvOlWYxLHQK1oCJjXEhiyI9akQmQpLACdCxSitDqO0ZsCV7ZjyMmFKu+ja5aDRkUqIaze6uUcSYaXsFEc6I6RJkljPPI/muLO269ECUrnj2NzxC6BQWQeqeNt10m66DLpplFVS9dquEq0STzdAZJReFsMEXomcCgQT6bRQZFwPhFB4DGGIQJOEKohRyJGv0SJfq2FESVlTyuVMCNaaVAkXqII9k9jfZInGoMe6c8nI05pLKGPkkXikQVsoKhB4d+VuWcgSKl3Zk3wCRqORZW7sP/xPCVmyY88RjJ3ySUlpCPlv1uVpQcgSIg06tmuOV0c+wcImTQ8q/yEiISMr1y5ZkpWTj859x2L5RxNL9FBGTvwQ7Vs1ZWQJ+W3fuikjTKyNCJ/+z72Fw1uWQCE3E/8VxZCWkW2TLDly4l+WvUJisydOX2BkiT0rS5Zs3HYAE6YvZDFQh5ujJ89h4Xsvs+mOynCsyZLUjGx0f2w8vvjodd5O2JVLz8cGLAKcLLE6GiEe4gP2pL0QmHV7X3JPJBOJtFJqa0VGwmpSiRj5Re51FtidcgSvH1zg8Y6MkuowyOrcJCRMN1XxpZq/IbL6s8eLlXFgkNaB2EAkScWZCwZZfTNpEiDmSQmNqE5TiBRRN3di0DOxVyYQW7akh0iS2Cosw0MkU7A5govD+hFTnUyJrKSOfozAv0tLtfmsBEdoI9JEVbkJiqP9/56xkCVGeQQMUdEwSaQwSaWA0chKcsQaNSRFBVzDROhLwP25jEC/ho0xJ4wEYYO9Ew4dsL/JEssly7ciS1y+eBVMsCZLrIdZkyUHj5zCs6/MZtke1PHm1237MWPe14KQJfOX/4S1m3bj42mjWQnQux9/xUROv188lZXX2CvDIbHUu3qPYqUvPe5py8ReX31nIevoQ2TJgi9+YpoeM994Hnfd2QyHjp5hmSAd2zbHnfcPZyQL6X6QOOvyVRvtxkBEiK3MEsKKSBbKEnl/8gj0vu8uuygTWVKrRhW8NupJkPbKtLlfIkYZhQUzx+HgkdMsM+fHpe8w/ZOlK3/FmvU77GqWbPh9H4udMl4WfrmO6a1sXjUHUZFh2h1SyDcD9+V3BDhZYnUElBVBD/LZKmG6avj9dAUOgERwFSx75Kb+CCNItAaX2vsSyRIdIXUK55SiTHx3/nekFmVCpS9GjcgEHM46g9SiLJd3RyKrJnEcwLJJ6P/t/yMu0Z6B2JDm8hremEDEipFInQAw47kjTmuVlA3XuhSn1GtEmlCGieFmRlfZLjo03pO1AwC6ciGEc4YJacHEZh332rEERGcco5GJuhojrAjCMjsm4VdZTjrEOv47x2uXgTt2CoFwajccCp/1AoUscepyuTHIGbKE3I6fugBbdx9iK1DZy/Y9R7B64Vto3uRWjJk8j/3/8MEPYcWa31jXnMVzXmVjKTukS/9xTISURFLLWlGxGpNmLS3xXadWdXz67ljUr1sT/5y9iMeGT8WxbcsglUhYac3cqS8ynRCyZas2Yu7na9h/U4ce0l2hjjhPP3E/itVaRrz8/Nuf7HUiE95/cwSLnQga6qxDRkKvLZvVtxvDcSJLRk4rV4ZjWX/RV+uZsKslS8XWERBZQmQO7ZWMOvHQHmtUT4BOb8C4tz7Fzr1H2WvUYWjzzuQSsqQstgu++LnED+2JCJd2rW6WAbpxBfgUjkDAIMDJEqujoFKSuGg5MvI81ykImBP2MBCL/kiUQgrCR6s3ltIfccc9+YmpJEdWvn2ciSQhTZKNV4T79pnKW6w1QagchrJLWKvfsmZSQ6Y+6M72vDJHF9EuIEpyjGfNH0rcMVFiXYhiKqiRp1bEZDIF0zUBPUAa9ezPpLRvvPSPO8sG9Jxw7ZajKEpD5YwjXjsbKsUhbIPFZNnpkKiLWLiUgaJXxsEok8Mkk5u3QMSLTssyUSTFBcGyLR5nkCFQVuckyMJ3OtxKEVJWLuxudqvTC3lxYKiTJa5AR4KilP1QOVbpyjSnxuapCqFWa20SKhU5KCxSs5a81EnHllEGRm5+IROspdgtRmSKVqdjHWcs5moMQ8bMZETFmGf6ObVHEoZVa3Q2Y6WyIiI/qFuPIysq1iArJ4+RLUQiceMIhAoCnCyxOknePtgMBpEZ5g42EiYcJWR7X/JPOFeLjUBa7s2yF+s3FBElL+6Z41b2iDtvTHttfcW6S5DoL7njUvA5rGSIWg/72TzJ7rBFljANlNw0QONZ61g/w+L28vmVG6Mopq7b84N1olydjfg075KR6shqkBiKS7rtkAAslT8R3gEnsms0Mn0TKtchoqQio/IeeXY6764TrJc/gONun5SElQ89EsARChOaUCLzwkTjnhdOlriHW6jPOnHmAp4YMQ2/f/chIy24cQQ4Ap4jwMmSMhhWj4tAep4a4dY+2Fp/hGolNTojijV6rynF0y/661m2H5CH7piGf/OveH67XfBAQq9MdLVMaY4/y3FMRuocc+MbBxFgiG4LSMz6Hf4y46WTbhMb1polrCPO9XNu+/LX/oVelx7oc6u1FtptOX8kqBpI3WIonupXtnl93/YWoM5EOdVaBRYmer1Z08QJo/IdeVYqJ0ycwIoPcQ2BI08/y7rlhLIFeyccOhtOloTyDXV/b9RV53pqFrp38v7nCvej5DM5AsGFACdLypxXuLQPtm7vK5eKGSlSpNEzcVaD0eT1W0ykVGa+ptxav17egxlHvvD6+rYWYIRJRPtyL1GGiS+75RgKJTAWSmHU2EhjjFSCWtva0vTwBWimrOugH3dMVLW2eZpEAlPmda91m3EnNn/N0cmVyKohvNCrRF8MKnWJLLwGmfZmFwwqTyGChrIr/N01JjbzOIvPX0b7J20Tf+Pg7v7F6iKWYcKNIyAkAisf6oP2Sf4XSBZyT2V9BXsnHE6WePN2cN8cAY4AR6A0ApwsKXMjYqJk7AG+UO2bNrK+vJBl9Ueocw1lkJBAq68zaeyRUkN3TsO/eb7NKrE+A728KUwSG7oaJj2kmmOlWvx64+z0eTIY8s1t4yoyRpgkJDkaJvjrLCPkgveEOQUPOMAdeiOzhDrNkB4IESYVmb9LgCi+hJQ9grUPdueovYG/O3G4O0eemcpEZLlxBIRCINR1S0KhEw4nS4S67dwPR4AjwBFwjAAnS8pgFArCX9ZbovKaCJkECpnYK/ojjq+Y7RHxSjmKNOZOOhZT6YrQc+NYd10KMo9EXw3SmuaWviY9K8uhjBORMc/r+iXOEiWWjfqCMDEV5NwQWjUAYgnLCqGuNaYM/xFaghx0gDgprlQTeVXMCvpCGBElpAUiJmFcJ6wgtgEK4ho4MdI7Q1yN1xtRUHYJlQVZMnCo/bBeHhN4uiY2Nk+Cr7LcTG/Awn2GKQK/9H8cTatUIMQd5LiEQiccOgJehhPkF5GHzxHgCAQNApwsKXNURC4oI2UVdmoJ9NM1i7OWbu+r1Rm8pj/iDh62Mnj+zbuMoTvfccdd0M8xqsXQZbjej15UrzlEMuHry005aaAfUEvfskakCf3Yei3oT8K3G8hLaI7iaM9S3kkslR72iSCJzjvnMKOk7A793ZGHCJOY7NOQa7J9C76D1Yg0ITLJFQFe0hJxVndEiM2S2CsJw3LjCAiFQKhrloTKF2KcLBHqxnM/HAGOAEegYgQ4WVIGn2BsH2ytP0JECZXW+FJ/xJ03GX1gEYsAVfHNb8DDmSzRpitgsqVR4gjcmASIE+sBBj1gtGR/OCcSac+1KfUCTPlZjlY2v06tTanFLzeXEfCkvS2VsETnnoOiOM3pLBJ7AQqd3eIyEDcmkMZKRFE662BjMYMkkpEojkqK3F3TmXmuZN9QpodREcHa//rEjEZEpF72yVJ8kdBH4L669bCoZ6+Q3miolFpzsiSkrynfHEeAIxBACHCyxMZhVNSpJVDOjkgduczc3pfIEmrvq9YaodH5Xn/EHUxspcIGQhmOO3vxdA51vdFei3LfDWV5EFFiMbEEosrVIYqrBrj40GZKvwxTrguikYpIiGs1gola/5KeSRi3AXb1AN3NKiHigEpthCQQ0mp3D6jOMNZYRhZcQ2yWf3VynCFMWIeajOvQx8azFsC+MJFBD0XaVV8s5dc1oqtFQJ2vg15t9e+cXyMKzcW/fagP/hfi4q5UAlxQrIdWbwzqQ+RkSVAfHw+eI8ARCCIEOFli47ACta2cdXtfCpv0PkiklTrYBJvZK3fqt3UiUouczGoItk3bideoFUOX5noJjsPtE2mS1MDpzjmkT2K6ft6h27IDWJcbRpS4QLK4vIr3JhQq66CS6pIgC1DphjN6IYFElNDGSbdDGxEvCAbecEJZNFRi5E9zVK4ky8mEpLiAZZVoqtfySajh0hFHLBVBIhczsoTIZW7CIxDqwq4WxOx14hMeUe965GSJd/E1GIzQaHWIihS+zNlW5Jt3JuPOlo2QUDmGvawqKMLeQycgFotxX+c7vbvZAPaepyrE3uQTuL9rO6a7yI0j4A8EOFliA3Vb4qN+ORwRoGDZI6X1R4gk8UV7X2/umbJhCOeMPE2pZT4+vhpr/vvdm0sHnG9jsQS6TO/9QhbVaQqRonzmCnW2AWmTFKsAygwJQyNyQxNZXbAWtkSCUCaEPf0NIiSoCw0JiLpj8akHvaLt4S55484e3J2jzD4lGKnlTgwVliuVKYfRxcTDEO3eGbsSm1SVC/rhxhHwBIFwIUroWYvIktSc4O8gFQ5kCREWXfq/hOxcFbZ9PxeJVZ0j9K+mZGDu52swe8pISEmU3g3bd+gknnt1Dvasm4+4WO9nCjbr8jS++mQS2rRoiH8vXMUjw95E2zsaIz4uBnOnjnJjB8DEGZ/juYEP4rZ6viHv3QrSwaSTZy7i8RFTcWzbMrfP0htxcZ/hhQAnS2yctzJSCqMJfmkfXLa9L6WKFmvN2SPBTpCUhbpsuROV4fTfOhEFuvB6cPdaZokFcKkc4ltblILfVKQCaZNwkVZh/8G3lLNQiQxpcFiyTIiUIaLEXZKEoiSfVa/tEjbgG95yqraCJqq6V3wL6ZTEbCnLRKrLL5XBQ/ovQpYl2YpZJ1ciq0ZHm9uxJbSqi6vi3XIco5GV4Ih4qoWQVyxsfNVUKvG/GkkYe2db1FJ6n9gLBGCDUZPOHm7hQJYcPHIaw15+D/FxSjw78EE8/fj9Tl2jU/9ewqPPv42jW5dCJnNPP6qgsBiXrqahUYPaPnlItyZLFn61Dv/+dxVzp77o1H7tDSKfX3z0Otq1auyRH39O5mSJP9Hna1sQ4GSJjbsQpZCAykRyC3Q+uSn0C9zcwUYSUO19vb35xMoRSMtVw2Qyr7Ts9HosO7Pe28sGpH/NFQ80S5zYkah6XYhize0gGVFy9YwTs/gQVxDwRLDVmXWi8i8iJue0M0NdHuOoxMRlh16eYOn+Y1mGsI/NPC5YhpC98FPr2P6wbq+Fr14ZB32lGEAsFhwRahlM63LjCLiKwJsdOmJY85auTgv68b7+bOdNwAKBLDmdl4It10+wbXav0RTN4jzr7FYWr7c/+IKVwtSpVR1bdibjp+Xvlgx5b/5KSKUSnL94HYeOnUHXDndgzLP9UDupGiNKiDBpclsdSMRiTHppMFo0uRVr1u/Al99vZiUu/R7ojCf7dmfZKucuXMPk95bi9TED8fUPW5CemYtpE4Zh0swlWPnZFEgkYpy/dB0zPv4aB46cQv06SRj9TD/0uMdcHkOx3FKzOvJUBdibfBJPPtIdD3RvX+74d+w9go8+/575at28Iaa8/BQa3mrO+rCQJXn5BZg4YzEiFDIkVa+CAY90Y3t6Z+6XSEk3d4yjvU4eNwSxykrsz4ePn8VHi3/A6XOXUatGFQx5tAcuXknFslUbUatGVcTFRKPvA50woE83VBTDk6OmY/jg3vjjwHGGH5UF5eYVYPprz5Ts5bMv10Gj0eLl4Y+V298vW/Zi1/5jLK71W/aicYNbMPqZvmjfqgl0egMGv/guy/ah8yT7bMXPUEZHsXhNJhN+/HU3vl27FVdTMtnc8SMeg1wmK5VZUqzWYt7SH/Dr7/tQOVaJJ/p0Rb8H7kFkhBxTP1iB9q2boFc3M/a01992HMT7k0ewP6/8aRu++XELMrLyWAyjh/VFlw53ePNtyn2HCAKcLLFxkL5oH2ytP0L/SFAHm2DVH3H3vZAQo0B+obakpfG7h5dj45W97roLunkmcWxJzLpsOUyqQu/tQSqHKCHJ3OVGU1RaENZ7q4aVZ2dEQD0BxFtkgFYRj+zEdiWhWTI0KBvGJJZ5ErJP53pD+LbsBuwJ4VakHWISiWGMjCrdIcdohFirhrZqktsYyTNTmQ9uniEQGSeHSIxSWiikjyISi1Ccq4VBG3o6KeFSdlP2ZoRKJxzal7/JkqtFOXjl4CoYYf62SwwR5rQdgFsqOVcq4+hdSw/FnfuOZSUo9MDf+6k3GFliIRdeeP0jRpKMe74/GtSrhbmL1rAH5fEjHsdPm/7Am+8vw9IPJjBCpWH92vjz4HH2MD3t1WGod0siKHsjVhnNiIDjp/7DgBfeQfWqldH/gc6IiFDgf62bljykUzlQr0GvoVnDuhj6+P04eOQUFqz4GT8smcYIGYpl9/5j6NmlHVo2q4/mjW9F6+a3ldoiETJ9hk3G84N6o/P/WuCbH7ci+ehpbF71AdNFsZAlt9Sshonvfo74yjF44uGuqJlYBdl5KpZpQmsVqzV4e84X7CGf9nr5Whp6DZrIyJ9+D3RiJMnRk+cwuP99rJTntRefRNPb6iCxWjw0Gp3DGCjoQf3uQ1JiAurUSsToSR9j07fvMzKosEiNdg+MxKL3x6NT+9LZyjRvxXe/Yc7C1Rg2oBfubtccm7YfAGWGEE5arQ6tejyPH5e+w4gQskmzlrB9vjryCRDR8vrMxRj7bH/c1aYp9h46iRhlJbRsWr8UWUJnSETOyyMeY18uT/twBV54qg8e6tEBQ8bMZETJwL7dmX+6B199v5ndmyMn/sXg0TPYfbq1ThKOnDgHvd5QMtbRfeSvhzcCnCyxcf7eqGsln5Q5EimXQC4VM4Ig0Nv7euOtcSj9OE5ln0OGOhsJUdGse0/jyg3QpmpzPLVzKlLCRNzVIK0Do6xOCcSkH2K64N+OH94473DxScQCZWd4k1ygDjhUhiK0kV4JWZTqImRaVSn3RKQUR9dkP64Y6bZQGRK1AbaUIulkSlaKRL68hZM3CRM64/Ta99qEwVYZjiO8PBWClWWnQ6IucrQMf90OAtIICSIryyGLcF7TQKPSMQLFqL+RDhmk6FJ7YGoTHG4WKHp0QuDub7Lkp8t/YeV/+0ttZeCt/0PfW9oIsT1s3X0Ik2Ytxd7181kpDWWL0AP4uOcfZf6JoCBCgsgHMspKoKwBejC2VYZDD8qUTUAkAhmNmfXpSuzbsACnzl5iZMnBjYtQKcostm9d/nHg8CkMn/ABfl8zFzWqmcmgh4dOYoTBhFEDWCyN6tcuic0WAJ8s+xG//r4fm1fNYS9n5eQzMmj+zJfQtUOrErKENEtem74INaonlMreyMjKxeHj/yI9Mwdbdh1CjDIKC2aOw/zlP+G79dux+6dPygmgli3DcSaGRe+/gk7tzZ8JyKxxJ4wXrPgJW1d/yLJtyhqRJX8mH2ckFdmFyymM5Nq7fgHL/KiILKHzqZVUFe9NGl7KrfU56HQG3Hn/cEx+aQha3d6AjVu7cTfSMnPwyfSxFZIlFg0a2t9ddzb1SWmVIG8E7iQgEOBkiZ1jKFsi4s5pldUfocwRlkFC31QF92ctl+G4pLqGuUeWIdPOw16UNBIpmmJka0M7rdwkUsBIRIk0sRyGpqzroB9uwYeALwRSvSFwSuSFyKCDTFeaJCl7AkR05FZrDSp3qcicISvIB2mkeKLfUlEMVKJTKf+S4N1zymbglI2B6YcY9E5fXso40dQwf8PmjlGbYrFO687UsJ9D3XXiaptT2MmIBNEU6EtlkViyTWisWCqGIloKaaQE+deKgr4jDxEl9MN0S0K8VbD1ZQ+VTji0J3+TJX+m/4t5/2wp9W/JqMbd0DWxiSD/voyd8gmOHP8X997oBHPg8D+sfGbnj/PYg3pZsmTzzoOY+/n3jIywRZZ0emQMoiIjUDUhrlR8H78zGilpWYwsObHjixLCwfohff3mPfho8ff44+dPS+ZSiRDFQ7oiZWOxBQBlTZBZkwHdHnuZkT1UtmOtWVKWLKEMjVffWchKd5rcdgvO/neVlenQgz+JuJJZSk2s1y5LljgTwzfzJ6PV7TezYig7Y+Yn3+LPdZ9iwMhpeKRXJwx9rKfNMy5LllA5U9dHxzFx3vhYZYVkSdteI/H66IHo/2DnUr6tz+HKtXRGvlCGTYRCXjKuWpU4dg4VZZbodHrMmr8S363bzuZRFhCV+VDWEjeOgCMEOFliByEqEVEV61xuy0vlNREyCRQycVjpj1R00XZfP4jPfFplmAAAIABJREFUT6x0dBeRoVWjwIWHDYcOA2iACVIY5A1hkph1Q+wZJ0wC59CISHAmk4Me/umHHtIpY8IgiWTZE0K34qVsjdgs4bKP1JHVGEnirDAq7TGzRge7WSHOECXWp+ttUVk6j4iidJsZM+7cMkftle3pllS0ljrxFrf1TBQpl7m4qzsHeWNOdLUISBRiFKSpYdA614+4bLmOB8sHzNQmCVVAGiahTpp4I2PYn4fob7KkQK/BpL9+QEqxuRtXYmQsZrV5DNFSzzv7kU5Gxz6jmcaGpZWu3mDA51//ghUfv866xFRElpB2R//n3sLhLUugkJtLSSlDok/Pjkwfo6xZynDskSV/HPgboyfNYxkSsTFmkpUyIYi4oCwHZ8iSOZ+tZq2ALborlpIWKguhB/eKyBLKYrm/W3uMGtqHrb189UZWCkRkyQeLvsPufcew/suZ5fZFPpfNfY2VFJE5E0NZsqSoWIN7+r2ER+7vyDQ/KuoOVBFZklA5Fnfc+yxWL3wLzZvcyuKxLsPp+8ybaN+6KSNMrM2aLCHMOjz0Ir5fPBVNG9Ytt99nXn4fnf/XEk8/YdYWsy7DsQzOyy/E36fOs25JjRrcUi6TxZ/vab524CLAyRI7Z+NKuqZZnNXc3pf0R4o01L3GUKLFEbjH7/3I/sk+hxmH5ju1kEqvQya1sw1RI8KESm+M0opLGlhJTsYVoEhVWltELOFaIz68G//H3nXAN1W17yc73ZPSAgWZZQgCDhQUERUVBQQUJyJuRcSFIooigqIoOMANOD5RUeFzIagoooACAn6gLNmjpYvOtFk3//97QkqSJs29Nzej6Tn++GGbc97znufe0twn7/s8VC1CBIEv9xVqyXC1l/hLSWw1htgjKeWGQ2cifRUiguKqj4jdns1ryD6XnHrEEi8UizAkd5lA1SqSEvSarFQ1jhjxXpXNBn1JgaTqErmOOTqHBZp8XoUWzL2hT9TCVmtv9C01wWDgvnZkpzxUWCyosDh/B7dKTEaXzAyM7NQZyYbgH4CVylNunFhywiEMIk2WuK5DQU05+18iS5Qan3/zCxPxdFWRuOLefP9MtG2dg6ceHNMgWUJ6J9SusWDOo+jRpT17X04tOiTe+vpzD7AH7SMFxfj8m1VM9yMQWUIVJIOunYjrrhyI2264Ahu37MD4J15lsc4/5zRRZImrDYTIkb5nnMq0NEgsddUXL7Nql4bIEiJmOrZrhQfvuBpki0y6HWmpiYws+f3Pf3DrQy/gyQduwpBB/ZBfWIK1G7YxUojIgzN7dcZt118Bk6kW/+zaz+yQG8rBmywh7J+f9zHL96orzmeaL/5GQ2QJCelS5Qe1Gd1y3WBWNfTE8+9i2KXnMs2SeQuX4pMvf8Kzj92Oc87oho1bdqLKVIOcrAwPzRI6E4nFklBsZnoKdu45iD//t4tVuxCeRCK98sx4HMkvYm1WVdUmRlAR4VVRZcLAfr1BVf+kaZOYGM9w44MjEAgBTpb4QYjsg2lU1tQvq3a115D+CBEl1FrTFPVHAt1c9Pr0DXOx/fi/YqayOYdqq2GL8R4lQdMcdn1eYEyoykawn5ynM0DY+z9u9xsYOUVmVCe1YQ/yRCh4a3mItaolQqCsWW+Q7awSOh1yRF6pgsSUfPJTGNZ6I1iZDXEgwscXkL6cc0ifJK1os2TcGyJfJAfzWiA3J+996VpTVYkYUkcqYSJXtySushBqs/iKiGCx5OubLgJJej0mnHFmo3fPiSUnHLobo4UsCcVPBj1UkyYFERnug0gUenBf8+VrmPDkXPbgfdv1l7MpK1ZtYNUCLk0Q0vIgEVcapKFBc+e88zl76HcNqlChSpWtO/axFhP3yhIiFq6+Yyr+Wjmf6Vv8su4v1gpjqnGKat9101CMv2UE+3+qLHHPxR8mlA/lRYNagqgl58LzerOviSz58LXJrNWGWmuIJHDps6zZsA2TZryF0rJKto70UchF5o2ZD7C17y1ezqpGXMOV28pfN2HqSwvZOhJBJWeaQDn4Ikv++mcPrr/nGb8VHa59KQ8iat6e9TD7FumsDBh5P376bA4Tz/3pt02g9iXKh/RjqOrn3LN64KG7RoEIrukvf4D/Lv+tDp/nn7gT2c3SPK7DsaLjmPrSe0xQ1zXuHD2ECcOSRsqDU+exNiXC6fQeHVFcWsEEZolUIoLLdf36nXkqpj50M1pkN1ztHYr7m8dsfAhwssTPNSMShH65llY6e8LpUwm9zkmOEFlisdlRaxGYQGmMP9vLvqulVJW4Nqm221DYBBweqLrErmsPOE64WaicomKBhqO8GI5j+wNN469HIQJixVKJyKAKDSJXvB1p6LX0gvUBNUZcx/f3oB+MDbEv1x/KSW+WJz7rz2Em2EsYTE7uexOhQ21VogkvQYC2sgza6gpRR2D2wkmeffQNLWSxK52l73xwBMKFwH2nn8lIk8Y66AMwwQFU14rXFYrms8YyWaIU7vQAbrFa6yx2KS6185SUVjCnFRIdlTLIFaegqBTpqcmS17r2qTVbUFxaztxpiIQROyhv0lbJzsqATlt/HeVGorGpyQnQn2g9otj0/ePllaydidxjaEjNgSo2qDLj49eniE3X7zwX/kSe+BrkmlNWUc3y9SUi644jtdRkpCfXw5GuEVWdeONLFUaEEREp5EDEB0dALAKcLPGDFJEjaUkGJsZKBAn7B8Zib3L2vmJvJF/zvjvwC/6z08miSxnhbMeh1hiHJgMOlRFq2xGoELk3UoI6hYm/OjQNPzg5CvY5LYD5aJQIUKVHeWZ3j0oTIkdIk4SqWLxbWYhkqUrtUKeBQoRJWuFm0eQEES5EcLhXl8ipUKl7kxKXxcRe3UfWoR9lValQjEBaIHIustZSgcx8ZW3IfeHoLzeptr5iCRNOlMi5G/gapRAgfZOx3XtgZF5npUKGLU5qoo5p0FGbdCwMTpbEwlWM/jO4LJyp/WbwhX2iP2GeIUcgBAhwssQNVCJdDax6xKk/otWoUF5NIq+NR3+k0mpCgamYnSpRF4+c+MiVmJGoK4m7yhnkjFPr3oIiJ4ifNVZDb0DlbLOCe0WHwwa1/RhUwklHHpVQBpUjvDoqRNw4hwaCJhUOdYYHgeIwm+A48I+CiPBQ4UaA9ExKWvRzXmVbDcgWOJDeB1U4VKR3riNZSHOENDkCOdm4zuZeERKMDTG18RDB4RrBaqmEQuhVaTFc9/sjUOuQproCJPbK/nkRBNEaJoLeyCpMBEP9KjNq7yGiRFMT225h4f455PvJQ+Dm7j0wpe+58hZHaFUsOeEQhJwsidCN1MS2pVaa39ZvxeUXnu1RsdLEYODHbeIINHmyxNve12ITUGMhgVYBJPJaVmVpFEKtm4p3Yv7Or7C5eKfHLZ2oi8Pg3H64pv1FYSdOPtyxFMsP/iLrRyyU2iWs/aVuaOFQJ8ChTvSZJ5ElWvP/ZJ1ByUVUdWLXd4OjsgyOAt6GoyS2kYpVkdYZ5vjmoogSV45EslBLCP2hQdUTgUgW9/O5CJNgKku8yQKqdGl+aKVsGENBlpAob2K5eK0kqcn7akXyG4PacohAqaoQ5V5DlsIO3cnycLIjlmJJLPUsfD5HQA4CjY0wIXLhaEmNnKNG5RpOlkTlZeFJcQQ4AjGIQJMkS6jFxulgo6mz9yX9EWqzcR9y7YOVvE++PbgGv+ZvRqWthlWMZMdnIicuA4Nb90PvTKdI6PwdXzGipKFBpMn9p17L1oVryG3DofyO1JpgcYizc1TiPA21wKitB6CxHVBim6BiCNY4WAucPad8NH4EmOWwJk50O433iak9R45OCAm0UuWFXDLBF1EQTBuOL8HYYK9uMJosYveWmjdVh+iOF0Jtdepg8cERaOwIvDBgYKNoyaEPxTKTDThWdkIjrLEDzytLYuAK8iNwBDgCjQWBJkOW6HVqJtjqsvclB5taq7OCxN9IjtfBLjgiIgiWbyrGuDWzUGDyr03RKyMPOfEZWHZIfG/+zLPGoX9Or7Dcn9tL/8V0kbbB3gkds9TAZA9/b7Fd24bZ+3qPaCBMLIUGOMziBcHCcpH5Jo0OAXL5If0ScsORM3xpjKQWboKxplByONIBKcy9SPK6QAuoRYlajUI5qMoHKng4JREBRpU31cltfLsfCQIMRUf9VoqQO45DrQb7W6NllShEsqisFlFVKaE8L4/NEfBGoE+LFlg05MqoB8ZbsD/qExaRIK8sEQESn8IR4AhwBBRAIGbJEtIfoV+QZO+r16pZK41Ue98Eo5Y531SYrApALT7E7vKDjCipsipfMpodn4F5/SaGrSVnwuppKK6V5pIRr43DoFMuxJytJ63QxKMX/ExyqiF7Xyb4KlRB5agOPqiMCPZqDYRqLRw2NRx2XlEiA0K+xAcCLs0ROa04VM1Smn1Sr4TCB2NDLKmdRcLVpJyktihJCB9wKpFAlWld6tql3BewCpOyYqhPuH7Z4xJhj0/0qVVSt05iK0/ABPkEjoBCCPxy/Wi0SkpSKFpowkTqvVxoTuOMysmSUKLLY3MEOAIcgZMIxBRZ4k9/hNpr5Nj7UjVKUpwOJRXhE/gkgdYxq55usKIk2Bv48V5jcXmY2nE2Fm7FnC3zJaU8Om84zmtxFi777j7Y5Fw4SbvJm0wuOuxBMQTuOQ6bClaqIrGr5SXHV3EEGkDAVc0hVljWFcqfDXEw+iBibYOpUoTyJRKELJWJ8KF8GhrB5KXUDUS6NO4uRN6kicpmgWCMF70dVZjoSwu5holoxPjEUCOwaMgw9Gnh1FCK1hFrTjicLInWO43nxRHgCMQiAo2eLCFCw6jTwKBT1+mPkDVcQ+01Yi8kkS8k8lpUHj6yRIz+iNj8/c3rmJKL9wc8FWwY0evJEYecccSMEe0vRf8WZ2H6hrnYU1WA0ibW38+JEjF3CZ8TDALurS9iCRN/RAnlkZG/xqMVRUpuDdkGEzGSUHEA8ZX7fdoSe1sqe+9L69ML1ot2C5KSt5S5UrVNAsWmyhQ9tfKc0HQSSAyWRGHVakaisLadMOo9BcqXvx7bCDQG3ZJmKYZGI9Yv9m7hlSVikeLzOAIcAY5AcAg0SrLEKc7qtPd1OBxMmJX+UKuN0iM7zYiC4+ETBRu0bHxI2m+8cVk77F2loWowHlWYkDuOv5acTGM6uqZ3QOuklvj16HocqDzC4h23WlBmazqCiJajRl5REtY7s+ltRsQHOdCoBVvd4Q2mY4irPlKPlAiowQEgGHFXf5UXYkkcOkCD1RtRQJiQhklVagdoLRWsOoYqY4iwouoY+n85Q1teCqjVoBYeh/aEDborkCAw62JGnDgEqGtMnDyRAzJfIwqBr0eOQtfMTFFzIzWJ3seRuGuUFqrKgqUpkyW1Zgs0ajV0Oq9/+04gabcLMFusiI8z1GGbf6wE67fswCm52Titq7sjoiz4+SKOAEegCSHQKMgSV3sN6Y8QUULirFL1R+Re03B+IkGiriN/mCQ3VUnrvrh4Zth0S9wToyoTEn51H6ekZWHD0R3Yfty31WeN3c4Ik1oh/IKvkkANcrJQq4a1yBhkFL6cIyAdAXp4t+mSmcaGe3sLPdAHGtkHlgea4vd1X0SHnIqQQIRJQxUqspNXYKGLSAnUUhTsVmpzLdNJ4RbEwSLJ13sjsPnmW5FsOPlQGm0IxaITDmEc62TJwKsfwLGi4+x2Sk9NwkX9z8DEu69BfJwRN947Az26tMMj467zebut2/g3bnt4FtZ8ORepKYlYsmw1prywAAP69kT3zu1w101Do+025flwBDgCUYxA1JIlZO+r1znJEfplZ7FR9YgAs1We/ojca0BtONTW420rLDdeQ+s+3fMDXtn2aShCe8QkG+HvB7/GvkcaKVVWE/v/RF08knTi++eVSLSophQzN81DQbV/1x/XPkSaWBx2CCcKiLQqFSps1rBaDCtxZn8xuNtNKNHlscUg0JAwqb/1wbThUIWLOb65579PZf9KtjVuqE3IPThVd7hX1NA60jahqppIDVelj02fHNoUBAH6kgJJ1sXkyANB4JUpob0yjTZ6n5wWWDQ0ut1wYtEJh26YpkCW3HTVJbjwvN44eKQQU16Yj75nnIrpj96KfQfzERdnQHYz32R+VXUNDhw+hrwOudBqNLj5/pm49IKzcO2wgY32Z40nzhHgCEQOgagiS1z6I/TLjQZrrwlg7xtq6JLinGV+lTUnS9ZDtefLWz/B4r0/hip8XVyyG74lbyjba3f5IY/96LXBuf0wqv1FISdOqq01mLxulmS3HPeEy22WmNE1MR+OAxzc9SbkPwB8g4AI+CIx/C0ii14SYJUzinP6wp0kCMZZpzyju0/3mUB5UWsMET7uJEqgNUq/LpbsCXrfANbFFN+WkMzceRykheIa1NpTa2LtPS4Xn6Bz4QEaPQIfDRmGs6Nc3DUWnXDoxokGsmRPVRl+LXS+h+zbrBU6JaUpdk9TZcn9t1+FoYP6sZjvf7YC7y9ejp8+m4MX5n2MDm1bYsTg/vj6+7XY8ve/OK1be3zzwzp0bNsKIy7vj8nPvoNFr0/BG+9/iTc++BKtcpohNTkRUx++GS2yM1mM73/ZiKTEOFx1xQDcceMVjFjxFa9zh9b45fe/kJQYz/bIyUpncaiC5ZMvf0JmegruHTuCETu+xsa/dmLa7PeRX+j8PXlB3554/P7RSElKwL/7juDxme9i0vjr8eHn36OwuAz/mfs4aM2s1z/B3oP5uLj/6bhu+EXo3rktW//ojLewdsM2lJZVon2bFhg3djguGXCmYtjzQBwBjoAnAhElS8je18CqR5z6I3bBqT9isYZGf0TOxQ/npxLTNy3AskNr5aSp+JqOybmY2WdcSFt1vtizHEv2yC/hZ2/sHQLyzTVR65oj9sKQHqPlSGiqelQZLUB/hL3/A5qQ/otY7Pm8+gjQwzsRGWI0NeKqjiClZKtkGH3ZEJN2SlrRZsmxaIHLElnOYqo4IdInkoQJteSUZ3aXk76kNdSSQxUm3oOqSCwZ2fU1ULwmaivLQH/4aNoI3Hf6mZhwRvQ/oMWiEw7deZEmSwpqqzF921q4lALpY57J3c5Bi7hERX4wvMmSZ+Z8gL/+2YPP33ka4ya/jB5d2uPO0UPw3qfLMeuNT9Cja3tcdN7pyMnKQJtWzTHqzqn4a+V8VmFy7V3TGBnSs1sH5HVojelzPsCOfw/iwTtHobSsAs+9togRMzeMuMhnvMLi42yPW68bjH5ndcdHS37Ayl834ZIBZ2Hk5f3x5/924rOvV2H10leZ0YT32LZzH3bvPYwuHdugptaMp2YtZC1BtP/W7Xtx7d3T0LxZGkYO7g+j0YCL+5+By254BA/dNQrn9emBFT9vwJLvVmPl4tksPu3foW0rZKQmY9W6LZjz9mdY+9U8pCQnKII9D8IR4AhEmCxxt/clBxsiR2oYQSIwsiTaRjjtg8NVWSIWY2pzGZjdHaM6DGbiqzRIV4WqUehvatmh1p1emXmSq1CoquT+X6fBZKsRm47febEiAms+FBqyhIBTNT8F0GjgOLonaLx5gKaBgJRKjWZHfmHipVKGLyec+Ir9SD6+Q0qYurnuLj9yAhBhQkSN1HPI2cvfGqWdc/ztoy8u8KgQIaLE3KwFE40VM8QSJiRAy6pUtFq4t/RQhYqmqoK394gBOwrnNBaihKALp+5cOC9VpMmS7/P34csjnjpzw1p2wKAcZ/VDsIPIkjN65DGCYeuOfVixaj1em34fBp7bux5ZsuKXDfho7hNQq51Exd8799eRJVQtcuZld2H21HsY8WCqqWVfz5pyNwZf2IfNnzl3Ef7Y9A+WLpjOyBLvePS93zZsxbsvTmTz12zYhjsmvoi/V73Hvi6vqEbfoeOw7D/PM6LG1ygqKcOmrbtBxAtVtCQnxWPes/fXkSXrl72JhHinZt3r7/0X3/y4Di89dQ/72mazM0Lli3engapcSMB2556DjPChSpTXFizBp289hVPzlME+2GvH13MEYg2BsFSWuPRH4g2aOntf0h8Jhw5IsBeMSOLmqeFxxAmXZokUTBI1WjTTG3FR7nk4UlPut/Klf3ZPTOh+rehKFHK7oRYcpUYsECaWAiMcVnEPK5Jx0+qhbtcDjopiOAr2S17OFzQ9BKRUakhxr3EhSZUltfFZHtUrVKWiN8tr6aG4BW0uDepCURsQy6G2lFkOh5s4aUioNqiDeS32JjvMWa0CVpR47687XgxNTZXPtERVqQgCq1DRVlcoeTQeK4QIXHxKWzzRtx9aJYVYX0fBM8SiEw7BE2myZGNpARbu9awovPGUbjgns4UiV4/IkvTUZLRrncPaZgadfwa6djqFxfauLHEnMuj1hsgS0ju54qbHPIgNaq15evb72PDdm4ws8Y7n/b1NW3dh9Phn68gSct7pPeh2LJn/DPLa59Y7/3c//YGHp72B3t07oUvH1ti19zCMBh3efP6hOrJk288L66pSJj37Nqtc8Y5195hhrDrmrkdnM6Jk4Lm9WCXNOx99g49fn8Kqa/jgCHAElEcgZGQJVWQQOeKy9yUHm0jrj8iFL1y/bMPphiMFi0ydAaVWM4QAi7LjM/D8WePQMaV1wPDkivPWtkUB50mZ0Nhdc6ylegjVvq3wpODgb64q5xSokjLhMFXCUXIUqKlUIiyPEaMISK3UIGIhpXhrUGRHMFBS6xBVZigxIlVlUp3UBpXpXZQ4QoMxqBVHU13hrPZQq2FLSpW8Z7DtPK4NxVapSE6QL1AcgS4ZmfjmqlEs7h9Hj+D3o0dRYTGzr1slJYFejyYNk3B+2KU42AECRposMdltmPXPHyg0Ow0Cmhni8EjXsxFP/6YoMLzbcNxDBkOWuKpAqKqDWmFozF2wFMt++p0RKOLIkt0YPX6GaLJk6JjJuHRgH9wzZhjbb8Eny7B+83a/ZMlLby7G/kP5eG3GhHpIEoly35RXsfbreUzzhEa3ATdzskSBe46H4Aj4Q0AxsoR+KZG+B9n76rVqWO2OsNn7hvryZiQbUFljZa1CoR7RpFsi56xEmMzrNzFghcnGwq2Ys2W+nC0CrvHlmmNzOFBhswQkfAIGD+EEh00FS35cyHZQxWvhcMQBgg0gG2a704pZFZ8EqDXse44qrkUQsgvQCAPLqdSgyoxgK0TkQFUbl4WyLN8Ce1LiUXVJZv7asFeVUI7h0i2RgkdDc73beWgu6Z4IBmkW6Pqio5JcepTKn8eRjsDITnn4Pf8ojlT6JtvJIeeJvueia2am9OAKr6D3oknxWpRUWBSOHPlwkSZLXAgU1ZElyrYRh4osobzJejgxwYinHrwZx8sr8cBT8zDo/DOZRkgoyBLar2O7VnjwjqtxOL8IU198D2mpiX7JElflyszJd+CyC/uwNp8fVm9kbUnFpeW49aEXWBULuQF9u/J3zHjlQ06WRP5HkmcQwwgERZa4649Qq43FJkS1/ojc65gcr4PNLjAL4VAPsvK997dZ2F3h6VIT6n2VjE8tOTP73NtgyO2l/2L6xrlKbhswVrSJwTqghQqeLku2ch3sFbqAZ+ETOAKhRkBqZYm/fKjihDRNQj18aaDI2ZOshBPLPXvx5cSRs6YqpQOqUp36UI1h6EoLmUuOawh6IyyZ2ZJT91elIjkQXxAVCCTp9ZjS91yMzOsc0XyoulmrUaPCZI1oHqHYPFrIklCcjWI2RJaMf/wVdO/SDnfcOATvLV7OnGHenvVwXSr/7NqPq+9wCrye1CwZh/P6OAW0qRVnwpTXsOfAUfY1VZgQMUFuN77ieX+PtEfcK0ssFit6NdCGQxonk2a8xdxr4uOMrL2G9npj5gNMj+Xau56GexsO5bRk2WomPEsaKzRIC+XN5x9Eq5wsPDh1HiNPGE79euGnNZvxyRtPMkz44AhwBJRHQDJZ4rL3JXFWUmW22OyMRAhH1YXyxxcXkaznSDcqHPbBlBERJpP+mIfNJTvFJRiFs764eGaD1SUk8HrHz4+FPXMiTI5ZbLAIkf2kyaEyQNBS/60NatthqBzOUmYanDAJ+23BN/SBgFWfhJIcp21jsIPac+KqjwQbxu96X846cjYLxrpYzn7ea6SI6iqxX7AxvFtoLOlZEIzyPmE2HDsMld2TPA42P74+cggQYUItO5HUN6EPusg4oLo29u6rWCdLwnHnkjiqwaCra2cJ5Z42ux35x0qQnZUBnVYjaiuHw4GS4xXQ6bT1cqQKE41GjbSUJFGx+CSOAEdAPgKiyBJqr3HZ+9IPLwmz0h9qtWkKI5z2we54fntwDRbv/ZG5z7gPanW5NW8o5u/8CgWmkqi8BJTfrZ2HNpgbaZaQdkm4hxlxOGjPgUoogcrhfBOlspfUq/IIV16COgWCtiWgOtnr66h1QCg4FL1Wv1o9VGnN4ShqvBVQ4bq+jXkfqi4xJZ2C6uQ2omyE/Z1VjgCsWNxIq4SqSujvYAdplVALTiQGYU2aK2LsmiORn689dWXFIGcb1zA3b+XUQZExvKtUZITgS6IMgT4tWmDRkCsjllV6kp59mNcYzASkgsTJEqmI8fkcAY4AR0AeAj7JEld7TSzqj8iBiVqMUhP1KCo/+em/nDjua4gI+TV/M2u3yTeVICc+g9nw9s/uhVHtL/Kw4iXhV/eRE+/sBabvj1szKyoJEzGtOEU1pcwRRwn7YKnXYxc8tQ1UQhU05v9FjDChlhy7oQcc6kSPo6iqDkFVS6WizhYwh0UFe1UE2nTUGqgST4hAxiVBleK8B0kolonF8hHTCBARcbxZL9j08l0wDKZjzJpXzKAKC6ryoHYYNWns+BlKEiW0BWmtpJR4OjyIyVeJOY2tBYfO7K01UtvC6VYhZ8S60Ktaq0JCM6eWi63GjtoKCxyhl0GTcykUXbNoyDD0adFS0Zhig5GTYXGFmVWXxNrgZEmsXVF+Ho4ARyBaEagjS1z2vlRFQf9PzjVk72u22uGIvd8zkq8H/WI6WlKuDDf5AAAgAElEQVQjeZ33AjEER6IujlWOXNP+4oD7iYlHQagaJZxVKGLIEsqLLISnb5gbdsJkH06F1UE2vTZA5XwDS4SJ2roHaqE8IO6hmECEic3Y25mPoxZa818e7TmuPS1HjXDYQ2Qx7O9gRJa06QqVzlBvBidMQnE31I9JlQckAJpQeSA8G3rtEgwxQSRE0vHtDRIftJ03KUMVKfEV+1kLjztpQrbGhEVNorIPYZEiS+QIu7osjjX2GggqLatIodYpwiQs1SmCANY64/bEX5vdmrnryBneVSpyYohdQ9UvdmoXUqvhUKlZ+4/aaoHa4tQHCMVIyomDzniy/L66qBbmqthrD/HGbnK/c/DQ2WexVu0aS/jeT8ayEw5hzMmSUPyU8pgcAY4AR6A+AqpKk9VBBAmNpqA/IvcmaJZiQFmVJajWI7HEhitHMa0sNJc0Thbv+RGf7v0BVVZPQsfVsnN5634Ip9POqHYX4f7u14qCmwiT2Zvno7i2VNT8YCaRZslxqwWVdnhUkThURgia5qwdhkgTlaMacLXoEIkihKfdyaVlorbt90mUsAfKGg1sxfVJi2BwEb1Wp4cqOROq1CzArdzeUbAPjorwYCQ61xibSJUHRCZEqvKB/Y4wprOWFzGDKkn0taUw1hSKcpaRQxiIyUPKHBKiJYImnIOuaUVaZ4atGJKDSBKquPGXJ5FqdK+YkuVXeYg5v69KEDlOOK69fDnriMkj0BwiRmwJyU6HnhPkiD9CR2W1QFdeGhLSRJ+oRaKrssRsR2VBTZOoLBnUti3eH3IF4khslWyqBYF9EGcy20L6QVwoKoID3WvhfJ2TJeFEm+/FEeAINGUEVGVVFofF2nT0R+RebCXsg8f9NkuyaOv7A55Ex5TWotIm0qTAVIxKN8Kkd2Ze3VqpZI2oTf1MmnDqNR6VMbT3p3t+ZG1HVVane0LH5Fx0TMnF4Nb9kJuWgu/3/Y7fjmyByS3/eF0c/ixUpiyeSJIyW8PCrkRW2PXdPNthHLXQ1YZfW6Uh/O3VWthK9cFcouDWkmZJyw7Mcthx9F/AHN4HzOCSb5yrXQ/VRJY01JoS6tMV5/QN2I5DJEn6MWk/M/SQT4KySmiPyMFATs5y9vG3hs5vjmuOivTOdaQJucRoqitgS06HQ6uFFKeeULb1EKlA5IZ7VQmdy5qaCXu8ZyuhKIx8VKmIWhdgEpEktpR0yaFC1RKkNWpgTNahuri2SRAlBPzITp3xwgUD2TWgag+dRo14wkGngdUeOuKEnHDIkKCsKvaccAhLTpZI/rHmCzgCHAGOgCwERAm8yoocY4uCVVXfVLwT966ZJRkVse0sYgOLJUy0KhWa6Y3Il/EQTG1EX1z8fJ3uystbP2FCtf4GzX/unDswoEWveo5DSrnmiCFKXPl5tMOc+KbGshNq+zGxMIdlnlCrhq1CB4dZnLK64kmpNYwsQQACSvF9ecCIIlCd1AaV6V0azCG9YD30ZumVYlIf8F1tOvS32mFj7ShEtpjjm7NKDV+D5hIxQn+ohYW0UYh8cv0dUXBPtCK5BGtd1RZUHaGKVyG1VBpxzNx14nNkt8b4wsIfUUJzKU8SeZU6QkFO2JJSQX/kDt3xYmhqTorXyo3T1Nfdd/qZmHDGmT5h0GvVcAnoE3FCrTokyKqExkiw79mi/bpxsiTarxDPjyPAEYgVBDhZIvJKkn0wCd9WmOR9SjHpj7lYXbBF5G6e0+b2m4jd5QeZECxVZZAQbKeUXJyX08tDCFZs8IbadogkSdTokKTVQqtSo8RqRoVN2pk7JmXj/YHTWTpjfn6aVZOIGQ/3vA4j2lzoMVUJEdgaux0FFmmVD1RhYjP2OZlLAxoiYs4WyjlEmjisajgEFQSzOnLkSSgPyWNHDQKBWnGIjKB2FjlDrF0xERvJpTsatCMmO+HyzO4elSpUmUH6J+FutZGKBRE+ZWk9oCk7qZ+UaDsIrcNZlSd2CNChOLufswUl2CEIrEXFH4Fgj0uEPS4egt7Z7iJ2qGw2JhTrXaUidr2veZSDJTM7mBCgvAyFh4OKEarFungNNFo1NHo1tHEaVBwxRW2lypuXXIaLT2kbEAoXcULGAjSoTcdsFWCxyVPBjWUnHMKHkyUBbyk+gSPAEeAIKIIAJ0tEwkjlnElxOpRUyHPEGfnDo4zsUHJIEYL1t+/Hu7/F53uW171spEoBr1FkqUWVXbwQXapWj0d6jsGW0n0NVpT4ysm97eiLPcuxxC03udhRdUyt4HSTkTJIv8SubXPS0jcChInDpoK9UusUdKX3jPQMonZAE2+D2uj5JtIhaGEt1DLihA+OQKgQaIjQIBIitWgTdJZK2dsXtLm0wbVElJC9rxjCw721R0oLi+zkFVxoUaegWp/LxEe1ggmJ9oOyolcmtEd1ZkdZa90XUR4k6Oo9BJ0e1rQs1iYkdTCipKSAnVHJEYx2inse0VhdolIDaW08W52awYid+zxd85TEU26sJL0eW8beJnk5EScGnRrxBuc9RcKwZP8rhTiJZSccwoSTJZJvK76AI8AR4AjIQoCTJSJhC1ZZve+X0t8wiEwNg3P74onet4idXm8eVW98uHMptpf+6+FKE6+Nq/taKuFARI632KyYBHtl5mFev4n4cMdSLD8o79Np930sgh1HZLQSuWIwDRNdHhxqY51LjcZ6ICwtObbjugZtglUaAdpMCxxWIlR0nCQRc4PxOUEj4K+yRCknmaKW5zeoWyK1xYeqNGrjsiLmIhQM4GTXbKgpZi1DWlu1rFBEuhzPOVMWmeFBllgtMBR52oSzCo70LEmVJK6Y1HqjMVUpTpQQeWNp1kIWVt6L1LUm6EsLFYmlZJD0tifJErtNQGV+DQSb8raFLZOSkKw3YHuJPCKGKkqosiSYQRW9Lv0R0juhNh0xxEl2mhEFx0PnbhTMmZRYy8kSJVA8GcNUY4Zer4VWE6G2ZmWPw6NxBDgCCiLAyRIJYNIv32NltZIV3EknZMyqp2WRB2LTk+I+4y8m6YOYbDVMhJZytgkOfLl3BWvHMajVMAsCSq1mWNysIsXmJ2Xe7Z0uw4+HfpWyxO/cSpsVxVZ51UBiEiAHHbIfVtuVqxoieK2FRk5+iLkAfE5EEDiWe6GHcws536QVbVYkl4YqSyItwqrIAcMcxKaKR6WhHajaQk71hytdIjbI3tc1mD4JkRISWm5ora60ECRcq2TbjTukJDBLQrNKDNJn8SaIlIgbTAy1VoXU3AQWwiE4UH7EFBKi5KMhw3B2i5a4/qv/4o98T5JMbP5EtnwzchSSDcq4t9GHVlRtYtSrmVBsrdUOUy0ZFAge78uIYKE2nKLy0P3uF4tBqObFKllSWWXC2Vfc4xe2xyeMxvXDPdu1g8W4ptaCMy69A6/NmICB/XpJCnc4vwiz31qMF6bcFRTRolQcScnzyRwBjoAoBDhZIgom5yRyxKmolmYf/O3BNZi/8ysUKNyC4yttqjAhZ5kkXRxr+SHCI0kXz6buKj/EnHJokOaJy4XG9Tp9v6FcqbEjWatHhc3CukFCOTJ1BiRpdYpsUW6zoNTasAOOIhspGMRaoodgkl7SrmAKPBRHoEEESIDUXUA169CPijj0UBUIVZb4GtR2k1K8VZZwbFO+nGZ9Oqp1rVkFB5EIcvVLvK195Qqohsoi2HWN5ebl6x7x13oUyfuJdEp0Rg2oooSqSewW5X8ju5McPRe+i0qL/N+hLwwYiJF5nRWHzJ04cVkS15jtrGWHdE9i2QmHwIxVskQQHDhwuKDufrnipsdABMk5p3dl30tPS0ZKkpMsVGrQnjv+PYBWLbKQnOh8zyx2bN99AFfd/hS2/PAudDr579uUiiM2bz6PI8AREI8AJ0vEY8U+qXCVgIpZNn/HV4woidbhrnkSTbmS5kmaThlb3Gq7DYWWxlOKS2Kt1iIFxBij9abjecUEAsxlJbElO4tS7TcUy5fTDpEkLmHWmAAvzIeoSWjJhG6pKoSqQ+SSCVQNQjGIQHCo1E7XG4lVJXR0ikM6JaEacu2CfeUTrW04ocLOPS4RJhNOPxOPrPopqO2UaMUJlAARJ0SQkLMO6Z3QIH2T41UWyZXAgfaKltejgSzZXX0Mq0p2MkjOS++EzonBiSr7wvbMy+7CzMl34MLzerOXH53xFtZu2IbSskq0b9MC48YOxyUDnG5LVCHyyruf49sf1yEtJQnXDLsAIwafjzijHjPnLoJWq8Ge/Uex8a+duKBvT4y/dQRyW2SxtTfeOwOPT7gRXTq2wYeff4+Fn36HY0XHkZ6ahOuuvBB3jxkGFd1oXoOIEiI6aJ1GrcbkCTeiR5d2WPzVz3j/sxWgSpkRg/vjuuEXIrtZOhwOB774djU+WvIDDucXo3OH1njwzqsx45X/1Itjtdowbfb7yC90OstRzo/fP1pxsiha7mmeB0cgWhHgZImEK5MU52SNK2sCi9F9uucHvLLtUwnRIzeVqkx2l4tzrAlHlkqSJSTsKsf+OBzn9LWHtVQPoVr+pxORypvv27QQKM7pC5s+mR06tXATjDXK6TqQKKsp6RRUJ7dhWh0pJVsVqVppWlfo5Gkr0jrDlHwK+wZVddgSkyEYpX166ormEmR1/P9DgWxdEEGAsUCeWK2Ya6iEE45rH01VBXQV0i2wxeTZVOZ0ycjEN1eNCttx6Xk2LVEP+ptadahFp9ZCf5SxJA7bQQJsFGmyJN9cjik7/gsHnFo5qv//7+m8oWhpTFMUIm+yhEiGDm1bISM1GavWbcGctz/D2q/mISU5AVNffI8RDg/ceTUjNp5+6T3cfdMwDBnUF3dPmsNIkvtvH8nWz35zMfr07oIH73Tem90G3IwPXp2M03t0wve/bGTESm6LZjh0pBDjn3gVrz/3AM4/57R6Z1v63a944vn5ePfFiWxNp/a5+G39VpbL0w+PRdvW2Xjjgy+RkpSIZx65BV9/vxaTnn0b9906klXLrN34N5KTEhih4x3n0NFC7N57mBExNbVmPDVrIQb07VmXs6JA82AcAY6AXwQ4WSLh5qBPLUhorLSy4ZJUsuYl9xs5AqcS0onZqUq24RBIh2qrYXMoL34XigtgORoHh73+pxeh2IvH5AjIRYAccWy6ZNDfCZUHRDnTSN2LWnLI+UYtBCanpcZuKvOJeKK2JodambZG9lBks0FbVRaULogh/2DINEuYlgpVvSgwyP1HaaceBdJqVCGILKFWHNItSdbrFdMvaQiEZikG9j7NLjhYpYnrvRsRJxarwCqE6bXGPCJNliwr3Iov8v/0gHBkzukYnNVdUVi9yRK7XcDOPQex49+DKCwuw2sLluDTt55C+zYtme4Itez0OrUDy2HJstU4Vnwcrz5zHyNLenfviNtvuIK9RtUd//nieyxdMJ197U6W0Nd79h/BP7sOoKi0DAs/+Q633XAFxlx9Sb2z+WqfoSqVNq2a48aRF7P5NOe51xZh3TfzcPOEmWjVohmrlnEf/tpwikrKsGnrbhQWH2ckTnJSPOY9e7+iGPNgHAGOQMMIcLJEwh2i06iQnKAPaB9M2h8zNi+UEJlPdUegjTEBah/ljoFQyjSmo7i2/qeAoRZ5DZSXlNfNh+R94itlDz6XI8ARaBoIuFeVKHliqriwJzori+SMUJIllA9ps5DQazCDV5UEg57vtWQl3DUjE/edcSYTjw3V8CfG7yJOqGWHhslsg9kqSLIkDlXOUuNGmiz5o2wv3j6w2iPtsbn9cG568Dbl7kHdyZJqUy3uenQ2I0oGntsLOVkZeOejb/Dx61OQlBgP0jehKgyj4WQbd1ZmKmZPHVePLFmxaj1mv/UZVnw8i23nTpZQyw614pDYa5vcbCxb+TtGjxyEsdfWd3byRXKcd+V4xMcZ0Swj1QOfl6fdi8tueBST7r0eIy/v7/Garzjf/fQHHp72Bnp374QuHVtj197DMBp0ePP5h6TeLnw+R4AjEAQCnCyRAJ5Y++DpmxZg2aG1EiLzqS4EjGoNcgxxsgDxR5ZQsCO1ppC7+MhK2msRJ0uUQJHH4AhwBPxZPCuCjCDI0iuhvcMhmkrVJcG4/3g7/yiCGQ/igcB9p5+JCWc4tSaUHOSEk5lsYM6FDQ0iTgw6NROClWJJrGSuwcSKNFlSbbdgxu5vcMxcwY6R9f/Vhk90GoIEjTJ6cy5s3MmSlb9uwn1TXsXar+fV6XYQyUFkCZEafYeMw2dvT0XXTs62Q/fhXVnijyw5JTcb/YffhwVzHkWfXl1YiLsefQl9enX1SZYQcTPytiex6ft3YNA7K/hIx2TYJf0w+qpB9fIYfssT6NO7KyNM3IevOEPHTMalA/vgnjHD2NQFnyzD+s3bOVkSzA8OX8sRkIEAJ0skgibGPphsgqNJA0TiESM2nWTZsg1xMKiV97kXHA6mXRJq2+NgwbMUcMvgYDHk6zkCHAEnAr4EcyONTbhEU+USJryiJHx3SCgIE7Ht0u6nJIKFWqy9iRNvS+LwIRN4p0iTJa4MCy0uskR+pVlDp3UnS37/8x/c+tALWDL/GSaW+u3K3zHjlQ8ZWdKja3vc8sDzsNrszMY3Mz2Ftev8+b9drH1GLFnSsV0rnHPFPZj+6K0YdP6ZTOeEqjuIsPBVWeKyHSZypUeX9kzAldp7qDKFdE6IuDlSUIzPv1nFtEbmLVyKT778Cc8+djvOOaMbNm7ZiSpTDfqd2Z21EbnHuWPii6B8HrzjapC1MOmgpKUmcrIk8I8Hn8ERUBQBTpZIhJPsgz/esQo/HfoTuysOMYtecpUhC97zsnuhf04v5oCzudipEM6HOARCSZS4Z0BWwmXW0Nsfizt1/Vlc4FUucnwdR4Aj4AuBqpQOqEp19vBHwwi1dbD7Gcm1h9qFyCHHp3OPIDi1UwQBaqsF2soyrlES5ptk0ZBh6HOiJeeLnTvwxa4dqDBbUGExI1lvYG07I/LyRLftJBi1IPKjwmSVdRJ3S2KqOKm12plArNlqjypnnWghS2SBLGGRO1lCFr8PTp2HH1ZvZBGoTeanNZvxyRtPonuXdsy9ZupL72H173/V7XDn6CFMTJXIEhJvve36y9lrK1ZtwOy3Fnu04Xz42mTW8jL/42XsNRrkuGO2WJkjzs3XXOoz87kLljIRVxok9Er7zHnnc3zw2Yq6+Wf27Iz3Xp7EHHumv/wB/rv8N/Yates8/8Sd7CzecehDvkkz3mLOPzQvr30uazd6Y+YDEhDkUzkCHIFgEeBkiQQE803FeHbLQvxZ1DARQuQJF3eVACyARI0WzfThscw9ZEuDzRo97j8eb+5tKljy5bUhSUOcz+YIcASaCgIk8kqCuZEekWpvIdJEiPPUgyKhWnUjspWP9LUL1f59WrQAVZiQRfGRykq/2/TJaYEXLhiIVkkNVzCkJurqRFyDzdmdONGq1bAJAmrMdtRYIk+cNBWyxNc1LC4th0ajZvbAvkat2YLyimpkpCdDq5FXqUz6KBVVJuRkpYu6jYgEsVitHra+NrsdJaUVdW437oEsFivKKMe0ZHYW1/COQzHyj5UgOysDOq28s4g6AJ/EEeAI+EWAkyUibw5yuKH2mgJTicgVfJpUBNrGBSfIJ3a/cqSj2GKG2n5M7JKwzrMd18FepZx7RViT55txBDgCUYdATUJLlGcq61Ih9ZCRIkqk5snnRy8CLZOSQJUoDREm5IRTVmWB1a6s2w0RJyQMS606Rp2mzpKYRGIjYbbXlMmS6L1DeWYcAY5ALCLAyRKRV3Xcb7OwuYS31oiES9a0VK0eaTplxcH8JbILvaGx7IxawsRaoodg0srCkS/iCHAEOALuCIRU7DUA1FTBoampYi0ufHAEgkWACJPV14/2G0aMrlywORBxQi067pbE1KpTawmfJTEnS4K9inw9R4AjwBEQhwAnS0TgRO03I3+YJGImnxIsAuEiTKqQAhOSYLVVwG4rgt0hr7852PM2tN5WroO9Ugs4VKHchsfmCHAEYhwBQa1FYe5FYT8lVZO464CQ6KotKRWCTg/HCWKc3HEYoWKqYqQKHxyBQAi8MGAgRuZ1rjdNrBNOoPhSX3dZEpNILInCWqykcRJaS2JOlki9Snw+R4AjwBGQhwAnS0Tg9vLWT7B4748iZvIpSiCQqTMgSRveNhSbQ4DZoYbJbkOVrWHLQSXOKDYG0x6s1kKwnuxpVakccBjSIZT47+8WG7+heQmGOFSrtUBNaPdRIlcegyPAEfCPQMTIkqoK6CpKWWJEktCfhgaRJvqSAi6yym/mBhEgnZNFQ66sN0eOE47SULssieMNzspQ0jehihOLTVB0K06WKAonD8YR4AhwBPwiwMkSETfHpD/mYnXBFhEz60/Jjs/gOicSkdOqVMgxxMHmcIAoArVKBa3qJFkgMZzk6dV2oMgGOITwf8rpgBZ2fVeohHKo7cVQOarr8neoDHCoU2HXtYHaXgKh4FBIW3XatWiPvQX7AcEuGUO+gCPAEYgeBEjctTinLxzq8JLQyTYLLIVHRRElLrQ4YRI99020ZpKk12PL2NvqpResE47S53URJ96WxEoQJ5wsUfpq8XgcAY4AR8A3ApwsEXFnjPzhUWYRLGd0TMnF7vLodF6Rc55IrSGqJFmrR4pWx8iTUA8TEnHY0Q4qx0nChDROVA5zyLbWaNJQq+sIqAK4Ajls0NWuZXlwbZOQXQ4emCMQUwgQYXK8WS/Y9A27iSh56DwNsO9YASyZ2ZLCEmFiKDzsc42gN8IenwjBYAS19ZDtL9n/qmtM0NSauMONJKQb7+TNN9+KZIPB4wDJ8TrY7AJM5ugj+KlFiCpfjHo10zuhHKnihNp25AjEcrKk8d67PHOOAEegcSHAyRIR12vcmlnYXCxP3DUnPkM20SIitbopE069Bv1zerG95u/4CgU1xXWvJerikROXAfqbBpE3uysaJ4HjqjoJR6VJAdqgAhl1OKptBdBYd0m5LJLmZhkScUzdDTaHBlD5F3dVWw9AYztQF5trm0iCmU/mCDRpBKjCJFyEiba8FIIxnhEbUofueLGHhgnZ/1Ibjz2xYbJH49b6I3VPPr/xIOCLLMlI1qPSZFO85UVpVNwtiYk4qbXamc6JFEtiTpYofVV4PI4AR4Aj4BsBTpaIuDOCacMZ3Lovlh10VgGEcsw8axwjS8QMEqwlAkisDfLg3L7Iic/E/J1fiQkf8jnhIkzs0KAaqahFHCNNBGigrf3TozVGycPSuaj1yDUcKiMETQZUjlqohGr2t79B2iYOixoOu5u2idoBaBywHpP+oKLkuXgsjoAvBKpSOsBQcww6i6cmDlVAqAQr1IKNAxcCBMLZkqMrK4Y1NVPWKdTmWqZf4hrmZi3qRGEDBeQ2xYEQavyv98lpgRcuGOhhI9w81YjC8lpZlRqRQsRlSRxn0ECrVsMmkKsOVcc0bEnMyZJIXTG+L0eAI9DUEOBkiYgrHozAa7g0S57oNRaDW/cTcRrnFCJMpm9aGNAO+exmXfBYr7FoFpeO6ZsWYNkhccRP/+ye2FVxSDQhIzrxExMTNVpk6AxhacmhLYk4KUEOyhzp0Jr/ChlhIhUHMfNZ5UlFeLUKxOTF5zRtBKqT2qAyvQs0thoPIOjr9GPrmzY4IT59eUZ31CS2DOkuRHZoqitgTc+St48gwFhwkK0VIw7rvQlVtWirK+TtzVc1CgTIRvjNQZeha2YmiHQgsqTgePQItEsFkc5g0DlbdYw6p7OOP+KEkyW+0f1n137s3HMIZ/bsjFY5zSRdghWrNuCM0/KQkZaMWrMFGrUaOp3/Kl9/wTf+tRNpKYlof0r9f2PtdgFmixXxcZ4tZJIS5ZM5AhyBsCLQpMkSIgxoUHtK0okWFV/oB1NZEq6r+f6AJ9ExpbXk7b49uIZVvmwu8WwzMqo1SNPpQX/TiNfGoUt6B5Razfjp6KYG9xnV7iLc3/1aSeSK5MRJ+JXy0mhZnqFoyyGHnONWC6v2oP9nb9rVKbCrUuj/oLYdgwqN49NvTpjIucP4GncEqCLBm9gIBqHauCyUZfWuFyKx7F8klv8bTGi+NgACVn0SSnLEk+tSAXWJtNqN8bClpEtdXjffeHQ/qP3G3LwVoJYm8u1L94TyIc0Th9b5AKQSBKZxQnonpHvCR+NDgAiTRUOGoW1qClIT9SgqD52uWDjRIeKEWnRcDj8uS2LSOrELDsQyWbJp6y6MHv9sHdxvPv8gzuvTIyD8k559G2vWb8XpPfIw9JJ+GNhPXLW1K3C3ATfjg1cn4/QenXDjvTPQo0s7PDLuuoD7ek+4e9Ic9O7eEbffcEW9tes2/o3bHp6FNV/ORWpKouTYfAFHgCMQfgSaHFlCBAlpeqwu2Iwq68lPNBN1cRic2w+3dh5ajzgJRrMkXJeUWmUmdL/WI3c666binfg1fzMqbTWospqYdgmRKtQeRK017uOLPcuxZM/ygCmfnX06ym1WD4KFCKeOybkMP1dcImJmbF4YMF6wE+gtdLYhDoYTxE6w8QSHA8dtFlTYrH5DkWsNVAaPChNBTSSKFmpBnhhwsHkHWi/UqmGr0MFhdhJgfHAEIomAvwf2lOKtiKs+EsnUmsTe1AZVldpB8bO6u9kQORFsZYktIVk24eLSPWGkTXJ6HUlS79CCAG1lGa9EUfxuCE/AkZ3yMPfSQSDXmbIq/7+3w5NNaHYhZx0XcUJkiU4rjTwMTVahiepwOHA4vwiXXv8Ilsx/Bh3btoJa3bCwv6mmFmdedheWLpiOTu1ayUrMnSzZdzAfcXEGZDeTTvY2RJZUVdfgwOFjyOuQC62GvxeTdaH4Io5AmBFoUmQJkSSBdDeINHmi1y0e+h/BtOGE83oSWTH33ImMMFmdvxkvb/ukwTYYVwUI5SiWKHGdZ3TecFza5vyAxxvxw6Mha8Vx35zeNrQ0xgddYUJESb65BhaZnzKSzkhD2iIBAVNogsOmgmBWw2EjHRMVVBoHVFoH1HHOSkWBJ6gAACAASURBVBiHVQ3BpIG9irfnKAQ5DyMRAX9kSWrhJhhrCiVG49PlIKBkOw6RJJqaKpBeiMru/HeGqjikOuG4zqGyWmAoOso0T8j9Rs6gnNS1poCisK7YjDCpLJOzFV8TYQS23DYW2QlJqK5tHNWewcBFxElmSuTbOHaW7saPB1axo1zQuj+6ZuQFcyyPtceKjmPg1Q/gmw+eQ9vWOey16+55Bhf07Ynvf9nICIdrhw3EPTdfiTijnlWiUEVKl45tWPvMM4/ciikvzMek8dfjw8+/R2FxGebOmIC7H5uDf/c5yfhueafgsfE3IK99rvNrt8qSF+Z9jA5tW2LE4P74+vu1+OX3v5CUGI9vfliHnKx0TH34ZlCVyCdf/oTM9BTcO3YELjzPWSlJZAnlVFFlYnN6ndoRz02+HbktsrDnwFFMfvYdLHp9CjQaNfKPlWDWG59iw5btrOXnovNOx+T7bqyHI7X2TJv9PvILS5149+2Jx+8fjZSkBHaex2e+63HW/8x9HLRm1uufYO/BfFzc/3RcN/widO/clq1/dMZbWLthG0rLKtG+TQuMGzsclww4U7HrxwNxBGIJgSZDloghStwvrLtgargqJJS4sajChOyKX9n2qahwvTLyMK7rcMzYOFfUfPdJL5/3JNMyaWgQaTNp/TzJseUsIIHUCd1GospqwfcHf5ITAkWWWlSdeKMvK0AULLId1/knQVQOaJJs0CRZIVRrYSvTR0HGPIWmiEBNQkuUZ3avd/Sk0u1IqDzp9tQUsQnXmam1qqhlYNK7Xj6CABJvJacbF5HhIkiI5NCQjW+N03a9Nru15BYaWuciLiwZ2bLcdORiyLVO5CIX2XVvX3EpLm/bkdnxNoUR6TacI1X5eGTVk3DAKUqvggozz5+K3CRltJB8kSVEZtCD/V03DWOaHxOfeROzp97DWnSWrfwDE595A68/9wAS4o0w6HW49u5paN4sDSMH94fRaMBVV5yPpd/9it6ndoRer8OCj5cxIuHzd55mZ3AnS8ZNfhk9urTHnaOH4L1Pl2PWG5/g1usGo99Z3fHRkh+w8tdNuGTAWRh5eX/8+b+d+OzrVVi99FWoVCpGlmzbsRf3jh3OWm1eefcL1hr0zCO34O+d+zHqzqn4a+V8OAQHho19HFmZaSy2IDjwzkffgIgO77Ft5z7s3nuYkUE1tWY8NWshBvTtiQfvHIWt2/fWO+vF/c/AZTc8gofuGsXwWfHzBiz5bjVWLp7NcqQzdGjbChmpyVi1bgvmvP0Z1n41DynJCU3hx4efkSMgCYEmQZZQK8q9a2ZJAoaEWef1m8haSqidZeQPkyStlzuZhEtNdhvC2T2dY0yGUSV9x/4tzsKdp14f8KjLDq7B9DC041AiVC3TKSUXn+76EjbBEjA39wmkS3Ko1iRpTTRNpmIYa6GRVY0EGiqdAE2CjZMlgYDir4cMAV9VDXFVR5BSsjVke/LA9RE43qwXzPHNRUPDqjXMJgiGeP9tLRRNEGSRJCwRQYDh2GGmIxJussS9jUg0KHxixBF4/LxzcPupvZmeR1MYkSZLvvp3GT7ZscQD6ms7j8DQDoMVgd8fWUJEAlVq0KDqiMy0FEy851pGegy56TH88e0bSEyIqyMQ1i97k5EnrlFTa8H/tu/B/oP52LpjHyNP/l71Hnu5IbLktw1b8e6LE9m8NRu24Y6JL9atK6+oRt+h47DsP8+jTavmjCxx1yyhSphn5ryPX//7mgdZsmHzDqZf4loXCLiikjJs2robhcXHWXVNclI85j17v8+zvv7ef/HNj+vw0lP3sLA2m50RKl+8Ow2dO7QGCc3u3HMQO/49yKpuXluwBJ++9RROzXNWnvDBEeAInESgSZAl436bFdD1xddNMeHUa3BN+4vZS+Foxck90Uay78QncuG8UV17s/epDocol5lMYzpe6f+kqDSJsKLqHm8hWVGLZU4icdpUrR4aFWAWhDpbXqpAidNo6rXslFjNDeqUyEwjbMsshQauRxI2tPlGwSDgXdGgtVQgrWizogKyweTXlNaSdom7Mw5dG3+DiITU2iocT0wNKUTu1R3W5HTRbTRKJeVLHFap2DyObwRIqJXGkUpPK3GxeN1zRi88dPo5Yqc3+nmRJkvWHvkDcze/44HjnafdjPNzz1UEWzFkyYxXPoTNLuCpB8f4JUu2/byQVVLQoHaVsQ/MZO005JZDrjTUYiOVLHEJ0LrWUZzeg25n+irU0uNNluzaexjDb3kCP3/+MojwcFWWfLl8DWbOXYQN370ZELPvfvoDD097A727d0KXjq1BMY0GHd58/qE6ssT9rCR2S9UvrhYj1wZ3jxmGnt064K5HZzOiZOC5vZCTlcEqWj5+fQp6dG0fMBc+gSPQ1BCIebKk0mrCJcvuk3VdqZ3l/QFP1a2VYp0rZ8M2xgQIcESkusHlelMrnCxhdbnNJGp0jFzwNd6+4Dkk6Py/ufZeQ6TJ7vKDdeK6pBEjtmVIDqYNraEzp+v0dcKwR2pNsrVKlM5NajwSb7UWnfz0ROp6Pp8jEE4EKtI6w5R8CtuSV5OEE/nAewlqLUxJzmvjcj+i79n0yaiNz4IDGvkVI4G3r2u/cU21xyXCmuYpRi4iTNBTXOKwQQfiAUQhQGSJXKKENnj2gvNxTaduovaKhUmRJkuqrdWY8tuzKKg+xuBsHp+F6ec9jgSdMm0coSBLnp/3MbbvPoD5Lz3C9EL++mcPrr/nGRlkyW6MHj+jbl0gssTVIrTp+3cYYeMiS377Yyuo3eeXJa8w3ZOGxtAxk3HpwD64Z8wwNm3BJ8uwfvN2v2TJS28uxv5D+XhtxoR6YYlEuW/Kq1j79TymeUKDqmo4WRIL/zLwM4QCgZgnS+jBfMyqabKxWzvsXY+1oSRM2sYlwiLYccR80qVHduIKL0zW6pChqy8o9uw5E9EmyB7VUGIaCAYihNJ1BiRpdThQUxXW9qdAuUl5nVeVSEGLz400AlS9UNr8LJZGRv4aqIXYF2WMNOZK7E+kCVWiuIguJWK6YlA1B+mgkJWv9zBntWq45UfJRE7E4tUlIQA1hCGXXjUCPTKyQ7hDdIWONFniQqOg2inGnZ2QpRhA/txw6IHevQ1HamXJvIVL8fPaLXhj5gOsLWXee/+V1YZDrTCByJJWOZl45J7rmBDt07Pfr2uZcdcsqawyYdC1E3HFxefg7puGQavV4IPPVuD+26+qhyVZGXds1woP3nE1cwqa+uJ7SEtN9EuWuKpfZk6+A5dd2AfUKvTD6o04o0ceikvLcetDL7BKGHL7+Xbl7yAsOVmi2C3MA8UYAjFPlgQrMPrFxTPrWexSdQTpcGwp3QX6R50GWeeSLe/qgi2ybhFqDck1OhneSLThiEnamzChKpTTm/dmbTtkS8zsg1NyMbh1v3r2yw3Flyq+KyZXqXNaGOJQbDE3ysoS0iqxHImXemQ+P4IIJGj1ODu7LVYe3hnBLCK7NREmFkM6twmO7GWQtbuStsMk5EqONWqrf40pQaeHpVkLWbnKXuSmmyI7Bl8YFgTOa90Knw0f0SSccFyARgtZEooL7HrQd8V+8/kHmUipL7KENGqefOAmkNXvFTc9BpdGCemRXHvX03BvTSEnmfGPv8KqS2ic16c7fv1jq0dlyYevTWatLjSve5d2uOPGIXhv8XLmHPP2rIfZOm+yxGKxopdXGw450ZCdMQ0SZX1t+n3IaZ6Bf3btx9V3OAVeyTqY3HIef/5dUCUNDdqbcvAepJMyacZbzL0mPs7I2muonYiIH19npfVLlq3Gc68tqsuD9FQIy1Y5WXhw6jxGntAY2K8XflqzGZ+88SQ7Mx8cAY6AJwIxT5bIEXd1h2jF4Ff9Pvgb4uzYV3IM5bUmZMalM9Lg7jUvyLLKdSciorkdhDRAqCWHXGNsJ4gi7x8qaq25pt3FoBaoAlMxKm01SNLGITs+k1ky9848aS8XDUQJ5a9XqZlOi3sbUmP5x0KwqGE9xltwGsv1urBVHq7vdAaaxyfhmuULUG2TJkTcWM7J84xtBNxbqYI5KbW7kJOO3XhCMFalZl/TH01VBRN5pWFu1gIOXfjcu8gCmSpd+GgcCJzTsiWGd8zDyLzOjSPhILOMZbIkSGgCLj9aUIzUlCTmqBPKcby8ErVmK7MaDjRKjlfAaNB7iNF6r7HZ7cxqODsrAzqt79Z47zX0gS7FJltiV8uNaw5VmFA7UlqKUy+ID44AR8A3AjFPlgSjWZITn4EvLn6+HnIbC7di+YFfsP34vx6vxWvjUGaz4EhNueT7LVsfV6cLUmmzothqlhyjsSwgu+Ineo/Fp3t+xOK9P0ZN2vEaDUz2xmc7KJjVzAWHj+hHYGjb7jgnuy2qrGa88/daFNbIEzOM/pPyDGMdAdm2wxKBIcJEV1GKcGuXuPaVmC6fHmEE+uS0wJuXXIZkQ2gfhCN8THCyJNJXgO/PEeAINBUEYp4soQs5bs0sbC6WXu5+a95Q3Np5qMe98MWe5ViyZ7nf+4PsZ/PNNX6rLvwtJKHRFK3zU7PjVgsjXWJ5UPVJlTW6tFmILLG4ueY0Fvx5G05juVI8T45AbCHgy/45FCdUm2uhLykIa3UJVZVQdQkfjQ8BEov9ZuSomCZMOFnS+O5LnjFHgCPQOBFoNGRJvqkY+aYSULUHaWMk6cRrNHx7cA1mbF4o+Qp5t+B8uGMplh/8JWAcuYRJps6AKrutUbaCBASlEUwg3RitSt0o8TcfjgMcTns8PjgCHAGOQDgQqI3LQllW73BsxVpytNUVsGRkixJ7JYFWTXUFbCmBS+B9HYC0VOgPH40TgZGd8vDCBRc2zuRFZM3JEhEg8SkcAY4AR0ABBKKaLCGChDQtNpXsrKcDQq0cVPXhrn/REB5ytDGImMmOI52Nnmib2Byv/LWgbgsiRMpt1hOVCALTKyHNi3iNFvFqLYqt/jU9FLhuPARHoA4BXlnCbwaOAEcgEgi4LIWtuiSY45vDYpRHTIjN3XDsMJtqTc2EYPDfekiVKFQZQrontqRU9kfqINFZfanT6YOPxonAE337YWz30xpn8gGy5mRJTF5WfiiOAEcgChGIWrKEXGymb14QsFVjVLuLcH/3a0VBK4cwcQWmqoMcQxyrPGgKbTKiAI3hSQ6Vs99Z5Yh+7Rh7tRa20vAJH8bwZedH4whwBIJAoDqpDSrTuwQRoeGl7qKrgt7oFIV1E31lorCmqnr2w3Ksh6kyhVp/KCYfjReBNwddhovbtm28B/CTOSdLYu6S8gNxBDgCUYpAVJIlUh1sfGmLeONNQq+kW0IkzLJDa2VdDjVZBGt1qLBZZa3nixoXAjZDD8ABqISTgr0qoQxqt6+j4UTpNRnIL44u/ZdowIXnwBHgCIQfAaoyKWnRLyQbq6wWGIqOSo4tVxyWnHo0NVy3RDLgUbSA9EtWXz86ijJSJhVOliiDI4/CEeAIcAQCIRB1ZAmRGiN/eDRgRYn3wfpn92TfIpvanDinrgnZ1FIrDVWUyCVIAgHIX49dBARNc9j1J22O6aQqezG0ln/CemhB2xIOVeKJPW1op9ehT2IaEjQGdEtshXWHDmLRro1hzYlvxhHgCHAE/CFg1SdBLdigsTlJXHLOsRjSUZPYMuhWHePR/bKAl1Ndoi8uqFelImtzviiiCLwwYGDMWQpzsiSitxTfnCPAEWhCCEQdWRJMq4yv6xaNritN6P5q9Ee1GvsCKm3dOVRCFbTmTWE7l13bBoKujcd+M1rloXt8Ut331hXsw4yNK8KWk7+Nbu/aF1tLjuL3Y/IeZiJ+AJ4AR4AjEHIEKtI6w5R8irx9BAHGgoOy1jo0WtHisLQBF3iVBXNULrr4lLbMTjiWBidLYulq8rNwBDgC0YxA1JElY1Y9jd3lh6IZM55bE0KAWnEcak9xQK35L4/WnFDA4VCnwK5r49zbYQO1/6iEarQzxGFgSjZOiWuGtnFZrLqECIrH1n0VijRExxzatjvu6NYP41d/hn0VJaLX8YkcAY5A00KARGBLm58l69CkH+ISeZUTQCxhwokSOehG75ouGZn45qpR0ZugjMw4WSIDNAlL7HYBZosV8XFO/bpQDlONGXq9FlqNJpTbYMWqDTjjtDxkpCWHdB8enCMQawhEHVkyaNl4yS04sXZR+HmiBwGmW8Lab0qgctQ6E3PYQqpbQkSJzeBU8NdY90BtO+ITkHiNAdc0PwdXNOvNyBIiTSIxErR6vNr/ajSPT8ItKz9CYU1lJNLge3IEOAKNAAFqySlqeb6sTJVwqHGo1LAnJoMEYt0ddUjQVW2pZRUlXNRV1uWJ2kWxqFvSFMgSIiwGjJyA0rJKrPxsNrKbiXPbOpxfhNlvLcYLU+6STUCs2/g3bnt4FtZ8ORepKa42aOVv8ZpaC8649A68NmMCBvbrpfwGbhG7DbgZH7w6Gaf36NTgPr+s+wtbt+/FvbcMD2k+PDhHoLEgEFVkCVkFj/xhUmPBjucZZgRStXpU2a2wORx+dzaqNagV7Ipl5oAWKoTXDcGhSmBaKRrLTqgc1QHPMiCtG7oZWmP2hl8Czg3lBKouoaqSSJE2oTwbj80R4Agoh0B5RnemXyJ1cA0RqYjx+YQAb8NpnPfB+s07MPaBmUhPTcKt11+Om0ddKuog23cfwFW3P4UtP7wLne5kG7WoxScmVVXX4MDhY8jrkCubcBGznyA4sOPfA2jVIgvJifFilsieI5Ys+WjJj1j+83p8+Npk2XvxhRyBWEIgqsgScqqZtH5eLOEb8rOQQ48Q8l0ivwERJTT8kSXxag1zKkrQaFFps6LYGv2Wv0qielZKe6w7eiDiFsJUZVJtsyh5NB6LI8ARiDEEqLqkOKcvHGqd6JO52waLXsQncgQAjOzUGS9cMDCmsIiGypKtRf/iq93OD2ku73AuemZ5CuIHC/hTLy5krTBtWjXH96s2YOmC6XUhZ85dBK1Wgz37j2LjXztxQd+eGH/rCOS2yGJECREmXTq2gUatxuQJN6JHl3ZY/NXPeP+zFaisMmHE4P64bviFrFrl331H8PjMdzFp/PX48PPvUVhchqcnjsXkZ9/BotenQKNRY8+Bo5jx8of4Y/N2tG/TAvfeMgKDzj+D5UO5tG7ZHOWVVVi74W9cd+WFGHxhn3rH37R1F+a8/Tl2/HsQrXIyMfqqQSyPG++dgccn3MjybehcFPDXP/6HWa9/wvLp3b0TLBYrZj5+B9q2zsHUF99Dn95dcNlA594/r93MSI/nH7+Tfe1OltA5F376HY4VHWdkFOV895hhOHikEDfeO51V85ya57Tcfv/Vx0CfUb7y7uf49sd1SEtJwjXDLsCIwecjzuh8b+4+6HpMm/0+8gtL2bfp2jx+/2ikJCX4xPo/cx9n15DOtfdgPi7ufzquG34Rund27v/ojLewdsM2lhNhP27scFwy4Mxgby++niMgGoGoIkuWHVyD6ZsXik4+liYmarQw2W2SiI/s+Aw82fsWTNu0AAWm2NOJICIoXqMFVYuU2SwNVpTQ3Ey9kZElNIgwKbWaJeEZ7P3kUBlPhHD2nYqpCgl2T/f1jDAp2A9biR5wqJQMzWNxBDgCHAFFESCL4dLss/wSJgbTMRhNhdDYa6ASrFBZ7bCrDLCqkmBTh/YTWEUPyoNFHIGPhgzD2S2kVzJFPPEGEog0WXKgIh+3LHsawolKX7VKhXcvm4K2KcrgTO0p/Yffh9lT70GrnGa44qbHGFnSqV0rhsrdk+awB+z7bx+JDm1bYfabixlR8OCdo7D0u1/xxPPz8e6LExmh0ql9Ln5bv5WRCU8/PBZtW2fjjQ++REpSIp555BbWcnLt3dPQvFkaRg7uD6PRgLN7d8WoO6fir5XzQe1Al93wCLp1OgVjRl2K9Zu3Y957/8Xn7zzNCA7KZfXvf+GSAWfhtG7t0b1zO/Tu3tHj6h08cgyX3fAoI0dGDD4P+w8VYMvf/7J83EmMhs5FRMKQmx7DNcMG4spL+uFwfjEmPvNGXR6jxz/LiJLrh1/I9iYcPvhsRR3J5L7P979sZNjktmiGQ0cKMf6JV/H6cw/gzJ6dMeftxfhj03ZMeeAmFodImWfmfMAIqAfuvBoqlQpPv/Qe7r5pGIYM6lvvLt22cx927z3MsKmpNeOpWQsxoG9Pdm18YX1x/zMYvg/dNQrn9emBFT9vwJLvVmPl4tlsr4+W/MCucUZqMlat24I5b3+GtV/NQ0pyQjT/iPLcYgiBqCJLmnJliValQrrOgELLCV2MADcZzW+fkI5kfQIqLNXYU13aIJnQGO/ZbH0cS7vA4rSfFDOy3AgT+iVebrOiwmYJC2liNZ4FnCBMSJBVa/6fmJQVm3NWcnvEa4z4ueRvCNVaCGaNR9mRSicAasBeIf7TXMWS44E4AhwBjoAXArmZbSFknYY/q0/+3iO74fRj6+tsh32BZlPFw6TJgaDi/5bxm6phBPrktMCioVfGHEyRJksW/bMc7/y11APX208bjuu7imuVCXRBfli9EZOfexdrv5rLWmmoWuTcs7rj/tuvYkuJVCBC4vYbrmBff/Htavzni+8ZMeCrDYeqN6hC5caRF7P5NOe51xZh3TfzsH3XAUaWrF/2JhLinR96/b1zfx1ZQsTBHRNfxI+LZyMny6mbMnTMZPZgP/Gea1kuee1z63Lzdba5C5bi069+wuqlrzICwH14kyX+zvX6+1/i46U/4tf/vsaWW6029Lz4NllkCa3fs/8I/tl1AEWlZVj4yXe47YYrMObqS+DdhuPSVXl8wmj0OrUD23vJstU4Vnwcrz5zn89LWVRShk1bd6Ow+DiImElOise8Z++vI0vcsX79vf/imx/X4aWn7mGxbDY7ux5fvDsNnTu0ZmTVzj0HWUUOVf28tmAJPn3rqbrKl0D3En+dIxAsAhEjS3aXH8Sm4p1MzLXSakJOfAY7yyvbPg32TI12PVWXUBWFmIoIvUqN5gYjtCqqqQBsDgElFjNMCup1KAWknFYhOl+OIQ6HaqslER20V0tjfB0urjOEozXHoTLUkSVUZaK2H1MKQtFxprW/Gj+V/oNVx//2ucZerY14q47ow/CJHAGOQEwjkBWXhNwMI7baK1Gtz0F7Qyfs27u6QaLEBYgAHaq0rTlhEtN3SHCHIxecRUOGIdkQekeT4DKVvjrSZMnKA+sxfe18j8Qf6TMGl7WrX2kg/XTAfVNexeatu3FRf2eryx+b/mHtM6u+eIW1xXiTJStWrcfstz7Dio9n+SRLzrtyPOLjjGiW4elu+PK0e5F/rIQ9nG/7eWEdkeFOlny1Yg2rZnCRFJQPtQhRPrOnjquXi6/zUisJDVdLjPuchsgS93NRtYzVZquLEQxZQu0+1IpDorJtcrOxbOXvGD1yEMZee1k9smTfwXxW2UOVIkbDybabrMxUdn7v8d1Pf+DhaW+wipQuHVtj197DMBp0ePP5h+rIEnesJz37Nlb+uokRTu6D2oJ6duuAux6dzYiSgef2Qk5WBt756Bt8/PoU9OjaXs6txddwBCQjEHayhERcqdVmc/FOyclGwwI5D/5i86ZqEdLmEEOWUEyaT4SCizChSgqp5ALFuTVvaB1Z5co1URePjim5yDeVYP6Or7C5JPzXi8ijKrt0cVVa10zvaok5iX4kWnPEXnul5nVLbIVp7UdhW9UhrCr9B9uqPW24M4U0bNlXpNR2isQhYdjfC/ZzFx1F0ORBOAKNFwGpmkdEmFTo+BvmxnvFQ5v51yNHoWtmZmg3iVD0SJMllRYT7vn+ORyuLGQItExshjcumYwkffAtcmXlVeg37F5cO2xgnc2tzW7HWx9+jfdensRaRRoiS+jBeuRtT2LT9+/AoHdWn1FlyrBL+jGdEO/hag3xR5aQTsi9k1/xaP2gShUiAqjawjsXX7fEi29+itXr/sJX7z9b72WxZMnir1cx3RVq/6HhTZbc8sDz6H/2abj5Gmd1j782nFNys1mL04I5j6JPry5s7l2PvoQ+vboysmTR0pWMPCEtERrlldXoO2QcPnt7Krp2OiXgHU9VN5cO7IN7xgxjcxd8soy1LvkjS156czH2H8pnjkDeg0gUIs7Wfj2PaZ7QILw4WRLwMvAJCiIQVrKEqknGrZnVaK2BichI0mqRb66JmpYXIkxyjc5/QI5bLUzbQ+ogsuTWzkMbXDZ90wIsO7RWauiIzHfHxDsBqsCh1pwqm9WjYsWlj0JOOg257UTkQBI3/eK0B32u+LvqEH4q/gcrtu2TGDH00+kTZm45HHqc+Q4cgVhDgNpxLOqUWDsWP48CCIzslIcXLnDqN8TaiDRZ4sLziIssScpSDOLPv/mFiYm6qkhcgW++fyYTMn3qwTENkiWuthEiA3p0aQ+Hw8FadKiSgnQ56IH/SEExPv9mlYeOhj+yhCpIBl07EdddOZC1qmzcsqNO4+P8c04TRZb8/uc/uPWhF/DkAzdhyKB+yC8sYaKlRN6IJUtIfJW0PW4YcREjjL77aT2o8sSlnUJtOkRKvPLMeBzJL2JtRlX/x951wDddfd+TnbRNW9oCpcyyCrKXbGSICDIEBBEEGQooQ0ARBfmJIiqgiAgKKENURHABgqAiQxkCMgTZG0pL90yz8//fF1LSNml2mpb3Ph8+QPPeffed96U0J+eem6sq4llSp2YVtO39At6eMQaPPNSKeb+QEoTIDSJLyIh23CuL8MvX85mKJzw0BGOmLYBOb2DtmKMiwlhZzD//XmBlO4UHEUm0x7Sxg0BtnMkrplx4iF2yhPYjv5X3Zo5Fz26tkZmVCyrDatk4DilpmQy3H1bNZWa823YdwryPvuRkidf+tfFAziDgN7KktBMlA2p0xPE7xxmm9IabiAl3VA/OXIqrc6IkMijFElzPy3GpZMWyDxnF/tB9fv62dFfZOrNPCJVHkcrkYuZNTNy/0NXUSmx+ZZkCUqEIUfIIpKjNjtyFkeHMhwAAIABJREFUB92jZVjUOaTMKe1kyft1n0as4t4PLrkGDdbE78bu9DPsuLo0KfM04YMjwBHgCJR2BEhdohGWg06o5CU5pf0yvZy/UirFiVHPejlqYIQLFLLEF2jQG2fyxiBDUOtBJMr8Zd9g/+aP8eL/lqJF47p4duhjbMrOPUewaMVGVoZDgzxCyMSVBhm90twPP/uOGZ5aBhEOpFQ5de4qhox/s0AZzpkL1zBorNngVSwSYe/Bk4xQUOWZ/ZXGj+iLSaMHsD+TssQ6F3uYrN24g3V8sQxLDCJLqE0vla0UjlX4XBZ1CXX56dy+KTvn1nXvoma1SqBymWlzlrGyFyo5atG4DlLSsvKVKNb7rPpmO8OLBnWYoa5D1BGHVCmk4pk4czH+/PsUe/3ojpXIys7FnA/WMiNbyxg3vA8mjxlY5Lj7j5zGq/NWsO41lAeV1yhDgvDpe1NtYk0ByAOFyB0LvuQvs3z+NFSpVIGdicgTGlQ29Mf+49jw6f/QqH5NXzx+PCZHoAgCfiNLJvy1sERKObx156S+CJdI8cPlHfkh6c12LnWwMd3bRSES4Y4mzy3Swt1cLf4lN9Uqd0NgZ68lIIPdVee3FOmsEyJR4Mma3XEs9XypKZ+i8iTyfxlQ61H8k3QK17PjHWJDZUzX1bkO5wX6BGuyhIiS/13aiGvqe6U3Jr0A2kQ575gT6BfJ8+MIcARcQoAUJippDAwSBUwiMQQmIwR6PQQ6LfszH/cfAsdHjuGeJffftbMTk8JEq9Pll2/Q14gISE3LQqgy2Gbb2+KgIqPRxOQ0RISHurzWEpdipKZnITw0GNK7JUKuXA/lT+QNDTJQHT5pHiMzrFv4Uo6k/rDMsxc/V6VGVo4q37S28Dwqv5FKJAViqzVapvyIjAgtNj7lSV4w0RUiIRGb83U0SAFE2JChr6XkxrKGFCakcqG2xXxwBPyNgF/IEjJyLU2qBFuXYFFf7Li+F99f3gGV3n6HlnSDCRla/77pJnKAyoPcHUSIkNluccOZOdbrX282CttuHigRgqWqDZNX69yI6NIYjdAazT9ACwWAVCByqfNOcVjRz+UmnRAmvdmAVyA0QSAz4K4fr7vX5HAdESFBIhlqhkRhcHRbHM68jG0px4qsM2qF0CXJOGHiEFE+gSPAEShNCBjECqRVfBD0e/4wGiHOzYI4O6M0HYXn6gUEyqpvSVlWlnjh2stsiFY9xzPVDXmxkMKC1C2kUOGDI8AR8B0CfiFLvr38m9tdbjpFN0WnSs3yEaBykG+v/O47RIqJPKvZKDxWrT2S89JApMnR5FPI0anYr7rh1VBdWRn9Ynvgg3/XY1/iCb/mWFEqxx0n2w57mliVkCjcykkpNkyzyDi813oC5h1b7XcsGPnBCBAiDsQIEoohEQqQZzD7kRBR4qsSKiIr9FkSu2UuRJhIIrQQiO/JkYwaIWAUwGQUgP1Zb/4zI1mkRogUBggVBrt4G3JFMGRLGDljPWgvcagOQrntT1SJMNGnSGEyFFzn6fPB13MEOAIcgZJEgIiS5MoPFUmBFCbStCQI3DAOL8nz8L3dR4ArS9zHjq8MPASoxOXW7SSIxWLWVrdBnGPD1cA7Bc+II1C6EPA6WUJ+F/sSToC63hCJYPG7uJhVsCuHszA1i4rDsvbT2XRqMfzMnjeLlIk4G8vTeYNrPowpjYawlscbL/9WhARoUT4OTSPiWBeZVw8v83Q7l9ZXlwf7rYQkJjgKWdpch0oUUuM0j4wrNcawLgFuYzIRJaTWcEg+CEwQBhkgEJhgzBM5nk+kicgIcZQWQuk94sPZ/YhoEUdo7KpaiGwx5olZLnxwBDgCHIGygEBmZCPkhVS2SZjIkm+XhSPyMzhAwNqz5Pvz5/Dbtas4k5qC+OxsVFYqUSVEidYxlTGqUeNSV6rDlSX88ecIcAQ4Av5BwGtkCZEj1GLW2x1TiHj4ovMbDA2KT54aJTVI5VInrJrDHIgkoJGoSvVLqqQLqK4IYWU41M2FD/8j4Cxx4VFmAhMkFTSMMKEyH12i3CmihfYUSIyQRpuNySyDyBGjWmiOITTBqBLxshyPLogv5ghwBAIFAXvqEspPkp4CUV5OoKTK8/ARApNbtMLAuDgM3bqZEST2BpEqs9t1wMC4ej7KxPthOVnifUx5RI4AR4AjYAsBr5AlRJRQS2BfkAO9qrbD681HM1XJwN9mOFQzlNZrprbEOQadW51YyMiUPEuIKPHEt6S0YhcIefurwwwpTIgwof1MGteUIKIQHcTldDDkiWBIlzhNtAQCvjwHjgBHgCPgKgJ3qnaDSSgpsoxMX2VJt1wNx+eXMgTIr2T8r78US5RYH+n1du0xqlGTUnFKTpaUimviSXIEOAJlAAGPyRJfl8ZQF5ox9fri1b+Xeux9QYoPXxA6xT0HRGQ4UnsQUVJOIkW2XocUncblxypaqgB14SEvDiJLSnvrW5cBKOEFpPLQ3lb4TZVBZTXulMwQ0UJrDTlF3zyUMIR8e44AR4Aj4HUEyOhVK4+wGVeafBtCndbre/KAgYHAgs5dQaU3fye4VnK1d+jTqKIMDYxDFJMFJ0sC/op4ghwBjkAZQcBjssSXpTHUfeX77vORqErBM3veKpWQU4lMcQ0LLW1/xQIhtEYD4l3saBMiEqO8VA6N0YAkrdolosRRbqUS8BJI2pArhj5NWgI78y05AhwBjgBHwB4CxZElkrQkiNQqDl4ZRGBko8boXiMWw7Zudvl0A+vGYUGXbi6v8/cCTpb4G3G+H0eAI3C/IuAxWfLI9kk+K42xqEoWn9qAjSXUAccfD4ZYIGBlNNl6PTL0rn3SRcqV8lIZ4tWqYkmZwueIkEhZ21xfdYXxB26Bsoc+XcLVGoFyGTwPjgBHgCNwFwHqiFOghbAVMpKMFIhU3LekrD4s5EOSrXXt5ykLFqVBXcLJkrL65PJzcQQ4AoGGgEdkCXmVDPztVZ+cyeJVQsGpAw61DC7LgwgTo8nkEuFhwcMdhQgpUqhcx1GJUFnG3Ftn85dfibfy5XE4AhwBjkBZR8AoFCOp6sN2j8mVJWX9CXD/fOv79GNdcgJ5cLLE+du5ePUWsnNUaN6orvOLbMzU6Q0wGAyQy2wriQ0GIzRaHYIUsvzVtO+Bo6chFArRvVNLj/YPlMU79xxByyZxiCwX+OVqgYIZz6N0I+ARWbIv4bhPWuRaWvQStGfSLmHsn++5RSJ442rKcvtbKgHSkuEGHx4hoM+UwJDFfUA8ApEv5ghwBDgCXkQgJ6w2csJr240ou3MLAoPeizvyUGUFgdJg9FrWyZKug6biTnJ6kUfqvz1rXX7MPvliM85duo4lcye7vNZ6wdLVP2LXX//gx9Vv24xz8Oh/ePblhdi/eSnCw0JAJM3jo15Hq6b1EBEeikVzXvBo/0BZ3KDzSKxbMhMtGntGPgXKeXgeHAFHCHhElhxLOY+J+xc62sPl1/tW7wC9LgfJ6jSodHm4mJNaIm/qSd1C5rLbbxxw2C7Y5UMGwAJOlnjnEshsVZdy75ME70TlUTgCHAGOwP2LAClDhEb3yAwqvUmp1M5mJxxCVKhRQ5qaeP+Cy09eLAJkDhvobYTvB7Lkqce74eGOLfLvitQZ1atUdPnp9RZZkpSSgeycXNSqYVt1lJObh+u37iCudlWIRSJ8um4zLl65hUVzJriccyAv4GRJIN8Oz80XCHhEllzMvOEz49UoiQxKsfnT+jvaPKgMBl+c32bMTpWaIloRhX2Jx/3ePcdvhwTAyRLvoa29LeeteL0HJ4/EEeAI3OcIZEY2QkjmJYj0eS4joZMokRb9oF2yRJqSCKFW7XJcvuD+QKB1TAzW93k8oA8bCGRJkv4OzmvOMZzqyOoiWlzJa5iRsmTKc0+g7yPti8Tc+usB7D10EmHKYGz59QDq1a6GiaP7o3Wz+myuKk+NBcs2YNuuQ5DLJAhSyBmBYVGW7D5wHB+u2ITL12+z0pzZU0egbs0qbO1TL8xF+5YNmYLkwpVb6PNIO/xv6jOstIbi/fPvBfxv6ghcuhqPWe99jlcnDcWX3/0KIlLenD4KM9/5DOs/mY29B09gxryVbP+YilEY8nhXdO3QHAuWfYNf9x6FMkSBJ3p3xtinezNixVa8OS+NxKvvrESvbq3x1fe/QafTY9q4wZBKJVixbgvSM7Mx/IlHMPbpPjZxp5i0vnf3tvjmx11szpinemFw3y7sz3PeX4vWzeujZ9fW7O+Ey47dhzF/1jj292OnLuDDld/h3KUbqFIpiu01oFcnWJMleWotPvr8O2z7/SDKhSnxZL8uGNDrISjkUmz6eQ9u3ErCS+MHs3gJSWmYMvtjrFr0CkKCFVj/4y589f2vSE7NZCTYxFH90bldU689QzwQR8BbCHhEllASA36b4RNCgTw8qsqD2TndbanrLZB4HI6AIwQMuSLo07i6xBFO/HWOAEeAI+AMApoqHZAuCkFQ1jVGmriqMslVVkd2hPnNk/UQZ6ZBnJsFqTGT/RKZ1BDACBOEMEEErTAMGmE5mAQiZ9Lkc8ooAsdHjkGoLHD/Ty9psiTTmIHNmT/CBBN7AgQQoG/o4wgXlfPKE0FkSf061VG/dvX8eEKhAC+MfBxrv92BhZ9uwKghPdHhwUb45Y+/8d/5a/juszfZ3DcXfcHIigkj+6N2bGUsX7cFEomIkSVEIPQbNQvPDeuNTm0aMxLiyIlz2PnN+4wQISKgYVwsxgx9DMmpGVj82XeYOXkY+vfsiHWbdmLPgRNY/eEMnDp7BUOefwsVy5fDwF6dIJfL0Kb5Axg8bg5O7lqF9IxszHh7BSLKheLJvl1QOTqKxSLigQiPtIwsvPvxekYIDRvwsM14Dzatx/Ygr5NBfTrj5JnLWLbmR4YLESR6vQHT536Kn9e9i9hqRYkqS45d2zdjBMnN28mY99GXOLB1GSOahk96hxElQ/ubuz/9+Muf7IxUZnQj/g56DpvByJEBvTri2s1EnPjvEt58eVQBsoQIl7MXr2PquEEQCAR484O1eH5EP0YyFVb0WGLS/leu38bTE+ex0qSa1WNw/PQldh5LLl55iHgQjoCXEPCYLPFlpxrqEEPdXmjcVOe61BbXS/jwMBwBpxAIF0uhTpUgM8v8gwMfHAGOAEeAI+A+Ap8//AyO5JkVpZ8e3OAyWULrrLvhCPR6iPJyIM1KRoj+BoTQ2U2OiJM8UUVGnPBxfyIQ6CavJU2WnFL/i2N5Rws8HM0VLdFI3tgrDwyRJaTIsC67oTKcua+MZmTJX0dO4fP3p7O9rt5IQO8Rr+HAlmWM8Gja/Vk2j97o07B+075k1ffY9vsh7PzGbCGQmp6FTv0nY+k7L6JLu2aMCPhq6Sw0a1iHvU7kQnZuHt6bOdYmWXJ4+3IEB8nZXCJsLGQJqUVembsclSpGYurYQUzt0qrneCyc/TxTitB4b+l6/H3sDCMnLMSGdTzL107vXsOICEuMjSvmoEFcDRaj/+jXMWJQD0bmFB6F19PrHR+fhLdeGc3OWhxZQv4s3275A/t+XML2th4WZckDdWug5aNjMevF4WjW0OwP9cP2fbiTks6IqeLIkjPnrzF/l+XzX0Lblg8wdQ0fHIFARcBjsoQ64kzYv9An6pJQsYSVitBnPlSGwzu3BOpjZD+vTtFNsS/xROlL3MWMK0jlCBaJkZBoKlOESbBYilwX21m7CB2fzhHgCHAECiBA33e+fXQ0+9rBxKuYd3SnWwiRuiQntA4ruRFnZ7CSHqX+KlOSODPyRBWgEUY4M5XPKWMIcLKk+Au9qr2Cfbl7CkxqH9wRtaVmksHTUVwZTmGyhEpgujwxBbs2LWKlKo8OfQVb172LmnfVFtZv2qkshQaRH5ZBe5HShDxSCpMlGzb/gTUbfmHkii1liYXIoFjFkSUWQmf7V/PzCaCffzvIVDBHflmeT5ZYxytMdlC3ncbdRuPbFW8w9QsNUmf06tbGpiLDFlnS6+kZmDhqACNsiiNLZsxbweJbSnKs79NClkSEKxlJRUoX6w5BFaLCmU9LcWRJkFyGd5eux7eb/2Che3R+ENPGDUKVSuU9fXT4eo6A1xHwmCyhjHxJmLhzYirhIZJFZfSfz4k7eZblNSESBZ6s2Z0Z5BKZdjzlvMvHbRYZB7UuCxezEwNeVWRdNqZSmZCSaoLK9VJ7lzHy9YLnHmiH9ReOcsLE10Dz+BwBjkA+AkPrtgT9okHff+iXO0MvCEKOuBpbKjAZoNRfK1ZRYmuPLHEtGAW825k7+JfmNXuHDkcVpTJgj1DSyhKtSYttWVuQZcxiGCmFSvQO7QepwHZbXVeBdJcsiSwXhqYPj2Gqk7YtG7Btrd+0L/xkA2vla+lok6tS48Fe41k5CL1hL0yWzF6wGjdvJ2Ht4lc9Iksys3LRru8ELHtnSr4vB6k3tv9xCESg2CI2Cn/NaDShUddRXiNLRk+dj05tmmDkk48ynKzLcN5f/i32HTyJLV+8U+TqLGQJlTi16zMBm1bOAalMCo8VX25lpTufvjeVvWRdhkNlQDQIl3/PXsaiFRsRV7taARLL1WeGz+cI+AoBr5AllBwRJs/tfRtp2hxf5epU3BCRGOUkUvbmOkHj/3ertL9YIESGHz+NFwJOfk7mFIRem0TdhAbW6ISjKefw6dmfXI47p/kYLDn1JdJ0WpfXlsQCa1Ni2p9IkzupQmjuSsmtcxKIjBAp9TDqhDCqRIDpnsxRIDLBZCgoeyyJ8/SNbYRGkTFYfGI3J0tK4gL4nhyB+xCBCgollnR6AiESs1/Ehyd2Y9ct18l2WmsQyJAtNn8CS/4kQYYElxGlUhyVyHvGlS4nwBf4HQGlVIoTo571+76ubFjSZIkl1+x8siTUlfQdziWypHA3HFpE3hzFKUuiy0dg8uwlIBXGjAlPsTfjpN6IiY5kpSGW9r5EjrRr2ZARIESm7Pl+McpHhjOyZM7LI/FYtzb48+9TeH3+KmZQOqRfV4/IEsqdVCAhwXK8MW0kM2ed+sYyPPJQKxa/JMgSOvfh42fx0dxJiE9IZh4qObkqRiQd+ucMxry0gJnZ9nmkPRKSUnHgyGlm8mpt8EqEi05vwILZ4xEVEYbzl28wE9xnBvXA4ePnMGHmYnz/+VsQiYT4fP02bNyym3mm/HvmMrJyVOjavjlEQgHDOSQkiO3HB0cg0BDwGlny5bkfsePGXuQZDFAZ9dAazTJXrdHgszfy9Gl+iEgCoQCMoJAJhex3412iRGtyTmrrrUshNQv5rAgFAsSrVX5rd1xRKkeyVu0znD3Bh0qp6J5cJTzqhFXFhPr9Me3QkoA8ly1MZKIghEjvSQjVUEClV8OouQaTjiite0Mos/9s0mOrjQ/yBHavrJ3SpAsWn9ztdiwiWnJ0GlzNSnU7Bl/IEeAI3F8IUAlO8F2ipGZoJO7kZbv9PcRaWULlNyKTxi0wM8V1uOGrW8iVzkUjGzXG7HYdAjr5QCFLfAUSkSV3ktOLhP9vz1qs3biDvXFfufBl9joZsXYeOAV/bPqQGa4eP30RY6d/wDw+qBMOKSDKR4bld8Ohlr6k6qBBr1NJTreOzdnfiQig8pK0jGz2dzIcnTFxKPPUoK43u/cfNxu8nruKIePfhHXZzJkL1zBorNngleZTKUulCpHMxJUGleK8OPtj1oWHBnV+ob2VIUE24xXew5ayhEppqKSGiKXCw1aOVIYzafQAZuxK+Uybs4x1/SEcWjSug5S0rHyjXMKZlDiWMX5EX7aWMPry45mskxDd0ZwP1mLfoZP588YN74PJYwYyEmXK/z5mprg0enRuhZ17jjCy5OyF65j0+hJ2RzTat2oI6v4TEx3lq0eKx+UIuI2AV8iS5afX48/bh20m4etONkRQVJTJGUliGek6rV+VHdYHJ2KAESYQMFNaZ+gaMrH1xI+F/DKSylgbxOigSDwb1xdvH1/j9sPt74UmYRj0siYFthXqLkOkj3c5Fc0tRQG1icsBvLDAU7+Sd9v2ZfL5U6nmHwz44AhwBDgC/kTAWhUSprvgtFdJ4RyplIeIFz7uDwT2Dn0aVZTeVUp4G7myTpZ4ihe9UU9KSQcpTUjVUHioNVqkpGUiukJEAXNRSxlOzWoxkMkkBbw4PM3Jsp48Vii2pRTFW3HdjZOYnMZUIbZMVkmhQya44aHBrGWxvUF4koonMiK0SBxaT2QMtRO2HiaTicWm18iYlw+OQKAi4DFZsuP6Xnx53szQ2hu+7mRjISiIMCFlS6LW/+U31mcPEokgFYicJmyok0qWXusUsVIYYzo7kS05Bn2gPmNu50WESaKqdKkSDJJaMIor559ZqLsOkf66yxjo0qQw5opdXhcoCyyeA0SUvHZwS6CkxfPgCHAE7iMEqHyGCBOhSYdQ/WW3T26J43YAvrDUIFBZqcTPAwcHdNtgApOTJb55pAp7lvhmFx6VI8ARKE0IeEyWvLjvLaSo04o9c65B73PlAxEGVPKRpdd5pNIoqctz13eEiBatycC6BfERGAgYxNVRPaQe+oZXhBIZePfsNpj0ApiMAgiEJkAICBV6WImhiiRO87UJihI7kCeqEvI6GdugfX7uo3d9jaQ8s6SVD44AR4Aj4A8EjJAgS1Irf6tw3Tm3t80VVYZOGLhmn24fjC+0iQARJtQNJ5DVJZws8c3Du3nnflYSQkoLPjgCHAGOACHgEVlyJu0S5h1d6hSSvi7HcSqJAJ/kDmFiERc6U+4T4McvU+kNrtgWkboIVoZikygQmJjBq0ips0uaGHLF0Kd5x1nen+DOatkDbaPNpoo07qiymbqEEyb+vAW+F0fg/kagMMERqrvsciccC4K8I8799yx1rxGL5T16BuzBOVkSsFfDE+MIcATKGAIekSW/XN+LrxyU4FjjdUebxxUQxTxAERIpMnTuleOUsefS4+OQ0ohKlFQGvVvlTZ4mIMtSIivTsdpHIDFCEqWBQGyyuSUjTNIlDv1LKiqDMaVht4AoeaF2w/1qNi5wHiJMyCyW+5d4+mTx9RwBjoAjBAqXzVDbYIUxiXXEcXUUVqi4ut56frNy4QiRiPFnUoonYfhaPyEQyN4lnCzx00PAt+EIcATuewQ8IkssHXCcRdGfHWKczSmQ5lFJDfmdkFkrtT6+30en6KbYl2h20XZ1REsVUIhErEuQv/1ciNww5Ng3wip8FiJMpNFmR3Bbg7rjGDIlIOLEusUwBCYIgwwQBetRURmC5fWfRe+fl7sKldfnF1aWWG/APUy8DjcPyBHgCNxFgPxJ1MIoGAUSRozQL5FJ7baxK4X1pl9JtEKOjhWisOn6LX5npQCBgXXjsKBL0S4jgZA6J0sC4RZ4DhwBjsD9gIBHZImrypIETV6p9BPx14MQIhKjvFQOvcmIm2qVv7YN2H3ee3AC9iUcx/abB1zKkRQlVeXByNRrXW5Z7NJGNiYb1ULokuUuhxFHaCAKdqxEIS8TyyisRhldrTUO3jiPEze1Lu/vzQVk7kq+JSF323/+fvM8DiVexZWsVF6K402geSyOwH2KQLcqcaDW5JYRLJHCIJDj2+t3cDItGSH6G26X3FhDahDIkCOqxtsG36fPWf3IKPz8xOCAPD0nSwLyWnhSHAGOQBlEoABZkqAyS0MrBTnX5/po0il8eGKV07DwMpziobKQJSXxJt/pS/TzxME1H8a+xONOd8UhD5domQISgdDp1s3ePJI2SQaTRuRySIHIiMo1pHgwtDa2pRxzeT0tiFbq0a6KGt/vjoJWV7RVnltB3VxEBrFTmnZhni1Xs0pXRyM3j8yXcQQ4An5E4NkGHUGkiVJyr2uYN/2ROFHix8sM4K0uj3shILPjZElAXgtPiiPAESiDCAhWHvvNtPHK77iYebPA8ZpFxqFXtXZ4rNq9rhaFz5+cl4a3jyx12A3Hsi5dp3W6nW4ZxNrhkcizJEwsLZHSEYfJleCEZlFxOJ5y3ukMqCsSqUvSdP5XWGhuKRz6i9g7yJKOT+C64Q6W3tzp9FmtJ0pFJjzVNAupmWJs/SvSKcKESA0auXr/Y+XWIfkijgBHgCMAwOIlEiIWo2flaAyuXgXvHNnqMTlLcdWiKNZymI/7GwHqirNv6PCABIGTJQF5LTwpjgBHoAwiIKi+amix5hhEmrzXegKUkiCbx19xej323T6c/5rWaIDGaMz33KA3reQdIRYIeXmJgwfI4rPhr3Il3knHu/+iPW33+27bvrhuTMSa23vcTuzZ5hroBGqnCJMKCiWmNu0SEKawbh+YL+QIcATuWwSs/UTERhVCDDdcxsJCjtBC8jrRC2z/rONyYL6g1CPQOiYG6/s8HpDn4GSJ/65l554jaNkkDpHlQn266cWrt5Cdo0LzRnV9uo+94JnZuThw5DQe7fIgBIJ7Jd8lkgzflCMQQAg4JEso1zqhVbG0w3SbhEmuLo+1D76cdRPJWo1dTxLqTkLKCTLbzNLrAgiCwEiF8KkkU7Bk/FGuRCRWBamcqS/URsdeGYGBUmBn4SlZEhMjQ6oovcAhDbkiGDUimLRCUHwBMVxCE4QKQ5G2w0EiGVY3HIMrwoO4IjiEHL0Gpy8HIyO5IrJV90qDKgYpmXz94apxyNFpMGTnmsAGlmfHEeAIcARsIEDqDyJMaJBPidjkntdXtrgG8zzhgyNgjcDkFq3wYstWAQlKWSdLug6aijvJ5p+HIsKVqBNbBYP6dEbPrq39fh8NOo/EuiUz0aKxb0mMT77YjHOXrmPJ3Ml+PyNt+N/5axg8bg5O7loFscj1cvISSZpvyhHwAwJOkSWUB3lHTGk0xGZKm678jo9ObXDYopXe50VIZOzNub87lPgBS4+2sKhKKEiqTuNzQilGpoBMKEK2XocUncaj3Pniewhobrr/qaQ4SgORwkxcETGiS5MW738iMEEcpoNIqWdraijK44O6ZsmwChlIFJxFgvAcqhmboqqpmd1renLHal6Gwx9ijgDrDwgAAAAgAElEQVRHoNQhYIIQOeJqEJiMbqlKLAfOFVWGTqgsdefnCfsOAaVUykpwQmUy323iQeT7gSwZ8UQPdO3QHBmZ2fjz739BZML0F4Zg5OBHPUDO9aWcLHEdM76CI1CWEHCaLKFDf9/9vSLmrxczb2DC/oXI0eU5hYvFgNORwuR+KhGJksigFN9rNesPAsOiZOE+Mk49tk5P0ibKYfLAXFUUooMoTAcdxTE4Z9IqCtUx0mRwxbZ4Mroty/Vg4lVQm94kVTb7e7BEhpqhkehWNS6/S43lUJP2bfK4zt9pgPhEjgBHgCPgRQSojMYkEEJkcp/0p3bD5FPizBCYDBBBA6FJB/qzSSBipTtUwsNH2UHg9XbtMapRk4A9UCCQJcl5ybiQeYFhVDusNioqKnoNL1KWTHnuCfR95J5v4vZdf2P63E+xdd27qFmtEqhsZMGyb/Dr3qNQhijwRO/OGPt0b6aK2PrrAZz47xKaNKiFn387yJQpk8YMwAfLv8WO3Yeh1ujYa7MmP43YapUwY94KVoKSlpGNWtVjMGFUf/TobFYVFUeW0D67D5xAcJCcxSUVzOtThqNj68Zs7e3EFLz78dc4dOws229Q7875cVV5aixYtgHbdh2CXCZBkEKOuNpVmbLk9PmrmL/0G3z58cx8TMfP+ADPDevDFC7vLV0PsViEy9du4+jJ8+jSrik7X9WYCmx+wp1ULPz0Wxw5cRYSiRgPd2yBmZOfxpz316J18/r5Cp3dB46zvOfPGldEWVIcJrR/tcoVkZmdgwNH/sNTj3dDr24FVT+U11uLvkBCUhrLiXKcNWU4wpTBuHQ1HrPe+xyvThqKL7/7FUkpGfhq6axi8SouH689eDwQR8AGAi6RJbOajSpi+Drhr4U4nuq8+SblYHmjTi1yM/U6qAzmT8aFEEAoEEAqFCJMLGF/p9ez9FqHqpXSeLtUCkNKm2DRPTd/yzluqnPzfV98dbYgkQgqAy/B8Sa+VDajT/PwkyiByWWT2PAYE1Y0GY0rGan48MRuuy16ydCVWvv2q2n+j5wGtfZdfHK3N2HgsTgCHAGOQKlB4LGarVA9rDLLd+P1W7iUnVMkdyJGFMYkSI2ZNs9FhAmRLnqh++rCUgNYGU80kMtvLNCXNFmSqc3EtuvbYILZ9lAAAXpV74VwabhXng5bZInJZMKDvZ7HzMnD0L9nR7wydznOXbqBaeMGIy0jC+9+vJ4RLMMGPIy13+7Awk83oPEDtRhRUKlCJG7fScEXG3dg6TtTIBIJsXv/cbRp/gBaNa2Hr3/4DbVjqyAyPBR7Dp7Ahys34cCWZQgLDS6WLLHsM35EXzSuXwsbt+7Gv2cu48+fPoZOb0C/kTPRtEFtDH/iEVy9kcjInl83vI/K0VF4c9EX2HvwBCaM7I/asZWxfN0WSCQiRpb8ffwsRk+dj//2rM3Hs+PjkzD3lTHo3K4pnn/1Q0aSTHluIMt70fKNjAQhLHQ6PfqNmoUKUeUw5qleMBpN+OzrnxkZMXzSO4woGdq/G4v74y9/Yt2mnfhx9dtFyJLiMKH99x06iR6dH2QkUKN6NdG8UZ0Cd0+Ez8Urt1C/TnXkqTV4Y+EaljvleOrsFQx5/i1ULF8OA3t1glwuw4hBPYrFq7h8vPLQ8SAcATsIuESWFC7FOZZyHhP3L3QLXPLnINLEmSEXyXE2x9zWuLQPqUAIOTO8FUBrNJp/mYzsWPQ1wiREJIERJiRp1aX9uPdl/trbzqtCvAUQmbWSBwm16nVmNIqMYaQJ/U5j9K6v7RIszsQrq3OIXOKdgsrq7fJzcQTMCFAnspphZmVJQp4aow4cRY7e/CEODVKRkCeKEI791vJEFaARRnBoSyECVHpDHiWBrCixwFrSZMl/6f/hRMqJArfcNKopGpRr4JWbt0WWUOAnx72JNi0ewLjhfdCq53gsnP18vqKB1A5/HzvD3vgTibFz7xF8vfR1CIVms9Klq3/E1t8OYMnbk1G3ZpUCJqYGgxHnL99g5AupHD5e/QO+XfEGGsbFOiRL/jpyCp+/P53tQWu7PDEF27+aj4SkVIyZtgBffPQaU57QIGVHv0c7YFDvh9C0+7OY+8poDOjVib1m7VniDFlC5MRzw3qztd9v24evvv+Vnf3g0f/w7MsLWQ7VqxRU+7hClhSHCZElcbWqMnKquJGcmoFjpy4iKSWdKYBClUFY9s6UfLLk8Pbl+dgcOnbGLl5E7hSXj1ceOh6EI2AHAZfIkk7RTfFe64n5oRaf2gBqO+zOCBGJUU4izVeT2IpB3iZUkqI3mUBddsyUQukeRIaQcsaRyS3hQ/NKov1t6Ua45LNnfiNJMqfLaEoy4+ceaMdUJndU2awrTlKeuWyHDzMCREJxTPjTwBEouwiQ78nIhj3QNCKSqUp+uZ1Y4LCkKFHqrzlFlFgWWnfpKbvIBdbJYqLykJIphVbn3Idw9rInwuSByChMbtkKbWLMaqNAHCVNllzLvob9ifsLQNOmYhvUCq3lFbiKU5b8b+oINKwXi94jXitACFC5Dak1jvyynJEl1iQGJUXlILPe/YypNqjk5anHu2L8iH4gxcr4GYsYUdK1QzOmQiElxjefzGbKlOLKcGztQyTO2zNGI1elxuwFq9GsYUHFRZf2zfDIQy3x6NBX8kuKKD9PyJKdew5j0YpN2PnNQkacEHFEOBQezpIlGo2uWEyILLEma2xd+i9//I2X3/qUdfepX6caLly5xcqNls9/KZ8sOb17TT5p9cP2fXbxGtKva7H5eOWh40E4AnYQcIksKawsefXvpdiXWJBZdgdpIhDCxVLWYpgGleeQyen9XiJiwSVDb79jDblalAUSyZ3nJpDXOGXQGiAHsCZMqByHvE744AhwBDgC9wMCjvxK5IYUyI2uKVvJRyVL4p03jffDHXjrjMogHbJV3vOOCWTfkpImS7RGLXbc2IFsnfkDlhBJCHpW6wmpUOqV6yzOs2TH+gUIDQlGu74TmEqBSjtokHJk+x+HGIFii8SwJEZ+HodPnMPbi7/Ea5OGIkwZgsmzl+DA1mXMT4MGESTukCXxiSl4ZMjLWLv4VajyNIwsOPjzsiLdZahEp+nDY5gipW1LsxrHmiz5598LGDH5nWLLcKzJCmuyZM+BE5gwczH2/vARoiLCCtwHlfZ0atMEI580m+TaK8PZe+BksZg4Q5b0fWYmHu3aGi8804/ttXrDdhw+ftYuWbL34Em7eO3681ix+XjloeNBOAJ2EHCJLHmx4ZN4slb3/FBk7Ho8xTW/kuJugggTpViMBE2ez/06SssTESqWIFIiQ57BUKTFL5FLpLzhnYUC9zZJYUKtfwN9rOo6DNRSmAaRJV9c+Avxecn5aYcEGVCjkhoHT4UG+lF4fhwBjgBHwCkESFWSJa7FTFptDVKVhOovQ+DGRxJcXeLUFQT8pED1LylpssRycRayRCnxbjcpIkusu+HsO/QvPl23GW9MewaD+3Zh2z89cR5CguV4Y9pIpGdmY+oby/DIQ63w0vjBNskS8rwg/wxSi5Dqo//o1zH9+SEoF6bEmJcW4IdVcxFdPoIZrs776EunyZLNO//CigUvQ6PVYtnan7D/8Cn8uuEDaHU6PDz4JeavQt4iNI6cOA+dXs98VIigodKSGROeQmZWLlPFxERHMs8SMn8lhQqRQeQJ8ssfh1lOFnKoMFlhTZYQFo8MmY7e3dvi+RH9mBEs+ZJQyQwRMkRYfDR3EuITkpnPS06uqohnydET54vFxBmyhO6nTs0qmDZ2EG4lJLMSpHLhIXbJEjLstYdXSJCi2HwC/hsJT7BUI+ASWVK4G44nZTj2UONKiaLIVJUHQSyw3RnFH51zSvUTXsLJa28rYDKY62UDeXSrEoepTc0/gOigxnHhj8gSJEIlyCiQ9j/nQvDPOe/+UBTIuPDcOAIcgbKLgCNVicSYjWBDvFsAkOErtTXmw38IUCnO7RSF1zfcO/RpVFEG1gcFgUKWeB3suwGJLLmTnM7+Rh1mqJvNk/265neSoa9fvZGAF2d/jMvXzWpYUpi8N3MslCFBWLtxB+tus3Lhy/kpkrLhg+Ub2d+pDIdKYd6cPgpCgRDT5izDb/vMnm9d2zfDH/uPY8On/0Oj+jWZyoS60lA5SeFhMXi1fL1KpfJYOHs8I2RoHD99kXV9uX7rTv6+lGO3js3Za2Onf8CIEcqHTF7LR4YxsoTGJ2t/YuSL5WykGPnk3al4qG0TZvBKXXGeHfoYe33nniNYtGIjK8OhQb4ls+Z/no8h5U5nIMzorFQSQ3u2aFwHKWlZ+O6zN3HmwjUMGjsHJ3etcohJ4f1tPQf7j5zGq/NWsA5DrNNPrarsbj59bypOnbuKIePfhHUZTnF4UelScXfkq+eQx+UIEAJOkyWF/Upo8bYb+zHv+JqAQpK8PoJEYuYJQp4nZWEUbi1sfSYqWYpXq9z43Mv7yFC3JBrbbxwo0iEpOigSiapU728a4BFLi7KEjExXdRtWpK0wESdXhAdxRXAIOoHZcJgTJgH+0PH0OAIcAYcIOFKVUACZIY11wHFn8FIcd1DzbE2remmIT1F4nTAZWDcOC7qYu4cEyijrZIkrOJOpqkwmyS+hKW6t3mBAaloWIiNCi5TGpKRlsi45pDRxdljKfT59dyqyc/MYsWNrkGqCutRElgstYCxL5ThkfkqKFtq78CAFjF5vYF153Bmp6VmQy6T5JqqWGInJaaxEh9osFzfcwcQ6HuFNZU/RFSIhETuvsraHl6f5uIMhX8MRcIosoTe6y9pPR6Ugs1u8ZSSoUkClOIHwJriyTMHUF9R62DKodCVRm1fqb5la/FaUmj8tsZTdGE0m1jGH2isTYVLSviWVFWEYHdcXnWIeRLBEgWydCjk6Fcs5RBKERFUKntnzlst3QURRik7j8rpAWaBPl8CQ470aal+ey1ZbYct+KmRgv2gN8u4qTU5dDsa/Z6N4pxhfXgiPzRHgCPgMAUddazwpwaGk6X/nTEnRT6J9diAeGF2bJ4HUJZv/ivGqdwlBe3ncCwGFMCdLAuM6ivNGCYwMeRYcAY6Apwg4JEvsESWWjX1RiuPOoey1Iib/k9KuMKF2w1FSGWslTJ2BAm2Q1wx1NqIRJFZgatMxeCCidoE0J/y1sIjaxNE5KG6wSIR4TeklvAy5IujTZI6OGlCvW5fkWCdmIUyiTDUQZ+wCo07BWhVvuXoqoPLnyXAEOAIcAUcIaIVhIF8Re8MdY1frWAaBDNniWEdp8Ne9iMDgLjcRFabFX6ci8e/lcC9GBrYOHIxQmQyhUin7vaQHJ0tK+gbM+1M5C5ULdWzdKDAS4llwBDgCXkfALllCJMljVdtjTL2+RTYlRQmVWhxLPc/UAxczb3o9MVcDWrrp6IxmjQUpTBRCEbQmIzOM5cP7CFC3HiJJxAJSt5hguEvkyIRCTG/2HFpWMP/n8e3l3/DR6W9dSoDEiJXlQczYtjQrS4x5IuhSSv4HK5fA//8fAIbWbcl+FR5UliOBvMCXiTChX3xwBDgCHIHSgkBxZIanqhLCwBEZU1pwKi15kqLk8Q63EZ8ix+a/fNvyNxDaC3OypLQ8mTxPjgBHoLQjYJcsseVRQodddW4LVp3fUmrOTW/o6c087xjjvSujsqDyEvndFs+22xqHS4MxocFgPFatPQb8NsOtUi0qwaFSozSd1nvJ+ykSax2cJIPJYNuYt7g0BCIz4efOWm8ez9IhJ0enQZIqG8ESM+lj6ZpjvRd10CHChLcd9uYN8FgcAY6ALxHIkNSzGV5kUkOpv+bR1jmiatALgzyKwRc7j0D7RiloUisTP/0V43XPkuKyGNmoMWa36+B8ol6ayckSLwHJw3AEOAIcAQcI2CVLelVth9ebjy6wPFBKbvitliwC1M6YvFIy9I5JjGaRcS6X31hOZ1GulDZlkFErZEQJTK53wSGiRFLB7NHiLtniraejUWQMC1WYACFvk341G6NvbKMihrA092DiVV6a461LCKA4VJ51JSsFV7PuP6PmALoGnoqXECjOgFVqzESQIcHtnXgnHLehc3shKUs6NErBxt1V3Y7h7sLuNWKxvEdPd5e7tY6TJW7BxhdxBDgCHAGXEbBLloyJ61ugBMedUgqXs+ELSgUClrIbXydLmow25WJxIP2qr7fySvxRMZ1xBYfw62GBW0QJvRntXqMOBGKzL02ORoufLvwXsGoNIk3aRMcypQkRKxZyhXIfvetrJOVlewVXHqRkESBSrF9sY3bPpDJ67eAWTpiU7JXw3b2AQHFlOGKTCiH6G27vkiWuBaOgdBh7u33IAFsolRjQoVEq/jhWoUQyW9C5KwbG2VYq+SIhTpb4AlUekyPAEeAIFEXALlmytP10NI+KYyuos8nA32YgR8e9P/hD5F8EfmoxAx9d2Yrd6Wdc3pjKeEj94i9T3JF1qmL/9Rs4fdn1Fm+zWvZA22jbZoCk1KASl0D/RJ/IEjpHiESGzVf+xWdnDrh8Z3xBYCFgbfZ7R5XNCDBLyVVgZcqz4Qi4hoBaGAW1qGCHP0sET8gS3gXHtXvw5uzGtTK8buzqbH6VlUrsGzrc2ekez+NkiccQ8gAcAY4AR8ApBGySJVQ6sazD9PwAXFXiFJZ8kpcRqBQUiZWNnsetrAQ8f3aVS9GphIc6JPmzG1KUUYD4eHOLZ1eHvQ40ljj0BpU+0Q/0UUGhxLtt+zIVAjd+DfTbcpzfcw+0Y+ohustdt847XsBncARKCQI54mqgcpnCg8xdya9ECJ1bJylrJTgCiQRiZQhEChmEEgmMOh1MBiP0WdkwqALnAzRSlrSql479p2wTYG5dpouLqBSHSnL8MThZ4g+U+R4cAY4ARwAoQpaESBRY1n466oRVy8fn7WOrsf0m/5SYPzD+RYBIu7frDoFalY3daf9h6c2dTiVArZaJKNEYjUjU+ueHOaNaCF1ywS4xTiV7dxKVtHz7aEGPIOv1CYKzmHvgT9xINZu/BvIgwmR1t2EsRVKYfHHxL2h1rhvdBvIZ75fcSC10JTMFuU74E90vmPBzlg0E8oQVoBFFFDmMpy2Dy4yxq1AIWYUoSCPL2b1wfa4K6vhEmHTuEUvefJKUQTpWhvPL39HeDOtSrMktWuHFlq1cWuPu5PuFLNFqdcjIykVEOSXEIpHLcKnyNJBKxW6tdXmzMrLgn38vIEwZjNqxvu0qRXDp9AYYDAbIZdIygh4/RllEoABZYosooUNP2L8Qx1PKxqeK9EY6SCRGll6LwH/bGViPHKk11EaD35IismRh0+eQmXKb7Xk48xJW396DZG2W3RxCROK77YyFSNVpkKX3zw9xWup8o3H9P3Lrg2zoMaqAYSq9Sb2SlcpKH+5IjyFDn4lTl4NLBfEwpUkXPFzVXMZ3W38dO26exOnsS8hWiZCaKck/Q41KatxOkZaKM/ntwecbcQQ4Aj5HQCWqxNr7Fh5hugsQuPnTgVYQBpW4ks9z9/kGQiGCa9WAUOrYd8VkMCD38vWAIEx8jouDDQbWrYcFXbr6JY2yTpacPHMZX2zciZ17Dufj2bxRXSx4fRwqVYzEqm+2o0qlKPTo/KBdvPPUWrR8dCw+nvciurZvVuy97D14EqfOXsHE0f39cn++2sQb55gwczEa16+FccP7+CrN/LhLV/+IXX/9gx9Xv+3zvfgGHAF3EcgnS+wRJd4mS+jz5ZIkKcictLIsCFqTEdlWb6TFAiEnUNx9iny4blazUWglrIAEVSoqSEORa9AwlcnRrMu4qDKTKHqTEUaTCXKRCEToUKcehUjEyBKVwffkjskIaOM9bxFpIUuo5ObDE7s9MkglpUpJqgFiQyPxcadBBZ6MJRe/w6/nU4p9WiLDdGiqbMjmHEq8WqJn8OFjzUNzBDgCJYxAtrgGDIKCakChSYdQ/WW3MitLXiWKGlUhDnb+/zSjVgfVtZulmjAhZQq1Hj58rhy0Ovc++ODKErf+6RRZRCRHp/6T0bVDM0wY+TgiwkNx+fptRp48O7QXHqhbA5NnL0G92tXxwjP97G5qNJpw7tJ1VImpgNCQ4p/nr3/4HTt2H8aXH8/0ziFKKIo3zuFPsiQpJQPZObmoVcP3KpYSuhK+bRlAoIiypE5oNUxp9CQrw9l2Yz8rv/GmqqSyTAGhQACt0Yg7WrXfISxpssbvB3ZzQyKVSIFD9+RPNYmjdINEMvSOao7e5Zvj/Wvf4YIqpcTzY62C77hfgkNntpSueOrzQXGG1m2JltHReHrnN47g9OnrP/cenx+fyB9nPC+kEiOmN+mJJFU2N4j16e3w4ByB+xcBIjaoY41JUPBNscSYjWBDvNvAZIrrFInpajCTQACjWAyTUACTUAiByQSB0QihXg+B0dwpzZdDFKRAUOy9Mmxn99IkpUCbfH+3FSeTV/IsoV9tYnz75i8QlCU3ckw4mqJnj0jzKBFqhHin3PbqjQT0HvEa1n8yG00eqFXkESS1yevzV0MukyCmYhTq1KyCt2eMwVMvzMXYp3vjz79P4ezF6+xrbyxcg1kvPo36darjy+9+xZpvf8Gd5HREhCvx1OPd8Pwz/XAjPglPT3wbaRnZaBhn9pz5YslreO/j9WjdvD56dm3Nvrb7wHFGqMyfNY79nfbr1KYxft1zBLcSUtC/Zwf06d4OH6zYiP/OX0OfR9ph8ugBCA8LKXKGaXM+QduWD2BQ7875r02a9RF6d2/L1DJHT57Hwk824MqNBHTv1AJP9X8YjeqZc6N9u7Rril/3HsX1W3cwpF9XvDDycSSlpNs8x+LPvkO1yhWRmZ2DA0f+Y+dOTc+0iYVAIEBxZMmlq/GY9d7neHXSUIYnkR1fLZ2F24kpePfjr3Ho2Fk0aVCLnatHZ3NJWnaOCgs+2cCwo9GsYW3UrVUVL49/Ett2HQKV/fxv6gj2GpFi8xZ/ib+Pn0Wt6jGYOHoAHnmoJXvtvaXrIRaLcPnabYYPYTBpzABUjSmZDljOfm/k80o/AjYNXkll0qJ8Pey9fdzrJ6QyifJS8xvLdJ2WdSvhI/AQoHsKEUn85vnhKgJEmqgMGleX+WS+MU8EXYrMo9htKtZgRpqLT+52Og4RI1ObdmFEC41gibRAGU9Jt+9d0vEJ1AyLwsr/9mPL1VNOn4tUMcESmUfKGqc34xM5AhyB+w4Be51wPOmCQyB62jJYL5PCILP/f4lAr4ckT80IFF8NV1UlljxIXZJ7+Rpg9J92WBQcBKFEDDKhJdNZGA3QZeX4NQd79zCgbj3MbtceocXcpyd3WNJkSYrahE/OaGF5EgUAxj8gRQU5/cmzYTKZ8OjQVyCTSjBqSE80qlcTNapF5/uOENnx0pufoFrlCujfsyNCghWMDGnQeSTbeNiA7oiJjmSkw8ODp2Hdkplo0bguIxfozXbVmPK4GZ+ESa8vwSfvTkWrpvXw4cqN+PvYWcy++6adSn5GTnmPESVD+3djcX/85U+s27Qzv2SE9qtbswrGjyB1iwlEgAQp5Hh5/GBGTsya/zkmjuqPAb06FQGEyog2btmNHesXgAgKIlcGj5uDPd8vBilreg57BS+NH4yOrRtj5+4j+OGXfdi1cRGbS/sSkUD7BilkmD53ORbNeQEtGsfZPMfEWR9h36GTDA8iMgjPlLRMm1g81LZJsWQJlSoNef4tVCxfDgN7dYJcLsOIQT3Qb+RMNG1QG8OfeARXbyRi+txP8euG91E5Ogoz3/2MESKERfUqFfHJFz9BKpVgydzJDM89B05g9YczoNHq2Lkb1K2BZwY/isPHz2LZ2p/w3Wdvsvt9/tUPGUky5bmBqB1bBYuWb2Rk1rRxgz174PhqjoADBOy2DvYVcpYyGFKX0OCEia+Q9ixuhETKSlgCSVXi2Yl8t9obypIaVaVIToDLZSfFddHxVKXiKWKrug5jBM6QnWs8DcXXcwQ4AhwBmwjUrabChRsulIxAAirBKawqoeAik5p1wnF3ZEjqubsUOoUcRoljjxBSmUhyVT4jTELq1YbADSNNOjiV4hhyVW5j4OxCSXgopOWjbHqqkIeKNjWdlQRJwsMglMvYeejrrItPdk7+687u5+68+pFRWN+nn08Ik5ImS/5KNGDXbbOqxDK6xYjRIdq9EqbCGJNiYsWXW7B55372EpEQ5CcybMDDjDSxVYZDJMLy+S+hY+tG+eHoaxayhL54+Vo8zly4juS0DKzZ8AueHdYbzwzqAVvlK8MnveOQLCFVRbOGddh+T457E4893IaRBzRIGZKakYX3Zo4t8giRIqPLE1OYKoPWv7Pka6SkZWDRnAn4ZO1P+Pn3g/jgjRfYOr3ewAiK7z9/C/VqV2NkifW+M+atQFS5MEx/YYjNcxDJEFerKqY890SBPOxhUZyyxEKWHN6+HMFB5g++Dx07gzHTFuCLj17L/9qc99ei36MdMKBXR7ToMRbvvPYc+vVoz+Z/8sVmVh5VmCzZf+Q0xk5/H79vXIRKFczm232fmckIIzobnaN5ozp4blhv9tr32/bhq+9/5X4n7n6D4uucRsDvZIkls1CxBOXEUlaSQ54TmXodcvS6EvUzcRq1EphI4sZQsdRvSpxwP+5VAnB6fUvNTed/WC+8uTBID6HUCH2Ge27gREpQq97C444qG8//+WWJmadSGU5JEzZev2gekCPAEQgYBIgo6dw8E3uOhTlFmMhlesTGqpGQFoeU7HLI0d97sxetkGNw9SpYe2qn222D7ZnGOgLMWaLEEsdnhIlQCGV98xs/d4YuI5N1x7EMUn54mzyRlo9kXXo8GUScaJJToUtN9ySMU2tHNmqM2e06ODXXlUklTZacTjfi+6sFDfT7VRejaaR3yBILFtQNh0pRft/3Dz5dtxkrF76M9q0a2iVLrEkEimFNllAZB5WOkNlr9arR2L7rEIYPfISpV7xBloyeOh8PtWvKyBcaRHpcuHILi9+aaPNqifCJCAvFa5OHoUO/SRVz9zAAACAASURBVGwene3Vd1Zi15/HGMFhPahkiF4vTJbM++hL6A1GvDHtGbtkiTXJQDGLw8IZsuT07jVM5ULjh+37MHvB6nzSyJJzl/bNWAkNqYR+XvcuYquZza/tkSUU58OVm/DnTx/nH/uN99ewMh4ikQqTJVSOtWjFJuz8ZqEr/3T4XI6AywiUGFlCmVpavFpUJpbsr+flcNLExlVGSWQIFomRbdAhQ+e7bj5kkhr0/8x9mo6XSDn7L0qXJoUxV+zs9ALzhDIDk7K6201nVsseaBttrmW1DEu71013fsSxK9794cWZQ1q8U4gsoW4+fHAEOAIcAW8iQL4jIcq6WPNQU9wUHscf53Kx50qSXXVeh8rVIKp0EgJpLkvjubCXECYq2hZ3+O7NSM9NcCtVnSAEueIqTq21eJOQmsQodv17tFithkjr5W5vHpIl1gcnQoIUHaqrN2BQ5TmFiaNJ3iBKrPfwl8/K3qFPo4oy1NHxXHq9pMkStQH4/JwWqRpzIU6ETIDn6kkhd/1RLnJutUYLiVgMkaigB0rHxydh6ICH8fyIfmaypFY15tVhGYVJBPq6hSypUTWamcZSuUfrZvXZkvEzPkDrZg8wsmT9j7sYeUJki2UQ+dGpTROMfPJR9iVbZTjW5MyzLy9kKghnyZI///4X42csYt4qH6/+Ab9t+ICd+YPlG3HtZgLr4mNrFEeW2DpHYZIhNT2rWCxcJUuoA8/Lb32Kgz8vK9KimUx2Wz/2PN7/3/OgEh8a9sgS8oSZOPMjHNiyDGGhwWzu0xPnoX6dapj14nBOlrj0HYJP9iYCJUqW0EHojXklmSL/TJl6LX+TbueGiVyqLDcrGHxJKEVLFcgx6JBjKCix9OaDV9ZiGTVC6JI8M3l1FxMydKVfNH6/eZ6pOThB4S6afB1HgCMQ6AgQUZIjrsa62fzStQOUEjEOJl5l3/uuZhU1GW0UGQMilQ1CFb7NXoUsYwZCheFopu+Pi2npyNFpkKvTMoUeEc2H7rhXimMQyJAtLkhc28LSIBbDIJcxA1d3B6lLpDlm4sebw5MyHHt56HNVyLsR75mXiBeJHOs8yWfFqPat/9kLLZthToeO0OiM0Oq94+lS0mSJBcM0K7LEW88hmXtSCcuk0QPQqH5NVoby274jrFRlzYev4sFm9bDyq63Mv4IIhVyVmhm2FkeWkAls294vMGLikYdasbX0Bp+66RBZcuzUBYx7ZRF++Xo+IyzCQ0Pw6botzDfjo7mTEJ+QjHc/Xo+cXFUBzxJPyBK9wYAuA6cwY1kqkbGUl1AuVAJE5Ts9u7VGZlYuftt3FC0bx6F2bOVilSW2zvHCa4sLlK9k5aiKxcJVsiQzOxcPD36J+ceQnwiNIyfOQ6fX4+GOLZgh7PHTF9n5VHlqLF+3Bc0a1SlShpOemY1HhkzHU493ZeVRR0+cy/eVIaKFK0u89S+Mx3EVgRInSyhhIkuINKH2rzfVuVxVUswtxipCmI9IgsY7n9QU3orUK0qxhHvJuPovCYAn6hI3tstf0je2ESNLFp/Y7fQP+cogc0vlkCADalRS459zISVWruPJ2QuvpZbFFRXKAp8u09dqhka5ZJ7rzZx4LI4AR8C7CBBZQkSJXhCE99t0weGEcw5NpEnt9nrLHogMEWFl8nL8fUoJtcY9NaC90xghQZakaPcO6/kGqQR6uXeIdUlOLoReNlQNqlEVVD7j7WFQq6G6etNtwsTbqhLL+ahMiLxWfDnaVq6MzYMGIkgmhp46DGqNUGn08MSnN1DIEl/gdosRE18z40/LIM+S1yYNzTdLpY450+YsY2Uu5PlBpIU9soTaAZNhK5mqLlqxkYUkg1QyFKXOMKQcIeJi4szFrJMOjaM7ViIxKTV/D9q/ReM6SEnLYoajNArvV0RZ8sVmXLp6i5WQ2Buksli25kf8selDZppqGVSSQuQMkQs0yBh1+fxpzDjWlrLEYDSxjjK2zkE4kcHts0Mfy49fHBbUlYdIqrFP9ymS9qlzVzFk/JuwLsOhSUSGEClCXjM0CC8ie7p1bI7E5DQsWPYNzl26gbo1q8JoMkIulWLB7PGsLGr3/uNM8UPDolKxnHv8iL6MNKNBZIn1OXbuOcLuk5fh+OJfIY9pjUBAkCUWdQk3e3X8cJK6RGvyzicT1ruR8W7E3TIf8pChu+DKEsf3YT1Dny6BIcexQZ9rUR3PntKkC2vLeyr1tuPJd2c80joNNSrd+zQtNVOMrX9FlnrChLoKPdegfQEPF/Ju+ey//U4TSU6DyCdyBDgCpQoB6rRF3x/o+0GuDzrxOSrDMYpE0HmRiJCo8lhLYW8OIkqIMPHFIONVTWKS3dCSyHJM5WHL5yS4Tk2bhq7eyDPnwhVmCOuroZRKcWLUsyy8VCyEXCpCkEwEncGIXLUBGp3BZeKkLJMllnugN/7pGdkQCoWILGe7jIlKSkKVwZA4WcpGKhRSVlgMRAvfOakkpBIJFPJ7HnL0Zj8qIqxIiYmvnhdLXOoKROeTSMQIU5rLUpwdts5ReK0jLJzdy3oe7avT6dl9WTxN6B7JlJcGleVQ+VPThnWYqsfWMBiMjGCJCA8tcA/u5MPXcAS8gUBAkCV0EDIUzdL7zofDG2CVlRjkRyKE2ZiJ/GKIgCE1CSdJPLvhklKWkMTcFaKETkmKkoFdkiGT3GtBqdEJ8PNfkUjN9D/h4xnyRVc/90A79KvZmBvMehtYHo8jwBGwi4BGWA55oop2X9cGKWASe0/NIs5TQ2T9Jl8ozCcUqPOLuwSAL4kJdUIS60hjGQKRECK5LL+7Db2uSytqvKpsEOezJ49KhKxz8vZGlZVK7Bs6vEBY8saUSUQIlosgEQmh0hig1hqcLtO5H8gSb98Dj1cyCHy+fhu2/X6QGbySIojaFv+wai7KR4aXTEJ8V46AiwgEDFniYt58upsIFPaIsYQhooRKe/Se6ELdzKmsLCsJZQkRJaSccMej5KHmGYirVrCc6/wNBfYeK/n/wOhc9Is8CNwdJLt3Bxd393NlnVRiLPUqHlfOy+dyBO4HBLLEtWAU2CabTQJAqyzatcwTXCxlONRKl9rkFi6fsbTRJUUHXCjXkUVXgDSyqPmtJ7k6u9YmWeIjvxJLTvYIGmdzdjSve41YLO/R0+40Ik6oREcuFUIsJOJEz8gTKq2wNzhZ4gh1/nqgIEAqkSPHzyE7Nw/lI8PQtkUDhATf86oMlDx5HhwBewhwsuQ+ezbIvFVxVw5nOTp5xcRrVJwo8fBZMGSL3W7/6+7WbStXx8H4624trxSlRZ8OBc0Qs1Ui/Pp3OZfUJS2io/FP4r12kW4lY7WIpPLvtu2LmmFRZVYZ0rBWLk5fdk1W6ymufD1HgCPgOwTIP4VMZ+0No1gMXZAX3yCYTJCp8iCvWB6ScmHFHsyo1SHvZrzTRqYCiQQhdWv6DqxiIqvjE6DLyCo4w9dkia09vXj6yS1a4cWWrZyKSGU6MokQwXIxK9Ox52/CyRKn4OSTOAIcAY6AxwiUGbKEPDe4KqL45yFEJEaQSAyJQACxQMhKcGj4yiuGfP69767i8TPvswAmvQDaBC/+MOwoU4EJ4nI66NPu1dY6WmL9Oqkb3uoZCxUycD4rHr8fl7lEklAsetN/LUGOHJUX+gUCsBAl5CdgaX9MnSq2XDWbrpWFQea6Tz2SxEx1/znn3U+aywI+/AwcgdKGAHXBgbwmsvX2lQDeNHYlfERaLZTlIyEOVcKg10On0UKv1YF8DtjrIhEkMikkchn7O6lMci9fd7o0R145mqlV/D1sdadRVI1h5/TV8GVHHPIroRKcUJn5HlwZRJwEyUWQic3+Jjl5+vwyHU6WuIIkn8sR4AhwBNxHoMyQJUQEUJcYTpg49zAQkREqlkIpFiNerfIJqUGddeg+MnxgpOfcKf0/yy3fEoEJII22i0MUajakM2S57zHyc+/xbqk3yPOkRb1sRpJ46w0/lc20ia6BQ4nXSqx8pluVOBxKvOoT80fL9RLB1K6R+ZPT2ylSRpokpLj+g7SLjwufzhHgCPgAAa0wDHnCCjAJiieMvaosMZkQEqSAPCoCqsxsqLKy7Z6MCJOQiHCIxGKQwiT34hXnUBAKERRbFSIvde5xblOgsAmsKEiBoFj7ih1n49qbRyQSGbw6W6ZE5Ee2Vuv0tq+3a49RjZo4Pd/WROsyHYu/SYjCe943HiXHF3MEOAIcgTKOQJkhS+ieqAVxslbNCRMXHlpfqT8orqW7jsZoRJpO45MuPi4c1S9TqVGRLkkOk44QcDwEIiPEkVroU6UwGZxbYx1VIDLBZHCdaKEYRE70i22Ez84ccJzo3RmkiqBOOpFhehi1Cqz7LdRj7w1qfUz+JFezUj3yKHH6EMVMpFz6xTb2afccUpVYWjdbUqHSJ1Lo8MER4AgEPgL0vTPDIEWKMdyuR0nhU3itE47JBEmuCqF1ayInIxsalcohYNSVIqxCFMRSCWyWudiL4OPyF3vbapJSoE02l4gqalSF2IsdhArvab2XXRhEGpDvyMzWXdmUoVs3Iz7bPkFliUPGrgs6d0WbmMoO78jZCUSchMjFUAa5/yGJs3vxeRwBjgBHgCMAFCBLooMikagq6GFQmkAidUk5iRTJWg1TmfBR8gjQ2/9wiRQqg+G+uRNGmKTIYNIU/0kjESWSCub2vbokmVtkiSc3TASFpdTFlThkDNu0qgy1c57ApF3bXFlaZG5saCQ+7jTILXWLRxvbWUyth19v9Sh7lcp/SOVCg4xmvWEWS2qcFvXudYIgZcmeY+FeK2PyBSY8JkeAI1AQgSfj2uPrG5nIcbFtrzYkGCah66S4ZXeB0QixKo+V1hjDw6DOyXX6aoQiEcIqRDKFib3uLyaBAEaJGPQ7BALQfsFVK+eX8ji9mYcT8xUwPiZrDGo1VFdv2lWVVKxyAKHh1yCRZaNbZF9MiZ3LTnYrOwuv7P4DfyfcduqkrSvFYEGXrqiitN3+1qkghSbxMhx3UONrOAIcAY6A6wgIjt64kV9km6BKxcT9C12PEiAr6EcQs7rk/lAxBAjsPA07CBjyRCDT18KkiUBihEipgyjYTOhpiShxQKz4AmR3u8VQCc7qrsNwMjEd847u9Cg1avHbJjoWY/742qM43lpMmDxcNY6pbqgkKERiLo95csdqj0tzChvqcs8Sb90aj8MR8C8CKlElUPmNrSE2qSA1ZkJkUkNo0sEEEUwCIXQCJVpWr49dWWqXkxXq9BDq9fltgkVhSqjs26PYjS8LVkAZUa6IfwmRI3q5nBEltgYRLcqIcL+SJqSAMag1CK5Vw2W8nFngiCihGBJpNqrX3QqpLBuxijgsabCxQOiPjh7Bkn+OOLMdSGWyvk8/rxEmnCxxCnY+iSPAEeAIeIyAID7l3n+5E/5aiOOp5z0OWtoDcLPY0n6DgZU/KU1gvFsqIzRBYPXBolEthC7Z/+UXRAbQcFctsaTjE7iTl+0RWUI5LOn0BFNtBKKBK5nNDq3bEv1qNsakfZtYmZCno1KUhvmVUMmNt7xePM2Jr+cIcARcQ4C63lD3G+shMBmgMCYxosTeMApEyFVUhkpR0ekNRRoNxJqCHhn6IAUMYvc8K8pVqsDUJbqMTKjjE2EUCkHxnFG8BIUqERTmO6NVa1AoP+qKE1SjqtNYOTORVCsU21Lm42hNTI3dCI+8wKZtbXmS/U7KEmdLcazjE2FCZq/eGPcTWZKZlQujyYjw0BBQSZm3x8Wrt5Cdo0LzRnW9HZrH4whwBMoAAowsydapcDzlPF49vKwMHMm9IxBBIheKWBmPuZVunnuB+CqfIFBWCSx9ugSGHP/WHhNJQa15PVFzzGrZAxUVSkz+8zu37ps68QzpnIMesuGYuusPt0kbtzZ3cZE/TF9dTKnAdMovl0qG7phLhvjgCHAEfItAlrhWAa8SIkpCDDcgMpnLKh2NHEUMcoOc87GwRZZ4Us5DpTiSu51Zci5dhVoqZSU3zg4yi5X70EPE2Tycmae6dhNCK7WMUaeHIdexx4t1bLkiBTUf+J596Zumf2Hn5Xi8sucPZ7a3OYc8TAbG1XN7vWVhWSdLDAYjNm7djU/W/oS0DLM/TJBCjqce74pp4wZ7jJ91gE++2Ixzl65jydzJXo1bONiMeSvw7NDHUCe2ik/34cE5AhwB7yIgeOuvDaZV57d4N2opiRYuljJyxNa4qc7lRrEBdo++MqMtyWP6uwSH1BLkybHyv/0eKSWmNOmCikFKvHbQve8dpLDo0yGNmcR+vj28JK+A780R4AhwBFxCQC2ORK40BkK9DtTMTGG4A5kx3aUYmSGxUMuiHK4h3xBJbi7bxzI0yhCXCA7rTYLDQ6Gg9QAyEpKgd9F3hUpyImIcK2MMegOMBj3bRyAQQigWQeiBX4tDoGxM0KVnQp2Y5HSnG3t7PNBiBYJFSgwK+twjooTit46Jwfo+j7tznAJryjpZ8tnXP2PlVz/jzZdHoXO7JlBrdDj0zxm8v3wD/tj0ocf4WQfwF1nSoPNIrPnwVTzYzHOyzKsA8GAcAY5AsQj4pRuORbWRc/c/zkC5E8qrqjzYZjrZeh1SdM59ShQo5+F5BBYCRq0QxjwRqC+zySQAda4RiE0QKvT5pTja2wq3u9m4e1p3vUoK/MAtlnrk4TG0aTCqh0mQZ9Rj8Z/3DE/dPRNfxxHgCHAE/IlAniwSWcGxkOVmIlxz0eWtDUIpUso511JWnKfO9yvRy6Qw3FWGuLwpAAtZYtDrkZ6Q5E4I1orYnrpEnati7YyNhoIm+1Q+Qca0tD+VAflrOONN4iiXOg3XM5PXcydGwmjwrM07tR4+MepZR1s6fD0QyJJElQn/pZvvuX45EWKCnFcoFXfAzOxctOszAf+bOgJP9jN3ILIMtUYLuUyKoyfP461FXyAhKY291KVdU8yaMhxhymBs+nkPbtxKwkvjzQoUmjNl9sdYtegVhAQroMpTY8GyDdi26xDkMglTrMTVrpqvLNl94Dg+XLEJl6/fZqU5s6eOQN2aZjXIUy/MRfuWDbHrr39w4cot9HmkHf439RkEKWTF7rvyq61Y9c12VKlUnpUT9e/VEY92fhDPv/YhLl2NZ7EbxNXAa5OGIa6WufSM9urUpjF+3XMEtxJS0L9nB/Tp3g4frNiI/85fY3tPHj0A4WEhMJlM2LhlN77YtJOVFA3o1QlP9e+G6PIRLP6r76xE7+5t8c2Pu1jsMU/1wuC+XRw+Z3wCR4AjUKgbjieAREikCBaJoTOaoGcmDeYhEQpZeQuNQFRrkCGsJb/C549Xq+6Ldree3Lu/15YGdYlJL4A+TQqjPdNWgQniMB1ESj3rgmN3nr/B9dN+ERI55tTplL/bjHN/MNKED+cQ8NRvxrld+CyOQNlFwAQhM2h1VQ1SGBFSh4gMGoTkOdcVpfD6DGVtaKTlHAJNBq+SvDx4SpTQRsqoCMgUcuRl5yI3w76/SnFJWXfWscwzGo3IScuANq94A1siTYLLhfm1lMfiz+IQaBsThCIN6jVdi4zUurh9zTtvLo+PHINQDwgvSrOkyZJ0rQmbLpOBsXkQTfJETQkiZJ4TJsdPX8TTE+dh7w8fISrCtpHy6fNXcfHKLdSvUx15ag3eWLgGnds1ZSU6hZUiN+LvoOewGTiwdRkjU95c9AX2HjyBCSP7o3ZsZSxftwUSiYiRJUQs9Bs1C88N682Iiq++/w1HTpzDzm/eZ4QIqUMaxsVizNDHkJyagcWffYeZk4ehf8+Oxe6blJKOx0e9jlcmPIUH6lRHdIUIhCqD8eMvf6J5wzqQSiVY/c12XLmRgO8+e5NhSnsRSTN+RD8AJkyb8wkjdl4ePxjVKlfErPmfY+Ko/owYIeJnzvtrmRIntlo0Pl23GWHKEMx9ZTROnb2CIc+/ha7tmzGC5ObtZMz76Mt8PNz5d8HXcATuJwS8oiyhN7DVFWZZZ3GDSJSbatfqRR3F9PR1InnCxLZLcci7JEGTxwkTT0H24vr+FR/E8cyruKZO9mJU74QqLw1FpC4C/8YnOtUGWBSqg0l3V33inRQCPgoRJZOqt0Lk/7F3HeBRVWn7nV6SSe8QSOhIURREVJCiYkEQuxQrKqKwYkPB3rHhqtgBVwVdRVmVlcVdBHXFAgouKtJDSe+ZTJ878//fGSbMJFPutGQmOed5eCC553znO++9CTPvfN/7KjUtub5YsgV7jaGVsMf9QWOYIFk+76gN781ZDNPioTkCCYOARZrOhFglVPYXwaDqELtcC5W1Iawoem0hjJq8oGslggC52QJbFLRC0nKzGUliayUaGzSJVhOI9EjLy26pEmmqqQtKlHiGSM3ObFd3HcO+EjjMoVcLkyNO3yGrUFYyFg21/UOFyef8zkCWbKsV8FOVd/XQyTkyDMt0fTgayVi/6SdGDOz4agWkUv/kC5EVv+zYAyIivvx6K1J0Wix94raApIVWrcIJZ81iJAKRDDQ8yZUXl32Mf/7nB6x/3+UMWlvfhDFT5+HlJ/6CcacOYwTGey8vwrDBfdl1Ih30BhOeWnhjUJLGVxuOyWzF/3buQ8mhcuz48wAjT37f9DaL3Xqvy296GOefeQquunQiu/7MKx+gtqGJ7U3kUs/uuZhx8Vns2s49B/HkS6vw/dql2Ln7ICNLftu4okUgd/SFc/HI3dexM/HBEeAIBEYgKmRJIO2P1ttXW82Ip3YctzEJvWSif0slEiTLFEiVK9i/iTBptNvQZLdG+LKKP4rRQOD8rBNRrMnG8rJNMAqhv/CJRg7+YmRJU2GrUse1WGkszy8m9smpBZjRbbDX1E21B/FJZeguXMUpmRiVV8zcdPjgCHAEOAJiEHBAAaM8H8n2Q2Kmx3SOSZWFpuTioHuQbgkcDjgjbF9xO4lQyX40BrMUzkyDxWiGudkQUkix2ichBQ0wOdzqkuz8rcgu+Bn7/7gYZlNwjZlg+UbLEaejK0v2NjmwodS7InRsvhz90zzs/oKB4ee6u7Jk4+oXkJPlW9Ns3Vc/4s5HXmVtMgP79mAtMdRS89riOwKSFk16A86Zdjc+f+dJ9OqRzzLwJEuoXYUGERDuMf7S+azS5MoLJ7QhMD749Cus+GAdI1eCVbS0JkuoiuXa+U9Bl6zFiBMGwGK14fMvN/slS66bvxhnnHoCrj5KlpD4LZ37hUduBZEfVHWSnemNF10rr6xtQ5acN2MBbr32Ipw3YWSYd4kv4wh0HQQiJktI96ObSsuIBTGDqkuoWsMepf+sxewZzhz6dZ+hUEEndzmVVFpNMLbqwQ0nLl/TeRGwUeuNof16sRMVycX9x0EjU8Ak2LDHWI9PKv5EnS1w6bavs5KjD7WkROLqk4gYkkivwe5tJZpI54iGZk4inZfnGj8IEFFCtr8ypxlJgksnoCOHUZ0LfVKPoCkQWSLG2jdooDib0J7OOky7ZN/BkBCgFhzSK5HJrVEjS0bmF2DV5MQXeLU4gDUHbGi0uoi3FAVwUS8lVJFzJSCr4FMn34KF82Zg+kVnet0zo8nC2mEmX70Q54wfiTlXU4sKsPyDL/DTtp2MLHn93c+x/fe9ePWp+eyaZxsOEQonnHk93nr2LowaPohd9yQ5qFpj89bfsGb5Y+yawWjGyefNxvMPzcHEsSe3IUvuf3o5DpdV4e0X7gm4L7X/EFlCuimnnHgci7146fusAmTZc3dDJpPi1z/2YdqcR/2SJbPufAajRw71SZZccsODmDLxNMy85Ow2z7i7DcezsoSTJSH9KuCTuzgCEZElRJSQ5odcEtpvRyJMSA8ksgLY9rlzVDXTV5eHfc0VqLMl7huU9kGr6+6ilahQf1gKOMWRhp5ISVQCnNbw1iYi4nN7DmdtN+uq94WdPrnxnFnYn7WjhOvIE/bmHbiQWnAqjXpevdSB94BvnXgIEElCGiXUfuOUyKBw6OOCLAnFEScSsiTaFSXRegJkCgW0qToIVhsLSY45MpksZu05+t9Dq2As6LkRaVm7WW4luy+AUV8Q8dFXXjAFpxSIs40OtFlHV5a4c3OTJanK0F/7BDrf0hVrGInx2ILrcebok0DCrlu272pxw6G2k769uuP2Gy/FkfJqpteRnpbMyJKftv2JWxa+gI/feoSREG+t+icTP3Vrlsy7/0WQNfGCW65kxAxpmBTkZTLNku+3/g4iJYgcOXX4YLzz0XqWx6aPX2BVG0R4PHTnNTh/win49scduG/xMiYke8WU8UH3pcqQEcMGYNa0STAazXjv4y+xcfN2RurY7QKWvv2PgG04gcgSEpB9d/WXeOXJ+TiuXxFKK2qweu0mpuHCyZKIf2x5gC6OQNhkiVIiRa5KHTJRQi4zDXZr3FeWeD4Xz58yF0u2L0uIipgu/jx3yPFJq+QM5VCs3PlLWPtLiSyxS9vdFSesZKOwSCOVRyToSpUJyydMZ5nsb6zBvG9XRyGrxAhBZAmdOZErSxIDaZ5lZ0BArpDBIKSwo8icrrZNh8RVLUqaJdEYpFsic4T3QUpV+jA4pUGqEZ1O5oQjKH1rq4k5A4m66mtcriGJMBQqJbQpuqiTJvqde0TbCHsSJVaLDkf2nR1xG85F/QbgmXHe7i7h3o94IUvCzT/YOptdwHv05v9vnzL3GhpUFXLlheMZAfDdlt9wz+Ovo65B73Kz6V3I2lmIeKC1tz3wEjZt3s7WTRw7Aus3bWkhS6jN58a7nmNxaS2JvGZnpra44ZA46svL17TsSS05E0afyL4msiQjTcf2pTFt6gQsuHUa5DJZ0H03fPsLHnpuBVt781VTcPGkMzB30V9ZdQmN0SOHMALGn2ZJG7Lkb59i74EjeP6hW2C12rDkzdWM3HEPau2hihfSQrli9sNemiVUWTL3uotw7njehhPsWeTXOQIhkSVUP6KVydkfcr4JddTaLGiyuz5BSKSRLJMjW6lGvc3KiB4+QkcgEVxsQj8V/TyosKBoMvZVp7GUtQAAIABJREFU1ePNPzaHEwKQOMOqSAlvs/BWxVvrx6LhE5leSbPNgivWrwjvUHwVR4AjwBGIEAHSHVFZ6yF1eotdBgtrletQnzog2DTIza43ina1OuhcXxNIG4SqN8ipJtGG2+Y4mnlba+thqfBtmUxtN7q0EmTn/wylyvVmmIiSg7svgM2qiyiNaLXfuJPo7GSJJ9gkskqVIOSM4yn4ahcEpseRl5MJhbytsCytIzJEo25LNBKhQsKwZK1L1SetB1Wy1NQ1MtcaIkLcwy262qtHAVQqBbMxbj0C7UvnqG/UIzM9pUVstayiBmmpOtZeFOkgTGrrmpjTjq9zRxqfr+cIdEUEQiJLqJqkm1obFk6NdmtCt7H0VCcxXRZOmIR++4ls0shkqLbGlyBrsJMQETK3cCLWVv+CA+bqgIKyquZkNNWH2VgW52QJESW9UrPiyoFlWr/hoD80rtuwkrelBHuY+XWOAEcgbhCgapT6lAEQZIHfHKnoDWBdAxz0qXWYTjhKjRpEmIQqwBovYMVC18RuMMJUctjriJ76JO4L0SJKKF602m+6IlkSL88i5dHaoSaecuO5cAQ4ArFBICSyJJDNbqD0yFHmsNmQEBol/s5B2ixqqYtdJuKnwcbdcYI9klqpDJlKFWvVikfb6GD5X5Y7CpOyT4RBsOCnxr1YUbbJ7xKHSQZbTQSfCsQxYTKhu0sbpMrk+qQtHgblNP+EcSyV/xzehRd+3RgPafEcOAIcAY5AUASIKLEqAlcqUBsKVYTQG3tzeSXMqvD+f6E4DocjYcmSWLnmtK4wSc3chW5F3v/Hl+y6AMbmyHVKotl+w8mSoD9eMZ3w6frvcNqIwazKhQ+OAEegayAgmiwJ1fXGE77OUI2R5eGMQ2cjAsgg2GF2HCu9pcoTIlTqbJZ202Sh4kEiI6zOMKsaYvict8bsgKk5hrtFPzRVloi1J3ZYpbBVhlcmHf3MoxuRLHoPNNVGN2iE0TwrSyjUku0bseFIaOJ9EabQ6ZYnawX072FsOdeOfUmw2kIT7+50oPADcQRigEAgy2AiB1JzMiHzsAl2WG1oqqyGt1Fr8MRI2DW9IBcWgxGGhqbgC+J0RiyqS+iolqoaOG02SGxVKO7zPnO9cQ+zMRP7d14SMSKxIEooqa7UhhPxTeABOAIcAY5ABAiIIkvCdb1x50XON/H4Zj4U3HKUaqbTQhUSersdVqcAh8sxDYQPkSR0nQgTmkMtJ55ESih7hTLXXe1DxI1RsLeQNO2xt5g8CZtkmQKpcgVIs6ZZCPXlnphdOn6OwyKFrapzkiUdj27bDNxuOO4rpF1CrjhiSB2qSuHEiu+7euXZVdBpXQTwxxuzUNvoEsPkgyPAEYgeAg6JDNUZLsFIX0OdnITkdO9PrgW7HY1VtXAI4rVR3JofNouFrU3UQYKvqTlZMU1fJd2LDMX7kEvq2T7VZSehutzV6hnJ2HfTnEiW+13LyZKYwMqDcgQ4AhyBNghIipdNC1iTkKfNRL5SgwZL+OJgB03NYbfgkE6KUiqFA04YQ3iREO17TbobRIQEEqglYiBLoWb6HCZBQIXVFO00vOK5hWepysVNRgmknC+RMOeeeBp0H6klJ97yihZG9ENkLQ1PzydaOXSVOKShsmzCdCQrvMvSiTD57MAOfLr/fz7dYshFhypSyHKYV6L4flpGDWnCkN4GdnHTL6nYfYg/013l54qfs30RCOaE46uaIhTCxN3G4z5VXVllSERL+6IReDeyGE7Py455ShKYkKNcCqW0DGUlY9FQ2z+iPbvpdPhm2syIYvhbzMmSmMDKg3IEOAIcgbZkyZiVNzgb7TZWBUEVETS0cg16pxbivMJTcX6P01BtqsNjW15GjTk06zmyCaZKgkiqHDx1Ukj3xO48Ws4RxzeT2k8iPbeY41E1CxE0iVKtQbkSsRN/DUNi0A4+x3JEE/euNsFPEf8zWrfgUMZElJCuClWW7Go6wv6tcKpxSl4xcrU6UCsR2e66CZZKox7zvvmIW/C2ut2ZqTbkZ1lRlO9y4Fj738z4fyB4hhyBGCBA1R92uRZKW2y0mmpTB7H4/oa/agqmP6I3wKRvhtPH6yFmu5uqg6KVxonZYExIRxzCJ1a6Jb6wJ8IkT/Usjuw5HUZ9ZHolZxUV47WJ58bg6eRtODEBlQflCHAEOAI+EJCMXXVjG/bhiVF3oaeum9f0g/pSRpgY7cErFoh0qbSYo9J646l7QeRLjS0xHFU6q1Uu/ynyj4CtTgmHIXRLbY5p6AhQKw2RJkSEUCXJpwd2+BWgJZKE2nZorufY31jDWncM3A7c5w0gDRNGRBnbWjKGfsf4Co4AR8ATgWCVJTQ3o1sepFLfukFEmlhNZjjsghdxQsSCRCoFkSYqjRoK9bEKPGOjHsam2JA/sby77VVZ4j6DRroD9spdqKsaEtGx5p00An8ZPiKiGP4W88qSmMDKg3IEOAIcgTYItCFLRhecjNmDp3lN/KbsJ7z75xpRRAlVDpRajFGrAOmm0kB51IUmER1V+DPXdRBw2iWwlms61YGpdSWeXHA8waXciAgRoz9Cc58cNdknYfLmH5vjyha5Uz1A/DAcAY5AGwSCaZa4FwQTNhVDfrTWP2msqoHNckzI1N/tIbJFsAsRte7osjIgV7h0jxyCS3MlnKFK0kKXkRbO0rDXqBr+gZrSgWGvp4XbrrkeKWG6GAXbmJMlwRDi1zkCHAGOQHQQ8CJLWhMl1H7zc9UOvLtrjejdKq2mqGmLUJsJWfa6BydLRN8GPrGDEBAMctjrlKJ3l2dYQ5ovOjCf2AYBf4QJTST7YSJdqH2HD44AR4AjEEsEmjUFMGi9q3d97afUqJGSleEzFTFEiXuhSquFLjONVaCE4oqTmp3ZUplit9pARIuv1h9fCbbWTKE54eqmeOYRy/viGTvJsQEVO7tHtN2rF/bC2bnnRBTD12KFTILsNC4oH3VgRQRcv2kLhh/fH5npKSJmt/+Un/+3G6m6JPQpDv77pf2zAw4cKkdVbQNGDouMiOyI3PmeXRcBL7LkpkGuipJ/Hfoa1HYT6og2mZGn1DCxVGq/abBbo1atEuq5+HyOQCgIMMKkXhFUv0SiEiChT9ys0qBzQ9mfz/WPwOTiIbhx0Gl+J6zavRX0hw+OAEeAIxArBMS04NDe/nRLQiU9KBYRL9S2E8pobWMsljDxRZTQvuHoprSHE44vTJJl38BY2oDGCERex5y8HiuGfRoK5KLmalUypCWL/1BGVNA4mzT+0vm47YZLMPls//9f+0p5weOvY9a089G3ODKiyx8cg8Zeg3deXIiThvZrF8SWvf8FuudnYeLYk0Xtd8vCFzB0YG/cNPMCUfPbe9I7H63Hps3bsXzJgvbemu/HEQgbAZ+aJeFGI2vYQG4xocQlrRIiSsg9JRFEXUM5G5/b+REgrWRBr4Cgl3sRIRKZA07Bdw9650el409I1SUvjrmkjZOOZ2af1n2MtbuPoLzG222H5tB6ctMhvZMfKks6/kA8A44ARyChEGhMKoZZLc4G15dWBxEOhvpG0RUekYLTuhUomMAsESxypQLUOkOaKa1HKBUxdP7UnEy/ui2Rni3Q+iTZFqjMX+Pg7vDedEplFgw44W0s6r0Ep6SPj2qqKVoFkjWdWx8tXLKEyIwVS+7BycMGRBVzd7D2Jkvm3f8iBvTpiTlXTxF1Hk6WiIKJT+IIhIRARGQJVZKQRS7Z1pJWictRJzK3GnJMyVCooJJKOVES0q3kkxMBAXujAkKTq4ebj45BwJ/gqzubTbJX0SSpQFmN0kvctEDeE5PTL2JEy9xvPmLOO3xwBDgCHAGxCIRClFBMT62OUGyDxeYjZp4/cVXKp6GiOiBpQ1UhRLbI5N5v7KkyhkiTQC09qiQNktJSO4QoIVxS5OuRjI3Y9eu1YmBqM0ebXIai/p/jyoLZmFZwc1gx/C3KTlVBIe/4D13Kmu34X5WrWmlwthrdddEjcPyRJQ2Nzbj53iXYe8BV/T6ofxHunTsd/XsX4vnXP4SrEiMbaSnJmHreaFw+eRw+/Gwj/vbReuibjbjovDG4cuoE5GVnsBiLnnoL98ydhndXf4mqmga8/Phf/MZn+wWoLDlcVoWnXl6Fn7b9CbVKgVEnDcJjC66HUqnA1l934ZlXPsD+Q+U4a8xJuHLqmRgyoJjlcM8Tb+CsMcPx98++gr7ZhBtnTMIN0ydh/aafcN/i5SxWQW4W+vbqzuJR9czmLb+hrkGP3j0LcMu1UzFxrEtIOBhZ8suO3Vjyxmr8ufcQq1iZecnZDJN9B8vw+Avv4sdtO1nMW6+7CGefMZzFpDPJpFLsO1iKb3/cgVHDB+GeW6bhzVVr8dV/tzFiat71F7N7QOPKOY/itOGDseG/P2P3/iO44OxT8cD8q6HVqNC6ssQfLouXvo/K6jo8ff9syGUylFbU4M5HXmXVRryFJ6q/TngwEQiETZbU26ysNSZag0iSNLkSOrnrjSRVlERiORytvHgcjkC0EBAMMtjr2lYrRCs+jyMeAaoQuW/4RPRKbfsJ7zrZk7BJ2parnypcgyxnMduEXHS4vol4vPlMjkBXRYDEXC3KdBg0BRBkof3+T0pLgUaXjI4iStz3rLUrj9h2HFovodd2edltCBN3hQpVyngOhVoJdZK2jfVxez8/WYrlcBhrcXD35LC2Luy9Hrq0EkzInIzbih8NK4a/RXnpakil1MTbcaPOLOC93xrh/niUspk+KBWZmui4p/kjSxr1BqxZ9y1OHNyXkRDL3/+CERCr33wYew4cwYXX3oe7b7kSx/XtibycDPxv53489OzbePjOa1HcIw+vvvMpUnXJePTu67Bj535ccfMjyM1Ox8XnjYFarcIlk87wG5/QDkSW3HjXs5DJZOwNfZPegNX//JqRBLX1TTh3+t24Y/ZlGD1yKNZv3IJP1n2DDR8+j9/+PMByOH/CKYxUILJixQfrsG7lYqiUStzx8Cvo0S0HU88djeQkDQb27YmVn/wbfYq7IzMtBZu+344lb3yEzZ8tRWpKUkCy5FBpJc6dvoCRIxedNxolhyuw/fe9WDhvBstvUL8iXH3ZOfhp204sffsfDFPa7+Z7ljCy5/abLkVxYT4efHYFjpRXM0KHiBMiQHTJWjy18Eb2QBJGg/sX4/pp56O6tgEvvLkaC+dNZ2fwJEsOlVb5xaWyph4XXLUQ11w2ETfOnIyr5j2BXj3y8fg9szruoec7d1kEwiJLqq1mNAv2qIKWIlcgU+F6IRFN7ROtTIZkmQJ1NkvEVS9RPTAPFhEC2coUXJ47ClXWJqyt+QVGIf4tpa1l6oRuwSlOyUSvlCxR7jMR3dx2WuxL8PWQZBu2y/7hM4Nz7fdCAVdZ+Ru/f4fPDuxop0z5NhwBjkAiIGBRpkGv7eGVaqgEiXsxkQzpBbnsS6rgcAguK++OGJ4aJERyhJoPteZkHD2LmPwtJjNsZkvLmckKWa6Qs0obf1bKnnHtTc1w2GyQyKRQpKWK2dJrjgQmdFcvQlnJWDSEqVmS230zMnN3YHLOdNzQ4+6Qc/C3gMRdSa+koytLtpab8V2pN9F1WjcthudHR3g2UBuOyWzF/3buQ8mhcuz48wAjN37f9DaDrHUbzoxbH0fP7rmYcfFZ7PrOPQfx5Eur8P3apdi5+yAjKn764jUkaY/lHSy+P80S2isrI5WRDzlZx9ybXnn7H1j7n+/x3INzWA52u8D2/fitR2Cz2dm/f9u4ghGLNM6bsYAREUQu+GrDEQQHdu07xKpDqBrmpeWf4O+vP8gIikCVJS8vX8OqV75Z82LLXrTfd1t+AxE9//nweeTnuASlJ1+9kBE7d825gpElJw7py3KiQeQHEVNLn7iNfb1x8zY88PRyfPuPl1ruwXsvL8KwwX3Z14//9V3oDSZGpniSJYFwGdCnB6timb3gOYw55XhUVNVi1SsPQKPu3Fo9UftFwQNFFYGQyZJo6pJ4niRDoUSq3PVDEO09KHaSTM7beqL66HRssFsLJ2JcxiD81nwYD+77qGOTEbG7wyyFrTo6LyJEbBeTKUlyJZIUqri1Eg7n0BO698f8E8axpTaYQS04JklDm1AKpxrnCve2fJ+qSqi6hA/fCJySW4QpvYZyjPgD0ukQsMp1kAtGSJ3HyAurQgeTKgtmlTgtEjGguKtKQtH4EBM33DluR51w8wlmg0x5UcVKU02dX2KI3kxqU3Ws2ibYMB0qhV3fDFVeDpSZ6cGme12nFpxU+Xoc3jcR+oaikNa6J2fk7EBe4WbMKrwLU3JnhBXD1yISd5XLpB2uWbKrzop/7W/2SvGsoiQclxVa9ZQ/YPyRJdS2cu38p1glw4gTBsBiteHzLzf7JUtGXzgXWo0a2Zne1tMvPHIryitr2xAVYuL7I0uo/eaeJ15HZXU9awWaNf18XDppLGuz2fDtLy1tKu4z33z1FKQka9vkcPtDS5GeqsP9869qQ5YYjGbMXvA8I0rGnz4M+TmZeHPlWrz/yv0YelzvgGQJte/QWLzoJi/YP/niG1ad4iY76CJVj1Db0vMP3dKGLHnjvc/x6x/7WsiSH375A9ff/rTXPfAkSz749CtWLbP+/We8yJJAuJw2YjDLkebQ/fWMF7UfJh6IIyASgZDIEtInqbCaRIYObZpWKkPuUZvgaNoPu7MoVGshhQSVVjNv7wnt1sTlbKoseaT3pbhj93txXVXisEjhtEohmGRwWqJTnhqXNySBk7rt+HHY31SDKkM1LA4jJFo9Crs1ITe3GRabBFabFEWaQpwmePeu81Yc/zediLX7RpzTYsmcwI8HT50j4IUAESP1KeLFI/tpNchXq/B1XVsS1h+0nq0r4drtxuK2UYUJ6Y2ItQ/2zCFYdUkoTjn+3HY893NYbTDs2c++pS7IgyJdfIWJTFKHHOVSHNo5HmZTeARYWuYuFBRtwltD1iFXVRC125GWrIDV5uhwNxyL4MQHfzSiweJgZ0tVSXHlcalQyaLTHuSPLCEtC6oOWfbc3ZDJpOxN+7Q5j3q9UV/2/N045cTjWF6X3PAgpkw8jWlztB7uNhzPqg4x8QO54VDVB9nj/vvbraBKjrXvPIlPvvgWJYfL8dLjfxGVA5390gvG4uarprjIkt49MOeaC9laIl3oe5s/X8osgmlQNY0YsuTZ1/6Ob77/FZ/97QmvPKgy5NaFf21p5aGLVCUzsG8PLPrLzDZkCZEz1L7jriwJRpbc//RykJ7L2y/c40WWPPfah35xoRz2lZRi8jWLWGVQQV4WXl98B7vnfHAE2huBkMiSaFd8tD6sS7NEjlKzEa5fv9EbyTI5a8eJFdkTvUzjJ5JSIoX0aFmg1SFE9Z5oZaqISY4iTTZKTNXxA5hHJkSOCPWKhG67iUtgOzAptxMO2Q+TyGulUc8qJ6pM+g7MKr63vuG4U/HpgR0co/i+TTy7EBGozHSJKYoZ+Sol9HYBzSG20bgFTutKK8RskxBzWmufuJOmipKGytD+LxdDmJhLy2FraGLbaHv3hEwtvrqTCBPL4b0wNYonWTxvQnb+VozrL8GT/ZdF9d6QuGtDsxXZaeLPEtUEWgVzkyVpqui+iSXC4MoLJ+DM0Se17EiaIp/882ts3Lwdrz41n7WzkLaGZxvOdfMXY8SwAZg1bRKMRjNrOyHx1leenI/j+hUxodDVazfh9psua9Es8SRLlq5YEzB+IM0SevNPmiekMUKVH0TUkO6HyWzBzLlPsDaUcyeMRGOTAf/+ZiuGD+3PrlEbzprljyEnM41pmVCcT5Y9yipRqIqD9EKIaKGqkt37DuP6O55m10mk9p8bfmBtLmLIkh9+/oOtfWD+Vbjg7NNQXlXLhGInnTUKZ19xF668cDxmTZ+Erdv/xNz7XmSYnTHq+LDIkofuvIbpsFArzX2LlzG9liumjPciS0hs1h8u+bmZuPTGB3H2GSMwbeqZOH/mPbj2inNFuwLF8pnnsbseApIR717npBYVMeOw2RBz3Q8Seo3UUcffWWIZWwx+iTaH9F5IR6bRbkOz3RZVsiTRsAglX+54EwpagJt8+HT//2CIomh0aFmIn01VE0+OmszEYTlhEhg3d4XJku0bOWEi/hHjM+McgdrUQbDLtTHPUpeVAX1NXcz3aa8NyAZYoWrbptFYVQObJTTDAKpUoXitnXY8z2KtrYelogqyJC20RS6njlCGraER5jDJqmH9dmHpqQuiWlVCn13lpqlRUW9GQaYmlKMk3FwiS6idxXOQmOijd1+PuYv+yqpLaIweOYS9IXdrllDlxUPPrWBOMVSZQc4yS95czd6kuwe171CVA+mdXDH7YS+9kPKquoDxiSx596WFOHFIvzaYUl5ffbeNfZ9EY+lN/qxp57OvqdWFtFKMJpd4PFVLvLb4dkacEFmSkaZjOdMg8VkSYaVBVSrUlkOuMqQBQlUt9DWRLTTGnzaM7fnBqw9gyMBeLHf6+8YZvi2v3/7wX8yVxz1mXzUZc6+7CF9//ytzm3Hn5/4+zSPNkpOG9ms5S+vKEhKlpcqULeteY2EJI8/zTJs6AQtuncZcbYi42vjdNixfsiAgLlSVc7i8mp1XIZex/ObcuwSeVUMJ91DzhBMWAUnPZdOcOUo10/QINMga+KDZkLAH5YmHjgB9ThDtCp/Qs0isFYJBDnsdF6DyvGtUkZGr1WF/Y00LGUJvosnC94ZBp7FrNL6vOIDHtx57QRPvd/7F0ZcwwqTZZmFir4lC9rQ3rqQLc8OgUxlGq3a7XuDxwRFIZARq0oaG7GwTznnJOtfQ0BjO0rhck56fC5ncux2VhFwbq8OzYQ+mg0KtODSkSpfLYqjDKQho3r0fcIT2SkinVGLd5RciXxteC4+/PN3irtWNlk5PlgS7V2UVNUhL1TE72taDWmHqG/XITE9pETK1CwJq65qQoksSJRIaKH6g3MwWK5r0Ri+BV/d8al8jZxyFQt7SQuNuBfp1wzJGnJDlsa9WE1pHuRNxQKOmrpHNI22TUAfhQ/HSUpKYo5B70PcrquuQQS5cEQipEllCGiO9ehRApVJArQr8mtgXLqGeic/nCMQSAUaW0Jvibmot5BLfZXTkTkMtOMYQy0hjmTiPzRGINwScDsBapgGc0enZjbfzhZsPkSXLJ0z3Wk4VGfTGmWmFGPWMRCECJREqS9wH8Xcu9/UNR3ZxAuUoGB9MvJa1Lv3n8C688OvGcB8lvo4jEBcIVKUPg1MavCI3WeZ6YxNqC477kAqVMuSKi7gAyE8S6uQkRpYoNZoW0oQ0UAxHW2VCzV2pUSMly+XeEathK/sD5vrQ9MbmnTQCfxkuvlVLbO5JajlkUgmajLYuT5aIxSze5/nSTYn3nIPl5yZL3G44webz6xyBeEeAkSWUJGl6ZCvb9kASUVJuMcWsNSbeAeL5cQTEIiAYZLDXRUcJXuyeiTCPSBCqIDmzsD9Ll0iSaFcYDErPw+/17d/bT+Kw7nO1vhc2mw21+ib8UHmAtevodMc+AYr2+eP9OaC2JaokokEVOG/+sTneU+b5cQR8ImCTaVGXNkgUOg/07onnS46ETZaI2iRBJxERRJUhJr0B5ubwqpZlCgXS87JjioCjbh8M5XbRe1zUbwCeGTde9PxQJrrFXY0WgZMloQAXx3Op9ebr77czm+DOMj5d/x3IzYZslPngCHQGBFrIEtLzKFS7lJVpUNuNA05UWy3cPaYz3Gl+hhYE1FDADFd5bjSHrU4JhyH4p43R3DORYrldZ6gdI5qjjzYdQ3U5+KRyVzTDiopVnJKJl8Zc6nPu3vI/IDW5CGitVou8vDz2b2pHmvftalHxO8ukRcMnYlRecctxuJNQZ7mzXe8cem0hjBrXz3KgQUTJBTlZmP37bvzcxEWgfWFFuiNypQLWozoOwTD1dZ1IF9JBEQQBTocDEqkUcoUccoUCCnXkH16Yy6tgq/PWzvCX5/AiK/4+8bZwjiFqjVvc1SY4OVkiCjE+iSPAEeAIRI5AC1lCofomZaDc3ASjYOdaFSFiy/U9QgSsE063VqjhtEVXEb4zwRSLNpsMhRqzCofhpZItMDnEf/oXTVzXTprdJhy1m6wp+S/0RjnqbCbWYpSkUOGUvCL0Ssnqcq0orckSXl0SzSeQx2ovBASpEiTuGqgFJ1VlxJMDumGEthfKLBbc9ec+7Daa2itFvo8HAkSkkEiuVBr+/8umQ6Ww65u9caV4rXRMyCr4hH67sajPC6iylKLSWoZkmQ45qgIUawYgWR66toTnpp7irvT9zi7wyh9kjgBHgCMQLwh4kSXxklSi5UEWu9SuFJoEWKKdkucbDAFOlgRDKLrXiSiZ23MEfmosw7rqfdENHkK0ZeOnt4jUUrvNY1v/hQNN4QkWhrBtQk11Y0QkErUgcbvlhLp9PNmjCIhxwblq6Hc4XVeIxppxeHhvCW/B6eCnR4xrTqAUDftK4BQcUOVkQq5LhuSoDg2JvwpmC+wNjS32xH0Gr4JS1baKKEmmw+Tc6ZicMyNs0oTEXVOSFKhtcrkGcbKkgx8svj1HgCPQZRDgZEmXudX8oLFGwFalgsMSmhBcrHPqjPGp7WZkWgFGpnVjx1u8/3uUmjuuzN1dWUKuOPO+Wc2JgFYPHVXV/P2c62KiVdMZn29+pvhFoD5lAKyKwBUCRJY4ncC7O06L34N0scyIMMkoyA3r1OSoE8xNh+YYSw4jJeU3dCva5HefYk1/VnmSq3LpN4UyPMVdOVkSCnJ8LkeAI8ARiAwBTpZEhh9fzRFoQcBer4DQHJ5FIYfRPwJEjtzeZxTUanWLSKpCoQAJqFqtVsz67qMOa8FxEwGUPdfh8H0PJxcPYU44XU3Ulv9Mdz4EGpOLYVYFtoMd02MXfiztBYvQ8f8XSCQSkC0nH2BisuokbcygIMLEcngv+g16M+AeRJi8OOjDkPPwFHflZEnI8PEFHAGOAEcgbASYBxXuAAAgAElEQVRiSpaQaKxLKJYPjkDnR8Bpl8Barun8B23nE2apkvDm2CtABImvMWnta+2ckfd2JPJKg7fe+L4N5IKzo7asQ+8R35wjEA0ExJAl0dgnGjGomoIETxOFLCEb4EiEXoNhFkl1SbDY7uuCwYjC1Ecgk7taZfyN24oewYSsKWLDsnm5aWrUNFkgOFzkF2/DCQk+PpkjwBHgCISNQMzIkiyFCjq5AhaHgDqbNaCjDhdHDfv++V1IOipWJ6epoo9s4IjcESc2iOdodMyi112l4LnLdRtW8taX2MDOo3IEOAIeCIjRLOGAhYcAVX6Qk42hvhEOQQgvSJBVGd3yIhJ7FZNUjnIpVNLAGlo5ygIsG7pOTDg2p7W4a1ciS6xWGxqaDMhI10F+VC9GNHAAjCYLlEp5WGtD2YfP5QhwBDovAjEhS4j8IBtiKf2GPzpMggCjw84qTWhwx53YPlQ5SjVqrGZe1RNbmNtEp+oS0i5xCuGr77dzygm1HZEm9w2fiF6px0rheftLZLdwQvf+mFI8BJ8e2IENR9rffjmy7PlqjkD7IOCQyFCTNpQ54Ugc9oCOOO2TUefaJTUnk1kAOxwO1JVWxORw7j1iEvxo0CTZT8hQfBB0iyf6L8MQ3fCg82iCUi6FTitvEXftCmTJr3/sw98+XI/1m35qwejEIf3w9H03IT83E8ve/wLd87MwcezJfjE0ma0Yfs6NeOnxv2D8acMCYv31979ix879uPW6qaLuCZ/EEeAIdB0EYkKWpMmVSFcofaJIZEm11QyjIzafHHSdWxf4pLxap+OehFAIE4nCAalGgNDU8f3tHYdY6Du/OPqSFsKEHFZe+HVjyEHITcck2DtM78Sd8Bl5vZCh0GDN4d9DPkO0FpBbDRElXFckWojyOJ0NAZvMpXehEIwtRyMrYYsyHUZ1LgSZqrMdud3PQxorSq0GFsMxjKOZRFpuNuTK2P5fq5CUIk/1XNC0F/VeglPSxwedRxNai7t2drKESI4xU+dh/OnDcMs1FyIjLQX7DpYx8mTWtPNwXL8izLv/RQzo0xNzrvbfzuRwOPHn3oPoXpCDlOTAejUrP/kP/rXxJ7z70kJR94RP4ghwBLoOAlEnS0inpJtK61VV4glnpcXEiZKu83x1mpMSASLo5XDapHA6XBVTErkTUpUAaZIdklaFJIwwqVPCGcAdh9bJ06wspq1K3Wmwao+DUIXJi2MuYcKhNMJpxZnbczi6q3X4saEMm+oOos5mbo/U2+xxUW5/aGQKrCz7rUP2p02puoQGryzpsFvAN05wBJo1BTBoXQ5dfMQnAu3RhkMnL1TfHhSAWYV3YUrujKDzaEJrcVf6XjxollQYnfi93vXB58B0GQq0x6rJRR3Mz6QDh8ox6ap7seqV+3H8cb3bzKJqk/sWL4dapUBBbhb69uqOxxZcjyvnPIobZ0zCtz/uwM49B9n3HnxmBRb9ZQYG9u2Jd1d/iRV/X4fK6npkpOlw5YUTcPPVU3CotAozbn0MdQ16DO5fzPb724v34qmXVmHkiQNx7viR7HsbN29jhMriRTexr2m/MacMxZebtuBIeQ2mnns6LjjrVDz3+of4fVcJLjj7VMy77iKkpSZHAgdfyxHgCHQwAlElS4goyVdpIG/9zvHoIQ2CHVXWjnlD0sE48+0TGIGgLjcSJ+SZVsg0baulUq3JqDVY4HQeexEhkTkhI4JF7mpJ48Kw4T0cpF8yrd9wRphUGvXMjabKJM5C+Nzs3qA/7vFjQylWlnVcZUd4CPBVHAGOQDwhEAvCpJ9Wg91GUzwdMyFzaQ+BVwJGIjSje9IDQTEKpbKktbgrBe9osqTe6sRH+2xwey3RK5xLeimQoYqcMCFR4nOm3Q2VUoFrrzgXQwb0QlGPvBbdESI77nj4FfToloOp545GcpKGkSGDxl7DcJ9+0VkoyMtkLTpnXnY73nlxIU4a2g9ffr0VcrkMhQXZOFxahbn3vYhXnpyPEScMwJI3PsSPv+zE/fOvYjGo5eea255iRMm0qRPY99as+xbvfLQea5Y/xr6m/fr16o7ZV1F1ixO3P/QKtBo17px9GXp0y8WixW/h1mun4qLzxgR9HvgEjgBHIH4RkAx6+ypns2CPOMNkmZy13vgjSmiDcospoNBrxEnwAByBKCJA+rhU8UGVH2IGVYnIdMd+ltIlWvSWZ2Gr7VDQ5VwYNihEPieQde+EQldVBLnRiHFdOTm1ADO6DW4T783D27FDXxVeInwVR4AjwBEAUJ8yAFaFLipY5KuUWDl0IGb/vpsTJhEiqk3RQZsanfsSKBV7UzPSZe8hLXN3wIzfGrIOuaqCoKfyJe5KizqaLNlWK+CnKu8PiE7OkWFYpizomcRMOHikEq+/+xk+Xf8dm04kBOmJTL/oTEaa+GrDIfLitcV3YPTIIS1b0PfcZAl9c19JKf7YfRDVdQ1Y8cE6zJo+CVdfOhG+2nBmzn0iKFny3suLMGxwX7bf5Tc9jPPPPAVXXTqRff3MKx+gtqEJTy28UcyR+RyOAEcgThGQnL5ylvOwOfT+0BS5AlJIQNUkGpmshSQxOwRQBYnV4WBiriTySnPUUhlqbJaowUDkTDRInqgl1AUDaWUqXFcwFn+v/B7V1qZOh4CtVgmHUR7SuRS5ZkiVLheiInMuDusNMNmOvaCQKB0+W3dYdUmFGvCoQAlpYz45JASmFwzGyDTvF6omwYYXD25FqVlcdUpIG/LJHAGOQJdAgIgSIkyiMc7ISMON3fPxfnkV1lbXRiNkl40RSguOw2pjOEnD0DexVNXA2ViCvkNW+cV6sG44nuy/TNS98CXuSgs7mizZ2+TAhlLvD1rH5svRP03ch0uiDg+A3HD2HyrHf775Ga++8yneeOZOnDZisF+yxJO8oD08yZKnXl7FWnFI7LVnYR6+2PADZl58NqteiQZZct38xTjj1BMY+ULjlbf/gd37j+CFR24Ve1w+jyPAEYhDBCRjV93orLdZ0WAP7AvvmbsvAVe704FamwXGGFm+td4/SSZDqYWXpnb0M/XqwOvxe/MRvHx4fUenEtX9w22NIQ0TeYY1qCOOROaAPMvaQqxQ8g4raZeoOGES1TvpPxhplvRNyvCaQITJprpD2NCwB1aRFUXtlC7fhiPAEUgQBMg1hwu+xs/NIuHYzO75QRMSzGbYauth+/9qAHW3PCjSUoOu8ZzgFAQ0794POBzoNXA11FrfBNcT/d/CEN0IUbF9ibvGA1licQBrDtjQaHU14qQogIt6KaGKAlditlihkMshk3kHG33hXEy76EzcfNUUF1nSuwfmXHNhC45EjPgjS4oK85ho7PIlCzBy2EC2ZvaC5zBy2HGMLFm1ZgMjT2i9exD5MeaU43HN5eewb/lqw/Hcb9adz2D0yKGcLBH1ZPNJHIHEQYCRJZQuER1NdhebHmj4I0qoxcZ+1BY4WIxwrlNlilIqRapcwapYrA6BkyXhABnlNednnYjL80bhjt3vdqrqkqA6JYFwlDjFER4SJxQ5ljaEib1Gya2Ho/yc+gpHbjgP9W3bS2xS1WFX7pfYXyVFUvMgpCIf5LgjVg+lHVLnW3AEOAJxjECDrg9zyeEjOggkpaXA6XDC2BRe1Z9CpURqzjG7+dZZpcjXw1SuR13VsfYNiUIBbVFhSNUlptJy2BtcVbY9+32OJF1ZGwCuLJiNaQU3iwbGl7grLe7oyhL3AdxkSaoycq0Sd8wft+1kLSxzr7sIQwb2gt0u4N/fbMETL67EiiX34ORhA/DGe59j66+7mC2wwWhmgq2ByBISgR01aQ4TfT37jBFs7Z2PvMrcdIgs+WXHbtx09/NYt3IxI2nSUpLx6juf4adtO/HXR+eitLwaT760Cs0Go5dmCSdLRD/KfCJHIGERYGSJxSEw4dVgZIc/p5vDZkPQtZEiVKxpqyZ9wNQcaVi+PkIEBiV3xyO9L8PLh9ZjY33nEciklhixWiWRQEgVJkSYuMVeKZa9UcGthCMBNYS1M7sPxYiUvDYrrPJmHChcjzMlc6GAGku2b+ROMSHgyqdyBLoyArEQeu3KeLr1RvR19bAYQq8oTs5IgzrJv3VskmwLzKXlaKh16V+5RyiEiSdRQusLe6+HLq2kJZZgV6Kv/BxMK5gNnVKF7jodUlTB7aZ9ibvGE1kSi+fyCCMmVmLT5u0t4Umz5N6501rEUskx5/aHlrI2F9IMIdLCH1lCdsAk2Lrs/S/w/Osfspi9exbAYrUxRxyqHLELAm5d+AJz0qGx9V9voKKqtmUP2v+koX1RU9eE1W8+zOa03q9NZcnfPsXeA0fw/EO3xAImHpMjwBFoJwQko9673llhMcGlshB8KCVS5nhDWiQ09HZbVLVIfGVAJE2hOqnNJS4YG/x+xXpGtjIFrw2chY11v3eqVhzLEY246pAoACxROKDMO+YSxcmSKIAqMgQ56kzO7A2jsa1uE+nLFHfvwyKR2871X60UGfXYtFNyi5Cj1eGzA64XYHxwBDgCnR8BvbYQRk1bErbznzw2J3STHYLdjvry0ES4xbjgpMn/gYaDGugbitoeQCqFMjOd/ZHI2oqXUuuNtboWtqZmOG3HqrP7Dl4FhUqPhtp+qKscArPJu7JFp1TiuMwsPD1uPLrrUnwC50/clSbHS2VJbO64KyoRGPUNekilUmSm+8aotr4JKbokKOTihGWpCqWp2Yj8HO8WXPc5GvUGKBUKaNTKlqNVVNchKyO1xY0nlmfmsTkCHIH4Q0DSf8VMJ4myhjI8W3Hag7Dw1fpD+bYHURMKLl1xbpEmm1WWlJiq8MC+jzoNBNYyDZxC9MpKgwEjS7ZBnm7jVSXBgIry9RyNDo+PnARbXSPsdm+xOq1Wi7y8PPZ9erH2wd5fsGr3VtEZUOz7hk/EY1vX8xYe0ajxiRyBxEfAqM6FPqlH4h8kTk6QlpsN+VGxVbPBiOa6BlGZEVGSmpMJmTywUHuG4n0YKx2oLh/uP65UCplaBVmSFio/LT0kDGutq4fQUAEiSyieZ2uPr+BEmtx/6um4uH9bUWB/4q5dhSwRdZP5JI4AR4AjEGMEJD2XTXPbpIveyt2OQwsOmg2i14Uz0V/rD8VqtFtRZxMvTBvO/nxN10SAhFYdFnGfVEQLISJMhGZFtMLFRZyxGT1wclo3Zsm7rnpfXOTUOonilEw8MewcVFdXB8wvMzMT/6zcI4owIaLkyVGT8cKvG0XZGcclMDwpjgBHICwEOhtZQpohJr0BjnYQ8G8NOImzphfkMsLaPYgwMdQ3whlAJ08sUUKVIanW5ZBKTDi8z+Vi4m8oMtOhzssJ+kzI7SVw1v+GhiqXpayY8drZ5+Ks4mKvqf7EXWlSV6gsEYMbn8MR4AhwBGKNQFhkCSWVo1RDJZUiHNthsYciooRafkjQ1deotpq5fbBYMPk8LwQKpKkoczT6RSUigVeOdQsCfbTpmFfkUv3fVHuQESYmh3cFRzzAdeug0zFUlQGz+Vg7FOVF7ji1NjPSNEno1b0QyQoVPt3/P0aYGPw4iE3o3h/T+rk+oQyndSce8OA5cAQ4AuEj0JnacNxtLNQCQwKr4WiGhI8kQGRJWl52m+oQh8MBs94Am8UCwX6sOloml0GVpA2oUdI6H/uRn1Dc5wPs2TENNqvOZ7rytBRougV31HEvtjfpYTrcVuDVHxbddDp8M22m12V/4q40iZMlkTxVfC1HgCPAERCPQNhkCbXG6OTymJElwYgSOmKp2QirU6zainhQ+MzOjYAaClyuORF/M/3o96DhWgd3buRCP51GKsfiAeNbFhL5sHj/D6izhS7SF/ru4ldQJcjyCdNRW1uL/dUV+KmxDD82lKLO5k2eDMksAJEhp+QV4YeKkjbtNXQtV+t6sf3G799xrRLxt4DP5Ah0GgTqUvrDpvCtsZBoh3TrhVhMZtjMFtgsVgge2hztcR51chIjP9ytONHe03SoFP36Pcf0RcpKxrnCU9uNRg2pQg5IZVDlZPrULAmUC4nGkg2x2PH02PFe7Tj+xF05WSIWUT6PI8AR4AhEjkDYZEmyTI5spRrRdqQhi2CKrZMHb0doD72UyCHmEUgElkaSzKX8XmIK3O4Qa8Tu7zkVVFly84G3A27FhVajcydePO7slkBEQKwsi0/XJBJjpbG3oRo1lsDthTT3thPGsUoTf+OxLf/CD5XH3BCig2bbKElyJatkefOPzbHagsflCHAERCJgk2lRlzZI5Oz4nkYuNFK5DMZGfYe04LRGh6pMNLpkqHVJXm05kaJoqapB96zXodbWoqriDDRjLBRpqZGGBWmYGPbsFx1nZEEBVl1wIZsfSNyVrvPKEtGw8okcAY4ARyAiBMImSzIUSqTKlVGv7tDKZCDCRCmRQeNDedzztLU2C5rsx9THI0KCL44ZArcWTsS4jEGosjYyEdhqq/hPWmKR1CO9L8WPjfvwz5pfgoYXS5hQZYJE6kSlgdtZtwb1wT6jkanUsEoNasNpXa0R9CbE6QTSOnlpzKV+s5v7zUc40FQb8+xvOO5UTOk1lGmjUHsQ/c0HR4Aj0DEICFIlatKP75jNo7Qrtd64rXap9SYeBxE50SJNiCzpmfsSJEo5qqy3QHD6dkoJBwfDvhI4zBZRS0nsdfu1s9jcQOKunCwRBSefxBHgCHAEooJA2GQJaZYkyeQxdaQh0iRbqfKpWUIOPvU2K0J18okKajxISAgMSu7OHHP+XvE9Pqz8PqS1HTmZOrwEvQKCXh7QRjgvXYv8LA1rySg9wgWHW9+zDIUaQ3U52FR3qCNvZ0z2prYcsh8electzEeb3fv9ZzEnLqiixK2PQnsSUUL78sER4Ah0HAINuj6wKNM7LoEwd6bKjaT0VChUSlhNZhhCaCEJc8uIlskUCuZ24yn+GkpA0j1x2AVYq6pRVLQStcL1USVKKBdq8bHrxX+Isu+mOewIgcRdOVkSyl3mczkCHAGOQGQIhEWWkNxqoToJUqoTjLF2iKd2id3pgEkQ0GC3wh5ABT0ySPjqaCOglanw2sBZmL3zLRgFcZ+wRDuHUOORZgk54jgF3+LC7ngShQOKHDPcGsS2WiUcxsA2haHmwufHPwKebTmVRj0jzmJZ5UGtNzcMOg1nFvb3AofEZ3k7Tvw/LzzDzoUAVZOQVbBVroPK5rK1NauyEu6QbjFXIhHqyyoDus3Ey+GUGjVSskKrBCE3HXL3aa294q6oiVbFCnsOyqtgq6sXBZdnZQmJu5qtDpitx8RrPYPwNhxRkPJJHAGOAEcgYgTCIktI3DVdoWzZ3OF0gvRDYiW2SoQJVZk0C/HnohHxHegiARYUTcbiksT4xFssUdJCmMgcUOR5ECY1KjhM7Ws73BUeIyIkPB1omm2WdmlzEYstVZlQO9aGI7vELolo3rLx01vEZN2Blmzf2G77R5Q8X8wRSFAEiBARjupvOSUyWBW6hKwi8Qd/Rrc85jITr+03vvKm6hKFyr9+lHsNOfo01dQHFailipWUrPQ2DjzhPLKhVJaMzC/AqskuzZJA4q50vSuRJY1NBjicDqSlJDN3JBoHDpWjqrYBI4cNDOe28DUcAY4AR0A0AiGTJW5h19Y7EGHSaLehyW4F96cRjX+XmEiVJZfnjsKKsk0JcV4rVZRYQiM7pEl2KDJcLTihki0JAUoHJ1koVeHtMVfAlKzxyoTaTv5zeFeLK028ESixhI2qS0irhBx4qJKFvv70wA5OlsQSdB67SyNgUmWiKblXp8aAKjWoBSeRBrUNpeYEruShapmGimrRQrVUZUIkjEweWaVo8+79cIp0D5p30gj8ZfiIoOKuXYEsEQQHPvx8I155+x+oa3Dp5mg1alx54XjcftNleOej9di0eTuWL1kQk0f1SHk1nn/9Qzx9/2zIg+gnxiQBHpQjwBGIGwRCIktS5ApkHnV/IK0QaolxwMkOI4Wr+kMllUIv2GB1OJieCG+XiZt73WGJFGmyMS59UEKQJQ6zFLZqdehYSZxQUnWJ3PXzwKyHK9QBtU5C36Trrhiiy8HtfUYiMz8/aH/6dRtWtrH07brI8ZNzBDgC0UDAIZGhJm0onNLI3jxHIxcewxsBqjbI7J4fEJbm+kaYmwO7nLUOoErSQJcRvvaMndp9Sg6Lul3UgvPNtJlIUamgVsqgVclQp/evgdbZK0veXLkWb7y3Fg/feS3Gnno8zBYbfvj5Dzz72gf46qMlMSdLdu45iEtueBDb//0WFGQfzQdHgCPQZREQTZaQckO+SgOb04k6m8UvCUKECbXpkJMNaYxUWy1chLXLPl6ug1NlCY1E0Cux1ysgNAe3rfZ1S+UZFsiSjvUX8wqT6D34F+X2x9jMnpDL5dDpdEhOToZC0fY+6fV67Ksqw/N7v+80rjvRQ5FH4ghwBMJFoFlTAIO2W7jL+boYI5CenwuZ3HdFaCQaLOn5OWFXl4jVKyGihCyDj8tyVccEE3elOfFAlhwxHcH2xm0s5+NTj0ehpkdU7nKj3oBTL7gFD8y/CpdPGe8V02yxQq1SepElDY3NuPneJdh7oJTNHdS/CPfOnY7+vQthswuYcctjrEKkZ/dcdp2qVXTJWsy85GwcLqvCUy+vwk/b/oRapcCokwbhsQXXY9otj4EIk4F9e0ImlWLhX2bg0JFKbP99L44f1Btr//09+hZ3R1GPPBw6UoU7Zl/GYpdX1eG2+1/CsufvRnKShsWm9fsOluLbH3dg1PBBuOeWaXhz1Vp89d9tOHnYAMy7/mKWKx8cAY5AfCIgmiwJNX23tTCtowoUo8PeUm0Saiw+nyPgD4Hzs05EiakKvxuORAUkWwR6I7JkG+Tp3lbWDosUtqowKlWicprOEUTz/5/kPtR3NDQyb3JEqVR6VZlYrVbQi2IatVYT3jqyHaXm+LS97Bx3hp+CI9B1EKhKH8arSuL4dgciS0z65rCdfciiWJuqC+vkQkMFjKWNAdd20+nw2tnnthAlNDlDp4TRIvgVd6U5HU2W1FprseLgW3AerS6XQIJrel6HLGV2WFh5Ltr22x7MuPVxfP3JX5GVkeoznmcbDpEra9Z9ixMH94VSqcDy97/A/kPlWP3mw7BabRh29g34+K1HMKCPi8xZ+OSbyEhPwZ2zL8eNdz0LmUyG2264BE16A1b/82s8MP9qfPn1Fty3eBneevYuyOUy9OtdiDVffItnXv0AQ4/rjTNHn4T8nEyUHKnAn3sP4sVH57HYh0orce70Bdj8+VKk6pJw8z1LsPXXXbj9pktRXJiPB59dAWrxuWH6JEac0DmIuHlq4Y0R48YDcAQ4ArFBIGZkCaXrthd2p24Q7KiyJlYvbGxg51EjRSBbmcJ0UMZlDGKhfms+jG0/rkaF1IrqzAzsc4b3JplaZ5y2wA44/nKXagQostq6/ZCrjiNEDZRI8elM68dm9MBFeQPaHMkk2NoQKK0n/dxchV8MVSCHGvcgfQ8+OAIcAY6AWASoBac640Sx07v0PHVyEhNQtVn8t5BEG6BgbTj6ugZYDMawtg3Hbce9kUa6AyrjRpSWjIVD8BagJZLk4n4DcHH//uiuS/HKLZi4K03uaLLkx/rv8U3N1155j8k6AyPTR4WFs+ei9Zt+wu0PvYIdX62AVOoSdG09WmuWmMxW/G/nPpQcKseOPw8w8uT3TW8HJUuIlCFCZuG8GcjJSmvZxlcbztt//xfWf70FK1++ryWvV/72aVCy5MQhfRk5QuOFN1djz4EjWPrEbezrjZu34YGnl+Pbf7wUMW48AEeAIxAbBGJKlpCLDVkMuwdpmJBrDh8cgUgQcFsRJx1t76FY+f/dgILvvoK+sBj3nNEH/6z5JawtIiE2fFWWUBKCQQZ7XXCl/rAS7iKLzs3uDfrzY0MpfmwoYxUjJofLHStDocFQXTbOyOiJTKW3ACxdT09PZ39okADsFetXdBHU+DE5AhyBaCBgk2lRl+Yi5vkIjEBSWgpUSdp2tR4mMVZ39YdE6vqwg6oF5EpXNWJjVU3Y5I0Y8Vh/iFhr62GpqGpzmUiS+049jemTtB5k9kJkSUV94A8WO5os2an/A2srvB0Oz8k9D0NShkb8I+KuLNm4+gUvAsMzsCdZQu03185/ilVojDhhACxWGz7/crMosoTab+554nVUVteje342Zk0/H5dOGstacFprlhBZ8t8tO1i1iXuESpa88d7n+PWPfS1kyQ+//IHrb3+a5coHR4AjEJ8IxJQsoSN7VpeQY85Bc2gCW/EJG8+qIxG4tXBiS0UJ5ZGub0avV56EXaXGA1NPw6qG7WGnF5lmiRWypGP21kSSCI0KOIXwKlXCPkQnXZihUAfVIXGTKq0hSE1NZYSJVCoFt9ftpA8IPxZHIEYIcLIkNGCp0sPpdImdd+SgPDS6ZNaeGaq4qztvIn50GccqDkI5TyDNEl/tNxRbjLgrzetossTsMOO9Q39Dva2eQZKmSMfMHldDLY287Zisgk+dfAur9ph+0ZlekBtNFmg1Ki/NksVL32fkxrLn7oZMJmVkxLQ5jzICgjRLTjjzenzw6gMYMtDlZOXZhkNfk/MOWRH/+9uteHn5Gqx950lGuFw86wH88uWbUB0l3XyRJa+/+znTMXn1qfkstq82HM/KEhKupfnuyhJOloTyE8XncgQ6BoGYkyWeDjp0xGqrGc3CsTeUHXNsvmuiItCaKKFz2KuMGLnicfz7hH64Ia82oqOFrTFCbjgFJkiO8iL2RgWEJpFCsRInpFoBTrOUEysR3T3XYn+ESW6uS9ytyWnHbf/9GAZ7+5WJR+FYEYfI0ei4S1DEKPIAnR0BszINdpm25Zg2RQqsivA0Kzo7Vl3hfJFoluh37gGO6mj5woqEXddecplXGw6Ju9IwmAO/Tu5ossR9HjdZkq4I3zXIFzZLV6wBVW2Q2Crpg5Cw65btu3y64dDcjZu3M8LCbhew9O1/tLThUOyZc5/ASUP74WmF1JkAACAASURBVLorz8O2HXtw3+K3MOWc05lmyXOvfYhLJp2BHt1y8OfeQ6yahLROigrzMfycG5k18dCBvRn59+FnG9tUllBlyi0LX2CaKETUvLXqn2yep2YJJ0u6wm8KfsbOjEDMyRJyxyEXHfcgh5xSsxEuGUY+OALiEBiU3B3XFoxFsSanzQJTown5G/6FO/OOYFuSt8CquOjes8JpxfFswRH0ctgblKK3lsgcUOSZ4bSTGKyK2w2LRs7/xFmFJ2CozvtZ6dGjB+rq6tDc3IwjZj1eKtnS0soThS15CI4ARyDBEaAKkvqU/lzINcHvYzTTT83OhEIdehutraER5tKKoKlQhQlZBruHGHFXmhsvZEnQA4Y5gSpC3lv9JSNMjCZXS5JWo8aVF47H7TddhndXf4mN321jZAY50Mxd9FdWXUJj9MghzHnG3dry1X9/YcKqdQ165ohDlSKnnzyUOdjQuq++czn65GanY9rUMzFr2vnsa6oyefWdT9m/qfVm1/7D2LzlN7zxzJ0tp6I8b3vgJWza7Kponjh2BNZv2uJFlhBR447ZurLkx207cevCv2LLutfCRIov4whwBGKNQMzJEq1MhtxWOgIWh4AKi4kTJrG+u50o/qCk7rgsbxQGJ/u2V9tg0eKVPx+LyonJ8ldRmwqDVVzlgUThgCLHzKpKnA7AWqYJmfBwky0OqxS2ysjLWKMCRAIH6ZXWDXN7joDM5hL1o/aboqIi2Gw2HD58mH2PCJNPKv7EXqOrjJgPjgBHoGsjUJfSH1RJkuhDozTALihgE8ST9vFyZtIIUahUMBuMcAhCh6YVrl6JYDbDeOBwwKoSz4M9PXY8Lu7vEjEnvZKqRjOCdTF1drLEE5/a+ibWKkNCrP4EX2l+WUUN0lJ1rE2n9bALAmrrmhgh0npQ1UqT3uhTH4WEY602G3O2CTQoRyJzNOrE+5nr0B8yvjlHIAEQiDlZ0roNx40JESbkjGMP9j9CAoDIU2w/BMgq+PK8UfAUd6XdP2+sxNslKyNOhKpXTk7tzao87v3+M1FtCxKVwLRKZEkCQmq/aZWtmzCx1SnhMLhKcfkIH4EJvU7HFLWrnN5T5LW2thaNjcfsHPcY6rBDX4VNdYfC34yv5AhwBBIaAatch/rUtq5biXio/JRSJMtN2FPXJ+HSJzed5HSXXazNbIHZaILD7mpJEexCuxEoJBqbmpMJmTy0/4sdVhuMJYfhtImvcj2rqBivTTwXMqkEWSkqVDYEd43sSmRJwj3EPGGOAEegUyEQc7LELW1JbTf0b6lEgmSZAuQGJoWEkSVWpwCHEyABWCt9NM8HRyAAAmQb/EjvS5GjdL2gorGubhfeOvzPiHCj6pVH+lzWEoOcUz47sAOf7v+fKH0LIk3gkIRtPUwbyzMskKocIAtjOH1b5kV0yC62mPRLzs/ti+7du0Pu8aK3uroaer23hTC57FClidtlp4tBxY/LEejSCOi1hTBq8ro0BvFyeKroSM5Ia0NUNNXUwXq0JSOWuYZDlBBJYq2uga2hKeTUBmZmMe0SseKutAEnS0KGmS/gCHAEOAJhIdCGLCFCo73pCtI1SZMrQXomNTZLWAdxEzG8UiUs+BJuUWvCZGXFj/ik8ruwz1EgTcVdueegR043rxhEmMz7ZrWoCpOwN/dcKHFCnm4DtfZw/ZKoIIrpBYOQpFBhj02PGosBlUY9khRKJDtlGJlW4KVtYhJs+LhiF6s0aU2aDMkswLR+w1lSj235lygCLTon4FE4AhyBWCPQmFwMsyor1tvw+CIRICeb1JysFvtfWlZXVhlxZUlexmaWQXXDiRAc3i2vRJJodEnMQUfsIG0SS1VtSJUkrWOT0Ov2a2chRauA4HAGFXflZInYu8PncQQ4AhyByBHwIkuItCDCoqMIB6VEGlFlSYZCiTqbOJ2JyKHjEToagXHpx+HWHufgt+bDeHDfR2Gno4YCC5PPhkaiQHZ2NnS6Y84H1Iqzo7Ys7NjhLpSnWV2ESTXXLwkXQ7HryJL4phMuRlpSBlvilCrQpEmDxSmgj+UgdGYDhu0sRc2g3tCnJjGy5fqvIm/5Epsfn8cR4AjEHoH6lAHc9Sb2MIe0Q+sKj9oj5RFbEhNZkp/pIkysNpc+TaN9IgzCyZDJZSHlR5OposSwZ3/I6zwXuEVexYq7crIkIrj5Yo4AR4AjEBICMW/DCSmbCCfLJa62Hj66DgLj0gehytqI3w1HIjr0vUlnI0eZgvz8fCgULsvfjn5TTGSJ0+ZuZIvoeHxxEATUCg2uGXcb8tK6e82UOQUcZ94Drc0M4egLaSLPiETjgyPAEeg8CPA2nPi8l54iq41VNbBZIvtArFvWV8hJ/6XlsGZHb1Rbb4no8M2790dUWUKb77tpDvLS1UyvRMzLWN6GE9Et44s5AhwBjoBoBDoVWSL61HwiR6AVAierinB77wtaiJK11b/gzd+/g9DsIk746PwIpGkzGGGSlpTpdVilw4qh5l0t39vfWIN5367u/IDwE3IEuhACJlUWmpKLu9CJE+eobtHXaGiW9On2d+i0Lkc0GlXWObA4IhPCJUFXweByXgt3fDfjKhzfLUuUuCvtwcmScJHm6zgCHAGOQGgIcLIkNLz47E6KAGmgUGWJQbCwP9XWJnBXmk56swMca+yg8zB20PltZhRZjiBLOGYxPGnta1EDJ0muRI5WhwNNtVGLyQNxBDgCoSEgSJWgVhxB1tZ2NLRI8T9bpdVCcdTi1Nioj1gHpD1OnJ6fw/JsrAr/96RMasbQ3i97pXvE/Dic0ER0hGhUlpTOnQutSoY6vbjKGU6WRHTL+GKOAEeAIyAaAU6WiIaKT+xqCJAjDW+Dieyud1PrUGr2dp2JLGLsV7sJE7PViJLqPahoOAJjcwXypDbkanTol12ED0r24OeDW0JOpjglE6PyirFq99aQ1/IFHAGOQGwR0Gt7wKjJje0mcRKdCBO5Ug5DGO4tHXEEd3VJJCKvqUl70Kvg05b07c4MlFvui/g4+p17AEf41gg9U1Pwx82zYLQIaDKKsxzmZEnEt40H4AhwBDgCohCIGlmilclgFARRm/JJHIFEQMBWo4LDFLrgWyKcrT1yJKeZc7J646WDW1BnM7fHllHb44SiU1BStRsNxjqfMUkMtsHg+1qgJCZ0748fKg5wJ52o3SkeiCMQXQQak4phVnNXnOiiGnk0t3aJYLez6hKqMgln6FQHkSrfD62uDIokCSqtd4YT5hjhYjDCVHKsrSecYPNOGoFHxp8OqQSQSSXMDafZbA+oXdKVyBKT2Qp9sxEZ6TrIZfw1WTjPGF/DEeAIhI9AVMgScrHJValx2BxZz2b4x+ArOQLRR8Berwhbs0SWbGNEi1PougKtGqkcFxT0x7iigXjw5/XtZ78c/UchKhFPyS1izkoGu7gy66hsyoNwBDgCISPQlSpMQganAxeQO47zaAWHU4wKqp9cZRYL5BYrMnJ2wJZ9SZtZDocDgs0Gh8NlGCCTybwsjD0XGA8cgmA0QSqzIDv/Z1QeOTUgQhKFAhKZFA6zhc0j2+Bvps1Ev7xUpleikEmhVspYS47V7kCzyc7+bj26AlmyftNPeP71j3CkvLrl+KNHDsGcqy/E0ON6h/0kLnv/C3TPz8LEsSeLirHg8dcxa9r56FvsLQAvajGfxBHgCCQ8AhGTJUSU5Ks0kEokOGhqRviFiAmPJT9AJ0PAYZHCVhWeda8y3wSnQwJblQpwSjoVMoNkSfhdMIg+07R+wxlJ0BEWzKKTjPHEycVDmCZJV8YgxhDz8ByBqCJAGiZGdS4syvSWuBKnALlghNQhdJl2naiCGkfB5DY7krPSIU/RtWRFVSvGJj0sBlObTCUSCTS6ZKh1SZBKXR+C2OobYS6rYP8u6LkRaVm7UV12EqrLh4NIEVVOJuS6ZDiFY6+MpUqXaLxTEGCpqMLjJwzHZQMHIitF5SXuKpEAWpUcaqVrL7PVAaPlWLVJZydLVq3ZgMf/+i4euvManD1mBLQaFfaWlIK+X1iQjRtnXBD20zTv/hcxoE9PzLl6iqgYg8ZegxVL7sHJwwaIms8ncQQ4Ap0LgYjIEvoV3k2thVzi+mVebTWjWbDHFCGyB85Wqtle3CY4plDz4PRiqEoFhyW0sk+pRoAiy/WpkcNKhEvnIUzIYveujMF4tDJ0vQ7+QMUeAbI+Jo0VPjgCHIHYIWBV6JgYLB+JjYA2RQdtqosssZktILedYBUrMoUCKVnpcBpNMB0u8yJK3GhUVZwBk/Y8uImRQCjN7lGM2/v2hVIhRUOzb70SpVyKZI2cVZ2YrALMVgFZqR0vRPzfygN4becP7Hiz+p+MsfnhV3t4YtTUbMSoSXNwz63TMPOSs9vAR205mv8XKH7o2bcx8sSBOHf8SDZn4+Zt+NfGn7B40U3sayJW3vv4S1TXNqJn91zceu1UWKxW3Ld4OdQqBQpys9C3V3c8tuB6UPXI5i2/oa5Bj949C3DLtVMxcewIPP/6h3BVomQjLSUZU88bjSumjGd7LXn9I+w7WIYTh/TD/fOvQr9ersqTK+c8ihtnTMK3P+7Azj0HcfnkcVi99mu88cydjPSh8fX3v+Ldj7/EG0/fCSn1X3mMrb/uwiPP/w3lVa5W33GnnoBFt81Eqi4Jew+UYtFTb+GeudPw7uovUVXTgPdeXgRa88wrH2D/oXKcNeYkXDn1TAwZ4HL38nc2uvbDz39gyRsfsXXZmamYeu5o3DB9UmL/YPPsOQJRRiAisoRyIfKim0rLKkvsTke7tOIQNePaz1UiGepIkbuY/Sa7OCGtUOPz+Z0HAafdVR0itp0mR6PD1OOOg1FyTKOjSJGDR7//d6cAhcRPS6r2MOFTPuILgQtPnokBBUPxw56N+GH3RphtbT8dja+MeTYcgcRFgMgSIk34SGwEyGXH6XCisaomKFHiPim1AykNBqTofmOtN0rVMRFzh1ODCusdEJwZooGZ37cv5vTsxbRKAg2qNklWy5Gklrd5gy16syhN3NlQhSGfPAfh6OtwmUSC7VPnY3B6XsQ7bPttD2bc+ji+WfMiMtNT/MabOfcJRpRMmzqBzVmz7lu889F6rFn+GNwxnn9oDnr1LMC23/bCbhcw4fQTccfDr6BHtxxGDCQnaTCwb0+s/OTf6FPcHZlpKdj0/XZGIGz+bCmqautx4bX34e5brsRxfXsiLycDFosNU65dxEiFMacMxXsf/xtbtv+J9e8/y8gQqkShMf2is1CQl4kzRp2Ay258CPfdNhNTJp7Grl03fzEGDyjG7Tdd1uZ8v+06gD37j7C8TGYLHnxmBcaeegKbu2Pnflxx8yPIzU7HxeeNgVqtwlljhuPc6XfjjtmXYfTIoVi/cQs+WfcNNnz4PKgiyt/ZVCoFTpp4I26aeQHOn3AKSg5X4odffseiv8yM+B7yAByBzoRAxGQJgZEmVyJdoWS41Nus+D/2rgM8yqrpnu3Jpm16oSW00EKTjihNQUCaqAiigKKogKBgAQuKUkQBpYhSRPgoAkoRKSpFkN57N5EW0vsm2/9/btyQnt03m2TLvc/Do2TvzJ059wXynsycSbXznvwAmQJak5GTJc70JFdgLpYSJiKJEbIgDZr4VMOIap0R4R6UF9XY/RucYjSso1QuUAWMq5AF/kofdGrSFyRKa140yedMzBGciTnKK00q8O8G7tp1EciRq5DmVc91AXCSzBUe7tDlaK0WjPXzvoBawTuLoJCm74F0fQ+r0fmj3cMIlFpeLVLVbTgzz+7F+yd2FMhzRqsn8F6zLlbnXtiAtEremroIF/b+wF72M7Oy8c2yn/O2ESFAv0ojSw6fuIiXJ87G4llvo32rRgWEYYtrwzEYjLh68xau3LjFqjXmL/8FP333MZpERjDyI38bDsXy259HsGvtbBZTUko6HhkwDgumv4kuHVqw/XQu6auYF1WoHD11mfmkKo4nX3gfO1Z/wUib4lZCUipOnb+O+MQU/P7XCXh7KbFw+vg8suTY9sXwUOa2iS9asRnb/jyMrz5+nf2eSCEiVH5e+ika1K2JknILrx6Ctr1fw7iXnsKwQY9B6S6s7bzcF84dcATsHAGbkCVUXVLDzSMvVXsmTKgqhWJN0mkqvGXIzu+eh2cFAiYjYMiQwZCeW5VUZIlMkPpqIfF4oNA/Iqwz+gS2ZDoV7x/easVpfKsZAZo6o1L6W1zJQoRBg2pNER5YDzM3T3IKIM3jhv+8fbWASC5VMbULCUe/iKYIVnpBDzEMIglSJd6IkwYgXa/HvN8+sjlpROfGZzvWOGineBB4EnaHQLbCH+mete0uLh6Q5QjQy3hZrTfFeZNL0/B8kwRcy9mNLEPu34dUVXJP8wFMcLc8gP929g0Kxaf1G1lsV9VkydqbZzBk35oC8S7v9DRG1G9tcQ4lbTx76SaGvD4NezfOQ1CAClnqHCxemfs91OadB/D8U4+zaojSyBKdTo8ZC9bgpy17mB2Jub716tOsnaYwWUL+R787hxElXR9ugdAgfyxZvQ1rF33IhGQLkyXvTf+e+Zw5+ZW8FLo+PYFVmjzXvxvbT60xLZo8IFNv3Y3DE0PfxcYln2DbH4cRc+c+Iz+KWzv2HMXET79l7T0N69XEtX/usLYhImDMlSVmIonsKZ7dB04hsk6NAu5ee7EfmjeuW2puZm0YMqR4x48ahFbNIst9h9wBR8CZELAJWUKAkMirm/iBtkOaXotknf1NfTBXwdgzoeNMD5iz5GJxdYnMyPRKRNLcFrF3w/ti06VLXNhT4INgbYUIVb6Mfvx9dtq8bR+WOPpXYDhVYkbjhic074J/0hLzpulk6jQIdvdCbZ8ARPmHFYmLiJNf793CslPbbB5zz9oPoWNwDay/dozFxKf72Bxi7tCBEKAKk0xlTRgkllcFOFB6PNRSEJjepj40sr9wPuMEorOvIsdYBwnaNwRhFunhiZ9a5GpvWLKqmixJ0WSj3db5uJaeyMKt6+2PY33HwVdhPVFUOF+zZsmbLz9VRMiV2lfatmzEyBL6/0faNcPwZ3syF/nbcMw+09KzcO7yTaY9Elm3JiM4GFlSpyZeH96fbSOigb526NeFTBeEFhEe+cmSZXPeQbuWuWQWaYMcOnGBtfvQIrKlTa/RoJYfImWKI0to3yuTvoSfrzc7b87UNwpUnuTHoO+Lk9Gza9s8Adrl67bj2OnLJZIlXy1ej5jbsZj/+ZtFHp2yciODHI0WV2/exo/rd+H4mcvY9/PXkEhcd5KjJX/++B7XQsBmZAn9sVLJ5PCRymE0mXBXoxasKVJRV5B/ck+GXodEXa4IJ18cgbIQsEbolbXjhOSAdI8DpT5IuS3iL5RlAWzDz/u3HobmEe2w+dgq1ori6IsqOahypKRJOvQ5kSmFSZM1106Aftl6UdXO8C7jEaRLRE1dLK+csjXA3J/DIWAUSZCjCGDTczhp4nDXJzjgEL9DCPU/lGefZWiNZN1zgv2deThXe8OSVdVkiTnGG3lkSYAlYVu8Z8VPOzH723WY9Ppg9OneHiofT9yNTcTYKV+jd/f2jCxZ9OMWRiJ8PW0s7sYmYMb8NcjMUjMS48DRcyDSpWvHlpCIRfhg1jJ4eirx0YQX8P3/fmWCqEQuENFx7eZtvPT2F/hl2TSEBPrht91H2CQeM1lCpEzrFg3w8pA+UKtzcOlaDGvxIXKkQ6smTCeFYtn38zwE+qtKJEv2/H0KYz/4hlW3UAtOYWFXMzik10LCs2+98jQbm0xCtr4qzxLJklPnr7EqGyKCnujWFkQQ/bH/BFo1jURiclqJuVGsW3YdxLP9usDHyxPrtuz5T6tlAWQyqcV3xTdyBJwdAZuRJWaglGIJpGKx3emB5CdKKNbKEqN19gfIVfKzdoyw2EMPqbfOKnFYV8GyovNUKf0wvs80pGYlYfHvM2zehlLR8Qv1P6pRB/Sr3TTPfO6Zvdh956pQdyXamat35EYtIjX/QKfNxOBdP9j8HO6QI+BICOgkSiSrGjtSyDzWciIQqDqJ6oF787xk6B9Bqj63WkHIckSyREieltiQzsbW3w8y7ZC4hJQ8ExI6Hf1CPzbpJfpWLN6aupC1qZDexkNN6yExOZ21utCUFyIm1Nm5YvsdWzfB1LeHIywkoIAdtZ6s/GYy80MEA62uHVtgz8HTWPftR4hqWJtVgkz96gc2Kee1F/phzMgB+HblFixYvontp7OJqOjWqSX7fUmVJTq9Ac27v1TilB9zkgePX8B7n3/HziPf1F7j5anEtzMn4PyVaAwe/UmenovZ5pft+xlZZM6Xpv8snvUWqocGlZgbidW++OYM/HsnjrkhQdmxIwfi0fbNLLkivocj4DII2JwssVfk8ovQmmOsjFHH9ooHj8tyBEivRHffzeKJOHmeRSbAVHAknOWn8p3lQYBaccxitCv2znMZwqRdcDirMOlWIxJbo89XSGVJ/lYn9b3D0GbcxbyzD14YynNv3JYj4KgIxPu2gElceT+N9ZRIkGl4oJHlqLg5ctzVAvYgyPdUXgoaYx3EC2zDCVO4YXvr3Ekplix7qSyxJNby7snIVDOR18AAVQGhVrPf+wnJCPDzKfIZadGQ+CoRDuaRvfljoc+8vTwgk+ZKCFAVBrWf+P43Tjr/XiJvUtIy2HQe0rmhRe0rZEOkg1TyQIagpHyPnr7MWofyt/uUtFdvMCA2LgkhQf558ZWFozlfqgoxtxOZbUrLjSpwDAZDsXmXdSb/nCPgCgi4DFlCl+n3X5uQ+WJJ5JWPD3aFx7x8OerTShF2LZ9rl7H2kMrzXuArI2lzK05Ychwijm7FU5nnkW5ynRcLwpv0TEpq3SnPHVAbDono0njiVHVyeVxxW46AUyCQrQhAumdEpeVCRMmXkXUw8epNTpiUE3UaA2wUSDpFhG6GyvNGXgTlIUu6+AVibqMHlYFlpeVKZElZWDjK529MJsFaX3z81ouOEjKPkyPAEQDgUmRJ/qk99ipAy59K6xB4Jrg9PCQK/BR3GGqD7TVoqKpEe8+dV4hYdy1FdpOuRpZOU2naLSQM27PFIDZOd8j+LTBmp2GhIRGrTClIzSr6gk/VEo9Xr4te1SLY5KLo9KRyZszNOQIcAVdBINk7EjqZd6WlO6p6KF6pEYZrWWq8evEaJ0wEIi9TyKH08UJavIC/700mNK2zABJJ7vcdQkcGm0NfGtUSrXx8Lc6EkyUWQ2UXG81tRW1bNGStQHxxBDgCjoOAS5EldC0BMgU8JFLczsmC0XHuiUdaDALhboH4tO4zjCzJMmiwN/kiLmbeRrwuHTHZCTbBzJgtgS6xaqYc9I2IQo57CI79e7LYF3ybJOjkTqgd58WYfxAef4dleqJOFE7WiSo266jsK1CYdKBJM0suHqoQvQ8nh5unxxFwSQQSVU0rTdg1VCHH6qYNkWEw4FpWNk6lZ+DX+CSnIkyEjvO15uGjihKfIH9IpFKk3E+AQaezxhwSjQY1Q3dB5X+t3ERJKx8VlkY9ZNX5nCyxCi6+mSPAEeAICEbA5cgSb6mMgcXbbwQ/M3ZhaCZK5EYxkpKSEBAQAKn0Qb/4/Fu7sC/lYrljNWRIoU+Vl9uPtQ6ojWJZt6HIcQtBjKI6M1938DtcuXvOWlcuvZ/EXud3fBlRd69gX8xlXDRk4qiPClqZDG4yJcKD6qFBWFO4yZVopT5fACtqYSGR1PjsDJfGkCfPEeAIlI5AnH/rSoNoceP6WHI7FifTnffvJar40Gt1IA0GaxeRICajsUxbhYc7pDIZ+yWWSlh1iaXtOGKdDrLsHHipYqCqlV0uUVfSKqGqkjA360bucrLE2ieD7+cIcAQ4AsIQcDmyhEYc84oSYQ+LvVi18a6DMTV7soqS+/fvQ61WIzQ0FO7uBb/Z2JZwqtztOVWlVzKlVQ+0D8ntgT/t3ggGkYRNdyGxUq4TYd2T2KlGE1xN/LdE0oNadjo37o2RNatDacxVzjevLf+cw5JLD0ZDWney/ewm8i1Lr7WfgHgkHAEnQYCm4KR4R1aquKuTQFchafgE+sNdfBPJdyXQwR0ihaJM8oQIFmrHUadllEmYSLRaSHNyW2/k7llwq90QJlhHdJgT7xDgj4/rNECwzM1qLDhZYjVk3IAjwBHgCAhCwK7IEtIU0Qv4SYKgzLmRwyKglCjQ1rsuOvs1gneyCXq9HoGBgfDy8iqSExEmP9zbJzjXqmrD6VY9EhOad2FxX1XURobEg/0/kSUxCdcF58MNS0ZgSP1WoF/515prJypkokxl3wO1dBH59v3Fg1yPpbLB5+c5DQKZ7mEFtEkMYnmltd84DYgVmIhCqURo0Dn4yjbDoJcjNSkSmbLHkJoqK5MEobCU3rnfQ+RkqYvsp2oXOX2PGp+Yl4E80B+KIGH6E5Mi6uPtJvUQl5oDId/2crKkAh8k7pojwBHgCORDwG7IEk+JFP4yBWI12dCSqiZfHAELEKgtCcCzbi0RpvRDWFhYEYt4bRpeu7zMAk/FbzFqxNDFW/9TH8EH5jPc1mc0+92faRrs/OckYuKvu8wIXFvgJ8TH+GZd0L1GZJ7p4fvR+PzELiGu7MomwtufEUGkxWJpWxFVo3zQuicTvOWLI+DqCGilXkjxaeDqMNh1/m5umVBIYiGXpcPH4wYUsjRcv/MstHofi+P29FPBzUNZ7H5DlhrqmNt5n7lVC4FMZbnv/E7fCK+ND5o0ZGSJkMXJEiGocRuOAEeAI2A9AnZDloQp3KEQS2A0mZCi13JNEevv0mUtfBQBeDmwH1r6eMFNSo1WBdeCWzuxN+WSYHy099xgMhT1K9ihhYajGnVAXHYGtkYX1NKw0JxvE4AATe1Z3m1oniXplrgyWUAVKfz5E/AgcROnQ6CyJ944HYBVkJBEnAOD0bofdlBLjl9YcLHR6lLTkHP3ft5nyjq1IHGzzr/ZeHCN6pjZuAlSM60TljXbYSAqqAAAIABJREFUc7KkCh4ofiRHgCPgkgjYDVlCLTihCndIRbkvpXqTERl6PdL1Wq4x4pKPpnVJE2EyoelUROb8A3khXoOqSz66uQEJ2nTrnP6325AlgT65aibiCAqYG5ULgcLVJSN3r7a4GiP/wVwnpFzXwI05AnaDAOmSJKsa2008rhhIZUzIMeNaUnWJJj4R2oQHY4aV4TUgKaEKpaw7IrJkWmRjZOXoy9pa7OeuQpZotTqkpmfBz9cLUolEEFbciCPAEeAIlAeBUskSeuf0kykgF4txX5Nd4aQFteIEynNZeqowSdDmQG00lCc/butCCHQPfw7hIiXqS7LhJVMiSO7Nso/OjmdkidqQK8omZFWV0KuQWLlN+RBoU6slJke1g/S/v/H+vH0V887utcopESWjGne02s6qQxxwM7UCkWguF5t1wMtz4ZCzFQFI98wV3ObL+RGQu7vBO8CvSKLq6FswqLPzvu5eoxqk3p6CAJlYvy5GhIZDZ7B+4g8d6OxkydlLN/Hj+l3Yte9YHr4to+rjiw9eRWiwvyDMhRgtW7sd1UMD0KNzGyHm3IYjwBFwAgTKrCyppnCHXCyBxmjAPc2DfyQqInciZ+gssQjQG01cu6QiQHYhnyQEG+EeiHhtuuCqEjNcxhwxdAnCym1dCHKnSfXtXh9DkXYNv175C9SKY80iomRG+76o7RMAoVUp5vNCVNVxP/WONcfb9V4SLh7VuAMTmc2PK2HmDFOH7Bp8HpxgBEjYNUtZTbA9N3QsBCQyGXxDAgsErc9SIzufXgl9KA9RQeFffMtOWRm/XCMYY8ObCBJ3dXayJDtHi0cGjEPXh1vgjeH94afyxs1/7zHy5OUhvdCofnhZ8Nrs83EffoMGdWvh9Rf72cwnd8QR4Ag4FgJlkiXmdPikGse6WB6tbRHQxitg0vASUNuiar/ehJIU+YkSyk5IVQqd3blxL9B/Nx9b5VTTjwifn3qOZEQJiecSaUKLvn4kLsZ+HwgemUsjoHYLRoZHTZfGwJWSL6xbYtTqmLCrSVdQX0QW7AaFXxhEYpnV8HT2kGBei85W25kN7KGy5Oit61h54i8W0tCWndAh/IE4uuDEqBr4Viz6vPA+1iz6EM0a1SnWVVpGFr5YuBa//3UCXp7uGNSnM155vg9r1fn190P468hZeHkqse2PwwgN8sPUicNx+MRFrNuyBwF+PhgzYiC6dWrJfK/a+Dt++GkH4hJS4KfywnP9u+G1F/vh97+O44NZy+GmkCEsOAD1alfHZ+++xIibz+etwtHTl1GnVhjGjByIxx/NnaR3+148Zi5Yg2OnrzC79g81ZjZyuQwnzl7F7EXr8M+tWDz2yEN4bkB3RDWIwI3ou3hv+vfo81h7rN20m/l56bleeKZv7kTEIycvYe73G5hdoL8PBjzRCaOG9oHBYMTydduxdvNuZGRms3zeHzMUPt650xOfe30aw+TA0fO4fP1ftGoWidS0TEx7Z2Qepot+3AKNRosJrzxdBOeScKGWOML4zMUbaNa4DsO4XkR1THp9cIk50rmvvT+X5UqrcWQ43h87FJF1arDfr9m0G//7+XckJKWhVvVgjBkxAJ07NC/PY8RtOQI2Q8BissRmJ3JHHAEHQ4CGM2nvFq+O72Cp8HArCAF62W8XEsEmzgQrC46wFjJ+uHl4W3Ru3BvzfvuogiKuOrdR/mFWV+tUXbT8ZFdDgFpu8i+tzAs6qRcfEexCD0L+NpySiBKCQ+IngcI/FBJ57supNauzrz/mNRb+MljVZMm1xFh0WfQxa5mnJRaJsHv0x2gQVP4KLJPJhJ5D3oFCLsOIwU8gqkFthNcMKaBZ8s60xbhy4xbeevUZJKemY8b8NRg/ahCGDuyOFT/txOxv1zHCoWObKKz+5Q/sPnCKtdI81fsRnDx3FRt+3Yf9m74BvfgT4SKVSlAjLBC378Zj7AffYNGMCWhQtybe/mQRalYLYgSFp4c7atcKwxND30Hj+uF48ZmeOHb6Mhau2IyNSz5Bw3q18MqkLyGRSFgs6RlZ2PjbX/howotISklndm+Pfgad2jbFrr3H8cuO/di9fg4uXInG4Nc+RdeOLRhBcvteAj7/ehUO/bqQYfBQj1fw6rAn0btbO8TcjsORUxcx5c1h2LBtH75YuI6RFEQIfb30Z4SF+OObaeNyCYnOw9l/hw58jH29VvUQjJk8DztWz0LNasHIUuegTa/RWDzrLRZT4VUSLo+2b5aHcdNGddC900MIDfJHkwYRJeaYnqnGph0H0LJJPUYcLV+7nZE/hNvpC9fx/JjPMWfq6wzf0xduQK83YMiAbtb8keJ7OQIVhgAnSyoMWu7YWRAwasXQxfEWHGe5T1vnYa6WKM3vszuXW63TER5Yz6mqSmyNO/fHEbA1AryCxNaIOqY/N08PePr6gKbfaOKTilSUmLMSe4uhrF4Hov8GE1iTbZjCDdtbd7TGpMDeqiZL5v+9A9N3/1IgpsndBmLsw08Izim/4b934vDdqq3Ysusg+7LS3Q1jRg5gZAiJvrZ+YjRmf/gaenVryz6nao6jpy5h0/LP2Iv838fPY+mXk9hnB49fYCTGxX0r2O/T0rPQoe8b2P6/WayKgdbNmLu4dO1fJCSn4od1O/Dy0D548ekeKNyGY/b15/o5jKCg1ffFyYxsINKCXvqpcmXyuOcRFKDKS2nRis3Y9udhfPXx6+xrRAYQQfLz0k+h0+nZ/1/Y+wMjb2h16j8Wn74zEq2bNUDb3q9h3EtPYdigxxgO5kWVI0TofPzWi+xLfx44iTc/nI9DWxey6hIiSxbPehud2kbl2Qwa9TEebhPFyJyff9uPhSs24Y91X0EiKX7iY0m4EMa7/jqO1Qs+gJi0EwCUliPFSe1V5y7fRMytWJy/Es3IE7oTqvh5eeJsFmv7Vo24kK9N/gRxJ7ZEgJMltkST+3JKBAxZUuiT5U6ZW4NqTXHl7jmnzK0ykzJP0IlTZ+DI/WjWUkL/T8tDJs9rN6nMmPhZHAGOgOUIGEUSJKqawiSWWm7EdzolAtSGI9LpIM7RQKwveVqNWCGDR93agjE40O4ReEmtb+GhA6uaLNl04Rhe/3lJgdzn9huOwc2FE0DFAUnECFUg/Ln/JL5duQXfz56IsGB/1qaTn+ygVpBP5vyI4zsWFyFLTp2/hmFjp+eRJRqtDi0fH4Vflk1jbSBEtFDLCVV21KoRgu27j2DYU4+zqpbCZMkv2/ezlpgDm+fnhfvxlz8gI1ONOVPfYO03703/jrX0VA8NxMtDe+PpPp1Zmw1Vt5jbTszG1O7j7aksQpb0ev5d1ipEZBC1qFClCa0WTeoxooNaaohQocoaqnqhFRuXhO7Pvp2XF5El/1swhdmYFxEU079Zjb+3zMfg0Z+g/xOdGClU3CoNl8KEFNmXlmNwgC9GTJjJWqNaN28AugNq5SGyhMiiGQvW4Kcte1gYVAH01qtPM/z44gjYAwKcLLGHW+Ax2DUCRo0YunjhlSUiiREQAyZd8cx9VSWvUvphfJ9pWHfwO06YlPMSqLWkXXA4FyktJ47cnCNQVQhwEdeqQt6+zxUZjZCqsyE2GosEKveWQFGjruAEfmreBpGeBds2LXVW1WRJao4avZdOxz9JcSzkcL9A7Bj1AVRu5W9ZztFoIZNKi1Q7EDkwZGB3DOnfnVWGLJw+Pk/XYsHyTdi+5wgjUAq/yJ86fx3Dxn5eLFlCVSAkJrt87rto26Ihy2X0u1+hbYtGD8iSOjXx+vD+7LO9h05jzOSv86o36GtUTdKwXk3WGkOLtERId+WPAydAcW1bOQO/bD+AmNuxmP/5m0Wu+Pzlf0olS8iAMLl68zYTuT1+5jL2/fw1Bo36iLUZTRz9LPNprtDYu3Eeq2opjixRZ2vw6MA30b9nR0bCHNyyACqfohOdqG2oNFyKI0u+Wry+xBxnLVzLdFOWffUOu1eadjTk9Wl5d0LxU8UPVZ7M+W49IuvWxMzJr1j6x4Hv4whUKAJOR5aQEC0tGnesFEuRadAjh48frtCHyNmdl0uzRGSCPCQHJoOoXIRLRWHMWz0qClnulyPAEXAkBFK96kIj93WkkHmslYWAyQRZlroAYSKTZyCs3kkk41XBUWxv1QFhbu6C7KuaLDEHHZ0cz/43wi9IUB7FGZFwKgmhjh05EFENa7OWlT/2H2cVET/MfQ9tWjRgBIWnhxs+fms4UtIyMOHjhXj80dZME8QasoTGELfv8zoTYSV7EmGd+Om3bPoNVZZ8/79f2deI5CCND3rFeHzwJDzXvytr1Tlx5kqexglpeRBhMKjPo0znhDRVqO2FdDmyczSsuoUIgCe6tWXEwB/7T6BV00j2WeE2HHNlSYsmdVkr0rP9usDHy5MJ1FJly6GtC/Ddql+Z7sm8T8YgONAPn81bidj4ZGz4fipr5ymOLCG8ibhYuWEXi/OTiSOKvTfSGCkNl+LIEnMFT3E50gjovYfO4NuZE9h9ks6LuQ3nwNFzoPO6dmwJiViED2Ytg6enEh9NeMFmzxR3xBEoDwJORZYoJRIEywv+w/NvdiaK/jygPJBxW1dEQBqnQpZWa3XqEm8dpD65Cvr6NBkM6cJKbq0+mBtwBJwEAdKEydJb/2fPSdLnaVQSAtSCY5AoKuk0foyjIUAVJvIcDeSyNAQEH4PK/xpL4XbOHEGpeEmkOND+UUG2ZGQvZIngBEoxvBObgBnzV2PfoTN5u0ir4/2xQzCw1yPsa1S5QfocNJmGFk1OoZd0avNYsX4nDh2/wFp2aBWuLKHWnhb52nCWrd3Oqhlo0XQbahGhiTjDn+3Jznlr6kJc++cOa2ehtpa/Dp9lhIo6O4fZjH6hLyN2aI2d8jX2HDzN/j840BdDBnTHy0N6s99TCw8J0ZrtSC+FxFXTMtSsJSa/ZgmRJeST2m1efHMGSMOFFonI0teJmCE/k2csZaQLLfI3/7NxqBOeK7JbElliruogUqW0Mcyl4VIYY/NFlZSjTCZj2FB1CS3SUaEpPdSGQ9N+SFTXjEvH1k0w9e3hCAspKLZdEc8a98kRsAQBpyJLAmSKAv2fpNL9b06WJTjwPRyBUhEwZEugT7T+G2l5NTXya7/p4hUw8hHE/GmzEAFOFABB7l6Iz87Vf+GLI1BRCCT5NIZeWv4WgoqKz5Z+H/VT4WRaBjINBlu6tVtf9FN2VUgQNFlq6DQa6LU60MQVa5fCwx1efr4QIRsekuPwkv6FZN1z0Bitb8Wpr1Rifcv21oaQt9+ZyRJzknqDASmpGRCLxfD39S4Wq/jEVCgUMvh4WT+RKL9Dqhqh6gazaGvhw6gtxdvLAzKphH1ErTb3E5Lhp/KGu1tBTTtqmUnPUBcQeDX7o+eOfMlkUqtiptgMBgN8fYq2bdEY5ZwcLSNnLFk0LpiqOdYu+rDM7WXhUpyD0nK8dz8RKh8vKN0Lfj9ttiFSrPBnZQbJN3AEKhgBpyFLqP2mhlvRvyyjszMrGELu3lUQUKR7Ij3N8joliacOUt/cqhJauiQ5jGouHugqz4st8pzSqgeWXDzEyQJbgMl9cAQAkJCrTuYFkekBUaCRqUAjg11B3HVU9VC8UiOMPQsH0m/jrYu5bRTOvnxDgyCR5v77mxafCJ1GWLWaX7UQ9vJuXnLRNWhN9a2GT5txD3882h/VCo2at9SRK5AllmLB91mOAE2kIS0Sar8xTxKy3Jrv5Ai4JgKVRpZ4S2RsDjutTIMOegGsfmlXpBRL4C2Vw12Sy/qa190cNbQkOsEXR6CcCJj0ImhjLe8vJmFXeVhumaY+RQZDJm/BKecVuJz5kPqtmHDsZyd2WUSYdG7cCyoPf+w8vRE5uuwqwYuqYYKUXqjtHYDdd65WSQz8UI5ASQi4qjZJn0B/jKoRijCFAifTMxCbo2X/3ZaQ5BIPi0whh09Qbll/0p1YQZUlZOsT5A+Zwvoq0/wg67NToM9JwYLWj6F7SLgg/DlZIgg2lzdKSErF38fOo3e3dpDL+fekLv9AcAAsQqDSyBKq/Kjm5gaYxLirUducLDFn6ymRwl+myCNmYjXZXODVokeBb7IEAV2iAsbsgoRcaXZSPw1EEhN0CcKn6VgSlz3v6dl8EO6n3saZmKP2HKbdxkZtKENaDcKZ5Dgcuba3WBKEJht1btwbzSPasTxytGocub63xP0VlSzFOqF5F9B0IFpj92/gY5MrCmzu12oEqKokyz3MZapIzACFKuTY2jIK2+KT8P2de4gVWFVhNeB2ZkDVJYAIKbG5+g9ClleAHxTuRf89N2gzIJGXPdnGTJTQ2WPqt8SYyIeEhOHUmiWCAOFGHAGOAEegghCoNLKE4lfJxdAbxGxCTUUuuUiMQLkCcdqcCiNlKjJ+7tt+EbBWpFUko7HBJphcUKfETeaOni0GoXl4O6zYOw8xCdcr/WJDVNXRyycCy/89UOln2/JAIkOGdxkPwvTKvXNIzUpiFSTs71WlP8KD6hV7HJEmMzdPsmUo/53ph1R1col+iSwZ36wLllw8iCNxMTY/nzvkCJQHgVzSpBrU7sHlceMwtg95e6G+hzvWxrpGy01JF+Oh8obCQ4nku/cF312JZIkmA0SYSN18IZYVrUA16rNBRIlRn1ttSuuFiCaY3ESYbgmvLBF8hdyQI8AR4AhYhUClkiUSsREmo5hPp7Hqivhme0LAkCWFPrmgmFeZ8YlMgCm3Bc1VFo0k7t9mWN4L/cxNEyu9LYSIkhWBbdHs+hW0MV7BbbFjixkSYRIeVJ8RJeYWG5WHHwhrIqTc5EXFKe+n3sHi32dUyWNHVSbda0RizbVcpX6+OAL2hkCmexiylLmTI/hyfgTcPD3g6etTrjYc39BgSP4T+SyMWE5qDGAyQiSWsl/mZTLqQb8KrxnNH8WAGtbrnZAfTpY4//PKM+QIcATsA4FKJUvsI2UeBUdAOALWVpYIP8nxLan9pl39LqwlpCKqG0pCKH9LSvPUi1Dq1Vhz5RhW3Lvk+KCWkEH+Kp78W2Lir2PFvnlVmjefZlOl8PPDy0AgQ1nTZSpMXP1hUHp7QenjhYzkFGiyrNd0oqk6vmHBBQRe82NKoq35K0fKwntl+95oE5Dbsmjt4mSJtYjx/RwBjgBHQBgCnCzJhxvpm3MpWGEPkqtY6ZLlMGbxiTaW3jcJjpKWxtT1b1hqUu59T7Uegja1WjI/d27swE9Xj1kkjlrug+3AgRlvcyiVTVTZAQQ8BI6AVQgYxHIk+jazyoZvdkwEPP1UcPNQsvHBafHWC9uayZaSstdm3odRp7YInDb+oVjZoY9Fe4vbxMkSwdBxQ44AR4AjYBUCnCz5Dy4ShqVJOglajVUA8s2ugwANVdLec3e5lpry3nDP5k9h38XtldaG0616JBMZpfYPV2wBobYcIk2oZYfWvG0flqovUt77Lcueql5IX4VagvjiCNgjAmmeEchR5E5K4cs2CFAVhsnGUw/LG5kqOBDS/yaAZKakISczy2KXYokEqpDAEqtKyJHJZIRRm8Um3RTXdpP/sPJUlZAfTpZYfHV8I0eAI8ARKBcCnCz5Dz6qKqHRw6l6bbkA5cbOi4CQFhx6caWXxKoa4+q8t1FyZiQuSuN2l1w6ZJfpV1ZbSrt6XZjA7pnoI9h8fFWVYjG+96dYd/B7TphU6S3ww0tCIFsRgHTPCA6QEyOQf3SwOc30xGRosx8IrpaUPhElNDJYIrW8qlSnToJBk1asy/JMwTE75GRJ8bd18tw1+Hh5oG5ENUTfikV8UiratmgIg8EIjVYHpXvxY5+PnLqE4ABfRNQMdeI/BdantmvfcbRqFgl/X2/rja20yNFoIRGLIZNZ/ufMyiP4do6AIAQ4WSIINm7kaggoRQqk3BZbXVVCIqP8J+qO+7RQVYStiC4iSfpFRCFLr620ihdzW05VV5cM7zwenVVuOBN9lOUen53huA8Fj9zpEKBWHLVbMDRyXxgkxb9MOV3SLpQQVbn4BAWwqhKDXg+9jgRXjVCnZcBoKFv4WwhZQvAWJkyquXvihdpReLF2k3Kj7+xkSdenJyAuIYXh5KfyQvdHWmHSa89CWczY5vxgvjF5Hpo2rINXhz2JlRt2Yd+hM1g+910cPnERL0+cjYNbFkDl41kE/2Fjp6NnlzYYOrB7ue/GXhy8+/l3eHlIb9SLqC44pMadh2PlN5PxUFNhQsTWHPz8mM/RtGFtvPPGc9aY8b0cgQpHgJMlFQ4xP8DREVBKFBju3xVzT/7l6Knw+K1AgIiu4Z3fxJmYo9h38bdykyaVVVFSOEUiKmhqDo1vLm3crxXQWL31i8fHoJE8dxrE4fvR+PzELqt9cAOOQGUgoJV6sSoTTppUBtoVf4aZKBGJRVCnZwgSdqUoJTIZfEMCrQ5Yrr6PBp4+eDGyMRoqAxHmXvRF3WqnLtCGQ2TJC4N6oFunlrh1Nx4ffrEMHVo1wWfvvlQqXCWRJZlZ2fj3Thwi69aAVCJxCbKEiI4f5r6HNi0aCHnEmE1lkiVUCeTurkBIoJ/geLkhR6AiEOBkSUWgyn06FQLPBLfHvfs52H3nqlPlZc/J2LKiQ0ieRJSMfvz9PFMSSr1y7xw2H6vadhYhuVAr2PAu46HOvI8dR5fhfNI9q9zQdCEaS1yeCql1PUbAU5b7E/s/b1/FvLN7rYqBb+YIVCYCVGmS4t2AEyaVCXoFnEUEh3eAL0xGE6jlxpIqktLCMAvEWhNq36BQTItshGCVG+6nlN3yY6lve6gsiU/OxrWYVBZyvZo+CA4oOr7e0nwK7yOyZPyoQej7eEf20Y8bduHH9TuxZ8NcUMXEoeMXkJyagTq1wvDGiAHo0bk121cSWXLz33uYPH0J1iz6EBKJmBEwn81biYPHL6BW9WAkJKWx86iyZMO2fbh1Jx5vj36G+YyNT8b4D+dj2Zx34Onhjuden4ZH2jXF7/uO405sIgY88TCefKwDvvpuPS5ejcGTj3fAuJEDi61gKZzn0dOXMX/ZL1jy5SS4u8nZxweOnsMP63Zg6VfvsNahr5duxG9/Hoavjxee7dcFA3s9yvb++vsh/HXkLGs72vr7ITSoWxNjRg5gbUdzvluPZWu3o3poIFTenhjQqxNaNY3ElJlL8d7YIVi18XfEJ6Ziwedv4rX35+JG9F12duPIcLw/digi69TI/X0plSV0/pmLN9CscR1s++Mwq2CZ+NqzWL91L7uvjEw1BvZ6BM8N6JZHgFBusxetA91Hy6j60Gp1mDnlFdb+9MXCtax9imyobWr5uu1Yu3k3MjKzGWn2/pih8PH2YLG+N/179HmsPdZu2s3ifOm5Xnimbxehjxu34wiUigAnS/gDwhEoA4Ev6z+POcf/QnS69er5HFzrEWhQrSlo7HBVVkJQ1EQyDO74CiMKaDnyZJmP+k1HM2MsFCYdI0voV5z6QSuMh0yO7tUjWYvQ7Zwc3JMFs5xVSn+EB9VjdxGTcN36y/zPYlnXoQhWerHf0dnvH94q2Bc35AhUBgKcMKkMlCvuDLm7G7wD/FjbDU2+KS9RQpEWp3tSVgZeEimOPNwZ3h4yJKXbThOvqsmStEwtft0TDdN/AIgA9OkSDpWXbdrYCpMl0+auxNlLN7FxySdY/csfqBtRHf4qb+w7fAZzv9+AQ1sXshfpksgSIjGeeXUqzu5exiLu++Jk+Km8MWpoH8hlUkyZtRQvPdebkSWLftyCKzf+xTfTxrG9t+7G4Ymh7+LQrwsZMUEEQv3a1TH6hX4k64u3pi5i7UETRz+DmtWCma8xIwawl/6yVnaOFo8MGIdPJ43AE13bsu2UQ42wILw3ZgimfrkCl6//iwmvPg2qkvrkqxV47YV+jJBZ8dNOzP52HUYMfgIPt4nCjj1HGVlDGF2PvoP+Iz5gLS2N6tVCSJAfUtMyMfi1TxEc6Iunej0CNzcFBvV5FJt2HEDLJvUgl8uwfO12/HMrlvmgVRpZYj6/aaM66N7pIYQG+cP0/08ExfzJxBGIqBmCb1dugY+XJ6a9M5L5ffKF9/Fsv67o36MjI5omTfuWndWwXq0Cd0eE1RcL12HS64MRGuSHr5f+jLAQf3Yn5y//w/Lo2rEFI0hu30vA51+vyrufsjDnn3MErEWAkyXWIsb3uxwCjT2r4+r1TPYiyVfFI0CVDFQJQZUMJApalYuIm8EdX4XKkI4a2nuYeuhnqyszqjJ+89m9azdHPS9f1Pb2h4dMgSP3o3EkLgaZOg2ydFr29do+AaBJQkRq3JMF5REm5KO8ZMnIxp0wMKIxC4dXltjDE8FjsAQBLvxqCUr2u8c3NAiZyanQaWz3b3dAjTCrEz7VuStUcjnS1TqrbUsyqGqy5ML1ZJy+nFAgvBYNA9Gknm1aKIgsoUoIeok+fyUau/Ydw/zPxqHrwy1Z1cHVm7dw5cYtVh0xf/kv+Om7j9EkMsIisuTsxZt4Ydx0bFs5I0/QNb9miSVkyf8WTEGLJvVY/s+++gl6d2+HF57uwX5PlRNJqemYOfkVi+57+jerEXM7Ft/PnoiEpFR0fmo8flk2jREvrXq+gilvDkOLJnWZr1+270dcYgojDYis+Pv4eSz9chL7jNpY+rzwfh5xVLgNx0wyHNu+GB5Kt7zYiLA5d/kmYm7FMqyJPLm4bwX7vCyyZNdfx7F6wQcQi4kuA0h3hCp1nn/qMfZ7InpmzF+Dw9sW4vv/bcPaTX/iwOb57DOdTo/mj71cLFlC1TtUKfPxWy/mft9w4CTe/HA+y43IKyJLLuz9gRFItDr1H4tP3xmJLh1aWIQ538QRsAYBTpZYgxbf67IIyBJ8kJlju290XBZICxM3t47M3DSx3FohFh5Z4rZXWjyBvtVq5X6jEn0Ryy8eKK9Lu7Yf1agD+tVuinNukdCKc8uCd57eiCPXhbfO1AmsjfHNumDOsc28Qsuub9++g9PIVVBoc8v+K2slqprydpzKAtvG57h5elg1HtiS4/MLiZ0TAAAgAElEQVSPH7ZkP+3Z9fDDiFAoodaULSZrqc+qJkui76bj75OxBcLt0DwEdWr6WJpCqfuILKHKj9o1QxEWEoDHH22FRvXDkaXOweh35zCipOvDLVg1w5LV27B20YegCgdLKku27z6CaXNX4fiOxXkxlIcsGTlhFh7t0Bwv/keWLFqxGdf+uYN5n46xCAsiFAaN+hh/rPsSfxw4iZ17j7F8zOQHEUZuitx/i2kFBagwZ+obRcgSIo66DBqP3RvmsLaXksiS/CQDtbSMmDATXp5KtG7egLX9UHuNpWRJfrKGYiPSgqpsAv1VBXInLOYt2QidXo9ZU15ln5VGlpCft159BgOe6MT2xsYlofuzbzMSiVp3CpMlvZ5/F2NGDESvbrnVOXxxBGyJACdLbIkm9+W0CBgypKDRwTDlsth8VTwCJExKwqrlaf+wRZQkzDqkfiuXmuLSNyIKA5v2QYwiV0WftFrOxBwRDCdhSItPwREMocsbGkUSEHHhm34VMoO60vBI9arLpuTwxREgBHxDgyGRFhUILQ2dPZ07IdCogMFoblopP5ZVTZZodUZs3x+DjKzcHyJ5ecjQ65FwyGXi8icHoHAbjtnp7gOnMO7Dbwq0XBApYA1ZQkQLVYMQWWKerpOfLPlu1a9Mi+PbmRPYscW14eSvLKEpO53aNhVMltAZRJY89kgrbNn1N2sNIpIgLSMLHZ58Axu+n8qIosKrcGVJcWQJ6ay0a9mImZorS/KTJbMWrmXVH8u+eodpuVCr05DXpwkmSyiPfj06Ytigx4vEu/7XfUzPxNziUxpZMmDkB+jYJgoTRz/L/JinGe3dOA9xCcmcLLHJnzLuxFIEbEKWyEViSElp3IIRbJYGxvdxBOwNAZMR0KfIYVTzGfCVcTdUXUJje8sjLFoZcTrrGU9FtkeHJv2RIfEsN1nirBjxvCoPAZ1EiWRVY4iMevinXYTEaLvWitKyyHQPQ5ayWuUlyk+yawSEtOE8U706JodH2jSvqiZLzMnkJ0tsmWBJZMmRk5fw0ttfsAoDqp74bfcRpldhDVlCcbbv8wbTJxkyoDsjEUgw1Czweuz0FVah8vPSTxmBsHTNb+wlP79miTVkyZpNu7Fl5995ArHF4fTzb/vx0ezl7KP8JA5Vrej0Bnzx4WgE+Pmw9qOT564xYqYssoRsW7dogJeH9IFanVNs+8rCHzZh76EzjBjS6w1YuGKzVW04hStLvv/fr0w8dtGMCYzguXs/ERu37WNVIiSq+8TQdxjuVMWyY88x1l5VnGbJguWb8MuO/Zj3yRgEB/oxMV4S2iXi6MKVaE6W2PIPG/dVJgI2IUuUEgn0RhO09DbJF0fAyRGgChNDusyiLCXeOpgMIhizOMFiEWA22hTh7V+l7R5VPc3HFjBSNcg3jwxCjnswVl07jd2X+LhfW+DKfQhDID9pQYSJMieO/RKbbNfaUFxknCwRdl/OaCVE4JVwIJHXA+0ftSkk9kKW2DSpfM5KIkuM/z/Z6K2pC/HH/hNsN4l87jl4Guu+/QhRDWtj7JSv2X9fef5J9tK+9+BpLJ/7Li5di8HTr+QKvNLoYCIwiGShRWKtVMVBpMKQAd0YOTH+o/nYd+gM+5wm7ezad9xysuTHLbgRfYe1ytAiHY+wYH9GeJS0aLRx296vsfNJo8S84hJSMPWrFdh/5Gze114d9iTGvfQUVqzfyaYCkdYJLbPeCU0MIhFXqsKZ+tUPbGoQicJSq9Dg0Z8U0PogAoIwo+oSWp3aRuHA0fMFKktWzZ/MJtcUXoXPp8+pRWbuko1YueHB9wtEjKyY9x4zN1eXSMRidO7YHESK/LpyBmu3yn936uwcTJ6xNO+eSQeFNGvqhFdjuiqF86A2nLEjB+aJ5FbUc8n9uiYCNiFLXBM6nrUrI6C97waTrvRyU5HECFlIDnSJCpg01pXtujK25c2dREonNO+Csfs3VAlhQu1DR67vwZW758qbSp49kT8kxFrZbSykM9K9RiT+jruFmce32ywf7ogjYA0C5hYck7gg6eyVdYsRJhW50jwjkKMIqMgjuG8HQcAn0B8yN2HTXg60ewReUst+yGIJHM5OlpSFQWJyGqv6oHG6Qhe9kNNYWiIWiltJKemsTcc80lfIOWYSJH8lihA/ORot0tKz4O/nzcgeSxeJ4aakZcDf1ztPDLU423v3E6Hy8YLSXdjzXdin3mBAUnI6vL08CuBHXzfHf+r8dQwb+zlO7Py+RIyJxMrJ0ZZ4R5biwPdxBMqDACdLyoMet3VZBIwaMXTxD9TECwPBiJIgDURSEzR33O1a66R/62FITvkH+28cdPj7NBMlVTmetnl4O6g8/LDvou3IBdJMIR2R3bevYsmlQ5V2T+2Cw/FB657svJG7V1c6WVNpifKD7BoBtVswMjxqFohRqlezdpyKXkk+jaGX5o4P58t1EWAv5mEhggHgZIlg6Bza8MDRc2zsrVmnw6GTsUHwrZ8YzSb7KOQyVhFE1SCjX+hrA8/cBUeg4hDgZEnFYcs9OzkC2ntuMBkKVZeITJB46SHx0DOixKQXQRvrbtdIdKrRBE+HN2Av4UQyOOIyi7BSFQSt7y8exNbo81WSSoiqOno2H4QV++bZ5HwPqRzLug2Fpyz3Jz5rrp1gvypjRfmHYUb73G9k5p7Zi913rlbGsXlnUGULjTWm5/Kf9KS8r/+TnlglVUOVmjw/LA8BmoKT6pU7ptO8vDOj4a5JrFCUtFIvpPg0qNAzuHP7R8BdEY+aoSeQZHhZULC8DUcQbE5hlJ6pZlogfirhFTBOAcR/SRw8fgF37sVDKpWy0cCNI4sK1zpTvjwX50CAkyXOcY88iypAgIgQY772GpHYBJHCAFE+/sQRyJIqgM6mR5I+yEudx6KZpxsu/XOAvdBXNemjUvohVZ1skzwHRz2O52vVzvNVme1F5soSoQQN2R+JixGMw7KuQ+Ehk7MWJFrBSi9k6jR4afdqZOkrR+BTcPDc0GYIaGVeSPEuSFoEJp+qcL2SZO9I6GTeNsuDO8pFQCQSwd3LE+r0DLuHxM/7AqoH7IVILMZdzeeC4m3lo8LSqIcE2ZZk5OptODYFkzvjCHAEOAKlIMDJEv54cAQqGAHNbV7CXcEQgwiTBtWalWu8bUXHKMR/58a90Llxb3gZMhGmi2djlN8/vFWIK0E21PpDFS3WVrKYK32I3ChPvOQnv04LVdl4yBS8HUjQbTqukUEsR6Jvs7wEJAYNAlJtpwlUHDJpHhHIceNaJRX11IglEkZAGHS5o2ftZVFcpEsikUig8HBHqPI7KMQ3WXjJusHIMrSxOtSlUS3Ryse246c5WWL1NXADjgBHgCMgCAFOlgiCjRtxBIoiQMOgTHoxqMIEVGXyX4WJJWKwHE+OQH4EqDKleUQ7RpTkXztPb8SR63srDSzSSrGWKKHgRjXqgH61m1ZJ606lgcMPqjQEzGODzQfKdRnwTb9SIecTMUP6KBq5bV9uKyRY7rQIAiKRCSaTSBAyEpkMPkH+EIsflIcGy7+EXJzbnpqc1QGZ4oEQ5S8fLeMkiSgZf7XtCU+pbdswOFki6Iq5EUeAI8ARsBoBTpZYDRk34AgURMCQIQX9KqxfQi05pF1CS59sG4Vxjr3zIUDEiMrDPy+xBtWasiqZ/F+TG7XwMmZh/v4luJaYO+LPnhdVhCzvNhTP7lzO22Xs+aIcJLZsRQDSPSPyoqXRwUEppwVHT9N1aMKN1KAu4IPO4ZNvBMNa6YbUzkPVKVJRMkhXROV9DwlZj0OdrhEUi9LbC8pC01WqKaZAp/fAvZRe0Bu8IZLIIfcKs4gwIaIkSL4Qzb3rYEbkMkExlWTEyRKbwsmdcQQ4AhyBEhGoMrKEeHsjvxiOgAMjQHokunhFUZHXQjkRaWLSiu16Io4DX4PDh05kyfg+00rMQ2VIx4ELW3Hg1gWHaj+Z0qoHPj+xy+HvhydQ9QgUpx1SHs0S3mJT9Xdqiwh8Q4PhJruPEMVXSNP3QLq+Bwx6PVJi4wW59w0NgkT6YDy1THQX3liHu8kDCvhjhIlnMETikkcBGzWZUEl+ho/nWWY7PvxTdAvoJyiu4ow4WWIzKLkjjgBHgCNQKgKVTpZIRSJ4SmRwl0iQptdCbTDwK+IIOBwClhIl+RMjvQVXFKUkPZEcXbbD3XFlBvxe/9lwkxfVtjFk3MJ3+xY5FElixo0m2cw7W3ktQ5V5X/ysykUgzTOiSMWH0Gk4hatUKjcTfpqtEJAp5PAJCoDCdBLusttI1ffPc52ZkoaczCyrjjL7y2+kkvyC+KSGMJqKrwyVKHwglrqx6hbzMhn0MGbEw6jNhFSaifCaP7OPguRhWNZ0h1UxlbaZkyU2g5I74ghwBDgC9kWW0D8pYpEIepOJXw1HwGER0FJFSb5JOA6bSCUE3jy8ncMIr9LY3/updyoBlYJHjH78fdDZ+VdGZjwbP5ykTqv0eGxxICdLbIEi90EIFBZ4pa8JFXktbgwxR9nxEPAJ9IdUIYM24x4U3gX/7qRsUu4nWCweW5xWCVWVyLQHkJxpvaArtDkQGXKFa0OC98DT4zb7/+mRyxDl1comYHOyxCYwFutEpzfAYDDATSEXfEhaRhYOHb+Anl3asOlPfHEEOAKOi0ClV5Y4LlQ8co5ALgLGHDF0CW4cDo6AzRAY3/vTAhol5HjF3nls+o2jrnHd38bPx9fgblqso6bA47YjBFK96hYRXfVLvQhZId0RS0KmMcQ0jpgvx0SAyA2FuxuMBg3EIhMUXn6QSCUFkjEajchITIZOU/qI8ZKIkiD5IkTHPV9iVUmpyJmMEOXkVrb4+Z6Bn29uK87LNSahX/DzNgGdkyXWw3gnNgFzvluPLz4cDamk4POS39uC5Zuw+++T2LT8M+sP+c/i4tUYPPPqVJzdvazUswQfUE7DZWu3o3poAHp0FkAGlvNsbs4RcDQEOFniaDfG461yBPQpMhgyS+5VrvIAeQAOhQC1Kb034MsCMadmJWHebx85VB6Fg/2m9yTsib+PzcdXOXQePHj7QCDTPQxZymp5wQitLCEHvBWnYu6UfoJuqqKqYWqj8fRTFdAcoSx1ORqo0zOKkCa0X+GhhJtHwfZHT8l++Eh3wWCUIib+RcFAibIzmK2H8hZCQ3LbEZ8LG40hYa8J9pnfkJMl1sN4+fq/GDTqY5z5YylksgfaNIU9xSemIiMzC3XCH/x9Y+1p9k6WjPvwGzSoWwuvv2g7HR1rMeL7OQKOggAnSxzlpnicdoOALlEBY3bJP5Wwm0B5IGUiYA86MuGB9TC8y3gWa0z8dVy5e5ZVlFRFO1CZgFm4Ico/DDPa98VhNfD5nsUWWvFtHIGSEShMcCi0KVBl3BAEWeFRxIKccCO7Q4DIGtIxkcqt+2GGQZOBQM9tUIhvQCpKYXlla6vhTlJBYVdrEhblZAImE7y8biA48CAztaXIqz2QJYmJibh58ybLrXbt2ggMDLQGohL3rvhpJ2Ju38fUicPz9ny36ldkqbPx1qvP4N79RMyYvxpHTl1Gs8Z18HSfzujRuTXbO3PBGkilEtyMuYcTZ6+iS4fmGPvSQNQIC2JECREmDevVgkQsxuQ3n8etO3E4c/EG87Ptj8OoF1EdjSLDcfLcNXw04QXmMzYuCbO//QnHz1xmJEv3Tg9h8rjnMfXLFWjbsiGe6NqW7dt76DR27j2GWVNeRWGy5N3Pv2NtOcmpGahTKwxvjBhQIOaa1YKRlpGJQ8cv4rn+3dCrW65P87p9L57lduz0FbgpZGj/UGN89u5LmDxzKdo0b4Bn+nZhW4msHDPla/Tr8TAef7QV1mzajf/9/DsSktJQq3owxowYAI1Wiw9mLWd+woIDUK92dearNFyfe30aHmnXFL/vO447sYkY8MTDePKxDvjqu/Us1ycf74BxIwdC5eOJHI0WXy3+iWGRo9ExbKeMex4RNUNt8nxwJxyBykaAkyWVjTg/z+ER0N53g0n3QNDNHhOiCSup6mR7DI3HVAiB4Z3fZC04m4+tcui2m/xp9Y2IwiuNO2LNtRPsF18cgfIiULiyRJl9H17qXC0IISvOP/flii/7RoDaZAy6XP0PSxYRJqqQwCIVJqXZmow6hLnPzCNKaK+tyJL8bTjTI5ciyss2z11VkyXp6en4/fff8yqJCPfHHnsMPj4+llxTqXvOXrqJIa9Pw+4NcxAS6AeNVoeH+43FjMmj8Gj75ug3fDKaN66LYYMeR/St+5g07Vv8vu5LVAsJwGvvzWUkyfhRT6FuRHXMWbyeERpEsmzacQAfzFqGpV9OYoRK/To1sGn7Acz+dh2aNqrDSJDQIH8kJqdi36EzWD73Xeh0evQbMQVBAb546bleMBpNWLJ6G/63YAqGjZ3OiJIhA7qxfMj/yg27WPtOYbJk9S9/sHj8Vd7Yd/gM5n6/AYe2LoSPtweLef+Rs6wlhoiFqAa10TKqXgGMXpn0JSQSCcaPGoT0jCxs/O0vfDThRWzYto+d+ce6ryCRiBnJ88K46fh7y3xGOD0/5nPMmfo6atcKw+kLN6DXG9Dt4ZZ4+5NFqFktCAOe6ARPD3cWW2m4Nu48HPVrV8foF6gSxYS3pi6C0t0NE0c/AyJ6psxayoiYgb0ewdI1v+HH9TuxYPp4FtPeg6fRrmUjtG7eoNzPBnfAEagKBDhZUhWo8zMdGgEaF2y0c3HX/q2HASJg5+mNfBJNJT5tQib/tKvXhVWTVDS5RUK7MfHXKvwcM9wk8Lrk4kGXnABViY+cyxxVeCJOecgSo0iCBL+WLoOdqyVa3GSbsjDwkByDn2xd3rakjDbCxF3Jg8kEVlkCoFroTri7x8FD4oWlUTvgKbWNVk5VkyVXrlzB+fPnC8AaFRWFBg1s80Lc6/l32Yv3y0N644/9JzB5xlIc2roAJ89fw0tvfYEfv34fHspc7Tiq8OjX82FGWhDxQETDqKF92Gc//7afVVYQgVFcGw5Vsez66zhWL/gAYnGuECuRD2ay5PCJi3h54mxs/98sVpmRf1lDlhgMRly9eQtXbtwCtfnMX/4LfvruYzSJjGAxR9apwYiQkhaRHgF+PqyiJShAlbctJS2DEUmLZ72NTm2jQBUsMqmUVYqYY6fP2rdqVEA7pXAbzpFTl0rFlcgSIohaNMklcZ599RP07t4OLzzdg/1+9qJ1SEpNx8zJr4A0X3794xC++WwcI1i4wG1Zf/vwz+0dAU6W2PsN/Rdf74CW+C3xlINE69xhOoJmCU1WaR7eFmdijhZp56AX+gbVmlXqi7NzPxEPsqOWGnsVZX2oVmv0bj4A52IvM3Lmyt1zrnItPE8HR4DIjURVU5jED3QG5LoM+KZfEZQZb8MRBJtDGfmGBllVXULJhSqmseqS1KxmSEjvJDxfgx4ibXaB0cG21CuhwKqaLLl16xaOHj1aAKPWrVsjPDxcOG75LFf/8icjLXau+YK1lRCZMO6lp/DL9v348IvleS/tZpMuHVuwyo/CZMmufccw57sN2LV2dolkyd/Hz7NqE/PKT5YQ2ULtL8d3FG0ntZQs0Wh0GP3uHEaUdH24BateoeqUtYs+ZBUthWMuDkBqv3lv+neIS0hB9dBAvDy0N2s/ojV5xhJkqrNZpcmjA9/MI2GoKmbGgjX4acseto8qV9569WlmX5gsKQvXwmTJyAmz8GiH5njxP7Jk0YrNuPbPHcz7dAxi45MxZcYSHD19mVWfPNe/K6tIUboXP4LbJg8Md8IRqEAEyiRLlBIJ5CIJUvWlK4pXYIzcNUfArhAwasTQxTv2NBx6qe/cuDf2XfzNbl/u7erSnSSYdT1GwKTwQ7S8Or758yuH1kVxkivhaViAgNotGBkeNQvsFBn1CEo5bYF10S2FW3oEOeFGdo2A0tsLSh/rqjgCZMshF11jwq5GUzle7DRqiIyGvLHB3fz7YnzENJviVdVkiVarxe7du5GZmVtB4+npiW7dukEuFz5uNz9AqWmZ6NhvDGZ/+Bprs9mxehZr9/jr8FlM/PRbHN62sNgpM6WRJURWPPXyRzj1+xIo/tO1ocqS0sgSqjB5Y/I8/PXL16yyI/8iwuCRds0w/Nme7MslteH8degsIycO/boQPl4ebC+RD9aQJWRD1SnRt2Lxx4ETrHpj28oZTAfk9IXrrN1mcL+uuHAlmpEl+VdaehbOXb7JJgFF1q3Jqj8YWVKnJl4f3p9tLQvXwmQJVdt0atu0WLLEfDZpvRw7cwWfzVuF98cOYZVCfHEEHBGBMskSUmYQi0TQV5HCuSOCymN2fgQcoRWnrFsgXRMSFqXJK+sOfs/bdcoCzAk+J9FVEl/VQ4yf7sdj7YmNTpAVT8GZETCI5aBRvwbJg5dXEndVaFPhrkkUlHq8b4sCVSqCnHAju0ZA7u4G7wA/q2L0lu6CPjtFePsNnabXQaTLQVDg3/D2uom+QUMxquY7VsVhyeaqJkvMMeYnSyyJ25o91FJCoqvtWzXOq/xIy8hC92feZlobpEtC6/iZq9Dp9UxzpDSyJDtHi1Y9X2FaJE0b1mF6K+u37i2VLKE2l8cHT0Kfx9rjtRf6Ma0TqjyhlplFP27BsdOX8fW0sbgbm4AZ89cgM0tdRLPkxJmreOntL/DLsmlMg+W33Ufw+derrCJLvlq8HoP6PMp0Roj0IbHajUs+YWK1tAaM/IBVdpC4LMVK68DRc0jPVKNrx5aQiEVMr8XTU8mEa7//369M22X+528iS53DtEVKw9UasoT0WSguqpoh3xTbpNcG5wnhWvMM8L0cAXtAoEyyxB6C5DFwBOwNAZNeBCJMTAb7FnotCzciTMb3mYap698oayv/3AkQmNKqB9qHRLBMiDBZdPM6fr/8hxNkxlNwRgQKEyU0Ltgn4wZkBrXgdHlViWDoHMpQCFlCY4MzUhXQ6AVOddHrIDMlIsD/GNqHBDOipJ1v1wrBzV7IkgpJ7j+n1HoyYsJMJlBKLSTmRZUUU2Yuxb934tiXqNWDqiW6dWrJyJKHmtZnWie0du07zioqqA2HFlVkfLtyC/t/ar25+s9tNqXm+9kT8/yv2vg7EyUlUoUWaX+QgCm1wNBqGVUfq+ZPZlUeb01dyEgKiuGhpvWQmJzOSIxL12Lw9CtTcXb3MohFYraPtFdode3YAnsOnsa6bz9CVMPaRWIuDtOxU75mNrSCA30xZED3vBzpa8vWbsfilVuZsKu5aubIyUsY+8E3UGfnMLuOrZtg6tvDERYSUCB20iEhPZLScC2TLPlxC25E38GcqW9g+brtIHLHfDc0leeTSSOKrQSqyOeH++YI2AoBTpbYCknux+UQcBbCpHPjXth3cbvL3Z8rJvxNp0Go7ROQl3qG2AOzzh3EmZgjrggHz9lOESCNkhxFQIHWGyJKSKNEYhTeEsyJEju98AoIy83TA56+1k1m8ZbsQGJSuOAWHG/FRQT77cXT1YZhYOCrNhNzLQ4eVyBLynosqMqEdDn8fb2tEhGlChOtTpfXElPWOebPk1LS4aaQ5wnLmr9+PyGZtehIJZJSXSUmp7EKDl8r28PMTmkkb3qGuoDAq/kz0k9p06IBxo4cWCAGqp6huInMKU4zhD7z9vKATPogdqG45j9YbzAgKTkd/n7eZeJiKf58H0egqhBwarJEKVFAbdBUFbb8XBdAwGQEDBkyGDKkgClXSZ0vjoC9IkCaJZ4yBeLUGWyk75H70aVOqyGhYFr3U+/Ya0o8LidGwEyakGZJeYmSbEUA0j1zq6r4cn4EPP1UcPNQWpWom34P0jNDBZMlfp7H4O91jJ0Z4R6JKXXnIVgRZlUMlm7mZImlSDn/vgtXo9l0mj9/+gqhwf7OnzDPkCNQyQg4FVnS2KM6wt2DGIRBcm94SBRYcHtXJUPKj3NVBIxaMY2fZyN79clymHSO3aLjqvforHmTVglplhy+H415Z/aWOdKXKo5IBPhM9BFsPr7KWWHhebkIAlqZF9M+4cv5EaBRpb5hwRCLLf832GTUwcPwM7JyIgS34QT7/Alv5YMJTUSYfNM4tx3B1ouTJbZG1HH90Ujke/eTWBsSXxwBjoDtEXAqssT28HCPHAHrETDmiKFLcOxpOdZnzS3sHQEiSqiiZN7ZvRaHSoRJ8/B2WLF3HlLVyRbb8Y0cAXtDgKpUEvz4y4S93UtFxCNTyOEV4GcVWUJxiExZMOjFMGgzYNDmTnmxZtUMWAeFrKDo8PjwT9EtoJ81bizay8kSi2DimzgCHAGOQLkR4GRJuSHkDjgCBRHQp8lgSJdxWBwIAaq6oHU+6Z5DRN2ufhccuWY56TGkfiv0jYjCS7tXl1lRUhiA4Z3HIybhGte1cYgngwdZGgLFTcGR6zIgMukhMhlgFCugk7jzSTlO8BiJJRL4BPlDIpUKyoYqTbQZsTAZ9RbZu8vvorr/piJ7g+RhWNZ0h0U+rNnEyRJr0OJ7OQIcAY6AcASqlCwRwQSJxAixyAStXtg/aMJT55YcAcsRMGrEMKolD1prxICInl13A8RuxgKOdMlyGLPK9zw3qNYUV+6eszxAvrPcCFDlhYdUzgiTLL2WtatEpyeV26+tHYQH1mMjn0mUdefpjWWOfCaihH6RRgn9snZRZUn/NsNYdUlMwnVrzQXtbxccjn/SkxCfnSHInhtxBAojkL+yRGTUQ5kTx36JTYYiYGmlXkzfJP+4Yo6o4yFQmYRJNb9NUCruFgvSgiYbUMutvk0B5GSJTeHkzjgCHAGOQIkIVBlZIpfq4SbTQSw2QW8QIzOHty3w59T+EKCJN/p0Wankh0hhgMxPC5GUBEuA8pIl9DJMlQObj60q80XY/hBz3IjoBf2D1j1ZAn/evmpVu0plZU2Cq8M7vwk3ea5wYWpWEqv4uHL3bJFnpVv1SEaSBCu92N6Ru1cLJh/e6z8bZ2KOYueZjZWSKlX6UPzWtAxVSmD8EIdFgMYQJ/o2g6VTdYhcIcHbV/cAACAASURBVMJEI/d12Jx54IDCwz13Kg6psYvEEIks1zEh/KjCRJN2u1Qo8wu7FrdxcatVaOrdChlqPbT6gj9cEXpHnCwRihy34whwBDgC1iFQ6WSJUqGFVGxgJIl5ZWtk0Oh524J1V8d3VzQCVo0GFpkgD8lhhAlvw6nom6k4/8u6DmXOx+3fYHW7SsVFletZpfTD6MffzyNK8p+n02aidvqDSiQPmZxNvTGvTJ0Gg3f9IDhEasVRefhh3m8fCfZhjWGQuxe+eWQQxu3fKJjgseY8vtf5EaCxwTRVxz/tolXjh5N8GkMvtW6qivOj6TgZUnWJUqkHTBrIPIIhkXtYHbwuK75EDROV8gwCff4u1SfpljwRMgBeSinEIhHUGgPUGj1MD74NtjomTpZYDRk34AhwBDgCghCodLJELDLCw00LiTiXXaeqkmytHAajdWy/oGy5EUfACgS08QqYNA9mz5dlSm05siANa9XRJT54US3Ljn9uPwhQKw614QhpV6noLIgsGd9nWonH1NDeQ7C++LYhEnZ9ac9qwSFSGw614+y7+FulaZcQYTKheRe8f3ir4Li5IUeAEKAqkURVU9Z245ltnS6RuSKFI+m4CLi5aSGVAW6qcEFJGA0aaPNXlxDLYTRApNdCKslAtdBdkMlKFoT9utF61FZGsrPlUjEjTWQSMbJy9MjMEUaacLJE0FVyI44AR4AjYDUClU6WUISkVeIm1zGChGuVWH1n3KASEBA60UbirYPURwftPTeYDJwArISrsukR45t1wZKLB+2uqsScZP/Ww9A8ol2JOYdrbyNAn1rs5322LRaMFVW0UAsQrcokTCK8/e1SN0YwkNywShDIUNZEtsIfAannitUoKSuoNM8I5CgCytrGP7dTBBTiLCg83CBX1RAUoclogPb+hRJt/XzPwM/3bLGfe0i8sDRqBzylue2Q5iURi+DhJoW7XMKqTKjaxGC0vNSEkyXFX8fJc9fg4+WBuhHVEH0rFvFJqWjboiEMBiM0Wh2U7sX/IOvIqUsIDvBFRM1QQc+IvRpdj76DjEw1WkbVLxOD/Dnkx7Gic9PpDTAYDHBTyCv6KO6fIyAIgSohSwRFyo04ApWIgLVVJebQqLpEHpYDQ7YEel5dUok3ZpujRjXqgCWXDtnGWQV4IeHfwR1fLdVzSRUm5dEsGd/7U6g8/PPOJe2S0qbxuMncud5OBdw/d2k9AtR+k6WsBjdNInwyo613AEAjVyHVq54gW25UOgJKby+o0ytWyNndSwk3uRESpZ/g69DEXgCKEQMmh1JpJsJr/lys775BQzGq5jslnisSAZ5uUkac6AxGi3VNnJ0s6fr0BMQlpDDc/FRe6P5IK0x67Vko3UvXN3xj8jw0bVgHrw57Eis37MK+Q2ewfO67OHziIl6eOBsHtyyAysezyH0MGzsdPbu0wdCB3QU/I/ZouOjHLbhy4198M21cmRjkjz8/jhWd14Llm7D775PYtPyzij6K++cICEKAkyWCYONGzo6A5o47YBIJSlMWnAOx3AhDlhT65MphyqlF46maHbA/+m9c1xRfWSAoGRczosoSexYVNU/CKeta3I3ZCNYlIcCQ+80mrbln9mL3natlmRb5PP+ZJChLU3FS1ckl+qEKFCJ1SHiWL45AVSGglXkh3ePBRBsP9V2rW3DMseskSiSrGldVKk59bkCNMORkqZGVkgZTeUQ8SkHJ008FN4/y6c5o7hVfOWI+tka1X6FQFPx7kapKqAUnWJE7mr60RaSJUpFLmhiMZZMmrkCWvDCoB7p1aolbd+Px4RfL0KFVE3z27kul4lgSWZKZlY1/78Qhsm4NSCVF26tdgSwpC4P8wFYmWRKfmIqMzCzUCa9W1h8T/jlHoEoQ4GRJlcDOD7VnBEjYVRvrLjhEWYCGjRSmRRUmhhRZhbfkdG7cC50b98b91DvsZTZHly04flc1JI2MdiHh2Bp93m4hKKuyhMgMquqgaTkSkwGNcq5DYdKxfD47vhNH4mKszm1wx1fQoFozNnmnLKLEaufcgCNgJQLZigAotCklttPQ51nuYUXG/npl3WKaJUIW1y0RgpplNl4BflC4u8FoNCInIwua7ByYjA8mxkjlMsjd3aDNzmG/hCxVcCDIj9BlMmihjbtcqnlI8B54ejyYmkNEyfTIpaitbGD1sWZdk9LEYO2BLIlNUOPijVydrEZ1/BAWZL14bkng/B97XwJnc/W//9x9m7mzzzAYMwaDyRpSJFtSFFpRSmkh5atFih8VRTslIktKSbSoSBSmxRKyhOyZxj77eufu9/9/n9sdd9a7bzPnvF5eZe457/M+z/nMmPvc9/t5qLJk0iN34raBPdmUj9duwsdrfsTWtXMx5dXF2LHnMPILS5DaPBETHhyOm/p0Y/NqI0tO/3sBU2cvwaqF0yESCRkB88q8T7B9z2E0b5qAnLwith9Vlqxdn4Gsc9l4ZtzdLObF7HxMmj4fy955DmEqBUY+Pgu9e3TA5ow9OHcxF8Nv7oVbb7wOby9egyPHM3HrwOsw8aHba6xgqem8r72/CiKhEKf/PY/f/jiEa7um4/kJo7Bk1Xps/X0/undug4lj70BaqrWN7MKlXMyZ/xl27TuKjumpuGtIn4rza8q1eGPBamzYsgtymYRV4hBBRJUlVTFwFseqOZ86cx7TXluK558chZVfbgaRHZ++Pw17Dx7HmwtX45+si7ix99UYOXwA2rdJYcupJerV9z5l1S2Ed3xsFO65rS9u7ncNy5XafmY8dT+bu23HfsxdvJblS+1D05+6H61bWNuACfu+13XC5l/2MvJrxNB+eHzMMCjk/vlg0uVvZr6gXiDAyZJ6cY38EN5EgBwG9efd/xRKHKlnZInNSphy019QwGJyr1LFmbMRWUICnPzNrDNo1TwnFPQxqMojOb5VBSFCVRyZ2Sex68TWStUeRJgQwTGmVQe0lAnhiRsOPVeDOt2BRZvn1FlR4j7yfCVHwDkEiLQgRxuRWQ+xSQNYAKogoWESyWAQh1cjSWyRleWXEK6p2wK2tix4G45z9+POLHKriWwUB6Gwbo0vg06HouyaBazr2lcikyIi3jO9GVNpDozFdQsD25MlnhAl9mepSww20GRJQbEOX2w8WeHoQ5Uxdw9qhegI74jbVyVLZs39BAf/Po0vl7yMz77+CS1TmiImUo2MnQcw98O12PHdAkSoVbWSJURi3P3YSzi4ZRmD+LYHpiI6Uo1H7h0CqUSMaa8vxdiRgxlZYt+6QnOzzl/GzfdOwY7vFzA9lPQ+Y9ib93H3DyVzaTz90kJGSjw77m4kNUlgsZ54cDhuv6W3U98S45+fy4iGpx+7CynNGuPFtz7CuYs5LDciTqidKDxMidemPgrS9xg6Zio6pbfE6DsH4kzWJUye9QE2r34LTRrF4uV3PsYvOw9gwpjhTLdl0SffQSIRMbLEHgOqrnEWx6qHOHT0H4wYPxMJcVG445bekMtluLF3V9x873OMYLr+mg7YtG0Pvt74K7aseQd6g5HhTfnRmWjY423fLkVEzNAHp7F5REh9+tVP2HPgGDZ9/hbTmyHsiSAj7Onvk2ctwjsvPc725IMj4CsEQpYsEYtMMJqcdyrxFYA8bv1EwJM2HBsiApkJYrX1U31DTt19tp6i2KN1Xxw4s4tXlHgKZD1cTzos8cpwvLp3k1un4201bsHGF/kJAXK6KVM0gUaRUOeOVI0SWXLKrayoWqU4zPoJKR/eR8DZNpmi7FwYdHqXEoiIi4FE7tkbeKoqoeqSukbzpK8gEZciXpqIaS3nulVRUlv8msRgE6J8+zuFI5D3/Z2DP/6qXKl1TYcEdGkX52ipU68TWdK1QxratmqOQ8fOYFPGbsx/ZSL69erChEqPn87CsVNZrKph/vKv8cXiF3FVWopTZMnBI6dx/8TZWP/JnApBV/s2HGfIEqqk6HyVVcfonsdexuABPXD/XTexv1N1RV5hMSM3nBlElnRp36qCSJi35EuQMOuC2ZPYcqq0mPHGcvy2bj5IiHbs02/g43dfgEppfQZeemsFhg7qhbuG3IBONz6MWc89VEHU2J+lKlniLI5Vz2AjS3b/sKgih4Ur1mH9zzvx9ouPs+lGo4kRKl8tnYmikjI89NTr2PjZG0hqEs9et8fbnix5b9lX2PDzLmz6/E02L6+gGL2HT8T7s/+Hvtd1ZmSJPfZUHRMbFYHJj49wBmo+hyPgFgIhR5aQ9TA56UjFJjQTtsKhkvNuHZwv4gjUhYAhWwazC7bBdaIpsLitf+LsLXFBTWeRapjzPK2aIU2cunRKGiaq/NTeRICqRqhixN1BFSclqqQ6l8cWHHRrj3x1GgwStbup8XUOEBBJJIhq5PhNtsloZNUlZpO1zdXRIPFYZURlFxpHa6q+biy5BFNJ3e1bQqEeLZI/R4/Ivni42XNOaZS4mgfNtxeDFQp9V6nqTG4n/y3CzzsrV2r17d4EbVpEObPc4RwiS6jyo0VSYyQ2isXAG7qiXetklGm0GDflHUaU9OvVGY3jY7Dks/X4fOF0dGiX6hRZ8sOWXZg1dyX2bLziEOcJWUJEwA3XdcID/5ElRByc+Occ5s18wuE5aUJVsuTDT79nVTQ2ssRGkBzJWIGvf/gV099YXkHU2Dbo27Mzw2jQqOfw/SdzGG40aiNLdDqD0zhWPYSNLDm87SMI6KEE8PzsD7Hlt30VrUK2NeMfGIq8gqI68bYnSygODXuiiZ4FqjQZOax/NbLk1XdXwmgy48WnH3AKaz6JI+AOAiFFlsgkBsglBvYPRow4Ajer++H9s+59WuoOWHxNw0HAXC6CgbvZNJwL5yflCHAEAopAbqS1jNpGmIjMOqhddK+xOd/UdhB3HHH04nAURLiuOxFQMENwcxJ6tQ3SL7H8Z6MrEleuICbCpDS/0GGFib+IEsrZ3jq4f8xtjDCpahXszSuh34EbR7uvq+aNXHR6E7766TSKSqwEpzpMijsHpkIm9U7Fd9U2HFvO9IZ84vT3Klpi6OtUbeAKWUJEC1WDEFlic9exJ0sWr/weB46cwgevPcW2rakNx766gVx2qA3EW2QJkT+0f01kyS87D+LZmR9g5/oF1YRqqUWn04CxWPrWZNa+Q6M2suSXHQedxrHq81ITWfL2ojXIPHsR81/9X7XH63Tmedw2ZlqlO6utsoSqcnbsPVzhjEPkWPdbxrFWm5v6dOdkiTe+eXkMlxEIKbJEJdNBIrZ+otBZ1RpxgmZYc3mny4eubwsGx3ZBZnk2jpSdq29HC+h59JfksBjq7qMOaIJ886BDgFdgBN2V8IRCBIHLMVaBRtuIKjoGqdF1S1kiXUi/pLahLv0HCp1z2hdU7VKgblNnvBCBN+jTjIiPYa44Bq2+UuUIfXJN4qxEfti30xi0OmY5bDJeqTIRCIUgjRJFuAoisdijM5s0+TAWOta4IdvgZk2/h0h4pSqKKkymtZzn0f6OFgdas8SWX1Gp9dwRYd4V2KyNLNn1598Y+8wb+HrZLDSKi2bioFRd4ApZQvleO2QC0ycZNXwA6M0/VTTYBF537z/GKlSohYTEYJeu2oA1322rpFniClmy6pst+PbH3ysEYqvebdXKkrrIEmppGXD3Mxh+8/WY9MgdLNSeA8dhMBox4PqrGQFC7TVTJoxEUXEZ0zBJbBRTTbNk74HjTuNYNd+ayJJ9h06w1hqqCLm5/zVs759+3ctaqVKTE1krTXpaMobf3BtHjp/Bss9/wNSJ97E7qMnimcgRcj+i14jwyfhqHuJiIjlZ4ugHA3/dJwiEDFkigAVqZTmrKqHRM7wDYFRjQ+4+nwATKkGVIhkWtX0YKpEMX1zayckjL14cCb0asjlh4kVI62Uom5iqTXx19fYPmSsRHxwBjoBzCJDuSE50l4rJEkMxootdt7mmAM7oizhDmHCixLm789YsIkUcWQd7o1rE2XwNhVkwa65Yr9e0joiSJo03QSIprfbyw80mY2jCfc5u5/K8YCFLXE7cyQW1kSVmMwmqLmBvxGn069kZW7fvx+oPZqB92xZ4ctq77L+P3ncrc2rZtn0/ls+dgr9PZOKuR60CryRuSgQGkSw0SKyVSIiHRw3BqOH9mYjqpBnzkbHjAHudnHY2Zexxniz5+FucOnMO77w0ga2/74lXkZgQgzemj6vx9ESWXN2hNR4eNZi9XpUs+WP/UTwx9d2KtqH9h08yNxpyg6FB1TFEUpDNMr326OS3Qa449HUSeY2LiWBkiT0GQoHQaRyrJk0aMiPGvQz7NhyaQy1Cc+avYnvTINebRa8/zURv9x06CdIjyc4tQK/u7fH77kN4aMQtuHPIDZXuidZ98Mm3eH/5N9XORl+oqllCd2gyWyqcdJx8vPg0joBLCIQMWSITG6CQWcUyaaQpmqOdNB0fXchw6cD1bfKDiX0wJO7KL5nLz2c0eALJm3dMhImpRAJTidjnuiPezJvH8h8CkapoTBo8q2JDEtpdt8f6SxgfwKSOfbHqxF5kl7teJcDxazgIFIWlQCuzupZ4YvNblXipDUEiZMI0F5irjtBypTqB3HWIcLHl0nBuIDRO6i/CRFq+DSUF0bWCEh52CtFRB2skSmgRCb0u67DRZ6DWd7LEEXC5+UWs6iPKA00aelNfUlrOXF1qGiQuSoSDJ7a0pWXluGbw+EqipI7O5uzrRPAYDEbERKkrtENoLZE9REpQ5Q1hVNfwBo728YnwJNwkEjFzDrINo8lU0TZUUqpBv7ueZm1GZItc09Dq9KDcGsVHV2s3chYfPo8j4C0EQoYsocoSEnalyhKR0IxkeRzuih6EGafXeguLkItzd8K1uKfRtRV57y46hflnN0Fj0oXcWYI9YSJNzGVimP9ry7EYBbB4SwA22A/P86sTAbJt7pNu/USIBlWVkM1ufRjeEA6ec+1taB+TiJ/PHse3Z/7CmWLnWiDqA378DM4jQCSHUayEwGyC0GJ0S4jVtlt2VGdYhJ61YTifOZ/pbwSoZUci88zhpq6cZcJTiJcuhMksRUlJKnT6K6QJiblGqo/WSpLYx52WOhc9ovr5BJ6GTpb4BFQfBP3tj7/w7tKvmOVxQx5UPUMkSXxsJLMCTmuZhA/feBaBFipuyHfCz+48AiFDllQ9ErniPN70ZnxxeSdy9MXOn7iezKxKlJwpz2bEESdK/HPBxgIJTKUS/2zGdwlqBJ4f9ibkUiXLMePIBmQc+cGlfEnnpFFUUxw7/5dL69yZPKjTndh1YqtTzjZEAmVmn0Rmzkl3tqpYM6p1V9Cff4py8creTbzCxCM0+WJnEHCkW+JMDD4neBGQqRQIj/aO60pNp4yTLoBceNpjAEi75LaEe9E+vLIej8eBAXCyxBso+j5GcamG2ehGR3rmyuT7TH27A4nqUhuQ3mBEs8R49OjSzmHVi28z4tE5As4jELJkie2IcVJ1gyJL6LwzU+9ixz9Seg7Z+mJ2fiJLMrU5zt88n+kRAuSUQ445fHAEhnUbjU4pPbDrxDb8eOBLlwBp06QDiMCgdf4gSyYNnsnyW7d7Za0kCJE3dB6qllm9fbHHefVISMYj6T0x8de1KDO6bw3rErBOTKZql0N5F5yYyaeEGgJVxWLryl9kV4lZlzBsqGFQ3/ONbtIIQqH3BdijJZ9DJdrjVfiuCu+KScmzvGopzMkSr14RD8YR4AhwBGpFIOTJElfvlgRRQ736om9UO2wr+NvVo/P5XkSAO+V4EcwQD9UosinG934MczbOhtZQ7tJpqM1l3MAX/EKWUJ60l21kZp9gRAi1DVWtHiEdlkhlDORShVfIEiJJgo2YePOGUZj8yyqX7otPDn4EDCIl8iOttpm1DSJIVOUXINMXVNIroVYg0irRyBO4A06QX7UrrTgmXQksZiNE8ggIBDUTLCJBPqLE66AQHfbJyUnDZHbaMq8RJpws8ck18aAcAY4AR6AaAg2KLLFVZTxz4tOQJ0z4sxxYBHhlSWDx9/bunmpzUJsJiZi6M/zZhtOjVV8M6nxnRZrutA25esYUdUxQ6pRQVY9cosSBzF2uHonPD2IEShWJKFM2qTVDleY8wsrrrigi0qREmQSt3Co4y4f3ECDXG6lSDrlKiaJs9/WLhCIRwqMjK9kJ15Sl2VgOfclF9pJAJIU0rBEEVfRsDJo8RMnWI0p10HsHrSGSNwkTTpb49Kp4cI4AR4AjUIFAgyBLqJrkocQ+6BudztpWxh9dyh8BjoBHCHDNEo/gC7rFVElRWJYfsLyIMCnU+Gd/IglG9HwM63Z/ggOZf/j8zPGK8KDVKXFFw8XnQPENPEaASA7SK6lN3FVZfhnhmiyn9yHCRKNIcHo+n1g7AuGx0RBLJBCJr7Sv5p71vA0uLDqSES+1DYvFDH3xOYjlURDJateNCBP9igjxJggFrlUHunrnk5Jnon/sUFeXVZvPyRKPIeQBOAIcAY6AUwgI0lfcb4mSSHFRVw6jxeLUolCc9Fbr+5CiiGep33HwnVA8gk9yjpDFokiX65PY9TkoueHoLyrq8xEb1NmCgSwhwP1FmCTHtfJYuLU+PCBEUvkT9/qAWTCfoa4WHLFRg5iiIy6nz8ViXYasxgVhEVLIwiIgEF4RRs+/cBlm0xXbZnd3ikyIg1hau+C6xWyotG9t+0gE5xErXQ6xoMDdVByu85alMCdLHELNJ3AEOAIcAa8gIOiz6lHGkJwpL/VKwGANkh7WFDNT72bpPXNiJTLLuRgqYdGjUT8cLfiLEyZuPLiGbBnM3D7YDeSCbwlVW/hDYLWuk1OLzK6T24IPHJ4RRyBEEKDKkpzoLpWytemTKNz8UKBcFovisJQQQSB405TL9RCLzRBJwyEUy1miZUUa6HWekyUSmRQR8d5pmSLCpJHsbZ8C+W67NWihTPNoD06WeAQfX8wR4AhwBJxGoIIs+be8FGanl4XmRFt1yftZP3KB1P+ukCyINxWe5GSJG480VZcQYWIxeV+R3410+BIPEBjU6Q7mZuOvyo6aUh3TZxIyc044bT1Mgq2FZXkui8p6ABM81XbxZG++liPgDAL2TjhElEQVH4PI7L4Lk0koRW5UR2e25nPqQECp1EEorFy9bDYLoNHIvIKbK4Kvjjb0hSOO/Z7TUueiR1Q/R2nU+XpDIkuKistgtpgRqQ4Dad54axiMJphMJshlUrdD/vnXCUSEq9AypXadJFeD/5N1Ebl5RejeuY2rS3Em6yKy8wpxTee2Lq/lCzgCHIGaERDcsOphiwBC1oajNXvO8Acz0E80u+k/3ZIijD+6LJhT9UtupOVyjbolthW4XprslwSDcBOZyNobrTNp2H85YRKEl+RGSsHQljKi56No06QjnBFdJa2NHq37esXa1xW4CCdbjrU5//hTf8WV3Pnc+o+APbEhMBtZ240nRIkNseyozrXqoNR/VL1zwprIEopsMIig09XeQuPs7kp1OJQRtWuSOBuH5smEpxAvXejKEpfmcrLEMVwmkxlrvt+GhSvWIb+whC1QKuQYOawfnn7MWiXuyjh3MQfvLF6DN6aPg1hk1c15f/k32PL7n/hm+SuuhKo0d8LUeejQNhWPjb7V7RhVF6744kf8vucQlr412eWYn6zdhIwdB7B87hSHa6e8uhgPjxqMVilNHc7lEzgCDRkBQafVwy0yixIaA1BsqL+aJXTJZLmbHtYMKpEMu4tON3iSgKpK1ufu485AHv4EsJgBU4kEphIxYPHepx4epsWXhxgCkwbPZFUiq39f7LDChQiJMX0nYUXGPL8K09rsh7V6DWsZItthrf6KIGKn5B5Ijm+FRZvn+LXiJcSumqfrIwR00kgUhrdi0Z1xvXE2jbyIdBjFtYuIOhunIc8TCCxQKPTVqksIE71ezP54MqQKOdSxVg0ib4xm8qe9EabGGEvbb/TYQri+V5Ys+Ww9Pvx0PV5+9kH0ua4jtDoDdv35N95atBpb1851+W6OnvwXdz7yIg78tBQSifVZy84tRElpGVKT3a8KCWWyJL3PGHw093m3KlhcvgC+gCMQwggIOq4exhiSRooEHMu1srd81H8EiCgh0uijCxn1/7B+PCFVmtiGWSeEqUwMC9c18eMNhO5WVLXByAeDc24MgRAntZEldaFMrUHzNswI3YvgmYcsAvnqNBgkalBVSWzhXxBavFMty0VevfNIEGGiUumqBSMNE51BCV2ZtWLTnSFTKZmVsLdGgvQtSIWeu/VUzUclCgeRJWFiz6pggoEsOVd+DgeK9rMjdozoiGaKJK/AX1RShutunYAZT92Pe4ZWblfS6vSsbYYqT5av/gGfr9uCktJy9L++C1544l5EqFU4deY8pr22FM8/OQorv9zMSBFaR4RJ21bNIRIKMfV/94GqTaiNhvahse/QCcz98EscO5WFpo1jMfrOgbj9lt6gCowdew6zCpfU5omY8OBw3NSnG1tTF1lCe7696Av8uG03I3s6pqdi2sT70DQxHvdNeIVVuTRvanXbogqa8DAl25MqS77d9DvatU7G5l/2IjoyHDOefgA9u13F5o58fBZ6dr2KVcWc+Occbh14HWY89QCUChnsK0sKi0ox/oW5DA8a6WnJeOHJe5GW2oxV2Sz7/Ac0bRzH2puG33I9Rgzth70Hj+PNhatBrUA39r4aI4cPQPs2XLPJKw82DxKyCAjarxpuoT7ScIkKWoMEOWXu9/aGLAoNLPHBsV3wUJM+eD9rU4OvrvH11VPVif6Cglec+BpoHt8vCFDlyLDuo+vci6pOXlvnevmwXw7AN6m3CNg74bjrfFMTODWJxtZbEP1wMKouEYmuKOSRCaPepIZB69nvnlXbcEyGMogkKrdP1Fj2CsQC79u5j0wch1GJ493Oy7Yw0GRJnj4PH/27FBZYK9IFEGBM84cQK43z+Gz7D5/EfU+8il++fhex0RE1xlu7PgNvLFiNyY+PQOP4aLy79CskNorBhbDqewAAIABJREFUe7Mm4tDRfzBi/EwkxEXhjlt6Qy6XMcLh/15fxlpbxGIRWqc2w7c//l7RspJ1/jJuvncKI0duv+V6ZJ69hANHTrHKls++/gktU5oiJlKNjJ0HMPfDtdjx3QJGzNRFlixdtQEfr/kR78+eBJFIiG3b96NHl3bo2C4VnQc+gq+WzkSbllaCaeqcJYiOUuPZcfcwsuTND1Zj3P23sRaf1d9uxfHTWRUVNVQRclVaCsaOGoycvELMW/Ilpk68F8Nvvr4SWUKk0zcbf0OXq1pBKpVg+ec/MBLkyyUv4+SZcxj24P/huQkj0a5VczSKjwZ9L95873N4ZtzduP6aDti0bQ++3vgrtqx5x6taMR4/IDwAR8DPCAhSlo+wqJXaim21egkjTRra6BuVDnLMsY14qRrJiniUma58CjL+6NKQhcWqT5KKwXFWpwCNSYflFzK4K5AXbpQIEZgFgNACQRWtV7NeCMNlq/I/H/5BYFTrrmgfk4hVJ/biUJ73Pxn0zymCc5dh3UajU0oPh8m99s2zTlfIOAzGJ9QrBEhXhIZZIIbkP+0nbxywVJGIMqW1nF6uy0VE6RlvhAV3w/EKjBVBRCITFAoD+zu9OSOBV4sX2lfDY6MhU8hBNsHG8gKYDBrII5PdTt4XbThkG0xOOJ5WldChAk2W/FGwE7/m/lIJ396xN+CaqGvdxty2cFPGbjz90kIc2voRhMKaW5upuoKIhheffoAt+/m3P/G/6fMZiUHEB5Elu39YBJXS+vtXTW049lUYpF/yxXdb8es371UjBqiKhcgKqjihKpX5y7/GF4tfZIRFXWQJxfz+px1475WJaN2iaUVcvd7gkCyx1yzJzS/CDbf/Dxs/ex1JTRJAZMmn709D56usLYevvrsSJWXleG3qo5XIEnqtXKvHX0dPIzPrIg4dO8PIkyMZK9i6qm04VN2y/uedePvFx9nrRqOJ4WhP6nh8uTwARyAEERA0XzbKopLpIBaZYBOZNpqEKNUG9g1etEyEIr0JJj/KqJAALGmaEFFS0xh9eEFI63uQZsu2gr9D8DENvpSp3cZYLIFZI6pcNSKwQCg3W4kTgQUWswBmjWe92MF3+uDO6LaU9ri2UQr+KcrFkr93BHeyIZQdtf1MGjILVDmSmXOywomHHHKoPYf+yKVWXYcV2+axOXxwBOwRsCc06OuRJSch0xd6BSR7vRKZvgCRJae8EtfW2uOVYDwIhEIzlEprFUl5ObVTeO4mJxSJEJ2YwEgSo7agAmVZRDMIhK5/+OcL+2AiSmanLfNYq8R2uECTJUdL/sb6S99VeqIHJdyC9uoOHj/ltsqSbV/OQ3xsza1V1w97kgm9UjUFjYuX8zDgnmfw9bJZIDKC3uQf3vZRBUHhiCyhVhsar097rFL+ZRotxk15hxEl/Xp1RuP4GJCeyucLp6NDu9Q6yZKL2fmYNmcJ/th/tEKcdtz9QyEWCV0iSyihbjePwytTHsJNfbpXI0uo8uSj1Rux6fM3K5El1H7z4FOvsfaebp3aQKc34PvNO2olS56f/SG2/LaPtenYj/EPDK1oAfL4cnkAjkAIIsDIElveAlggkxghkxhQrpdCb/T/m7x4uRiNlSJkl5twsdwYEEjTVU3xRNJNiJdWLv/jlsMBuY6g29RYJIGp2PVfwILuIDyheoGAq1on7h6aWnCIGCFh15oGvdYnfTBz6TlwZhfW7Vnp7lYhsS5FHYMzxXkhkWugk6QWmVJVEvSSKzoNEkMxoouPey01+zYcqaGEWQZ7OqqSO57G4+vBPkQg3RJv2gYr1TKIhTqYjVeqpAlrkSwCEmWMy7B72zq4fXhX/C95lteIEjpQoMkSrVmLT7M+RoHBSk5FSqIwOukByIWef9BKVsHX3TYBUyfeh3tvH1Dp/jTlOqbNMfyh/0PP7u1Z2wqNnXuP4OFn3wQRLJdz8quRJUR23PHwDOzbvAQyqfX3N/vKkrcWfYFfdx7Edx/PrrQfkQcTp7+HHd8vYBbBNKgiwxmyxBaIiJzdB47hlXkr8cKTo3DrwJ7oNGAsVn8wA+3btmDTqrbh2FeWXMrJR/+7nq4QY61aWTL9jeU4eyEbK+Y9X+lMry/4nFXULHv7OdYGdPDv0xj1+KxKZMmyd55jrUE03l60BplnL2L+q/9z+XuGL+AI1GcEKpEltoMKBWYopAaEixJxSePfXwYbKcQo0JmgM/uxpKSGG6a2lRRFHFRCGWvH6RvdDjn6Ysw4vbY+Pw9On40sdG32uU4vqgcTOVFSDy6xnh2hTZMOjKSgag5H4rBEaDia4yk8nZKvwbDu9zNHHBKsrY9DJZZiaIsOrNWLD8cIEJFBlR82G1+LQASJocSrbTj2lSUk8BpfYBWedHdwosRd5OpeZ6ss0enEMBg8/0BOKjWC/tQ0BEIxpOGNXaouEQny0Uj6NoQC54S26zpt/5jb0COyL3pEVRYp9QaygSZLbGewkSVRkihvHKsixoKPvsHCj7/FK1PGYsD1VzOB1j0Hjle44VCLC+lpzHv5CSTEReOVeZ+AKjnWfvgSDh87U40soXaUroMeZZa6pANisVjw5fqMCs0SctoZ+8wbTOyVyIyL2XlM1JVsdenrVLHSKC4aG7bsYm0vzpAlpHVCgrJUgUIVKkTwTB4/Ajf3uwajn5yNqzu0xkMjb8H+Qyfxf68vxdBBvSo0S6gdhnKlKpkPPv4Wm3/ZwypHyD6ZyJKXnh2Dwf174Lc/DjEtFtIZIYFWewKIMNy24wA+eO0p1lKzYMW6Sm04Dz31Orp1boOHRw2BRqPF6X/Ps7yonefm/teASKufft2Lrh3S0DLFfccgrz4YPBhHIAAI1EiWUB5UZTK0RQ98d2YnzBbPyyQDcDavb0nCqDQ25O7zeuxQChivTMKjHWbgguZ8JcLkr+zfcShneygdxaVczVohDDmef2ri0qZ8MkfAAQI9WvXFoM53sraYjCM/4EDmrmorqIWGtEYiVTFYt9v3FR+UU5/0W7Ai4916S5jwBzO4ENDIE1CiuuLGoS49A4Uu1+UkiXQpUSbBJJK5vJYvcIyAWGyCXG7wuAWHWm+IJBGLqrvr2GchMJkhjUyCQGzVyqlrEFESL10AseBKK4+jNbW9nqJIw3vpa9xd7nBdsJAlDhN1c4LBaMKnX25mhImm3FoxRETByGH9WPsNfW3qnKXszTwNcpWZ/8pEZgNM2hwjxr1cqQ2H5hDB8sEn37L5JPR6KvM8E10lUoLGijU/MicY2yCB1QljhuPplxZU7NOvZ2ds3b6/oirkyWnvsuqQR++7tdpJya2HqjVsuQ+8oStenvwgxCIRtv6+Dy++9RFz2KHcqdqlV/cOjPSgPBZ8tK7SuRfMnlRh8UtkCQnW0loao4b3x5QnRrG45P5jOxORR5QfVZfQuP6a9oxcsWmWUNXMS29bcxh//1A88dBwfP3Dr5gzf1XF3pTbotefZlopfHAEGioCtZIlBAhVmIQrtNAZJNAZxLCgZqGlhgQetejESSOQUXCkIR272lnJeviWxAG4IIlHiSiMva41avDZkdeQrTlbL7Ex5MpgLhfVy7PxQ4UuAuROQy0ytkGaIpcKrVaBtpEcbxWCO3b+IFZv/9Avh500eCZr2yECp7bWHb8kwjdpEAjYtEVEJh0kxhJQK46rZAmJz+ZGdWwQeAXqkDKZARKJCWVl7gu7ShVyqGOjoSvKgsXsoF1bp4FQIII4shmEMuvvKjUNoT4LCeEfe4UoscW/KrwrJnm5/cYWu76TJfZ3lFdQzKyCyRmnquArOb5otXrmfOPMoAoTvcFQ0VJTdQ3tQ/tFqlXMQcY2SGSVWlmiIlyzfDaaTMjLL0ZMtJqRGfbD9lptuVPLUV5BERonxFRaa2vDaZGUCJlMwqyU6xoXLuUiMiKctS/VdN6CohLERKkr9F2o6oYwkEjEteLkDNZ8DkegviBQJ1lCh1TKdJCKTUy1nEiThuiUU/WyqcJEJZJhfe6+kBZ89fQhnpl6FxPEJcLkgiQBRbpc/HRmFU56WP7saV6+WM8sgM9bxSv54AgECwJERjBS4j9hVUd5ZWafxIqMeY6meeV1e5tha9XLBhzI/MMrsXkQjoA9AnpxOAoi2iC8LAtK7WW3wCGipEDdhleUuIWec4tseiU0W6ORwmx2r2qZbILlSjH0pRfr3thigUBbWjFHIFVBJI+AQKKo+JrFpIep5DLkkiw0Sdzk3EFcmKUShWN22lK0ULZxYZXjqQ2JLHGMRsOaUVWzpGGdnp+WI+B/BBySJeSSEya/UubYUK2Fq17NB23HQiWS40jpWazP2YcjZfWzN7+uR7K7OhV3N7oWu4tO4zxk2Ju7u97qmHALYP//cOI7OkaAWl1Ir8TZQaTFvA0znJ3u0Twicp4f/lalGJnZJ1ilCWmZ+Fo7xaPk+eKQQcAsEDGSg9pu3LUiJnvgMkUiJ0p8eusWKBR6iERWPbrycglMJvcqNcOiIyFCKUz6K0RIjakbdBAYrc47joZYXIrkpK8cTXPrdW874VASnCxx6yrqxaJvN21n7jRUacMHR4Aj4HsEHJIlpF0SoaosdEXWwhqdtEFrmRBRMCVlKLuh3UWn8HpmZQs1318d38GfCFD7DbXh8MERIATIgYbe7AdSwJSEXUf0rGxzSGQIDSIqaqo2+XH/l35tiXl+2JtOVb28tGYCf7A4Ai4jYCNKqKJEarT27zs7yJnHJJRBK4ut5NLj7Ho+zxUEKhMltNJgEEGnc89VLiIuDKZyB3o0RgMEhsruOHVlLJXmI6np97VOIcLjkWaTsfrSIpwuc93FicReJ6XMcgW0OudyssRrUPJAHAGOAEegTgQckiW0OlKlqQhCdm+kXUJtOaXahi122TeqHQ6XnWMuOXzUbwTMOiEM2Q37ea/fN1z76UgctQ8UGNqyA841bsM+gSZNkNXbFwe8OoJIGyJNjp3/C5k5JysdIlIVzbRMSGyViBPSMqGqEn9WdFCLEInKOhr12TnH0dn56+4hYCNKBBajWxbERWEpjCjhw7cIkKArCbEKhdUdDt3RLZFILJDJ6hZ1pV9Q7dtvnDlhePgpJMTVLlD/brs1aKFMw7QTY/FXsesuWES2UIwwsWuaF7XlzskSZ26Vz+EIcAQ4Ap4j4BRZIhGZQP/MGd0smfQ8TR6BIxBYBLhmSWDxD9TuRJSM6TsJzYQytDn/Jz4uzcTmc6dQqMkPVEou72s7A4m7/njAN2XmtSX10t0L2EuklVKoyWOOPUSeUE6NIptWVJ2Qngm15/DBEXAFASJMyIbYZknsylou5uoKWq7NjY3NQ7jsTygkl3G5sA90xrgaA1iEESgrdkB82K0kBxxq5RHAUHdCLrTf2ALFx/0OdfjpWuOSBfC0lvMwYn8vlJlcq2KyBZ2dtgztw7u6BmYtszlZ4hUYeRCOAEeAI+AQAafIEodR+ASOgAcIyERK3J50GwpKT+HHHNc/sfFga5eWGrJlMOvc67F2aSM+OSgQoKoM0gShN/f0Jn/FtnkhRZLYg0jkBJ2javWJr4Ee1OkO7DqxrUbcqFWoR2uyGB4c8vj6Gkce3zcIZEd1hkUo9k3wBho1THEWrZp+UXF6k1mKiwWDUa5vUgkRoVgOaXgitGUalOYXOkSLiJKI+BjAVA6DJqfu+ToNBGaTw5i2CUKhHs2TvoJIWLe+CREmuwq3OR236sRpqXPRI6qf2+vtF3KyxCsw8iAcAY4AR8AhApwscQgRn+APBCJksRjScizWn1rGXHWCcfBWnGC8Fd/lNKLno2jTpCNrX1mR8W5A9Ul8d8rAR6YKE8Ka2oOIkPJnm1DgT88zCCQCJAxL2iV8eAcBgUCA2EY6hMuPI1z0K4QCq95dsaYNLhcNqLSJRJUAkVTFvmbQ6qApLoFBVzNZIVMpQA44IrGV2HJoGczsGzUQUEmoE8NRVYkTIZyaMil5JvrHWrXuPB2cLPEUQb6eI8AR4Ag4h0C9IkvI0veaiFR28mRFPGacWoNMrYNPIJzDic/yAwI2wuTLY/OD1lXHWCSBqdg9UTo/QMi38CICNqcZ3iLiRVBrCUWEybiBLzBCauXWt1HmpIOF7zPjO9RnBPIi0mEUc0t4b90xVX9EJyawcAKUQy48BaElG3kFqUAV4kIWkQRBlaoeo94Ao+FKi41AKIRYIq4gSWx56ksuwGx0IN5qMUOgLXN4NH8RJZSITffEYVJOTOBkiRMg8SkcAY4AR8ALCNQrsiRZEYfu6pYoM+kQL1UjW1+MDbn7vACTd0Iky+M4eeMdKAMahRMmAYXfb5tTGw6Jp67bvZJXO/gB9cEdh+OB5s1h1hXhuzOH8PPZ48gud08bwA/p8i3qAQK5kR1qtAsWGzWQGoqZForAYgLpmxCpoheH87YdB/dOtr5yVWUCymIxw6jJg0l/5ftZHtXC7SfIQLF0RQ7XywQXYNTKYDZLq80NDzuF6KiDkEgc2A873MW5CSpROJa238gFXp2Dy+NZZrMFmzJ247puVyEi3FrBVN+HVqeHSCiERMJbC+v7XfPz+ReBekWW+Bc613eLk6q5c47rsAXlCrNWCGO+FBaTMCjz40lxBEIRgXhFOJ7q1BftYxKx6sRe9ocPjoCvEMhXp8EgUVeEF5l0UJVfgKKWVlASlC1TNIFGYa2e4KM6AvIwFcKiImqExp7k8IgsKcupRLzUdg8q+T9IiPgZel0UDMYwNo30SWTSAr+RJLbcRiaOw6jE8V57ZOpzZcm+Qycw+snZFVgtev1pXH9NB5ewMxiM6HTjw/hyycto26q5S2tDdfJ9T7yKDm1b4LkJI0P1CDxvjkBQItCgyZLu6lSc+a9Nh9v/BuXzGdRJmcpEMObLgjpHnhxHwFMEiLgoNehwpjjP01BOrx/Vuiv6N03DxF/X8pYcp1HjE91BQCNPQIkqCVRNElly0ilnnVJFIsqUlQVL3dm7Pq6RKuRQx0bXejRd8TlYTHpI1U0gFLn376e+9BLMBo1D+GTiHCTFXRGbdbjARxO8bRtMadZnssRiseDcxRwMGvUcvl42C61SmkIoFLh0Ow2RLDmTdREKhQyN4mr//nMJRD6ZI8ARYAg0aLKEKj1mpt6FeGkExh1dyqs+HHxTpIc1xZHSc/xbxw4B/QV5va0uIbcSLrbZsB93qvSYc+1tmHdwGw7lXfArGNO63oQERThe2PkdJ0z8inzD26xcFgOpocQposSGDidMan5OHJElJl0Jc7ORKOMgkrkurkstPSTwWlUDpaZshAIdUhstCegDTUQJWQYnyBK9mkcwkCVZ+7KwZ+0edq6rb++C5G4pXjvj5ZwC9LvrKaz/ZA5SkhqzuCMfn4W+13XC5l/24t9zlzFiaD88PmYYFHJrm9XOvUcwZ/5nOP3vBXRol4q//j7NKktapjTFfRNewRvTx6F5U2tV2MIV6xAepsToOweC2lfeXvQFfty2G1qdAR3TUzFt4n1s3wuXclnMXfuOsq/fNaQPburTDQajqc6Yp86cx/OzP8Qt/a/Bp1/9BCJvnn7sbkilEiz+5DsUFJWwvR+979YaMaM2ohVrNuKj1RuRX1iCa7umQ6czYOX8qRVYPHrfEPz2xyEcPfkvXpkyFl+t/wUtU5rg9lt64+yFbLz2/irs3n8McpkE116dzubQ/nsPHsebC1fjn6yLuLH31Rg5fADat0lxeKbvN+/AL7sOMtzW/7QTjeOj8dKzYxjuq7/ditjoCDzx4O3of30Xrz0HPBBHIBgQaNBkCV0AicI+1KQPzpRn49kTnwbDnQRFDkQkTUm+DSqRnOWjEsnYH04qVb4ei1EAshSub+04kwbP5O4kQfGdGLgkyG740T4T0FuYgw+PbGc6Iv4cRNQs738v/inK5YSJP4HnezmNQG2aJ04HqIcT62rDsR2XkR0ASOTV1WHSl8FQdtmpZYGuLOkfcxtGJo73OlFChw80WZLzTw4W3rEAFrOF3YVAKMD4tY8jvmW8U3fjaFJNZEl6nzFIbZ6IcfcPhVIhw+RZi/DOS4+zFh0iB6gSZehNPXHnkD64lJ2PybM+YGQJrek88BF8tXQm2rS0PnNT5yxBdJQaz467B0tXbcDHa37E+7MnQSQSYtv2/ejRpR06XdUKQ8dMRaf0lozYOJN1icXcvPotxEVH1Bnz0NF/MGL8TNzYuyvuurUPDv59Ggs++oa1BBFBYjSaWCx7Msgek282/ob/e30ZI1iu65qOjVv/wLLPf8CRjBVsGmFB497bb0Rioxjc1Kc7Xpn3CTq0TcVjo2/Fo5PfgkgkwqRH7kRxSRm+3PALZjz1APIKinHzvc/hmXF3M9w2bduDrzf+ii1r3mGETl04rfjiR7z5wWqMHXkLenZvj8++/glbftvH9r5jcG/8+ddxrP0+A79+8x7IGYsPjkB9QaDBkyVECrzdejQjArblH8H7ZzfVl7t16xxJ6jTcFNkag6Ja1bj+i0s7sebyTrdi19dFjDAh/RKdqN4ckZxJyKHkx/1fYtfJbfXmXPwgziNAlUV90gdjRPNWMJVkYezWz5xf7KWZKeoYtFDHsmgk9urvdiAvHYOHqacIlMtiURzmvU/T6wNMqkg1FOFWfZDahq2NRqyIgVhes75JXesNTmqWqBVHkRC5JWCwft7pd68JulY9RKDJkt+X/Yaf3/u5UloDJg5Ar7HXewXv2siST9+fhs5XWX8/nfLqYsRGRWDy4yOweOX3+PSrzRVv1O3bcByRJe8v/wbf/7QD770yEa1bNK14o79r398Y+/Qb+PjdF6BSWj84fOmtFRg6qBfuHNzbKbLk8LaPWDxNuRbdbh6HNYtfQnpaMos1/KH/w/133YThN1fHjDRbkprE49XnH2ZzqULkwadeq0SWLHr9GVx/TfsKvCdMnVdBlpB+CVV6TJ14H+JjIyvmUEXN+p934u0XH2dfI9KGSB0iklokNXZIlvy+5xCWvjWZrd2+5zAjZWwETlFxGa67bQJ++PT1igoerzwMPAhHIMAINHiyhPCnVpz0sGbsKogwWX4hAxqTLsBXE5jtZSIl2oQ3x+0xV+Gq/zCxz4STJbXfC4m+mkolsOiFsJgEEIgs7L+hOIZ1G82cYOZtmMFbcULxAr2Yc/fmXTClQ098fDjD79UlVY9B+imTOvZFgjIcOy+dwat7Gza57cVr5qHcQEAvCUeBuo0bK+vnEnpTGJWYAKGwbuFze6FXiSoBIqlrbiUWswH6kouwmI11Atkk+hsoZecDAja536zu/LvP9g40WXJo4yF89fyXlc439OVh6Dyss1fO7AxZ8uq7K2E0mfHi0w+wKgy93sBabWi4QpZczM7HtDlL8Mf+o1Aq5Bg5rB+rXvlx2x+Y/sbyCnLGdrC+PTtj9B03ukSWmExmdOj/EL5Y/CKuSrMSrERo3NK/B0YN718Ns+uHPYlJj9zFKjZo1ESW2BNHNMeeLKH5z89eDMKxaeM4PHzvYNZCRK1BVA2Slmp9z2Mb4x8Yim4d01wiS2xCvDayRKc3oMvAR5jOTNX4XnkoeBCOQIAQ4GQJABJ6TVbEgzQ5UhTWEsL1OfuwPndfgyVNCIN0VVM8kXQT03SxjRmn1uBIGdctqfr9StUlxmIJLFoiSkLfIYdaMDql9EDGkR8C9KOJbxtMCPRu2ROPtWyL5Yd/w5ZzxwOamkosZToqLSJiuWNOQG+Cb07uODnRod2fH9U4AcW5+TAZDB5fqDNVJeyNrF1liDSsMYQShct7G8qyYdLXbvurkJ5H05hvXI7rrQXedr+pmlegyZLy4nIsvW8J8v61Cn9HN4vGI6sehULt+l3WhLmrZMnHazfhp1/2gggE9ozZueGQZkmnAWOx+oMZaN/Wallt34Zj2//i5TzsPnAMr8xbiReeHIWYqAg8O/MD7Fy/AGJR5cph0iypK6atDcdWWUIaJO37Peg0WUL7No6PYe0yNFwlS2gNETQk+vrTb3tB1TPU8vP1D78h8+xFzH/1f9Vgd3QmasOxryzZd+gkRj/5akVlCSdLvPXTg8cJNgQ4WVLlRpQiGe5JuBZD4qy/ADX01hx7EdxsfTHGH10abM9wwPMxlYtgzJMCltCsIgk4gDyBkEAgKSIeT3cfht3/7sO3//xVq+gqEW00CjX5PjuXTXiWKky4xbDPYOaBHSAQ6mSJRCaFUh2OohzPna4ojjLCOcFWfckFmI1aCERSyNRN3XrOzCYd9MU1V42IRcWMKJGIStyK7ekiqipZ2n6jz1pwKL9AkyU2jPKzrD/no5O858BSmxsO6XTYV1PYV5YcO5WFOx6egTenj0f3zm2YACnpa9isg6mt5eoOrfHQyFuw/9BJ/N/rS1k7DWmWkPYGaYmQKGyZRsvaYyaPH4Hrul2FAXc/w9pkJj1yBzvnngPHYTAaMeD6q5m9cW0xPSVLvt20nZE24x+4DXHRkSAyiIRc7TVL6qoseXvRGtw55AbWykPY3PnIiwyLcq2O5f3a1Edxc/9rQK0zP/26F107pDFx2LrOxMkST38y8PWhigAnS2q5ubsTrsU9ja7lwq8AiDCZ2mE6sjVZmPP3/FB91n2SNyNKct2zP/RJQkEStE/6LUzvYt3ulTiQuStIsuJpeIqATfQ1TmTCT6f34FLBORQbraXwcqkCbRI7soqkRZvn4FKhbyvQqCWHNE3I0tjfTj2e4sjX1w8EDCIl8iPTQ/Yw5FwjFImgLS1z+wy0Xq5SOk2U2LvZiKThkKji3N5bW/BPjWsbR21AmPyM23GrLmwd3hYXys+h1OiYfCGiZHbaUrRQ+rY9K1jIEq+BbBfI1t5h+9Ki159mYqQ1kSUmswUznrofVLnx3CuLmBAqjT7XdULGjgMVoq5bf9+HF9/6iDnLkCOOTCpBr+4dWOXG8tU/gMgFGtSGM/CGrnh58oOsmmT/4ZOY9tpS5r5je52IBnJ8qSvmoWNnMGLcy6irsoSICXLLGTnR16aOAAAgAElEQVSsehsOVWm8t/QrbNuxH/GxUWjdohlI9HXPxkUsj6pY0NeenPYuq5whAVn6/63b97O5CXFRGDV8AB4eNZj9/esffsWc+auYjgoNwoMwTmqSUOeZVqz5ETv2HMaHbz7L1lWtLKE2KBKI5W04vviu4DEDiYDTZIkAFljQsD45txEmM06vafCWuYNTx7LndMPpZYF8XoNqb4sZ0F9Q8IqSGm6FyJI2TTriwJldXCDWS09tp+QejIDwNQnhKN3+TdPwVKe+laaVCFW4IIlHicgq7Dhvw3QUlvmussRRjvx1joA/EAh1gVeRRAKRWAT9f2+aXMWMyBZqvRGJxU4vNZYXwKgtgEAoBgm8uqpXYr+RtjCzRgthsgymyhKZJNfpvOqaGCYOd4ooIZvgaS3n+pwooVzrM1niyaXl5hdBIhEjIry6Do7RZEJefjEjD6oO22sx0epqLTc0t6ikjLX2xESpKzm91BXTk3NQC41QKKjYa8ln6/Hrrr8qrIOdiU2WyMUlmkoCr7Z1VL1Dzjg1YeWrMzmTM5/DEQhGBGokSwQGAUQCM0Ry6yeGYpEZYpGJ/X95vhFGkQxmScP4NP2DtmMZUdLQXXLilUm4MWUkPjvyejA+xwHJyVgkgalYEpC9+aYNCwFyJhrT539Yt2cljp3/K+CHX9bvXiayWnVcFsfgrDSRkyUBvyGegD8QyFenwSBR+2Mrn+xBZAm9ITPo9G7Fl6mUCI++4rThKAgJs+qKz0MolkOiiodA4L6+F6tQIbKklkGtOCnxnzhKyWuvU0XJu+3W+MQmuKYkOVnitasLykBU0fLMywuR3joZ5To9du49wlxoru0aupVsQQk0T4oj4AQCNVeWmP+/RYzdv2FUVSISmiGXGgC9AaUmFZmqOxE+9KeQyGn3iJbI0RczwdeGOsglZ0jLsfjqOG/DsT0DunO8qqShfj/489w2okQuVSLjyIagEN0d1bor6E9NgwiTWdvXIDPnpD9h4ntxBPyKgF4cjoII37Za+PpARHZYzGa3K0vkYSqERTln/WtzsBGKFR613tgwMRvKoS+9WCdECRE/Q6085msYK+KnKNLwXrq1ncPXg5MlvkY4sPGpRYaseXPyiqAOU6Jz+1Zo0ig2sEnx3TkCDRQBp9twbPgQaWIyNwyixP6ZIOFXGg3VUriBfn/UemzWgnNeyWHhCPgcgUhVNNMCIStnraEcq7d/6PM9HW3QIyEZ/9dtUK3TPvh7Fzb8c8BRGP46RyAkESCtkgJ1GixC59tPgvGgZPUrFIvddsIRigC5QgSqUBHLwiCSSGs8pklXwlpvqBpEFpHkUUWJbQNbO09duAbCEWdS8kz0jx3q8+vmZInPIeYbcAQ4AhwBhoDLZAnHrWYEktRtcLksCzqThkPUABAwa4Uw5MgbwEn5EYMJAblEwQgTd0aPVn0rxFfdWW+/hsRVyb63tnFZU4KxWz/zdBu+niMQdAiQTkmJslnIEyW+AJbcdaQKKSRia9s2VZOQ643F/F9LtzwKYkV1vQhXc7EXia1rLWmXpDZa4mp4j+aTbsmyDhs9iuHMYk6WOIMSn8MR4AhwBDxHgJMlnmPIIgxIHolujQdWECb5BX9i44WfvRSdhwkmBCxGAQzZMlhMDa/CKpjugefiGgLedCiyF3ndeekMc6QhgiS7vARk66uSSHGktAync2p2q3Atcz6bIxA4BKiKxCIUwSSUoUyRCNN/VaaByyj4d5ZILJDKDBCAerqvDFZV4mE1DhElZD1sMTmns9Kq8ft+B+zzTr/71DaYDsTJEr9fK9+QI8ARaKAIcLLEixdvI0wo5PpTS3EoZ7sXo/NQwYKA/pIcFgMnSoLlPngeziFAbjrDuo9GYVkes/Z1t0KFdnuk3XWIV4ZjyZEdjCDhgyNQXxHQS8JRoA5+bZKw6EiQO42mqMQjK2Bv3aNEJoZcdqWqhHTu5JHJHoVnuiell50mSgJRWUIHnJ22DO3Da9Z08ggAu8WcLPEWkjwOR4AjwBGoGwFOlnj5CXm8y5uIkMVi2cEXka3J8nL00A+XpE7DgORRzFUnFFuWePtN6D+DDfUEtsoSOj9ZOpOzjrvjtpT2+O7MIXeXV1oXqYxGo6imQeHy45UD8SD1DoHcyA5BW1FCrS9ElNjb92rLNCjNL3T5HkjDhCxFvTVUkWEQmgtZGw5VlFBlibvDqC2CSVdU0dLjTByZOAdJcV84M9WrczhZ4lU4eTCOAEeAIxBQBPxLlpAqZj130enW+EZGBizcNxlFutyAXi7f3LsI0ONryOZVJd5FlUfzFwJUVQILcCBzV1A41ZDLDxE4bZp0ZBCs2/0JDmT+4S84+D4hgAA5zohNGggtVg2MQI1SRSLKlE0CtT3bV6kOh1AsqpSDmIRVpTXb15eXlKKssDigOQtFIkTEKGHQ5EBgMkEW28rtfHTF55yuKLFtEh22GzHhu93e092F01LnokdUP3eXO7WOV5Y4BROfxBHgCHAEPEbAb2SJwGyC0KiDSVq/HUTilUkY2/FlrD48G2dKuHWmx09okATgRInvL4IqDGgUavJ9v1kD24GEYYmUIKLEk0F6JDS81XozqNOd6NG6L4up1Wuw6+S2oLBG9gQjvtZ7CBBJQUSJUnvZe0HdiKSTRqIw3P03+m5sWWkJVY9ExLtuG1qUnQuDzjltD09zrG19RHwMLEVnYDHqIG10FQRkoePG0BZmkmKs0yupBSc5/mOIhP4/vz8ccThZUvOj8OdfJxARrkLLlCY4k3UR2XmFuKZzW5hMZuj0BigVVmfLqmPXvr+REBuFlKTGTj9jfCJHgCPQMBAQNF86wuLzag+LGZKyIlhEYhj/+2W7PsP74jWLsfHoG9hdfLo+H7PBnI0JuubKuE6JD2/c9qZ53e6VHr+h92GaDTo0ESWjWnfFvIPbvIqDfXvQpcJzTE+FD45AMCEQaLIkIi4GEnnNb/LqwsnddhxvYh8eGw2RPg+mslyII5tB9B8p7soeMuEpmDXHUVLe1ullCRE/Q6085vR8b058t90atFCmeTNktVj1nSzpd9dTuJxTwM4dHRmOAb27YvL4e6BU1O1COGHqPHRom4rHRt+KT9ZuQsaOA1g+dwp27j2Ch599E9u/fR+REWHV8Bz95GwM6tsd994+wKf3xoNzBDgCoYeAoMXCoRaTTOW7zP8jSoRmIywCIfThMS7vpRTJoBLJkKN3r6Q0TqpGmUkHjUnn8t7uLEiWx7F8j5Sdc2c5XxMABIyFEkAACKVmQGjt2SaSxKwTwVwmDkBGDW9LsrbNzDkJesPMR/AgYCNJBjRLw6oTe9kfb49Jg2ciUhXDiDIizPjgCAQTAhp5AkpU7utteHIW0hGJaer+p925Zy94sr3Ha6l9SCbSwlh8AQKRFNIE5wkP2+Zx0gWQC0/jUmF/pwiTQBIlKlE4lrbfyN1wPHxyiCy5/86b0P/6Lsg6n43pbyzDdV2vwitTxtYZuTaypLSsHP+eu4y0ls0gFlWvbuJkiYcXxpdzBOoxAoKWb4+wGCJ96+wh0pVBrNMwGA0KNcwS1z4huTvhWnSPSMWzJz516SqIZBnRdBBahafi08w1OFLK34S5BGADmqy/oIDFJGhAJ+ZHbQgIkC6Iu+QTVXyQg06qTIgUvfVn59wD27Dl3HGvQ2dz6tl1Yit+PPCV1+PzgBwBTxAoUTaDRtHIkxBurxVJJIhqFOf2+oJLOTAZDG6v93Qhic9KBFoYC8+yUKLwBIjDncdSLd6ECPGmijRKtSnIL+kOnbE6JmrFUUSH74ZEFDiHrpGJ4zAqcbynsDlcHwyVJWcvlWLf3zks105tYtE80dqm6Y1BZMmkR+7EbQN7snAfr92Ej9f8iK1r52LKq4uxY89h5BeWILV5IiY8OBw39enG5tVGlpz+9wKmzl6CVQunQyQSMgLmlXmfYPuew2jeNAE5eUVsP6osWbs+A1nnsvHMuLtZzIvZ+Zg0fT6WvfMcwlQKjHx8Fnr36IDNGXtw7mIuht/cC7feeB3eXrwGR45n4taB12HiQ7fXWMHiDWx4DI4AR8C/CAjazb3fopGbYJF6TwG9piOINUWAUASjvHr5W11H7hOVjieTbsLh0rN48fRal9G5p+kg/JT9B/L11nI+PmpGgFxq2sf1Yi/KxUrm6LP8rxeDHi7Kk0R191z8ySNBXd3Z+q2l4+pFkhgo/4TfVdSCbz5plbhrEdymSQeM6PkYO1SMsYARJq/s+RG7Lmf65KBj+vyP6dXw584n8PKgbiJgFohAbjgWYWAqDN3VK7EdN9BkSWRCHKDLg6nkiu6Ms4RJVaLE/goNpnAYTeqKL0nFOV7VJ2msaIJwsRonSo46/eTESxNBLThhYu+RBrVtHmiyJLdQiyVrj8BmniQQAA/f0Q5x0Qqn8aprYlWyZNbcT3Dw79P4csnL+Ozrn9AypSliItXI2HkAcz9cix3fLUCEWlUrWUIkxt2PvYSDW5axbW97YCqiI9V45N4hkErEmPb6UowdOZiRJQs//hbHTv2L92ZNZHOzzl/GzfdOwY7vFzA9lPQ+Y9C6RVOMu38o1SDj6ZcWsvagZ8fdjaQmCSzWEw8Ox+239PYKFjwIR4AjEFgEBCO/H2sp1ppxslQPndmHhIkbTjjJiji83Xo0Q2jGqTX1uq2FWnf6RqfjowsZAXkiktRtcG/6lEp7/5y5ipEQwTpkIiUGJI9Eh/he+O3sOvx+7lu3U9Vf4i43NvBIaHXSkFlYsW1eULimuH2pfKFHCFBVyriBL1x5M2LWY+fhdfj+2C8exeWLOQKhhECgnXA8bcPJO3fRJTtgkcgMs5kshD2vtCQ3nOjEBBgKs2DWVP7ASiBVsQoToaz6B2giSw5iZGsgEwZG941Ijw+u/gRiswqT/hqDM+WOq+loDVkGJ8gS/fJ4B5os2XHgEjJ2n6901j7dm+C6Ts5XDTkiS7p2SEPbVs1x6NgZbMrYjfmvTES/Xl2YWOvx01k4dioL2bmFmL/8a3yx+EVclZbiFFly8Mhp3D9xNtZ/MqdC0NW+DccZsuTT96eh81VW0ed7HnsZgwf0wP133cT+/ubC1cgrLMZrUx/1y7PAN+EIcAR8iwAjS2gLrcmCIwU63xImbpzlg7ZjES+NwOjDC/ymOeJGmm4vocqIXk2HYlBUKyQasgN2TiIenu6+oNI59lzcjJ8zP3f7bP5aSPgRjhtOWz8xcGcYsmVMn4QPKwJj+kxCYVke1u3h+hEN9ZmgqpTnh79V6fjHzh/E6u0fNlRI+LkbGALlshgUh7UI+Kljm7n3BtxsNiP//CWX8pfJDCDCpLxc6jFhQi04MoUM+stHgSr2z0JpGITKKNB/BWJpRY4mTT4ahy+CTJLrUt7emEx6I480m4z+sUOREClHbrEORfpivJs5HbsKaxe2TlGkYVrLeX4jSuisgSZLjpzKx7dbz1SCffANyeiY5rouYU13R5UlVPnRIqkxEhvFYuANXdGudTLKNFqMm/IOI0r69eqMxvExWPLZeny+cDo6tEt1iiz5YcsuzJq7Ens2LqrY2hOy5KGnXscN13XCA/+RJQtXrMOJf85h3swnvPFY8hgcAY5AgBGoIEvOlhlwtsxYdzomQECfOEh8WIFSJYPBsV0wJK4Lxh9dGmCofLP9413eZG/0FeZyKAt2uKzL4q2siCwZ0nIsy4XacL489h6yNdYe41AYVBmTVey+8r2pTARjvmtaOqGAi7s5Dup0B9OreG3dZLdCTO52K6LFAta2UWb0v3WjW0nzRZUQiFRFY9LgWdVQmbd+Ord35s9KvUcgkKKuVcEl0kGucr1VVFNUAk2x8/odAoEFKpVVCJ/aKwwGMfR6+hDB9SoTEnZVRoTDWHSeOeHYBom8iiMSIZRH1PoMCVAOqfEgBLozCFNmQaHwj3V0+/CurDqEWkqILLlUoK3I8VDJHuwq2FZRZSIWCdFU2QTd1H3ROewGv38/BJos0epMWLHuKPKLrM9LlFqGB4e3hVzmnQ+dqrbh2ADe8ts+TJz+XkVLDH2d2mJcIUuIaKFqECJLbO469mTJ4pXf48CRU/jgtafYtjW14dhXlpDLzvXXdOBkid+/C/iGHAH/IMDIklPFemRrTf7ZMUR2oRagzHKrcJUvxx1pTyJBlYR9FzbidP5etx1/fJmjo9gkpOsvpyFHuXjyuv6CHBaTb8WOPcnPn2uJKKE3yxlHfnB52+S4VpjUqS9m//45ssud/0Xd5Y34Ap8iYK9ZYr/RgTO7eMWRT5HnwQOJgFYaiVJlEkyi4CHPqZ0lslEchELX/n0qys6FQeccWU3tPhHxsRAKjDBqC2A2WokCAXSIUu1BTnFvRqBotRKH5ImNKKEqEZuwK4slkkISk1qpkqSuuzaWXGJaJwr5JcTHbYdEUurTR4NaaZZ12AipWIgwhRj5JXVjp5CJEK6QwGQ2o0RjhN5o9ml+9sEDTZbYcikovkKWePPwtZElu/78G2OfeQNfL5uFRnHR2LBlF159d6VLZAnlee2QCUyfZNTwATh09B88P/vDCoHX3fuPsQqVr5bOZGKwS1dtwJrvtlXSLOFkiTdvm8fiCAQ3AoJeq++3OKwoCe4z+CS7mal3YUPhP/gj70+fxLcFpUqOIp3/y029eShyK9pWcCQkiR57HExlYhjzr5QDexOjUItFuiUkDOqOOCgRLbqScziax92nQu3e7fMd1m00OqX0qPEIGUc2uEWkhTIePPeGgUBRWAq0stigOyy54kTEx7hEmFAbTlF2nkM3HBtRIpYSEWIdJn0ZDJocwGKGUKCD2WIlj4gwMVnCoCs3VdNCITFaqiaRyGQwaotgLM+DQFtqXSQQQRrX2mmixJaHoSAL5vICiMWlaNJ4k08JE2qneS99DVRyMURCAYo1zrkIyaUiqOTWigp/kSbBQpb46hulNrLEbCZB1QX46VerhX2/np2xdft+rP5gBtq3bYEnp73L/vvofbdi5ZebsW37fiyfOwV/n8jEXY9aBV7JOnjVN1sYyUKDxFqLSsrw8KghGDW8PwxGEybNmI+MHQfY6+S0syljj/Nkycff4tSZc3jnpQm+gofH5QhwBPyIgKDF8lEWk/+6avx4NM+2eq7dJOSKo5hw6MmC/Z4Fq+er46RqELk04/RaTpjU87vmx2sYCNhEfus67a4T20CkiTuEWsNAkZ8yFBEwCaXIjeoYlKm7Q5jQQUoLiqAtLavxTDKVAlQJIhJXd/sxG3XQl1QW8bQFEYrlEEjUEFIFjkAIgVAAAUwwG7SsMsVitrZ1C3QawGxy2TLYto9ZVwpDnlXolQiT5CTfWYv3j7kNk1JmITJMAq3eDK3etYprqkgJV1px9DVpUt/JEkffgLn5RazqIyrCfechTbkWJaXlSIiLqnG7vIJi1qajkPMP0RzdB3+dI1CfERA0XzaKUyX1+Yb9dDYiS5IV8Vifsw/rc/dVa8shQqXMpAuJdh2zVghjsQQWLvjqp6eHbxNMCJCw65i+k0BuOI6GVq/BgcxdzDVJqy9n04k8uVTIq4ocYcdfD14EsqM6B8wq2BEqVAVC1RuK8OouMrWtrUu7hFp81LHRsK8qsY9jqxBxlFetrxu0EBgNkDa6CgKhe3oWhtzTMOutLTjxcb9DHe4bl5zZaUvRPrxbhbiryU2HSH+QJg2dLHH7eeQLOQIcAY6AiwhwssRFwPj0mhEgC9+7otsh1mS1BzxTnl2JGEkPaxYwpx9374zcri0Ga4+4IVvubhi+jiMQMgi4QpTUdSjephMyV84TrQGBAnUb6CXuf2Lta1Aj4mIgkbumqVKSXwBdmZXQrDqIgAmLiYJMUf3fOYvZAH3JxYpKEZfPptdCCAGkCW1dXmpbYC8S68vqkqXtN6KRPLGauKu7ifuSNOFkibu3wtdxBDgCHAHXEOBkiWt48dm1INCt8Y24JelOtNOehBjVRc625R/B+2c3hSx+urOuOxGE7GF54g0aARL27dGqH3q07usRDos2z+EVJh4hyBcHCoHcyA5BJfBqjwPpgpAQq6vDZDSi4GJ2rcuIMCER2ZracQxl2TD9V9nh6r4CbRmEsjBIolNcXVox31SaA2PxhYq/pyR/DpHQOeFaVzalNpznWr3qlLirK3F9QZpwssSVG+BzOQIcAY6A+wi4T5bQ+2HXhNndz5KvDHoEqLKkW+OBzAI5TftPNcLkmRMr/eIu5ApQJK6rNWqgM2kcLtOdUwAW1+0THQbmEzgCQYoAuRqN6Pko5FLXicLCsjzM2zAjSE/G0+II1I1AMLfhqCLVLrXg2J/UkTsO6ZeER1fXb/CkFYc0S4RSlUdkSVX7YRJ6VSguef0xVonC8f21u1wSd3UlCW+SJpwscQV5PpcjwBHgCLiPgNtkiVAjhIBU0RVmTpq4j3+9WTk4dSw6xPdi5yHCpKXuX8gsV5Tk7zj4Tkif1ZAtg5lrmIT0HfLkXUeAhF4jVTEo1OQhUhnDdEzIUjg5vnWdwY6dP4jV2z90fUO+giMQYAT04nAURLQJcBa1bx+ZEFervoijpOsSerWtjWocX626hDnjlF12FL7m1/XlEAolzAnH3WEozIJZY23xpdGsyfeQyfLdDVfnuo+7f4NEcSuXxV1dScYbpAknS1xBnM/lCHAEOALuI+A2WSIqEkFoFMAisMAitcAiuaITGydTY0zyDfji8s6gqyZwHyq+sjYEZCIlHu/yJuTiyp9AxxgLEGkqZtbIzxx5P6QBNBZJYCq+YqsY0ofhyXMEPETAUdUJib6u2221ZeSDIxBKCOSr02CQqIM25ajGCRCJ3RNKLS8pRVlhcZ1nC4+NrqZd4kllCfTlEJiMkCW65zBkMZugv3wUsFxxpvFVGw4B82G3lWgq6Ah3xV1deXA8IU04WeIK0nwuR4AjwBFwHwFB8w9HWeDiv7sCgwDi4toXKcUyPNCqN8wyc0jrVLgPa8NamaROQ/u4XowUodYW+pOgSqogT6jVZe6e0PabtxgF0F+S81achvVo89PWgQBVnZBrDlWeVB2Z2SexImMex48jEFIIGERK5EemB0XOUoUcRv2V6kyBUAixVAxVZASEQvd6oOtyxbEdmmyEyW3Hfhg0eTDpitzCRaAtBSwWiCObQaSMdjmGSZMPY+HZinW+FHilTb7rtRUCbfWfaS4n7sICd0gTTpa4ADCfyhHgCHAEPEBA0GLefRZTeHVBzlpjmsGIEoHJsX7D/a16Y4vmEDK1OR6kyJeGIgJUbUKir9c3G8bSf2f3BKe0QYLxrESUUBuOxeTeL6jBeCaeE0fAGwhQS86Ino9VC0XWwSTwygdHIFQQIKKkQJ0WFJbB7oq4OsK6JL8QurK6Nbpq0kTRFWW554ZjMYMEXmkIRFJI4lq7ZB9sMephyDsNi+mKmGtszG5ERhx1dFS3X/+x1x8waAPjfmcjTURCIUrKDSjXXammqXogTpa4fcV8IUeAI8ARcAkBQcs37rdQBYgpzAnCpBaixCK0wCK2wPJfsYmAQpkECIMc83uOAYl75ujrLv10KWs+OWQQoKqTO9Im4qvj85FVfMzlvOOkaqSrmiGj4IjLa721gCpKbBbC3orJ43AE6gsCY/pMQnJ8q4rjiCwmJOvP4ZnNHyC7vKS+HJOfo54iYBJKUS6LhUaeEBRECcHsjjWwM9eTd+4iLJYrLdM1rQmLjoRcdaWl1qQrgUHj5gdeei0EpivVMVBEQBqZBIHA8QcPNRElVFXSrOn3PnHCISyujuqON9M/QpnW6AycPpvjDGnCyRKfwV8t8D9ZF5GbV4TunV3XMjqTdRHZeYW4prP71tk1ndRgNMFkMkEuk7oExJ9/nUBEuAotU5q4tM7bk4tKyrBjz2EM6tsd5MTFB0cgmBFgZAklaBZbYFaaK2mP2Ccu1AnARF3NVx5qIklojVlW8z++8SI1JiTfhHipGmsu7cS2gr9rxUIpkkFj0gUzVg5zo/aTXk2HIluThT0Xf3I4n09wjMCDiX0wJK4L5mdtChhhYioRw1jo2j9Ijk/mnxnUKlGo8Y0Qnn9OwHcJdgSoumRYt9HQGspZqp0kGsQaC/Hz2eOYd3BbsKfP82ugCJgFIpQpmkAnjQwqm2ChSIToxASv34q2TIPS/EKHce0FZC1mA/QlF61VJRYz4ATJUbGB2QRywrENi0wJCEXWChNFDIQSRa25mMoLYSq+WKmihIgScsGRSEodnsHdCYu6rkSqtLNPxV1dya0u0qS+kyX97noKkx65E7cN7FkB2Q9b/sCc+Z/it3XzXYHR5blTXl2Mh0cNRquUpmztii/+H3tXAmdj9b+f+95l7p2ZO/vCYIx17FGSQllaVAolZUlFiZKopGgRRUpRljak+hdZSkIo0ULCTyRZIrKbGWP2mbu97//zPdcdd2bu8t79zjjn8/Ep7jnf8z3PeYd7n/v9Ps86/LpjL+bPGOdxrE+XrcfmrbuxcOZ4j9e6WjBn4dfY+Ov/8PXCVz2K+/iEWWjTvBEevf8Ol+tOnsnG2x8sxRsvjoBK6aFWg4yM9h08hv6PTsKejQsCEl9GCnwKR0A2AuVkiW0FkSZUJQIbJyIBglFRgSShuZJSgllvgRy9E9sH3ixjPjbl/l2hyiRDl4wOsY3Y9k8f+r9qTZhQ68lTHeays/xw7AtOmMh+DB1PzNAmY3Lj/ohSRrAJLx1ein3FJ32MKn85td+YC9QQi1XyF4XZTK1aV/4hNsxS4+nUUASiVBp0rNUAA5u2x8aTB/HFoZ2yT9q15W3YfXQbJ/hkI8Yn+oIAVZVciGkWVmQJaZXEJHmu7eEKB4vZjPys8xAtzts6aL19+08FooReNBuZ9gjU1n+PXY7KRIlGBygr/jsqqCOhVEdBYffnksUMi7EQoqnESrRcrILRRx9GQvyegBIlA9JGYGyLscjKL7Nt6+6UQXvdEWlyOZIlazZuw+uzPw84WdKy64P4eGDIgl4AACAASURBVOZz5ZUk4UiWZOXkobCoGI0yPKsQkUuW7P/nP/R75GXs/n4+1Gr/vwfmZEnQ/vrgG/kBgSpkiZyYVFFijrV4ZBk8PuNOdIht7DL8iP3zq327ztir55YLm/5yYiUjTAwW1z3CcjC/3OZUJkqIaBu5f0HQYLCUKmE+r+GCrkFDnG9UExF4pMV1OFdaiFVH97o9Xp8O96NZWhvMWvMSJ/jcosUn+AsBIkyKU9ui1CiBqjpI3FSlVpfb84qiyIgGi8muncRfmzuIExEVCX1CnN92kEuUUCl8bEoS4zQshiKYyy5Z9bJkzEYoTAZISrWVMHFWOn9xnu0AkqAEqKrEwyGIxUiM3oaoyBMBJUkoLSJKBtUZiZRYLc7llXmYafCm25MmKmXoWxcs+/6Ecc1KBoCmZy8o21zpNzAcVZbYkyWLlq7DkWOnMeXZoeV7zvvkGxgMRowdfg8GPDYFndq3YtUXh/49iTtuvg4vjX0AkboIWCwiFi5Zi8UrN6KwqBQ9ulyJ50cNQmxMFKumWLB4LerWTkZcTDT63tYFZWVGrP7hN1zRohFWbdiKZo3TMWpo3/LWms+Wb8DHX36Hc9kXkBCnx4A+PTDygd6svcS+siQvvwgjn5+Jw0dPsZxbZmbg+ScGIbNRPfZ7yvn6jm2wYfMOnDyTg763dsYdN12Htz5YCiIX6Ayjh96FuNhoEBbUUvPS2CFs7a69hzDzw+U4cPg46tZOwv39bsZdt11f5T7syRJX+RBRQoRJ8yb1QRo6E54cjDbNG2Lpqk34ZNl6FBaVsPgD+vZAreQEdqaJr8/Hc08MBOFBZM6c1550el5XZMnxU1kYN/m9Krl/OnsCq0JxdneUw3NTP0Svm67F4q83svXDBtyG/nd2Y/9PLYjO8vfbg8sD1UgEvCJLzDEWp+06zlAi7Yn3mz/sEsSaQJbcmDGAOcPYbHTJCWbFwXdxvOBgjXyAAnGo/qnXstYbW0UJ7bHw1GasydkViO2qxBSNAkznQiPwFpQD8k04AkFEgAiThrFJrMJk7/nTVXbuUTeTVaGcSLoOm/etweZ9a4OYHd+KIwAY1XqUpl2F6PhYBgcRDKWFxYwgEUUJkii6rcrwF47+FHel1htywHFXUQJIiIwWoVIpIZqdkAUX9UcktRZQqV0f12SAgipR6AOKg6oSuVg1TP0wYPokthxa6dtjWuYCaDVKREYokVt4SUxWbp7BnkekSVKsjAqfACYmHj+G4pFDAPGi3qEgIGruIggZDf2yK5El9EG9eeP65fEOHjmO3fsOs8qSvQeO4r4Rr+C7z6cjvU4qikvK0OG2EXh/+lPock0bUHVIq8wGGDbwdmSfz8Osj5ZjwuhB6HtrFyxbvRlvzF2CcY/dh9opCXhn/gqk1UrEu1NG45+jJ9HnoRfw7OMD0KJJfdRKScDGX3bhzfeW4KH7bkXnDq3x3Y+/M/Ji+UevsNw2/LST/ezUS0vGiVNZeOKFdzFv2ljccO0VFcgS0un4+rtfcGWrJtBo1Fi4eC1ID8UWh3Ju2rAuRgzpTT85eGrSPETqtHhmRH92xonT52PUQ30ZSWFPwhw/dQ63DhrP/vyu27rg2ImzDKdXnnmoyl3YkyWu8qE8X5i+gLUe0dmaNqqHX7fvxaQZi1jcBum18N6n3yBWH80Iq737/8V9IycjNTked992PbTaCPTrdYPT87oiS0rLjPj70DHr38UWEc9N/QCNM+rg/elPY8Xan5zenS2H7p3aMYLkxOlsvPbOZ9j67Vym00IEk7P8/fLQ8iA1FgGPyRJWVRLvupTTGVqj6t2CbgnObfleOrIU+4qC12YRqFut7ARDFSa/nvwmUNvVmLikW/NW08FI0VjfsNpGscUAItKCpWljPK3lzjc15qniBwkHBBZ0H4TUSD2KTAYUmy59GKE/s4192saY+cMskJMOHxyBYCMgNu4EKTqJkQslBaETJvZFs4SqYIrzChi5Q7bD7kkSKhCRoNMZIQiuhV+pLUbSaOXrllwkTCRtlPw1lS69buLX0Gms38IHajxcbxx6pw5GlNbaahBqcVe55wx1G45x6WcwfPxBhXQjHnoUmv73yz2Cy3lElqSlJqF+3Uv6Pf+dPIf/Tp4tb8Oh6gciL0jbZMWanzF30df4fslbUCoFRpb835yJaNfKKj5OH5oLi0vx+oThrIKDqkNefuoB9toPv/wPT744G1tXzWXVJe7acEi0tdeQ58vnU4wjx07h70P/ITs3Dx8v+Q4PD+qFB+65pQKpQfOICPhz/xEcO36GET5ESuzbvIjlUTnnex99Bbff2BFD7rmFvf7mvCU4n1fAzmBPlpB+yZerfsTPX7/rViy1chuOs3wcteEMHvUau4/Bd9/E8qE502Z/gd9Wz8X+Q/8xsmT72vcRFXnpy0Zn8eW24RAhs+zbzVgxfzLiY/Uu745II8rhr00fl+PQpc8TmPzsUHS7rh1c5R8IXRa//CDwIGGBgMdkiUUrQoyS4Zzj4HgdYhphfANiTB2PYFYPBAN9coIZ1PI5HMrdxdxg+HCPwIymg9FAl1Jh4tHSLDxz6P/cL/bDDLFMgCmbV5X4AUoegiNQAQGqIHmk5XWIdqJ5QGTJy9+8yFtw+HMTEgSkhHrIj2oIQ0no22btRVY9AcNTokepViMuJQ7GonMVxFSr7Gm56A5TSXfEbW6mMoAqUbwcSTG/ID5qj5er3S+LUuoxv/V3iFbpkaDXoMRgCRtxV3fZh5osMW/+HqXTrZUVtqEd+zzUN9/uLnVZr7trw6EgRDRMffdz/PrNbFZl0ufWLoygoFGZeFjyzY+MxFi/+E3QB+inHu3PqkxonDl3Hjfe+zS+WjCFtcS4I0uoxaRbvzHYuOxt1oLy+pwvWOsJVTTUr1cLazduw/1338wqUexJDWoTeWjs69BHR+Lqts1gMJrw7YatTsmSoWOn44br2pafad6ilaylaNbkURXikiAtjekTH3WLrT1Z4iofR2QJ4UaVLsmJFdsEKR/CsDJR4Sq+HLJky46/MHzcDCx5/2W0btaAnc3V3RmNpio53DZ4PEY9dBdu63ENW+ss/6SEil/SugWST7isEPCcLIm0QNS5/gbCGYIto+ticqP+TgEOti5FMG66dXInNE24kpMlMsHuFt8Co9J7Vpi9Pf8wph9bJTOCb9NMuZpqLejq2+n5an8jQG5EZKu7+9jv/g5dLeOl6PSYdu2drMqk8vhD1wIvLhtdLc/Fk67+CFArDom9hsOIiNJBnxDvUSpUVXLh9Dm31sCVg8amJEKlFi653lSeQCKrRHpQO42nw1MHnUrxU2N/QEzkAU93lTWfiJKpmfPRMNJ656lx2rAUd3V2mFCTJSgqRPGY4RBPnWApKmrXQfS784Hoqn+3y7qQSpPkkCUlpQbccNeT6NOzE774eiO2fDOH6XnQqEyWvPjGQpw4nYVFs55D36EvoFOH1nhmxL1s7m879+HhZ97EpuWzkJIUx9YuePtZdLyyBXu9ssCrPVmiVqlwfd/RzO3GZg88YvxbuKZdiypkyfS5i1k1xoK3nmXVL3v+PoKBj01xSpZQTtRSZCOAnJElM97/Ej//tgerPpnqFmp7ssRVPqR9cvfDL2HXho8QobG23VElT+9bOjE9lMrD1gJjX9XhKr47suT02Rz0fugF1irV/46u5du5urtz2bkuyRJX+bsFjk+4rBHwiCwRtSIsXlaVEMrkfPNWU9clejWtuuSyfrq8PPynrR7HsdIsUPsNjSxjAT4+vdnLaJ4tM57VQjIJni2qgbPjohIQF5mIY9n/1MDTBedIRJT0bNcPK7d/xqsl7CBvEJOI2dffU+ESzBAw6+gxrlcSnEeT7+IEgSJdGkq0qZAE/7s/eAp6ZIyeic3KHaYyAwpycj0mS6IT4qCNioTFUAhTSXbF7YgoIVca0ihRaeSm4rd56UlLEKHO8Vs8+0ApmjQsaPMd+yOloEBSTERYi7tWBiHkZMnFhMTT1rZJIc1qs+uvIYcsob3oAzlVb5A+hr1GBxEek555ELf36Ihfft/L9DeeHtEf9/XuDmpb+eq7nzHrlVFITU7Aq7M+xZmsXCz7cBJr36CKjqvbNcPDA3uhpKSMVbDYWwfbkyVUqXBtr8fw6vhhuPmGq7Fzz0E8M/k9PPZA7ypkydyPv8amrbvx3utjYTZbMHfRSpdtOHLJkm3/+xvDnn6Dib3ecXMnnMk6j607/nJIatiTJa7yofaZ9j2HMxKIrIZJHPX/VmxgFTSkx9KiaQZOnc3B8tWbWZWOI7LEVXxXZAlV3Ax5Yiojrl57/pHyRyo6UgcijJzd3V+kY1OpDce+suTD//vWaf7+em55nJqJgGyyxFeihOBz14Zjg3j28fXYfGGfLMTJltiXD9KxEUlomtCO2/zKQrvmTzKe1kGyhF5lPtRIN6vThqVw4NSfoU6lWu7fsUk3VlFSnYgSIsju6/Qolvz6QcCte8dc0Q031sssv9sP922R5ZhTLR8GnnS1QsCkjES+vnFY2Al7SpgwzZILBR61EtnvYcg/Dkm82HJD9r/GUmbf64tIq7eXLygMyEj5JKACr2MyJqNHUm8m7qrVCMgrCo7jkbeY2K8LF7LEH2dxFMMRWbJ24++YNvv/KlgH26oziOigD/C2QWQJOdPk5ln1hwb27YHxowYyN5WS0jJMmDYf3/9stbUnHY7Zr44ut+ElQddJb33M1o4c0hvR0TpGPnz45jNsPgnGdr17DH5cNpMJmpJ7Drno0GhUP42115AjzoP39mQfzjdt+YORDkTIPDHxHVZdQqPLNa0ZkeNMs6QKWfLJNzh89CTenvR4hbgUi9yBSNPENkYMuRNPDL2rCrS0f+vmDTF88B1u8yFSiTRDaJDQ61VtmmLmR8sZOWUb1E5E1To2wV37yhJX5yUB13uGT8KejQvYndgPIpweeHJaldyphYru1NndOcqByBLC4dbu14DadJzlH6jnmMetGQjIIktElQQLWQX7OMjl5N5a15ZHocoBe8cT+/Bfnv0Nq3N2ORX1JHedoWnW0ixfWzQeu/JNkAjr3uwtPp7Qf8s71+2NfENOWOXkv9OFbyRTVgREQ8W/uMM328BlViuuLvKKz4esIiJKpUHxRTeFwJ0yMJG7trwNXVvejkWbZlWryhwiyIgsoXsnR5rdx7YFBiAA1I6zsMcgFp8ccp7/LThtdgE7EA9coxAgO+HzsS3DosKE3HGi4mLLrYzlAO2JdklUXAx0emvrgrn0wiXLYKoqMZOrjQm+iLSC9E481ToBkBC9HYn67XKO6/WcBrpMvNtyKWIi1bCIUrURd6UD13SyRO6lkl3wL7//icXzXqywxNaG0zA9DRERamgjqlZGkRsM2QIT4VF5kAvLhfxCJMbHuBVNpbXkxlNQVMLcddwNajGJi9UzG2N/Dsr5/IUCxMVEMbcducNVPlRhYjSZmJuMbZgtFpzPLUCMPgo6rfuKs0Cc19XduTu3p/m7i8dfr/kIyCJLvLEKdgTd5Eb34GhpNjZd2IdjpZfKPckFpVt8S/RKbof/8nNQcvFDkik5Auty/4SxpARxFmtZbJQQgQ6xjctddVZn7/KpsoRikq5Il3p9MG/XuJDfuC0XctRZ+OfLjDDhI3gImC+oYSmS/49M8DLjO1UHBEbc/DyIaDqWdQiLNr9THVIuz/G+TsPRrM4V5b8nVxo6x7ZDmwJSaUIOOYmRsYwo2X+eO+BUq4flMki2NCIJBdFWUcFQj9jkRKi1nn2wunA2m1kfuxv6pARE6KwirBZjMUzF5yos0an+g0mMg1n0UgDRZCDLHY/aeFTKAlALjlIIrI0v6ZYsafcrE3ctKjXDaPbOvMAdxoF4nZMlVmcZ0guh9hsS8LQflTVLAnEHPCZHgCNweSDgliyRFBLMCb5XlURJWkRGaJBtLHCJrLJYgFBm1Yyo3ygD9Rs1QAMxBreKl7zW7QP4S/xz7NVz8evJlSFrx6FKkjYpnUFtQTTC2W6YiBxy+vnnwh817qdENAgwZXmv3l/jAOEH8hgBrVpnJUyqkd4L6auM6TXF4VmXbPkgIO1Yk667G/mR9ZhdMB8cgXBDgKpLSPDVovSMpPD3OaiyJDbF+r7Ak1FWXIKi3DyXS0ifIT4tFYJgfc/liCzxZE+Hc41lUFhMkMgVh7RP3AwiSsgyWK0Mjn3z4ra/onFyMtMroWKa6jI4WWJth/l1+16mS1K5kuKb9VvQ6epW4C4n1eWJ5nlyBMIXAfdkiVKCOc5HsoRaYOnfYpm6mUKJAGWpdXKHLteibURtdBcdi0ftKzqBl44s8xlhhVnHCIA88xnkGyt+s+JzcBkBiIDo1XgYUqPSQf9PVS4GS+gtDCunTrl1qdcbZeYS/HrS2stY0wZvxalpN8rP4w4BW0WMo3nr/liObf9schfC49epkqXMVMp0XbwdRPLkleR6u5yv4wi4RCBP3xgGjWeuNP6G1JuqElsOuafPQbQ4f/+mjY5CdPylihGHIq8+HkhReon0kEgkln5RpYmDEaPbjwT99qARJVRZsuyqLdVO3JWg42SJjw8mX84R4AhwBGQi4JYsESNEWKK9L00UDAqQ5gk8lIFQ5SmhsCiQmlYL3Vq2Rx9LQ4dHIt2Tpw995rZixR0eCrMWCsna6iOqSgCF92d2t5e714mQCEeixF3eNeX1VCkdx0/y9qeacp/8HPIQyEhuAtJbyUhpWmEBaZjMWvOSvCAezBpz+2QcOLUH63av8GBVxamks8JFiL2Gjy90gwC54xRH1gkpTvG1U6FUefgG6mLG5I5jLC1zmL+gVIJsg5WqS84/ppLzsBjy/XdeswkKsh2uNFRaI3SRWeV/KggGRGuPQqc55b+9ZUQiR5zP22+oduKudDROlsi4YD6FI8AR4Aj4AQG3ZImklkCaJd4OqhIRIz0nHohkURYpERsfhx7tr0V/SxOnKcw5vg6bLvztbYpsHVWWKCTrGxJJMEBSuu/19WlDvjjsELAUqkC/JIvMEqiwOwFPqKYgQG08pBkSitGzbT90bNqtwtZU/eFPwVdqVXqu7wwW09vKEoqh1eiQV8wrS0LxnFSHPSVNJBRG7ys0yUa4MCrd6VGVajUEQQGToaK2BrW3sPcSfujrSKqX5jXURRfyUVZUXGW9I6JEkkSQGw4kz9+vOUqQ3Gy0OAmTMbL8ZUEwIkZ/GHGx+70+kz8XDkgbgRGNR1c7cVfCgJMl/nwSeCyOAEeAI+AcAfdkiSDBHO8lWWIBFBJwsWDD43tQ5SqhVqpxXfcuGGzORAw02JF9BDuz/8WxomxklxUiShUBSZBwRnPB4+oV+4QEEyk9X3yDAxGS2vs3WB4flC8IKQL03tCUEwGJu+CE9B745uGDQGXCpMxYwgRr/UXgUAUL2Su/v2Ga1200RCjR8FdO4YM+z8RfCFgyu0I49RcURd5VChZG1kOJrpbDdIgQIS0RlUYNsuyVRAkKQVGu/5GflVOFRPHmXAl1apXH9HR9YW4eDMUV38tEROlAdsH2FSUU11yWD3PpeU+3cDm/Se05fo3nz2DUgjO/9XdIj0+sduKunCzx55PAY3EEOAIcAdcIuCVLaLkpjqzfgg+lqkAJtWQlS2qXaHDkwD/YmfOvw0R8qoARlRAsOkgKM6CwQBLomxVieoJ/Zr5j8BEwZnGiJPio8x3DGQHSAnmw2xjERSWWp0mEyZItH/osXEuxSSOFdFDIopgPjkAgEJCiEyE27gzh6O9Q5J/1agtnmiX2RImzwP4iS+JSkz2yDbbPh0ReRbPFSuKoVFCpVVVIEpovmg0wFp3xW1WJLQdytIlQe0dUeXph1FKTZTwte9nD9cahd+pg1IrXVjtxV06WyL5mPpEjwBHgCPiMgCyyxFfdEm+zVBYJ0GticEX7dvjfbztgKHPce2uL7y2poxDVF4mSaiSF7i2ofF0FBCzFSphzQ+t2wK+EIxCOCFD1R5mxFHkl59l/iTiJi0pgTj9kJ0wVHSTQ6skgoqRtg444lvWPz6SLJ/vyuZcfAmJ6O0gJ6ayqRDi8xWMARIUSOXFtIAmXND0oCLnTRCfEOSQdbJuU5BeipMA/bi60lzbqUiuL3INQW41kNkBQ61wuYQ44JdmOiRLRAgjef1NGrjbB0iGZmjkfG3NWYeP5VW4hovabgWkjoRQU1VLclZMlbq+YT+AIcAQ4An5DQBZZQruZoyyQtMElE5SFAmonpaGstAz5F1xb4FGOoSJ1/HYbPFDQEfBbVQnrN+OlSEG/QL5hSBCgFpqe7fqV700isKQ94soumTRGiHDhbTMhubLLalOxViakWs3Kzywc3AxFqWfCpeakxijVV9QrUWs1UEe4JtdNZQbkZ/uvnYX0RRLSUj2+P9FigLHgFASVFiptfBXSRDSXstYb0WRt01EIKjZXqY2FQlBDoRAgiRZIFiNEcxnMJPzqoZ5JRsonQXO2IQvgaJUeG3O+wRen33dYZdIj8U4MSBuJ1AirDkxkhBIatYC8ouqnUXe5a5aUGYxQCgLU6opkpsc/KH5Y8L8/DyFWH4XGDUIrBu2Ho/AQHAGOgAMEZJMloSBMVBeUiI7So7iwSPblWSItEHXBIXVSItORVXJcdm58YnghIJkVMJ5x/a2b24wVEoRICySjAMnEhWHd4sUn1BgEqMLkwa5PQqu59K33saxD2H3sdxB5YhskwpqR3JSJufqDKCHSxdOKlhoDOj+IWwTE1MaQaresOM9YwqpL5Iq9ign1IKVf6XYvRxNcOdB4FZA+1MfoERmr93h52YWLbcuSCIWhhBRnIWmjiBmpEEuh1EATncpIEmdDEk0wFp1j5IncEUzNEmqr6ZHYmxEmNP4tOYhiy6XqHmrTsZEktvxjItXVUtyV8q/JZMn9T0xFw/q18cozD1V41NZu/B0vz/gYW76ZjaFPvYE2zRvi2ccHyH0cAzbv8Qmz0KZ5Izx6/x0B24MH5ghwBEKHgEdkCaXJqjd0okMNE4VJAdIO8dsQSUJEAXLUEczyv7WXVQUjKaCQBEiCl+K1ANJjMpFvOI98Q3B6cv2Ga5gF6ly3N/Zmbwk6jmKpkgm78sER4Ah4h0DlChNnUdb9sZxplPDBEQgEApIgQIzVwZISB0TUhlK49A2vJBVBlHIBYyHUR45BYTK7TEFMbgipTmuv0zx/8oxfXHAqJ+ANYULuNpKxFAqzgRElNFhbUcSlLwmomkSjl+e4Q609xsLTsggTar+hNpxgDhJtpRYb0iKRMxJjNCgsMcNo9o8DkJw9/TWnJpMly1Zvxhtzl+DXb2YjQnOJwCNSIiUpHi8/9QCOHj8DnS4CtZIT/AWp13E4WeI1dHwhR6BaIOAxWWI7laSUAPsvJ4hzkABzgvfkgyvEhFIFlCXye2dFlcQsi6uQN0SSiGpAUkJSlvpFxDU2IomlzkkT7575gS3GI06bhM/3TQ8qhpws8e6++CqOgD0CY26fXEEItjI6JAz7+spxHDSOgE8IiFERsKTGsRhilNZpLAWiIQjUPqOEKJ2CRESJ3VDmFEC4UAyhrGKFhBSdBNI5gV2llKcJW8wWXDhzztNlsueTXgqRJmqtPJLfcO5vwGKCXn8YOu1ZZGV3ZntJKjWg1rIKk4jYdNZyI3ewCpPCM5BE16RTnYSvERlxSm5Yv86zaZK4C1pdxV3pXOFAlmw7fwIL//0fg3lIRjt0Tq7vDnJZr+flF6FT71GY/dqT6N6pHVtzIb8QnXs/gUWznsPVbZvhjbmLWdvLXbddjxOns/D6nC+w/Y8D0Eaoce1VLfHq+GHQaNTYtfcQZn64HAcOH0fd2km4v9/NbM3pszmYNvtzbNu1H1e0bIR7enXFLV2vZntRrPQ6qcgvLMLWHfswoE8P/LRtN7bu+Au5eYVoVD8Njz/Ut3y+K7KEzjLy+Zk4fNT6s9AyMwPPPzEImY3qsd8PeGwKhg/uhV9+34v9//zH8tZFaJzm9tnyDfj4y+9wLvsCEuL0LLeRD/SGza5cFsB8EkeAI+ARAl6TJY52IQLFHBcYsoT285QwYW8KFBIkjRJShK2v0fqmQCLXG5Vn4oSukI1QRsJg4XbDHj19AIho6tV4GAg/+v9DubuwN/tXHC84WCFUIPAVDQJMWc7fdHt6Fj6fIxAqBKJUGhSb5ZfH+zPPthkd0afD/U5Dbt63hrve+BPwyzSWsUEqpOjA/H0tCA0gKGJ9RjbQZIktQSJNyN2GPiBFxzvOm/RGjGf/Qmzs30hO3MGWnsvuhMLCxtb3QIISqpjaUEVecrySC4Cp5DwspGHiZCREb0eifrvccAGZNyZjMnok9XYauzqLu9KhQk2WHCzMQafvP4BI35LS+3Mo8PONw9EiJtkv9zn6xXehUqrw9qTHWLzlq3/CO/OXY/OKd6BUCrAnKIaPmwGlUokxj/RDQWExlq/5CS+NfQDnL+Tj1kHjGTly121dcOzEWezedxgvjBmC3g9OQNuWjRl5cvT4WYyb8h42LJmBOrWSMPK5mfh52x7c0rUDI1JaN2uI/f8cQ+MGdZEYF4PNv+3GzA+XYeuquYiNiaqQS+XD5xcW4+vvfsGVrZow8mbh4rX49/gZLP/oFTa1ZdcH2X8H3XUT0molonvnqzDi2RlOc9vw006oVErUS0vGiVNZeOKFdzFv2ljccO0VfsGdB+EIcASqIlCtyBJKnxxyBIP8b0HYmwKFAmKUBhAutfJIggmS0sCfiTBDgFqbOtftg/qxl8T5KMUFe172uz4MadUZT3nuMhBmkPF0OAJI0emRVeof9w1P4STtErICdjZI+JX0SvjgCHiLgKRWwdgskOKJSiiFTCgUGm9TLF+Xc0K+fa2vm7lqzVHjOBKV86FWV9R8sydMNLVaQeGF2w1VlxjyTzhO32RAk/SPfD2az+tJo2RBm++cxqnO4q50qFCTJbMObsHkfRVbK19q2Q1jMjv5fHcU4PufSW5thgAAIABJREFUd2LMS3Pw+5r3EB2lA+mYXNWmKSNEaNiTJYNHvYakhFhMGD0YKUnW6jMacxZ+jS9X/Yifv363QuXFtl1/Y9hTb+CTd55HVKSVgJ00YxF69+yMgX17MLKEKj9se9HrFouIg0eOswqVrJw8zF74Fb784GW0ymzgkiyhtaVlRvy5/wiOHT+DvQeOMvJk3+ZFbF8iS96f/jS6XGNt/XOXG805cuwU/j70H7Jz8/Dxku/w8KBeeOCeW/yCOw/CEeAIVEXAr2QJhTclui7N9PkSLIA6z3P1a1GthKS71PsoKcyQVK6tiH3OlQfwGgHSMelSr0/5+nm7xgWkRceUq4FY7Pnz5PXB+EKOQA1EYFL/uU5PtWjTLG4TXAPvPFhHIqLE1DAVkiawf08rFAlQsvYd38aFs9mwmALvrkJVJfFpqRAEx18eJWvmQiscqXIYi6hBfn5z5Be1hSrZ+2+jy/KOVXTHES1QGMugUhYgI32FbyD6afXERjPRMb67w2jVWdyVDhRqsmT5iX0YvqOiJs3sq+7AoPreP1P2F0UEQ/uew/H6hOFof0Umbrz3aXy98FU0bViXTbMnS6j95rmpH7DWlLq1k/HwoNtZW8341z5gc6dPfLTCM/DV2p/x4hsL0a5Vkwp/3q1TOwwbcBsjS65s3QSPDOrFXi8uKcOI8W8zoqR753aonZKIjz5fjcXzXkSbFo1ckiXUfvPQ2Nehj45k7UMGownfbthagSz5vzkTy3Nxlxu1CFErDrUn1a9XC2s3bsP9d9+Mh+671U8/NTwMR4AjUBkB/5MlcWaH4q/+hF5VoASJyXo67AkTf7fheJoLn+8eAXvChPRMjhcccL/Iwxl+ccTxcE8+nSNQ0xDgZElNu9HwOE+wiBLbaZVCaygU8rXRHKFUVlyCotw8jwEki2DRIq+NmYiS2JQkqOzEL+03jFGtR6xqvcscDGIjZBkf9zhP2wJj7lFIxmLrb6lM86KArH3bj9fB/bTQlXZJdRZ3JXhCTZbkmcpw06aFOFJk1QRqEBWPjd2HIY60cPw0yPnmXHYurm3fCitW/4RVn0wtj1xZJ4QqP0j09ftfdrKKktWfTsOKtT/j59/2VFhHAX76bQ+emfwefls9Fypl1Z/3ymTJxl92gdqCtn47l1kE06CKEDlkyfS5i5kWyYK3nmXtQ3v+PoKBj01xSpa4yu38hQJc33c0Fs4cj2vaNWd5jBj/Fq5p14KTJX565ngYjoAjBPxOljC3nOjAKosrCwUIRvmtOCn6eESoLwqiUUtOhArnyi6gVOH5Gxr+GAUXgUEtxyM9phlWHHwXh3L/CMjmlkIVzHm+l18HJDkelCMQ5gjERSVgzO1TnGbJnXDC/ALDOD1PyRKF0QwFCbdaLr4HUQpWMVilvPcLVnHYOlAovLeUt5jNyM86L5v4sMEfXzsFxtIylOQXunTTIVIlJinBJ6KE9jSKaThnfMbr2zee2+/QFad+vRVVWn+83sTHhR3jumFi41kOo1RncddwIEtsoP5bbCVLGkb535WGKkaoKiM1OR5D7rkFD/bv6ZAseev9pejX6wak10lh1R/9HnmZaYLkFxRj2NNv4KWxQ3DHzZ1wJus8E2m985ZOuLH/0+h7axeMeeRuFnPH7oMwmc24sctVVSpLtv3vbxbnqwVTmPvOmo3b8No7n8kiS+Z+/DU2bd2N914fC7PZgrmLVlZpw7GvLCGNE2e5dWjXHNf2eoyJwN58w9XYuecgI30ee6A3J0t8/LuCL+cIuELA72QJbWaOpRaXwAFPVSUK+iKD3v9IgIJ+0Z8ZyQ64asXJra07oXUdq6iZbfxw9A/8nvUnIAS4bShwMFwWkYkoIcLkz6xfsebIgoCdmREm+eSS5HnFUsCS4oE5AtUEgYzkJriv03BoHTiJHMv6B4s2O/7AUk2Ox9MMIQKmuokQ46PLM7ARIorSi4LGSoG16AgFJVBeuFjpYJcvsxWOj4KZnHRkkSZKCIo6EATvP/yZjSbkZ+XIthCOToiDNsqqn0VkS2lhMQzFJRXWK9VqaKN00OkvYWF/LWTray7JQW39ZyDbXndDlHQ4ZXjN3TSnrxtO76nyWkL8biTEV/1zrzfxcWGPxDsxpkFVIre6i7sSLKGuLPHxamQtp2qRrnc/yRxoNi57u4JN8BMT30Hr5g0xfPAdoP//cYv1yzQiVgb2vREPD7yd/X7R0nV4c96S8v1GDLkTTwy9C3/89Q8mvj4f/520uldF6rSs5adHlysZWUL6KLYYoijhqUlzmY4KDWqBof2WvPcSy8E+l8oHO5OVy16n6hIapE1Czjf2miX2ZAnNcZXbgsVr8fYHS1kscuWhth5yxHnw3ktEkixw+SSOAEdANgIBIUvIgcYSQ24zsvPwz0QLCcAqGZHCbIOVkpVQoV8WQCtEINKkRZvUxtDodPj++P/86ojjn0MEL8qNGQOYDkiZuYQ50USKZcgrOoztBVX7nIOXVdWdxl49F1pVJN7e/nhAHYd4S84l7Ds26YYDp/Ygr6Si7WYonwO+d3gjEBeZgAe7jXFoIzxr9Yv8WQrv6wvb7GzirkSSKLPyHBIicpL3tErFV4ccIkwKcnJdVphQlUhUfCwidL63LpjL8mEuPc+IkrqJFbUkzFI8TGIdGCWrSK5KkYsI4QhyTffBIFb8IkkOlqKhCKbzFd8nhBtRQudw1oZT3cVd6WyXA1ki51m0zSkzGFFQWFJB4NX2GpEu1MISFxPFHGnsB1VymExmJMbHuLXfzcnNZ6008bF6T1Jjc8mqOC5Wj0idPNtvWuMsN9JQKSgqQe0U7wldjw/AF3AELmMEAkKWEJ5EmIha+iVayYowGlSFElWqRYlWgKgusZamXGajdXInJqC648wGnCs+wQiTSMlqpXysNDus0EiJTPe7E46jAxqzIiAZfOtXDyvgeDIcgSAj4MxG+GzeSZDQa5nJf3btQT4a3y6ECJhTYhlJojD5VgnqGWGigUrZwqdTi6KIMvowZjCAbIVtQyEIrEokIirSqUCrpxvbO9Q0qT2HLSeSpMB8C4otHRyGU6AUEjxvOTLmHC7XK1GpikBESYw+vL5koQNPzZyP1vqrq5y9uou70oE4WeLpTwifzxHgCHAEvEMgYGSJLR0iTSTNxQqPi39oa6Gh6o+QDUkBhVkHCJaQWQjf3mgYq+zYceb7gFZMhAzjEG4cqYxAiUW+NbRYJsCU7fu3eyE8co3eOkqlQbH5Ytl9jT5p9T8ctePYSBGtWgdq0aH2nFASJqG0Vq7+N1qzTmChlpy6SbIOJQjpEBTV59tbQ8FJpiOSnrQECqUGOaahsEj+zT9S2gJF2WGGn057DjrdWVlYBntSK317TMt03LpL4q4FxSaYLNX3izJOlgT7ieL7cQQ4ApcrAgEnS1wBawqCc47Li2X6FAKgkKdA78+HhCo7ejV+mIWkqo5fT65kpAkfviGQrIlBt/iW2Fd0AvuKT8oOxqtKZEMVkomtE9Mw7do72d5FJgM2njiIb47uRVZpYUjy4ZvKR4AIk2Z1rkDXlrexRZv3rcXuY9vkB/BxJhElL7S/BaN/We5jJL7cEwRIK0QhhvALERfJGjPryLIiViiioRQ8b1PxBCd/zjUWnYVoKkFa4gZcEB/wqmrEVT6Ryh1IVC/2Z8oBi+XKNri6i7sSaJwsCdijwwNzBDgCHIEKCISULAmGc0443/fQNq8gNSq9PEUSMf3h2GJeZeLlpXWIbYTxGb2xKXcf5pxwbZtYeQvDCau4Hh/hi8DqXiMqJPfDiYOYtWdT+CZcjTMj/RF/69VQzPs6P4pacXVRZizBgdN/sv+u270ioEi926UfGsYm4fnfVmHv+dMB3YsHrx4ImGvHw5IUIyNZJVTK1jLmhccUU3E2LMZC6OPVMKGex0k5a8tRKnKZFXGUcofHMUOx4MmMybgxqbfDrUncNUGvQXa+/MrTUJzB3Z6cLHGHEH+dI8AR4Aj4B4GQkiV0hMuZMCEtjmFXvFLhJqnK5HjBARzK3YW92Vv8c8sBjBKhjAwrcqd/6rUeV5VwYVf/PyB9OtyPMmMp1u3237f5C7oPQmpkRWG1V3esw7Zzx/x/gMs4IlWC0C9/kyUEaWURWGrNeX/DtICiTS1cj7TsxJ4dIkz44AhYEvUwp8lrT1Ep21YbwKiyBJIIjT7Nq5zjVCuhFk5VaN2xicF6FTDIi1I0aXik3jh0jO/udOeaIO5Kh+NkSZAfLr4dR4AjcNkiEHKyhJCXBIm514gR1bd/1NsnKD0mE3dnjmZuL5XHgj0vIavkhLeh/bquQ0wjRCkvaXqQJsiOkpygCK/69SAOgolGAaZz3uuVUIsItYYcLTgf6FQv6/j2ZMm5kkJWVcIrBXx7JJrVaQOy9g2m8CoRJkSmZaQ0ZZUlr68c59shZK4e2LQ96LnZePKgzBV8Wk1FQL5uie8ir8HE0JB/HKoIFZRa78iSaOXPiFevdJpyaWktFJXUgyhq2BxBMCJCk4uoqBNQCsHXlCJdklRNGqKUerTWt3dJktgOVRPEXTlZEsyfKr4XR4AjcLkjEBZkie0SSAwWF+2GLToRkvryIE9SIuuxdhwiTJrEX1n+/1Rl8vm+18OCMHkorSt6JV/JrurLs79h6bnfatTPji9tOB1TM3h1Q4CfBqoO+LLnULbLv/k5rEKAC776Dnog2m3kZkUaJl1b3o5g2goTsckJNrk3VHPnkbuOJTXO7QEVilgohQZu54XDBNFUCrH0IKJjFSiTrvAqpQjhMFI086qsNRjiceZcd5jN0Q7jEmlCjjhxsfu92tfbRQ/XG4feqYM9Wl4TxF05WeLRlfPJHAGOAEfAJwTCiiyxP4lZb2EuOpfjoNaWGzMGoE1KZ9aS8/m+6SGH4fakKzG0TtcaSZQQuMazWkimMPO4Dvmth08CNoHXLw7tBP3io2YgQIRJXGQiVu74rGYciJ+iWiBgqpsIMd7xB3/7A1QnNxyx5CDSYr9AodgLxZaqdrlyLkatOIVaEW9VmFpQ2AhZ2Z3lLGeESUL8Hllz/TFpQNoIDEwb6VGomiDuyskSj66cT+YIcAQ4Aj4hELZkiSXSAlF3eZIlthvtXLc3utTrw8gSIk1COagNp1tCS0w/VjN7/i3FSphzI0IJMd/bBQLkhEMVAZwoqXmPSZ+r78fmfWsCopFS89DiJ/IVAXLpMTarAyjdkePVqwVHq9iDeM0qFFs6oMB8i1cwkYBrgp3bTWlpKk6d6elRrKTE7UGrMBmTMRk9nAi5Okq6poi7crLE+SP5vz8PIVYfhcYN6uDo8TPIOp+Ha9o1h8UiwmA0IVLn+H3etl1/IzUpHg3Sa3v0vFeXyTm5+di19x/cfEN7tymv37wD7a/IRGK8HBFst+FcTigzGKEUBKjVF9sKfAvHV3MEAoJA0MkSSa2EpBIgCQpAQda9pPIqQWERoTCaQZ047I8iRFiiw9N2MCA34STo7Y2GoX5sM0aY5Btygrn1ZbeX8bQWksXdG+jLDpaQH5iqSkhvgotzhvwqApJA24yOzFZ40aZZsggTEp+Ni0oEicN6M8hKmFtOe4NczVgjzwlHwyyDFQqrNkd1GeRaQ4SHt2RJjGo9c72xjVOnb0FpWS2Pjq9SFSEjPbAOV7aEPrtmJeppmqCozAxJxndrNUXclc5f0wVeu98zFueyL7CrTojT48br22PcyHsRqXOtL/f4hFlo07wRHr3/Dny6bD02b92NhTPH47ed+/DwM29iyzdzEBdbtars/iemome3Dhh0140ePe/VZfL2Pw7gobGvY9/mRW5Tbtn1QXz67gRc1aap27m+Thg86jW0ad4Qzz4+wNdQfD1HIGAIBI0skRQKiFEagEgSZ0OSIJSaoDCLTPTVHGMBlAE7e7UIHBuRBCJM4rRJnDAJ8I2RK44pK4ITJgHG2ZPwDWISQVUlr+1cz7UmPAGums19rs+bTGR25fbPcCz7H6fZ2+yHl2z5AHnFuV6dkjSGzpUWckFmr9AL/iIxRgehoNQvG8vTKqmeRIkNICJMLJI8p5/KoNaJmAhBYcXam6oSW7yU5F8Roz/ilztzFoTEXV9vtgB6nRpEghSWmlFcZna5J4m7mi0iSgyWgOYWjOCXA1kypN8t6NHlShw/lYUX31iA69q3wqvjh7mE1xlZUlRciv9OnkNm43pQKat+sOBkySVYg0mWUPWPTheBWsne/Z0VjJ81vgdHIChkiSyixO4uFGUmCEYLeCvOJVDINefGjIHMUnjHme/Dyq63Jv0YMcIkVwPJ4JylUyhFTqgE6dLHXNENxSYDPvp7a5B25NuEAgFqxWnboCPbevfRbdh9bBvySi65S5GuCVWg0BxfHXSIgCs2GXl1SSgu2oM9JbUK5rR4iDGRUJ7Lgyor34PVVae6J0qUEIQ6EBSX55v2yk44efnNkXO+g1eYR0UeR+1am7xaK3fR1Mz5aK23arNQe01ctJqV8xeWmlDqhAxJjo1AXpERJouMMhS5iYRoXjiQJbn5Bvx3uoAhkF5bj8Q4710FK8NIlSVjHumHO2/uxF76ZNl6fLJ0HX5cNhPjX/sAW3f8hdy8QjSqn4bHH+qLW7panwVnZMmR/05jwtSP8MW8F6FUCoyAeXXWp9iy4y/Ur5uK7PP5bD+qLFm2ejOOn8zC0yP6s5hnsnIx5sXZWPD2s4iO0mHAY1Nwfcc22LB5B06eyUHfWzvjjpuuw1sfLMW+g8dwx83XYfTQuxxWsDh6XErLjJi3aCU2/LQDJaVluLptMzz/xCBG7kx++xO2P41u17XFxDH3szajvw4exfQ5i/HZ7AnlIUeMfwuPDLqDVYRIkoRPl29gmFGFTtOGdXHo35PllSWuMHRFlny7YSt27zuMK1o2wurvf0OTBnUx7rH7sHPPQbw5bwn+PX4GN11/FQb0vRGtm1nFsX/5/U/2Gt3Bla2bwmg04fWJw1nL0xtzF7OWqbtuu57N3bT1D8z8YFn53BfHDmG50yDcCYMNP+1k2NzXuzsee7APdNrqVQEYor8y+LY+IBAUssQSqQFUnrU3CIUGKCQJ5igLJK3Mf9joywIqXPFsKx/gC+5SEn4d1HI8c8uxb8n55cRK7M3eEtxkavhuYpkAsVQJSbpUCaVQSBAiLbAUqyAW8/7KYDwC5ILDXW+CgXRo9+jYpBt6tusnKwlfyRJZm/BJIUXAkqiHOa0iaaHMKYDyXD4UovP2XFGrsbbzXpxD+iRirA6WlDhIGnd/Z+ugUmaG9Nz+3NxSkgtlpDziJ1K5A4l2WiWUx7nsTigsbOxVSjrtWdRJu9TO41UQF4ucCbtqVAL0kdZ7Liwxw2iu+KykxmlxLq/M3+mEJF6oyZKiEhM27zhV4ew3tK8DfZTaL3hUJkumzPwUe/4+guUfvYLPv/oejRvURWJcDDb/thszP1yGravmIjYmyilZQiRG/0cnYc/GBSy/Ox+YgIS4GDwyqBc0ahUmTp+PYQNuZ2TJvE++wYHD/+HdKaPZ3OOnzuHWQeOx9du5jKggMoE+wI8Y0huAhKcmzWPtQc+M6I/0Oqks1qiH+pYTAO4AefGNhdiyYy+eGHoXI25WrPmZEQEKQYF//j2J5k3qo7TMgJff/Bhdr2uLpx7tj9//2I+hY6dXaKvp0ucJTHl2GJuzduPvGDflPTz+YB9cf+0V+P6nnZj/xZry+a4wdEWWLPpyHd58bwnatGiEG7tchdopiWjVrAFuHfQsI5e6XNMG6zftwFff/YyNS9/G0RNncceQ53Fv7+7oc0snRi5RXnSPdC57cuvw0VPo/dBEdidERv3fiu+xY/cBrF88g2nNUF5EjhHu9PtxU97H25MeY3vywREIJAIBJ0skpWBtv/FwKIwWCGUmtkoOYSIYFFAYFbDoa7bOCREm1JoTp01E6+TOaJpwJSNO5u0a5yHCfLq3CBhO6gA7EsXbOHwdR6A6I0AtMTTySrxrh7E/O+mQ1Iqry7RIYlRKtE9IZpokRSYD6DUhIhZN6lwJZUw6W/b618+wth0+Ao8AEQ4khqowuW5x8GcmYpQWpoapVUNaRBBpIhSXgd4j0KD3GJJOLZMQcZ2lStnWn8cIaSxz/ilAUEKld605UrmixJa0L2SJRpOL9Lrf+v38KZo09Ei6060DjiPSRK2k6hMNsvMNfs8rFAFDTZYcPp6PA0etmiK20axBPBqnx/oFDiJL2rfJZB+o9x44ivWbt2P2q6PRvfOVTKz14JHjOHD4OLJy8jB74Vf48oOX0SqzgSyyZM++IxgyeipWfzqtXNDVvg1HDlnyf3Mmol2rJuys9z76Cm6/sSOG3GMVVqYqivN5BXh9wnC3WFBVSfuew1l7Ud9bu1SZn30+jwmzZuVcYBUVMfpIzJ06xi1ZQkRKSnJ8eQ6VNUtcYeiOLFn/0w58PucFCBdlFagqZvUPv+Gtlx9j+ZvNFtw3cjJWzJ+MH7f8gcVf/4BfVs5mr5lMZrS96WGHZMm7C1ZgzQ/bsH7xm2zu+QsFuL7vaMyZ+iS6XdeOkSX2uFN1TFJ8LKts4YMjEEgEAk6WeFNVYjuwrbqEfi+qJEhaEaJaulQ5IgIKswLKMnojp2AaJxK9fhkNIk6o2uTPrF/x68lvLqOTh+ao3DUnNLjzXcMHAfsqEKryWLT5Ha/FVj09VaPkhrijw4NutU08jcvnO0eAyBJLkt7nNhhPMGaONS3rebLET3M1UChiISiSq524a2UALEXZMBechkKpgTIqCYIuFoJgtP5CKTTCKZCgq0pR8QOvLU7uhSuQe8E78kivP4zUZP9VuzbQZaJjfDf0SOyN1Ig02XdNpAkRJBZRhNksgd4dFpRYv4Sr7iPUZMmprGL8sT+7AoxXZCahXi33ltxysCeyhCo/GqbXRlqtJObi0qJpBopLyjBi/NuMKOneuR2rbPjo89VYPO9FVu3grA3HvrJk7cZtmDLzM+z47v3yVHwhS4iYuOG6tnjgIllC5AG1vMyaPMrtUUmzo9eQ5ysQN7ZF3/34O56Z/B5rXWneJJ3F1Eao8f70p92SJVRl8uTD/dCv1w0snD1Z4g5Dd2TJrzv2Yv6MS1/QPjf1Q2z8ZRcyG1X8O3vkA71BZzCZzZg+8VGWhyuyhOLQsCeZ6DmgSpMBfXpUIUtee+czpkH08lMPuMWZT+AI+IJA4MkSfcQl1xsPMxWKjcwlR86QFBLMCX4U7RIBoVSwtvXQt1caEZK7Kl45iQZgDlWb3J35BL74e3oAovOQNgS4ACx/FjgCwINdn0RGSlMcOLWHkSQktEoaI8EaVNHSsWl3rNu9PFhb8n1CgIChRT0Z9r6BSkwJQVELgpAcqA0CHpfacMx5JyrsQ041dWqvh1pd5Hb/ouJ6OHuuu9t5jib40z6YhFynZVpbJ7wdugglE4KlD1b5xSZYxOr/pVqoyRKTWcSvu06juNRacRapU6HLlWlQe9hy7+xOK7fh2ObRh/LRL75b3hJDf04f7j0hS4hooWoQIkts7jr2ZMkHn33LdDnee30s29ZRG459hQO57FAriDdkSX5hMa6743G8M+UJ1tZiP6hVqGf3a/DYA9TuAyxcshbb/9jPyBKySKbqGHt3G/s2HCKNmjeuj1FD+7K19mSJOww9JUveen8pjp04g9mvPVnlOpd+uxlLV21ilSQ0XJElVJGzdedf+Hrhq2wukTodbhvBWm1u6dqBkyXe/gXI1/mMQEDJEupUEPXeCz7ZhF7lnFJSSjDH+YcsoZYeoUSAQrQyJYyIodhhrIVCFSbcWljOk+LdHE6UeIcbX1WzEKBWGaos2bxvjV/ab7xFhwgTasPhrTiuESRRU3KSEcqM3kIdknWhqyypeFwrYeKZdW5IAHOwqa2ypPJLCfG7kRC/R1aax47fDbPZs0oBqlypn74CSsE/z9zERjPRMd470sb+kCTuarKIiFApUWIwy7YblgVUCCaFmiyxHdlGlkTp/PttojOyZNv//sawp9/AVwumMAeVNRu3gSoMPCFLKPdrez3O9EkG9r0Re/f/C6pqsAm8ErFAZAO1kZAYLGl90Ad+e80ST8iSL77eiG/W/VouEFv5cSH7XIVCgYlPDkZGvVqsFaVty0Z4ecYiNGlYF08Nvwcnz2Rj0oxFiI+LZmQJE4K9dQRrySGx1e9+3M5woN+TZgntSeKu0yYMR3JiLOZ8/DUTZCVyxR2GnpIlu/YeApFNVBFya49rkF9QjO9/3snaqDQaNdMzIaxJuJbypJYqR5olNntnIkfI+Yisn6klavOKWUhOjONkSQj+nuFbWhHwK1nSs3UmNh84gjK73mZLjPdkCWxVJdQXpyDmRWK/BBJwqyTcJUaIsETLq0JxdPlCKcVXQDApoLBUtDe2REkQtf4hYviDV/0QMOerIRYruQNO9bs6nnENRqBZnTasqoWqW/ioiABzkkmNhVBqhPJ8YbWDh4RaTU1qh0XegpBeLR1yTHnHIZZUbbGh6pKM9BWysC0obISs7M6y5tom+bOq5MmMybgxyfqtuq/DJu5KbyWjtSpERqiqNWkSLmSJr/fibL0zskQUSVB1LvswTqN7p3ZMF2PJey+hdfOGeGLiO+y/wwffgc+Wb8CmLX9g4czx+PvQMdwz3CrwStbBRCYQuUCDxFqpwuPhgb0wsG8PmMwWjHlpNjZv3c1eJ6ed9Zt3yCdLPvkGh4+exNuTHmfriQxJS03EGy+OcHhccuaZMO0j/PHXP+z1urWT8dGMcThxOgvPvfYBc/2hChhqc9FHR5ZXvFC7z9xFK9kaIkgo33nTxuKGa69ATm4+HnnmTda6Q6PT1a2Y8w+RJe4wJLKEXHao/afyWLR0HXMi+vDNZyq89NXanzFt9heMxKFBQrXvT3+KCd7aqkvIraprp7aYs/BrfPvpNNZiZX9ftO69T79hr9OgMxMBQ/bRNCprltD9UZXYS2OHBOox5HE5AgwBv5KcABEFAAAgAElEQVQljjC1kLirMgAlGWYRQqmJOebQIK0S0izxdqhylVBUEu1klTGRGogRJeXtON7G5+uqLwJkJczdb6rv/fHMay4CI25+Huv+WI5j2dY3mY4GCcReThUolvgomOsmQf3vWQjF1VPMksgeY7M6YfHgKhTRUAreucKE8gDG7EOQnIggN8hYLLvywxPtEk+qVlxhQ0Kuj9Qb55eKEtrHkbirjTSJ0qpQXFb9Kk1qOlni7meHyACq+oiP1bub6vR1+mBfWFSK1OR4h3NIYJQ+sPtiTVtUXIprbh9ZQZjUWUI012gyIyHu0pnMFgvOnDuPWimJUKuUVZZSqwoJqpITUOVB9sFns3IRH6eHNqKq0YY/MLTfk/YjzNRqFXMNsg06AxFUNEis9v4nXsPOdR86xbXMYGRkT62UhPJ1Xl8yX8gR8AMCASdLRK0akqbqD7gfcrdWmZCuiSRZW2W81SyxAOq8qiWEok4NSS1AVBf7JV0epHoiIBoEmLJ8qJCqnsfmWXMEwh6B+zoNR7M6V+BY1iEcOPVnhSoTctbJSG6Ctg06YtJS6zd8l8uwxEVBmVe9/90KrWZJxSeFyBIiTarLEA1FMJ0/4jRd0i3R6c7KPk5efnMm9iqKjp0NqVolRn9YdnuPs407xnUD/erhp2oS2z6REUqolIJDcVeloGB2wxqVEoWlJpQavP/STTagfph4uZMlfoAwKCF++f1PvDN/RblmR1A2DbNNqF2oXavGiNCoWRUQWSSPGHJnmGXJ0+EIOEcg4GSJpFBAJJHXAA2FycIqTGiY4syAF7wMteAoSyoutFkeSwoLJBW3qAzQ9VWLsJIIGE9FVotceZIcgcsJga4tb0PXlreDXHnO5p2qcPQyU0m5HfH7G6bxdp1q9mCY6idDjAmPv3cFoQEEhX8sUYNxDcacw5CMzsky0hRRq9yLvNrnahE1KCxshNLSWhVIE3K+0WnPyRKNdXV2fwi5OosfF62G0SSixAURYrMbplaBvCIjjJVavYNxb57swckST9AK3dyCohJW+WFfLRK6bEKzM7X/nDydBZVKhWaN09EyMyM0ifBdOQJeIhBwsoTyEiNUkCL8K/506bwSYDIASguzF/aGLFFdsBIlYqQISQAkQbJqpChI5FWApKwZVnNePiN8GQDDSR0p/XIsOAIcAQ8RIEHYWvF1GaGxbrc8rQS5W1xV/2qcL8lz24ZDVSZc20QuquExj1pxTA1TIWkC9d5B/jmrk9CruegcLAWuq0YaN/xE/uGDNHNq5ny01l8dkN1I3DW30CjLBcdGmlAihSXmsCVNOFkSkEeFB+UIcAQ4AlUQCApZEijCRBJMkEhxXeG9DRy53tB6Ued9jOr0XKXHNCOFFxwvOFid0paVa0pkPaRGpeNQ7h8wWErK16REpiM1qh72Zm+RFcfRpMjCNFzIy/N6PV/oOQKXm9aE5whVjxU9297NrH5pXG7tMNXjhsI3S5v+SqgzFBR1wt5GWBJNMJdegMVYxL5AUpgdu9HotGdRJ219qCGtsP+AtBEYmDYyIDnR914k7nr2glV4Uu4Id9KEkyVyb5LP4whwBDgCviEQNLKE0pTUSlZlAnK38XEQSSIpfbOmI6KEhGHp1+U0IpSRFciEmnL2q2vfhBszBjo8zrni41j458teH5Viq4pjsXnfWq9j8IWeIUBkSc92/bByu1Wxno/qiYA9WcLbYarnHYYya2NmnZBXl4RzG46NJBHNZZBE86WrMpZBYalaFVun9jrodOdCeaXle0cp9bgzdVDAiBLaiMRdY6LUOF/g3ftFXYQSep0aZouI/GKTrOqUYIDLyZJgoMz34AhwBDgCQXDDcQQy6YFIqksOOQpRAvszmUKwksIMSeXZtwT2eShMCiiLBIgREmu94aNmIEAkEJEaXer1qXKgDOMJvLB3BrKNBR4fljRLVIVxKPHyzZbHG/IFDAEiS57rO4OJdy7Z8qFTR5MUnR69G7TGR39v5ciFIQI92/Zjd0mONXSXeSW5YZglT8mGgCRQ+6nv/y6SuLsYHw3Vmar2tZ6gba4dD0tSjCdL/DxXCaXQAgqFF4Jofs7EUTjRXApj4ZmqL0kiFGUVdUtIXyQ12fsKS38dh9xuSMj1ztTBSI1I81dYh3HI7YZEXAtKfGun1utUoFike0JCsBeNGAOau6vgnCwJGfR8Y44AR+AyQyColSWusBU1SkhatSz4RVWx56039IG3SAlYAIWosLrnxFmAALgayzoEnxQwBNJjMnF35mhoVVZxQL2lCJmGo3jpyFLsK7J6zssdRJSYzmohWfiDIhczf82Li0pA24yO2H10m9sP2FEqDYqdlJ37Kx8exzsEwrGdqnViGvaeP+3dgWrwKptOiPrfc1CY7KoUPDwzESWmhrUApQDViRyfnHksiXqY0xI8zMB/08Ndr0SSRBjyjjk8sMJQAohWd5dwIUool3daLEXDyEz/XZKLSHLEXeUmYrMbjowg0iS0dsOcLJF7a3weR4AjwBHwDYGwIUts7jPujuOLOw1VkwgG64dei07kVSXuwK7GrzeJb4d+zUazE9Qznkaq+TwWntqMNTm7PDqVMSsCkiE8v1H06CB8MkeAI1COwCMtrkPD2CR8cWhnFdLEX5UV1RFuY4NUSNFaqE7mQHnBO+thws/YrA4jSmxDc+CU1+RLaHVLNFAKmWFbVWLDt4zIEmL2Kw9TGdS4gIT43YjRO7cSDuazSq0381t/h2iVPijbeiLuKjehcCBNOFki97b4PI4AR4Aj4BsC4UOWyLQYlgSD1+409hbBZr0FksZLrRJa5kh2RVKSdiogWL/J4SO0CNzeaBjapHRG69IDiJBM2JS7D3NOyBe2E8sEmLK1oT0E350jwBEoR8BfFUR3NmiN4S07sbhFJgPez9mHDUUXrYctIjSHHbQ11PB7EKMirNUgAFSnc6E8X+jViRlZ0rJehbXq/7IgFJR6FS90bThElDSGQqHxKu9gLjIUnIRkqarJEaP9G6nxPwYzFbd7BVLMtfLm3oq7uj3ExQnU3qOPVEGrVqKw1IziMu+rseTuaZvHyRL5iJUZjCBLaLU69M5aJaUGaDQqqJTefwn3vz8PIVYfhcYN6sgHIUgzLRYRBqMJkbqIIO3It+EIBB6BsCFL6KhUuutOt0RUlnpNRpBWiVCmAHEaolb0ugVHIaqgsERAUth9kyMpoIAAX8icwF/35bUDOf8MafEM2pX+zQ6eZczHyP0LZIPgS1VJOLYeyD44n8gRCAECRIR0rNUAUWrrh9OjBecrZNGjrrVsf9aeTT5n1yAmEb0btGF7FamAN4oPVIgZsfc/n/eoTgGI4GA2vTor9sqcAq+1RkStBqYmtSsc3xfyxVQ/GWKMtaUyWEOhSIagSK4WRAl77+REtyQp5hfER+0JFmxu9yGtEmrBCVZVia/irm4PdHECkSbU7kMfyAtKjCgz+q75427vmk6WdL9nLM5lW/WOEuL0uPH69hg38l5E6jz/AmvwqNfQpnlDPPv4AHewev36gsVrUbd2Em7p2sFpjNIyI9r3HI7Zrz2J7p3aeb3X4xNmoU3zRnj0/ju8jhGohb/t3IeHn3kTW76Zg7jY6EBtw+NyBIKKQHiRJTJ0S3whS/yFrMKihkJ0zJr6w6XHX3nyOMDYq+eis/FS+bEnrTjG0zpIFu+cm0jUcvO+NU5FSfndcAQ4AlURWNB9EFIjnZfn/5ufg9G/LPc7dEQWWFJjYYmPhlBmhPJcPoRi70XE/Z5gAANWJkpoKzo76ZZ4M2xtMwqjGcqsPAhFBq9bcBxVqXiTk9w1pE9CREm4irm6Ooch/3hFNxwAtePXIFp7VO7xAzqPiJKpmQsCLuhqfwh/ibvKBSaYdsOXA1kypN8t6NHlShw/lYUX31iA69q3wqvjh8m9jvJ5R4+fgU4XgVrJgdM+Gv3iu2jWuD4ee6C30/xEUcKBw/+hbloKYqK9J4DDmSwpKi7FfyfPIbNxPZ+qZzy+ZL6AIxBABMKGLJEEBcRo92Vb4UBGKCwaKETHpbm+5MeqVZSGAF735Rd6UMvxuF2N8jacTRf2yRJ5pfZv4ynv/zEju9SMlKbY8r9PuJBkiB87qliIUkcgq9S7toIQp39Zbd+3ze3on9EMerGY/dxQi0yxyYiGMYlIidQjWh2BXqvfv6wwCeRhLTE6WGonOLTm9VZnhHRPSK9E/V+21ySJ7czBbsGx6pPoAgl5wGKbSy/AXHbJeUhQGJCR8gmUgneWuf5MtEfinRiQNjKoRAnl709xV0/wCAZpEhZkyYG/gA1rrND0uBVo2cYTmFzOpcqSMY/0w503W9slP1m2Hp8sXYcfl83E6bM5mDb7c2zbtR9XtGyEe3p1xS1dr2bzBjw2BcMH98Ivv+/F/n/+Y+TKitU/sZaVHp2vwvBxM/DiU0PQKrMBm599Pg+jJryDN18agXppKVi6ahPbq7CoBHfddj0G9O3BSJbDR0/huakfotdN12Lx1xvZ2mEDbkP/O7th/ebteGH6Qmgj1EhLTUKThnXZvo5yefnNjzHxycFo3qQ+JEnCijU/4/OvvsfJMzlo1jgdTz16D2sXmj5nMT6bPaEcoxHj38Ijg+7AVW2awp4s2bnnICa//QnOZFld5rpd1xYTx9zP2nQo54mvz8dzTwzEZ8s3ICsnD/83Z2IV3B3lSed4Z/5yrPnhN8TH6nFv726467YboNNqGDZvzFuCdZu2s1jtWjVG00b18MyIe3Hkv9OYMPUjfDHvRSiVAvv9a7M+w+9/7Eej+mkYNfQu3HxDe7bu2w1b8dO2PSzXVRu2svOPGtoX17Rr7rfniAfiCPgDgbAhSyyRGsDOTtjZ4Xy1DfYLaGYdFNTLU2n4Ij4LUQnBomNkiST4ZnHnjzPWlBhD27yCZpZcvPnPxx7bBhtOeE+WNKvTBrXi6iKq9DSO52dxwiQMHyhy2ykzlvLqnzC6G/q5iYtMxN6jW6q4GxHp1azOFThfksdsiPnwHQFLXBTM9ZIcBhIuFEF9smIrlLsdSffEXDuBVaX4aj9sTomFJTXO3ZZ+fd1qERz+GiWODm0xFsNUfKkaKCF6OxL11g8zwRok3npn6iC2XaomDfT7BpHNgk6S2M6bGqdFToEBFtFLfTofgSPSJC5aA4sooqDYBJPFf3mEnCw5eRx4ZgRgsxkXBOCNeUB6ho+oWZdXJkumzPwUe/4+gsXvvYTeD05A25aNcX+/m3H0+FmMm/IeNiyZgTq1ktCy64Ns/aC7bkJarUTWFvPqrE/L21aILKHKjpfGDmHzPl22HstX/4RVn0zFmo3bMGnGIrzyzENokF4L7336DWL10Zjy7FDs3f8v7hs5mbXPEEFy4nQ2XnvnM2z9di7Kyox4+pV5SK+Tgr63dkF0lI6RIY5yubH/U/j03QmM9CCygAiY0cPuxrVXtcDWnfsQo49Co4w0DB07Hfs2LyrHskufJzDl2WHoel3bCmTJXweP4p9/T7L9SssMIDKG5jz1aP/ynFOT43H3bddDq41gBE/l4SjPDz5dxcimsY/eA4VCgVfeWoSRQ3rjjpuvw4RpH4F0U0Y91Bf166Zi3icrodGo8e6U0dh38Bj6PzoJezYuAOmX3DroWbRsmoEH+vfE9j/2Y+6ilVj+0Sss30VfrsOb7y3BQ/fdis4dWuO7H39n6+l1PjgC4YRAWJAlcp1wbMB5ZR3sL9QvkhqOwnndIkR6J0TAXPQxlpRlkITgCYX5C5pwjJMSmY6skuNepWYky2ATtwz2Cjy+iCPAEagWCLgiJTzRGmG2w/WT/VNREgKiBFBCpWxdLe7MUZL2ZIlKWYD0pCVBrypppW+PaZnydcECCXagxV09yZ3agfQ6FcpMFhSWmP1C3oScLFn5JfDFxxVhGPgQ0OdeT6BxOpfIkvZtMtmH6r0HjrLqjdmvjkZkpBbDnnoDn7zzPKIirfolRHD07tkZA/v2YATF+9OfRpdrLv0s21difP/zTox5aQ52rvuQVUnc+cAEVj0yoE8PkLYJffgffPdNLC6RBdNmf4HfVs/F/kP/MbLkr00fM/KABhEYk58dim7XtYOjNhxHudCf2cgS2q9uWjJenzC8Ag5UhSGXLKGFVB2za+8/yMq5gA0/7USMPhJzp44pJ0u2r32/HCtHgFfO06atMvHJ+1nVCI2v1v6MczkX8MYLI3DVLcMx9flH0PsWa9XPvE++Ye1FlcmS33ftZ5U8Pyx9G7VTrC1QhHeXa9pg3GP3MbLk1x17MX/GOPYatUv1GvI8tq6ai9iYKL88RzwIR8AfCIQFWSJqVQ7LgJ0dkCovQtmuQm04EFWAYAZVk5Q749D/ezMkJQTzpdJfX1p5vNmer3GMgClXA7E49OrpwbofLkobLKT5PhyB8ELAmFnH6b/BqhM5UOa5thFmREnDVAgFJV4LwxIitjiSJvh/75JeiSBY3YCq47AYCmEqyQYRJXUTv4ZaGfy2wzEZk9EjyblmQzBxtbXCnC8IfRsSndvfdsMhJ0t+3QS8O73ilY58Cuh2s1+umciShLgYNEyvjbRaSax1o0XTDPah/cU3FqJdqyYV9unWqR2rmqAP/tRqYv+6PVliNJrQqfcTmPTMg4wYuffRV1h1CLWCEPlBArLJiRUr2mZNHoUz585XIUtuGzweox66C7f1uMYpWVI5F3uy5OpbR+C5UQNx9+3XVziLJ2QJVWM8M/k9XNm6KZo3Scehf0+ydiAijGzVMPYEj6PLqYyZjbQgokobcanSLiUpDmOH34OeA5/F6k+noUG6VcjbGVmyav0WzPxwGX5ZObt825dnfMzaeN6e9HgVsoTahLr1G4ONy94OqL6MXx5QHuSyQiA8yBKdGpLaMxutGkco2GyH6fHj1sNh8UMomRUwnglO//rApu2ZPsOqo3tDcva2GR1BOitn805iyZYPeWtKSG6Bb8oRCA0CNlFWZ7srisqgysqDotRUob2GyA1zaizEeKvrgfrfsxCKfdPdMrSuHwIQyCaY9Eo8ex8SgkSdbmkqOQ9LURZiIg8gNemXoKdGLTfzW38XNKcbdwcMtriru3xsr/uLNAk5WVJUCEwcA5y5aLleKw2Y+g4Q7VygWy5GNK9yG45t7U+/7WHkAFV7OLLfdUeWUJy3P1iKvw4cZTomxSVleO25h1n4fo+8zKolqL2n8nBEPFQhSxql47EH+5QvdZSLPVnSd+gLuObKFowwsR/U4jJk9FRZbThUqdGz+zXlwrILl6xl7S6+kCX5hcW47o7HsezDSYygsh8kUnvN7SMx46WRuOHaK9hLzsiSX37/k+nB2FeKUDUNkTpUtVK5soSTJZ78hPC5wUQgPMiSSA0kGXollYFhFSYkXqbwXx9oMMHne4U/AuYLaliK1AFPlGxRiTB5/rdVIRMizUj+f/auAzyKOn2/M7M92WwKSUgooVdBsAAehw1PT8RTVKyHvWDHdp563ln+9oYi9oId29nriXiHAoIFG4KAtFDSe7bOzP/5fssmu5stM7M1yXzPwyOyv/L93hnIzjvf977D8eeJJ6CxrQ4fr3kDjW1+wTA9dAR0BEIRoNYVCnKN4Tx7KgpFKWGdjkzhHMnuN2IudEZRilqFYvple8IYeIaVdVgYpwsPDrng+cHdliyRJRGe6l8ByX8vVgx4E0Zja7rgY9okt498CkNso9K2Z7yNMiXuGi+vwOdEmtitRtjMAtpcPrS6fJBVfJXNOFkSOMjunf7fEVmSxIhGltCD/GEnXsW0QeaddzzbcfWa9fD6fDhs2r5xK0tofKBygn7/woIbsM84f5XKEy++x4RQH7njCkYS7Nhdizfe/yJE/yO4SiOYLKG5JLZKtsBEwJDdcTyyZOGzb2HxO5+zlpYD9huLb9asR2u7E3/Ybyyo6oRaaUjA9qPPVzF9FPr/cM0SIh9IUPbK82ejclcNa0kqyM9NiCwhLKgNyOsTcfeNc9Gn0IH1m7YxnZIzZh/BRGO//3kDzjttJtqdLjz2/LuYOG54lzYcqiA5/ORrcMqxh+Lc02bimzXrcOk/HmL4EtGikyVJ/AujL5VSBLKDLFHZhhOMCOf1AZIHsjH0pwzn5SCZ5S5/nlI09cV7JALeOhOk9tSXhZNt6pLK9Xj5t296JI76oXQEegoCYpEdvvJQG0rj1mrwzc5ue0QtFR1kD0ytN5zLw0ijZNgtZ4IsoYtGhIkg+Pvzu1uIrTXwNe95aKXn1tLPkZuzPS3HIEvgG4Y9kFVECR080+KuSsEXeA52mwEmg4AWpxdOt7J27qwhS5QeVOW4aGQJLUMP6vTATha1FNQ6Q7ofZDMciaC49IYHMW70EJz/16M7sphz6e2oa2jCBy/c2aFBQi06Dzz5BhN9DcT+E0Zh0fy/M92Uk+feHKJZQmTJpWcfhyMPncwImCtvWsjaYKgFiNpvopEl5HJDbTOkDULis29//GXHOe76xwVMRPaRRW8zMVQKIki+WL6mg2QIPs9Xq3/G3297HPWNLQyHkUMHwJ5rw6N3XhEx50iXIVKeVTUNuOm+Rfjfyh86plww52gmRru7ph53L3wF6zZuw4ghAyDJEiwmEyNW1v62BbPP9wu8UuVPoBKISBWKuaf/hWFGsei1j7F89c944p6r2f+T9srBx89jjkckSquHjkC2IJAVZAm14EhWbW/vOZcXfODNXhiqok2EZFVB1WfLVdHzyDoEfE1GiC0GQPYLe6UiqLLks+3rM1ZZkooz6WvqCKQSgXxbIWsZo1/pDKat0b8Icq5fYJBCi3tMIjmT8wxpewQqW4i4YC8PNIZ7zABm+asoRAmGXfUQGmJrmShaK2xQQD9FJuHzNFeN8vxA8FwoCablDOmcI3md8NZuAuTOh+zCgjUoLOh8yEllPtmkUxI4ZzaJuyrFPqCxwnMcmtq88PikmFN7OlmiBDeqMvF6fSgqyOsgPJTMizfGJ4qoq29mzjQkAqsm6hr884wG5S19RNI0Nrexc5DdbiCoQsXnE+OKnVK+pKnSt6RI1b5KzuVye9BEuRXmdbQ90X6BFihqyyFb4wl7De9oBQpfl1xxiGAhDRq1eCrJUR+jI5BqBLKDLOEA+uIHXsODqCyDpz7qCD9YJLMEMTf2D5xUA6yv33MQkCUwwVfRKUB2K/9B2HMQ0E+iI5BdCJA997GT5mDR0vlpJ0wICWa9SxUmAg8iK5hlbgKEhRp0qXVGthoZWUJ7I4E2ICJ/PKP6KdtelGDasCsl55R5Hp6xAyBLHMS2HPAWN3ijV1leSRllgkEYk5SV0rEIc8Bp2QXOHUpaORxrUVy0Oh0psD2yrbok28Rd1VyIQO40h5xzopEmOlmiBlV9bDIReOrlD/DBZyuYwCtV1NTWN+HfT9/aRRg3mXvqa+kIZBKBrCBLCADJbIBs1t7qwLe6wUldq0i8+T5yBNRDRyApCBBh4tlpTWmFSVIS1RfREegFCEyq2AczJp/DhIk//v4NbKnZkPZTSxYjvEP6MsJEqGqEobop7TkkuqGUZ4W3okTRMskQcY22EWnB+EoKILbZAElgYueG3ORXr8Q6qMAPA8f5BWuzNSSfEz5nAySfv7QdsgTO1YlTn6JVyHf8mvb0Lx90Cw7LAjecbBV3VXNBiDRx5BghyXJE0kQnS9SgqY9NJgJUJbL6+3VoaXOiuMiBA/Ydi9yc9JghJPMc+lo6AkoRyBqyhBJOiDCRZPBtpF3C+0uJqQ5TliGZfJAN6XwzpRR6fVx3RIC14zRraxnrjufVc9YRyGYELMWFKBoyBvlGB6yCGTYn0Fzdqd1AuW+p/g2N7akVKw7WMOmOhIlncGlIS1G0a06uOKbNfp2AZAdVlbiHDoLoJTJ6Tyk6J8NgT68FLs/1A88XJ/t4Ca8nyxLcTdsYMRIxfF5wXj950q/sY1itqblO8Q5Cjjil5uSKfcbbM/xzEnd1eSS4orRoq10vk+OtZoEJwfpEibXniHteCupkSSavir63joCOQG9CIKvIEkaYmATIluQ+jPY4m+HedIdm2VndldlXVUK6Dal+GMyyy6CnoyPAEIj0kD/YNgCzy2egwOh3rKGqk3S06QS0NmhPobYZQlVTws4w6bjM1ALLKmMURKqqSogocZUOgWTq+naStzjBm9L3woPn+oLnleGhALKkDaFKEp+rIeZ6nKsVJmMdBvZ/L2n7ql1oetFfMG/wrWqnJXV8dxF3VXrogN0wVcy0u0UmBFtWqL/JV4qfPk5HQEdARyARBLKOLJF5DlKuOZEzRZzLCBNmM5z0pfUFexEC3lozJGd29XUdPHYG1mxeqRMmveg+1I/qR4BEVqWCri0TFt6My4acmVbCpItDjihBaGhlTjHBkQpRVK33AxOqHVIa1Qo4fN1kWAOHrykZjHAXV4QQJZzRw7RKOIMyZxCt5480LxtFXkV3C7ztNfGP6XGhtHAp8uyb4o9N4YhMVpd0R3FXpZciQJrYzAYIgv5lVilu+jgdAR0BHYFEEMg+siQBZ5z4QMiQeS8g+1iLTiB4NwfRKnVPbRM6huzv7dYj9QhQBbR3twWyqNA1IvUpZcUOEwZNRmNbfUY0I7ICAD2JjCEQrYWkwJiHE8pmoMDkYKTJrrbdWLj6IebgkgoRVhJcFUsdTGiVWkGlHEtEdxlqZTFUN4Jvc2cMM9qY8vORo49JmVYYicia1u9ISs5E0tC+YkEOxHw7ZK8Rsk+ALBogWNsTJEmIzKZfoSSV4sR95RCMQY44HA+Oy9y/9z5XE3zOOkXp55g2orzoY0VjUzno3AHX4JjSv6Zyi6hrk9ZHrtWA+haN1z8jWavblEgTvbJEHWb6aB0BHQEdAa0IZB1ZkpBuiUIUyD2Ad4WW9XZX5xxOIjtbATLn0wkThdc/0WFimwBfffKrnxLNK5PzLUYryJmEIj+nCI1tdTpxkskL0ov2VuLkQpUmZZYSbG7fzpAxVNamxPY2HHZqcfikb0sAACAASURBVPGV5EfUA0ml/kesyy/mWSH1yfOTOWpClGBe68dPS/jKCiBbTQgQJeFrBAhoTkjMwY7jCtn7EAjqdWqYC0+rPSQ1jjfAZC8DxytrD6YqENIXMVj8bWBao4uIq5KFRB+MUg3y7BvhcPwKgappMxB/KTkN5w38WwZ2BnqCuKsS4HTNEiUo6WN0BHQEdAQSRyDryBLZwEOyqfM11wID3+ICF2ae010Jk0jnd5j74PiRl+KlX+6CW2zXApE+JwYC7u02HZ8oCBBxQuHyOnWMdATSggC1kqh5+E9mlYSSA1KLjphn60KamNbtSEmVS6ycSB/EO7xMcUVJ8FqJtOEEa7oowSwTY0SnBbK36/cPTjDBZC+PW2EieZ3wtO4CESxmx0DVR5AlEe6GzQCvsZLF5wHn9VcsmUz1KCtdCqOxVXUeiU7IJFnSk8RdY10HnSxJ9C7V5+sI6AjoCChDIPvIEla+nAaypM0Djsqlw0IyyJBsEmRjVxtiZZBmzyizYIPFYEOTuzZ7kuohmXioFcer8QttD8FAP4aOQLYgQJazYmm+qnQy4VrDKk3KClmFBUW6KlzCgVGrVRKYb/y9CnzbHrtaFWgTQeMZO0DFjPQPlWWqKsnpdOIJT4HjYTA7IFgcXUgTSXRDdDVB9HQSE0ZbMQRzaJVKvFP5mnbA524GjBorF70ucL7OqlmDoRX9yj5JO2Eyb9AtmJ4hC+GeJu4a7Z7RyZJ4f5uS9/nv23ahtq4JkyaOUr3o5m27UF3XiMkTR6ueq0/QEdARyA4Eso4sIVhEEnjlUytexbm84GPYysm8HEqYyADn5eBziN1T2yQ77rcek0U2Cr32GHD1g+gIqERAyrPCW1GichaQCcKEiANfeQETpk13hUswQKQX4uvfRxVmfEMrjJXK9DOCF9ZCZqlKLEmDWRtOWwzCZM8+VDkSCGq5iWjny/Ew5ZaBNygjPpjbTctucKIXsqWraLGSI5IbTrAeG82x525EaclXSqYnbcyDY17DENvIpK2ndKGeLO4ajkFPJ0sOnX0F5p13Av5y+NSOo3+45GvcseBFLHt7gdJbQtO4a297HOeeehSGD/a3Fi969WN8ufonPHXvNarXe/71T/DF8jV45oFrVc/VJ+gI6AhkBwJZSZbIKRV59QPPO73gvOpFUXtSq0523ILdMwu9sqR7Xjc9656JgFayhP0saGiFYWdDWm1+g1thMkHY0LmZ1svwsogitLHuEuOGnV00v2KN17pPpu5UyWOE5EqOLSuRKlRhwu9pTYx2phBbYI8LMBgBXqXrmugD54nc+lgx4M20VZfsZd8Pd4x8OiOXrzeIuwaA7Y1kyQdLVuLOBS+lnCwZe/CZePaBv3dUkuhkSUb+Ouub6ghkDQJZSZYQOqkWeuVb3eAkba025JxDrTp69F4EJtpmYOX6L3ovAPrJdQSyCIEutr0Aq9rg2lzsv+ROI1OLZ54tMjkgSuCcno4Wk1Q55gRDFlzZkSnCRK3WC8tflGD8fbciwkRru08mb6247TgakuMNFhgsBeAM5o4WHqpIkTxt8LkaIEukSLsnZAmcux2y2QYodeHZMye8qiSwZGHBGhQW/KAhc/VTbh/5FMbZ91c/MQkzeou4K0GVDWSJ5+cf0P7eW+zK2Wb8Baa990nCVfQvEamyJJgsWfTax9i0ZSdu/dvZHXs+8tw7cLs9uOL82Tjlolsxdb+9sOTLb/Hb75U4+vA/4J9XnAGb1QxRlPDM4g/xyttL0NLqxPRp++C6S06DIy8H9z/+Gp5+5UP0LytGfl4uZs2YBpfLg/c/W4G9xwzFu58ux6hhA3HJ2bM6WmteeONTPPvqR6iqaUBhvh2nHDsdF55xDDiOQ3BlSWNTKy687gFs3Ox3FRs7chCuu/Q0jBzqb1GknA+cMh6ffrEalbtqMevIP+LoP/0B9z3+Gn5Zv4Wd4bKzj0O+Ixevv/8FtlVW46q5J7K5u6rrMe/GBXj6/r8hN8eKld+uxQNPvA5qISoucmDWkdNw3mkzk3Z99IV0BHoTAllLltBFkKxGUJVJKkJrZUkgF9EmQ7KIQGq7hVJxdH3NBBEosQxEkXcY1mxZmeBK6Zt+7KQ5WLN5ZVSHGhJl1QVZ03c99J2Si4C3fxFra6EgcsRQWRdVW4PphvTvE1PglNYgfY5UWAwHnzxY9JRvbvdXuHiDHpz3DCbSQexjZzkbt9YkDbxg3FQtKkow7KqP6SjEbIHJCUihNbGq/VM8WGyzMRvjjIXHBU7yKSNM4hAldIYc2zaU9V2a8uNcPugWHJYhrRI6XG8Rd6WzZpos8W3bgprzTgOkPS8OeR7Fjz0Pw+ChSbnPiCwZPbwCo4dVdKy3ftM2rPllI6ss+WndZpw892Z89NJdGNivFG3tLkyaMReP3XUlpk0eD6oO2WvkYJxz6lGoqWvE/CffwPWXncZIAyIa7l64GNdcdDLKSgrx4FNvorxvER669TJs2FyJY8/6B/528SkYM7wCfUsKsWTZd7jn0cU46+Qj8cdJ4/DR518z8uKNJ29muX36329gMAgYUF6M7Tuqcek/HsIjd1yBgw7YO4QsaWppw1sfLcM+ew2HyWTEM698yMiMwDqU84gh/TH39GOo9g9X3vQIbFYLrp57IjvjDXc9hUvOmoXjZhwIIobWbdzKcqbYtqMKR552LZa/txBmkxH7HnE+LphzNI6aPgVbtldh5Xe/4IbL5yTl2uiL6Aj0NgSymiyhi8HeBpoNgCFMTFOSwflE7V/EJBlCq181XmnkWIrY0AL7AOxyb4YHLsi8FzIXRprIxKDIWW/lW2Lzq/VXt29TCkGvH0ft6V4SdxW7j7grESF/n3Uvu3ZE8Hz8/RshxAh9Tr8a29Vbbfb6G0IHIOMIMPHQUf1YxYhSTQ1W8VBR3CG0GukQRJgI1Y0ptRgmO12xT17I9mQpHEKYMNFzS0dFjNIzKrkwmsmSPYsTRpRPSL48D8lhU+VOpCTXdI4RXRbIntQIzVOViSR6IuucBA4p+pBv/ZZVgzS2TUBj296Q5DDtE/bDiITqOwVdo2FktexGv/JPUgZhiakc5w24BlMKDk3ZHkoWJnHX6iZXtAIbJUt0mzGZJktaFz+PlqcfDcHLfs6FyD359KRgSGRJeWkfVPQv7Vhva2UVtlbu7mjDOeG8fzHygrRN3vzgf1i46C38Z/F9EASekSUvPnwDJu41nM2/7cEX0NLmxJ3Xn88qOKg65F9XnsE++2zZt7j8xgVY/u5CVl0Srw2HRFtnnn5dx3haY9OWHVj721bU1Dfi2cUf4dzTZuKM2UeEkCU0zuny4MdfN2HLtl2M8CHy5JcvFrE8wnM+6YKbcdRhU3D67CPY5/c8shh1jc3sDLHIEoHnMfmoC3HZOcdjzgl/YoSLHjoCOgLaEeCGPPhXmXdn/4Mf4x9IvSvwJU2SQX8m2bX/IxDJPjgalEaDFScd9CD7uL6tEu+tvTsm6jIkyIb2rK48Ibec8SVTMTBvFHPM+WzLK9rvpF4ys7tqlUwYNIURIis3pP7tYi+5FfRjZgkCAcKBSAbT5irFWSltEWGEQHM7az+hIGKA2nSSEZHah9geHh97UUAEUJcQJZjXbk/G9vAMK4tJGCVlk264SKrIEsFkhzGnGLLkhae1CjKRJhHCbKjBwOJXQz6pqj0QLa3DOv9MUq65ZrdvRGmxepFXIkFKzeUhedCfBSJHsGOcfb+MkyTs7wwHlDgsqGpU79bUDW/RjFeWOD//FI13/CsEuvyrb4D1iOS0esRrw6GNiWi4/aGX8OU7C1iVybFHTmMEBUU48bD4nc8ZifHJK/dg2rGX4soLTmRVJhS7qupw2ElX4d9P38paYuKRJdW1jTjkhHlY8vr96FtciDsffhnUinPo1ImoGNAXHy5ZiTnHH84qUYLbcKj95qwr7oQ914b9J4yC2+PFe58uj0qWnH3FXTjoDxM6zvTIordZS9H8Wy6JSZY47Dl4+a0ljCCiIMKICKX99k6/6HJ3/Lul56wjEI4AN+ix02RDs4BDR/l7TJucrfh5xya4fZF/iGcThDLPQSLnHI3BR7EPjrRcQe4AjB9yNNZt/wy7WzZCssV/60QVJ7LgzGrChM5KpMn+ZX/Cl5XvaEQytdMC+ZENciYJnSKpADt3qKtGSi0y+uo6Ar0bgWCXFeOGXeBd6n5uaXGEIW0T08ZdSQE+QJYEqliYllZQGw5VzUjUztInr7OKMklkSXBFTlIO04MWEdutkH3GpJ5IMDtgtPmrUylIs8TTXBmqV7Lns0hkSWPTaNTWTdKUUyKaJU+N+6gLYaIpiRRPspgE2MwC6lvU/RuQ4rRStnymK0vklmbUXHouxB1+4lYo74/ih58GZw+tlNMKgBKypN3pxkHHXY5j/zyVkQNfvfMw0/OgCCdLbrz7GWzfWY1F8/+OWWf/A1MnjcPVc09iY1d88wvOvfoeLH1jPkr65LO5pP0xZZ8x7PNwgddgssRoMODAWZcxt5uAPfDca+/D5IljupAldy18Bb9u2Iqn7/sbq375Ye0mnHrRrVHJEsqJWooCBFAwWfL4C++xlqRH77yC5RjchkNkCYXL7cH6Tdvx3GufYPWaX/HFmw+yffXQEdARUIcAN+jxU+WcNhsuP+yUjpkurwc/79iI6pZ6uL0ebKhOzlssdanFH50wWaJR5FWNWw8jTHhP1rfkxEc78yMc5j6sAibdUWzKw0mlB+DT9ZvwU93OdG+v76cjoCMQBYGAQKnaqpLg5YJ1Q5QCTXomfFvib7CpDYYqXEiHhAv0/kdJIrhlx/TL9rjj450lWlVLvHm94XNfay4gqXuo4I02cLwRkjeo6ojjwQsmGKwF7LPwoAoTd1PX71d51l9Rmr8kZLjXm4ut24/XBH+/so9htSqvugreZHrRXzBv8K2a9k3nJBJ3pWhzddX8SWce6dor02RJ4Jzijkr2W6Gf32Y3WaGELKG9iICg6o0TZh6Em68+q2N7IjxuuvpMptmx7Ouf8I+7nmZiqCcfcygefuYt/Puj/2H+zZegtLgQ/zf/eSaQ+voTNzFRVqro2H/iKJx76ky0t7tYBUuwdXAwWUItLgfMvAj/d+05OPyg/fHND+tx9S2P4qIzjulClix89i0sXb6GERw+n4iFi96O2YYTiyxZ9f06XHz9fLz51C2MAHnq5Q/w2rtLmWYJ5fzOJ1/hpGMOgcOeC6qqIbHX5e8+DKMxg1pMybo59HV0BNKMAFfx9KnylNxxmD468huL6uZ6LFr+XprTUrZdwm04e8gS1uLD850VIKSHEsMph+mo5MSvLAk+hcz5AN4Hmet04OFkDjLfO36wK7uimR81yFqMmX06Fd1LTHkYmzsA71d9j8dWf535BPUMdAR6CAKDioejsa0uIa2cAaP3hamgAL/9ukJza0wk3ZB4ECdLN4QqYwzVTfG26/g8UEmTKFmjtAVJcWI9aKDsEyC2+9/MqglTbllci+BI63nbqiF6WkM+6pO3DAU5Xd1rqqqnhrbiKEgwGXol3aG6pNBuQrtbhMujvD1JAXxZOyRbyJJUARSJLPlwyde4Y8GLIdbBgeoMIjrGjBgUQpaQM019Ywv7s1NnTce1l5wKgyCg3enC9Xc8hf/87xv2GemiLPi/yzB0UD/2/yToetN9z7K5F55+DHJzrVi++mc8cc/V7HMSjD34+Hn4/PUHUFpcwNxzyEWHYmhFOWuvIUecM0/6M2vPWfrV96zyhAiZS294kFWXUEybPI4ROdE0S7qQJc+9g42bK3H/TRfD6xMx758L8MXyNWytIw7eH598sZqRJR6PF2dcfgdI44WChHIvPfs4Jjirh46AjoB6BLjxL5wvX7K3vxQtWtz98XPqV07TDJHacHgNljSyDL7VA9lsgGyK4Lgjy+A8ot9+MsxhONGKlgA0rOrE4EwTUvo2ShF4dPQ5KDE5Ooa3iW5c8MMzaNyp4T4L25R0Qyh05xmlV0Mf11MRILLk5Knn4863r9F8RHJ5Ij2exz69A7sb/W841YbWCotE7X4li8n/8yVORUn4eagShiyRjZV1ao/KxutESWzYtDjhcIIJ5jxtb9YlnxOels62Lp5zY1DJcxCoIjUsqLpkx64j4PP5Ww3ihcHQin5ln8BoDCVj4s0L//yGoQ9khS5JrLx7k7gr4dDTyRKl9ygJnS77+ke88siNIVMCbThDBpbDbDbCYu76gpPcacgWmAiP8CB74YamFhQV5LFqk3hBbjzNre3MXSde7Nxdi3yHndkYJxp1Dc1MwNVq6Xo+ykcURRQ47Iluo8/XEejVCHB/evM6efbww2KC8OFPXzIdk2wMNS0xwfkzJx2qJolHtIgS+HYvODmUMdFM0oSAKEMyJkcoMBuvTXfN6azygzGzuLO65JkdX+C9nWvgrdIuJhzAYlS/8Th2/zmo++0t/N5cx9p6qp3+Nx/ZFl6jALfViNzmxNsNtJ6NyKVR/fbGlurfEqpA0Lq/Pi91CASubSIW3OPHH4LjRp2ARUvnR7XFjncCLbolgTUTIUyILFGrsUL7BvI1rduh2tqYXHV81PrTDe18413HZHyuVdg1INyqJQdZ8sHd1OlIV5y3DPkRqkoCayslTJJFlNC+p5TPxanlF2o5Xlrm9DZxVwJVJ0v8zjKkF0LtNzOmTw6518I1S9JyI+qb6AjoCPRIBLhzP31QntR3r5iH21a/G4tXpc52LhFkWStOjsbqEqUbSzL4NndIhYlWkiZ8S8nQhi6lK0rz0selBIFDCsbgqOJ9sMVZg1erVqDG0wxyafTssCW838FjZ+DgsUdhjGsDbJILVe0tuG7Fu1lJmIgCj5oyB0xuLyNMTO7MtIzddOJC1q5BD8S6vXHCt2CPWoCqLK4ZczE+WbUY63b8qOlswSKx0RZg7jRRCAYmzlrbDL6hTXGViNr2m/C83GMGgBMlUDtOiG1vDAS0tBtpArQbT5I8Rkguf/WfmjBYCpguidZwNfzOphbmrkKRfVXcZUTJhKam0WhsGgNJCn2jTCRJvmMt8h2/dqxDDjZtYgv7pSWynSzpbeKudA11ssTfDvPlqp+YLonJFKoJRJodU/ffC30KO6uEtdz7+hwdAR0BHQHuoe8+lC2G+KVgX21cg682du2hzQYIZY7za4jEqxJJIFlqyeFd3pAVJKsRRJokEpLgYlomemQ/Ap6dFsiiOtG/4FPRm/R5R90Ci8mGQe5K9BEb2Me/N9XismVvZCUAu/t3PgAQaWJ2emFt84APq7RKZfJnHjwPFpMVH3//hubqgVTmp6+dGQSIJPcO6Yuphfsit9aFL375UFMiJLIqFYS2NUR1pzEaWGUHudNEsvWlShOhtiUqaUItML7yAvCtLgh12h5c6ZABy1/KMx5hwvYsdXQ5oyawevgkrXolyagsUUqUhF8Cb1hLjtHQteXm9pFP4ZWdj+GnFr9Gg9qYN+gWTO9zjNppaRlvMfFw2Eyob3HDK4b1TKclg8xsopMlmcFd31VHQEeg9yHAPfHjEsU/XbKeMLEaAUOMh9mAaKtGUoVvoeqSULgUEyaiFPHLtQwJsqE96+2Fe99fja4nFtsE+OrjE4vRsDKWlmPWiKNRXb8d7a27YRfbkGM0obq9BSurtmQlxFXl+SCNnkCQ8LHRK2Ivc3/UV23RtVey8qr1jqQ8g0sh51owxj4cRxcciPkf/FP1wSPZ51KViGGXn8iMFjTPW1HM9u8SogShodXvlhN4eBM4iHm2DsJCi81x8D60t5TXWelGgrO0J5H6gWBC5AU5bJzedqPs1pBlDmKL+v5+3mCByV6ubJOwUaKnDbJrAwaXPK9pfrxJlw+6BYf1OQZPbrsb71a/FG94xM8fHPMahthGapqbykl2qwFWswF1zW6IMUT5U5lDptbWyZJMIa/vqyOgI9DbEFBFlmRzO07wF0Qm2BosyERirT4J8EmQ7Nofdvl2j38dEsnj95Am9B+DAZLZELGyhcZzVJHCc5BskR10mNCr4NQJk27wt09rdYnTZmJtLAKRZt0kJI5Ddb98lq3gk+BoaMtYK043gUxPM00IBFeDlJlLcNmQM1nl0coNS1VlEN6aooQoCd4gUOGhalMAiVr/at1XbZ7dcbwsceACP59VHkCWeIhkG6whzI4BEe2B4y3lczagyPw68mzr4g1V9Tm13pw34JoOYdYq906c+9ORqtagwXvZ98MdI59WPS/VE4goofab+hZPryNKCFudLEn1HaavryOgI6Aj4EeAu+HLF+WKvDJFeGSzjbCSAySqM8J5PZAMXsimsGIcCeBdPHivADAf4j1BFsR7KlHi7U3WwjK15MQX3VZyVH1MChDwNRkhtQmqWnFI98NlNaa9dSUZx/eYDagvtiO32ZlRkddknEVfo2cgEKmlpMCYh6NKp2OsfbgqoddwrRKu1QXTZr/VotLQ6iyTKFlCmiWR2oCU5t1Tx1FlCLXS8EZtra2S1wDJqU2bSjDlwphTogpaWZbAtazCgBK/7WgygkiSU8vnRmybeXnno6wdR2nkCHZQC88Q2yilU1I+jt6DOWxG8DyHBnI0VFwbnfLU0rqBTpakFW59Mx0BHYFejABX8fSp8gnDDsPIggpFMGSzjXC8A0gWsgk2xBsW8XOZ90AWulr5hQwWAUOLAE7syngo21uGzHvZr1A1WU4XgdV01ZIzSfZx8NaaIXuV65UQ0dCWa4bPaEBRVXNaNT6Sc2qg2eEXOsxrUmdvTWcPtOskK5dE1+mb3x9kVau28iDRffX5yUGA2l5E0t2I0VKyj2MvHN3nYCz+6om42jaRRF0NlbUQGtS7k0XSPKFTkyUwc1yLEKQzwtp0NERAqyX0Z4/EbIgD+/JN7R3Cr9SOI1tMEEmXRVD+b5iG1Lr9FMltBv3SGkZbMQSzujYe2edBec5dMHCxW7+U5nRQ+Sk4tPw0NtwCIxywoBR2GODXV1NKmGQjUSLwHArtJrg8Ilqc2ggxpThm+zidLMn2K6TnpyOgI9BTEGBkiVkw4dyxxyJfwQ/5V1Z9gu31u7vF+VmRR1A7DrXnaCFLZMHtJzCUhAQYmrsSJiK14MTSU4mztmTsKtqmJB19TGIIkAuOt9qiiihxWYxo7OMv5XbUt8HaHodkSyzFlM2mNhwKLWKuVFGTDS1H+bZCTBg8hTkQJWIvmzKQ9YUVIcC0RcYOiDuWxF5nlk7H51uWYOmGT8C3ujvmMNLAaoRYkt/154Aowbx2e9z1Iw0gC2DvcH91JhEkRo8TvOiDJBjgseREXNOws16zwGtAq4X93SStktoWRRbEAcKJidPq0QUBpldCLTjB1aEacNJCmHBwoq/53oQJE7OQgwvGPQaLIfS+E8BjKIpQCv+1f6fqRVZhEs0dh6pTbh/5NErN2nRYNMAWdwoRJUV5Zjjdvl5PlBBYOlkS95bRB+gI6AjoCCQFAUaW0Erj+wzH0YMPjLtounRLhpcMwIZqbV9eWcsL6ZYk4S0a0xMxqHuzDhHgPRxkwx5tkz2kDScLgGQE+6/CoP3BNE265wO3wmNm7TBqvRGbQy3plCRb09cBiedQurNRyXB9TAoQoGqSCYMmsyoDl8cZt9ogBSnoSyYRAValQYQHCZfmWZlYaiTymzRMdrmrVe3MOT0wbdylak7wYPc4ZZWZgTlUBWJav0P1foGqEppv2FrdxaFNyYJikR2+8kIlQ3vVGNFlgeyJrCumFgjB7IDRVqRqmsDVo9z8f6rmhA8+dMDZ2K90ZtQ1BqIAFfBf+1ZfC5bUvYPN7es7xlM1yTj7fh06Jwklk8TJJgOPglwTmto9cHm6j+5XEiHospROlqQS3dC1f9+2C7V1TZg0UX072uZtu1Bd14jJE0cnNWGvT4QoirCYk/NvVjKS27C5Ei2t7dhn3AiIogS3xwubNX6l3rc//gaHPQfDBvdLRhr6GjoCSUeggyyhla+a+Fdki43wBQcdj2+2rMW3W39VfGh6ISRbErfzDd5QIuFVvtNhQHEysQZKAnjRApn3sV8A8VX0iwMn84xQAUcl3B69/SYpgHddxGHuA/o1rngqNjR8h9/qv4+4k7vSqulNY2ueBVRd4WhoT9EJuseyVJ2ipTKle5xOzzKTCCSzUoJvbodxa43m43hG9lNdtUg2w4bqJsV7MgeeIaVsH+PvuzURJYHNIrUhKU6khw5ktsFO+vc+8VYlg6UABmun7bpSyAqNryBHWK10eMi4qeUngX7FizHoiyJErniKNzcTn+dYDKBfvdHxJhbePZ0sOXT2FZh33gn4y+FTO2D4cMnXuGPBi1j29oKU3orX3vY4zj31KAwf3J/ts+jVj/Hl6p/w1L3XqN73+dc/wRfL1+CZB65VPTfWhIefeQtLvvwWbz2TGMGazKQeee4drNu4FQ/dehlWfPMLzr36Hnz1zsPId8QWzb74+vkYP3ooLphzdDLT0dfSEUgaAiFkyV9HzUCFXZnYaypthM0GE2aMm4oPf/oKbl/8igoaX5JXiC3u+qRUk3SiK0Ey9u6H3aTdaVm2kFmwYeawczCicB+8uf6hiGSJ5OHhrYpgDargLF6jAHLAUav3oWDpbjWEWpIs5Aalh45AihBIxoM/6YeQjojW0Cq4qpQw6SBKrCYonRPvLFoInnhrdvfPWStOmw2QlFd/RjqzOX8QOE496WLkdqCv+T5VMOaZihlJMq7PoYrmOWDFeGRPe02spHuzNXC8i9kbyZIPlqzEnQteSjlZMvbgM/HsA3/vqCTJRrKkurYRLa1tGDooe6oxgsmS1jYntlZWYeSwATAIsf891cmSeH/b9c8zjUAIWaJG6JUSp5YcIk2212v/khkJAGrB2VZfpYgooflElgwdOBg/1W5NKp5MbFXo7HlP6uL6YhlHgAiTc/a+GW+sW4Dq9m1d8hHbDPDVay9xpOqS3GZtIo7xwKG1KVK1frz9lX5OYq+U6yixANX1WpUvWwAAIABJREFU2trqlO6lj8seBCxGK1xele2LCaQfTWRV8ZIJaJaQI45nlPYvrGRXLFQ1Mb2TSCHlWODrX+SvXBElmNbtiDpW8XkBhNsmq5nbncaS7pQa3oKsh8W2HM0VJhxvgNkxUDNE/cw3gOei/90Znj8JJbbBbP0B9rEYaN9L9V5ElhBpks2RZzPCIPRux5tY1ycryJK1PwIfvuNP84iZwLiJSbulIlWWBJMli177GJu27MStfzu7Y096WHe7Pbji/Nk45aJbMXW/vVj1xW+/V+Low/+Af15xBmsLoRaRZxZ/iFfeXoKWViemT9sH111yGhx5Obj/8dfw9Csfon9ZMfLzcjFrxjS4XB68/9kK7D1mKN79dDlGDRuIS86e1dFa88Ibn+LZVz9CVU0DCvPtOOXY6bjwjGPAcRyCK0sam1px4XUPYONmfwvm2JGDcN2lp2HkUL8eF+V84JTx+PSL1ajcVYtZR/4RR//pD7jv8dfwy/ot7AyXnX0cq9QgLKh95Z9XnM7mfvfTb3jgiTewbuM29C/rgzknHI7jZnSVVrjz4Zch8Dw2bd2BZV//hAP2G4u/X3wqnnz5fXz+5feMILrsnOM7ctq5uxZ3LHgJK7/7FXuPHYrZMw/GEQfvz/Zsd7pw98LFLBeL2Qib1cLIEaos2bR1J66//Um8/MiNEAQeVK2zfPXPqG9swdCKclx81qyOdWKRJQ888TpWfrs25L6ia3LyMYeyPW6b/wK+/v5XtuYlZx+Hww/aj42lcxoMArtHvvlhPQ75wwRces5xGFDudyyjP7vnkcWgFqs/HbgvTpl1GMaN8v+7qoeOQDgCCZElgcXIUti1pwJk8apPEkKZiA+HNRfVLfWK16H2GynXHCLmqnhyjIGKHHCSsZG+RsYQoDacJncdtjWv65KD2GKAr1E7WdJUYEtJGw6RD615/i+6Bo+PVa8YPGJIuwu1v7itRlCFSyarW2j/utI8FJnz0dhWD5PbX2Vicvu6rfBtxm7WbrTxqH7jMarf3nh71QtpyZpZ+BKhkKuuEsxhBAbm+oWMd39bieY29Q4bYkEOfP37JHZOUYLQ0ArOFVRJyfOQHDYQWRIIEnQ1VtYlttee2bQutfXo0RUByWOE5NJGJvAGC0x27ZUbpaZ7YeJ3Rr0sl014oYuAq9prOARF6Id8tdPSMl53vFEGc8bJku1bgUvOBAIkL2lKPfQ0UDFE2QHijCKyZPTwCowe1qkHtX7TNqz5ZSOrLPlp3WacPPdmfPTSXRjYrxRt7S5MmjEXj911JaZNHg+qDtlr5GCcc+pRqKlrxPwn38D1l52GWUdOw+vvf8Ee8q+56GSUlRTiwafeRHnfIvaQT7obx571D/zt4lMwZngF+pYUYsmy73DPo4tx1slH4o+TxuGjz79m5MUbT97MTvHpf79hD+YDyouxfUc1Lv3HQ3jkjitw0AF7h5AlTS1teOujZdhnr+EwmYx45pUP2cN6YB3KecSQ/ph7+jGsNf/Kmx5hBMTVc09kZ7zhrqdwyVmzGAkSTMJs21GFI0+7lv35cTOmYcv23Qynm68+qwvKF/79AUYUXHnBbAweUIZ/3fssKnfV4LzTZjLihNa159pw5/Xng3RRjjnzekwYO4yRL5u37cY1tz6KTxffi359++Dm+5/Df1eswcVnzmJ6I489/y6MRoHhSPiceMFN+GHJ06yy5KV//wfDBvdHUX4evlixBkSCLH93ISOoYpElm7bsQGOz36WOSJGFz76F5x+6HnuNGowjT/sbxo4YhDNO/DNW0WeL3mZY0n0TOOe8845n+97/2GuYvM9oXHnBidi2o5rNvWruiexe+WTpavz7o/9hyWv3M4JLDx2BcARCyJKLx5+oyBEnFowPfvaK4oqQSOtMHbY3vtr4g6orxQRdrepFOONuInkgmeO3AcVdRx+Q1QiMKJwYuQ3HzTMnHC1BZEVLvjUlZAlpoRAJ4TMJaMsl7RuOWfXyEtNqZiEGOS8RQVHhtqCluVbLURKaQ7nWlDkirhGwFzY7PcgJci1JaMMUTKYzUIUMCfZa2zy6BosCjCcMmoJjJ83Bx2vewMrfliqYkZwhakkTMw9cOdZvJ//L7y34ZKU6YVial852lkRcdMIRTrQiJjlXLHtX8bWQM070VhqecyM/5wc4Pf3gFTvtgo0msmoer/lgZeb/g4GL/rIoGWQJ1ZUMRYIEn+YTRp+oO94oBzXjZMnrLwHPPxGa8OnnA7P9ttWJBpEl5aV9UNG/k9Clto6tlbs72nBOOO9fjLwgbZM3P/gfFi56C/9ZfB+rZCDi4cWHb8DEvYazVG578AW0tDkZCUAVHFQd8q8rz2CffbbsW1x+44KOh/d4bTgk2jrz9Os6xtMa9FC/9retqKlvxLOLP8K5p83EGbOPCCE1aJzT5cGPv27Clm27GOFD5MkvXyxieYTnfNIFN+Oow6bg9NlHsM+pEqKusZmdIZgsIf2SV9/9HP9766G4D/tEIuwzbjgjRyiIRCKCaOHt89j/L13+Pf559zMM45XfrcU5V96N5x68Djk2/3fhm+5dhGP+/EfMnnkQJvzpXFbZE6hgCW7DCSdLqJqHyC6qfKEWogXP/BuvPv4vRmgpacMhwuu4c27EOacchTNP+jO+Wv0zzr/mXnz22v2M8KL4yxnXM/KDSLDwc9L98eKbnzKNl0cWvc0qhe7710Vsns8n4uQLb8GbT93C7gs9dATCEeggSwRewPnjT0Sh0ZYQSou+ek9VVUj4ZlRZokSnJHgeOd+QsKumkGVwPqrTDWITJRmc2wfwEnz5SRZ31ZSkPimVCAzMGxWxsiQRzZJE820oyqHbD/bG9pgP5wFSxpkTXXG8f05fOH0utDTXwFHfnlZL32AbZWubm1WUBCyFA6SPx2xEQV1rWvNSc33oDBS69ooa1IB0t+IEZ6emLefWIQPgsdXAx/kYWUKkidJIhl6K0r1onKGyFkKD/y1boqGTJbERjOeOU5i7CkX2VV0WkWQrdrhv03R5yEK4v+WGqHPJGvjyiS/AAQt8kNAGbS9zgl1xNCWagklGgUN+rgktTq/ueKMA34yTJf/9DLj31tBML78WOGyGguzjD4nXhkMrENFw+0Mv4ct3FrAqk2OPnMYICopw4mHxO58zEuOTV+7BtGMvZRUGVGVCsauqDoeddBX+/fStrP0kHllCD/uHnDAPS16/H32LC1nLB7XiHDp1IioG9MWHS1ZizvGHs0qUYFKD2m/OuuJOVrmx/4RRzC3mvU+XRyVLzr7iLhz0hwkdZ6KHfGopmn/LJSHrUosLxV03XBAX2HAS4YkX38MPazd1kCUBgoQInH9/+D/cePczHYRTYPFDpk5k7S5/PvVveO/5OzBkoF/rMhpZ4nZ7Mffa+xlRcugfJ6KspAhPvvQ+XnnkRowfMzQuWeITRZw17y4UFeThgZsvZoQQ5UbVKcFiv1QlQ2489990cRey5JMvVuH+x19n1//vtz/BqoUC7U+Bc1Hr1NT91bc1xgVdH9DtEeggS8oLBuCIAZNQbk6sNPPDn77Ezzs2pRUYyWJQ7UQQnKAQQ1fCm+8DEtN6SysW+mbqEbBwDrik5ojOQ95qMyR3+m8AqmQQfJJiAqHZYUW7vWsVDLW/jHAMxopqv9tPfm1rWh/623LNrCojr9EZ9SxE+FAljNGrE5Pq7159RjQElFZ82HgZxS2NqCjiUZRrwvI1DWhsiC9KnG6ihM6ZLHFXWovsl70V/v5tPboiIHlMkFzRKwsHlTwHoxCZWNvp/gdEWb09s5nfiBLTI1EvR6G5AmeOvQ/j+XLsQBOaoE0XaKKlDIW+XHjoRVEWhO54o/4iZJwsaW0BrpoL7Kz0J1/WD7j/cSC3s8pK/ak6ZyghS9qdbhx03OU49s9T8fJbS0KcV8LJEnro376zGovm/x2zzv4Hpk4ah6vn+t2jAs4tS9+Yj5I++Ywsefr+v2HKPmPY5+ECr8FkidFgwIGzLmNuNwF74LnX3ofJE8d0IUvuWvgKft2wFU/f9zdW/UIkxakX3RqVLCE3GaqUCBBA0ciSex97Ff9b8QPefe72uJCHkyVEWlDLTqCyJJgs+e+KH3D1LY9ixfsLu4i0UovOhMPOYQ5B1L5DEY0s+e/yH3DZjQ9h+XsLmUUwBWGslCy577HX8Ol/V7MWGyKaKKgC5pLrHwyp7vnrJbdh9PCBuOHyOTHJElpvy/ZdWHDb5XHx0gfoCBACjCyxmXIwsnwsBlqLsFeu9l5bWrDJ2YrH//tmWtFNqLJEkiHEaAEQLRKknOz4QpFWUHvRZg5TCZqdjZCFrm/ppARacdINIWmkGLwiI1nIrpcqNyaV74dVrRvQZPBrMVB1RzrtjHXr4HTfBfp+AQTUaHKYXG2wBelk+ZwyfK0y5Aj8Ha0rljpCtERSgTrlZGlrQnteEXxGf+VYohbHwXlmguxJBU6pWlPyGiGRlXCUGFL6BAQ+cmVHm7g/6r2nqE6t2LQQFj76y6b+1hkYm3cc/lo2Dm0GF36HNv2aPxoGozTXBpdHZJUccmcHp+qcE52gO95oQzDjZEkg7QBZUu632U1WKCFLaC8iIKh644SZB4VodNDD+E1Xn4mjpk9hQqb/uOtpplFBwqDUtkIaFfNvvgSlxYX4v/nPY1d1PV5/4iZWtUAVHftPHIVzT52J9nYXq2AJtg4OJktIU+SAmRfh/649B4cftD/TAyGC4aIzjulClpDextLla/DonVew1g/S2IjVhqOULCEB1HOuupuJvR59+FTsqq5jYqqkMxIeasgS0lg57MSrWAUOaX9QrF6zHl6fD4dN25cRINRec+3Fp6CpuY1pmAS0X4LbcL5Zs57lR5U7VIlDgrDUFqWELPnP/77BvH8+jBcWXM+0RyiIoHK53Tj85GtwyrGHspanb9asC9GKCT9ncGUJieHOufR21s505PTJLHfaZ7/xI5n2ih46AuEIcKNfOE8mosTA+/u2p+UPg1VQ3tIi0kMZCTYGtbGku7pENvCQbNqEODmvCN4Z/S2iaJUg2XSypDf/1fE1GSE2K/87kY1YUXVHQ1Eu0zUprGlRXLGSjWfp6TmdefA8vL3qeTS2Kxe57umYaD0fVZeQaCrn8TEnGXKUofaTSEKweXU7wUsiJF6AK8cBSTBA9JEeUOe//2wuudKkMGi/3KZqCD7/z6W2vD7wmv0P7XQO03q/k0KiodXumBd9MHjd8Fj8bwizOShXuo5aIlYbDumVDO37ZMxld7uvgldW/sXbJqxGkfGVqGsKnBUT82+BgbfBYTBjdtlobDLUQIS67yfUwjMe/Vjnca7FABs5lrl8aHOpFzfWgmvwHHK8MRo41Ld4MkrYJHqOTMzPGrIkRYePRJZ8uORr3LHgxZDWi0B1BhEdY0YM6siGyBJypiH3FYpTZ03HtZecyiokyMXl+jueYg/IFKSLsuD/Luuw4aUWjZvue5bNvfD0Y5Cba2XkwxP3XM3Gk37GwcfPw+evP4DS4gLmnkMuOhTkykLtNeSIQ9oa1J6z9KvvWeUJETKX3vAgqy6hmDZ5HCNyommWdCFLnnsHGzdXsjaT4HVpLXIHIk2TQMw9/S+49OzjulwdIhH2HT8C5556FPssvLKERFSpYmP1R4+xz7//eQNuuPMpZgNMQeQQkQzkIESfnX/NfQxP+nMiGoqLHEzgde1vWzD7fL/AK8/xuPKmhR14U7vS5199j8WP/hPjRg9hmNB/z//r0V3yPXPenVi9JtSAgTRSSCslUPlC+1MEnzn8nJ98sZpdI2rDoaA2njsWvMxyD9wDJA5MQrp66AiEI8Adu2S+HCBK6MMSUy4m2P02VkqiRpRQI8oYZuQ7CBOX14PFqz5GdUuDkiUSHiNzHKQcE8CrVzEmooQIk2ihV5YkfHl6xALMGafJCJD1ksYgwoLaUmK1pGhcWtE0qjSpL7bD2u7OesthOlC+rRBTRhzKREL10BFIJgIyz7PqELFPXsey1tYGyBzPiJJMh8HjYoQEJ0uMlBANnS8DkqFboqSqhIgGImwIKwoicYweJ6jihX7mNheWd3yWabwi7W9rroPbkAvRFl3PKVbeYrsVss8ISCLgdQN8UDumLGPIgOejVpbQuqRdUu25SBFhooQoGZM3DzmGzrf343NLML64D7ZB+fcsATzINjgXnZiQqKojxwj6b1ObNy2tOQHHG7dXQnN7/Ja3bLy/Mp1TTydLlOJLrR/Lvv6RVSkER6ANZ8jAcpjNRljMXV+oUuUE2QIT4REeVDHR0NTCdDKUOKSQG09za3uH2Gis/MmON99hZzbGyQzKua6hGfl5OcxtJ5lBWHm9vi54UDtOdW0Dqxih1qJYUVvfxMYUOJLTqkV70Zl319SjMD8PVou6l+ayLDO8jEZDR3tQMjHT1+o5CHAnLH24SwFmudmhuB1nm1dCPbWyACgWOBQKHCNNyE540fL30oaUZDZANqt7g2QQjKwFx+eNLpImmSSIdnVvbtJ2aH2jtCIgS4CvwQSpXd19FkiSWlLIGaZ4V1PGHFUC7jS5zc5uQ5gQfnqVRVpv9V6zmVhkh6/cry1BZECAGMhqAEQJxt93g3dpe8hUQpQEzm92tjDCRPB5Oipd6LN2e2HWVpZ0tC+J+XDzORD6qO8xkSUOYuueL/QkAu9q7XJL9Cv7BFbr7pi3ChEmLeKBaPEdCBldW3rMvBM5wtvIEVZHXcfMF2KE/YIQoiQw+OIB+6HJ0K6IMIlElARvajLwsNv8P9saW70Qg9zVkvn3QXe8SQ6aOlnid5YhvRCyyJ0xfXIIsOGaJclBXV9FR0BHoDciEJEsISAKDDYMtfVBoTFyqW21pwUlJjs2eiW0hv1QNe15+f7+5y+mDVN64c9aceIwm4GEiCiZPOIgGCQZK7//FL49Jc+scIDqU+kXNfJyMnwk8qqHjgCx2G0G+OrVsdfBwIkF+RAaGjOKJWmbkHsOWQrHcsdx2kxMA0UXXs3o5dI3TzECasiDFKeifHkNhAm1EIkFORBLtYm4E2FibfX/29Wanx5h2FgEFlW+UD7BlS+UIyQZTVJfSPA/+HN2GbxKk7/wFhzO2VXI1Z67EaUlXym6ZkSaOKW94Nsj+kraI/lGHsVmDi5xAyrbP0SbWAlR7hRsJZKk2DyF/TILRRH3mZY/EAcWDEQVWrAV9XAj8neVUthBDjgWxH/bTGKr1J7T7vax9pxk6pmQ402B3cxafjLR9qPoYnWTQTpZ4m+H+XLVT0yXJLyS4p1PvmLOJn0KM18p2E1uKT1NHQEdgSgIRCVLAuPtghl2Q6civE+W0OxzMaJkVE5pRLIkMHfF6g/Q0qq8RDQ4R6vNBmd7u6oLV1BQCrcJaHE2xZwXIErybP4vjV6fBz+vX4mq1t0g/ZPwkAQXwPdgwoRevMkCwIlAUJeJTTCjXXSrugY9fbDkFOCt1V46WVRYhLp6baJ8ycI2UF0SWI9IE7L0DQRVwLitJuZQw0ky8hrbYW3XZlGZrJz1dXQEUomAUuecVOagZW2+oRVCbQt4V+jfT6atYjVC3vPyQLaYIOXZkqK3kogOiJozElGSV7+zSxsS/Tm1KFFLULRolkrgRef3Fi5PBh9dqzVkGclNDmhB/8bLEjhXZLvmigFvwmjsWnUS75xTihayIaQ94pJ8cEsifFJ7KFkShSAJXnuErRCzS/2OHT6IaIILrQj9mZ0PKxwRqlpi5UjviuxWIywmgQnAOt2JO5XZzAKIiGls9cArqq/2iYdpb/tcJ0t62xXXz6sjoCOQKQTikiXREjvAMZiRKDt8fs2SSLFj1yb8sm6F6rMJgr83WBSV/4DOs+Zixr6Ho95oQ2XdFmyp2hCRNCl1lGH0gAmwmjsrZjbsXIuNu9ZGzVOGBNngjGgtq/pwWTiBE43gpFACoNDswJCcHKxq+S27MqZbTbtsSMJnkTw8vFXR7SRjfgEVANJRzgb+qao8H7IKjR8iVMxOL3JiOEclDK6+gI5AhhCgigtf/z6qd6eWD3p4JwFWrUKiqjeNMIEJ2AZFqkVok5FzvDWIlMmr3xVvWMTPvbIZzXKQUJ/Ag88HOEPs7xRdiBL2RcQHLgoxYzLVo1/5JzG1S8ITLDGV458j/EKMFRYHXtz1E7a6Yr/giQYCzSdnnFQFVYLk5firUVrafZr1THTHm+RfIZ0sST6m+oo6AjoCOgKREOD2fuUS2SAYYDXZ0Mde0uGKEw+uw4tGsyH1ooxtvsiaHk5XK1Z//x+4oryVibeH0s+JKDll0hFwWHNZSxAROD///iO27lwHr9j5JZIT/XkW5Jdi6KDxKCwoRTyiJJBDWgkTmRwYTIDMA7wXMlV8dAR9ZuioBJHJujBB8oDz2sCha0WNzPkgG/xK0dkQh47oj1JbX2yv7YdtzevQ5O6s0DALNlS3b0tLmp6dFshibCGrSIkIZr9WoJwFRUok9EqCs4GgChIl5ElRVXO3bMvpm98fuxsr03J/6Jt0PwSolcMzVrmweeCE5vYWWNsamYMO6Xj4TNqI1O6HWOozJttkS3uzpo0k8GiQQq1MZUsOOIMEzuQFJwT9TJUBWTRAorJU+pkbHl4XuD1tupGSUUuYTMk/BDcMm9+x1Kd1v2N1805N5ySR16OLR2iaq2YS6Znk55o0WQ2T443ZyDPHm1TpoKg5S08Zq5MlPeVK6ufQEdARyHYEuIqnTw0pC6HKi/KCATFJEytvxLSCYR1nW+sR4YlSVdnSUo/Va/7ToQmSCkCOHDcV4/r582lytuKt7z5X5MQzsGI0NjdsVpGSDFnwQOajCOvR9y8iLtQ/R/tzkARwkhGcrEZAlB5yvaROyJZgxAqnvMSVE01+YiYw1/87dhBO5iEZ2lWtpwJM1UNNAo8ZYyowKM8v5CXIxeBRDIPsf8jZ2rSOESYun799y2Hug9/qv8OGhu9V7xVrQk+wEm7Ns4DacWyt7hDyg1pwnDkmtOdaWBtOeOTXtsKiUVgyqRdBxWITBk1GY1s9ttRsUDGrew7VSSHt102LlS61g+Q2Vnds6jOaQb8CVSbBv9eeWe+bGWjB4RIQzKiX+kMO+mEsC0ZALZkVRdw1/IrwvAf5jrVwOH6NW2Vy+8inMM6+f8cS/2vYhmWN2oj+PxUOxiSHcnviRO4ktVbDNL7QboLXJ+uON4kAH2WuTpakAFR9SR0BHQEdgQgIdCFLaIzNlINhpSNhNkZ+S2bgeBxaOLJjuVjVJTRIKWFiseRoqkIxG0yYOmxv7NVvmCrLYslihGwKsgNUeotIEjhvaMUFJ3HgvBx8eSJko3KyInhLIkr8b7ZIWFbaY1O7p5JEIQOjpgImQJQQ2eKvUAnLm/0vid1qO49SONWOO3JMBYYUdVp+CnJ/WMUjwKOrkNey7W/jy8p31G4Rc7zs4+CtNmuqLklqIilejAiV1rzORn+qPsmkk4+W404ZfgimjDgE8z/4p5bp3WYO2SwfO+l0vL3qed05SONV06JbQm04tpb6qDsSWZIuMVSNx87KaWTjbHaq1wIJPkydNLDL2WT6TmOIL3LKJhJR425n9s1qw2BoxaCBb3aZtpd9P9wx8umQP2/0ubBw+zdqt2DjyQ0nP0hTTtMiKicFrIYNAs/0RzwRKot1xxuVoGoYrpMlGkDTp+gI6AjoCGhAICJZQusQYTK2/95RlzykYASMfCfRsNsnYXcM0S4SUd22fR127t4EZ1BbDhEkhdQWM3g81vz0X82CsJQoteFQZYnSEO1mv+uNhuCdXnDerv3PPrsI2ZQCcoGqTkRzxHaZ8PQZYSJ4oovSBtp8JMHfZrOnKkUDDBmZYjcbcez4IcgL8lTnZDNs4mwICHVp+LH6S3ywKfTLaTKS7o2ESbbbDU8YNKXj0vbN74dR/fZGfk4RVv72OT5e0/XBJRn3QbasMWbkH7Fz+9oeT5RwAsCeXVPwT6x7XIXqyxlow4k1sbmwLKN6JqoPleEJibTfBFIXYUCjVB7xJIoIE7rJ3E5NRAlt2rf0c+TmbA/Z3yb0B1WVDLWVdcnrvZrf8GNrZ4WSkkuQrhacaLlEsxoOECW6442Sq6h9jE6WaMdOn6kjoCOgI6AGgahkCS0yuHgY0zGJFGNzy9DPHGpBSBUmu0UpaktOvMQ+X/ZqStt1gvcnfQYpV7urCeeTwEdwCJFMEkS7+jdR8bBhnxPJ4bMqIkz8w6klJ4zQkfk9bT4yJCZam6JcFR1I+6BRpQUYVZKPPrlWmA1+0o6T85Ajzu6oMKF2nEe+uwZuUZ2rktKs6Pu02GKC2EIaMl1n0YMdFeZkg0aJ0jNFGhfQN8n2FpxBxcNx7KQ5jCAJjrdXvYA1W1YmAkFWz/UaBbTkW1FYo5wozuoDxUiO/k6Zi3iIThlSkPYPc3s3At4mbSwKucd4RqlvZ6AWHGrFiRWkZ0LVJZkUgE2Xg00i9xXhSBUlQgx9EKXrO2U72uWCqMNletFjMAFCWMsrVZOQoKvP7a8s0RAlxV8iz74pZCbZ/1bYjkeOwY45fceh1Jwb8jk54pDQa5UnsutOeBqlphwm7GohxfAMR7DVsE+Sme2w7niT+ovSm8mS37ftQm1dEyZNHKUa6G9//A0Oew6GDVb/773qzfQJOgI6Aj0CgZhkid2Sh1Hle0U8qIU34sAg3ZLgQSSy2iTJoEIT9l8FUFHlydJlrykYmZwhZKko5fi1OrSG0BxZ/NSb7wM0dPcoykMlYRJpTao8gUCtN1G0V2IkQuKyJPwaLCprEgR4VDgXKTqnwkGkYzKpohR79/M7WRilMbBKf2a/X73rU3y25RWFKyUwzGuC1GYM+W5N32EFCwdnFbVTaV+bNETqi3PByzKz9xV8UtptfEkIlggTasER9ogkaz9RamdSO8qEwVPg8jhhMVlBBMrKDUuxbsePqd04Q6sTUULXpqCuNcT+OUPpxN1Wspgg55gh1LXEHRttgLlUAB+lNdAIo7TIAAAgAElEQVTTJEGM7igbdU9fiQNiaSj5H2lwwHWGWfIKPBy1lVCiq5FJwoQqNahdyJXjYDa8mQwibUi0NZi8IX0SwecBT+rXSYpGqS9EKPz5HlxdGocgIW0SaY/GV3iq1HrTp2hVl4oSIkqG5s7pGE52wUR0hLfPEGHyetWv2BbHGSebiJLAoQjCPnlmGA08Wtq9aHFmgYp5ku6lbF2mp5IlLa3tmDLzoqiw33D5HHg8Xny5+ic8de81qi/PxdfPx/jRQ3HBnKNVz9Un6AjoCPROBGKSJQTJ/kP+EBWZodY+GGorjvo5kSYbvcorF9JaWcIBkj0x5wK+1Q3ScQgPmZeZdkmqCJNgUVa1ty1pk7AWHY3BWoFIWyUoygvMqGztdKbRuHRC0/YfWMJIE4pc3zmsuuTN9Q/ht/rkirtGTFLmwPu6PoTIIuCqUX7/h6/ttJmYZki40Kqjvi3thElNXwcKa1qynixJ6CaKMJlEcAP4EzHxpxF/xrIf3ss4DkSiUV6UX4BIS/bZk7melGeFl6x5Kd/mdhi31mhe3jOsDJyJZwSA2dkSQlbIogxXjTp2klWVDC9juUUKvqEVQkMb+LZQcpwcdAw5HIxWGVwMUW+Z4yBzPPvlttnTSlgQKUHVL0REEGHTXBS5NUXzxVAxMVwMN3yqYGoFx/sgenIhk+ObxmiXHXDKXfWrNC4XMq1f2cfs/1vbB3aQJkSgWC27u5AkwRMn5t8Cs9BZ8RarhebHlir80FrdhTQhkmRSXjnG24MskZNxqCSsQdbAFpPASJIci/9NUSJWw0lIqccv0VPJEkmSsbVyd8f1m3n6dSCC5IB9x7A/KyzIw1sfLtPJkh5/h+sH1BHIHgTikiVj++0Nmzn626hYhMlmr8QqS5TGitUfJKRZonSfwDgxLzVkCa2fUsKEqktEf+6crNx+RxZckPkE3/hIAnixU/STcqDe5XEVFqzepq7nWu31ijc+QJhYxb/AKA9jLThN7tp405LyeSQSSfLIcNcrv//DEwm39w3+PN2ESUNRDnJa3ZqrF5odVvZQb23zZJxoUHPB23LNaMm3dUwZkTcYW6vWw1Hfzs6T6iDcqGWQKnqosihg8Uy/727h7V8EqSCXkQ7G36s0px/sWhNMBgQW9Dll5e04Bh6eoWWQTZEfzg076+NWwVBrkCmfA2/s1L8iYoKqOOhXJttvCBPCiMgSUTCCCJ5MRixBXFPuLuT0WYe22lHwtHbV9VCSdyqJErIIHtj/PSVpdBnT13IIBuWc0PHnVF1yyYBOR5xIi1KlCf2ioHabbGi5Cc+TKkoKck2gB9zGts5K1USshjUB3AsnZQVZ8vs2YPkeceIp+wDDBiX9Sux/5Fzcef35mD5tn461F736Md7/bAX2HjMU7366HKOGDcQlZ8/C5Imj2Zhrb3scy1f/jPrGFgytKMfFZ83CEQf7/74FV5Z888N63HL/c9hV7RfpPuQPE3DDvDmsTWfj5h34++1PYMb0yXjxzf/A6/XhygtOhMlkxOPPv4uGphbMOeFwnP9Xf4XKTfcuwuR9RuPIQ/1ujUuXf4+Pl67CXTdcwP7/5beW4MU3P0VNXRMq+pfikrNm4eA/TEg6XvqCOgI6AslHIC5ZMn7gvjAbYmt77JdXgUJj5wNFIM1YlsKRjrJ1+69Yv/Hb5J8yyoqa3XD2rMe30JtGDrJZAHiePdSwILtBkRxzJEgmHyQztb2EJkHOObIga7cZDl6OmeeQBTBVfEQWrJUFt6a2my7QMXFY2sdvL8wshiUDzj5wEH7YUZNxwmTO/iNRYjwcJnkf3LHirLTdS5AF8L5OEskHHg2iCbk12vVSqJpjaOFQOF01qHE3dpzFIEvIF4yod3phadFOYKgBp6nABoNXZISJlqBWIo/ZCINHBAnFdhf7YboGVMHhb39yp43soYoRciNyWU3IaXWlbV8t11bpnA5dEFGCeW2o+KXSNWhcgHQJzIlKmDTLMVvgGMlRJKC5tH/E7Q3bayE0KtOQoH8KLX04cALHKjgyrVGiBs90j40l4FowaCkknwVNlQeoTiueTonqBcMm2O0bUVr8laZl8ozDMSZvXsjcc/tNQKkpVLtE0+IZmhTP8Uat1XCGjtFtt804WVJVC9z1SKe2D13wa+YCZZF1DrUCHY0suefRxTjr5CPxx0nj8NHnX+OX9VvwxpM3s21e+vd/MGxwfxTl5+GLFWvwwBOvY/m7C+HIywkhS35evxkbfq/E6OEVcLrc+Nc9zzICg0iRn379HSdfeAv+dOB+mH30wfhh7SYsfPYtNpYIEp9PxDW3Por3n78DgweWYc6ltzOi5NRZ01kOb320DM+//gneeub/8P3PG/DXS27D/TddhCEV5fj+541sfmCsVmz0eToCOgLpQSAuWRKrDYdSHGgpxKicyGWha9zqepCdrlas/v4/muyDtcBF5dESOeJoCSJDfBJkc+xyYepx511d3wLLnAxfoTp84qZJpIloBSeHMjPMHceo/aFdyb77V5RiVGk+Vm+twrrqzgf7uHOTPGDv8mL43AXY2eBCg1iZPgFbmQfv8xOGEjjsEHLh43j0rWzQdEJqs6ju59dQ6CO2wy531Zdp4wyoFnLYg7zB60NBncIHOw0ZEVlCZEfx7ibVs0nzxGUxMqIl2zVPgg9HbVBNhX58092CRJU8PqMh7fuqvrgqJwSIDqosCW9rUbpUJDHWSC0eJMDsa5dBFV7UEhcIIkkEKweDlcPBRSOwwgRU+UKFTqj1xliprrWQkS+lRrQU9M14BYdSLDM1zt6wO6KQa175alA7jrNxEFyNgxWnJ8oCmuQyyEhd5QzpkeQ7flWcU/BAgbNi/8J7Q+aSbkmFJTXtQpqSVDFJjeONEqthFVvrQ/cgkHGy5LMvgQ+WhF6Po6YDh/0xqdcoGlkSrFmyedsuULtOgBARRQnrN23Duo3bUF3biAXP/BuvPv4v7DVycAhZQonW1DXiu582oLq2AZ/+9xvk2W1YePu8DrLk56XPguM4tDtdoFxee/wmjB3pr6CZdfY/cPrsIzDryGkxyZIV3/yCc6++B4/ddRUO2G8MDEKqRA2TCr2+mI6AjsAeBDQLvNJ8A8djWv6wEAvhYGTXe0Q4VVaq79y1CT+vW5G2CySZBMiWUA0ORZtTCb5C22GyGCar4eBICVlCG0QgTGTeDVlQL+aqCAcFg0iEddrQcvywoxa1YX3/CqarGxJU4eF3+0kyIRUlG4e5D1pa/ZoGu4QcuDg/iUYP2VpaJgKiqvSgntfcDqvP2/HARw9lvIke9oBWgwm1gp+kSaUAa21JHnwmAfbGds3VJeouZGZHB4RTeUnOCGFBFS35da0wRrAnzywyie0uFtnhKy+EFjIieGdvRTGkvNBqxry6nZpEQqeMGo6P60L1SIwbdoF3qdd28pUXQCzKUwUSVVoQ2eMzmkNadkj0lHRORIOJkS9UQSMajOz/UxEGj6tjr2jrUw4UibYWRaoGonUDZAn9XilhQkRJs1wKCdp1ToLPS0KtefaNaG4ZBp+vs/IjEbLEzBdiYsGtIbB218oSi4mHw2ZCQ6sHHp9yTa5oVsOpuJd7w5oZJ0u++xl44c1QqE8+Bpic3NYSJWQJESKHnDAPS16/H/YcG+Zeez8jSg7940SUlRThyZfexyuP3IjxY4aGkCVUkXL1LY9in3EjMHr4QPz2eyUsZiMjNQKVJQGyhAiY8dPP7iBd6OBULTJj+hRWIRKrsoRaeO54+GW8+s7nDK8jDp6EKy+Yjf5l0TUfe8M9rJ9RR6C7IKDZOpgOGE/glcRdSeRVbRBhsm7jN2mxEWbVJeSKE2ihUZuswvEc6Q14vJCNMmR6+UUCszblXzQUbuMftkdwNGAdTKKuUbpzVC2byGC72cgsflNOlrDzk5YL2fnyCYnZqjlvjqkvqtvdaOeMaOc7yTciSogwURvUtkJzc6M4LrH1OLC34y5BQJvBBDO15biST4oFV7nQttluIawW6/DxVFHSnG9jbXVayC5qoXHmmJj4qqNBfUUX7U+tPzGvfaKHzNB8JvRa4S/TNm6tBt+swboGQIB0CT6Gub0F1jb1VW3l+Ras56jdyk9CcE4PTBt3aUJIyrHAO0SdACcRB3n1yvZrtxemTCCW8qCKD7fVL0IbTIgQcWN2toJ+Xjpzo1vyqgEtkn6Jo/8K8IZO4srryoezfhhEjz3i0qRR4pZzkkaU0CaRrH/VnCvS2ALTeIy0+7ULAnFVxZSs1CGJdVYScrWaDahrdkPU8N2O1g62Gm51+bQ6NCd6Sbr9/IyTJe0uYP5TVJrhx7JPIXDFeYAtMS3A8Aujliz5Zd0WXHbjQ1j+3kKmPUIx9uAzI5Ilfznjevz50Mm46Ixj2LhnFn+IVd//GpEsIV2ecYeeFZUsOfuKu3DglL1x5kl+N8bgNpzAmZqa2/Djr5tw/+OvYeSwgUyLRQ8dAR2B7EcgKlliMpix98B9Mc5QjJ98kZ0LJtj7o8QU+UsMHb1elLFNxZuHYLioJefnX1egoVG7EKBS+PPzCtFuApye+A82VpNN0bjwvZkLDTwpc8jpctaApIhSEPRxmhFolO1oQvS3yaTRoebBl7QqMmERHA0AyodceSgor6Kq5rSIm2q+IConEhlExAhVk7TbLaCqHgqT24vCmlaVq4GRJCTOS4SH2kocv1W0nZE06RCQVX24BCeYiu0wDvK/TfP9tgvuJo1kSUEOfOSuExTx3FZipU4kAOmMEGGSSNVLpBYhJZCRYw3lHy8oR6pASVXEyoMwai4sT1qLEVkG59Xv7HAzIiec/IHLUGyejBr31yFHJNKEtEyczr5oaR0GWebghUV12w0519Cv4IqRcCwrBr4Jo0H93/tY16S/dQb6247qGDLQ4sCcsnGpuowpWTcZREkgMSrKtVuNexx0vHCqbNlOyQG72aIZJ0sCeNX6xVEZWZKCUEuWbNm2G+dcdTf+/fSt6FtciA+WrMRtD74QkSyhypDhQ/rjyvNno3JXDRNpLcjP1USWPPLcO4xoefDWS7FjVw3uWPAyWtvamWbJsq9/RHNrOw6d+v/sXQeYFFXWPdW5ezpMjsCQc5aggAqY86LorpjDGtYcdnV1VdQ1rzniqmsOYFZQRBADQUFyDpIGhsmhZzqH/7+vqZnqng5V1dUzA/T7vvmU6Vfv3XdfdU+/U+eeMxJUlvavx16H2WzCvbdcnIKMpYdMZyCdAaUzEBUsIaCkf9Eg9DHko5vail88ZVHnpRIcozp+CYtUkVfhRASYkEOOz6f803LhPKePOhENugys2bkctU2xLS0LMouRbcnDxj2rJexDEAG1iywJJFyT7nqwZKA6mIlmxHaL4tchFjAhYIKaFHAl1bkivRECE+jwT+yVQ600hPRB3MYQq4DAINor0lYhMVq5gIVwTLFMnBBQYmZzp1J/JtX3S7zxsyx6FOVlIMuqx4bttaizJwYIoo3njwKWSGFoRBuTwABiVfjsfqhlsMH4Md1DSiWn2NhUx5gbiVoqmSU0d7w4iG1C8yvZhOCM3roHlpy9IJvdXY5PUOVe2mYqAkv2lp8kO4TsrFWwmLezMaIBJgSk9Oz+gezxo11IeiW0Jo2qtWzsjNw+ndICOFr8BGzYTFqoVBwrvVHSBEyr5mDNCH2HTFsNS7vtOg1YIi1syb2jgiUzv2VuN68+cTsbj3RHJp5zMxbMehp5OZm4dfqLmPdTyKVn8vgRWLBoJT58+V4MGdATN9z9LPsvibQuWrYOdz40g7nmmIwG9OvVFRazCS8/egvWbtqBv1xzP/gynGjMEiq9Ibec8/90HEg3healUh4a64ihfVBd28hEZ5f+vgE3/Os5pntCbfzowZh+26UoLgwH/CUnJ31BOgPpDLRLBtqAJbnmPBRndYVea8A040A0BN2Y7doeNZijbD1g0cSn3DkDQVA5jlyowG6vxbJV80QBJrmWPHTLLsSKXWtFJ29872E4stcwrPWESmJq7FXYW7MzjD1CbJIuOd0PACWrsLNym+jxA2pnGigRna2Dq2Nj0Iw6iBfoI6YCWc5GEzkVup+Q9ojcQ/rBlcHOES2J1zoz9AwkUQqkEloOX9pzClw1+7Fw/ZyYCxayUUx2F6wyGRedI6Opj8JXlAV/bjibS+t2IqMxeatwSdbDEUuVyyyJ5xAjnMJlssKVIf4zR+pOEOBEOim8xTD9m/Kqd9oZkOQ2xWaSSp2L+mc0VEPrCbGLsruuwuDsa5Ch6QK3vwYbGp+BO3DgqbVg8L37ToLTVSh5OgJCiDWiVnngD+iwf/+kNuOkAiwpNU1FkXFSS7wFugxcWTJCcvwdcQE9Bc+26ODy+GF3ps6uPG01LH13DxewRHpmQldU1zZArVYhyxb/M8vn96O8ogaF+TnQapIXXt1fVYvcbFsbEddgMIiaukYGpJiMqWMHys1X+rp0BtIZiJ0BbtgH1wc1ag3UKjUKrEUMJOHbzeZRqAw48L5jQ9QREpXh8BcpAZhs2vZ73JKcPsUjcfKAgTBq1Vi0bRUWbUvM/iCgZHzvkBiVWAbMmp3LsLdml6h7ijRDgiQymm4HTwaCQN/skdhStyJuzMzxJliIgAz3hUjGAjEKSDyVmtIHZTqEC8EZXk+DSk7InUaO+OzBs5niI6U9UBKg4p10KIJjivNxVq9C1DWX48uV5dhV08qmCKg4VvbDM1uov5KgDZ8BAhdADl6BINNOohZUq8DcuprlsTvEZ1f5np4eBQiaw4H6aBoYcmYm9xx3rXStLZpLqMkiZW6xzBISeCW3nY5oVDbDgyhKzc+DJVn5lRhSdCYDSvgWCzBxu7Owt/xkBALihW4JBCkp+hZ6fcidjMCSXbvPiTpGj+4fMEBFiRZZfkNACbngGFTKiNEqEWOsMRJZAys9t9Bq2OH2pRScUTr2jhgvDZZ0RNbTc6YzkM7A4ZgBbuoPL0T9Vmjj9LjWHHr68XLTSsYwiWzxbIMj+/qDQez1BdEQCMpmmVRW7UFl9R44XSGLVBU0yLP0x8BuE9HdvAcarjXG3bX7GWiyp7at5onVaAYBJUNKereEWeUPsPgStY17xDNL0qySRNnsZK8HOXA+IzjQk1UP+4kljJtIp0Tuymy1zTA6lPmiTjHwrImYX4h9gRYwhZgvSjEr5K7/ULlOqPPS06bBNcNCLIh7F9fBleBzxtjsliUMKzV3gQw9SJBUUyndDlrqXEr2p7i9PdsCBol0P0jrg2dNEGOCREu5GDUFrqpAmN2w2Ph9+Tb4C0KW31KakGGR6Lr6vK6Juhw0r5ODUf+SUpTm9g8rU+EX4As4UOacg/2uH8LWJAUwIXebooIFLUAJDdTU3BX7KyZHzVPXkq+g17dltEhJKrnfkEZJnv5IdplNo8dQcwGOyeomZZgO60vlMdkWPRocHrgOsG7bK5i01bC4TKfBEnF5SvdKZyCdgXQGks1ATLBEDzVusYxm46/1VkUtxTGotDgmqxVwEBMMgSbNAT/qfW7UeZvhggp6rTx1fS1syFINg0W1Gxb1nqjTu7weVNpbv/jYjGbQT2TzBEPlQp4EeMnOiq3YWJaYtUKWLAFtCNRJt4MkAwKwJBRxENlWDlD54PaFCsnI0SfXbMQGuwl7UrC9JJ6qpCaIsBwk0S7IcX5JNKaSrxP7g5qSDBAl4xOOJQSpDBoOD4zLQp0rgEd+S+zWItdBKVVr6UzjUpkLuc0EdeFP5nO1Qfj2tdXW4nVIqIQkGiuC7HJN9to2lsNySnFofE//EkBNdmfiW6TQaaIrU61bkmh+pV6ndQ/gdBhWekTCIQk0qfOuaelH/95StwDVNWNiluQQSEIaJVZL2zLi+oYB7NpozWLehoL8RQljiuxg1fSBVdsHJk0XZOuGsZeJSXJ0ZjeUGm0HBZuEYia3GvpJxvFGcvKiXJC2Go6dRQKUCrKUdZ1RYs/SY6QzkM5AOgOHYgZigiW0WCrDMXChL6WzndujuuIksg9OlLT9vgD2+xMzOqKNwxGzRDUOhZqlUHFyVVFaRxYDmFTU78WK7UsSLQvpEpyEKeqcHQIaqPzhX0LOHV2MXEt4jSkdeunwq3RTGrCgEg9yV+EbAQ0qBOHjwg90cp1flF5/vPFIaLYhOwPEvCD2jZKgkpLrIFCnqsjGRHGpZRlU+OeYTKyv9uCtDYlFPOka0q2Jpm2jZJwH21ixgBJiidw9oRiNjQ68tXBjy7ICKjVzuBFa4Eb9OxIIMK2TSDcaT0MQfqfIv00coM/m0FRQnHC+yBiEeiUUM8VLa+KCgTDmC71Gbj0+nZ7phxzsjdZ9cs/xMOoTC2RHW+vKunuYponTWQC3JzuspMZoqIDRuD9miqpqRqOhYWDM10u7fgKtVtx7lR9koPUmWLV9w8YkRgmV3WQm0HbrLHuppOONUmtKWw2HZ5Ivj9KoQ39f0i2dgXQG0hlIZyC1GYgLlkwzDWRuOHx7o3kN0zCJbMkAJsmAJWoYkK8aigLt7wmz1OBswvKdG9DobILL54VBo4Veq8Pgkt5MFJZvBJjs9gbQFOM7slhmSRosSbglnbaDyktf3lu/iFgMGlw4rpX6Tofej7Y0JyynkLNAqVazieZgWGeejrExCCTRIADSWylXZ8DDtYqZpUInI1FsUl8XsmRIe4OApc4ImAhLcGiNWXoVzuxlwpfbHahziwPY2qsUR+oedFR/cr/x52e2YZQQqEDlN0f1ysPJI0qxcH0Zfly/F8QoIW2PRECJcD2Wuv1QRziviQJMDgAlKi05RmnRZMsXre1BpUDEbGEuPFp9m3iJ+UIuOV69EeRGc6g02rdxtq7omi2/LGV70ztRHXPE5Cges4SuJ1ZKSdFc0YBJr4yLkGcIldxEtqHmfFaCQ+ySztysJi3oAK60440Sa+athk16NRoch6/VMA+UNDm9yDSL1+xRYg/SY6QzkM5AOgOHawbigiVDtHk4zdArLDdUkrPMU94GNCH9kkGmQvg5kU/iDoxKGiY7vOIOEJGbpEEGitXdka3ZFHP/qAxnwabfsG5vdEcfupA0TM4eMQn51lZbRF7DpNFRD58/JIioUWuxrXwDKur3ibhfAgho2wJLIi5s/y7BAywDTt4+tH/AqZ2R6ZYEw1XRJw3IRf8iC5ZXuDFzcwrqbw4sSelDMoElah0HwkU4bej/+WbntGhU6RloorRWSip2iGx1PfqQzSRZ/JI4aq4TTKjW5e0cQsoknEtMHp5VkkweDgYAK5n1ib3WbzXC1yU3rLyFSjjIoYVEXVWBEKvwkokD0D3fygCTuTvskl1jYlkP+11BeJuCCEYxA1EbAa2Z3l+t7yuxgAkBJcamembHKwXUEZu3ztovQ63HaEsRiqwFSYUYzzEn0cBiLIgJMCnI+wVGY1vdM3580iYpzZjaUnYTb14qx+mMmiXt5XiTaE/EvE6xZpoPT6thXkem1u6G1x9EWrNEzB2T7pPOQDoD6Qwkn4EWsMTubECjqxH+QOgboU6jh0mXgZtyJqBA3faJVoW/GW6BVGu+ygQtp8YfnB2bA3XI01qgVSW24SImxwaZAmLaYDYKNF2Rq1kXNRMElHz427eotIcU8OM1vUaH88ec1AKY/FqxA0v2rAuzEE40RuTrAU0zIBE8kjqHEv1VXhOCXABBTcgD/nBvnM8ALhiuidAj14ShPXPwzIrGlKcnlSUYBJpoLRzUhtbDnQ8qBOp88HdiUxRy8SFmSWT5jUFrRP+SYeie3ydsXwozu2B/fRnqm2uwdMsP7QKmKAmU8IsRA5hkmrIxpvQIeJxl+LJu5yFpOxzUa6DN0+KAbE2bkhnKV/c8Ky6ZNADO/xctfnBJBZwiBLsj38zE8iAAJloL+oGgoGRUJQAeI/vH00ohUMbgaGQCs1JYKFI+eGgOKisi21+30QyfrnPoG/TIyMUQWxdkaJSxzmz2lTGLYX9QOli6c/c58Pna6pdF5tlo2M+0TzQHNMi0mtbynL6Wq0QBJfyYY6zFOCGnp5StTGnf9na8UWoxh5vVcCRQQnlMgyVK3U3pcdIZSGcgnYH4GeBOnPNQcEfVNnh80U9KucZs3Nn1VPQw5ifMZUPAzWyGm+HF5Ox+CfvzHajspTYgjZFC1+r9JcjVFSJPs4oNReAIldlQeQ2BH5+tXBDVDSdWYMQwmTJyEtZW78Ky8i2i44/VMaB2MXHQTt0Caqj8xrTGimCTooElxZkGVrryR0Pq91Pv9CCrJnXsFVqqxsyxJ+J8oyfnvli1Z536Bm4N7uThUzG8+1jUO2rh8jhh0BlBYMozs+9N6QoIJHGY9XBmKHMAjAyWWDQEmuid3jBxW4s1D7BakZtfCofPBXjqsK5+H/L2p8bdhgRMidHRUY0zqchWhOWAysmorCyy3XfeWPxW7sAHmxIL6UZbB4ELpF+iVCPQhFgj5MJDjXRI+FKfxuwixRkltD9UTsSzbfh1kN6JEDChfk5zpuz5idXjV2tjgjA8WMPP381WjIE5PRQDSYT7Q4DJFvsMpl8ipTXae6GyaoKUS6DT1aJbl69arom0BhYz2Bm5fTDUkhyrRsw8ifrQAZxKOZpdPjjcyWu+JZpP6dcPF6thKj0yG7VtBHfTYInSd1R6vHQG0hlIZyB6BrjS16clRClMaj2mFR2NU3KGxszjFl8t5rt2MYvhYr0Ng83FonNO7JLNnoAkS+FmTw08Xjf6Wf6C6or3sGLX2jDXG9GTR3TUWjLgUkAsloYNgtgajpj2s3JjVPK61pKTtHsPn1di2pAxtbAR+2KPpv1EFZUux4l2zxDDRJMRAkyo1MBTn/CjQMlb76Afq9FmZACJEiU3UpJxSe+zsaVhB5ZUrWSXcRwHtVoFlUoFrcsLy77ETDop8/F9yRJXXSEPhJAzX7Rrqgpt8GtUDDDRwY9svxN6tAI4/UqysMmhQoOG3sPSG7ExSAMl1Y30R6j8JhUtHjtGOB+J37sov0AAACAASURBVJJOipzGWx3T9ZFjUA6FYrlUvjpx8CnQalKnsVDlXgrSMJHaKqrGw24X5+gXTcek0DAJ3TOmSpqWRF+v7xpyGuyoxjve1B0o6eioOJSYl9gxFpMGOo0a9U0eeHwdB+gqsR7hGLGAEuqTBkuiZ/v3NVtgs2Sgd48S7NhdjsqaeowdMQB+fwBujxcmY/TPvKUrNqAgNws9uhUpvY2Sx9u6owz2JgdGDgkXjJY8kIQLGuzNWLxsHU6eNIZ9p0h1czjd0Ok00KgTVyCkOpb0+OkMJMqAKLCEH2Rc1zEYm9EdNlXow0alVsHh82Crrw67/a3lCf1MJGYm7YugMxCy7hXzfIOAEgaWuN0o216OxmZlvtwGtWoEjKF6WKUaE3pVOzslYML59OCCres9KJgwSm1MrHGCRAYKF3ilrqTvUa2WdwCTGzI51JgbXSAr2VQ0KsnR56jAG+O4qgKgUoP2alRWowoEWWlNtEbuNwZXSC+oszVyvKkpsLKDe0c1lYqDwaCHXt96COWcHui2lXdUSCmfN9IKm0CT7IATlmDrfeLMyITbJA/YjKVbovTCmmx5KSuNEcuOkQvYSLU6HtBlGLoXhJfJKZ3PNfWPwOFvax0tZh4xgEkswddS0zkoMk4WM01Yn45kl3RGxxvJCYxywaFmNZxonw51sGTyubegoioE/GdnWnD8MaPw92v/DJMxfknhdXc9g6EDeuHqi87A27PmYuHiVXjj6TuwZPl6XHn7E1j0xQvItLUtv7vohocZUHDB2ccrcTsmNcZLb32BTdt24bkHb0xqHCkXr9+8E+ddPR2r57+ecgDD6fJg1MlX4fmHbsLk8SOkhJnum85Ah2RAElhiMVjRv3gwC1Sn18Jg0sHZ7IbXE36YkwOW0JgEmOz1xXaioRJxAknq3DXw+3zYvH4dPJ7oBy052fSbdEAKDj8hwMQVX7+EHuqLAXPF9ouXgCAHzk9ASbgux8HAhBG9rzLzxPl14AJtn4A2cDrUkppjBzQCTXjAhEoyYoELckLT2jhojBz0GiOa7Q54G6SxS4hd4bAYZFndkg4JWeySs43B2fo+JuFWn1YDKkeyNkjXIpCTB7nX0BqcGTo0mw3tyjAhJonZbGJsksimX7tL7nI6/XWRVth8wLl+RwtgQhodTnOWrLWIBRpkDS64KBUlOPzwpIViqYstSsr3E2utHLlWodVxojz0LhqIPsWxLXoTXS/29aU114ntGrUf2Q/X1g2H09XqjEcdCSSxWrbBYt4e1RlHqmYJP/loazFO7ADtEnK80WtVqG50Iyjtoz6p/LbnxYeC1XAioITyeTiAJRdPPQnHHT0Su/dW4p7HX8e4UYPx7zuuiHs7xQJLmpqd2FVWgX69u0YFA9JgSfuBJYFAkIFBXYrzYTW370PI9vwsSs916GRAElhCy+5fNAhdM/Ix2FKAkqAZOqhR63FgtqvVbYaccfpnyK/JbQoEQS45Ai09mFUczCpgS3M57D4Xdu/YgV0V8p4kRds+otIHzPIoyeJuhyCCKi/TBkGY6wzpAGjABbQIqjzsJyZoQv38Oga6hPoJ6aZ0aKKx40QTVB+Yi0CS6B07MxMm1sp0ahVKMs3oX5AFvUYNvVoFg/84rChfj7VVv4jbHuoV5KDy0Qd329x0JFgSuQACTExNLhicoafpBDbQE3Y5TaUD9NmtB24p2iW8RS6BOdlVraKHUuJoyDLF1Poga+BUsWqkxCimL+mW1OeY24VpQowSq9UckyqrKauGui61mjdicpKKPsToqSzJbDO0JhhAkb+ZaZl4dUY023JlTU/irlTGkspGZSnVArt6peeSwo7x6E1wWHNEh0BADJUpcXE+b3h9FL3RikxbIdMp0ak0IHFX+q/SjVxxVtYro0vkD+gQEIDlQjHXNp/DnBEjMh+ARiX9y36pwYYLi4YonYqY4/GON25vAI2OzsnWUzIZB7PVMAElBp0atXYP/HG0/DoDWLJnfxNWbKhiWze8fy5Ki+Ux+qLtPTFLbv7rVJx54nj28luz5uKtmd9iwaynccdDM1jJSG29Hb1Ki3HdZVNw0sRQaVsssGT7rn246+H/4v2X7mFlqwTA/PuZt7Fo2TqUdilAVU0Dm4+YJbO+XojdZZW47Zrz2JjllbW4+Z7n8fpT/4A5w4jz//YgjjlyKL5buAxl5dWYcsoEnHHCODw5YyaIoXHGieNw4+VnR2WwRFurw+nC4y9+iNnzl8Kg1zL2DIE6PLPkh8Ur8fSMWaA1UGnOPbdcjL49u7ChKJarLjwdP/+6Fhu37mJgUlV1PZ5+dRb+2F2OvBwbppxyNP56welYvnozHnjqLbYeapPGDcfdN1/EypYSMUsefeF9dCspQIO9CYuXrcf5fzoOk8aPwLOvfYzZ3y9Bls2CP581CWefeiyMBvocDeLNmd/gfx9+w/bpqFGD4HZ78c7zd7G5L7z+Idx904UY0KcUVAL0+Isf4Lsfl8NiNmLq6RPZmqhE56vvFuPHpatZjF9+txj9e3fD9ZdPYaVV6ZbOQHtlQDJYclL+SFxVNDEsPrISnu9ufZqZpTVhtLU0JWuo9TpgggbPzf9A0fFTUYJj1JlkuOkEWwAVcqgJASJBgIAOsrMNqtrY2vKJIGYICJCJFJVl14QAGTFNFBNGzEDt3IdAk+P6dUXPHCvMviuhghVfb3sNa6sWiY8kQICSrk2OXZyGCbx2xibGMSVW3EENB02uhuk/8M3XHLJKjaKfybrwbIoma4hpY6l3MPteOS2yrEI4Rv7eetkgkJxYkr2G8lJdYE05w4QYJVpt7EMn5/FBt3lvssvplNfzbKRowQnZJXKZGwQECPU2lEwCgSQTBhzPLOi/2L8G3gOWx0rOQWNJZceIBUzEACUukzWuZTMBJiOzShUFTXwBB5bX/V3pNCYcT464Kz/oUHM+zshrHz2Cg9XxJuEGiOhwsFkN80CJGOZPR4Ml1fUu/HfW+haGEgFUV54zEHnZyjBwI8GSB59+G6s3bMfH/70f7306D717dEFOphULl6xiwMDiL1+EzZoREywRggF065x5yV3IzrQyEEGn1eDux17DFeefxsCSyDKY3XsrcMoFd2DxVy+yQ/ugiZcysOKai89i389vnf4SAzhuv+Y8BijQWNdfNgVnn3qMiLsUuP+pt/DjklW47tIpTGvllbe/hFarZmDJth17cdZld7M4CaB595N5WLZqE+Z+8B+mv0KxULvg7BNQXJiDY48ajtMvupOVIZ123JHYuacCS1esx903XYR1m3dg6x9lDKBwuty474n/YeK44bj16vMSgiXX3vk0flq6GidNHINhg3phSP+e+HLuIgbQ3HL1uezhzf1PvolrLz6LgUWfffMz/vXY62zscaMG4ZsFv+L1D+Zg/cI3WbwU99vP3YUjhvbFPx58BZu27WZ9a+sb8cjz77cAV29+9C2eePlDXPaXUzBhzBA2Du0l3Qfpls5Ae2VAMlgyxtoLd/SgD4jWRqyStd4Qusy3ozN7w6gWdziXutjlOzdgwaZlUi+L2z9ZsIS+AAvtS3Mseci25GHF9sWoqN8nKVZWDqP2xHbSiXGglzRJws6xmTBQSAA3YQgyO5zQZwRG5bbWev6853MsK58Ht98hesTIcpz2FnjlAz09uzuGWbLx0K4VMWNPBizhD5/ETLEG3bAFPMxlJBgAfI4ggt5gy5chykGTUQ+3URfGoMisbpKtLRKrrILYM6lydUl0E+Rl6TCohwVL1taBnsRKaU6TDg3ZqQPVNBo1LJbE45MQq6YyNa44UvLhy7fBm6FHoNYOlTcEyLGyK5laNKRjU58b3e5VF/SjxB9iOMnR49B4XDA3hP8dk7LWRH3pb4TVmInexQOxylGNSndqbMj1DjuMzdKEeEmklYCOaBbDxFQhxg3ZHcdq5PrjsOTAq098UMpQ63FcwQBFnXGW1d4uyz440Z7Fej1PPxa9zBfLvRwnZPfAGFuJ7OvFXkiON1kWPXO8oZ/DtfFWwx6fHw3N3k5ZgkQlUho1h7omj6j4OhosWbxqPxb+Fg7KTxxTgnHDw0vZ5N5zBJaMGtqPHezXbtqBuQt/w/P/vhGTJ4xkYq2bt+9mB+zK6no8/8an+GjGfRjcr4cosGT1+u24+MaH8fXbj7QIugrLcMSAJe++cDdGDA5pMf356vtx2vFH4uJzT2L/fuKlD1FT34hH77oq4fK9Xh+Gn3AlHvzH5S3ginD+517/BLO/X4q5HzzBxqqpa8QxU27ECw/fhEnjRjDQ4ZXHbsPRY0NMNSo3GnvatbjxinNw0dQT2mi8VNXUY8XaraisrmNMDqvFhBcfvlkUWNKvV1cGYlDjdUcIhBkxOCSS/emcn1BRXcdAHspnt5J8PHTnley131ZuwmW3PNoGLBnQpxtGn3INnrjnWpx63FjWl1gsv67YgM/e+DcILPll2Vq89p8QIE6ivadf/M8WcCxhgtMd0hlQIAOKgCVvNK9BZSD8ICrVEUfKWuas/QXr9raW/Ui5NlbfoFqFQEZyav3d83tjQNfhYVMsXDtHErskpBtCgrCJyypi6WsokY+YeaL4tOJBh1TGEm/sv418AjZ9KxXf5XPgjTX3ocEt3hY0Mr9VKiOaqG5FYiMggsoH5LT7uo3B4KIAni1bh1/2uqIOkYxzDpWPkFAp3+jAWeB3sHIGagSQBMC12LRWqY0glo2wJQOWxDv8FpalxtUl1j5YMzQ4akg2BvW0YE+FE7PmSwM5+XF5xxb6d5ZehUG5uph7J/WeMBoNMBjE3YMdCZgErEb4irIR1IXuFZ/PjxFaKza4qqH2B8BtF/8+FOaIL/2KlbcevlaAiNxmCDQR07LUBnC1ZQh42kcjJ5CRiUaZIrSJ1pMMOybSYjjSAjjW3FJyTWMQYHJmSfjfykTrivc6OeGQI057tL90uwTTutyEOfv+wCp7Ym2YaDFdWDgEpUZbSsMlJxXS7yCHGK+wpjmls3bewTuz1XBmRujBYn2z+BKpjgZL1m+rxRcLdoRt+GnHdsewfuLL+uLdLQSWEPOjZ7ciFBfm4sRjR2Fg3+5odrhwzR1PMaBk8oQRKMrPwX/f+xofvHQPhg7sJQosmTN/KR58+h0s++aVlhCSAUsuv+UxHDtuOC45AJa89Obn2PJHGZ554PqEb4g9+ypx8rR/4Ku3H2FrpSYES+58+FX2OyHwQrkhpgmVwhBYIgRuqO/7n83HQ8+G3MEI0CGAY9SwfoyVcfsDL7NSHgIpKEYq+yGwJVEZDjFLRg7pw+alxoMWBGYZBCLz+bmZeGr6dTj6Tzfg5r+ei3NOC7FrYoElJN5L4Mecdx9j5VDUvp63hLFtaH8iwRICxyZNvRnzZz2FwjxpRiIJNyPdIZ2BGBmQDJacljsSl5eEl+G879gQ5obDz9XLmItepjzFk//Bb3Oxp3a/ouMqpVlCFolGfegLutfnwferv5QQZxABZjWcGCjhB+0QwIS0VYj50ombXm1Cqa0fuln7Y0jeBGypXYHZ21+XHDHnNTGogBoBB1SK4+PtY0SMlhlwMXAhEmAQcWnoD2TPsVij2YTVNQ6sr4n+RYp0PUjfQ06LxoQg/QdD0Mdijlwr/Z5/jV9TqspwcioaoT3ARpCztnjXHDUkC13yW5+COwKAxqhBtkENg4bDr6trsGKzPGYGL3p7RIEOJ5Qa2ZgzNzdjeYW8UiXhOkwmI/R68Yw9KskhDRPO6QW5mKSyBQw6+IuzENRqWkAS4Xwn5efi5EEhoGfWvG34faM0FgcBjiQIHM+qudTX2ALs0TxiDvEFGiMeLhiDT937sXHPatQ2SYtLbk7llgrFmy/V7JhocxMrhWyIpbax2T3R06zM9wMldUtircOq7YM7ej6MYda+MBs0MOk1mL7+F9R6ooPYscbpZrDhohTrlYgRCJW6X4dK/85kNUwATrZFB68vKFlLpqPBEpfbjzc/34jahtDftSyrHpdNGQCDXhkr2MgyHP7+m//zCtx4z3MtJTH0ewIMpIAlBLQQG4QO47y7jhAsmfHOV1i1fhtefvQWNm20MhwhQEEuO0ePHSoLLPH6/Bh+/BWMOUG6HtSEYAmxVBYvX8dYFtQILBpz6jV4avrfWElMNLCE+rncHmzevgdvzZyLZas2YuEnz2LK5f/CyZPH4m+XhKoD3vhwDn5buVEWWEI6I+POuA6zXp3OQKzIRqAMAVm87ksssKR39xKMO/M6xm6hkiBqL7zxGeYsWMoAlDRYcqh88h7c65AMllzf9SRMyg69ofn2vWsnlnujgxck9kqgiValzAcozfnZigXYWrlH8cz7iVmiTs4KtCSnFEO7h4SmpIIlTOBVKggRR5RU8QQJBpQVayoDijM2ASc2fQ4qHdLvmWjlOGIBEwJKsgLudrEdzitvYE/spbbaPDM8Eg7f/PjmgIetjVrAGYC/QfrcdG08gVdbbbOizj/C3Jx0ZD6Kik2Yt8vJQCiXLxygLKpvRrBJHiA4oFseJhyRCYsxPCdfbnckzTCxWEzQaGSIZPoD8Lk9cDS7WBlMVk2TrPsl3v0VVKngGdQ17i14z1H5UPn92FHeiJlzt0myquZBqFgTEIOrVGBhz/fjS0z8Gh0oRr6RNgmVl1yVNxRHFgzAF8FQmUmNvQqV9Xvh9YfASSqj9B34f6nvr3j9/Rotmmz5YTElM74YTZFkxo91rVwbZKXZJWWO2ShzzknFEsHrk9g0eibMmqkxgA7dTSoXXv5jJZx+cSUuepUaFxUOQYE+eimZEsGLFQhVYq6DeYyOthomoCTXqofL44fdKe7+Eea7o8ESPpa6xlawRMn7IRZYsvT3Dbjitsfx6esPMmYBiaISi0IKWEJxHnX6dUyfZNqU47F24x8gBgcv8EoHexKK/eS1B5gY7Gvvz8bML38I0yyRApYQ0+OLb39pEYiNzBOBP1RadMd156OhsZmxKkh/hMpZeMtjAkfIDYjskAlMWfjJM8jLyWwDlpRX1OCL/9cSIbFVm8WMD79YcEDT5QVcdstj6NOzC2696lyUlVdh+n/eRFamWRZYQmsgRg2BPY/fcw1ys22sNOr3NVsYaEQx/PuZd3DtJWciLzuTCfSSvkk0zRISezVnGHDfrZeirsGOW+57ESceO5oBLWmwRMl3VXosuRmQBJaY1Hq8MuBKRqEVNtIrEbrhRAaj4VQoNWTDojFAw7WCJr6gH/k66erZi7atwqJtq+WuOeZ1edl52O+T94SeH9RitGHCwBNa5vjm949FxkmskmZx9sERIzIbYJHirSKDEdWNCcGSK4+qVRxU1IUHU6eg6oBDTmvQxDCJVo4iXBYd3Eg0lUpY6EcKG0VOeuSU4sTSCxE7PwEmeYFQ2YKrKiDp4EvXJGIKpFK3ZMToAvxQ1RYk4deeDKul0GrBlcf3gcMQzkwhZgkxTJJpUspwIuchJXqn0wXSPdGBg7msFpxX+pf0WPETo8TTP74Og83nAFdXw4YI+oNw1wZF3TeJym9oPKFmSawYqcyEGhcMtDi6nJo/GMO7jsBKRC/B+XXLj6i1p4ZtohRgQqKuJntNXJeaZO67eNc25JTIBnxOLhyMLJ24Uikx8acKMMnSDUU/y9UshEhx1m2uWnxUviFheKkGSujwnWXWweeXzlJIGPwh3IFKlQhgIk2XJpdPlF5IsulQQnS3s4AlyeYi1vWxwBJyWbl1+ouY99Nydunk8SOwYNFKfPjyvRgyoCduuPtZ9t+rLjwD73z8HX5YtBJvPH0HNmzZiXOvmo7V819nLivCUhUSayWmxJXTTse0KccxAODme5/HwsWr2BzktDN34TLxYMlbX2DbjjJWjkKNwIDighwGKkRrK9dtxVV/fxLkikNMFxJ5JRcb3g3n5be/YGwLavQ6leSQpTK1SGYJaZJcctMjzCaZGpXJ3HD52Tj2qGHM+efOh2YwdxrmuNOrKyxmE2PQROYnMk4qwyEx1iunndbyUkVVHaY/+SYTfuUbCcuSXorb48Vzr30CcvLJz81C355dmegrX/pEcZMzDpUEUUnPTfc8z9x+qBHDhNZIsb0581vmfPTqE7ez12h9E8+5mbkiFeRlper2S4+bzkBYBiSBJZcVT8TpeaE3aGR7uWklGoLSaOZyXXManE2Y8eMnim7lqF59MLnPOPy8Zx1+2bNe9tgk4nfC8FYB3F82zIPdmZjOH+R8CGqk0XlbggyqofIlFtaTvagEF7axQw5yIUeeSFeeVAWQ4nFV3uhPAZ2cGh6ow/RIHJwWHgEgmOLQwoaXIvRKWiW1eZaknVt4BxKfMwhvg/jyMQo8EVOA+khZk9hciwGJktFh0Zg4FBbrcd6YcOBACWaJwaCH0SjP4jxwoAxHdYBdwZfoqJqlfW7HyjPplHhL45djEJuDNDX4RoCJpyGIQAwSDwkQE1DizEi8Zp7JFRkf6ZbQDzFMhI3KkvROOyaZipBfOhQeBBkb0OlxMCYJuZnR53lFwz6s3Rn6Yp6KRuKorgwbPPqMNqADsUX0ziZQeY3baGkRUOVLPc0qLZor/0iZg0+i9RL41JhTnKhbzNePyx+AfEOrZpLsgQQXljt/wC6H2IcU4mYUgiV0xW2lR8IgsEHe5WzAT/W7sdsV/W89ASxHZ3VjjJRUNCUO36mI62AZsz2thpXaq0MdLEl071TXNjDWB1nWym0ETtibnDEP3SSmSqACWeHKbbzgaqSuSOR4BNCQ6CqxZWhdkY3KamjNhfnZDOxJ1BqbHPD7/W3y4/P7QeyTwvwcaDWJx0k0D71OsREjJifb2hIbMWVUKo655FAjXZmflq5psQ6ONi7pkVCZMTkOpVs6A50pA6LBkvMKjsKfC4+KGfsWXy0+dW4RvTY91JiS0Q+1BmkHLJrAEwzi8zWLsLM8eZHX0qJMHDOyFN3ycuHdH/It/37HSiwrF78W4aJ5sMTpbmZfuivq92Jn5baEeUmqrIVSSLbCBzREuSAXshhmbBN5wqIJA07YgZgyJFQrrzwj4fDt2EHlpQ/uxHmUKwCr1FJ62jTYX9YEc6MrruUu6ZQ0ZpqSBkoobtI3IfccYtuY7C42t5gmhinAj6M0YBKv9IefMxkdFq2FgyaDw6QBuehf1PpFTgmwhL582JL4chhtb7gmF9T1TeA8IYaYqlncHkaORc43/oLMuNtPgqEElpDrShjLw+ll8waDIW2gJpWWlYcRsCWmEZOrq98epldC1znNmQxkiNeIKTnMnI/9FVvbMEjo81yr1koS6RYTb7Q+BJoEBXpIQvaLsH9BZjFG9hrHfrVm5zLsrdkld8qkr0sWLDk6ty+6mJR9OpgKdkmhYRK6Z4RcIKhRKU6poa1Aa6W3GXbOxUp07A4fdJwaBfqMlIEkFAt/+D7cHW+SvpkP5DLTHNKEov3z+JT9/qIUUELxHe5giRL73R5j/PzrGjz72ieHndUtsWVuu/8lDOrbHU63h5UTCXVZ2iP36TnSGVAqA1z3Vy8NslKKOGfBs/JH4+KioxPOmagchx+AgJJppoEoUGdghS4x60I48X5fAPv9QThdTVi2ch5cLvG09hOO7IV+pa0OKQadBgbBl3G/3Qp/QzZ2N1TivfU/JFxvtA5yv1wnBZbEijQIsBKdoHhBSFmLjnnRIQCYBIkgk7i+vIHToVbdcewe2gISFB1VoMf8nQ4GmpDwK5WyUAuoOPi0ajRZjWG2v8ruN1oAEzq8RmtSmALC63VuLwNiaE3JNLEgjewSIA4w5KlAZ16LQYOzRhQxije1n/e68NX25J2kTCYD9AL1+WTyEfUzrKwa6jrxn6s0BtMroRKcJDSfiD1B9rTEPhmWNxSf14kDAeheK/Q3QX/AwYlfkxhxV74vsUwsdfuhCnT+kkK+1JOA+BXblyi9/ZLHq8+Lr1MTb8Azi4craiFMc62pfwQOf5nkdcS7oNR0DoqMk1u6JLL+pfc8CcBSWUcqLXsNOhUsRm3a8UbR3QZSYTXMAyVNTi8c7uQ/Z9JgicKbnqLhiOFBbnDk+nI4NWLtUNlPVU0DrGYTRgzpg5LC1vPX4ZSL9FoP/gxwPV65ioxNAZUXQVUAapUaJn2IKmrSZ6DAWoTxpu443tBW7Tja8nf7GvGLpyyqOw71H6LNwwRdF9hUIUr0TrUDtWpxdmk8UMLPKwUwmdJrFIZPyIJXG1+00d+YidpKLV5a8XW77m5SZTgJIu0Ix5zWkIIIsnsrPiDXrsmWMllADZU/PghCmiR71BbZ9sBSwonXN8ugwj/HhJ7sb69y4Mt1NahRGdq9LIgERElDJdLJhlgCYsop4q2RQIxIIdsAOQpUNcVl09CYYoESfn5yGJIKzlAJjtbaijznmHU4a2QR9BoVttd7MWNNcppIFBvRWs1mEnpVhkIbmW8qz9H+USFJz8TbJQeBrMSgoph73dhUh5NMxdAac/Hq/vglkUW6DPynx3isrvsDs/b93jI8ld0QWCKlEevFWlsu5ZIO63vKEVPx6+Yf2825J95C7VkFIPFcqY1E3wks0QnKWaSOEa3/strb4Q8qZwGt5owYkfkANCpTy3Rn5PbBUEvI5jJWo8Mxz1JobPYqbt+bdrxR4m6JPYaSVsNaNd0LOgacKQGUUNRpsCS1+58ePZ2BdAbSGeAzwMASYTp0Wh2G9OwfliEbp8e15hGSskagSUWgGe5gCEHXc2p0U1sZm0TYGuHBNl3iLzZNgSC2edtSIgkwWbdxCerqQ2JGkc1mMGNajyNxbNFAVGbtR2VW9H7C6wJuA75YvhVr9obEhtqjMbFUKltJUeN8BnBBcZT2FIUApm0S1oLydVpSFWTEuGKAps7AKuHDvn9cFowaDl+sKMe+ehcqVCY4VB3FLGqnTSIAIRBERpMLJru7DWhCIE2jzQSfThq4QMAMASZSXIaIXKQ2clBpOMYuoTaqRyZG9wiVGjzyaz3q3MlTuwkwycgwQqtNzXuaABP1Zic05AAAIABJREFUtnJRa1cSKOHvmIyGanw+9CL83lSJV/evw2ZnPZoEjjQEkky0leD8vL4oPiAQOnPf7y2AiVxbXpO9ljnkdPY2fsDxWLTx+04RphxgigIfbCvBEFuo9FVOI7tgAjKEIAaNs7QmJKqoVOOdcITjxSrDiTYnsT+sJh2cbuUERNOON0rtbuJxkrUaJqAk26JHrd2tKGCWBksS7126RzoD6QykM6BEBtqAJUa9AQO7920zNrFBJujlf7GJF+ws3zb0MuXFXc82jx9NceRNCDSprNoDn6+VpZKVVYDszAKMhQmDOAP8Kj92FG2DS5+4Jr++2Y0Z362Fy5s8XVLsRoXccKRruIgaP8iB8xnBITlrZFFzie4UREDbiQ8mrAQnsV5JR2uVCNP9+DHZqLZ7MGvZXvZrF6cBWR0fTo0vPaI1U/lRUJVYbyZWfuQAJjQWafySdonawLFynAvHhUoVPtrchN8r5FkSR4uR2CUk+kr/5YXUqJ/P54PT6WYMFOHvpdwHDbWNMNnJZaUtAMVym2GArygLQaN0VkGiOIjlMaNwHLqbclhXu98DuwAs4QGSyHFe3LEQ3zfuQlNmfKHZWPNHCtDGizPbkoc+RQNZF6enGWtSKAIrjINKPYd2H9UpSnD4uKSCU0qwSrY3vYNaz2pk64ZBr2plEZW7flCMWZKnH4te5ovDbgNytbm+6+gwgddE9zMvIGrQqVnJjFwtDN7xhhxBGhzednFuSbS2w+V1OVbDqSyTSoMlh8udl15nOgPpDHR0BtqAJTnWLHQvil6DfIKxJ47QyPsSGmuhv7jLWNlOL2NuTMDEGQhicxRWiZTkHQczSjkdA0y2lWxJWI7DDgM7LHhyxU9w+JU73MSLmZWrqJVxpog6T0ADlT81avxS9kLYN6UAkdyg6Dqm92IER8K5MVpxpgE98kxYWBlEWXPybIFkwqVr+TKcTeV2/LCxumU4AksINDkcW44+E0G4UeuWz9qKx1pJlFONmYPWzGFsn1zM3edXhFWSaE7+dXK9sdmSK40hB52gzw+uoRkedysQ7dNpYMq1gXfWERuTlH5/zxmCE80hgH5h9WbMrliHSo+dfR6b1DoGpAyyFOOo/AHoqmktkXhw72L85JOmhcXHRe4zlrrE7EO+/8TBp4Ccabbu24BtIuxjpaw/Vt9scx66F/TuELCkJKcUJTnd8duWH8PCI6FXAqgC6sSfMwSUkAtOspbBSpfbROY7UtSVf320tRgn5vSUtZX8gZsknRqavfAHxD8cUVIcVFbw6YtYBsRaDZv0apiNWtQ0uiXts9g0p8ESsZlK90tnIJ2BdAaSy0AbsKRv156wmKJ/wZ5s7YsxQWl14PHCm+3cjrW+qpYuWRoTeplyka0NfxJe6w9id5Kq5GaocB4X0nMgwKTGVoVqWzUCqrbMkUx7FvLrCqH2afGRZzE+WyPfSljq9qRE6FUQBOc1dSp2SUDt6pQWw4yFEwco6VdkxuQBITbUK6sb8UdDcsKjUu+TaP0nlBhwZi8Tlu2ow/Id9S1dyF2EABOfwGlDifkOhjH62Iqxp7kcLp/4Q0msdXX12YFmP7x2iWNlaVBpMkvWtDEHPLAFPKhQm2TtHdkPWq3JgSXCXHi9PjgcTtBTbWoEI1osGeBSpJ1yYkYJzjWV4PFtc1HlaYp5uxHT4rRex+A4SzcUcVq8Xb8V7zQkdiCLNWBm1R7Rt3bvooHMYnjtrtRZC0cGM6DLMFhNmfg1ArAQHbTMjgSUDO0+ml1dVr2zzZoJMCGdGHI6itXIeejovD5JAyVUgrOy/l6ZK4l9GZX1EFOFSm/06hCrSdhsGj1zwknWApgO3GaDeAHYNFCi+FYnNWAiq2HaX/pJFVBCwafBkqS2MH1xOgPpDKQzIDoDYWCJ2ZiBft16xbz4OH0pRuuKRA8er+P3rp1Y7t0ftYuGU8Giaf3CpVJbodZYk573aGSgDxcSlqVGoIlL54TngOiry+OH3e6DzqdjTy6rA048vGk23AL6d9JBiBiAASYpEkQVo8EhIkTFupC4cFDjEOPMGzYnrSOoTiHjJ6iCytf6tJqfnJ4Mju+TrbglrBIJPSoriClDcrBmTwMWba0NG7IzAiYEBjg4rWQQQYlcSR3DEPShyN8MV1UAB2SYRA9BDkBVRW1tRuMNQMCM5oC7CwkIN6h0aOT0UXNFbjAB+vYepWVlJf+5GTZsTSO4mrbCt4EMPXz5mQialWOuEfDB1ZSJZvaN7HUUzszsg832/Xi5bqPo/RF2lCrySja+NfYq+NrxbwSBM6RZ8v3qL2WtUepFNF/v4oHokhMu8k6Aycay1W3W7tPqQTomxDKha426DOhUapQYs9DTHL/cNlps0bRJUgGWDLTeBKu2bQkyH5NSQAk/nlAANp5NLZVy2Ew6NDg8cHk6nsEo9f45lPtH28P2Et5NgyWH8p2VXls6A+kMdKYMtIAlpFXSt2svaNSxyw4uMw1pI9AqZzENATdebl4p+lKjNhMWffLlP4NgwFiu7QGYp3jvdNaIjin1HXkXmUinIKoPkT8759eCC7QCRvJHUu5KJm6rdopeF+cL2SGnnIXj14ELtNVjGNrVivF9Wp86Lt/vxswtHau9QsDDhAI1Y7vsqGrGt2sro24QidE2qXRtHHIIDLAG3KhWmdoNvNAF/SjwO2BXaeGBmrEnPCT20QlbN/gBhx2eWomskgNracgySXICyvU7YAmGv/cJNHFzKhDwRU2FIAObaD9jNas1A+o4n+liU02Cr5qyaqia45cJ+q1GjD+ylFmy987S4afddqytkQdqSi2JIYbJhAHHowAazKhYJXZpYf20bicyGltL2BINQnO2J1DCxzOk+yjU2quwt0acvXKidQhfJ4CDZ5DQ+ojFEqt5fR7srNzGYiHdFr5RaRIxUSIBFilx8H03NDyDZn9ZG22SMuccOcNFvWaQ9Wzk6k+EO4Z1dKnBhtPz+iTNKIk2OW9Tyx7WOMN1SNrr4K1YIg/Tgfg9pLIqAlBSySjhU3w4gyV/7C5HdU0DxowIN6MQc/v9vmYLbJYM9O5RIqb7Qd1nx+5yVNbUY+yIAR26jqUrNqAgNws9usV/2N5Z4o2XLJfbA7VKJUtc3+vzw+/3w6BXXuetQzc4hZPPXbgMo4b1Q47SD/4iYq6ubcCKtVtx4rGjoq6GgSWZZitKC7vGBUro6pvNo2BQQPuA1ykRm1+92gybsVhs95j9CqHBqVzrk9Zmnxsv7vwRy+p3Jj12ew0QIFAhSumQ2Pm5gAZcJ9MtodjFACY2fS5GF54It9eL5XsXwu1zphYwiSOKO2lAbhi7RCmXE7H7KOxHQElewNniumJ3+vDuEvGlBMKx3FBhv1p6yYicuOmabL8TGUEfY1F0VjHaiUXjMLm7DR8t/AQ1VfI0hZrNetgz2wK1sfKmCQbQ1R/fZrhOpUe9Kj6TQ6fTMtecpJo/AO0f+6FyibN4L8o14aZpw9iU3+6wY+5OeXbJ5EpD7jRSGl8q8uXeVWj2S9+rg8UNx2K04Yhe47Bw3TdS0gMCP0iUtqxmJ+zOcF0XGrN7QR9FAA5JQSXorLS7TeR0VHJzfvG1GGMrxhp7BSoEoI9epUG/jBwQWJLKJhSAbTzAIEkDJanMuPJjW01akIAvPctyKOh8FCvSQxUssTc5cOTpf4u5QXffdBE8Hi9+WbYWr/3n75I38rq7nsHQAb1w9UVnSL72YLvg7VlzsXDxKrzx9B0dGvpFNzyMkyeNwQVnHx83js4Sb7wgL7z+IQwd0BP/uO78uGspK6/CUzNm4vF7rmk5W7/wxmeY/8vv+OyNf3fofsSb/Mclq7F24x+4/vIpnSLGQRMvxdvP3YUjhsZmfVKgycb928pNuOyWR7F+4ZtR182dNPvRYCyNksgrlAJL3mheg8qAQ/RGqDgNcjPkCaoJJ+kGLY7nLC2/um/zV9hgLxcdR2fomKwIbGdklrTmVcCmEboCBTkUmLrjtD6XoSAjJD7s8jlQ2bQXDe5a1Hv2Y1n5d3D7Y9xTRAaQy8aJUY4jdDiheNZXe/DWhti6Cqm4d+hAnRlwtTAQzhxRiJKs0MF4wYYqbN4vL55EZR+pWAuNSUyTzsYsOaHUiFN6WpBpy8S7c7Ziwx/SDu98rlwGLepzpemHCEtxInPu5NQM1BLTSOQ1GSFWYpSo66QxpzQmDnlFBpiyMrHBLe8piqG5AQZHo5gltvQhVsTEIaeyUpwVddJYF1wgAFtNyEXqYGinHDE1qnZIrNgJKBnb99gWpojT3bqn9JpWI2+fUpmrVJTbULzknkMlN7w2ydT8AQwU6ehGNrPWDC00KhW8/gDqmjxpx5uO3hQR8/NWztWNbqg4DhaTBjpNcs5HiaY9VMES0sTaVdZaon/6xf8EASRHHRFyHsvOsuKzOT+nwZJENwiAzgI+HEpgCbFfjEY9CvPi63du3LoLU/96H1bNe62FhVJZXQ97UzN6de+8rKb3Pv0e3/7wG955/i4Rd1jqu4gFS5KNOyFYMvWHF0TzyqeZBqKbOvka+Kfty+AmWruEZtEXwKhN7ulOH+hxNBcSj52573fM2ve7hAg6R9eQxgeVrIjetrDAOb8eXEDbORYjI4qutt44rd+FsBnCv9gSeLK7cTM+3fCKYFQOCKgR1LgATn6td6ycnTwkHz3yWsWIl1e4MXOztEOl2BSQLoU12PqknIASY9DfomtBzjxnjWylOEbTLRE7F99PDHNB6pgHU38CSuiHWoMHmDV/Hxrr5LnqyAFLaI/z/c3QH9Au4XNHZTi0N/HKb4R5Vqk4JsQqCzDxB6DbtBcEJEhppKHSUGBmFsr6zEzJc9N81tp94Mg2RGIjPQ+DwYz5FRtR7xUHytN85oZKqAXW82Km7agyHIqNd+KJpR0ijJ9ApJG9xsUtqRGz3vbu0+wrw9qGRxSddkTmA2HiraRFQlbAnaFRCUe2RcfcU7RqFWMoEFMw3TpvBjIzQt+n6pvDmXdyrIalrLJTgCX7KoA1m0NhD+4LdCmUsgRRfUefcg0evesqHHf0yJb+b370Lb7+fgmGDeyFL79bjP69u7En4Xy5yR0PzcDiZetQW29Hr9JiXHfZFJw0MfQeFzJLlq/ejAeeegvllaGHIJPGDcfdN1/EynS27diLOx9+FaceNxbvfjIPJHB+69XngdiaM97+EnUNdlw09URcdWGIoTL9P29i7MgBOGXyWPbvHxavZIfOx+6+mv37/c/m491PvkNVTQNKuxTg+sumYOK44QlzwMdxwjGj8NGXC2BvcuKqC0/HXy84nV3bYG/G4y9+gO9+XA6L2Yipp09kr5OkghAsuf2BlzFmeH+cd+Ykdl0wGMT1dz+Ls06awEoPzv/bgzjmyKH4buEylJVXY8opE3DGCePw5IyZWL95J844cRxuvPxsZNrM8PsDeOPDOfjg8/ksHtqbf15/AWzW0Pfh3Xsr8e9n3saiZevYWmnNN/91KmOWxMt5InAn3r4u/X0Dnn51FqhEKy/HhimnHM1ytGdfJR594X3QYdig1+KoIwbh33dcwfaR9ujpGbOwfdc+jBzSF/fccjH69gw58JVX1OCJlz/CslUbGdhx/NFH4K4bL2S5phKus089BvUNTbj2n0+ze4XaoH7d8c8bLkC/Xl0ZUEKAyYA+paxs566bLgSxTagM7N5bQnb08eanmDUaNbbv3MdyRvfmDVecja7F0SUpYsUb7/746rvFWLV+G4YN6oWv5y1hpVILl6xi75vB/XqwGN967p8MsH/2tY8x+/slyLJZ8OezJuHsU49lr990z3OsTIZ/H9CaXn9/Dp554HrkZoef2SlPdz/6Gu68YRre+fg7EHj07gt3Y9/+ajzy/HtYumIji+Xc0ye2vF+FYEmse4f24cLr/y06bqNBx+7/tz/+Dm/N/BYVVXVs37f8URabWSIFLFFK4FUOWELskixjV6hV8g/6Y2HCIC5EW79k5ZuihQMTfpq1cwfZWh1BMp6hDzO5NIt2XmjEdIxVo/JBrzHAoAkdYolpMiRvAvpmj8Tsze9iXcWvbYJM2p44yB3IW/jQo3pkYnSPrLBfbq/3Yt4uZ0rccUp9jUynIloTskriaZZI2cFmToNKdbgzlZTrD+a+QqCE9pN+LPUOZDRJL+2gPEgtw+FzRyBZib+JgWJ2TsvKbuS4GhFgYjIZJdfZqqsboSmvk7WVvE6LnFIgOawSPkhiT2Rb8uAJ+EQBJnKBErLw1Wq0qKjfJys/yV50/LAzW9ggvHbIzsqtYRoqfNkNldd09lbrWQ1/0AlfwAF3oDb0/0EH6jxrFAu9V8ZFyDMcGTbeCdk9MMbW8U/6Ih1vqDQny6xjGhhkM+xJ0hFQsSSmB2rJQCygRJgisVbDUtPa4WBJbQPw7ud06g6FTjfsBWcCOeHfiaSuK7J/LLDkiZc/xGV/OQUTxgzBNwt+ZQf6j/97P7v8vU/noXePLsjJtLLDHx2iF3/5IjvMC8GSdZt3YOsfZexA63S5cd8T/2MABoEiVIrwl2sfAIEU554xEas3bMeL//uM9aWDoc/nx98ffBlfv/0I0+Ig9gQBJdOmHMdi+OybnxlYQSUXK9dtBZVvPDX9b+hZWoyV67ax6/m+8XLEx3HacUcywOLXlRvxvw+/wTfvPYZuJQX4x4OvYNO23Szm2vpGPPL8+y3AhBB8eHPmtyyeeR8+CXLKo0P7xTc+jF++eJ4dgOlQSgfGay4+i6AU3Dr9JZiMBtx+zXlsnrsfe40BPAQSzPp6IR5/8UP8/W9/QVF+Np597RMUF+bguQdvhM/vx5mX3IXsTCsDK3RaDbv2ivNPY2BJvJwnAkti7ater8URJ13FSqsoTzv3VGDpivWMkXTV3//DdNsIrGm0N+Pj2T/i3lsuYWDIWZfdzWIkkIgAsWWrNmHuB/+BVqNmr+XnZuGK809lDoD/fe9rdrAX3j8ERNA+jxzch4Evb3wwh4E1dB/S7//12OusVIxAj769uuKLb39pKYsi4CDW/CajHtfe+TQDSW7+6znsXn7qlZkMjKN9jmwE5MWKN979QaAjvY+GDuzFwKBsmxUbtu7Arys2MuCIGoFIDz79NgN+brn6XHAch/uffBPXXnwWux9//nUNrrnjKbbO7t2K2N7/6+aLcNZJ49vEyd/LBXlZOOfUY2Aw6HHxuSfhrEvvwvBBvRn4uGP3fva++u7D/6CkMJfdl3wZTqx7h+7Zp1+dKSnuOfN/ZfNcd+mfcMxRwzDvx+V47f3ZyoAlNk6Pa80jkv3sg9QynJaDQxKAiQ4csw6m/66378P0zV8nvY6OHECO5W5nc8IRm7+QngmxQ2I/Zc43dUNVQ3VUW+QAY+JIYzJFxqbytgWZhPbBkf1/K2vG99vCNQHo4Furlq8fUeJrgi4KI4vXT9lUbsfOKgd2VIt7mp4o/8Rg2KNpLVtL1P9QeZ23YKb1fLndgV/2utjSjM1u2Ork5bYuJwNuo7wyB2KYEEimRIkS/dHW63Xsjzf90aOfeE1OCQ4/nhAgoj+KRF0V0wq1Jrj2HXhaKeaCiD7ELOFFSanU5Ofdy1GvVsEfpcyEdFHyghyam6SJexNTg0CZreUbUiKymmjZBIKcMJy+1LY20iHZWbG1jRYJ9SBghxxtcizS3WgSxaLE6wSQLK+Trj8gdm4quynNmMpEYoXt6MxuOCarm9hhUtaPym8yzTom8BrpeBNPADZlAaUHjpsB+tjMteoREuVNzPwRWg1T/2ZX4msSbUGHgyXL1wKLItjZ448ARg1JFLqk12OBJULNEiqNoHIdHhAh5sPm7bsZiEBPr59/41N8NOM+9rQ8UrOkqqaeCTtWVtcxdobVYsKLD9/cApas++F/7O+kw+kCxTJzxnTGIKA25fJ/scMesRjigSVLlq/Hlbc/gVceuw1HjRqYUB9SmCD+gMnHQa+deuEd7JBPbBmK6Yl7rmUMGGrESPh1xQYG0gjBB2LCTDjrBhbD0WOHgFgaWo2GsSyo0aGUwIARg0PA+p+vvh+nHX8kWx+1J176EDX1jYzlQywUYvPcd+sl7LXvf/4dN93zPMv/tp17GQjDg0j0emQZTqycJwJLYu1r9y6FGHvatbjxinNw0dQTGMjDNwKpiOFArJD83Fax8ude/wSzv1+KuR88wbrW1DXimCk34oWHb4JBp2P7NefdxxgzRtgi7x+ny4M1G7dj5+5yrN20g4EkpHsRrQxHuL54808aN4KBJSOH9GlhEH0y+yfGTIqmd8LfX5Hx8vdsrPuDwJK5Py7Dey/8C/RAjVpkOQutb9TJVzHgacTg3qzPp3N+QkV1HQPHqD3z34/xyewfUVyQi0H9e7QwZyLf6Py9/NucV5BhCu0Rif9ecevjeOvZf7b8jlhaZ508gYGJkWU4se4dqXFffstjyM/LYvczNUXLcGjACboumKAP0ZTkttmu7VjrrZJ1OQcVMnQ5MOmkoddCVsnsirV4c88SWfN3loukluN0VmHXRPlkQAmBHWJaDEFWAlqIkZJM43xGcMFwp5YeuSZ0zzNhc3kT3L4Ae/JHX2xLsgzYW+dCTVO4C0iyAqaRYAnpppw8pABUL71oS41sjZJ4ealSGUWXeyST3/a81qDhYNRwqHOFl5b0tGlwXr8MZBtC+/zzXhe+2h4OjuSVN0Dtl16SQtbBwQN/jNpzrfHmIsCEynPiNe0fFVA1h8Aiqc2j16A2rxVsI5CGAJN4AE0/SyFGZpXim98/ljpdS3+ecdHoqMeK7Yvh9IT2MKBSMztbvmm8rSwhYqIQaau2KfHfJR4ocXgc+G3Lj7LjTOZCAj/G9gvRYKlt3bcB28o3JByyd9FA9CkO1f53ppYqbRKTugvy9EciTz8WGlWrwDKV3hyT2Q1DLeFfhDsiJ8Q8oJ94Dip02DYf6Nfg8MLpTg7874h1HipzSgVKhOsWaxctJlcdDpZs/gP49qfwUE8YDwxUlsUmBiwhQGTS1Jsxf9ZTsGSY2JNuAkomTxiBovwcxgr44KV72BN04WGXGClUnkJPzwf06cZo+FSqQYBCJEhBB/Whx13eArrQwukgfupxR7JDXTywhJ78P/LC+/joiwUsXydNHINbrz4XXYoSg9fRwJJbp7/I2CAXnnMCA4mEh2Qqp7j/qbew7JtX2miW3PXIf9HkcDJmxbFn3xS2lkiwhA6Tx44bjksOgCUvvfk5yw+VVxz9pxsYw4FAImrE0jj+z7fh09cfZCDVg0+/w+bnmxAsiZfzeGBJs8MVd1+pzOmhZ99hUxLgQ0wSKg+hQ/CdD89gpRaU7ysvOI2VeVCJFTX+sEz/P/ncWw6wYbQMdBKugV+L8P4hdgiJglrMJowe3h9ujxdU2iIGLIk3//l/Oq4NWDJ34W94asasFnBH+MYjICVavDyIGOv+ILAkUig5EnTgxyBGldDFh4Cnp6Zfx8IgNtGkc25mZTDLv30VVOYSrUW7lwl4uefxN1pAOv66SeNHMFaPECyJd+9IjZvu4ZuunIqpp4e+R4kGSzj6Ih8MihITSxYwkWodHC3pBJjQj5g2AkaM4EJP9N0IMK2SL/aJty4WM0dH9AkBJon1OEijhHQ3OlOjkhpQ/BzJidK9Rz8acEGyReWfdgcRKqGREHmUkplkRXFpds5nABdsPWhJiKilK610l0a+5g+BJSTsSQwDKsUYXJgBOvjX19rRbJfHeEi0DmKX7G1Hd5xE8Sj1+qAcLfY1++H0BZGtV6FnppbpkxCIQo1+/8hv9XD5wtlMctgljTYjHJb4rjVKrUvKOARakLVwPC0T7a5KqBpFgpURkztNOjRkh4MxNCeBJhaTEXp1qKTS53UjS2vCmPy+yNCEPqcI5JBT3sKDCMQo+XXLjy1AiZi8kB1vga2YWeFGlrPw15PbDrnJkDXur5t/FAWuRJubnGeI5UFAjpx1jul7bAtLRCxQwsfRGQGTVGiT0HoLDZNwYt5VYZbAQ8356Ga0pcQGWMx9Juwj1fFGeNiub/IybZN0a78MRJZKyZ2ZZwt5fH5WYiVDmgkdDpa4PcCHXwP1B0S4bRbg/DMAhW1RpYIl6zftxI33PIfFX73ItEeo0YErGlhCJQMnTx6Lv10SYumRDsdvKzdGBUuoFGPI5MtigiUELhxz5DBc+ueT2VjCMhz+PmlobGYsBHJJ6de7W9hBPda9FO2ASYd6Kg2a9qfjMe7M6xgThtc/IceVOQuWMgAlEnzgy4H+ctZkrNu0g62Fb5FgCTErjh47NCpYQoya8WOG4PZr/swu55kNP3z8DCpr6hgrhYAGnuEhBEvi5TweWDL/5xVx95XiIFvfzdv34K2Zc5nWyMJPnmUlRwR00aF/3s/LQfkh1svHX/+IxcvXtTA1CIwZc+o1rFRKr9MxUO3HT59to7shBEsee/EDxiB5/cl/sHmoVGva3x5kYAmBdedceS9WfPdf6HWh7zrC9RFTJ9b8BKZFMkvigSXkeBQtXrrf4t0f0cASAp3mzF/KWEbUqNRo3BnXYdar0zGwb4hRFdm+/G4RA8ioEcBxzcVnRu0X7V4mFxsCLJd8/WJUxpUQLIl370iNm/I1oHdpi+tPQrDk4uWvBekLLG20vb5Z9If2KG0hY5jItRKWW4oj3AGjNpMBJipSEYzRmj01GKIxoVgfol81qXxYtm8Lvt958IMl/JIZGMD52loKB9VgpTcRjIiYyWqHF0K6I57YJTXEDiER2qBGti1wNEHWZHVLVF56KklATnJtj9oiS3Mi0ayGoA95fmeL4Gui/lJeb287YSmxKd2XL8GJxirh5zI3OmFuFMe20Jg5VNosipTQKL1WGs9oNMAQ4ykAva6uqIemMrycTGwc8UCiLK0ePTVB1NrDmRx8uQhBVgR2SG08iLBm5zLJ5TG8kw7NSRogBGT4/K2ijYx9cqDR69+v/lJqeGH9edBi4do5kkAd3h6ZBquxV8lit/DKFTNPAAAgAElEQVTisEktQOGLU2URfH7xNZhWfK3C0SY/HFnNatScLMcbYqIQ06Q9LGqTX+mhMYJSQAmfDZ4tZNLL28cOB0v4hfBgSab8B0Hx7hCpYMnO3ftxxW2PM5YDOZbMnr+UMQ6igSXEDOnTswtuvepcJr5J9P+sTLMssOSlt75gQMuzD96AveVVTDukqdnBDuOk69DY5MDk8SOZBhFpWZjNJlauQGUOF93wEGNpRLPW5Q+YNE5+TiY+/eYnPPnKTLY+EhKlNZgzDLjv1kuZ6Owt972IE48djduuOS+qGw4BHcQQIeHZ0084qiX1UsASAhwojmfuvx4FedlMzJVEculA7Q8EcNTp17G1TJtyPGPoEIuCF3iNl/N4YAkJuMba17ycTHwxdxETHrVZzPjwiwUHdGpewHOvf8rYA91K8hmAQcKrpClCoqAECBE4Mm7UYJYr2sOFnzzDypRP/MvfWX5Im4P+Ta/TGoRgCWnY/LB4FV5+9BamQfPim5+3lOHw5Stk20xW1SQo+vHXC1s0S3iAKdr8tB4pYAnte6x4490f0cCSFWu34Op/PMU0cQgXyLSaWZmM1+dnNshU0kTsIdK8IdYRgVNnX3EPXn3idnYvkUYMgUdHHnCvEr63o4ElBMYcf95t7P4nfRZqy1ZthtfnYzoqQrAk3r0jNW4CV0jc9ZG7rmKCwC/87zMmchvTOvjyVf9jjyZoI+310p5O66FGX202SMuEb6P1RaDfJ2qP2pcm6iLqdSrLoZIcbYQWhM/vhsNbh0DQx55ajraWtoy3274f762V/kVcVEDpTjEzIEWYltgwQc4rjVXCzxzF7ldq2VLYIpgwrjib1kTbTyKd1epWOnii/lJeJ02UQn9TG/cUKWPE6kuACemtUClRtEa6GsScIReUVDUChGLNr+Scowr0jLHDa5VEG9tkdzHAhHIerRF+S0CJxsixvJSrMzolYJLIKYdKcKgUR06rzTPDo48uyE15K/XHtgUmQECr1jKWh9jGgwjJABnELumSE/3piTAOKvFZtPF7saHF7EegBTWxLBghUMKuk8luiRwn6YUoMMCa+kfg8JcpMFLbIR7u9zqGWEalZGypg/KON25vAI2OcAcVKWPxOhgGXWotaqXEdKj25YES0hpRQm9EmCcaW47VcKcBS1K86VHBkpnfMrcb/oBGOgYTz7kZC2Y9DTpoUpnKvJ+Ws8gmjx+BBYtW4sOX78WQAT1xw93Psv+SSCu5tdz50AxWPkAsCAIfqKSCDr+kP/GXa+4HrxUSjVlCjAnSCqGyCWIu0LwERNBYRwztg+raRnYwp4P+Df96jumeUBs/ejCm33Ypigtz2WsEAnz51sPMuSey8QfM7EwLi5Pag/+4nAmtUqN5SS+EHF2oEcOESktoHeQ48sOilaADO99e/2AOXnn7SybsyjMe6LWEYMlbX2DbjjJWekHruOuR11pyTLoez//7xhZLXGFJDInG0oH4ymmns3KleDmPFi8fN+U/1r4W5mfjkpsewa6y0HcVKhm54fKzcexRw9h+0/5TI2FRAnCunHYa+/fLb3/BmCbUaM+ErksEZpAwLZXvUKNSLbLTFd4/BBDRv4ldQo20YH7+dW3LgZvGpjmokQAq6bkI9yPe/ASWHDG0b0uscxcuY4wkXmMl8j6JFW+8+4NEf4XvIxqTSmquv+sZtg5qVFZDwrjTn3wTPy1d3TItielSHqdcfg/TzuGFZynGDz5fwMCWSDecyPcUPxgxnsglh98/4V7QfUl5p/zHu3ekxE3aNtW1Dfjr7U+w9ys1ek/S+AnBEpfDA49b/h9umkytUWGgMQ+nIWQ5FKspUYYTd4IoL46yliJbGzqkqrOq8cIPv6DeIc/ZQurc6f6QzRJJKnfEUgloACpDIolMYrWope+5ksK4VNZCB2c5jiZickGgRZG/OSUME5qfyoAcnJYBAHwjEINsjKmlcm1UhrRXowxolSiXBJZEluBEXsMFgkz0Vef2hYEmfqMGWToPOAERifJVozJ0Sv2XRICJHN2SSL2SaPmO5+5E/alUpUduEGv2xAZV+HGFh38SOl27M/RFWWoryCxmFruJWkX9XqzYnrzulRDgiVf+Q6wXEmgVAjnJgELRBGITrTnVr1e5l2J7U4jKq3QjoIQAk45uSrMTaD1pAdjU7iq/Z01OLxwp1IqRajV8uIAlcneXDkP0ZJy0PeI1OmSR5kZhfg5zQUm27a+qZYdEsu4VNnogTSKidBAktxO+kdAnlcTwwE/k/DxYsnr+66CyCnrST+uKbKTbQq4wfOlRrHUQwDNmRH8GJiTbCARxuTwMhIhsBKiQrXC015LJebx9JfaO3+9vs+dUntNod4QJvPLx0ms0JgEukXtGfWjPSKuDFySNljOyvs20WcL2le9HDBOP1xtzXxLNL3WPYsUr9v7g56O91Wm1YfojFCvdgznZVkkixWLXQHOSvk9OljWmtl2ie0dK3PSe3F9Zi6xMS5geS7R4OWKWNNud8CdpS0dPOVRqNfw+P/posnC8vjtsqug6Gbv9jXjfkViMTmyCxfSzqPXol1EIrRrI7lKNJVtrMW+1fMcFMXOm+7RmIKBpkscSUSiJId0WLULOOBLqvFNgt5xqwMQc8CAvIE9nItl0p3Jt7QmWJJMHU8CLgkBbll6yAr/JxJToWl5LhEpyIgVYOY+PsUs4rziRZL9axYRd/Zr4ZWuJwBKKmey5Sch4+Y562KM4SEQDETbuWSWJkSLMDYEIVmMmCDRh7JYoDjrUn8qH5JQJRe6DsPSHXiMAZG/NLngF5T9GvYlpqUTGkiy7RWg9nOj+aK/XU8ku+WD4LzB3oLsX73hDzASlD93Cko6mFLAf2mv/O9s88VyKUhWrWKvhNFiSqh1o33GpLIRnQUSbOVrpgtwIyXqV9ES+/+hJFBWI03yUO1f6unQGDqUMcBcsmRF0u5JjlERLCJXiDNHmoa8muwU0cQV9qAw4mBMOASYd0axGDsO72rBpXz7k1LV3RMwH+5xyGR0pWTcJyYoFS4LkONzqglOYacJ+iaVqsdZAoEJVnLIWuk4MuyHW+GIOomLzS6VDTSodPFCzMhsqoSALY2KU2AIeZmsrbMSiaFDp0MjpFS3L6eFrwC61VdExxeZASj9rwI2cQHRNk1Rp1kiJL15fAkq02vBSK3pSA7cP2VX2hE5AYoESYkB19YcoxfEaASV/OqIYQc1AbCl3wulpbulu0mVAqCPCv5AMWCKMhYAMYpnwNsTC15JhdUSu95QjpiZKQ9TXk2W3iC05khWczIvIQnhD47MpKcfpyFIc3vGmzu6G1y8BrJeYx7QArMSExelOQEm2RY/aFO9ZtBDEWA2nwRLl9rojR9q9txIlhblR2SIUF5Xe/LhkVYvzTDKxUrnIvv01OO7okckMk742nYHDLgPcuQtfICbKQdmILZKlzYBWwHd3Brxw+r2o80XXXymwqqFCD/gDoaeeacAk9VuvhHVv6qMMnyHTZMBRPbvDoNXBoNWAgJJNe+swd1WoNlGpRmUtTZwurCyHDpKn9s/CvN3ONva2YuelUhwCM5JpYlgiBJzkBhzIiDEXOemQe0+yjXJS4m/qtNofwvWRbgxflhS57lRq1kTLMbGMNAigXpW8Gw+VHWU0uWCyu6NqtTRZDXCa9AkZJRQn3Zt0j4ppp47siSAn/svdzoqt2FjWWlsrZo5YfYhpMrbvsVEBE6X+dsgVW02WWdI9vzcGdB2eTHpSci0BJtub30GdZ42i49/c/QEclxtyvWjPJtXx5v/Yuw7wqKqtu6aX9B5CgFBC74IoiiIiNhSxi11RsZdnL89esDewgtgVFUV9oCACoiAgTXqTIiGQhLTJ9Pb/+4QbZpIpt0xN7vk+PiBzyj7rnCRz16y9diRiM+hUyDBqmL8GKU2S9T1eJLAQM4dRp2LlnGsbHFElt8LFFqrUsEyWhENPfl1GQEZARiAyCCjOX/imJKokW5OKamdDZKLhOYteqUHf1KImD5JAw5weN3Zaq7DXVu33cpouHQZNod/XqKLAjv2bRJeB5Bl2m+3mUVlbVupJADSYiSw8gMLTFI1eo8Fp/bthUKd2LSIksuTLP7ZFPfKiTD3GDW6He3/zv7tCFs52W5HhdQgZ4tdXaAWcXLcFad6WCrVIkQOk1qA0lkgQL6JB4TGQj2KiUmmIundJvtvsR2BFirQiCIg0Ubk8foQJeZQIaaEIpebzdC3siu7tB/GePlIpMtyCpDDp1WEAS72hCjmUIkNfo0o5Ysr++m5EqnfI3FVf88aleUdS5RARlIhtt/lrHLAtjGhor/WeiS7GHhGdM9xkVPFGp1Gi2uSIeZlf2QA23OkEfp2IklSDBofq7TE/s2AR+5YaNllcLC6ZLBF3vvIoGQEZARkBoQhIIkv6pXdEmbU6pmRJkS4DPYwF0Cj5fVq931aLDeZyhotSoUaWoQNUysAVGqTKmoWC31b6N/qENBqAJlTzKqB0pbQI6cQ+7TGyT3GLr++uqMeHizZHfQuUdtAuQyeJLAlGXvAJntJo6OFaiAktKUxI+UEqhuZNauoJzU2pPkLi4bPPaPRpTlIEW4MPYULEi9HrRH0Q76dgcwdSbZgValSoWt71aGAQbk6hnjpiKrcILccbLuZovU6lkof1EE9YrN65VDRhw9fMNlp7DzXvmppHYPeIJ4sDzR1LzxIiKnLTdZBa8SYS2NODdkaKhj1g1zQ4ZJVJCFDjoQLie8a+vjT2/y/jSSWH5SYjICMgIyAjEH0ERJMl7fXZsLodMSVKKO3m2MwuglHZY63GVstBZBqKoQ1RtlWqrFlwYAEG5GcWwWSpZZ9gtpbmVdrhVUXeFycS+ChcRzxJfOe7/cyByEzxNyi2OVx4Z96GqFZRGlZaiJN6F6LOVIdXV9Vhv1kcyURmqOQrIqbVKHWi0jaCPQTzSecJFicRJaleh2DCgJuvnTYF5T4+F2Lw4DtGKEFFKViUHtO8HDKRJLTnLE9j5SY+xAoXY7BqSFSJRyjpwnffQvoJSb/h5hWTLiKlIo6Q/UjtK9U3ZPv+TdhRLs4sXQyuUvfLZzyl4fxVcw+frrz79E0bgmdjVA0nGhVveG80REciAugBWzaADQxSIhMlvhFTehCRX3KTEZARkBGQEYgNAqLJktiE57/KkPSOyNaI+3R0TcMBKDR5YcOWImsOOznPDlQy02St49k78bsllMFrM7ioQo7C07Jq04CSXJxzdFeQmoRKTNea7Yw8Wb7tQMRMXgOdXKZRh9vHDoTNZsN7q/Zj1UHhqTREMJB5ZnPjVb43RUrKRjBjWSJMiIQho1i+jR78SalRHcYIN9R8PXON2FIVXeKRCIAct000OUVKHt9SzIHUOQeVRliCKOK4/YcqGy1V3cP3zML1E5J+w83Vq3gASgpKw03d4nUpRILgxUQMoFSe43qNDlpxh8+UUkghsbjyiUtKn2iQJc/0eB/90oZKCYvXWDIFzUrTMa8Q+pNozdcDo97sjKsfRyJhkyxESZpRA4pVbjICMgIyAjICsUMgaciSLLURQzM6iUbmgMuDAzxc6CNl2ic60MMD6Y10a1KXeNRm/lVopIInZLxXBaXL0GIEkRbUiCiJdRs3tAsGds7D/9aX4avt4SuGNI9P63Uz80wxZAk9tO9Rp4vecjhFC3mh0EM/kSdcsyg0fhVuKH7yKCEPFOr3bxzLffoCQQ/6XEUg7uspHpdokkQoyKGUKJkem59nDOFGZ0l3gP5IOVOhcQbrTzFyahkhc4o1QKU1yOx1e/km5i+SSI1+vpNfiEEnjvz33YuYlCPySiFcg5VGjjdWK6vvhtsbmfLnlxRNwoSiG6O+pUQxBeWzUb1WiXSjFjaHGyars02n5hD5oNeqUFVvT2gcZKKEz82W+8gIyAjICEQegaQhS8inpJMhWzQCe50eVHvCe9kmQioObZLeTNMb2taiMPEqHfCqhKskRB8434FByBK+w6PRj4iaG8b0xWv/W4syt0ZU+oRYwkQqOcHXs4MvbonktfHY8UVYu7sSW8tqYHOKS3Hiu+9Q/YIpUejsKN2muQKFlEZU8jmebWhBF5grtwomgMX4lTTfJ5X53V2xA+RJFe2fp/Qzm1oociaSRAmtJUZdkqiqEu7sNtW/inrndslXNlZESbIoE3wBlQ1gAc6AVyZKJH+rRW0Ch8OJ2nozsrPSoFbx8yr0DcZitUOrVYsaG7VN+Uz886KVGDKgB3Ky0mGzO6BSKqHRqLG37CDKyqtw7JA+sQgj5mts37UPpgYLBvfrHnZtX4zCdo5Th1V/b0NGWgq6dW4fMgKnyw232w29jr/KOk5bkpf1QUBx0ZK3vG5X/N748z2NgWnFyNem8e3eot8OpwcNPMgSGpjo8m3RIMR5YEISJh4VFF4lvEr6HqDKOAC8CsCrhMKrBlXMiUfr0T6LPZRTE5sWI9RIk9aKtrJEKJbk51EeAWPSfKMaVWanaNIg16jBi6d1bQqf0rKIzEqUJtZnJtrxF6Vm4fiiHsg1pMFqN2P5tsW8CZNIkwq012inWVIKJSlGiJwpO7TbD15SkRD5U5xTEnHYhfzO6tauN0qLekc8hkhOWGn/EzsbPhY95ck5Z+OSohtRoCsSPQffgZwyIR4Vb/jGGKofZwDr8XpR2+BMmAowkdhbqDkyD/t+1JoTS3XWPOa2qihZt2knPpz5M35etKIJEnqwfv7hG9CuIAfTPp+D4na5OHXk0UGP2WpzYMhp1+ONp2/HqONCV1RbvGwd1m/+B7dcMz7aV89v/j4jr8JHrz+Io/p3x2W3PI3+vbrg3psvwczvF+Lbn37H51MfiWk8sVps6oezsWXHHrz+5G1hl/TFKGznOHW4+cFX0b9XV9xw+VkhI3hz+rdY8PsqfDv9qThFKi8rBgHFVaunec0mG7w8iQQxi0RizJD0TiFLBYdbo8zlQSWPNBxuHiFvPsOtLb9+BIGEJExCHZBXAWYC65M2EuvzJALjoMrYwgiUTxzh0mICzbFHlS6aVOjgMgWsiMMn1kB9KO2lTJ0qdrjfuCKXCftFpvQc3ykDE4/yLydNKpPZK/6JSGxSJkkUokSrUuP0koFI1+rZduj/usNKC25/fAmTaBAlFMPvm+ZHXV0SLzKCFCab/10XVNVCmHYr6h0VskbK/Q02VkxFnIe6voK+aUORKvL7XMg+SJmRlaqFy+1FvSWxH7j57IuMQ1P1rd8Aljs3j8cLmSjhczNi34dIjhPG34ZRxw/CzVedg+zMdOzcs5+RJxMnnIHe3Utw2yOvo2e3TrjpynFBA6Qzpgfy4qJ8pKcaQ27k01m/4KeFK/DxGw/GdMO+RMCuveUwGHQozMuWyRKfU2hNZElFVS1MDWZ0LQmtQInpJZQXC4uA4pq1H3g9Hg8SnTCRkobj8HpR5vKiTiAhdMhUiR37N6G6oTIskHIH/gjIhAl/rKgnkSVk0CkmlUKMukRI9RXfnVDqT47HBjIa5bwyhO00cO9d6oxITAMijuqUWkEms9zC94/oiJ55Ld9sEWHy85o9cUvLIR+TA6rIkElSQT6uqAcG5HUMOw2XFrO7YnuLB3t6oG+fUwKq1BINPw0xKSthNxSgQ7wIE8L2YN1+VJv8f2dlp+UlDUnCwWl3HwKl4/AtIXx7yRMYnRv8wUnMOQYbk6gVb6Tu0dcA1mRxweFqWQpe6hrxHM+VdG70akk8A15fbJJBUbK3zo6/9jewsAe3S0VJZkuzfDHnTaTB2CsewGdTH8GA3kcUndxcpDZ5ePJ06HUaFBXkorRLMZ6671pcctOTuP6ysViyfD02b9/DvvboCx/godsvQ6/STvj463n44Mu5OFhZg+zMNFxyzsm48cpx2FtWgctueQrVtSb07dGZLfPh6w/guTc+w7DBvXD6qGHsawuXrmGEyuSHbmD/p/VOOKY/5i1aiX3lVRh/+vE465TheOmdmdi4dTfOGjMct11zLjIzgv+O9iUCnp/yOUvjOPeME1qQJV/O/hVzF67A8w9PQl5OBnv9w69+Zqks1P+S8SczkiVQu+/pd7B05Qa2v66dinDz1eNx6shGw+vn3vyMpf7s3FPGcKO0n/tvnoD3PvsRv/6+BkcP6onbrj0PPbp2wN1PvIWjB/bEhWefxMZ6vV7c8tBrGHfq8Rhz4hAsWf43Xpj6BSO2SAVEKVTPPXQ9OndsB4vVhuenfIH/LfiTnZvRoEePbh2YsqS2rgE3PvAKduwqY/P26VGCB269lK3J/u+jvgl2hgqFAj/MW4q1G3dgQJ+u+HH+MpR2LsY9N13sBwmtcf8z72LsKcfi828XsNeuveSMpj099uKMkGdefvAQXnjrS6xcu5mlS40ecRQevO0y+CpLCJdg50P7p5Sd/955hZhvDXlMnBBgZAmtTYSJ3eqE0xHdXyAKpQJqtQputwceN/9fxEW6DPRNFS6pJWNX8ipxhLcrCXgElOe+eueyOB1P6102GQkTpUu6GaOYE5Xi20HEBVXGEdKk+pZwa1GVGDL1NHilpfmJJW+a75nIEiJxKK3HpThiMBsOm+G57XFVl36oc5hQ6axAhaucDdFr1CjMNLI/f24/wColxdrLhPbSvPRwuP3wfZ28TggvPliRJ8nQwpZvakOtRQ/2ZGLt6+9BD/XRbrEy8aZ0nFjsJ9p4xXN+IkwoHafeFdy/JF9bhOs63INjskbFJFSOKEnUijeRAIFSczJTW5cBLJ1bdhq3p+i+z5V6BslAlFRZXJi6shzcW2vKYJ40pBD5EShrTA+bp024FzqtBldffDr69eyCko6FTb4jRHb85/Gp6Ng+H+NPH4HUFAMjQ+ihmtql556CosIclqIz+sK7mtJc5i3+iz1/dCjKw79lFbj14dcx9dk7MXRgT7zy7kwsX70Zjxx+iKWH/avueI4RJRPGn8zm/XbuEnz01c9NKRS0XvcuxZh0BZG0Xtz12FRGAtw96UJ0bF+Ahya/j1uuHs/IjGDNlwjwfeD2TcOhdR+ePA2fvPkQBvUtZYQDPdQ/fvfV6NyxEG99NBsZaal48t5rAi7z6az56Na5GDmZ6Vi0bC1eefcrLP1+CjLSU3Dj/a/gr3VbcdcNF6Bzh3Z49MUPsK+8EtddOpYRJ7TftFQjnnvwesyY+RP7//wvXoJKpWQP/Vfc9gx+n/0GauoacNYVD+CicaNwzqnHMfLoniffwtfvPc7O5vGXP8TiZWtx81XjGSH09kffQ6NRMbKkzmRm2A7uWwqtVoPpn8/BP3vL2VhqvhgFO8MTjx2AGV/+hBfe+gL9e3dlJEa7/ByccXIj0cU1SrW6+MYnWFoWkT7/7q/E0699jKU/TGGeI5ff+kzQM3c6XRh39UPIz81iBAspl9779Ed2Lr5nF+p8CL9FS9di+iv3Sf0xIY+PIQJNZAm3Jv2QcjmOPNwwEsUWOYmpMVUPtUYFm8UBh53/vHqlBkPTO8HQTNYdCiu+FXBCzSGm0kAMzy+pl/KSR4jSCSotzLxCmi4h/P+fILtUuHVx8TAxKTSoUoWWkIaCKFg531BjIpnaQZVtSHEithF5Q74tYpQ1vmtyONB8fAkTIkou7tgDv+xag/WV/h4U3Nx6jQon9inGMd0L2Zdi5WcSKVIr0LkQUULVf8hOL1TJ5zStHkMLuqJntnAiW+x9iMS4WBAmkTCnjcReW8Mc9c5t2GeZA7vnENuOTqlGJ0NHkDfJyTFSk9C6VEUmw6hFTYOj1akumt8TXwPYeosDNgf/D7cS7c4lkxIoGYgSOt/f99Zjwa46v6M+uXMGju8ovpqe72R79h3EOx9/j9k//8G+TCQE+Ylceu5oRpoESsOhh+q3J/8HI4b1a5qqeQrHzt1l2LRtDyqra/HBF3Mx8dKxuPKCUxEoDSfUgzMtQHNzBAb9/6IbHseZo4/BFRecytYnlcWh2npGNMxZsJylBHGNyAgiIcKRJVddeBruemwKPnztAWYES428TToVF+Cy805h/ycVzbNvfIZlP04JaGRLH05v3bkXW3bsBaWBvDF9Fr5851GmoiGyZHC/UkaOUHv1va9B5qtTnrmD/Z/UNP99fjqWfEeEiAnHj7u1CWNSrGjUaqbgIQ+Sz7/9hfWjRsTCwFMmMsKjW0l79m8iczjiqLlnCaVe/b15J3bvLcf6LbsYebJx0Qw2F98zJLLk58Ur8embD0OpDGxqz5ElGxZ+AFKjUBtxzq144t5rcNLwQSHJkmV/bcTEu1/AnE8mM/x9my9ZEup8Ppv1i0yWJNovCB7xtCBLmo9xudywmMQ/6PjOp1IrkZJmgNVsF6Vg6WrIRVcjv08eq91e7JUoIaU0nBXbFvOAUe4SSQSIPPGqhJfs1au1sDu8jeRLNFqcKudIUZYQDJ1d/m9o+EITScJEbNlYLlYqOUzpJmIJE3r47+Sub9o6EQ2VKkNQVUaO1oDhee1xQk47fLpxIers5rCwDSstxGmDGsubL9q4D4s3NkpKo9WilYJDaiSqaqQjMvNwo1SwnMLeUKmOOLgXpWajfWpWtLYX9XnJlypQKlAkFx494OyopBNFMsZkmytDrcNl7fohU93ojROrlowVbyKBjUalQDpnhpqEBrAyURKJW9Byjg0VFnyzuZG85Nq4HtkYWBhZBS6lcpDK4JffVjEFxbsv3I3jhvYNSpb4khcUl++DNqWcUBoHqQo6dSjEnAV/4vLzxjD1SiTIkmvunIwThw9k5Au1qTO+w7Z/9uHVJ24BpdGQaS3X7rtlAlMyhCJLSI1B7ZzTjsfT909sGksP90Qe5eVk+uFP6+Rm+6ctmy02TLrvZUaUkAcMqS1IDUHGsaTAaE6WvPvJDyxOjiz5c/UmXHvX803ExYPPvocGixX/vfNKnHju7U2kCylfnC5XU4qSL1lCyh9SCv3w0bPo0rHR+82XLKHUmKvvfI6RR6TysTucLKUmEFkS6gyJLPl95XMi+B0AACAASURBVHq8/+I9QS99ILLkjMvuwy1Xn8tUKKEIsm/+9xtLW1o59+0W8/uSJaHOh+6crCyJzs+kaM4aliwhZUlDnVVyDEoVESV6OGxOSUoVvt4lmxxu0ak3tNlUBbBxz1/YFOTTZMmAtOIJ6JN2Lh0hM0XHPmkX2jxqM6AQljvFjFi9KjDFisoBr8I3/YOrcKMUX8LYCyhdsfeHkFIRRkwaju9ZkaqlVqnnlYoR7oxz3RakecUTWUSYVAhMoeFiCkbWFORnIT07AxanBx67HnCp0T0tG93Ts5GqUjGipMJcG25rTa+f2Kc9RvYpZv9ftH4/Fm/+l/dYoR2lKo7Iz8Y3xYbuitHrRIrXX6JOPiK9OgxAQWbrMySjVKB6ax2sjiNkmFGbwkq3/775l5AlgPmcl5yKwwcl/n3iSZTotSoka8Ub/ggH78kZwFrsroT3++B2kUwpU8miKOGwtbk8eH/1QRw67P2SbVDjusEF0Kv5p7gGu21UQpcUC5Tq4dvoIXTCuaNx4xXjGsmSrh1x01XnNHVprvSgFzgyoqRDITONpfSHYYN6sTGT7nsJwwb1ZmTJZ98uYOQJkS1cI/LjhGMG4KqLTmNfCpSG40vOkOpgxLD+AcmSYHsNRZaQNwZ5bjz+0gzmcUEpLtTOv+5RjDv1OFx+/piw39oLlqxmWHFpJhwmwcgSIlLI9yMYWbJmw3ambLl43Chs2LKLkSXUZv6wiPl0cKkzfsqSzsUYOPpaRmJwpZB9yZLJUz5n6phpL93LzpzImgk3PdmCLAl3hpEgS0KdOZEcRIosnvVaC1LKlywJdT5yGk7YK5uQHcKSJRR1fU34T1VD7a57WhHKVbVwOtywW+3wCnsGbjF1OMKESgRTqWAxTasAClVKZKsU+GbL79hWHd1Ph8XE2BbGEOHhVVt5EyYKtxYKT/i65WJVKxzmSid9ahJY3hetc5FSztfocaLAY5EcGqkYSI1BrUGpFeWTQR4m7dzSfpaISckhVQn5tpD/RvNWkpeOK0/qBa9HCWd5MSsZzbUl/27A7/9uFIzd7WcORIbBAOfBItSZ7VhZvg1/V+yC3S2eKAoUhBQSjebjoziKVlUawaDGYUC9pZaVOvb1VBEaxuCux7ZKkkkoDpHo3z81HyOyOsZUUcJVTqH4KfVG6nuXSOAQzzk4PIiEqDM7EzoViSNKGqxOWOzSfLOijXmyESW+eFT7kCWRwmn5ms0sheXWa85Fv15dQAr3+b+txDOvf4oPXrmfmY6SAoK8NqgsMKknyLA1FFlCJrDHjr2JpYyMOXEoG0uGpVRNh8iS1eu34YZ7X8bcTyezB/bM9FS89dH3WLFmM1578laUlVeyVJcGs8XPsySaZAlXOph8Ou589E28/NjNzJiV9k4KGfJbocpAZQeq8PWPi3DXDRe2OII/V23Ctf95HrOmPckMYMlPgzw6xJIltMD4ax5mihkyuiWjVGpkknv6pfeyNClSh8z9dQUr+8x5lhBhQ+lA9918CerqzczDhHxlyLNkygffYuHStXjruTvZWU+Z8V3ANJxwZxgJsoRInGBnTmlIYy6+h+2ZCDvyvyHy447rzvfzLAl1PjJZEqmfErGdhxdZIjZtpl96R5zbbhgMKh2m7v0ZeyNYVYY8TDrps5GvTWuB2AG3B3VetSgkM5QKdNY0PjB9umEh9tZXiJpHHiQdAb6ECV+ihCLyKlzwqsWnlSmdsVeWUNxiTU7Jd0KqwWrzkyT/EIeC3CyENzGljH1XEVpGmfPe8E0p8Z2PI0s85lS4anL9NvTy8lmiCI4BJbk4q+dRMFcb2fgMXaMs2TeVZ09dBfNBkUKgSPEs4as4SjNk4PjejXnRbbERYfLH5l9Eb/24XqORbvSXSouerA0OLNCmgEiS7ik5MSVJCOpkSt+I9dVIdANYSh3KTtMlhbdMMhMl0bp3ZDD67BufsnQFrlHayQO3TmjyvKCKOeTlQQ/tZHpKpEUwsoTKAZNh67TP5+Dld2ayKakqDKV7UEUcUo643G7c8uCrrCIMtb9+ehcHKg41rUHrH9W/FFXV9X7GoyHJkg9nY8eufYzkCNYoZi6+Wx96jZFD1192FlNqkJKFSA1qn3+3AE+9+jHzLunfqwteee9r9qDONSIoZrx6f4tlyISUcJr/21/sNUpB+vWPNfjirf+ytSgN56j+3TFxwpns9ebKEiKubnnwNb/UE8KRDFrJ2JVMeLnGqUuous7I4wbizenfNqXekCLl+nteYlVxCEsyeaWqPkSWlFdUg/ZO6hJq5DlD5+CbhsPnDMmAlqr+UKpWsEZ+KBdPehy+niWUhkPEHJn5+t6rQGdOviVk3Esmw9ToXlFsvmdHqWPBzodIroV/rJENXqP1wyNK8/IiS4gNNNcLT8WZUDwCw7JK8cY/c7DDfCBKW2g5bbquEHqNOJMpgwLooW18EPxxx3Ksrwhs6hizzbT5hRo9SBpNYH2UAfRPrxqMKDmseOADFaXmMMWKmOZVIF4VcYSYknJbE1M2mA8se1Tpor1DyAujeZoHnzWpj1AMAnlvNF+LiI1zju4KV202PA1HfmYcNNdg+rp5fENr0U+n0vgRIUSY9MsvwdB23UHeOtRsLgcWlm3FhgP+JXRJzaFWaWCyhveaEUtcUZlnUvoQ+aSGB/R/ItWaq2+al8Cl0rtlh/bAajezSjYUJ8VLKTpcud+sFCs65x3C9gO5MNli6ysh+sBCDJy/drZodYnsWSL+ROKVckMRy0RJ+HMjlUmqXg1Kz6mzOGFNEPUGR5RUm+xwuiXKmMPDIKkHVRwy6sR98CBp4SQZTARGTa0JSqUSOVmB39MfqqlHeloKNGp+OJIKpb7Bgnb5gcvsUmUWrUYDg/6IUvlAZTVLuyBj2URqhM+h6sb9+8YbKMaq6jqmmMnKaPkBs9A9ka8HqXuIYPBtFA+H0er123H5rU8z0omLzelyo6KqhilcmqdY0Tz7D1QhMyMNRkPoEtThzlDofgL1D3fmdO/0Oi1SjMHf4wg5n0jELM8RPQQCkiV6hQY2H28Bu9UhymckW5MKg0qLMlt19HYQYOZUbR6MWnHGg75kCUnn/7djRUxjlxeLPgJi/FAoKoVbA4Un9A/xaEYvhCyIFlEiJSWIsBHrW0LrUgUbIYoWPilIpw7sxKrYuKpz4bEcUQ1F63ufSJPzeh6HgpQsuL1ebHJ4EEggzrdkuVTfEt/7Sioc8nbJ8DrYl4kIOb7XaBh0KYwcoZQUIkiCNeo/vGd3nNSnEcd1e9rB7hKn8OPWqDZVgoy2XW4HnG4nDNoUVo43JwYlhrkYxFbOyU7Nw7AeJ0bzR0KrnTueRAlX8aYuySvAxOpyELGUmdr46XJtnA1giXhINWhwqN4Ot0cmSmJ1B+R12g4CG7buYlV/fvnyJbQryPHb+NDTJ2FQ325MbULqFSJTJl1xdtsBR95pq0WgBVlybGp3rDHv8iNLGuosrJ50sjSDJhNpunxR4WYrFeh4OA2nzmbG1NU/iponkQbRQ4zmcMnlUA87iRRzNGMR61uicBoFqViisYdwVVxITZHqdSDLI9xUl2+88VCW1Cm0qFYZ+IbY1I88UkhBEaiRETH5i+i16hbKEvIqIs+iaDRSnZzeayS8+oygJtRC0j8iWbWI9tvcDJd+fgjx7eAIqFW72sPtEWf2R/tfvXNpUHImlqazRBQt2jBX8FU4uvuJMSV1BAeYgAOIJDkhsyP6p/mXZYxVqKSSoD/J8LAdK0z4ruNrANtgc8Xc30UmSvielNxPRkA8ApQqs//AIZw8YnCLSf5YuQH79ldArVajZ7eO6NOjRPxC8kgZgQRCoIks6azLx0npfbDLXoGF9f6mhlINXmO9X43KgCxDB1HLkmcJmbtSNRxqs3ZvwI7yTaLmSpRB7XM6oX/JUFCpzGTfS6Qw9agtgIK/CbAQX5RIxRhqHjJc9WgN6F7cKCU9UGNGbU09S6WgtIpoNrGpHxRTB5dJVHz/qtJEVeQJZSrrW7nGbUqHu+6ILHdvXQWrhBOtRg/7I/udEXL6RevnhFRy+A6ONmEiFIdbTh+MnRVdhA5j/fdV7cb6PY351eFa8zShcP3Fvi4kJlojVnGJ3U+ijetizMSZuaVIV8VPuddWSwNH8i5Qak5GigZatQq1DY6YGcAm09nJqTeRvHHyXDICMgIyAtFHQLHhQKWXzFINysb8vJfKf0StT8UKr9cLU630ahrR34r/CpmGYmhVRtHLUmYiJ4/f/O9a7K7YIXquRBhIkvB6a62gT4gTIe7oxeCFh1XbCU8sJBpRwmGSadTh9rED2X+pPPNr/ztihhY93ACxKg+x1XCkGJkSDoGqvnBeJRxOXpcazgONJX+pkZ/IKyu+jSaM6FcyBMU5wT95IX+Q9bv5kQYUKBFoVOaZquREookltmhtjqAVGocQRQ03dzgchcYQrD9fwkQmSoQhTiauN3YZjCyDLqYP2FyU7AHfqIFSqZAr3gg7uqC9OQNYh8vNquZEs4qQTJRE6NDkaWQEZARkBGQEAiKgKKuy+OXXPF02yy8Fh0aZas1R/WUXjbNRK3UgwkQpsmpH85hIlbG7wt+I0bcPfVIsp7hE4ySjOSdnHusIXA3Yq2DliBWeI27f0YxGzNz3nXMUSyOh9tOaPVi+PfpGykK8U3z3JNavxKxQo0LVWFFGTGtegWdYaSFOG9SpxVTNfUt+3L4c6yujZ/BMPzP6lQwNmKpBpAGlvqzauVQwwUn+Lpy3C1c9SAxu2W5rk3+JmPFizE2Xb12MaoFV0/iodMTEH2gMpeRsL9+Eg7X7W5xLQWYRehUPYB4vcuOHAFW6OSWnC/RKNeJRYYX8NrLTtLA53DAdLoHKL3K5VzgEOANYo04NSssx2wKnQ4abJ9TryUKUNJZc1oH8cOQmIyAjICMgI5BcCPiRJVaPA8/sb/lpqtlkg9uV2HXqA8EeacKE3igTYVLfrEpFuiEDJfmlsDgsLM9eSH5/cl2X1hqtF1Qlx7/ajhIKb2I5nwdCn3w3CjKNKMlPxzGlhUxdYnNG/3tVqLFocx8MITeJlBJk7iq2+SokyKMkMyWw1J+pSyoLAXcj+RQrzyJOhRHqQVzs3oWek+86YpVA3BzDup/IzFj5NjJyXbFtMd/ufv1ipS7hFnW6HH4/55kv1OEqR6I20IYGddJnIF+bgqMzilqUA6aHyjSDBnpt9NM45Io3sbl0vgaw9WZnxCrUEFFC96Sq3p7QH+bRnc7L0EOtOpzbHRvY5VVkBGQEZARkBCKEAC9licPugs0SPcPIYHtRKxpZeJc3fKpE0DmUOqTq8iSl5PDFWsqbfb5ryP1kBIIhQMRJLIgSbn16EK9WGsKWEZZClLDvfyjxr1p8uTvfNJwbxvRFYWZw4qU5YRKtqjjNzzDNkMEeviOtTpPiZULVcTq560V/ww3ueiwrKcy37T64HZv3rePb3a+f2LQfUYvJg0QjQEqSs/K6hx0fbZUJlZcl7wiT1QmbQ/z7i7AbkTs0IWDQqVi6EylMpBrAphs1jHyoaXDIRIl8x2QEZARkBGQEoopAC7JkeuVCZvLavJnqLPDGsCJOlsaInsYCLKvbFREAyPSVPEx0qlSoo2Qi1xq8TSICtjxJm0GAiAx6ILcoNC1IE63XjRyPLWg1GiEgiTV4pRjauxualrpyZC+mwgnVvB4lPA3pINNXeJUgwuSXXWtgdzuFhJwQfZOJLBFbopeAJgULKVnklrgI8CVKuB1ES2UiV7yJ3x2JxJlmphwuU2xO7J/HsqIkfvdMXllGQEZARiCSCLQgS6hs8KyaFS3W8Hg8oHScWBAmWWojhmY0egrMO7Q5kvtFtqFT1MiS3zfNh6lZik5Eg5cnS3oESP1BHiNkyNqaGnlj0B+uKeEF/YlUE/vQ39x3o0f7LJauVJhpbPJ6CRYjkSZea6NJtM3twIp//8HuinrUWRxH9qlMR7WpMlLbjPg8UvxemhNNQoMb2fd0Qf4dlMJIXiBiGilzju99ipih8pgoIyC1HHAkVSbJ4nER5SOJ+/R0plQ1x+3xMgNY+jtca/T90MLl9qLeIhMl4fBqza/b7A6olEpoNIHNzN1uD+wOJ4yGIym35QcPYcXaLSjpUIgBvbu2Znh4783j8eLnRSswfGhfZKSFTnXetbccFYdqMWxQL97zyx1lBFoLAi3IEtpY84o43GaJMLGa7XC7oidbpdSboemdkKbWs2WX1OyA1RO5X4y5KV0jZvra/BLMXztb9itpLd8ZUdgHESUn9inGz2v3RGH21j2lGFNZtdfDVCWBSBs6i1MHdcLAEv6eGs0RtjtVWLe3CEJK/Mb6lKT4vaR77EwZJKaJMV2VUtpcTsMRc0rRHTMisyN6pGSjQJsqeaFIKBIodUOjVqDalNipG5LBSqIJiLziYwBL55+brksKI15ZURKZCzjqgjtxsLKGTZadmYbRJwzBPTdeBKNBj8tueRr9e3XBvTdfEnCxZX9txMS7X8Afs99EZkYqZs35DY88Px0jhw9Ev55dMOmKsyMTZJLP4nS6MPCUifj6vcfRq7Sl6b3v9j766mcsWroW01+5L8l3LYcvIyAcgYBkSY3LDErH8S0h7Du1y+mGw+6Ex32ENFEQy6tVQ61RoqHOKjwSABxRolaosNVyENVOsyS/kkBB5KeGz5cWFTwAWVkiFjn+4+gTZDJS5KqF8B8Z355UqnZkn2J8t2In9lSa4htMkq4uhDAhoqSd2ww1QhO7J/Zpz85FaHO5FdiyPx8WhxZCS/wKXUtqfzLHFVNOuNDdAINXnFkwVYUpKSgVFPrB2jKs3rlM0Bius5j1RC0kD+KFABElJ2R15NVXSCcxKhOu4o3d6Ul4RYIQLFpL33AGsMlUsajRNFgLtUqueiP1fhJZcsX5p+LkEYOxt6wCjzw/DcOH9MVT910LUjkYDDoU5mUHXKbBbMWefQfRo1sHqFUqXHXHczjtpKNx8bhRUsNqVeNlsqRVHae8mSgiEJAsofXCESahYiL1idMhrExcv7QOyFTpsN9ei53WqqhtOcfYGSpldErBLt+2OKEl+VEDNYYTl+R3Y5WHyAiTHlIDlfCMYThBlzp1YCfm1K/XqNGYetP473fmrY+pCWsiYBHJGIgwqVQZQj78Gz1OpogIR5RwcY0b2gUDO/NXmJCiZPuBXEaUcE2K30Yk8Qk0lwMqlKmFfbqf6nEgzyOO9CZCk/xDxFSHEaPSoUo0lPIjZr1oY98W548WUcJhKURlIle8SZ4bSGV1041cGWcnM25NpvNri0TJVmsVfqn7h12ykzI6o7eB/+/RcDeTyJI7rjsfZ485jnX98Kuf8eHMn/DrV6/g+Smfo1vn9jj3jBPww7ylWLtxBwb06Yof5y9DaedinHvmCXjwmffw2dRH8NaHs/HWR7NR3C4PmempeOzuq1BUmMvmmLf4L6SlGnD+2JG4/rKxjFgJNF/Pbh2x+M91SEs1sjXa5WezeUjB8sXsX5GbnYFbrj6XETvB2l/rtuKJlz9EeUV1I17DB+KhOy5n6S87dpXh/mfexRknD8Mn38wHkRh33XAhtFoN3vnoe9TUmXD5+WNw/WVnYcWaLXh92jd494W7m9KMFi9bh4+/mYd3n7+bzT1j5lx88MVcVNeacOyQPrDbnfj4jQfZaxTzs298ip179qN/7674e9POJmXJx1/PwwdfzmWKHlLzXHLOybjxynFQKBTwVZbU1jXgxgdeYXFT69OjBA/ceil6dO3A/n/JTU8yPJcsX4/N2/cwgqtrpyI/aELhEegM7rnpYtCYF6Z+gX/2luOUE47CJeNHo1/PzggXT7i7Jr8uIxAOgaBkCQ2kUsLLGrZhjXl3UJVJoAXMJqvgVJ17u43D/Iq1WFMf3RSFTENx1CrjSKnmEO6g5NeDI0APS8U5nRhxEulqImJxp6orf247gK1lNQlLjmToUtAxPQ/rK3eL3WbcxlkVKjQotHAdrphFgZCaJM3rFGwom2nU4faxA4PuhVQkapUXRJJUmVJQaUqBw9UyVzqRCRMhJYTjRZTQAYhR6ciqkrh9GzYtTOWAuxuz0T0lp0U54GhFF05lQhVvstJ0rPoK/ZFb4iPgS4SRLwmlTlntLpisiX1+bZEoKXOYcO+en5ucycix7LlOY9BBG9pAne8tbE6WPPnKR1h3+MH+5gdfRf9eXXHD5Wdhxpc/4YW3vmAP/qNHHIV2+TnoVFyAC294DOsWTGMKk4snPcEe3gf26YYe3TriqVc+wpYdexkhUV1bj2ff+IwRM5eeOzrgfBVVNWyNay85A8cd3Q+fzpqPBUtW49SRR+O8M0/Aqr+34qsfFuG3b19nxEKgtmHrLmz/Zx9Ld7Ha7Hj0hQ9YWhDFsH7zP7j4xidwyglDcMFZI9k+p3zwLetLBInL5cY9T76FHz96Fu0KcjDinNvw8B2XY9ypjUTSNXdORt+endlc385dgocnT2P/Hj6kD+b+uhzTPp+DjYtm4N/9FThtwr1sHBFEByqq2bxcGg6RR2q1Ch2K8vBvWQVuffh1TH32Tpx47AA/sqTOZGbrDO5bygid6Z/PYQQGzcPIk5FXsb8vPfcUFBXmMJyIYPJtofAIdKa0v9MvvRf/mXQhRgzrj58XrsSsub9hwcyXUd9gCRkP3zsn95MRCIZASLIk0KBZ1cuxxhL84YpSdCwNwvPc2+uzUWZrZFyj2QyaTKTp8qOyhNVuBqlLEuWBPSqbTNBJiTApyCxC2aHokm0Juv2gYelUGvTP74yD5lq/Pv3yS9jXqe2pq8Avu9egolmfZNurlHiDqUssdg1TkVCzByBImq9JD/s79m9KyJ8BZPZapTSGLPUs1qeEPEq6FfVGcU6JlGNgY4V4l3Rr1xulRb0lrylPIB6BaCtJQkUWTGXCVbypMdnhdIc3DxW/e3lkNBAw6lSstDOZuR6qt/MygI1GHHzmbItECeHyfc0WfFG1wQ+ii3P74uysnnxgC9uHyJIh/XswwmD9ll3MiPSNp27DqOMHozlZ8vPilfj0zYehVDYSFRu37m4iS0gtMvT0SXj5sZvYQ7bFamP/f+GRG5mSg9pzb36G5as34dvpTzGypPl89LXfV67H+y/ew/r/sXIDrr/nRUZAUKurN2P42TdjzieTGVHz9kffs3WokWfKNRefwf5deagWq9dvB5EvREykpxkx5Zk7msiSDQs/YGQLF+PMdx5jqg1q4695GFdccCrGnz4CL78zE8tXb8aX7zzKSIqzrngAcz99Hh3b5+PyW59hfz99/0Q2jpQoV9/5HIv1nY9/wCffzGsidQKl4ezcXYZN2/agsrqWqVMmXjoWV15wqh9ZQvNabQ78vXkndu8tZ+dD5AmHB5Elb0/+D0YM6xfynIPhEegMps74Dj/+sgwvPXoTm5MIJCKYvnn/CZDyJ1Q8YS+b3EFGIAwCiooaq1fIm4lg1XK4dYgoIcIkEZtaqQMpS5QKVdTCE/JGP2pByBPLCBxGgMiSu4adGxIPq8eLhWVbse7fdQmNG6V3pBszo5J6RVVyLj7O38+IiJLN+/Ph9gjLP6fqOESaxrJR6Vw+VXmoYhGpTMjDxOPzCRhVvsnwOMKmLhEp0qvDADh9yigbtSmsdG8kG6n0tpdvCmmYLRMlkURc3FzxJEp8I/ZVmXi9Xhh06oR/yBaHeOsfxaXeNFid7MExVa9GQ4Kqg9oqUUK3cKnpX7x5YLnfhbyhYAhOTJdOmNOkRJZkZ6ajS8d2LG1mzIlD0Lt749zNyRJfIoNeD0WWkN/J2CseaCI2qD+l1jz+8odYOfdtRpY0n6/511av38ZICY4coMo7g8dch1nTnmSpKM+8/gnIN4UapeiQyoMUHnc/8RYG9+uOXqUdse2ffdDrNIxU4JQlHFlC1Xz6n3wNI0P69mj8UItMbc84+RhMGH8y9pYdxOmX3seUHBT77n0HGOlCbcQ5t+KO6y5gihdqvmQJKU4c/18l6PlHJrHXmpMlRBpRKs6o4wahU4dCzFnwJy4/bwyuvvh0P7KE0m+IgKG0pKEDe7LKQ5Q640uWfPLmQxjUN7hvWSg8Ap0BpSmRmodL9eEuHqUJFeRmhYyn9f/UlHcYbQQUtQ0Or1CJarBqORRsQ50FVI4q0ZoCSmQbO0XNr8R3v2Ly7hMNr2SNhxQm1Fw+D3N890IPgq1NFRSOLCGiZIfTgy37N2FH+Sa+UMWlH1ce1uly+J2vxWFBmUT/mpK8dFx50pGSeJRqs7cqUzBRwgETa/8iKfee72FyfkEGXegSg3znC9ePznl3xQ6YrLV+5Ey6IYP5FsUqjnBxtsXXKe1mRFZH0N+J0oj7y8/QQ6VSoLbBAYs9MT+0SRS8EjEOSp3KTtOh2kcRxBnAKhUKVmbYEcVqjEIwactECeFk9jjxyN4FOOBsYLAVaFLwVMfRSImQJ2DzNBzfs5FClnAqECIXKA2G2pvTv8WcX/9kBAo/smQ7Lr/16aBkSaB7dPaVD+K0UcNw05Xj2MvTv5iDFWs2ByRL6Bmq36irg5IlNJ6ULdlZ6YxAePmxm5tUHETIUCoSpatQ8yVLyPdl/uK/QEQGNV+yJD83CyeMv41Vu+HKA0+67yUMG9S7BVkyecrnzItk2kv3QqVSsrShCTc9KYgsCYVHoDN46e2Z2P1vOd54+vYW8IaLR8j3tdxXRiAQAgqbw+0lmaOQFkpdUl9jFjJVzPpGM/2m+Sbmrvo6ZvviuxA9aJqsdXy7t7l+XOlR8rzIVTS+yVam1+KrNatxsNaStHjQuY/vNwaFKgVUAXJpNznccHgBKZVIYgUOpVkN7jo86HJSPEOyUtNx3jHDWKpNvVUX0JNEyD6pWhMRJmJIOyHr+PYlfIg0iUYq2tHdT0ROhNUjYvcpj4sfAqQkOTqjCHplS8+e+EUF0I+27DQtnC4vKy9LKRz0t8naaBQqt8RHgNRBWalaP6LE1KfccwAAIABJREFUN+pwHjWx3GFbJ0p8sebIkkKNMBPxcOcVLbKE1iWVRmqKHo/edRUzT73z0SkYc+JQRjBEiyyhNUu7FOOu6y/AvvJKPPbiDGRlpoomS379fTXzFCHjWkrB4VKQZv/8B5569WPceOXZyMvOZMa4RGyQ6oN8Ws6b+F+WgnT0oJ5MlUJeLKRQad8uD8eOvYmZsRIWZKZKxAuRO82VJeSnsnDpWrz13J0sHWbKjO9apOGEU5aEwiPQGXBqnucevB6nnzyMpT7N/+0vlqpFKVqh4gl31+TXZQTCIaBwuz3eAzXCPUZ+rd+AhfUbW8xvqjUn5JuTbEMnqFW6cHhIfp18SxZtmCt5HqETkCqCHiRJil9vPeJPoWFeHu2ZTF5OEWqJanOvhTyVAu3VjWkXrpQ6KFMq8c68Dai1CCMUhZ5ftPqTGqBXh4GgxLNslQIGhYLdkS2Vu1Bnt6DGeWRfiU6mcXsJhpWU+82RZZE8B76ECREc9H0qVdVEd5mq0FCKDClt6puRo/SzSewaowecLVebieTlSJC5iPz4u+Eg6lzhf74lSspNc+gCVUwRUjEnQY6iTYdBHiWpBk3Y1CnuXKl/rdkBmyN0afhogCoTJdFAteWcociSWx96Df16dWHmpzNm/oSlKzew6jBc27RtNy64vtHg9YhnyRH1BaXi3P7IG6wiDDVSmNBDOKWVBJqv+dfId8RXWUKpLYN80nACIUQ+J/c//Q6rUGM06Fk6Ca1HhAN5flw86XFwaTiBlCWU9kMeK1ShhprT5cbA0dfi/lsmsEo5XKOUmNff/wYLl64BqUW6d+nAiAxKMaJ5733qbZYSxO170dK1Tb4fZARLfijUqHoNzUXrXXXRaSw9Z+Efa5jyhCr60BkQCUONvEmo8o2QNJxQeAQ6A1pn1pzfmBkv5wfD/GEm3wWNRhMyntjcWHmV1owAU5bQpy8Op/BfOrvsFZhVvcKvUo7ZZIPblXjy1/xUfz8CIYdqslfA5bFDp0qFUZsVdmislSX0sEUPSeTnEK7RA9PmfetwyFTp96k3KRBKCkpRUbufeUK09ka+C9mpeS0wI7KEEQoeLxxKJwZ2KofN4cKf2w9g+bYDASvbUDWVAZ1zsXhjYxm1SDbubHdXbBelGKCSqly6AqU1rN/zV9KeL6kbXG4H6i11sDoaFWyGw34ZpHqQoo6JVkUV+n4j741gag8iaUrbNRqURsIcmn4OBPMPEVNphuKi75NhPU6M5LWW50oQBCa2H4gMtR5LavZiRX3gn/sZah1OyOyI/mkFCRL1kTDCVbxJJDVCwoGXIAFxZrxCjFzp3NNTGlNuaxucMTOAlYmSBLk0EQqjoqoWOp2Gle+NRXO53Sg/eAiF+TnQqKV5Jy5fs5lVwVn6wxS/+MnvhFQmXFWe9z79Eb/9+XdT6WDaZ1V1HTQadcB9my02Vl2mefWaQPjsP1CFzIy0phLGQjEUgwd5Uh2qqQ8Yv9R4hMYv9287CCjqzSTCh6TSbESa0B9qm6v3YZspPg/baoUSLm9L0kel0CAnpdEkSUyrs+6Hw23h7XkSS88SIUQJn71L+XSez/yJ0oceKOnBMlwrLaxCVkqjUReRJmt3V8HmPFLGkIiSnu2zGIny2v/WhptO0OucWohIMK3Tgp82zoddgBeLrxKDiJI/Nv8iWlkgKPAodA6nvqAHeiLAVu9cKniPNDeRShq1NgqRN05J+B+sO/JzkZQk6YZMP98NzqNDindMONJHzM8mOQUnatcirhPrlCrc0mFoU0qNzePC36aDsHmOfNhRoE1Bj5ScuMYZbHFSF9CDNvmThDKpl1UmCXl8LKg0g1qSGS+dPxnAWmJQXlgmShL3HrXFyMi3hZQjj951pd/212zYjv88PhV9upfAandg2V8bWRWfY4f0aYswyXuWEYgIAorKOps37bD8MRIzVjtMeHzrV5GYivccRJLka9PQ1ZCH/fZa7LRWtRgrRVlSbzvAjGFTtPzeNErxTuC9aQDcp9KRNDqU8um8kNgToW+oT+G5+LRqF3oVVUCnCa2WIiJl8nerRG/LVw1AD9L5mUVNZVgNCqCbRokqSy0+3bCQF2HSPK1k+dbFqG6oFB1fMgwk0qNRYSKMrA1HMMR67/PXzhbtdRJuL3xTg7g9yxVnYn36sVsvUdNq+CAg5iFbVpnwQTZ2fcScYaDoiAwjrxO1SsmIs2gYwMpESezuhbxSeARIPfL9vD+YEStVCvJtlKJCKS6Vh+qQnmrEoH6laN+sT/gV5B4yAjICvggoyqos3sIsPQ7W2iLmNTL34Br8VLEmJkinqXQ4NrMLW8vpcWNJ7Y6A6pIcY2fRlXDMjkMgg1i+JYej7VsSzuhSKvBiPn2WumY8xvN9EORLmEz+9q+AaTp89tbcE4Kr+JKqVKCLXoeUw6qHg+Ya/LJrDfbWByY+SI3SPqcEpUWNqR3U9lXtZuk3baERYULfH3xNTvnegVhi9/um+aLNmPuVDGki2YLFzJcwSURsYnkOrXktSq2Z2H5Qwhm18sGcHrL1WhWqTQ7B6ReyyoQPwtHvI+UMg0UXLTJMJkqifx/kFWQEZARkBBIZAUaW5KTrmGu8GN+SYJvjS5hka1KRrU3FDvMBUTiRomRgWjGqnRamKtlvD1zxRQpZQik4WpVRUHzRTmeJ5oNMW1GXCCGdiDBpn12PvLTA1Z6o1Oy8VTuwo2KvoHtCnX09IchXYvfB7S0eljum56F7djGGFnVHg8eL5dUHUVFb5ldSldQpOal5LVI7yHBYbFUWIh/EjhUMRIQGkKqGUlzImydYC0QqRWh5ydNQKpFQdQy36HG9RvPyLuJSfuh73dfYV6fXIz0zG8WduyBDkQmDXS95P/IEwhHwKrxI1alhtkXe/4uIksva9UOmOrnOllMQkElhrdkpHFSfEdF6sJYUVBsZzBElVfX2iH1Ax0FHd4TScig9x2R1wWw7kjIrBl6NSomcdG1TpRExc8hjZARkBGQEZASSGwFGltAvFmLP6y3S3oA0h2J5zXb8dHANqg/XYW/+ereUQrTX52B9/Z6gfcLBSyk4aoUKNk/o2DMNxYIJD25tMWQJjeVLmNCDm5gqFb7mneFwEvo6PbCHetgUOl8i9hdTAUWl9DR5mNCe3B4lzHYNKzUrVlFEnhBGrRGrdi4NqyjIT8nEUVQ+V8OPvON7B4Odj2+qktj9xePsQ31PkZdLSX6pH6kUjxiDrUnVisjsVWgTa8Ral2aCRxnY4Ftv08mEidCDkNifvEQuL+wHm9eNT8rXS5zNf3gnfQbG5pUmHVESqOKNVGBklYlUBIWPz0zRMOKhpsERcaLENxq6L5mp0gxgZaJE+PnKI2QEZARkBFojAowsaXQW17KybdFo2xvK/ZQjjUqScqyo2RGN5QLOmarN41XJJtBgm7Meek26qFip6syO/ZsC+kVwZWvLqvaI8pMQ87AvZBOkcqDYxRA5QtaJV99oqHOEkhP04E5x0MMx39K9XIlYPl41Ur1KfD0wNv+7FrsrYvc9G617QWoZKrNN/iaJ2sSoS8Qasdam14OUDIGazq6F0WZIVJiSMi5SdgQr1ds/NR8jsjo2kRlv/ruSV1nf5kCckt0ZBw9XjKLXdEo1M2olsiTZGkeUkEpAqlIg0N5llUlsbgQRJdSkqoKEROtrANtgc/EmaGSiRAjKcl8ZARkBGYHWjQAjS2iLkfYtCQUb3xSdSEKvURmQZeggeEqP140ay15J1XRoUfpU/pCPwabxcMlTksP/su57wXHRAHroO2XgOFFjhQwixQOVFG5tbXDXY1GQ2T7i2xLyoEvER5oxUzC+fIkyqf4zvh4YUoxHIw6yxAnpe2dozxHQZhoSkgygnwtCCLR+nYagOLdEMCpEkpCyhFogwsRoMUDnjF6VIMEBt4IBlxX2Y7s46GhoqjyjV6rQPSWnheJjq/kQvq7YLGjXR6cX4ZScRh+vZG96rRIZRi1TIkTDuJPDR1aZRO+mELa56TrYnZ6Iq5f5RE3rZ6RooFWreBnAykQJH1TlPjICMgIyAm0HgSayJDtNC4vdDZsj8jnSvnBSas5n+5bEBeFsQyeoVTpBa5O5q9VZh9yU6Lz5JLNFKukqtjU3BhU7T6hxUh+4oxGT1DmJpBjZ7wyp07QYT0qiFSJSKMQEwicNa+6qr8VM3TSG88BIphQcvhsmf45Bw0dA69AgxcovrYnv3JHoR4TJ6p3LQqrO6B5TyeRIkH5ElriUbtj0NrjUjb8H5DScSJzkkTlIVULleoW0FXVlmF+9i9cQUqacldedV99E7xSpailC9imrTISgFb4vR5TQ+0ryEIln487W4XKjzuwMqDKRiZJ4npC8toyAjICMQGIi0ESWGHQq0C+KSPuWNN/241tmivYnkQqhUqFm6hIqA8y3WRw10KlTBY3hOzf1k2qmytfQUUhMvn1j+fAvNkYx4/hUDREzr9S0FyFr8kkjklJZhdQXRMho1FqI9dEQsp949L1q0Fic1HEQKuwWLKsug9Ud3zf0gTCg78GyQ7vZGXCNUrBIXVSQUcTOJ9LNqXLBnGKB2qVCqiUl0tO32fm6G7NxQcGRSlV8gSDC5LfavbB7gn+Y0ZoUJfEgSrizkFUmfG9l6H7R8JmRGhlnAGvUqUFpOb5pXTJRIhXd6I2vqzfD4/UgMz0VCjrECDWnyw232w29Tvzv0FV/b0NGWgq6dY68SjlC22wxzZ+rN6EgNwudO7YLuUSdyYylKzfgtJOOjiju0dqXPK+MQLQQaCJLyLckM1WLyjppviXljhrsslfC5nWwmPUKLdppM9FZlw/yLnlz11xJe1EqtPAcnlvMRGIIEzHr8B2T6MqS1mj0yodk4Ht+vv2knqXQNflU8xGSEtR8fQ4nIvQ2/7uOl3cNKR0M2hRRHjxC9x+J/iOK+uHVk65HukGDgw1W/FC+HX83VERi6qSfg0xfG4wWpDekJv1eEmUDlILTySDON8TmceFv00HssdX5kSb52hQcnVGUdKatgc6Eq3hDr0XbBDTcnZBVJuEQCv56IhIlvtH6GsDWm53QqJXs/a/cEgcBt9uDmT8sxNQZ36G6tjFV1GjQ45JzRuGuGy4UHOi+8kq8/M5MPP/IJKhVKjb+zenfYsHvq/Dt9KcEz8cNuPnBV9G/V1fccPlZoueI9cDLb32GESCXnjs65NIbt+7GhTc8hnULpjVhFutY5fVkBBIBgSayhILJz9Qzk1e3J7DZX6iAa1xmTK9ciFp34NKqJbo8KO3A2prdkvatV2bD5qmWNIcCSmb2atBkQqlo/KEZzyY2VSJaqSS+WAg1LI0njuHW5gx1i3OEezuEmztYyd9w46S8TqWCqVpNqCZWuURYkWqJDF13lG/iFSaZ1fbqMFB0VSBei0S4U9fsDvh07F3w2pTs597H5eux1xa4/HiEl06K6ewaB9QeFVTu+P+cTArAQgTZUZ+By9s1+pXIrSUCifiALatMhN/URDzHYLsgRTX5mSgjqFYQjpg8IhAC7336I9795Ec8fvfVGDl8AGx2J/5ctQkvvv0Ffv3qFcGgbd6+B+df9yjWzn8fGo2aja+oqoWpwYyuJeJVITJZIvgo5AEyAkmHgB9ZQqXWbA6PYN+S1eZdmFu7BjZv6PK9VrMdTkfiyNylVMiJ5En/vXslyg7tETxltBQSvoEkcwUUIhO4RikLOal5ES8XS14eZMQZj4pB0TR5pTQll8spqHw0V6WH0nfEmhYL/iaQOIBivmDoeTg/vxeyVUY8vet3iTPKw9sCAqS6caidzPxW4Q0vCy/QpuCydv2gVza+SZebPwKJ/oAtq0z43VjuHBusTuaBl+jNqFPJihIJh7TdWYOF5r1shhOMHdBTmy1htiNDKf1j+Fk34793XoGLxo3ym9Nmd7C0GVKeTP9iDj7/bgFMDVacPGIwHrjlUmSkp2DHrjI89Nz7uP/WCfj463mMFKFxRJj0Ku0ElVKJB2+/DKQ2oTQaWofa6vXb8Mq7X2PLjr0obpeLy88fg3PPOAH3Pf0OS0chhUvXTkW4+erxOHVko/dUKLKktq4BNz7wCouHWp8eJXjg1kvRo2tjsYlLbnoSJxzTH/MWrcS+8iqMP/14nHXKcLz0zkyQquOsMcNx2zXnQqFU4Pq7X8TDd1yOfr0a/RNpT7c+9Bpe+O+NKG6Xhxkz5+KDL+ayGI8d0gd2uxMfv/Eg67u3rAJPvfoR/li5AZ2KC1B5qA53XHc+U5b8tW4rnnj5Q5RXNH4IfdLwgXjojstZalFzZUkoHJ578zN0bF+AOlMDlq7ciEvOORlnnDzM7+xCrRXozD558yHsP1CFZ9/4FH+u3owBfbrigrEjm7APFU9ELqI8iYzAYQT8yBJi2XUaJWobQpMevuhR2g0pSsIRJTTGZrHDYU8MsoTUJXmp3RLiIogxz/T1k4jWJshgctGGuXC5+d+HaMUidN5YEEnxJEoID757FBonzUsqETFnTwQOpeHwVaMIPddI9+dSmdQaBXIURr9yq5FeS56v9SBg1dlg09uhciuRbUuHyxVcjUmmq1SdRiZKAp8/ERFZqVrUWRzsw5pEbbLKJPTJcKnc5AMiEyWJeosjF9d+lxmPVC0B95OPKOMnco9He7X0tM01G7bjsluexuJZryE3O3Da4lc/LsLzU77APTddjHb52Xjt/W9QVJiD15+8Des3/4OLb3wCBXlZOO+ME6DX65CdmYaHJ0/D+y/eA7Vahe5dO2D2T79j0dK1mP7KfdhbdhCnX3ofI0fOPWMEdv97AGs37mDKlk9nzUe3zsXIyUzHomVr8cq7X2Hp91MYMROKLCHS59u5SzC4bym0Wg2mfz4H/+wtx9fvPc4Oos/Iq9C9SzEmXUFVLb2467GpLNXo7kkXMuLhocnv45arx7OYbrz/FbaHp++fyMa+8/EPmP/bX2wuWoP2RulJw4f0wdxfl2Pa53OwcdEMuNxunH3lg8jOTMd1l46FVqNm8157yZmMLNmwdRe2/7OPkUhWmx2PvvABRg4fyOZqTpaEwoHi++3PdTh15NGM1OjXswsG9yv1u3Ch1gp0ZldccCrGXfUgBvbpxoirXXsP4J4n38K8L15E+8LckOcSuZsuzyQjAPiRJdynAhW1Nt7YTKv8FbvtR4wHQw102JywWRu9TOLdUrQ5oD+J0oSmu4gtFSpkv7H24BASW7C+aYYMHNV1eMQVJIHWi6WZa6D1j+5+InJ81DOh8CPChEpAm6yhU0w4AkboffRdm9Qa0VDaEEEYaeKOrzonEndTnqP1IGBKaWiqGHRj2jFwOYBtlkOoczV6ftGDdee0DAwwFiJFIXshBDv5FL0a9Eds+m88bpSsMmmJOhEl2Wk6VJvscLqFp3HH+hxlRYl0xP9n/gffmLb5TXReWnecGYHKkT8vWsGIg/W/fgClMrByj1QZPbt1xKN3Xcli+GXJKtz+yBuMxCDig8iSFXPeRopRz14PlIbz0Vc/N5El5F/y5fe/4rdvX29hZkoqlq079zLFCSk63pg+C1++8yj69ugckiyhda02B/7evBO795Zj/ZZdjNggEoMakSWknhjUt5FUuOiGx3Hm6GNAJAG1F6Z+gUO19XjuweuxeNk63PTAK2x/KSl6nHTeHYwoOnvMcSAPko7t85uIlBVrtuDqO59j65By5orbnsGPHz3bZOja3LOk8lAtVq/fjoqqGsxb/BfS04yY8swdLciSUDgQWUKKGVKshGrB1uLIEt8zIyPaa+96Hh++9kDTOT724gyMO+14TBh/MlMXBTsX6TdcnkFG4AgCfmQJfVmIb8kuewVTlfBtLpcbFhN/IobvvGL6ZeiLWJWbaDWDArAKfM/Ax0yV+W60643i3Mj7bjTHgnw41u/+K1oQRWVeIQSClADiXSUoOzUPw3qE9isJtD8607KqPQENWOlukdIiP7M99lRsx8Ha/VIgithYrjxuuiET+w7tgclaC6eP2okIjx37N4kiaGJ1XyIGhjxR3BGgSkENqY3eXGMMpRhjCFyqV69VIsOobVF1I+4bSJAA4lnxRioEssrkCIJ0z9MMGtQ2OJKCKEnVq5Gewr8iotS70lrHL7eV453adX7buyajH443iPf/4CbjlCULv34V+bmZASEccc6tTP0w/vQR7PXyg4cw+qL/YNa0J+FwOBlZsmHhB03ERziyhFI6qE1+6Aa/9cwWGybd9zIjSkYdPwjt8nNAfiqfT30E/Xt3DUmWUGoJkRZpqUYMHdgTdocTP8xbGpQsuebOyThx+EBceZgsIXPbbf/sw6tP3MIUImMuvpspQkhBc++T72DJd6+zlCTC4o7rLsB5Z57AYvclS76f9weefOVjrJz7dtO+fMkSUqHc/cRbGNyvO3qVdmTr6XUavD35P35kCaX1hMKByBJSkpB6JVgLtRZHlvie2aw5v+GR56c3kUncvCcdNwgXjxsVMp7W+n0n7ys+CLQgS8i3xO70wMoj33RO7Rosa/BnlsNtw2yywe2Kby5rZ+OZMCt2AAqBbEa4zfm8TnaIYnZJCoDdFdvZQ6Hvp+j0wEgeHKXtesdENUFb4UPeCIAkJl1JfUCmp+nGwL9gIxWElCozUmPgvEGofKyYRudKdywa6g8x8TQfwyrq6FKgUWmQn1kEPoa8Yog9sYRTJPYoz5G8CDQYzXBqXCGJEm53vlU3qk0OeKP3KyepAM0kU02lIu4Vb6SC1tZVJqTQSDVokkYZlGbUgEg6uUlHwOx14qmqZTjotrDJ8lVGPJJ7LFIU0okoKhU8/Oyb8eBtl7Wo2GKx2mE06DD+modx3NH9cPeki9j6y/7aiIl3vwAiWA5WVrcgS4jsOG/if7F63nvQaRtj9FWWvPj2l/ht2Tp8/+EzfuAsWLIatz3yOpb+MIX5eFAjRQgfsmTylM+ZomXaS/dCpVJi3aadmHDTk0HJEop/xLD+AckSWvf9z/4HIhDIo6R395ImFQeRHUTi/GdSY5UgX7KEUl9IsUJkCaX4UPMlSyhF57RRw3DTlZQKBOYDs2LN5hZkyeKl60LiwIcsCbVWILKE1DS0t2U/TmlRjSfcuUi/4fIMMgJHEGhBlui1KtAnBXx8S2ZVL8cai7DqNm6XB5YGa1zfNPZNn4hqzyq4ELhyj3xBGhEQW0kl3vhJJRP4xL9o/Zy4kA1S9yYlvYYPLpHoI7bKkxCjZKk4RmKf8hzJh4DH6ERpSjYjSsgQmG/j0k3o03eHK3F9OfjuR2w/Io+y07TMRN5kTQz/MrF74ca1VZVJsqVQSSFK6hss2LpjL1MHyM0fgQofsiSS2Ez54FtM/XA2nrrvWowecRQzaF25dmtTNRxKm5k19ze8+vgtKMjLZgamZFL61buPYcOWXS3IEkqHGXLa9cyfhEr9er1efP3joqY0HKq0c+1/nmdmr2eNOQ7lFYeYqWtp52L2dVKsFOZl438L/sTTr33MiyyhPSxcuhZvPXcnSFk/ZcZ3IdNwwpElVdV1OPHc2xnMP3/+AiNNqM3++Q889erHuPHKs5GXnYkPv/qZkTScZ8mxY29mpNOE8aOZn8v9z7zbZPBK3jClXYpx1/UXMMNbSnPJykxtQZb8tXZrSBz4kCWh1gpElpDny+gL/8PUQ3dcdx7bK90Bp8uFVKMhZDyRvIvyXDICLcgSIb4llIJDqThCWzwJE4MqD/nGvrB6G92p5RYcgWT0LOF2w5Wxjdb5ii33LDYeerhvn1PCjFc1anEeCLFKHYqEtwhV4+GjKGmOJx/CRCZKxN7CtjsuQ63D8VkdMDC1UDQI5OuQlaY7TBQ44/qBgehNSBiY6BVvJGyNDW1LKpNkS6GSQpQ0PqBtYZVHhg7qhftvmcDMJeUWXQScLjc++XoeI0ws1sb0fVJGXHLOKJZ+Q1978Nn3mckpNary8sZTt7EywOQNcvGkx/3ScKgPESxvfTSb9Sej1x27y7DwjzWMQKE2Y+ZPzCeEa5OuOBs3XzUedz02pWmdUccNwq9/rMEXb/2XVaahe0F/X3/ZWS0AIfKGXifigtqIYf2wZPl6/sqSD2djx659ePmxm5vmvv6eF5ky5o2nG0kTapTe8/r732Dh0jXIz81C9y4dGCnDpd589u0CRvBQI0NZIiEmThjLfD+oQs79T7/DqugQvuQ7QmlDRPBs2rYbF1z/GNYtmAalQhkSByJLjurfHRMnnBn0YoRaK9iZUUoWVTbas+9g0x0gDxdKxQl1LtG9nfLsbQ2BFmQJAZCXoeOVfyomDYcDuKMqBzUNDSizNZarikWjCjhZhg5Qq3SxWK5VrEFlcatN/Ax8E2nDYtUJfPcwf+3siJuN+q5NRrW9Owxs+pJvGWS+MTbvFytD2sFdj8XqncvEhsnG0X4pnUpMI1KIPEzqrbV+Z0SYlhSUiiJhxMTRGsZ4FV5epXED7ZXK69o1DhjsjdLfRG7djdmsYk2d046tlkOwe1zIUDfG3cmQgU76wBUZhO6JUyFQ1TlKy3F72kZeTrJVShF6rlz/tqAyaWtECXe2pC4hD4nv5i5hpWOpOofcYoPAoZp6ZuZJlXGaG77Sg7/N5mCVb/g0Upg4nM6mlJrmY2gdWi8zPYVVsOEaqToolSYrI43PMn59qPxtZkYaSx+S0ugOHjv2Jkb0UHlgrlHMhIuCfgABzFPltz//biodTF8jcolKLAfCifxQyPOlMD8HGjWZCARvUnCgWYWs5RsFnbPT6UJOVrqfAa/UeKSchzy27SAQkCxJN2rgdIf3LVlj3oVZNStEoXV6xiD01LXD89tnw+qJTYWcTEMxtAKk06I21soGJWsqDh3Dcb1GR827JBYkUiTjj5WqhPMB2fzvWuyu2CH6u4GIjeN7nyJ6vDxQOgJEdphSzEgxG6H2hH4D1Xw1IlnqUxtAf6c3pELpUUoPKIozTGw/EAXa6Bl+Nw+9LZm/cukaNUlSKSUS16y1qkyIKKHw7mnsAAAgAElEQVRU7WQh+qQqSgLdBVKZPPfmZ+wlUpmESs0hnwyq2CI3GYFIIEDpNZ/N+gVzP33ejzQi9cV/Hp+KPt1LYLU7mH9Lc0IlEuvLc8gItFUEApIl9MuQjLvoF2K49lL5j6h1C/P+0Cs0uKvdWBiUWuyzHsKb/8yNOmGSoslHii66pp/hsErW15PB5yIQtqRMiIQiI9DcscAkkqlEsTLr9a0uQ6WKKyRU1Dn9qNAl6JL1+ykZ4uaIEvpb4VUgw5QmWGFCqhKL0Yo0cwrUrsQ1Veyoz8Dl7frF/FjagvlrsqkQInkJ6ENeqrxi0KmZUjfZvWo4oqSq3p4UKWTRIEp878fHX88DeVLMeO2BJkKEPvn/9ffV7M+C31ez7k/fPxHnnHZ8JK+WPFcbRWDJ8r+ZIoaq8Pg2Uo1QikvloTqkpxoxqF+pnCrWRu+IvO3oIBCQLKFf8gWZehyoCV/m99f6DVhYv1FQdKQqGZ52pNwiESbT9ixAtbNB0Dx8OmsUqcjSdodGo4ITdXyGyH0CIEAP29vLN0U19STSwEdSmdE8NqpatGjD3EiH7DeflFSU5oFJVXrw2SiVtC4t6t3UVUyFGm5wtNOo+OynrfYhksOmt4OIEmpElmTWp4uCw6a1Q++QJj0WtbCAQZcV9mOpNvFqrdX8lRSqlG6ULA/X0Tp/LgWJ1Lp15uT0qqHqRdRqzc5owRTReaNNlHDBEjlCD6dEjnz30++MICGlycnHD8aKtVtYudlv3n+C9ZGbjICMgIyAjEByIhCQLKGt5KTrUG92wOkOn1MthDA5Kb0PRqX3DYjWoqqNWF+/B9WOI6SJQaUV7WuiVGjRI/UiqBQ6VHqWwovW4b4fr6vmdDlYagWVnfUtaxyveMKtO3rA2aLNUMPNTa9HW10SyVSUaMbKmc/6EiWED3ndULqSmFaQWYTBXYeLGSqPEYhAg9HC0mWouVXupn9z0+jsWhhtBoGzxq87kTx8037G5pZiQFpB/II9vLJv2ka9JTkeSIOBxlW8sTs9SPa9RPJikDKDiLFaswM2R3JURKIPzjKMMlES6h5wPhJEkNx32PyVUnWuuuM5zHj1frmCTiS/ieS5ZARkBGQE4oBAULKEPhUi8zmzjR/BsNS0DQvrN8DmDf5GLxRREmzvcw+uwU8Va0RD0zVlPLSqFBzyiPNWoYVTlQo0tBEjPjFA/75pPkzWxFLtcN4ZYvYjZEw0SYhIEgZSvGcojk75pdhTsR1UIYlrVPUmJy0PJfmlMOhSAsImtsSy2Go4Qs5O7gs4VS40pIZOozRaDNA5xVVgijXGVp0Ndp0DBqs+ZMxU3eaU7C7okZIT6xCDrtcazF9be8UbqZeFU5nQe6uaBkdCp7PQfcxN56o38XsfKBUfqeNjpShpHieXksNVy7nt4ddZRREiS+QmIyAjICMgI5DcCAQlS7QaJdIMGhyqt/PeYY3LjGUN27DZeqQsr16pQWddPo5N7Y4sdeAHqlALfLpvCVbUbOcdQ/OOHQ2jYVTnotrbmD8qpmUpesANG2zevXAgvNJGzBrJPIZPudZY7y+WD9tc9ZXqhpZVg6SU0Y2kZ4mUtKHm6TVCzlJMKo6cgiMEYfF9SU1iSmmAWxX6U+5E9xzhECCihNKHqHVVZ+MMTW9W2abC4U8G9U/NR/8EUJMEOznyC6PfvQ02F+8PK8TfgsiN5Eoj0wcsfD9kidzqyTVToqtMOHWQzeGGySoTJXxuV9mBKlbilFQl1OZ98aLsG8EHOLmPjICMgIxAgiMQlCwR4lsSzT2KUZZkKHToqE5HP00ejAoDKhQK/Il60WHmKI+GDhqM8m7CRq8N23GEQNJCgQZ42jSJIuVBXPShhBk4su/pQdUO0VqTSBOrz4OZRqWBQZuCPzb/ImpJX7NUbgItmQYqFKgWoXQSQ2oR2UNYatTilQVC1iWihIx5gylVRAEpDwqIABElLrU7LDqk0khk3xGX0g1ziqXJYyVLacCNaccgO4krn3Hmr14vEl6BQBeoLVa8CfuNE6ZDoqpMklEdFC9FSfMjJsLkvGsfgclsxajjBuGNp2+Xek3k8TICMgIyAjICcUYgKFlCcZFvicnqhMMZv/zav+v3MPNXvq1UnYXRuhJkKI+YChLBsRwWvlO06JerHI6u3lr0wYGAcyz3WrAR4c1wRQeQBANjYSAqBIZEeugWQhZwewyWRpSnUsDq8aJBhMCJSC3yELE6+H8v9CoegJKCUiHQB+zLB4NEOjPJG06CCRxqJyMZwrVk8CzhVCWtgSjxPY9kMH9tyxVvwn3v8Hk9kVQmyUiUZKRoGFmXCI18SkwNFnzw6v3Yf6BKLhucCIcixyAjICMgIyARgZBkCf0Spw+w4ymprXaY8MY/c3lVyhmiKcRofUkLSMrhxFyvSRRUKuhBypIB3n3ogCN+Db6TbffasQTCyieLCibBB/F5II7lFtrndEL/kqGxXDLgWmSMSyQFX18XUnOQuiLdGPlS1+Q5QrHwMeiVkn4TCIhg6UqcQWxxTidZURLj22o2WODQhjYUJbNUKh2c6M1gVOKq3IFJrSgJhHEim79yFW+qTQ7mcSY3cQgkgsqEI0qSKY0qM1ULSltLlDZ1xnfM0JX+yC1xELDZHVApldBo4k+qWax2aLVqqFXi7+2qv7exEsLdOrdPHJDlSGQEWjECIckSMb4l0cCKTypOR1U6JhiPlC31jcMEN77yijMg1SADWcoBONa7CzkhCJGZ3lqWjtPWW6IRJvFIxwl0B4gwWb1zGQL5mgS7M0SapBsy0a2oNzNSjVQjwmTzv+uCxkLkBa1ZnNOSeIxEDISFL1kjp9xEAlVxc1DlmLq08ERyspi83txhCDLVenFgJPAoriqJRq1EIhATFE92mhZOl1eueBPBexMvlQlHlDRYnbDYw6fmRXDLoqdKNKJE9EbkgQERGHXBnThYWcNey85Mw+gThuCeGy+C0SD85/tltzyN/r264N6bL4ka2tM+n4Pidrk4deTRQdew2hwYctr1LD2L0rTEtpsffBX9e3XFDZefJXYKeZyMgIyAAARCkiU0T2GWHgdrbXF3bX98y8yQ6pIJht7MpyRY+8Vrwl4IL8lYpOiFPrCjEPXQhCBD9ngdWIAjJY8FnEGr6SomzSPam4+kSWqwWItNGbCrXKg0hlcXhTKDDYVFpFUetBbFYrLUwuk+8n1BpEx2BImZaJ+vPL90BOpTyeQ19AMSqUvI6JVvSV7pUYmbgcxbz8rrLm5wEoyidINUvTqu5q/JmKqRBEfbFGKsVSbcepRynSwljWWiJJlutLhYiSy54vxTcfKIwdhbVoFHnp+G4UP64qn7rhU84a695TAYdCjMyxY8lu+A2x55HT27dcJNV44LOsTj8WLLjj0oLspHeqqR79Qt+slkiWjo5IEyAqIQCEuW0Ccdeq0KVfX2uBImodJx8pVGXJPSPyQAh+DCbK8wk9dBMGCQwsAbWKneKLwXStCOiaYqIZjowZ9SWqLZVB4lm96t5K8sInUFpeWs2rmUV0oMzR8L4ieaOMlzJyYCphQzXOrwFS+SwbukQJuCie3Ff2KXmCfkH1U8zV/lijexuyGxUJnQeWan6VBtssP5f+xdBZhUVRt+Z3dnu5eWkO6UUJAWEAQJAUFSkJAGURBEQEJKkJIQERSFnxADQUBSBQQkpEtCQmC7d3Zm53++s9zl7uzEvTN3cs95Hh6UOfmeM3He+37vp3OPMCpOlDjuDFoc6eolYN8v2dWatQIqV7PYRGoFIkvGDOqKV1s3Yk3Wb9mN9Zt/wf4ti5gfzMdLv8GxU5dQs2pZdGvfDG2aZYdc9xw2A4N7t8dvf57DpWu3GbmybcchFrLS8sXnMPjdBZgyri+qVSzN6j+OiceISYsx/8OhKFGsEDb/eICNRd4zXdo1Qc/OLRnJcv3mPUycvRrtW72AjduzfRQH9myH7q82x+6Dx/HB3LXw91OjWOECKF+mOBvX2Fymzv8Sk0f3RuXypaDX67Ht58P45ru9uPsg2+Nm3JBuLFxo7rKN+HrppBy4hk74BIN6dcBzNSpATJacPHsFHy1cjwePYlnd5g1rYfKYPixMh+ZMGZomjnwDlN76UXQ8NiybnGsL9hw6iS++/TnXvwnzT0hKwbzlG0F1QoID0LV9M4YthRD9tOcIDh07y8b5cc8RNvcRAzqjQe3KrC9S0SxesxU//3oUEWEheL1jc3Rp1xQB/tYnC5B6dng9joDSCFgkS2hAVydMKOvNK/5lLWIjx1tELlFCg1MYDoXj5MdCl/9fz/7ockt35TS0f145JCssh8B1ZEpkl9tMPiG7IGDJt6SuX3GczLgLH60PU5e4eplc+kVXn6Ii8yO/EHqQEZ+sgUYrnai1dnB/Xy+W0pjGc5eLtbVrdZV29lSZkNdHcIAacZwocZXtdq953L8LvD8a0D/57FF5AbMWAcVLKrIOQ7JkxqKvcPbiDWxc8SE69p+EWlXLoU/X1rh55z+8O2NFTqrmqs36s/F7dWmFYkWiWFjMzE+/yglbIbKElB0fju3L6n21ZTe27jiEH9fPxs/7jmHagnWYPv5NlC5ZBCu++gFhIcGY8d4AnLv0D3q8/RELnyGC5N/7jzFr8dc48tNypKdr8M70z1DymULo3LYxgoMCGBlibC4vdR+Hr5ZMYqQHEQ5EwIwa+BpeeK4Kjpy8gNCQIJR9thgGjJ2LCwfX5WDZuNNIzHhvIJo1rJWLLDl/5Sau/XOXjZeWngEiY6jOuCHdc+ZcuGAEXmvXBP7+fozgERciUP69/4j9U3RsPMZN+4yRVIN6tcd7M1bi8vU7rK/Y+ER8vPRb9lqvLi9h3f9+wfwVm/Bmj7Z4sX517Nr/Jy5cuYWtn09nfRGORFaNHdINKpUK0z9Zh7f7dkSH1g0VOR+8E46AIxGQRJbQhIgwIQ+TmESNI+dndKw/467heNw1xGqyw16qekeikbqYpHkRYUKZcTQw/RSlCHzQTmU6pMfUQLYYyUqavAtXuvXwGi7dPetyMwwJCMOLVVq53LwoBOb41UOy5+XK5I/sxfAGLoEAqUpUehULsdGr9OwPZcrJ8NPgOf9n0COoJvakXcXe1OsITQ52+VAcT/UtMXZYHGX+yjPeOPetqrTKRCBKYhIz3MKYlzxyCob5w8db5dyN4KM/ReCnbcCWDbkR6dYb6PCaIigRWVK3RkVGApy7fJOpN5bOHIXAQH8MHDcP6xe/j6DAbP8Suph3fPlFvNG5JSMoVs59B40bVM+Zh1iJsffwSYz5cBlO/rKaqRxe7TeJqUd6dmoJ8jYpVbwwer+W/ZuRLvtEEBzdsRyXrt5mZMn5A1+yyz8VIjA+em8AmjesDWNhOMbmQv8mkCU0XvFiBTFn0uBcmP15+pJksoQakjrm1LlreBQdx1QgoSGBWD57TA5ZcnznyhysTG2OVqfD0AkL4eerxtKZo5GekYF6bYdi/pS30a5lA9ZszrJv8eepi9i+diYjS34/cQ5rFrzLXqNQp/Z938eRH5fD11fNvFkmj+6D2tXKsde/23kYD6PjsGTGKEXOB++EI+BIBCSTJTSp8CA1m1t8inzvD3suKiUxBomxDyUPQUQJhczchiYXaZKBEPirCqMF0syauZoaKD8rS1wtdbCwR66SEcfwzJy6cQQP4+9LPrPiihRWxH1FrIKON5KBAJEmrSPKoH5YtuM+ESaH4+4gIEO+wR61rxAYiTuIQ0JmhslZkHcKKVh8tdnfNXKLn5c3xpd6QW4zt65vb/NXQVnqCsaybr1RNk5eKZWJuxFfnCix8eDYq/nR34AVC3P3/tYIoElLRUYksiQyPBRlShZFsSIF0LppXVSp8Cy7dE+Ztxa1q5XPNU7zRrWZaoLICAo1Eb8uJks0mkw06jgS08b3Z8TI60OmM3UIhZMQ+UEGsgWjcmci/PSjEXjwMCYPWdKu9wSMeLMLIxNMkSWGcxGTJURGTBzxBl57pUmutcghS0jRMf6jFahTvQIqly+Jq//cZeFARBgJahgxwWNqc5Z8sQ0//3oMm1dPY1gI5MfODXMZTlR27D2K6QvX48SulXnIElKoNO86Bvu2LERaWgYjTojo8vd7GnZTqEA4Fk4brsj54J1wBByJgCyyhCbmioSJJj0FMf/dtgm3THhht6oKAqBBS/1Vq/taq8+OG8xvRQm/Esr+IiWlrRxsKxeviWcL5/5SldPeXnUPntuJNE2qVd3zUByrYOONrESgcXhJNIkoiZiMRHwfdxqP07xhbb6M9LBUpFkw2vZP97OakAnz8cOIEs5PF24l1DY1U9r8lS6pEcG+IFPChNRMp3qW2QSMhzW2RWXCiRIPOwzOXE5KMjB9AvDfk4c+hYoA0+cDQcGKzMowDEfo9NDRs4wcILWHsfS7lsgS6mfhqs04f/km8zFJSU3HrIlvse67DpqKjm0asfAew2KMeMhDlpQtiWH9O+U0NTYXMVnSecAHaFCnCiNMxIVSA/cdNVtSGA4pY15u0SDHWHbtpp04fvqSLLLk4JEzLLSHQmiI4KCSkJiChq8OZwoVCuuhsmztduzcfwxEoBgqS8RkSYC/Hxp2GI4tq6cxgosXjoC7IyCbLKEFuxphotNq8OjudZv2IgZBOKoqjcL6RNTDHav7OqxPxnU4P1TJ6gVY2fDa/Yu4/uCila0BIkpIBXL7kW37KJ4A9Umpg9U+rmcoteuvrVZjZY/MOFZPhjfMFwh0KFAez/gG4FjMBZzL0FlNlkgxk1Vn+iA41TpvFFKvdCtsPIV8ftgoMn+llL66LD3ikjVWExw8441rnxZrVCacKHHtPXXb2T18kD31wkUVXYIpsoRMR1/q/g7zBhkzKDvk58SZK8jUavFS4+csKkuovqCaoP/+eulk1Kme/UBt9YafmBHqZx+PZZf8e/9FY+uOg7n8P8QqDTFZQm3JbJXSAhMBQ+mOLZEly7/cjk0/7Mfs9wfhhbpVcfLMFSSnpqFh3aosBIaICjKw3bX/OPNHEYgLsVKGQnnIkHXc4G64++AxC0mKCA+WTJZQpqG2vd5jaZUJUyreXl4sbIf6Dg7yx9Rx/RGXkISxU5ejddN6eGdod7NkCRnikudKplaHeVOGokBkGK7cuAMigfp1a6PoOeGdcQQcgYBVZIkrEibx0feQlpxgNWbxgc/gTGYECuniUCXrntX9JEGHLXrr52H1wE5u+DD+Hk7dOGrVLIjUoNCSNE2K1X0YG7h6qbooXsA1We3fL+5l2XCsKVxZYg1qvI0tCFCWmX5Fq2PHg+O4qLHeTNSSmSzNkbxTwpJCrJquoIKxqrEHNbLF/JUTJe5zEKSqTFzFpF8qsjz0RipSnlvPFFlCKz59/hrL8nL7bnb4PYXOkO8HpRk2RlCMnLwY1SuXweDeHXIA6zNyNmLiEvDz13NyPEgoRGfR51uZ6atQ6tWqhHWfTmS+KT2GTs/lWUJkycgBXdC2RQNGwIybtpyFwVAIEIXfmCJLKMsNhc1Qxhgyn/3+l99z1jH3gyHMRPazdd9j+brv2b+TsoPUH0TiNH2hJsTr+ePEeUyctQqx8UkMh4plSyAkOBAr5ow1OmfDE7Pyqx+xdO13uf6ZDGEp6xCtafSUpbhxO1s9RPMgnKn/dZt/wZET57F6/nj2GvmmNHttDGtH7R8+jsO0T9bh8LGnXoZD+nRgZra8cATcDQGryRJaaFSoLzSZWUhKs5x20p7A0I87f58s3Ll1AxqNfFWHt48ahYpnM8vpqUmIe/SvTdOVk3XHpoFcrLG1oSX1KzRFVEhBxCY9xp9WmJ4ag8GViRKaL62T1mtNqVP2BRQOz/aR4IUj4CgEehetjhsJN3A01brwMZpncmAKMtWWvy8CUwPglylPEUZ+JRSC4+/l4yhIXHoca8xfKeNNWKAvElI1SLeBFHNpYDxscpZUJkSc+am9EJ2YYbXSyJGQcaLEkWi791ikMsnM1CIqIjSH8FBiRWR2GhObyDLTyE11GxOX3U7t4y15KkTSxCemsHV4e3vltCOFilarQ1ioeaUlzZc8VYoUipI1rtQJUoiNn5+aeZnILekZGhbSExUZajRsSm5/vD5HwBkI2ESW0JdagVA/pGt0TiNMAvy8WTrDtAwt4pNSmXeJTivdgJaIkqgipeD9JFQjU5OO6Pv/2LwXx/Q+uI7HZrPu2DyIkQ4i4Y1Yq0Xyts3ImlCcyOCCaFCxKRtYifTDpaNqolTRYgjwk/+hbtvq5bW+G3ML526dlNcI2eFKrhpaJHsxvIHdEKBwlPQsHRK06TljEIkQr01HRpZ1jiOtIkujmFqNzY+uIs10MjGza6pRMAqHNJY/X0ldQmmK6W+pheYnmNFKbePp9QTfEXqgYMmg1d3CNDx97+Suz5jKxNVCpi2tKVvV5Asf0YXRUhv+OkeAI8AR4AhwBOyJgE1kCU3MWYQJfamGBanZl6o4/R35lyTFP5YUkmNIlAhAP7p7TRbhYmyD/kU4CiMOp/VpuIaMXKRJMLzY/5tLXyz0WRX+LGsPZdqxVKjf7qpwPNBnMt8USmVMRUpbS31LfV2O0Sul9aXwG7GniJz24jnVKtECZSMaI9gvCglZF5CBGKlTdlo9a5Q47uxX4ocohrU77I3TDoVCA5tKn7vg9lGryZJ6ocXQOqoMfoi+jPNJ0bJnSsqPAcVrYkXSMcRlpVlsL4cw4eE35uG0ZP7KiRKLx9EtKohVJjRhMud1teyFpoDkRIlbHDE+SY4AR4AjkO8QsJkscQZhIvywS0nXgv4YK1lZOqQlxzPSIyM9FXrR01QiSQKCwxEYnDs9mNBPanI8EqKtS+tKfVBmHTKMLYIkkweKvE1+06fgPxifPxEftRGA8io/UN1d+iSLpEcDBKKqKm9az836eIttlTz5UggPUpRQOImh+WpaRgp+v/SrrKw41FezSm8gRFUWWdAiJus49CZwVXKdtvZ1N/oWzt2Wri4xRi7ZOgd7tfdG9jlUwRs+CEaQqhR8vfwR7APEZd1AdKb1vkD2mrOn9Gsufe6ae6fxUJNi1VJJufFS0WeRCg2mX/hDdh8CoXEi41/8L+VvSe2JMIlMD4HOhFiQst80CS+JGiHZqQ15MY2AYP6aqc3KyW4jKE+olS2GsBx310GA9rRwuD+8mJoowy3CqThR4jrnh8+EI8AR4AhwBHIjoAhZwi5FDgjJEYznNFodklK1zPHfXuXx/X+g1TyVsMsZ5yoKoTASEQbL7UkFQmEzYpUJKUHKwRdFVeqcYen1C/p0XEC6UUUK1a+tCkAI8sZJSiVb5KzRUt2YpMe4fv8iEtPicxEfkSEFWdab4lGmjVcTU+OZp4eUNMICgRCuLs8u5Cn62+yPuxSphIk7ESUq+KCgV8NcW+CtAiL9VKC/qfybcRlx2mxzNl6URcCcymLDg3O4nW6dsXCfZ6uiWlAhJKZm4nDcHfwWLz1rGBnEkueJ4CcilTAp5h2Kt0OfR4ZOh6spMSy0SCilAsJQyj9MWfDyQW+C+SvtI/03hbA623csH8DukCUKhBiFRtOf8GDbMyPZe+KcKLE3wrx/jgBHgCPAEbAFAcXIEpqEPV30BTVJUlom0jKsi7mXAxQpU8j/RC5hkgB/loK4nv4OomDdE9x/9VkooTIeq0+kSYxem6MU8YUKkSpvoySJeL2WlCxysHFEXSJMTt04gjSNaTNJIl0qF6/J1CmhqorwVxVGbNZf0FqJuyPWZWwMUtP8feskYpPzGr4G+AaiXLEqZsklZ83b3LjhqhrwVWUrtwyJEqHdQ80tpjDRmVABkULCWn8NV8TEEXMipcVbz9Q2aXL6d9JD/BR9zaqpTKnQCFmZT9guQDJhYkiUCIPfyIzBnrSruKGNzTOfCK8AtA6ogHp+xa2aK29kHoFAP292kSaVyeOEDA6XByBg6veX4GVChJgpJa6zls+JEmchz8flCHAEOAIcAakIKEqW2IMw8ff1Zk+/HKEmMQYa+Z+kJMZAn2XZM0QgSrTwRl39bbNhOOY2iPxOSiBe6h7KqkdKFlKn3HniZyKrsRMqkxHqo/j7yBTp8IlAKF+0Si4T1wJeDeEFHzzOOuIWITjGoCSDW8N0wqTEcccSpqoCP1UBNvVIX8BXkJQYLEan1yJRFw1N1lMVltrLnykGaoVmgZQQCVp+mZNyBogoIfVGuE/eUDyhPRm8WoNpjeBC6FCwQp5p3E5LwN7Yf4yG9tB8agQXRpOIkmann6bPxH1tYk4df5Uaz/iESlkyr2MFApQlJyLYF4lpmQjw9Waq0PjkTLsqNa2YJm8iAwFLD6oEL5Msvd5l9poTJTI2mFflCHAEOAIcAachoDhZohRhQl+kIYE+8PXxRnyyBhqtZbLCnihmpKcgOf4xNOl5lQ5aLzX+yYrAVVWhnCkU18ehFqzzZaAwngp4ZLflkDplgz7Obv07umM1whDhVZMN685kiaNxs+d4FBJFf4gjKej/VI0gZ8yG4Vnw9krDT4+v4Y6Z0BEKQaPws9OwbBoqZ3xXqmtJZUPkUvuC5c0SJcJ65IbQSCFhiDQRZ97x8/IBhcnwNL6udIoAMnqlP2JTdEvmr661Aj4bQwQEosSch5vQxlVUJpwo4eeYI8AR4AhwBNwFAbuQJbYSJuJ0wK4WS51tGPs0vMbHRw1f/yD8Fa/CqYSnl8IAaPCC/iYCZSo4yBj2hKokXtZfsusZWqvPK32364B26twLfohQ1YT3E2PbuKyzyIR1ngx2mmK+7FYIiwr0AULV1pElpQOyUC0k25foWtx9XIi/n8uvh0LQqqj8ckLQiACUkmHK3TZECGN5mJGCK6kxeCQyaGXqjZDCsr07pBImkb7+GPxsbXhn5vVCcjcc8/t8zWW8MWb+mt/xcof1C0RJclomUiWGJ5PKJDQo2w/NGYoiTpS4w8nic+QIcAQ4AhwBAQG7kSViwkTqF7lYTSJ+8uUu23U/HetRIIEAACAASURBVDgVr8KDjOzLYQX9I9kKkaMojRhVEFror8gmWuTgdFifzNILu3uJUtXPIUpoLUn6G0jTW6focXcsXGn+kao68FEFI0wNBPhYR5ZEqfVoGJGtKKOU4OQhRGSlqeKJZAmFv7SKKmMXhQapQQ7H3zGp2qGxm0aWQvGQYPipvRCbpOGhGq70JpMxFwpl9fFWWcx4I5i/uoKaU8by8mVVIj0iQ/yQkKqxKuONMxRFnCjJl0c13y+aUnjvPngcDetVQ1hIENIzNPD28oJa7WMWm4SkFBw5cR4vN68PFcVLukGJjk3AqXPX0LppXYuz/evvqwyPcqWfsVjXWRVu3nmARzHxaFC7srOmwMd1AQTsSpbIIUyc8cVtL/wzsoDYJzyEb+pjaBLzGncaG/sMnsFdVQSCffQIz4y3KoznMfxQEJY9HsjwdYve/RUYhbya5IIyQx+NBP1Fe22tQ/ul9NGklHA3tQSpfQp4NWBYhfsC/ib8SiyBKSZLLBEmnhRaViEwkilFKgRFSQqrsYSjpdeJNHmoSYbXk+RbvjoflAwIyzU2fT6TMoEIE2eHRFpaD3/9KQKCYiQjM4tlMZJSyNOEzF+lhHVI6Y/XUR4BgSih1MCZOuuzAtL5CA92jMqEEyXKnwNP7rFFt7F4+PhpuHjZUsXwztDX0fSF7JBrdyqZmVrUavUWtn4+HZXLl0LvEbNQo3IZvDe8p9llXLhyC92HTMPZfV/Ax9s91J3HT1/Gm2Pn4MLBdRa3aPikT1GjclkM6dPBYl1nVfhqy24cPHIGaxdNcNYU+LgugIDdyRJaozmpqCPTATsLbzKIJaNYUyax3j5qqEKLIM4rFL5eehT1B77610u2uiQVahxWlUMB/U3UlZC2+LQ+za19Hrzhjyiv+rm2VaOPR7z+b2dttSLj0ppobY3116HVJ2MXktyKMAlWlUWgKvtJQYgaCLJSWVLCX89MXsWFFCbx0feNegd5grKkpH8Y+hStrsg5ktoJPbAiw08qCSmmjT7pghYR4sdTzUoF1sn1LJl+mpuecCa4+auTN9HI8JTJKDhAnct3xtZZ2vthFSdKbN2h/NeeyJK+3dqgTbP6SE1Lx7r//YLvdh52K+JA2DVDsoTUCgEBfihSMJKTJZwsyX9vbjdcsUPIElOEiaPTATtzfygVcVpyPDI1uVUfvv6BCAzOTrEqLuv/9YJ3lnTfkwxk4ZR3JHSqNAR6PYJG64VSOn8UVT15XGxi8VIJEzJRpUIZZ9SqcCTrbzgTTja2H6IQ5lU11zyyoEV01hGr50bph4VChEWK/rbVfVnbUFDLEFkShnSQCoj2yR3Cpgg/8isRSoA3EOZrnXy0QlAWKgYZf2pKvkEZqUnIEmWp2px2H4+1T7PqWIu/s9qRiSul/TWXzUbpucm9UNPlOTIkm1ghlYne+ofaSi+F9ydCQMh+QuoQqV4WxgAULtFJMjwx+EbYDwF7ECU533d2UplwosR+58HZPf+beQen0v5i06gVUBul1M8qNiUiS8YM6opXWzdife4+eAIfzP0CR3csZyqLr7fuwZf/28XUJ5HhIejZqSXe7teRhav8e/8R5iz7FqRy8PdT44XnqmLmhIHw9VXjwJHTWLRqC27cvo861Stgyti+qFAmO0V9z2Ez0OT5Gthz8ATuPohG57YvokOrhvhk1WaQyqND64YYNaALwsOCWf2TZ69g/meb8M+dB2jV5Dn07PwSqlcqzV47evICPl76DRunRpWy+PvijRxlybzlG1noSZd2TVgfHy1cjwePsn0Emzeshclj+rDwFEvKEnMY/LTnCA4dO4uQ4EDs2HsURQtFYtr4/mxem37YjwKRYRjxZhe0bFwH6zb/ghu37mPGewNy9u+z9T8gI0ODsYO7gcidWUs2sLalihdGoQIReP3V5mjbogH0ej2+2roH6zf/wvaCsLz6z90cZcmEWatYKFFsfBJIHTT8zc5o06weG0esLDGHw/Wb9zB5zhpMHPkG2/dH0fHYsGxynrNG+0f47Tl0ErfvPkSPji0wrH8nBPj74vyVm5i7bCO+Xjopp93QCZ9gUK8OeK5GBaSla/DZuu+x59AJRs7Vq1UJ74/shV37/8ylLDG155laHXoPn4l5U4YyjKhQf4R/n66tzZ5Jxd40vCO7IeAwsoRWIFaY0JMRZ6UDthuaCna846EKD9JVIKPYWvp7iMJTU1nDYWK8NHjgnQGNKvdT+OQsPaDzRiW9PwrBNGlC6YQpk8h/0OZZgR/U8FWVRoCqSK7XorP+RJaEcB8FIcnTVbiqBnxVeYkma+cmzqpDg5GqI1Z/yp5LyNO3WC1jmH46GVmgvRIKGZz6qlTYpU9y6BxNDRagegYhqrK5XqYInCg/Fbys4EtaRukQKEN5KtW01CXAMpgEESV9ilRHYb/sH2GOKGSkHRqgZilk0ySaQwrzEojuOBvDAByxzvw2hpDxRqm9EYfyEGnCCTLnnChzBr1KzkhJlYna2wtRob7wsuYLQMlF8b4URyBaF43VsSugRzZjroIKgyKHoKD306yQtgxKZEndGhVRq1p5JCQl49vvfsW4Id3RuW1j1i1diH18vFGiWEH8e+8RRn6wBJ99PJaF6Qx+dwG8vb0Z2ZKYlIKtPx/Ch2P74cHDGHR8czIG9WrPSJEN2/bixJnL2L1xAQID/FC1WX922R/atyMAPcZN+wyBAf4YP7Q7Sj5TGJPnrsGINzszkuPOvUdo2+s9vDO0Oxo3qIHdB07gu12HsW/zQtx98Bgvv/EeOrZphK7tm+G/R7F4d8aKHLJETBLQJf7aP3dZeE5aegamzv8SzRrWYmu1RJaYw4CUOPNXbMLAnu3QqH51fPPdXuz77RRT6rz2ShP89fcVbPnpIA5vX4LzV26hx9Dp2PXNXLbOlNR01G83FCvnjkP92pXxar9JeKZIAYYbFcJhYM9X0KvLS9i570+2tuH9O6HJCzWx99BJrPn25xyyhMYtV7o4osJDcfDoGSxavQVHflyOsNCgXGSJORzOXfoHPd7+CIULRuC1dk3g7+/H1mVYaP+IkKH9o/18d8ZKLJw2jO3Pn6cvYcDYubnCgxp3GokZ7w1keE+ZtxZ/nDiHkQO6MLJj28+HGdly+vy1HLLE3J6Teqh260HYtuYjVCpXkk1t0sefIzIiFOOHvm7yTAYF+tvyNuFtHYSAw8kSio/1U3sjKTUTrpbpxkGYSxrmULQKV1Oe3jCj9CkojESmNPBVZXuNEDlijCQxHKCozg9FdZbfkHQZJxWDUOgy7oNg/KYql2fOafr/kKS/Kmkt9qhkSGyIx7B2bsbIl0dZh+0xfZN9Cil3qUIV/QOUQYzF8a0x66W9leOFQvOikqq/B70BqeaDIGZCej81PMfcWDzpKD9ALfPHsrEQHEtAxGvTseHBOSRoLXv2WOrLka+TkWrjiJIOVZQocfEibwsK30lO1zJ/C16cj4AS+2psFaQoCglQw9/XG9z81fH7bK99NbUSJbxMOFHi+HPiyBGPpP6OAyn7cw3ZPKgFGga+qMg0iCyJDA9ll3etTgtSF5CiZNFHI9iFmMqNW/dw8eptPI6Nx5ebduGtXu3Rr1sb5glCyolJo3qjUIGnD9SWfLENP/96DLs3zmftY+IS0aTzKCybPRrNG9ZmZAkpFmpXK89ef33IdLzy0vMsHIgKqUhi4hMxZ9JgphrY8etRfDJ1GHtNq9WxCz1dlg8dPYsN2/YwIoKULoZhOIZeHY9j4pkp6qPoOEYChYYEYvnsMRbJEnMYEFny+4lzWLPgXTa/P06cZxd2wUskITEFDV8djp0b5jJyoOugqXixfnVGMBFRsHzdduzd9AlO/n2FkQy7vpmHks9kE2F9Rs5mprNEltBrhQpGMEyoGHqW6HRZuHLjDi5fv8MUIUvXfof/rZqKahVL5yJLqK0pHASy5PjOlTBHLhjuH6laCkSE4d1hPcySJQ3qVEHdlwcz9ZFAxgmHWOxZYm7Py5QsapYsMXUmFXmz8E7sjoDDyBJxOmAym6Mf2baak9kdHScOkKQFNt3zMjqDcO9rLNRGaimk80VxXYDU6rnq/YtwnFVlSxTFxZneIIbpgg3nRqE4sVl/yVK+0IU/0uu5POu0VqViDdhETZFfCYU6USFVUUsJhBSRHjv1iYgVEV3mxqe1llJVxD3cQ7r+ocWpigkcqqwT+eHQnP29fNDjmSz4eQF0bmN03iC5OPlfBHtne/CcTlThbrrx82w4gVAfPRqGZ0EtrXqu5meTHmJH9DWLa3J0hfYFyqOIXxAo/a9Q/Lx8UNgvyKEkCV2Cwp6kDY1Ltj2MhqsOHH2STI9HmWzsnbWIm786fr8dTZSIV2ityoQTJY4/J44e8ULGeXyf+F2uYduHvIqa/rUUmYphGI5Wp8PQCQtRukQRTB7dh4XZUEhGi0a1UapEEezcdwx9XmuNN3u0ZRf2ibNXsbCQ4kUL4q1er6Bb+2aYOHs1m5twsaf/pnFIMUFhPIaXbSICmjasxQgYKnRZphCTTz8awfoipUbFsiVyrZdCgSh0Q6PJZCEZVMyRJVR3/EcrWEhQ5fIlWf8UOrRy7jsWyRJzGBiSJafOXWUkh0CWZGgyUaf1IHz3xQy2hu27fsPsJd/g9x+WMpVJp7aN2bp/3PMHZiz6Gid2rcxZp5gsIXXG6Le6omv7pux1MVlCChXaMyJKWrxYG0ULReHzb3Zg42dTWGiSmDQyh4NAlpw/8KXZrECG+zdr8dfQ6rIwdVw/s2QJkUXt+76PHV99jNIli+baTzFZYm7P69WsaJYsMXUmFXmz8E7sjoDdyRJT6YCVcnO3O0JOHOCveBVOJeSNX/BGOgqrs+NEpRRfvReqZYZIqZqnjpChx/AFujDHZB23qk9bGlkiSoS+dfp0xOnPSiJMiDwI96qZQ1KI52etSqU2sskpCm+SWsjrQ+yZQu1q6u+iBOItdkGEya/6JKOhVOLGhmsl0itRf8UoTuQJQ2at3irzqqQ6YXo8F57bvMLYD3wphEkRPz1qhVhHlAjrVIowCfPxY1lp/k6WTkwabhT10SqyDCoGRVncQ3tXkOtPInU+gurA3hd1qfPJb/WsyXhjC0Zi35r4ZNOGwLaMwdtmI0Cfo6TmiU7McFr4k1yVCSdK8sfpTden48u4NYjVZXttRHhHYEDEIPhb+L0gFR1DsoTazV6ygfmDzJ08hClCKEOJkNKV/Cca1K7CyBIqpGggr429v53EsrXb2UV4645DOHLyPLavncnqCOEmFKpB4SmGl+23xs9nIRzGyJJPVm7GrX8fYOms0XmWtH7LbhaOIvhqmCNLKMTl5RYNMKwfhf4AazftxPHTlyySJYIqxhQGecmSa+gzcpZJsiQ1LQNNu4xGp5cb4dvt+/DHD8uYNwupd17tPxlHflrOfFSoiMkSIjwqlyuFEQM6s9fEZAmRSaOmLMnVljA2RpaYw0EJsoTSFPcd9ZQsorkKYTi1q5dHww7DsXjGSLzUOPdDUzFZYm7PybOk1ksDsWnFh6heuQzDQhyGY+pMGpIzUt8fvJ5jEbArWSLETqdlaI2G3HDCxPJmmyJMAlUPEe5z3XIHpFDw9kN1VQFoU5Ml1RcqUXad/SKzTsPGjgxRobAbIhIMvVPMLYgIEyICMmE6RbI/CiPYq6xRooT6tkalQiEu3VXhoL+lGugaI0pofKmhOAIOt/UaXEB6HtLEFH6+XkCUrx5afQoqhGQiWe+NE9FZLBuPJZKExqT0vq8U0TNViWEhdQlJ90nBIKSbjdYAV1O8kKAlTxhRmJlaDwq9KRGgjGMoheT8FncHV1JjkJH1NLRM6hugVWRp1A/LzugjxwtFIFhINVLENwg1Qp4aBksd2x716LOY9oM8J9I1ub2NlBpPeAqdkKqx2xhKzdVT+rEXASYFH77fUlCyvg4phdQ+KpcxUpaiMuFEifX77a4t43LIEvOZXeSuT5wNh7w8Lly+ydQclG6XQiVeaD+MhU20blqPmaSSOoMIByJL6FJLSgcKGyFVA4WYUNre+IRkEAFC5EjDutVAF2EyMj247VMUjAqXRZYISg1SqbRt2QAU1rL38Enms0IqmNfe+hDzp7yN+rUrMYNV8g8RUgeLFRUUnlG+THGMG9yNeZ1MW7AOEeHBFsmSxORUsxjIJUtof+Yu38gwIeymj3+TbRkZuBIxVbXis+jctgkuXLmJLzbuZCFOFIZDxAqZu348aTAKRoVh2Zfb2XpJwXLsr4sY+M48pl6hzD8/7zsGUnsYI0vM4aAEWcJMW9sOZeFNNauWxa79x9lc6P/Js4TGp5CpyaN749kSRVi4Vq2qZVn4kpA62Nyek2EvkUhkFjugZzucPncNH8xdg44vv8g8S0ydSfKq4cX1EbALWSL8gNNlZcHSkyd/Xy+EBvoqmgbP9WGXN8OrycBfCSoka3OrTIgwCfW+CS+V6ctgqDoQz0VUgh9UiPnvNnTapwah5maRCS8cRWkkqrIVEsE+ekSpgdtpT+eQmHUF6bAcxmE4DhmB6vVas21JQRKuqgofle2Gl6SeIMJEHD5CXiyknJBCCMhRqRBB0hYhiFJlh9JQEQx0KUxG7BNCISw0BwpzMTUPQ5NXOSfnP4Tg5BOvEWPtiChpXzgLUb5PzZeJ2Dz4QGdU0WTYhzmiRKgrpJslTwtn+FqkZ2mRoE1H+hPC5GFGMo4n3jfpa2JKCSKFMKG2vYtWd2hYjZTz4EgZP08vLGVHlKnj7PcWrYKHYSmzl4a9hD8JlYtPkfZ9bZ9Z5O3VnMqEFDA0b27m6qjd8OxxiCyhMBqhMF+N9k3Rr9vL8Pb2Yhf2has2s5fJw4TCSiiUpv/rL2Pk5MXY/8dp9hqZgr7R+SW89cYr7P9XfPUDU5pQIfNWIjsoIwwVi8qS9T/g+s27WDhtOKtPqYw/Xvoty55CheZIpqjFixbCezNXsnAcKnQZpwu3YP5J8yP1weDeHdhlfOKsVSxbDM2HQmIog8qKOWNx8eotdBs8zWS6ZHMYUIYbykKzev54NgfyRBErSyhMiAxJhTAcqnP24g28MWwGtqyehioVnmY2orbk90KeKuRr8vvxcxjQox3bj+jYBAwaP5+FD1FpVK8aWxORJVlZZJK7nJFIVChkivZFUF9IxeHc5ZssNMiaMBxdlh4fju3LxqcwquXrvs+1J4IpMJm3khKEDF2pUPjW5wvexaGjZ3Dgj9NMxWRuz8lbZ//vpzB1wZdsL+ks+Pmq8WL9GswE2NyZzDnk/D9cFgHFyRJr0gHbMx2eyyIvc2IZWUCMBixDjlBCfPQo4KtFdMYDxGQkIk331NgyVB2EIv4RKB741Jlcp9VIIkyMESUdiwIqXzU23Hhq5EgkAmWLMTT8NLc0sS8HtU/FPZZ1RiikaFCrwmQpSGRCaVV1KSqVYHihJYJzESXiwYgoEcgSIjIuq7JTzJkrL+hvms2EZK6tKb8ZalMhSI864XqE+ACCAoxUB0JWlPvpwKl4lVHDViLOKgQhT+iNqbk48+m3sTkRgXI1JQa3058qjkgJQiE35sJlTKlVqB2ZtLqKiiTnveSlYml+ySPKkVlMKEyDPKnob55e2NI73LrXlc54Y90ssluJzV+VysBjy3zcua0Q4pSp1SMx1bWIEjGuhioT+g0XHpydUpwXjoCjEKAwGlJYUFpcw5KeoUFiUmoug1ehDr1Gl/wihSKZaawthZQXFBKjVvvkhKkI/dEYxv7dcDxSolCmniKFoqD2kTcfcxjIXRepbH7782+m/BAXmp+AU1JyKlp0G8cUGaSaoUIYUMafiPAQ+Pvl/RwgHIjgiggzbwdgCw5S10p4kRkvZeMxVpJT0qDJ1LJ01KaKuT2nNcTEJjKSTs6ZlDp/Xs85CChGlggXImvTAXPCxDEHICtLh5TEWKQkxkCflVeOH+8TjquqQkiFL4iMoUv1cwV9EODnwy5cP/yblUtdIie9LhElEaoaiqhFHINW3lHIw4RMUYW0yT7QIQJ6lIcfyqv8JE+LVDsxKuMf1uJO5IbhiNv+gyhcVOU2q6oWkk2SUNiM4CdE0mm61BIDb1jIsNWQoCPDVrlFuEBTOyWMReWOn9/qu4LCg6cXts+pc6RSSM4KyPyVyDnKcucMFZmcubpiXfqMLBDqh3SNzi0yBQoqEy+VCmofK9y4XXET+Jw4AvkUgbR0DQu3ofCbdi0b5ELh7YmLQCQJZRaiVMsVy5XE6nnjuYosn56V/Lhsm8kS+sKkpwwkwRQ/mbYGTE6YWIOadW2INElPTcpp7OXlDbWvH7x9nrLCxiS3pHD5+T8VYjKfKlyIPEjS3zCrMFEyrMa6FdunVXF9HGrhnqzOYxCEpNBncT4pr3mvYUfW9C/0cQIl8VAVmtNl+SA9mhXIJkScdZl21YuerA108cqC6sAVUrzyC7Syh8URGW9smbFcM1BbxvKktq6mvpOKLVeUSEWK1+MIuDYClLaXwmteafk8fH3VuSZLvi8UEkSKixLFCuH5OlWYUoQXjkB+QcAmskRIB5z9JCRTEbd24Yd+TGKG0Sfd+WVjnL1Oc2ZuRJjsfZQ7RIOMUNP095Chj4YWT9OjUvYV8iiRY8zq7LXLHV9qxhrql0xzNeHPolCgGt89kPZl00J/BYGQJ8mmUKrdqio5Synqp0f7ItlEiUBYOOsy7UohBHL32tXr02WaiGtX+vwUfC0ytVlISFXme8LV90Hp+blLeIawbm7+Kv0EcKJEOla8JkeAI8AR4AhwBByNgFVkial0wEpNnj99VgpJ+f3I2VvytbidSiqT3ONQ6M6hGGlEgLEZlgrQ44VIPSgExJRvhvyV2beFFMLE20cN3wLPItxfjQfpwI6H0jCyRl1yAUVwU1WAZbqh0JsKwdlhN+HBakZCJqVqnUpGkuKAfC2IZE3NkJ+txr676X69CxcuIq5d1evAFYkcd9hpd71MC+o1JR+muMN+yZmju+4tV5TI2WVelyPAEeAIcATcGQHZZImgJjGVDlgpMDhhohSS0vtRcm+/e6BCjMZymImx2XUpmp2hRShEypBvxtUU5MkIJH11uWtSJhhSW4iz+1jbl9AuitLv4hFCkQY1nvrB+Pj6Iyg0EoHB4TlDEBG06Z40soQaVdA/Yn1LKcHhBYHggqA1Cil9haxT9n7fSpmfUMddLwpy1uiIuq6QFUXqOoV00pwkk4aY8B5xVjYpabM0XYubv5rGRtjbZDcjjEMC1UydyAtHgCPAEeAIcATyAwKSyRKxmZcpM0ilAeOEidKIGu9PjppE6owORRO5IZ8s8fcGhlXyQXKKJk9YF6VQtkWxIsydsrm0LqjH+UTr5igFA1JzkDrGXNl4L286aHP1S+ujGWEiJmLE9Um5QkSJmJSh1135fSSEF+h0eh6iIeVgGdRxRxNVd1DBWLEVijchgjMs0JcZImu0ec24FR/Qjh1y75rc4AoEJydK7HjoeNccAY4AR4AjwBFQAAFJZIk16YAVmBvrwpUvekqt0Zn9KKkmEa9DrnJCaFsnTI9mRb2Z74IxUu6veBVOJUgjYYr6UyhP7lTLFCJEISlUdjxU5cr0otQ+vBChR7VQ80QJjWUNoUTZd14MiENBr/Rc0/X1D8xDkogzVCWkuLZXhKsbVyp1NpTqR3hi76c2nclIqbHs0Y84vXB8cqZTQ8LssT5b+/TE7z1u/pp9KogoiQzxQ2xSBjJ1lr8nbD1LSrXnihKlkOT9cAQ4AhwBjoA7IWCWLLE1HbBSQNAPR7o8RydmKGIiq9S83LkfuqyEBanh62M/M0g5xAZhSYqPLkWz09qauyyQwuSvBNOqDOrnubCnpIipfdrzSKVoGA6NIzZStXQ+iFAik1eNjIfGYozM9U8kWGiAGsnp7pPG0xMviJbOgDWve1L4kitl7rFmL+zRRvi+c5SC0x5rMNcn7TmtMT5Fg3Q5H36OnqgdxhPUQvmRKDl+5jLq16pkB1R5lxwBjgBHgCPAEbAfAkbJEnGcsa3pgJWaOidMlEISIEl0eLAvHOFfIZUwIRKgfWE9QkSh0OYuz5SRh8xlyShVXEhNIihHLCF2NFYlKX2vpX6E142twVLbGE220auUO4OU/sXvXVfKiGIJB+F1wdPCE0IPpK5ZTj3Be8ZdPSyMrVX4PPKkNcnZU6GuoLbJyvL8kLT8aP5Kn23BAWqXylQl5ZwqoShJTE7Fa299iGeKFMCsiW+xv3nhCDgDgYSkFBw5cR4vN68PFX3oukDJ1Opw/PQlxMQl4KXGzyEwwN/srBISU3Dk5Hm0bdHA5tm7Eh5//X0VYSFBKFf6Gdnr2n3wBOrWrIioiFDWNik5lWHk5eWFVk3qyu6PN+AIiBHIQ5YIYRkarc7pGTMMt4oTJrYfXmekjbWkBCF/DwpbERMl4ssz/cCMs4NkWU5GGkvISyEyTPVBhMmex+b9S6T07ymKA3cyLLV0LpR83ZOVNzmZmvKpd42nvHflnPf8ZP4qKKjcjcBWgigRzgQRJp+t+x7f7/oNw9/sjD5dWxs9Lpev32EXnXpchSLn7eRxdVt0G4uHj+OwZsG7eKFuVba+Q0fPYvrCddi/ZZHV671w5Ra6D5mGs/u+gI+3t9X9KNVQq9OhdY/xCA4MQKnihfH+yF4oZkAmTpi1Cm+98QrKly7Ohj136R/0ePsjnD/wpc2Ejxw8vti4E8WLFkCbZvWVWn6ufoZP+hQ1KpfFkD4dZPdftVl/fLVkEp6rUQHXbt5Fpzc/YJ8hkeGhWDhtmOz+qIEh7lZ1IqMRnW/a2xEDOstoJa2qPfuWNgP3rpVDlohNPu1xMVUKJk6YWIek2FSR1EJ6J4RKC1lthBWE+OhR1B9GSRLxKu0pXbYla48wR/JBqRNunOyRuluklCHDWSJwknSmfVZM9Sf8GHcVJZjUdZuqR+c1MsQXGZlZLpsK19Y1Sm0vhMwRJp7u75Ef0wvnR6LE8PM9PJj/BgAAIABJREFUPIjSiLtPyKDU9y7Vc1eSU0miRIzXiTOXMWnOGpMqk/6jPwYRJiEhQZg98S1Omsg5bB5Ul8iSzEwtihUugE0rP2SkgCeSJfR+GPb+pzi24zN4exvPkEhEwJeLJqJ+7ewwNmeRJaOmLEGlcqUwrF9Hu5w0pciSFV/9gGv/3MXCacNtmqch7jZ1JqHxN9/9il8OHMfXSydJqC2vij37ljcT96zNyBJ7mXzaCxL68aH2yTY25MUyAs406LU8O2k1BFM8pVOOkm8IGb0mi4xgzc0o2w8lu4avVzbZI6TnlbYSZWsJJKfa2z2NPs2hwUiCQDW8vVXsve4Mgk/Z3ZLfW368SOen9MICEZyQmv/8O8TvBk81f+VEifHPPLHKZN3i91GpXMlcFYXXv966B3s2LeBhO/K/OhzS4oEmCReSH7KxKgcVwjN+2SEQShQiS4b164SpC77E0pmj0OLFOrnIEgpd6T18JuZNGcoUGVRIuRQSHMhUS3q9Htt+PoxvvtuLuw+i2RkbN6QbfNXqXMqS+/9F4+Ol3+DYqUuoWbUsurVvhjbN6rH+pi1YhwZ1KueEuxw4cppdZudOHoL0DA0+Wfk/9v/pGZms7eRRvVG6ZNE8y6dQl3nLN2LPoZMICQ5A1/bNMLh3ezx6HIfeI2cxBU21iqVRtVJpfDi2b672C1dtRraioyDCQ4PRuV1jVK3wLFOWvDusBzZu38fqD+zZDt1fbc7+Oy1dg8VrtuLnX48iIiwEr3dsji7tmiLA3zfP3AyVJaSmoDCl2PgklC1VjKnACI/dB4/jg7lr4e+nZgRW+TLFMXPCQJjDr+ewGWydv/15Dpeu3Wb1V2/4yWj/NDFLZAnhv2jVFty4fR91qlfAlLF9UaFMttpGUJYkJCZjwqzVOfPs0akFShQrhI8WrseDR7GsbvOGtTB5TB8W8kPl1LmrWLR6KyNpSTlD5+fWv//lwb1HxxYwNwfD9b7+anNs3XEIq+ePR2CAHxuLCL+vt+3B6nnj4eX19MHo7bsP0XvETIY7nQUq65e8j08/34qSzxRGQlIyjpy4gJ6dWuLQsTMmMaS9p/fBnkMnkJqWzsjmPq+1BhFdhn37++U9D0q8dz2xD1Vahlbv4+3ldnG04UFqth/xKZmeuC+KrMlVDHoVWQwAYT1Kp1uU6hsiJRRGqbVK6UcIV3GE94yU+dirjrteOGzFQ7hIJ6ZlIi1DZ2t3btU+P6QXzq/n2txB9CTzV3c16rWXosTYvtPlxJAoEdcjnxN6nXxOeHEtBOK0adj08G8IImW69r1euAYifQIUmSiRJVPH9cf5y/+A/Ci2r52J34+fywnD0WgyUbv1IGxb81HOGZr08eeIjAjF+KGv46c9RzBx9mqMGvgaXniuCo6cvIDQkCDUrFI2hyyhBzAd+09Crarl2AX55p3/8O6MFTkEXZ+RsxlR8kbnlmxN23f9hq+27GZzWfPtz1i/+Rcsmz2GKUIO/HEaz9epYlQJ9d6MlewiPm5Id8TGJ+Ljpd9izKCu6NKuCZZ+sQ37fj/FiAQiegzfD0JIyXvDe6JK+VIoUigS8QnJjCxp0ag2I0j+vf8YsxZ/jSM/LWcEAJE8RE6MHdKNKXKmf7IOb/ftiA6tG+bZG0OyhMilcqWLIyo8FAePnsGi1Vtw5MfljBx6Z/pnKPlMIXRu2xjBQQGsnjn8iMCg0qtLKxQrEsXCd/b//pfR/sNCg8ySJddv3kPHNydjUK/2aPJ8DWzYthekytm9cQEjIgSyhOY3YeYqdg6IrCB/pNiEJKY0qVy+FNLSMzB1/pdo1rAW24879x6iba8JbC+6tGvMSJIzF66j92utWCiPGPeMjEyLcxCvt+kLtdB98DR8MKYPOrZpxLAYMHYuqlUqzcYWl9S0DCxavRl/nrrESCAqRAiNmLwYh4+dZdgRIVe9UhlcunbLJIZT5q3FHyfOYeSALoxEJMKwY5sXsffwiTx9m1IyKfIG9rBOVPHJGj0Z67lj4YSJ6V3zBDWJsdXZ60k7hcGcijdt+EopjSsE2xZqo+R7zBneM0rOX25fQpiRK4cIyl2Tufr8Ig0IyiJBRajLckLsoJKbKuqL769pYD3B/NVdw4UdSZSYOgGjPljCVARU5iz9Bn27tcGw/p3s9E7k3VqLwKmk+ziW+G+u5s+HlkCdkGLWdpmrnUCW1KpWDi91fwfTxvdnvh6CZ4klsqT3iFkoXqwg5kwanKtfMTlw8uwVDBw3D+sXv4+gwGxTVSIaOr78IiNIzJEly9Zux097j2DJzFFM3WDKLJY93W87FPOnvI12LbMNWecs+xZ/nrrISBdSHmz56SD+t2qqSdykhOE07jQSH703AM/XqYq6Lw/G5NF9ULtaOdbndzsP42F0HJbMGJVnDEOyRKfLwpUbdxi58yg6HkvXfsfmRmoHwzCcY6cumsWP5r1y7jto3KB6zrjm+jenLFnyxTb8/Osx7N44n/UVE5eIJp1HYdns0WjesHYOWUKeJUROFS0chbGDu+WM+zgmHqfOXcOj6Dim8AkNCcTy2WNA+/i/H/fj8PYlefbQEHcpczBcLymDiAAhDP+58wAd+r6PXd/MY6STYTEWKvP2xEWoWLYEI9eEYgrDsqWeYXtPxBsRWuLCw3Bs+1gymzrYtq4d05oTJrlx9jQ1ibFTZC/ChMYi0iTWILor0te5oTZiDHKMMLP0LmfAbO93PGVNIR+TxNRMpHqo0oL2l1J6U0lIyYQnEQTWng9PSi8sZLwhLCjjU34MLZNyDtzZ/JV+k5C82t321xWIEuEiSeE3JB+np+wTR7wh5cjwOg5G4FpaDPbGXs81aouIMqgUWFCRmQhkSdMXajIVBxEKFHYye8kGZvBqiSwhgoLOzmuvNMk1HzE58OPuP0BP4mtXK5+rTvNGtVlYizmyhEI6Jn/8Of48fYllr+nZqQWG9u2YE24hdHjzzgO07/s+dm6YmxMutGPvUUxfuB4ndq1UjCxp13sCRrzZBZXLl2TjkYpCHGZRqEC4UQ8PMR6knBg6YSEjSlq8WBtFC0Xh8292YONnU1CjStk8ZAmRMObwI7Jhw7LJOfimpKab7d8cWUIqIfb5ICK/6IyQ0oRCU8QGr4Zkya79f2L8RyuYUoPwufrPXRamQ8QGhR1RodAqw2JIlkiZg3i91J+gXNn6+XTQvt+6+x8jaYwVU2RJnerl2TqpmMOQlEm09zu++jhPOBgnS2z7WHJ7soSWTz9O6KEjXaLyc6FLRbC/D/KDbJ9+TBcI9UO6RseMAfNDEdLGenrYjbm9tCdR5uwz5MlrsxVbT8iQJJgW56fPLFv3XQhFS053D/NXd31440yihOLr6Um+OJ1w/zFz0OnlF9kfXlwTgQy9DlsfnUeCNp1NMMzbD10LV4efSpkMM2KyhNQZTbuMYUqJ67fuMbKEPEtqvTQQm1Z8iOqVy7A5iMNwOg/4AA3qVMlDtonJgT+On2eX6KM7lhvNjEMhE02er4n+r7/M+heH4Qi78uBhDI6fuYyZn36N90e+wcI5xIXS/DZ8dTi7IFPoBxVSM+zcf4wRKFKVJV8sfI+F+VAxZvAqkCWN6ldDww7DsWX1NFSp8KzFwyPG49CRs4wQEcJ5qDERBrnIkrIlc5Re5L9hDj9DsmTfb6fM9m+OLJn/2SaWCpjUOAJpUL/dUJbphkJUzJElr/abhJdbNMgxpl27aSdL1UxkyYKV/8Pho2fx4/rZebCiPsW4S5mDIVlCnQ5+dwELC6L1k+msWGkjHvTb7fuwc98xRjAJhZQlYrLEHIalShRhe794xkiWgtpS3xYPB6+Qg4BHkCW0moJh+eviLD7DnmqOZ+l9SoQJKQ10Or3He9dw2f7T0yDe94RU52R2snQ25b4uEJ353ejTHG7C5xypMdztqT0nwuS+I57Wd4fvN4G8d8fsXeHBviBTZWeVVj3GIzQ4EF9+OpH9TeaurV9/h4ffOGtDZI6bQ5b4ZIexKFXEZAn1SRdJ8uUoXDAiJ3UwKT8o7GJAz3Y4fe4aPpi7hhFv5Fmy/Mvt2PTDfsx+fxBLPXzyzBUkp6YxtYSQOpie0lOID4UsjBn0Gpv6iTNXkKnVssvmZ+t/YJdqunzee/CYeY0kp6SyCzt5e5B6gxQX1A+RM+++3SPHDFaMA4UEBQf5Mw+WuIQkjJ26HK2b1sM7Q7tLIkuItKlXuxLeeqM9UlPTmVrBMHWwQJZQqA/VJzKJzG8LRIaxsJq//r6Kft3a5NmeXGFJZ65g4Dvz8N0XM1CkYCR+3neMYS6QJWTOSqFLS2eNZmsmzwtz+BmSJcf+umi2f3NkydGTF/DW+PmMHGlYtxrzjqH9ObjtUxSMCjdLlhD+ZEg7bnA33H3wmIVaRYQHM7JEmBMZ63Zo3QgPHsUw81TysDHE/eLVWxbnYIws2f/7KYz8YAkz6aUQHLGxq3hDyGh2yHsLseubuQxbMvSlTElissQShrRWCgmbPLo3ni1RhIUu1apaFmQybNi3qdAxpd7DntSPx5Al+VFpQAfR3TIZ2ePNIzzN85SLsyERFhXqB41Wx8IyuGz/KTqUZtZP7f5ZgDgRJu9TQUgv7C7+NRQ+FhHsC06Eydtnw9qC+StlxtJos2zrTMHW7vzbw9lECW3Dvf+iMXnOGly+dhstGz/HntInJaVg2xczeBYcBc+pu3VlSJZkaDLxUvdxUKt9csgSuoRSthzK8kFmln6+arxYvwYjISgryMxPv8L3v/zOlk6hMnM/GIIiBSPQbfA0nN33BVOTnD5/jZ0/ykYi1KNQj5aN64BCaMZNW87CNqj9czXKIzo2ERRSQeqET1ZuzmnTumldTH/3TaMKFepn9JSlLIsLFVKY0BgUNkEGnJt/PGDWs4TUBNM+yV4nGbU2bVgLPYZOx/kDX+b4bBBZQqaeZEhL2XWmfbKOGYMKZUifDszs1rAQASDg4aXyYuvde/gkq0YGsvv/OJ2j3hHjQaFLRAyYw8+QLMnK0pvtf+TkxUwlNLh3B6PHlVICkyrHcJ/o/2ksSrlLoTYUWkOkmODz8ceJ85g4axXDj/aRPEAI+xVzxrK+1m3+BaQaEcrQvq8yLA1xHzGgMyzNwRhZIqigKCyMSBhTRavTYcSkT1n2IConf1nN8CJC8K03XmH/ZgnDO/ceMYUV7QsVImg+X/AuM9g17NtYdiR3+5xw1Hw9hiwhwNz5R4vcDRdSxvr6eLtdJiO5a5VSX7g4RydmeAyhQERYaIAa7iJBl7JPStcRiAZ3uTiL1y+EZWTqsjgRJvNguEt4huC3EpOYwf1nZO6xsequZv7qzoohVyBKxHtMl1q6/NIlhgxdxWE5Chwd3oWHIkAXzJjYRKY4MVbI2yQ+MQVREaHsab2pQk/eMzO1rJ7hE/f/HscyhQaRK+IijB0VGWqUJDEciwxT/fzUOSlr5WwJmXqSKsXY/Ez1QxlsKAxI6vyEfqJjExhWlHbYWCFzVcospPZ5ioc5/Az7sNS/OVxoTdSesgIZ7oe5drRXFDJVpFBUrnkLbQhfWld4aBB8fbN946gYw13uHMjXhlQq4vAmc3MlLCnFtTkywxKGySlp0GRqERmeew+l9C3nXOaXuh5FltCm5QfChKtJjL893TVVo+FqxOaG/JJl+aNYuDi705N7d75kWd4Rx9QQyCYKfUhKcz3VFVcM2eccuIr5qzu/h12NKLHPSeG9cgQ4AhwB5yNA4UWFCkRg6rh+zp8Mn4FVCHgcWSIQJgXD/OFpRphcTWL5jLv7BcWdf4Bb3h371XAn3Dwpu4v9dlRaz8LF2dXCsUjppvZRgUJGeOictL2UW4t8NkKcpLxzp88bQ1w5USL3pPH6HAGOAEfAOgRImfLjnj/QoHZlFCtSwLpOeCunI+CRZAmh6s4/ZoydCq4mkf5ecVfpuzBvekqe5qGpcaXvovyaYqWBq2bGEvw2uGJI/v6aa+EqfhbucAaVRd65vYnNXx1FTAm/LZLT3CuFORGLYUHONXN17mnho3MEOAIcAY4AR0A+Ah5LlngKYcJDMuQfampBTx2DA9RwBy8LQTGk9nZ/s1Lrdku5VuxCEKiGt7drPdV39ZAR5XbAeT0JfhbOUhR6GkHvvJ2UP7Kj1FrCGXNHooTUtj7eKvng8hYcAY4AR4AjwBHIxwh4NFni7oQJZVEgyWy6RueSMfmu/r4RslDEJmUgU6d3yek6+4LnkqAoMClXCsfie6zAhkrsQkgrTdUdpTSgsYQ9TknXgv7w4ngE7P19SXscGeIHV/4+MYY6vSc4UeL488hH5AhwBDgCHAHPQMDjyRJ3JUyEy158smulSXS3Yy/8wKXQllQXC23he2zf0yR4GsQ58T3kztl67Ls79u3dkbgLqgZ3ULHZF3Xn924vDxsykSZ/FPo+dlXinRMlzj9/fAYcAY4AR4Aj4HkI5AuyREyYuLp8VpBya7Q6JKVqebpJBd5zrhZjLsTZ67L0fI8V2F9zXTjrib+9Lm12hsujuheUZfZMve1KCiaP2jwbF6Ok+asQ0uluPkNcUWLjIeLNOQIcAY4AR4AjQJl270WnumZ8gh22x9UuzYZLFH54c4NP5TffVfwE6AllaKCvx2VqUn7HlOvR0XsvjEfhc65qNKscuq7dkz29Ysis19Wy8Lj2bjh2dkqYv7orGcaJEseeNT4aR4AjwBHgCHguAvmKLHFVhQlXkzjmDeboS7MpMszdnlA6ZnfsO4rgZaHT6ZGQmmm3dK6CbwL3rrDvfsrpXWmVD894Iwd959e1NtzRXYkS4XuOm7k6/+zxGeQ/BHYfPIG6NSsiKiLUpsWnpmXA19cHPt7eZvu5eecBHsXEs9S0vHAEOAL2QSDfkSWuRphwNYl9DrapXuniVCDU74lprmOMGMVkWEKK/S7qjkXSPUezpxrAXS9X7rmT8mdN3iLB/j5ISNUgXZMlvwMPTElvFQhu2Eiu+au7vpezv2t84ePt5Ya7xKfMEXiKQItuY/HwcRz7h8AAfzSqVw2TRvVGoQLhFmH6YuNOFC9aAG2a1bdYV+kKVZv1x1dLJuG5GhWs7jotXYO6Lw/G0lmj0aJRbbP9fLVlNw4eOYO1iyZYPR5vyBHgCJhHIF+SJQJhUjDMD/SU3xmGbcLTSfKtoAs0/c2LYxAQqwziUzLtOmiAnzdCA9Swp2+CXRfggZ0rbcjJ0hUHqcFTP7v+YRE8bKwJkXKW/43ro+oeMxTSiqt9zKdoJ6LE39ebZVNyp+9lTpS4xznks5SGAJElfbu2QaumdfEoOg4fLVyPwgUjsHLuOxY7GDVlCSqVK4Vh/TparKt0BSXIkqwsPS5fv43ixQohNDiQkyVKbxLvjyMgE4F8S5YQTs5KBSg84eQXaJmnVeHq4UFqeHmpQNlS9ApzVYL0n35087AbhTdOge4E809bsyQ5O7RLASjyXRf03owI9gX9HZ8sjagmk0/63Ha3bCj5bnMlLNjc969AlEQnZij+nSBhalZX4USJ1dDxhjYgcPzxf/jq2gXWwxvlKqNhoWI29Ja7KZElYwZ1xautG7EXvt2+DyvWf4/fvl/K/v/+f9H4eOk3OHbqEmpWLYtu7ZuhTbN62H3wOD6Yuxb+fmoUK1wA5csUx8wJA9Fz2AwM7t0ev/15Dpeu3Wb/RmXWp1/jz9OXULZUMYwY0AWtm9Zl/37sr4tYtHoL/rnzAAWjwtC5bWMM6tUeP+05ggNHziAo0B+/HDiOyPAQfDCmDxo3qMHaickSUogsXrMVP/96FBFhIXi9Y3N0adcUAf6+rJ9Dx84iLCQIP+45gkrlSmLEgM454TS9R8zC5NG9Ubl8KZw8e4WRRQ8exbIxmjeshclj+rC2lpQlE2atwpET5xEbn8TWOPzNzgwnKnOWfYuSzxRGQlIyjpy4gJ6dWqJti/rY/OMBrN+yG0nJqejSrgl6dm6JIgUjzc5DsY3nHXEEXBCBfE2W0H44kjChHzQhgT78CbQLvRGEsAwlfxxzg08X2mAzU7GV6CCz3rBAX64aco/tzjNLqemF3TUkw023xSHTFsxfiSQXyHIiz6nY09PIHovjRIk9UOV9WkLgWmIcWuzcgqwnT5q8VCrsbdsVlcIiLTWV9LqYLNHr9ZgwcxVUXirMnTwEmVodOvafhFpVy6FP19a4eec/vDtjBfZsWsA8Pt6Z/hlKPlOIERzBQQGMcCASg0qvLq1QrEgUmjWsjQFj56BqhWfRr/vLOH76Epav+x5bP5+O0iWL4rk2gzGkTwe80vJ53Pr3IY6duoDJo/tg3f9+wfwVmzC076uoUbksNv90AH9fvJFD4ojJkmkL1jFiZuyQblCpVJj+yTq83bcjOrRumNPPmz3a4sX61bFr/5+4cOUWG9+QdDl/5Sau/XOXrSMtPQNT53+JZg1rYdyQ7hbJkm++24typYsjKjwUB4+eYQTQkR+XIyw0CG9PXITDx86ycCUinKpXKoMHj2JA854+/k2ULlkEK776AWEhwZjx3gCYm4ekTeWVOAJuikC+J0scRZhQOEZIgJpnQXHBN4qSlyEhxINnNHLBjTYyJWvNOpU8M+6BlGfOkhRGkSG+SErTgkx5DYs9PW48E1H3WhXtL6n/tLoskPTd3mGZSqPDiRKlEeX9SUVg2cXT+Pjs8VzV369ZHyOqmPfYkNo/kSWFC0Yy0uPqjX9Zs8UzRjIlxLFTFzFw3DysX/w+U3hQoQt+x5dfxBudW8JYGA6RGBTC07hBdVb/jxPnMfjdBfh180IULZRN8LzabxJTiLzdryMavPI2Rg18DX26tmKeKUIhsuT3E+ewZsG77J8eRcejedcx2LlhLkoVL5yjLKlS4VnmO0IES+1q5Vjd73YexsPoOCyZMYqRJeJ+yKi1fd/3c4gMw3CexzHxOHXuGgtJ2nPoJEJDArF89hiLZIlOl4UrN+7g8vU7bK5L136H/62aimoVSzOypGLZEkzBIxRStNA6er/Wiv0TkT0fL/0WR3csZ0SUqXlI3VdejyPgjghwsuTJrgkKE1IYKBmnLKhJfH14OIYrv0Fsvfxy1ZAr7675uYm9DCwpjGifyZ+ECvcact89F89cIMwytVk5qgJH+hp5BoruuQohxa6XCkjNcK9U35wocc8z5ymz/v72dQw/si/Xcj5p0Aw9ylRUZIlEltSqWh41qpTB8i+/R/tWL2DquH45pMOUeWtRu1r5XGM1b1QbA3u2M0mWbFg2OacNERekshDCeqijqQu+ZKEnC6cNZ2E/sxZ/zfqncYhQoCw3hiQHvV6v7VDMnDCAKTQEkoPCc4j8IDWIv59vzjzJoJb6N0W67NuykIW8iMkSUp2M/2gF6lSvgMrlS+LqP3dZmBGRP+bCcFJS0zF0wkJGlLR4sTaKForC59/swMbPpqBGlbKMLKlTvTwLLxJK404jGTlUMCq3ke6nH43AiTOXTc5DkU3nnXAEXBQBTpaINobi0oMD1Ip5THA1iYueehPTElQhcj1GBOPHtAwte0LNi3siYIkwszVsxz1RyT+zFlQG8SkahAf5chWgh2+9QJKR2S/5h5GPDf2bOxi7cqLEww+nGywvXpOBDnu245+kBDbbZ4ND8XObLgj39VNk9uIwHPLs6Df6Y5YNp1eXl3Do6Fl2aRfUDoYDMmVJ2ZIY1r9TzktEPojJkgNHTmPEpMU5Sg6qSKoKIiNIDUIlPUODKzf+xfrNu3HizCUc3LYYX2/dk0sRcu+/aLTuMR7rPp2IerUq5ZAc5Uo/g4YdhmPL6mkglYlhkUOWkOLl5RYNcgxr127aycKGLJEl+347xYijIz8tZ/4mVAgHc2RJ10FT0bFNIxbeZFjMzUORTeedcARcFAFOlhhsjBKECVeTuOhplzAtYf/jkqRlSRIu2GT8qNFal45UwrR4FQchQPtP4XLkYyDeTyGrUWJaJtIydA6aDR/G0QjQ+zkkUM1Si9OlmRfPRMAU8ekO5uucKPHMM+muq7r5hCwpHRKm6BIMDV637jjElB8r545jqoiXur/DPEnGDHqNjXvizBVkarV4qfFzWL3hJ2ZGSql3SV1BKg9DsiQuIQmte7yLnp1a4K1e7XHyzGWM/GAJPvt4LCqUKY4fdv/BDFnJr2PTD/ufeH0swzff/Yofdv+OVfPGI0OjYT4nfxw/hz2bPmHGrWJFyICxc5m/yrwpQ1EgMoyFw/z191X069ZGlrKESBwyqh03uBvuPnjMQo4iwoMtkiVkUjvwnXn47osZTK3y875jTC1jjiwh7IgQIhyI5CEyaOuOg8wfxdw8FN183hlHwMUQ4GSJkQ2xhTChGPjwYP5U0sXOuazpCJlSDC/M4k7EBoE8HEMWvC5f2TBFrCXFicsviE9QEgKCYS/5DZHC0Jr0wpIG4pWcioAlhZigOKFwXHtkSrNl8ZwosQU93tadEDAkS2julL2FLvI/rpuFxORUTJ6zBrfvPmTLotCROZMGo2XjOiD/j3HTlrNwFQqhIUWJIVlCbQSFSmpaOuuDTFtHDujCfDlIySL0TaE09O9NX6iZY8wqYFm8aEHMnzKUEThUaJyvl05iITMPH8dh2ifrmImqUMg0lrxQ1m3+hWWpWT1/PHuJxmz22hjs37KIpUgW90P+KhNnrWIZbWid5DMSEhyIFXPGMjwO/HEaaxdNyLO95MNEOOw9fJK91qJRbez/4zQ2rfgQ1SuXYWE4z9WogLfeeCWnrUaTiUWfb2XhPUIhxQwpZ8zNw53OFp8rR0AuApwsMYGYXMJEnCqWqwzkHkPXq08X5qhQPySmZrJYdnHh4VWut19Kz0i4UKkAZGh1zJ9E6fTSSs+Z92c9AoaEmDXpha0fnbd0FALC+5rMfI0Z+ornkROW5SKqQU6UOOqU8HHcCYGEpBRkZmoRFRHKMs6IS0xcIkJDgqD28Ta5JDJA/e9xLCLDQ5kyRFyIkNHpdCztr1CE8JkVH49FUkoaU61YKhTOk5AG0ybAAAAgAElEQVSYgqjIUGaSak3R6nR48DAGRQpFmV2Psb6jYxPg7e2Vax2W5kDjxcRm4yfGxZZ5WBqTv84RcFUEOFliZmekeliIU8XSU0l+qXLV4y5vXsZ+WHOVgTwM3bW2sPeUstAVnzC7K66uOG9z72nhO4AT4K64c/LmJLynk9PyEuCmehKUos5WGXGiRN5e89ocAXshYMzg1V5j8X45AhwB10CAkyUW9sHS5Vh4naeKdY0DrfQsxEQYpZjUcJWB0hC7XH/CBTkxVYN0TRYsfQa43AL4hCQhIKhHqLK5cAvhwixFjSBpYF7J4QgI2e4Snryn5UxAOCfOMn9V0xPhEDV8vL3kTJvX5QhwBOyAAIX2UHiNkILYDkPwLjkCHAEXQ4CTJRI2xNhlSbhE0+U5KVWraLphCVPiVRyIgGD6mJGZxTIl8eK5CJgiRgQCRarxr+ci5Bkrs+RbYbhKwaNIp9PnpBf2DCQ8fxUCURIr0bTbFCLOMH8loiQq1BdelNuYF44AR4AjwBHgCHAEHI4AJ0skQi6+RJGfSYCfD7iaRCJ4blpN7ENDl2Qy7iXChHxMePEsBARTR9pfU6F0gvEvvW7oY+NZaHj2auQSJWI0BB8LuenFPRtR112d3OxmllbiSPNXTpRY2g3+OkeAI8AR4AhwBOyPACdLZGBMP5SDA3xYlgSeAUUGcG5YVRx+I5AjghybHMbjUzhh4obbanTKQvabtAwtktK0Zpdly0XbU/By53UIGW+sCccQ1i2kl+akmWufBLkm7XJWY2/zV06UyNkNXpcjwBHgCHAEOAL2Q4CTJRKxFZQlFHZDP2SiEzO4katE7NytmiUfmvAgNby9VYhN0vAz4G6bazBfYa/lhNcQaRYZ4gsekuFem6+k94wxMtW90PDs2Sq516aQspf5KydKPPts8tVxBDgCHAGOgHshwMkSC/slxKpTtfjkTOZNQj/EyOyTEybuddgtzZb2OiTQh5FhRITQXpsq/AxYQtP1X7c1pILa+6ktnxXXR8LzZ2iPyzORZmGBaqh9+BlwpRNkj702tT6lzV85UeJKJ4nPhSPAEeAIcAQ4AgAnS8ycAjJ0ox9eJM2nTAjiwi/LnvX2kROKIazckT/KPQtt565GSVUAPwPO3UtLowuEBhlkmst4Y6kfc68L3xNEsGq0WbZ0xdvaiICz3o9KmL9S2BD5YvHCEeAIcAQ4AhwBjoDrIMDJEiN7ISgMfH28WfYTUwoDTpi4zkG2ZSbCD+z4ZPmXHWf9OLdlvfm5rT3SwAoeFnQZ55dl1zldghkneUxZ8qKxddbWkK22jsnb50bA2d/HwnnL1GbJzpjEiRJ+mjkCnoHAxau3EJeQjEb1qsla0O6Dx1G/dmVEhIXIascrcwQ4AvZHgJMlBhgH+HkjJEANKWaP1JSk+D5P/Cvsv118BCUREEKs9HrYZNhrTyNBJdeb3/uyxp9EKmbCZZkUaIYqNKl98HrKIeAMI17x54m9VCzKIeRZPQkhca4QGivX/JUTJZ51FvlqlENAp8tCs9dGIzY+Cfu2LESRgpHKdW6nnpZ8sQ2nzl3Duk8nyhqharP+2LBsMmpXKy+rHa/MEeAI2B8BTpY8wViqmsTYlpDhJxWeIcX+B1apEeSSYpbGFdQFsUkZyNSZ9jqx1A9/XXkEWChGkFqSF40to4vTD/P00rYgaVtbZ6d4Fi7LckyDbVtx/m7tit+/Us1fOVGSv88uX715BI6fvow3x85BZHgIBr7xCvp3f9nlIVu/ZTfOXriOhdOGy5orJ0tkwcUrcwQcigAnSwAocXF2xR9sDj1JbjSYvUJnSF0QGeLHvBF4OIZrHAhHKwwEjwyeLck5+0/eEfTH2USFkKI4mSuN7HYQXD2Vu5A1iz1IeWIOLwaDEyV2Oxq8YwchcCflAk7E7GKj1Ylsg9LB1RUdeeqCL5GhyUSp4oWx5+AJbF87M6f/Ocu+hbeXF27cvoff/jyHF+pWxcThb+Dzb3dg/++nUb92JYwa+Boqli3B2vQcNgNNnq/B+rn7IBqd276IDq0a4pNVm3Hhyi10aN0QowZ0QXhYMEjRsnbTTmz8fh+SktPQsnEdvD+iF8JCg3D95j1MnL0a7Vu9gI3b97G+B/Zsh+6vNmf/vX3Xb/j70j+YOq4f0jM0+GTl//DLgeNIz8hEzaplMXlUb5QuWTQPTkSWvPXGK/jjxHncvvsQPTq2wLD+nRDgn+1jdODIaSxatQU3bt9HneoVMGVsX1QoUzxnbYN7t2c4XLp2GzMnDMQHc79A84a1sOfQSaP9KbpRvDOOgIcjkK/JEuGJsyVvEqlngBMmUpFyTj3h4kzpnxNSMu2S9lcIx0hOy0Rqhs45C+WjMgTowkohdbQPjg6NsRchx7fWNAKuhrlYaZSUZp/Pm/x6Hui7u0CoHxzhR2MrxsbMX4P9fRD6RJFqa/+8PUfAGQg8zvgXyy8Phx7ZptYqeGFYxaUo5F9KkemkpWvQpPMoLJw2DMWLFkT7vu8zskQgCN6euAgnz17BuCHdULpEURCxcvfBYwzq1Z4RJ19t2Y2Q4EDMmTSYzYfICGo7tG9HAHqMm/YZAgP8MX5od5R8pjAmz12DEW92Rpd2TbBlx0HMW74J7w7rgaKFIrF4zTYUKxKFJTNG4dylf9Dj7Y/QolFtRpD8e/8xZi3+Gkd+Wo6wkCCkpKYzgofUMGu+/RnrN/+CZbPHwNvbCwf+OI3n61RBvVqVjJIlZUsVY/MLDPDDuzNWsrU3blCDETQd35zM1kaEz4Zte3HizGXs3riA1aW1UenVpRWbZ5tm9fFS93Ew1Z8iG8Q74QjkIwTyLVkilskq+UM2MsQXWp0eXIbvWu8iUg+FBqjhiCe9AinD/SucdwZc4eLsKioH5+2C40am0Be1j4ql/CYPIlcpdKknwo6nmFZuRxxp3KvUrMXmrxSlSZ9PvHAE3BmB3x5twa8P1udawktF+6FxoW6KLGvv4ZOY9PEaHPlxGdRqH3QdNBUv1q+OMYO6sv6JLKlTvTwjEKh8+vlWXLt5F8tnj2H/T0qMD+etxW/fL80hS8SeIK8PmY5XXnoefbu1Ya/P/2wTYuITGblCKpRK5UoydQiVX3/7C6OnLMWRH5fjzr2HjCw5f+BLqOgDHkDjTiPx0XsD0Lxh7VxrX7Z2O37aewRLZo5iRI1Q3xhAhmE4E2atQoGIMEbYkA/Kz78ew+6N81nTmLhERiQtmz2ajUltV859B40bPFX2mOtPkQ3inXAE8hEC+ZIssSX7iaWz4U5PvCytxRNeFy4r/r7mMxspvVZHh38oPX937U+Q5tPfxqTvjl4XkbJEoBpLP+7ouXjieO7iE8PTCytz+tz5c5U+kwqG+TNDeF44Au6OwLn4Q9h6O/vyLpROJUajdmQrRZY2asoSnD53DS81qcv6+/PURSQlp+LgtsVMpWFIlqze8BPOXryRQ5YcO3URA8fNw4WD61h7Q/JgwNi5+D97VwEe1fF9D8RDjCDFKcWKFqdYoVC0uBR3dykuLe7urkWKQylarFC8OAVaKIXihBB3+f/vpLO/TbK72U3W3u6d7+Nrk503c+fMfS875917bvXKpdD5P7Jk+cb9+PPv51g4eYAgP4b1/gbN6lcT17568x5ftf4We9dNQVRUdDKypEGHURjQtTka1KqYaO2v3vpj3Iw1uHzjvohiadu0pipyJClISe2jaJWY2DhB2FDaDzUZJUP/X7PVUEEUtW1aK9naNK1XfTyjbBAPwgjYEQJ2RZaop2EEh8VoLQmc1v1nwiStCBrnernfFKptiUgfJb4BNQ7ylhnFWg9S1mqXZXbJeLMqDVcuL5y2vVfafiddrae7E0eUpM0F+GorQiA8NgRr/hqG95EvhVW+ztnRq9ACuDl4pNnKACq922SA0O3IlNFLjBcTG4tVW34SVWYojSUpWbJm6yHcvPdIb7Kkx/A5IsVFE1nSrNt4VKlQAsP7tBZzX7x2D9T/9O6FePPOX2+yRAJBZMuVmw8wdeEWjBnYTqT6GEKWUNTLhWt3VZotlOpToUEfkaZDKTeaxGF1kS9p3iAegBGwMwTshiyR0SSUchNuBi0JJkwseyeZe7+1rVb6QWR0nEUIG8vugvlml2lWQWa6vw1dmRR7jI2NR2AY61cYil/S/kot1awu+mltKUNp3RNTXq/01EYmSkzpHTy2JRHwj5JkSQ6jmbH70FksWrtbFUUiB+4yZKYQR6VoC1OSJZQ+s/fIr1g4aQA+yuKLqQs3g6JEdq2eiLsPnuhNlmzdewJFCuZFyaL5hZYJkTAj+rZB/ZqJI1BofbrIDUnWEDlSuVxxoceyfNMBnNmzEFky+TBZYjTP44EYAc0I2DxZYq5oEk3wMmFi/ttOloB2ckgv9Ati4ywvYCArpBAaXF7a+D5hDfok+q6KtDVYv0JftDT3swUtGOmzlq7ak7adMM/V8m+4UkWzmSgxj5/wLLaDQMeB01G6eAGRCqPeiESZtWw7fjuwBIO/W4qyJQuJCjLUkkaWUOrLgLGLcPXISvF5UjIiWWTJpgN49OS5KPkbFh4h9FJIN4UaVeNZMnUQ8n+cE3eILOkzKZFmCaXhDOzWPBkJQhV15q3cKcagNJw61cth0oiucHRwSLZZmsgS+v763dBOou+KzQdAJI4ci1JyqEqPprVp+h2l4aiPZzvewithBEyPgE2TJdYQXaD00GHTu6DxZrD2MHeqlsQlZY2333Rv+Xg4CUFPKtdsTcKeulbJB+XU+4CSiLGUVsl6NikhBMhy7IFhUYiISqi6oaTGRImSdottZQQSIxAYHIqIiCh8lCVjqqGh9KH3/kHI5OulkSQxZGAqReznH4hsWX3TPJYh83JfRsDeEbBJssSS0SSaHIoJE9PfZqYU7TWm9WQnic36BUUq5nBvzPUbayyl31NU1tjbnYRfucS0vj5hi1E5XF5Y++4TmZTRwxn+wZGIphIyCmtMlChsw9hcRoARYAQYAUZAAwI2R5ZQiLaHq6NZSsQa4lFKP9wZslZz9lWPLggMjbaKtJuU1m9Lb8dTWqspPqd73N3FQRANSnzbLDHhZ4J+3qGUijf6rSZ5Ly4vnBwTur893JzwPihSEc/0pCtgoiS1dwNfxwgwAowAI8AIWBcCNkOWyEMzwWsNJUM1bTMfjozr/CTq6enmhPDIGFGaVUmNCZPU7Zat4WbrREDqdvl/V9nTM1MS/UpNOUnrXsvrpSaNvRMlQSFh8PJwNxasPA4jwAgwAowAI8AIpAIBmyBLlHRoVrqqfyp8zCSX2MKhWelvT02ysVoGlaRCdGwcKIJIKfok+mAkBYBZzyYxWkqteKPPnmvrI9dsqXLnabHdGNcq/blurIiSU+evY8bSbZg+uocok8qNEWAEGAFGgBFgBCyDgKLJEln5xNnRQVHhukpX97eMqybMqq5HYwuHZiJMKDpGqXn55vAFaxfuNRYGSj8oGgsHGofuC4owCAiJUqReRVqwIPKMtDrov9YaJZmW9Wm7Vun+byyiROKzZfdxLNuwD03rV8PoAe1MATmPyQgwAowAI8AIMAIpIKBYskRJ0SSa9oAJE8PvTdpzLzcnq9OjMXwlia9QesWHtK5f1/UyJJ8OzVExyquGYSg2kjyj6j72sF5N+Cj90GzonqdEHtiD7yt9z70zOAlyz9jtxWs/jJu5FsEhYVg8dRByZsucaApK1ek6ZKaIPunXpSmn7Rh7A3g8RoARYAQYAbtHQHFkiVKjSZgwSf29JgUQqYqMUvPYU1q9jJ4I4eooKqio+okt77k2n7DH9BOJhS1WvEnp3tf1uT2UF1Z6hTAfD2cRCWXKNnPpNuw/cg79uzZDx5Z1VFMRWXLg6HmcPH8dRKwsmToInxbIY0pTeGxGgBFgBBgBRsCuEFAUWaL0aBImTAy/t2QEjj3k8NuTmKUuT7CnPdeGg735gkw9iYuLR2CYbWnSGP7US3yFSq8nJs7msPHJ4AQla/WYgyiR3nD15gNBimhLyaEIlCs3H+DEjrlpdTm+nhFgBBgBRoARYAT+Q0ARZIl6ZMGH4Eiby2GXaRisW5H4vpSh2VQiNjwy1i5uWns7JCfdVHqTTgcQJVY4MraD0nPP19NZiNlSWo4tidqqY2XvPq+v39hapBURJdQCQqP1hcCq+pmTKNFn4SQKO3D8YhzfMTdZuo4+13MfRoARYAQYAUaAEUiOgNWTJfLwRJEFdGi21QMDEyb/c06ZauXkkB7+wVGIjYu3q3tXvklO8HlllUROy0ZJcswWCdG04GLLqSlMlBjmGVLThv4WhimUQCYSMLOXCyKj4xAUxkSJYR6guTel4HQZMlOQJBsXjjbGkDwGI2BRBGq2Goo37z4IG3x9PFEwXy60alQD9WtWNIpdo6atQo92X4tx9WmG9tdnTO7DCDACykDAqskSe4ssYMIEsJfKJyk9HuSBIjomTrFvXlNao/xcRo65ONknOaYPTlLo1paIJFfn9PB2d0ZgWBQiomxfvFeffdanj5LT1ORzTclEsKUjSijV5uVrP/HvwaNnQquE/pvjP6IkqQisPj7FfRgBa0OAyJJOLeuiZtUyCAgMxrnLt7F80wGM6NcGXb6pl2Zzi9Xogg0LRqNCaf1KcxvaP80G8gCMACNgNQhYJVmiXh42OCzGriIL7JkwkeSYPVR/0OcJQAcLb/eEUHVb1XFQ8sFPnz00Zh+KsqOSskqOKpB4KL36iTH3NTVjKbG8sNKjiBIwdwGRfJZqyzfux7KN+4WIq6eHu/gvkSOFC+RBhVL6HfosZTvPa3sIPPK7jbOPDoiFVf2kIQpnLW20RRJZMqRnSzSuU0U15uGTlzFiygr8tHkGPsmTHeERUVi0djd+/uUiMnp7onWTL9G8QXW4uTrjp+MXcPbSLXh7ZsDB4xfEvTKgWzNULF0E81ftxLrth5Erexb4eHmgWYNqqFejAvqOWYBHT16I+YoV/hhjBrZH4fy5NfZv06Qmrt16iDnLd+DvZ69Q+4uyaNvsK5T4NJ9GDJ48e4Vpi3/AxWv3kDfXR8iaOSNaN/4SlcsXR6/hczF+SEeUKPKJuPatXwAGjluEOd/1xa17j3Dz3iN8Viw/Dp24KCJh6teqiFlLt2PLkrGqufqMmoee7RuhbMlCuPT7H1iwepewK0smbzSrXw092zc02t7wQIyAvSFgdWSJvUWTaHI4IkwyebngXWCkXRBF9CXax8NJpFgFhkbbxZoNedBQbr+TY3r4BUXaVBoaHTq83J0RGhEj/nFLGQGlHzhphUyUpLzP+vZQSmltpfstESVZvF3h6JBO360xST9ZSpgr35gEXh7UAAReBT3FpKOdER+fEBWYLl16TKi7Hjm9Ew78aW2ayJL4+HhUaNAXYwe1FwTAxLkbcf+vpxjauxXSpUuHSfM2om+nJmhUpzI2/ngUc1bsQNc29VG1QgkcOXUZ9x7+g91rJuGvJ8/RtOt4jOzfFkUL5kW2rL7w8syAfUfOoUzxgnB2dsL67YcF2aCtP31frd9+JL7t8w2qVSyJY6evYu+RX3Fy53xhi3qLjIpG485jBbEpSYtxs9aie9uv0b75V+g7eoFINZo2uoe4bNWWn3Di12tibrmOkkXz46tqZZE9ayZk8vVCt6GzcO/MRtU01ZoOxJSR3fF52aIoW7cXendshK9rfY5//n2DS9fvYdzgjmndEr6eEbBbBKyGLLHnaBJN3ke56R5uTjZbKleu2RYrHJniaSLLa9qKhgsfmFPvJerVUZQkjimjIWjltixYm/qdTd2VUtfLWklHJkpSt6+6rtqy+ziWbdiXrJSw8WfiERkBzQgcvf8D9t1enejDZiV7oV6RDkaBTBNZQgO37j1JEAJ9OjVBuXq9BAlQungBMefew7/ijd8HLJ4ySJAM56/ewdq5I8RnFNnRsNMYXDi4DN5eGaAprYYiVW7ff4x/nr3CnQdPBHkiCYmk/SnK69AvFzHv+35i/JiYWLTpOxl71k5OVr778o37gtw4snU28uTMKvp3HDgd9b6sIMiSsxdvod+YBcK2DBlc8WWLISLdiKJqaB3Hzl7F1qXjkT59Agkjx9NElpT7rDAqft0Xg7q3QMeWteHu5mqU/eBBGAF7RsAqyBKOJtHsgrZOmPCB2bBHjy3gpcT0AcN2yTy9ZYoWRRwpgUBT+oHZPLua+lnUo/OsiYiS+x6iUEFaa4ko0eQZpFNC1W+a1auKfl2apt55+EpGIBUIXHn2C9ZdnJzoys4VRqNyvgapGC35JboiS74b2gnFP80nyI8iBfPC1cVZNUDWzD6YP7F/MrKEUlu+bDkEJ3fNR7YsvsnIEkq/6Tp0pkhvK1/qU1A0CKXyaCNLRk9fjZPnros0HfXWt3MTVClfPNHvDh7/DVMWbMHVIytVv1cnS2JiY1GnzXARaZIjWyaMnLIK5/YvFutKSvqkRJbUqFwK2/adxLRFW8RcpYsXFOlMRKJwYwQYgdQhYFGyRL4hjYuPR0AIp19o2kJbJEzUo4go7cZWKxyl7pbUfZWSCRM+MBvfI5TgD7zvxt93bSNaU3lhKdbNRInp9j8oJAzBIWFcKth0EPPIWhAIiwrGjF96423wc9Eji0dOjK29Gu7OnkbBTJdmydFts0XaTOVG/bFr9UQULfRxsjmTkgyayJJ180fi8zJFxbWzlm0XKT3r5o2Eg0N63PrjMdr1m5KILFHvP2/lTvzz7yssmTY4xfU+/ucFGncZhws/LRMaKtTUyRL6ee22n0VkDOmo0HqI4KCmiSz5/faf6DRousY0HCJLqEVERuHh43+xaecxXL15H2f2LBLr4sYIMAKGI2AxsoRyrT1cHRHCegUp7potESaUduPl5sT7nuKua+8g/UFJlVHkvgeFRyNcoSVP07BlJr1UlpOliIKoGOuqKsMVb0y69RoHl/5gyb+tShcqt+aIEvN7FM/ICGhH4G1IAlmS1UO/Erz6Ypm0Gs6vl25jxeYD+H5YZ3zT+EsxDKW2RMfEYvaEPsjs642Hj5+BiITOreqmGFlC15Yv/Sl6tGuIsLAI/LDnOE5fuIkVM4eKlBoSUlZPw0na//HTF4LwmDm2lxBcDQwKFToj5UoWRoF8ORMtk7RWvmg2SIjGNqv/Be49fCIEZscO6iDScKj5+QeievME4uXY9jmCNNFGloSFR6B8/T5YNn2IEH49cuqKiCShnynS5cCx34TYrbenB3YcOCXEXi8cXAonJ0d94ed+jAAjoIaA2ckSesvo6e4IZ0cHm9fjMKanKeENsq71yvKwrs6878bwC3kI9Q+ORHRsvDGGNNkYSvddkwFjxIHlW3xr0q3gfTfiBhs4lCWrTCnp2aQJ1gTsnOHIb2EN9DruzggYDwEiS968+yAGJPFTqgLTuklN1K1RXjUJfT5x3kb8eumW6nckbEp6HRt3HsWFq3exes5w8dm79wGo0WIITu1agI+yZBQpNBPnbYB/QLAQhW3RsLqoQEPRJdSqVSyBc5fvqKI3kvanyjoUCTJjyTYQeUGNqtysnDUMeXJ+lAyI63f+wuJ1e/DW74MQnD1/5Q66tWmAlg2rq/r2GjEXLs5OiaJVkq5DdpaVsehniiY5c+Emls8YiqKF8qLz4Bl4+vyN6EppSgO7NUf1Sp8Zb3N4JEbAzhAwK1nCYp5p8y6lHj4s+cU9bYhb99Xy7a21lpKlfffO8F/pY65yZHJnsqb7TKnPKpNvkhknsISujdKjIJkoMaOD8lSMgJEQoJQTiuygKjGODg56jxobG4cPgcHIlNFLVcHm5Ws/+Hh7wt3NJdk4mvpT1Mj7D0EiakOm2GgygHRJpG2UOlez1TARCVKhdELJb0qpq9SwnxCkrVSumF5rCA2LEFEwJFibtNF4sbGxoqQyN0aAEUgbAmYhSziaJG2bpH610g4hLN5rvL3XNJK1CiiyToVp913b6OoCuiT8am49IHlAJ9V+axIatcxuWMeslPJKz2HyB1Omackyxu+DlFnynokS6/BXtoIRsEUEqDwwkSQkQHv15gMULpAHq2cPV1W42bTrGLbt/UVUzJFVb2wRB14TI6BEBExOlnA0ifHdQgmEiSTInByUUa3D+LtkvhGtjZiQekSBYVGIiLIuDQ3z7YplZ7KE0KcU7I6MjkNQWLRlAeDZEyEg07TCI2MQHB5jdHSU8DdJ16KZKDG6S/CAjAAjoIYAVa/6489/EBUdg9w5sgphWXXB1XOXb4vIlJJF8zNujAAjYGUImIws4WgS0+60/HL6LjDC7G+PU1qZqb+YpzS/PX5uLYSJ0g9NtuQ78k2/OYSArcX/bGn/jL0WWV6YxjVm1JHS73kmSoztaTweI8AIMAKMACNgOwiYhCxxdkwPHw9nRETF8htGE/oKfUklwVS/oEirIUzkF+cAK6zMYcKtsIqh5Zt9uu9M8fY4pTezvp7OiI6NA5eDtgp3EEbQszijhzNMqWtD5Cg970lcNowrHVnP5muxREYdGYNEk3+DiHyJjbNuoWlNcDBRYvXuygYyAowAI8AIMAIWRcCoZIl6xRM+LJtnX62FMJFvLUkjgQ7LSvzibJ4dM+0sdA8SaREbG4+AUPOkQnBUgWn3NK2jm3J/zBm9klYc+Pr/ISAr1qSlvLC1/O1J7b4yUZJa5Pg6RoARYAQYAUbAfhAwGlkiv5BHxcTym2Uz+4+lv7SyLo2ZN1yP6XxkFZqwaJNGHcnDchDrk+ixK5brQiRaZi8XRMfEIdBIPqH09AvL7YZ1zKyuMUORR4aIAdPzRckivkyUWIcPshWMACPACDACjIC1I2AUsoQrnlh+myVh8i4w0qzG8IHJrHAbNBmF27s4pTdZmpYlREQNAoA7J0NA+kRa0yaMNQ5vkWURkNGg9JzQ1yckEWuuyDVjI8REibER5fEYAUaAEWAEGAHbRSBNZIl6NElwWAynXljYT8z5JZYjiSy82XpObwpNAbn3Cdfm1zsAACAASURBVNoohr2R1tNs7mZCBNJCcHLFGxNujAWH1qe8sIxOUnK1IyZKLOhkPDUjwAgwAowAI6BABFJNlnA0iXXutjkIE0q78XJzQlry3a0TPdu0Ki2H46SIcKUj2/ARdxcHeLo5wZDyzqbUPrENVJW9Cl33tiXFo42FKhMlxkKSx2EELIvA389ewe99ICqU/tRgQ36//aco0VsgX06Dr+ULGAElI2Au3/fzD8T1O3+hTvVySoYrke0GkyUcTWL9e28qwkRdwPd9UCRHElm/K6gslNoiadk3SboYo4qGgqCzWVPl4Ziq2NA/Xc2QvjYLmB0sTApE01JleWFbIMmYKLED5+Ul2gQCwSFh+LxhP61rGTe4I6KionH+6h2snTvC4DX3H7sQJYvkR++OjQy+li+wLgSev3qH+at2YvaEPnB0cLAu4wBYm336+n5a7b5y4wG6Dp2Je2c2Wt2epNYgg8gSOizRoYvKkqb05Tq1BvF1xkHA2ISJeupFUJh5qqwYBwkeRSJA0QQebk4wlOxIja4Bo64MBPRJq+GKN8rYS2NaKYlRetaTPk14ZIzZy5Ebaz1ODumRyctZCNJyYwQYAetGIC4uHk+fv1YZ2bDTGBBBUqlsUfE734xe2Hf4HJMl1r2NZrHu/l9P0bLn97h5Yi2cnBzNMqchk1ibffqSJWm1227JElkWlpwkIITLwhpys1iyL31BjI6JR1rJDU65suQuGnduZ8f0yOjhDP/gSETHxqc4OJNkKUKk+A5Ehnm7O8HBIZ0qmkAuypgpXIoHys4WQOSqj4czSKOEItKU2JgoUeKusc2KQeDZv8C16wnmlikFfJzX6KaXr98HM8f2Qq1qZVRjb/zxKA79chGfFc2Pg8cv4NMCeTCgWzNULF1E9Bk1bRUuXL0L/4Bg5M+bA/27NkPdGuXFZ+oHxmu3HmLy/E149dZffPZl5VIYN6SjSNN59OQFRk9fjQa1KuKHPScQHR2DYb2/gbOzE1ZtPogPgcHo2LIOenVIiFCZOHcjKpYpgvo1K4qfT1+4gaOnr2DWuN7i5237TuKHPcfx7n0g8ub6CAO6NkONyqVSxCsiMgrzVv4oxoqIjMZnxfJj3KAOyJcnO16+9sOMJVtx6fp98ftWDWuo1jlz6TY4Ojrg8T8vQeuktQ3s3hy5c2SFrjEfP32JaQu34PKN+wK7Ad2aq9IpaMw8OT9CYHAILly9h8Z1q2D3T2cwfkhHlCjyiVjLW78ADBy3CHO+64s8ObMmW5+huMbGxmH9jsPYvv8kgkPChR+MGdAe3l4ZBFFCB/siBfPCIX16jB3cAcUL59Pan+YeN3MtRg9shy27jwtbf1g6LpmNr968x5wVP+LqzfuChPmqWlmMHdQBgcGhmL1sO46fvQZPDze0bFgDvTo0FFEtPx2/gJv3Hol9OHTiIgrmyyUwTGpfySKfYOfB09i06xgoiqp5gy/QtlkteHt6YPCExSj3WWGVT5EPrdt2GAsnD0BmX+9kdrbtN0XMf+7yHTHP1FHd4ebirNUn9PV9TbhqsztbFl/Ex8dj8+7j2LTzKN68+4BCn+TCn38/t6/IEin8RpEkFFHCTTkISEG+BCFOw/eODsqe7o6gL5z6VkpQDjr2aymlVGTychEkWlhkrFYgXJ3Tw8vdWUSRcSSZ7ftLUmKEK97Y/p5rW6F66o2rs4NRS06bC1UmSsyFNM9jlwj4+QHLV0NVc5y+cPbpCWTNYlQ4tJElc1bsQNc29VG1QgkcOXUZ9x7+g91rJom5t+49gQL5ciGTjxfOXLyJBat34cLBZeKArX5gvPvwCf76+7k4bIdHROL7ORsEgUGkyJ37f6NN38mo/UU5tGpUA7f+eIxlG/aJvkSQxMTEYsSUFTi0eYYgLjoOnC6IknbNagkb9h05h827jmHf+qm4cfcvdBgwDfMn9sMneXPgxt1H4nrZVxdga7f9LA6hS6cPgYNDepz+7QY+L1MUpYoXRJMuY1GqWAFB2jx59lrYc3zHXOTMlhl9Ry8QJMmQni0EFvNX7hRkDq1N25gli+ZH/fYjUazQx+j8TT1cuXEfyzbuF7jSumnMXy/dQt0aFQQpUOLTT7Bm6yH4+nhi2ugeYhmrtvyEE79eU+1F0rUZiuuuQ2cwe9kOjOjXBtmz+mLR2j3IkS0TFk8ZJDAeP2udSMciYqhQ/tw4fvaq1v5y7o+yZESLBl/A1dUF3ds2SGQikWJNuo5D1swZxWcU6URrJFJl5JSVePDomcDQPyAIM5Zsw5CeLdG++VcgAo98kjAkciV71kyIjIpKZt/5K3cEsTZpeFfky5MNKzYfEETJlJHdcO7ybfQZNV+s5+M82dG481hBRDWpW0WjixSr0UX8vn3z2gKTmlXLos/IuVp9Ql/f14SrLrsPn7wsfK9/l6b4otJnOHH2mvAxu0jDkQdlZ0cH8VYpNi7lt9BGfULyYEZBILWECQt5GgV+qx1EHoa0ESEcUWC1W2dSwyQ5Ts97JVc9MSlINj64fPaHhCeQqUrUqmKixMadlJdneQTOXwBOnk5sR60vgaqVjWqbNrJEXbPkybNXoHQdSYhQNMLDx8/EwZaiB5as34sfV30vog6SpiK8ex8gxCjf+n0QEQNenu5YNn2Iiiy5e3oD0qVLh7DwCJAtO1dNRLHCH4s1Nus2Hp1a1UWz+tV0kiUXr91Dj+FzsHLWt6hUrqhB+hpL1+/DTycuYPHUQeKNPdlC7dL1P9B92GxsWjQGGdxdxe/oEN6kXlVBwhCxUaZEQfRs31B8tufnX0VkC5E32sb87epd9BoxF7/snC+ICWp0YK9WsaQgK2jMwvlzC4JAtrMXb6HfmAUC+wwZXPFliyGib+M6VbBy80GBGzUfbw90a9PAYFwpeoIih74f1lmM88u53zF4whIx38s3fsnScHT1f/bijSDArhxeqcIsqbPKvTr8wywRASSb3P85E/qKaCNqFGlz+fofAlMiS46dvYqtS8erUj41pbMQaUbjdmhRW4xBfYh0uXhomfCLhWt2Y8/PZ5Hjo8wo9mk+fDe0k9b7icgS8qlqFUvo5RP6+r6hdvcaPhdZs2QUEWDU7CYNh6qdUKUEJecpG/VprfDBDCVM5EE5ICQKUTFxCl89m68NAU3CjSIlI4MTRxPZqduQT2TxdhGrZ20q+3MCIkp8PV00pukRkebh6mhQBSVLIMhEiSVQ5zntDoG794A9+xMvu0lDoNRnRoVCH7KECJEvWw7ByV3z4ZnBXbydJ6KkZtXS4g0/RQZsXz5BvPVXPzBSRMrwyStQpkQhFCmYR6QOuLo4iQOojEKQZAkRMCVrdVORLrRIOvg2qPW5ICd0RZZQtMKMpdvw44FTAhuKzBjWuxVyZU85CodShMbNWCNSOtzdXNG2aU306dQER09fxoTZ61G6eMFEeH9ZpbSIiEhKlhw7cwXzV+3Cse1zRNqRtjEpCufc/iWqMb+fu0Gki8yf2D/ZmNQpJjYWddoMR/e2X4vohpFTVuHc/sVwdXHG9MU/ICQ0XIxFaSTqETv64lqt6UBxHRFS1ChF5qvW32LvuimIi4tLRpbo6k/CwESWyLk1OSqRSkSCXD2yMtHHkpBTJ1Eo3WbS/E2iL5ElSUWHNZEOZB/tY5ZMPonGl6k2hCcRTpRCdu3oari5OuskSyjiRfrA3sO/6vQJfX3fULuJNBzcoyVaNqxuH2QJR5MY9RlvVYPpQ5hIbZr4eCAwlLVprGoDTWSMOmFCb5EpPYdJUhOBbeXDqle8odQ99gUr3zAjmyfLSevSM5I+Qv6RVi0sI5svhqOUIRI3ZzFXU6DLYzICaghERABrNwDvE/Q+4JsR6NkNcE2IcjBWM5QsuffgHwyasBgXflomtEeo0Rt4TWQJRU3Uq1kR/To3Ef1IG4NSTzSRJZSOUaJmV61kSbehs/DF55+hS+t6Yiz1NByJRWBQKG7ffywquBQukEf1Jl4frIgkuHLzAaYu3IIxA9shU0ZvQfTIiISkY+giS2TfpGNm9PHEgLGLVBE61I8IISKSSGQ36ZhyHEq5oIM6kT9FC32cKPIkqV1JSaiUcKWDeJUKJTC8T2sxlIz8OL17oUiFadHjO1w/vgYuzk7ic13937zzT5EsOXPhpiDUzu5dlEgnhPaucuP+IupIas1QhM7hU5dABIomsoQIu6T2kR4IpdVQ6pSmdvD4b5iyYIv4iEivPp0aa3UP8mt1soSifHT5hDpZosv3DbWbxi1SIK/QDaJm05ElHE2iz+NK2X10lYDk/Vf23qbFeiLSsni7gopFcDRBWpBU7rXyoPxBLZpMlpGNjY1HYFi0KjVduatky7UhICtl6ZNyS35BItH0X2sSfJeCtLzLjAAjYEYE/D8kTEZkiQmaoWTJP89eo/u3s0XkAYlP/nzyEqYt2qKRLCEioOAnuTCsVytR5pXSWDL6eKSKLFm+6YAgWhZNGYgXr96J1IqQ0DCRokFaFEEhYahZpQzoezjpbHh4uIsUi/CIKHQcOE1ETpD2RdJG+iukF0JRMaFhEYIMGNG3DSqXL46vvvlWXEe6JNSu3nyI6JgYoZmhiyzRNubnZYuiTpsRInqlR/uGuHbzAQaOX4zlM4aieqXPtJIlfv6BqN58sLCBIld0RcwYSpYQIbH3yK9YOGkAPsrii6kLN4vImF2rJwrB23L1emH9glGiHDQJja7fflhr/7sPnqRIlpBwL2HQsHYl9O3URGihkPYMpR6Rv3hkcMX3w7oIgd+h3y9Dnerl8W2fbzSSJbS3Se2jVCgSlyVMiVh68doPuw+dEdEzDx//i+bdJ2D1nOECS0qJWjdvJGhfNLWkZAkJ0OryCXWyRJfvG2o3iReTrs6Msb2QJZM3lm7YJ0RubUqz5OX7sHgKu2dtEhM85a1wSE2ECetTWOFGmdEkuf+xcXGgg3FAKJeGNiP8Fp8qpfufhV4tvkUmNSCl/dc2uTWlazJRYlIX4cEZAYshoJEs2XlUVLuRh0rSHanRYghO7Vog0huGTVwmREap1axSGqd+u4EdK74TFVuoUgv9l0RaSaNj9LRVIuWBUiNIj8PTwx0rZg7FHTpY95mkStnQFAFBqTekX9G2aS1QmgbNS6k8NFbZkgXh5x8khE4v/f6HIB2kfkeV8sUx8dsuyJEts/iMyJ2Dm6aL6jNJG0W7zFu5U/yaxq1TvRwmjegq9C1IOJaquzx9/kb1uawcRGRJ2ZKF0KPd1wkkxpmrIqKFyAxdY8roBGkrRTYM7NZcjJF0THVb6WBP0R1LpiWQJtqaobiSHWNnrFXtJ+l9LJk6CPk/zimmIDKFRFKpkTAqCc9q6590bm02UvTKuFlrRWUXapSmtWXJWLHHpJdCFYOoUYQJ4U0+szGJT8qxk9pHe7JgzW5BwMhWvtSnWD5jCJp1myCqGRFxQo32a/v+UziydZbGajhJyRK6RpdP6Ov7mnDVZvfGhaNBZFnP4XOE71Mj/6Z7y6bIkuiYuPiEain85lDnHW5DH6qXg6Ww5aiYWJF2Q+k33OwHAfIDIkqpybQrCmHXVELWflCxr5XSgZeeASlVu5IH4w96lpy2LxSVu9rUEiVyxVSK3NfT2aIRaUyUKNf/2HJGwFQI0AGOqsdk9PbUOQVpRFA6SrasmeDk6JBmc16/8xcHWyIz1BtFPbz/ECQID3e3BF0waovX7QFFPEjiR5MBZON7/yBk8vXSKA5LEQWki5Ipo5dKADalhegak/RZaB2+Pl46NTPkHBQ1U6lhP0FWVCpXLKWpU/U5rTEiIgpUySZpo0iIqOhoVdqV+E6ro7++BtB+kfaKFNCV15FGjouLU6L5dI2pyT6Jv5dnBr0w1tdm2U8fn0jJ9w2xm/z79Vt/UCoXYWZrLd37oIj4iCgW8bS1jU1pPfQl2dPdSVS8oNBrbvaFgK6ULBlJ4BcUyQSajbqFTKWgt2X6pthQKWlvdzoY6y45baOQ2dyy0kqUSEDoWUKESXRMnN6+ZCwwmSgxFpI8DiPACFgCAdKwoMgNSnNRatu06xi27f0FR7bOZr0opW4i260TgXQv/MI4nsCOnES9DGRAaBR8MjhDW/lYO4LFrpYqq1oEhUcjPDJW49qNdZCyK2AVslhdRFlKS+CS4ikhpIzP9Y0oMmQ1RLJSlJI+uieGjKutLxMlxkCRx2AEGAFLIvDsxVvkzJZZRMEotZEmC4npkq4KN0bAFhFgssQWd1XLmtTTb2QlA/m7EH5bbBeeYAgJYkhfuwDPBhaZFqJELl9GElBUmjVWRLGBbTLpEkwZOSaFgk0dfUQljL3+SyE0KVg8OCPACDACjAAjwAjYNQJMltjJ9suDL32JTRpNwISJ7TuBelloqniirz4NRaHQP3O9Lbb9nbDcCmUaTWBYFNKaekkRat7urG9jud1M3cykSURN39Sr1MyiiZRPzTjarqH0Ufp7xo0RYAQYAUaAEWAEGAFTI8BkiakRtvD49MXV090RTg7pdYo4MmFi4Y0y4fRpjSagt8X0NpoIk+hYztoz4VaZbGhTRQmZalyTAWGnA6tr1Jij2pWcj549KYkHG7IlTJRoRuvKzQeizCdVZejYso4hkHJfRoARYAQYAUaAEdCBAJMlNuwehuoLyEN1kBHePNswrIpamowMSeueUtWLjB7OoKiUqBgWhFaSE5ia0JBkGh2K2TeszzOIuMjs5YKEqncxZjVQPn8CjPDcYKJE89aNm7EG+4/9pvrw0wJ5sGftZLPuM0/GCDACjAAjwAjYKgJMltjozsoDkqFfUolg8fV0gT+XCFW8ZxhbcJF8I5OXi9CpCNMiDKt40GxoAfLtPi3JkNSr1EAgiVkWi04Neqa7RurLWIIokasiotXHI21C4kyUaCdKTp6/jtED26Nm1TJYvnE/tuw+jv5dmqJfl6amcywemRFgBBgBRoARsBME0r32D4+PjePQelvZb3VtisDQaKRmb5kwUbY3qAtwkkaNvvok+qxaRh/xoVgftCzXJ62pV6mx3BJzpsZOe7nGmvYjtZpJtFdMlGj22JlLt2H/kXPYuGgMKJpEthY9vhPpOBsXjrYXV+d1MgKMACPACDACJkMgXXRMXPy7wAijHqhMZi0PrBMBNxcHeLo5ITwyJs3h1kyYKNPZDE29Ss0qrekQlhr7bf0aS+4PRbP4ejqLvyemjmax9X1My/os6QO67JbRbh/0jFxkokQzmkEhYSBS5OVrP0wf3QNN6lVVdazd+lsUKZgXi6cOSosL8bWMgN0hcOzMVZT7rDAyZfSy6NqfPHuFt+8DULF0EYvaYcjkfz15juCQMJQpUSjFy6wFZ12G/n77T1EOuUC+nCmuhzvYPgLpgkKj4p2d0uN9UJTtr9aGV2gKXQImTJTlMKlNvUrNKq31MJaatdjSNcaseJMWXGR5WmOKe6bFHnu61tqjv2R54ZCIGFCEmrbGRIluryXCpOuQmXjw6BlGD2gnhF0pBYciTiiqpHypT+3J7XmtNoZAzVZD8ebdB9Wq8ufNgW/7tEb1Sp+ZbKXFanTB5sVjUbak7gP/2Yu3cOf+3xjQrZlJbNm86xjOXLiJ9QtGmWR8Uwy6fNMBPHj0FIunpEzS6ouzKezUd8z+YxeiZJH86N2xkb6XcD8bRkBollA5QcrEIS0CbspCQH4xjoqJBaXdGDPlgpCgw5eXuzOXjrVytzC2Pok+y5XCkZHRcfzs0AcwE/extjLP0h59owhMDI9dDK+UqmYplRdmokQ/d1UnTGpVLQPSL2G9Ev2w417WjQCRJZ1a1UXdGhUQFh6BjT8exd7Dv+LWyXVwdHAwifH6HuK37v0FR09fwZYlY01iB5MlJoHVoEGZLDEILpvvLMgSS6rl2zzCJlwgpd14uTkhpTd0aTWB3gR6uCWUjk2NBkpa5+frtSOQ0qHD1NiZuySpqdej1PFNEVlmDCxkFSXSzmFRYGMgqn0MGQkYqJBqZvTs8HZ3gpNj4rL2TJRo3mMiRrw83JN9qE6YcCUc095jPHpiBN5Ev8GD0Pvil4XcCyO7c3ajQURkyZCeLdG4ThUxJqVujJ+1DhcPLRNkCUVRbfjxiIg+8fXxRNumtdC3cxOkS5cO/758KyKsrtx4AFcXJ1QqWwxTR3WHs7MTTl+4gQWrduHx05ciZWTC0E4o9EkuMYc6WaJt/Gcv3qLDgKnwDwhG8cL5xHWbFo8RLyoXrd2Nn3+5iIzenmjd5Es0b1Adbq7OwpY8OT9CYHAILly9J2x9/yFQq/0pkSWjpq3Chat3hQ0UcdO/azPUrVFe2EJzOaRPj8dPX+Dc5TuoVK4YRvdvhzXbDuHU+RuoUPpTDOreAoXz58bwyStQodSn+Kbxl+La+Ph4DBi3CE3qVkWd6uVw7vJtzFm+Q4VVVFQ0Zo7rhXx5sgsCa/ayHfj55CWBsbubKwoXyC0iSwICQ9B3zAI8evIiAdfCH2PMwPZiTn1xpn386fgF3Lz3CJ8Vy49DJy6iYL5cGNGvTSIfozlGT1+NhrUrYfu+k+Kz7m0bqNY0ce5GVCxTBPVrVhSf0f4T0TVrXG/x86s37zFnxY+4evM+nJwc8VW1shg7qAPUyRLCZefB09i065hINWre4Au0bVYL2bL44u7DJ5i1dHsi4qzPqHno2b6RiFC69PsfWLB6F/5+9gpZMnmjWf1q6Nm+odHuEx7IPAioquFYe+iueeBQxiz0JZO0SVydHcxGYDBhYn2+YYwqE8ZaFUWnOTikA6VdGDu6yVg22uI48sBpzdhzypbpPU/JKZMUgURkHz07XJxJd8vR9IApbAaqcrNs4340rVdV/NOUYiNLCHNkicI2V6HmBsQEYJ/fXsQjoUBEOqRD08zNkNExo1FWRGRJuZKFUap4QUEybNv7C4b1/kYcNqkdP3sNjo4OyJ0jC/598RYDxy/G8hlDRZpOrxFz4eDgIMiWoOBQ7P75LL4b2lkcjJt0HScOq198XhI/7DmBqzcf4Nj2uXB3c0lElmgbn+69Bat34vL1+4JooUaky5QFm3H/r6cY2ruVIGwmzduIvp2aoFGdyug7egF+vXRLRMnQwb/Ep5/Azz9Qq/0pkSVb955AgXy5kMnHC2cu3hSH8QsHl8HbK4OY69qthxjWuxXy5c6O7+duwPNX78SaiTihsUkAeubYXti486j4+cSOeXBwSA/S6eg0aDrOH1iCD4EhaNRpDFo3qYmmdavg+Ss/jJiyArvXTBKaSJPmb8LZizfRv0szoeuxcvNBODk5CLIkMDgU+46cQ5niBQVBtX77YUEW0LVJyRJd+0jRRHNW7EDJovkFiZE9ayY0qJVAeshG6VBt+k5GzSqlBUHy78t3mLZoCy78tExojnQcOF0QJe2a1RKXkF205n3rpyI6Okb4Q9bMGQXBEhcXjzVbD+GHpeMSkSVECBHpMml4V+TLkw0rNh+At6cHpozshss37qPb0Fm4d2ajyqZqTQdiysju+LxsUZSt20uk8nxd63P88+8bXLp+D+MGdzTKPcKDmA+BRKWD5ZdaDps23wYYOpMlIwmYMDF0t0zXX0YSWNO9SjYRgecXFMmEiem2XjWyetUja0+hlLZGx8QhMMz46YJmgNtqp5DPZWt6FhgKFpE9mb1dQeQft8QIUORIpYb94JnBTXwQHBouyBIiRZKSJkyYsPeYC4HbobdwLfhaounKeZZDyQzG0RQhssTXx0tEZMTExogoBYooWTB5gIimoPb4nxf448+neOcfgA07jqBH+4bo3KouOgyYhsy+3iJCIGtmH5WNi9ftwc+/XMKx7XPE795/CMIXzQZh6fTB+LJy6URkia7xk6bhhEdEoVy9XuIQXLp4ATE2pQy98fsgyAMiMCiqgsgb9abN/pTIktjYODx8/EzoFb31C8CS9Xvx46rvRaQLzVWmREFV9MLCNbtB4qvLpg8RU1NkxXez1+PcfiJEglG1yUCsnPUtqlUsAYpYcXJ0FFE4pEGyfd8voh81IhZK1e4hCI8CH+cU/09kAUVZUEuqWUKY3L7/GP88e4U7D54IkkISCknTnbThQGTJsbNXsXXpeKRPr/mPgyRL7p7eIEgqakRWTB7ZTeypLrLk4rV76DF8Dg7/MAt5c32UaG/UI0vIn+jzDi1qiz5Eis1Ysk1EORHBpI0sIbHgil/3FZE8HVvWFtE33JSJQCKyhJYgq2lwyoX1bag8IFNIe3hkrEUMtDZdBIuAYMFJRSRBBic4OSQOXbegSYmmttZ0EGvBx1h2KDFaQ1vahbEwscdxbIXApmca/W3hphmBcTPXYv/R89izdjJOnb8u3owSaZIjW2Y0q1cVHVrWUaXoEGHy4PG/2LBwtMa0HcaYETAGAn9HPMaZgDOJhqrmXQ0F3VKuhqLP/EnTcGJiY9Fn1Hzky51NkBKUbkKpMhRRkDd3Nhw+eQkdW9RB1zb1RfrN6OmrRIpOruxZ0KP912jVsIZI16BGURWy0TwUdUGpMeqHeF3jJyVLqHpNw05jRMSFq4uzamwiauZP7J+MwBA26LBfF1kSGhYhcCCipGbV0iLagqIhti+fICIwkpIlq3/4Cbf+eKwiSy5d/wPdh81WERdjZ6xBSFi4iLyp3nywinShlKfomBhVuoo6WeKRwQ312o3ET5tn4JM8CalX6mQJEVtdh84UESxE6EZGRYuUGk1kiS4ciCw5f/UO1s4dodVlNJElDTqMwoCuzUUUii6yZM/Pv4p9uHpkZbLx1ckSIl+I6MiS6X/EG12wcPIAkaKkjSypUbkUtu07KSJdqJUuXlAQZkSicFMWAsnIEjKfD8TWtYl0MPJ0d7SaAzIfiC3jH0o5ILN/mNY/JKFNlUR0VRMxrRWpH539I/XYqV9pKzj6eDiDSB9u2hF48doPddoMFyk400b3AEWb/LD7uEjNoUZRJySGKUkTbfomjDEjYCwEouIjcdDvIIJigxJ80MELTTI3hnM6F6NMkZQsoUGnL/5BfebGkQAAIABJREFUpHOQ3gRFhFC1GFlel3QiKpYuKsgSahR9QSTGiXPXsHT9PhzaPAO7D53FhWt3RQoGNSIeKjTog/kT+4kUGUmWfJw7m87x6QBM5Ayla1CjtJPKjfpj1+qJKFro42TrT0pgyIgWbfbrIktOnruOQRMWq9JMaDKyWxtZQkQK6X7IyJKkZMmNu3+JSJw2TWri7oMngiyhtvOnM0KnQ6bOJIosyZcLpb7qLkgMSu2hpk6WzFq2XURfrJs3UqT3EFnTrt+UZGRJSjgbgywhIuOLzz9Dl9b1hJ3qaThUcYhIkbN7F4lIJPWmTpa07Pk9mtStIiqOJW0ydUlTGg6RJdQiIqPw8PG/2LTzmNBGObNnkcCFm3IQ0EiWiAcfh9RbxS7Kg1F4ZAyCw7WXWTS3sbbyRd3cuKV2PqpK5JPBWfiAEg7ITLimdqd1X2crFWZk+dgPIVGIiokzDVg2PKqtPH+ZKNHfSWV0yfEdc8UbWyob/OLVO0wf0xObdx8X2gsUaULRJ5qEYPWfiXsyAvojIMkSLwcv/S/So6d6NZzwiEjce/BERIaM7N9W6JZQahqli9SpXl5odJBYab/OTQRZMm/lTrRsWB15cmYVERh02KVDPwmPUtoFkSOVyxUXEVp0yD+zZ6GIGpBkScFPcukc//qdP9F75Hwc2TpLHHp9vDxEtEZ0TCxmT+gjDt6UJkMHaUoLSkqWyNQ6bfbrIktIMLT7t7Oxd90UITBKehoUuZBasoS2olm38fjz7+eChCKhVGokZFu//Ui0b/6ViA45cuoKjp25otIsIcKGCKlR/dsiMChUaJjkyJZJpB0t27APpy/cxIqZQxETEytIXU1pOCnhbAyyhPb3yo37WDRloHheUvpMSGiYIMwoDalOmxFizaQvQxo4hD1Ff6iTJRSdQ1FMpIlDZBiR17sPnREaOiR0W75+H0FGkR4N4UT7QT9T6tWBY78JsV/SONlx4NR/+jJLhZgsN+UgoJUsoSVQOVJKEwsI5ZLClthS+YU4wEoPFLbyhd0Se2vInErFmQ7E9AyhlL7o2AQROG6pR0CpfqBtxUqPkEn9TqbtSlvxAyZKDPMDGV1Ss2oZvHztJ774b1w0BlQBh5okS3Jmy2zYwNybEbBCBIgsoTQa2UgzggiQzq3qCYJi3fbDmL9qp/iYNEwo1YNSaSiCYOC4RTj12w3x2UdZMqJds6/Qo93X4mcS56RIE2qUWkEpObWqlRE/E1lC5YBJsFXX+JQSNGDsQlFthtq1o6uFkOzEeRuFkKtsJOxJehVEllBlFGkDfa5rfDqYn/7thoicSdpIhHTYxGU48WuCXgylIdFad6z4DiWKfJJsrqSRJSRIOmDsokSpJ2QLCbSSsKuLs5NqShldQtV1alQpJXCTqTcUkdJrxDxBFhCOJPJK1V6ILHn11l/sAUWXUCM9FMJKPQ1HH5xJgJaq/qyeM1yrh5IeSps+k6CuWUJpOAO7NRfCrhRdRHgRGUR2li1ZEH7+QaqIGdItGTdrrcrXaO/JNrKf8OzVoRGoCtCCNbsFkSIbEUgbF44WP0oBbvp/iiahiJUEYiUvOg+egafP34h+lKZFdpEIMTdlIaCTLKGlZPF2QURUrFVFNSgLYsOtpXQLHw8nIZIZGBpt1eV6beWLu+G7ZPoryA8ol5+0HgJCrNsPtKEhq3RwBEHa/IVIJxcn69SpScvKLClYnRa7LXWtrUR8MlGSOg+S0SWUdqNOlKRuNL6KEVA2ApRGQ1Ea2bP6JlsIpT4EBYclEniVnegzqkaTLauvEI3V1nSNT9dQ+o2zk5MoD6w+NkVaZPL10jk29U9pfF27Q/YTaURlitPaSNeDSgrTQV69ESkk8bl+5y90HDhNEENyvRRJ89bvg4hw0ZRWQqSuj7enqDSkq6UFB33X/vqdv4j40bbflBpFejMZ3LWLsBIe7/2D4OWZIdGey72kKBqqSJS0kY/GxsYaZa/0XS/3My4CKZIldFDL4u0Ka0sDMS4M1jOamwuVTnRSFN6SMHkXGMFVUIzkSkrRJ9FnuTKCICQ8GmEWEibWx05r7KOkijepxY/+xmT0cBakIJee1o6iJMyUXm2KiZLU3ikQ4d/q2iWpH4mvZAQYAUYAuPvwCVr3noRffpyH7B9lSgQJpZdQdR+KNqHoFSJT+nRqzLAxAnaHQIpkCSEiD25BYVGIiOL8clN5iZKjNGzljaep9taQcYkw83JzQpAFqx4ZYq8+feUzRKmipPqs0dh9bIkw0wcbIgOo9DRXYkuOlk+GhNBoJafEyhcvjg5cH1if+0FbH3XtEk65SQuSfC0jwAhQqszL1+9VqUjqiPx29S6ev3wLR0dHke5XrHBy8VpGkBGwBwT0IkskYZLZywX0Vis2jvUHjOkc8lAUFRMr0m4o/UaJjQmTtO+akgmzlFZvb4f/lPDQ9bm96nnYioBtWvZe/VoiGHw9nREbG89EiRow9lztRUaXUGWG0QPaGcvVeBxGgBFgBBgBRoAR0ICA3mQJXUsVObzcnfnNnxFdSUYRhCi0DGhSKJgwSZ1zKEmnJnUrTLhKppWwDpJ2FO2dMHB2TC/ScoLtPG2LiBJ6QaH0e8XYESVU3aLL4BlYMm2wqNJgj23m0m2ijLAUd7VHDHjNjAAjwAgwAoyAORAwiCwhg1ifwjjbQl8gSbzT2dH2ws5lbv27wEjjgGXjo9hbxIU8BEZGxyEojCttqbu3LUcWGXIb29s9kRQbW1m/sYkSidOBo+cxY8lWdGpVF/26NDXEtbgvI8AIMAKMACPACDACeiNgMFkiCRNnp/R4HxSl90Tc8X8I2EMFCFvIsTeHz8ooAnvTAxJkobvydRiM6SO2WvEmtRhJUi06Jg6BYcpNTzR0/UyU6IcYpaN0GTITpNuxeOogeHm463ehDfSitY+bsUZUxOHGCDACjAAjwAgwAqZDIFVkCZlDedQxsfH8ZtjAvZFvjinEPNzGK4MwYaLbOTiKACAfcXJML7SQlKrVY+AjIFl3dVJAyQKeacVB2/X2RCLZClEi12FqMVfSLpm1ZCuu3HqIJVMHJUtLuXLzASqU+lSUF7VWMoVso6avfUSUDBq/GNNG9+A0HFM9dHhcRoARYAQYAUbgPwRSTZbYSj61uTyBvjx6ujvCySG9KI9pLyK5TJgk9zCp2xEdG6doQV9j3TtS58ae7guJna0cjo3lC9rGsQdi0VYqRiWswxmODulN7Raq8bfsPo7Nu4/jxI65ieZs0eM7vHj1DsGh4diwcLQgTqypLd+4H8s27hcmkf5I/y5NUbNqGa0mymiaAV2aokm9qta0FLaFEWAEGAFGgBGwSQRSTZYQGrby5c7UO0uChT4ezgiPjEFweIypp7O68Zkw+d+WyCon9uoL9nwYTrp2e614k9oHlLuLAzzdnBBogyXspS+EKFzU1hJEiS5/IjFYIkyssXIMibTuP3JO6K7kyJYZRPiQvVThhuxN2pgoSe2Tg69jBIyHwLEzV1Hus8LIlNHLeIOacKS4uHgcO3MFlcsXh7dnBp0z/X77T9GnQL6cJrQobUMHBofiwtW7qPdlBaSjt/bcGAEzIJAmskQSJlm8XUSFnOhYhda8NSHQ8o1oQEgUomLiTDiTdQ9NPqL0qg5pRVjqk9i7LzBhAsiD/wc7fy4Yek/ZItlIa/L1dFE8CWRtRAn5FhEl1CiqRN80F0N9MjX9ZflfiiSRArWUjkPpNVdvPsCetZMTpdgwUZIalPkaJSNQs9VQDOnZEo3rVDFoGaOmrUKPdl+jYL5cBl2nb+diNbpg8+KxKFuykL6XWLRfdHQMStXugd1rJqFIwbw6bek/diFKFsmP3h0bWdRmXZPfe/gPvuk9EbdOroOjg4PV2smG2RYCaSZLCA75BZYIE3tJL0nJDWSqBeERGBpt97jYe9oW6S64Otte5aOU7gNDPycSwcPNCR+CbZd8tYeUEkP33ZD+8tlqC9WUXJ3Tw9vdGf4K93drJEpk5MaedVOECKw1NdJS6TpkZrLUICJMiOApUiCPEK2lJomSZvWqcuUfa9pEtsWkCKSWLCEyY8OC0ahQ2jQpd0yWmHTbUxycyZIUIeIOJkDAKGQJ2SXfmjNhArj9Fy7OqRaJPdYeCRN7qHxk7OeSjLpQ+gFSEy5MlBjHW2Q1JQeHdEIDSoniwLZCDFoTUSKFXKm08NiZa4Xoqy4NEON4o+GjyMiSpvWqCqFW9UYVfqhtXDha/Jd0TahxiWTDceYrTIvAy+gXuB1xS0xS3LUEcjnlNtqE2siSgMAQ9B2zAI+evBBzFSv8McYMbI/C+XNj/qqdWLf9MHJlzwIfLw80a1ANrRt/iZ0HT2PTrmMIDglD8wZfoG2zWsiWxVeMMW7mWowe2E6kwb31C8DSaYO1ji/m0xFZcu3WQ0yevwmv3voL276sXArjhnQUqS0/Hb+As5duwdPDHYdOXET2rL6YOLwLLl67hx0HTiGzrzcGdG2OWtXK4MqNB1i8bg9WzxkOdzcXMdbZi7ewZc9xrJ49HKFh4Zi9fAeOnr4iPitdvAAK5c+N4X1ai59pTCqt/vjpS5Qsmh+3/3isiiyhdW748QjevPsAXx9PtG1aC307NxEpLeqRJbpw1oTbD0vHJdt7IqwdHR3w+J+XIGwIj4HdmyN3jqy4+/AJZi3dji1Lxqqu6zNqHnq2bySiduLj47Hn51+xde8JPH/lJyLthvVuBWcnp0SRJS9f+4m1Xrp+H58Vy49WDWugbo3yiI6JRYf+UzF7Qh/kzfWR6llK+FOaY0RkFOat/FFgGBEZLa4dN6gD8uXJbjQf5oFsBwGjkSUEiRRqfBcYaTsIGbgSPgzpBsyeCBN716ox8NZJ1F2mJlDVqDAbqBpFfp/Rw1mskVJvlHi4T8t+mupapT5vbeXlgjURJSICY/AMoQGybMM+NK1fTeh/WEsjIoe+2JM+CaUE0UGCDi7qqTi0hhbdJ4g1MDliLTvHdmhCwD/WHz982IR4JKTfp0M6tM/YEZkcjBPFpY0sIc2KfUfOoUzxgnB2dsL67Yfx97NXggz468lzNO06HiP7t0XRgnmRLasvbt//GxPnbsSk4V2RL082rNh8AN6eHpgyshvu3P8bbfpOxkdZMqJFgy/g6uqClg2rax0/JbKECIC//n4u0l3CIyLx/ZwNqFG5FIb1/gYbfzyKOSt2oHvbBqhSoYQgAU6eu466NSqgxddf4PfbD7HrpzP4dd9iREZFo1rTQRg/pCOa1E1IQ+o2dBaKf5pPjDV2xhqQvsiArs0EEbB8036BxeIpg/Dvy7eo126kuK5lwxp4/dYfI6asUJElx89eEwRG7hxZ8O+Ltxg4fjGWzxiK6pU+S0SW6MJZE260rqSt7+gFgiQZ0rMFCuTLhfkrd6JimSJiDZdv3Bdrundmo+qyak0HYsrI7gIzIpdGT1+NQd1boFLZorhw7R68PDPgs6L5VWQJfY9q0mUsShUrIAiQJ89ei7Ue3zEXWXy9UbpOz0QpjYSbb0YvQSqt3fYzNu08iqXTh8DBIT1O/3YDn5cpivJWJgLOTx/rQMCoZAktidIN0qcD7K0EpowgiIqJ5QonKfg2HRyzeLvatOCtPMTZcjqJqR9htiV66WLT/m5qX9A1PhEPdL9RhIkSdKGUSvAk3QNrIkqkbSSQSl/+iY088eM8S7plornVq954ZnATb8Kpms24GWuw/9hv4gs6pQpReg4RKdamsWI1QLIhVoPAtfAr+C30fCJ7qmSoinJuFYxio640nPCIKNy+/xj/PHuFOw+eCHJDHrqTpuF0GDBNEAodWtQWdt3/6ylmLNmGi4eW4f6fTwVZcuXwSmRwd1XZndL4ujRL3r0PwPU7f+Gt3wcQMeHl6Y5l04cIsuT81TtYO3eEmOe3q3fRa8Rcld2BQaGo3Lg/Dv8wS9hLUTKXr9/Hj6u+F2RQo05jcGTrbGTN7IOydXth+pieKiJl+aYDePDoqSBLVm35CT/sOS5IF4oW0aRZ8vifF/jjz6d45x+ADTuOoEf7hujcqm4isoRs1IaDJEuS4qaJLClToiB6tm8oPqJIEbJt3/qpKZIltG+5cmTBzLG9Eg2rnoZDREz3YbOxadEY1f4RMUbP1pZff6GTLFm6fh9+OnFBpDsW+iQXi8Ua5a613UGMTpYQVPYm5klf1j1cHRESEYPQCPurdpOa28NWS6aK9IAMTnZXIjo1PqDPNUr3E6Xbr88eWUMfiuLy9XQW1cas+RnMRInpvUUKpVLIPQmlWrqdOn9dEDgUQUKh5FQqmEgdWcqYiJST568jKDgUFUoXEREl1qaxYmkMeX7rQ+Bh5AMcDT6cyLDaHnVQ1LW4UYzVRpZQCkjXoTNFOguRjBSFQVEI2sgSilZwd3NFlkw+iexaOHkAXr15L8iSu6c3qA7L+oyvjSw5cuoyhk9egTIlCqFIwTz48+/ncHVxwspZ3yYjS67f+RMdB05X2U3rKFOnJ/aumyJSip69eIP67UeJiBBK2/nn+WtBusjIkUObZ6hSRtTJkvGz1iEqKlqkn1BLSpbIiLaaVUojb+5sOHzyEjq2qIOubeonIkt04SDJEnXcNG06RZaokyVUlWf+ql04tn1OimRJ+fp9RGQgRd2oN3Wy5OCx3zBh9nqULl4wUZ8vq5RGxxa1dZIllCpFZDVFuJB/tG1aE306NVGlPRnFiXkQm0HAJGSJvRwQ5MHY2ZGFO1NzR9ian7A+SWq8IOVrlOonUrzTFkvdprxr5u9h7X7CRIl5fYKqylhDSHXt1t+iWf1qggSRYq21qpYRBwGpsWJeZHg2RiDtCETGR2BHwHYExH4Qg3mn90HbjO3gku5/ERppmUUbWTJr2XYRHbJu3kiRPnHrj8do129KIrJk3fyRIqWCWsue34sIDE3luDUd+vUZXxtZ0rjzWNSrWRH9OjcRc6/fcRhXbtzXQpb8hY4Dp2klS+h6ijyhtBFK15k/sT+qVSwBKgVc8eu+mPtdX5E6Q02dLCFtlhNnr0FqiKiTJVkzZ8QXzQZh/YJRqFi6iLiWdEIqli6ajCzRhYMxyBJKI+o06H9kEdminobTrNt4VCxTNFkqpTpZ8tuVu4KcoiihpJVxSLOk1FfdsWPFdyhR5BOxVvU0HOmbRJhRRN/UhVswZmA7oWnDjRFIioBJyBKaRH5xDQqLQkSU7ZXM5YOxcW4maz/g6LtKOhh7uTuLt9rW/GZb3/VYWz9ZAUUp5adt5WBsbX6Qkj1EYFOESWxsPALDoq1GG0bqefkFRVqNTSlhqelza0y9Sc06zHkNpQWQiCsRNyTeWuGzwpg2pqcwgcQliTixRhFac2LEcykXgYDYAGG8j0PiyI20rojIEhIf/apaWdVQpCmy9+ezOH3hJlbMHIqYmFgRqaWehkM6GOVLf4oe7RoiLCwCPx48JbSBSJejaKGPBWG5+9AZoZuh6dBPeke6xtcl8EqpIwU/yYVhvVrh+at3Qislo49HqskSGZVGgrWUgpOeNA7+e27cuPuXSG8JC4/Ays0HUbpEQZGGQ1FrVFFrzoS+oiIQRaWQVgpFqOTMngWVGvbD1FHdUad6eaEnQmQDkTtJI0t04WAMsoTspugRipYhcdUjp65g2qIt4mfSLKH5SfiW0o0qlSuGazcfIiQsHNmzZlJploSGReCrbxLIaNJFoXb15kNEx8QIv6HIHRKL7da2AW7c+QvjZ60VKTqkWUKaMaQtQwK4NA6RMyP6tkH9mhXT6rp8vQ0iYDKyhLCSIo30BdGWSgrLgxCJT4bbgPikpf1a6YQJH4zN40FSHDg6Js6qNZHYH8zjD7pmIe0sF6f0QsfE0n97fDI4QclVeyTOTJTo79d0IKOKPBRNQgcXEnWlQ4w6UcJirvrjyT3tDwEiS6hii3qjQzMJgA4ct0hEl1CjaItzl++oIjQoCmPivA3wDwhG305N0KtDQyxYsxubdx1TDUXEJVWbIr2TNn0mJUrDofQMXeMTWUIVXCjVJmkjHZLR01aJuSm1g9JpKF2IiJ2NO4/iwtW7osINNdI1UY8sodQZEiSVaTjUR0ZHUBSaemTM63f+mL1su3imFPokN+Li4+Dq7CxSbyjyZOTUlaCUIGpEPJy5cFMldErVgkgPhVr+vDlEGhORUl1a1xPrpiiMXh0aiYo+2nDQhJsmD6U0HCIrerT7Wnx87MxVMTel4VBT13KSdkqxWdJLmbpwM/YfTdDFITxnje+NbFkyolWvibh1cp2IJiHSiEjnp8/fqPqRzglVFSKy6fu5Cb5AOjAuzk6oWqEkvu3zjYj6mbcyAQcau071cpg0omuyCBX7u/N4xZoQMClZQhPKN+62UFKYvix6ujuyHoUJ7iVJmIQoqPqJrHBC/w0Iibb4ocwE22J1Q8qSsWSYNUUOkD1c8ca63MUaRJaJKKGmdMFzJ4f0yOjpBEeH9Na1yVZqTe02CQciOpBROhB9mSdh1+M/zhMCrkSUDBq/WKThkK4K/Y4bI8AI6I8AVZby8fbUqDERGxuHD4HByJTRS6VFEhMbi/f+QaKiiptrQmU6XU3X+Lquo3kotSNb1kxwcnRIaRqdn8uKMRd+WibKD8tGc8i0EyJHKJWmVPGCqvQf6ufnHwgnJ8dE18nrKZKCnj1UvjilllocUhpX3RaKEPL2+t/61K8lEikgKFTsJaVdaWtUvYdSjtT3nPrKfaeKR0mb/CyTrxeTJPpumJ32MzlZQrjKL63vAiMUG4LMZWBNf4coiTBRejSM6XfTtDPQIdTJMT2sJa2B/cG0+53a0aVujLlLUMsoqMjoOASFRafWfKu4joiSTF7OqhBwqzDKSo0gEoQOF5RuQ+UrpVCrfIOa46NMIvT7/qNnCA4OxZ51U1jM1Ur3ks1iBCyNQP+xC0E6I98P65zIFCp7+/MvF4XA65NnrwQxQhEpSUVsLW0/z88I2AoCZiFLJGFChxsKi1Zak2RPQIgySlMqDV91e5VAmLi5OMDLzYmrH1nY0aQOhKVTLZgosbAjpDC9LEEdHhkjquWYukmiRCn6OrrwYKLEMG+hiBIiS6jqTdJKPBROTv+oSg99zlVvDMOWezMC9oQARcccPP6bEGKlND71Rmk4V288QHBoOLJk8kalssXgkcHNnuDhtTICZkXAbGQJrYqE92Ji4xXzpk2KSlLOe2Aop1mYyzOtmTBhPQpzeYF+81h6PyjiLKMHlayNRhjrF+m3aRboJZ/lpo70sCXijIkSwx2VdErGzlwrDjecXmM4fnwFI8AIMAKMACNgbQike+0fHm8uATx645bF2xXmesOXFrApesDTzUkRtqZlndZ6LR06sni7iEikqBjLV1Mie3w8nEQaGRNn1uU1liJMMrg6gv59CI5EdGy8dYHC1iRDQOrdmCp9i4kSdjpCQBImFD2yYeFo1iNht2AEGAFGgBFgBBSMQLromNj4d4HmK2dozVEDch8tdfhSsB+ZxHRZTcnfwodRWzoEmWSjrGBQdxcHeLg5mY244GeEFWx6Kk0wxd7Z0jOCI0r0dyzSKCE9kis37gstEkqtIZKERF2pkgSV6mTCRH88uScjwAgwAowAI2BtCKSLj4+Pj4iKAx1IzdVk1ABVyLGmN7LyC29UTCyCw2K4uom5HELHPJYmTChywMPVEYFhUaD7hJv1IiDFPE1JrsnoBFsoBWu9O2l6y4hco/LCxohcU8ILAH0RlbikT59O30vsth8RJSTkSq1W1TLYf+Sc+P+Ni8YIwoTKenYZPAOenhlEVRwp9mq3gPHCGQFGgBFgBBgBBSIgyBKym4Tvgs2o2i+ry1hLSWF5KA6JiEFohOlFABXoKxYz2VKEiSneQFsMRDuZWPqKKTREzKV7YSdbZfFlSuFXet6n9pkvx1BSyXNtwBNR4uORcklNi2+clRhA5YCv3Hyg0iaZuXQbTp6/nogYIcKEfj9tdA8mS6xk39gMRoARYAQYAUbAEARUZAldFBQaLSp8mKvJnH9LEibiTXEGJzg7OsCSdpgLc6XOY07CRB6Ko2PjhD5JAp3ITSkImOJNvy2lWShlH81hp9xXqlxjaIlfcz6TTI0FEyWGI1y79bdoVr+aSL2hVJx9R8+riBLSLSlX6lMmSAyHla9gBBgBRoARYASsCoFEZAlZ9i6AUmPMl24gy3+Sboq5W1q+KJvbVp4PkLoUpiS1zF1mlPfVNAgYk9wwRgSCaVbJoxoDASLMqVIbkaIfQqL0IkfNkfJljLXpMwYTJfqg9L8+QSFhQrS1RY/vRLoNpdeoEyXUk9JzqM/iqYMMG5x7MwKMgN4IhIVHwtnZEY4ODnpfY2sdf7/9J7w9M6BAvpxal/bHn//g4eN/Ub7Up8iVPYtVQcB7aFXbwcZoQSAZWRITG4f3QVFm1eug3HFqhr7ZS8uuyhQLCtcP55KfaYHSrNeakjCRkU5BrE9i1j011WTGIEy44o2pdsf6xqW/Q67OKUcYmvIZZG5UmChJGfEtu4+jZtUyghShCBJKtaGywPT/yzbuh2cGN+xZN0UVRSJ/TzoldDjhxggwAoYjULPVUAzp2RKN61RRXXz45GXMWPIDzu1fgvCIKJSr1wtLpg1GzSqlDZ/ARq7oP3YhShbJj94dG2lc0ejpq/HblTsoW7IwGtetYlGszl68hTv3/8aAbs2ErbyHNuKEdrCMZGQJrdkShAmViaVQaNJOMWWjA5SnuyOn3ZgSZBOPbYrDir4HJRMvjYc3MgIypSo1zxbWrDHyZihguJTIMWtIHTUWjEyUpIwkRZFQBAm1CqU+xclzv6sEXOl39BnpkvT/rwoOESn7j54XP1N6DjdGgBFIHQKayJKfT17CzCVbBVkSFxePB4+eIleOrHZdnlsXWRIWHoHy9ftg3/qpKPRJrtRthBGv2rr3Fxw9fQVblowVo/IeGhFcHsqkCGgkSxIIk3i8DYgw6eTqg8u3wGkR20vJWCkqGx5IcMn3AAAgAElEQVQZY3JSJiVb+PO0IWAswkQ9FYuijFifJG37Yo1XU5pFZi8XRMfEISA0Wi8TiTxzcUovqqXExrFojV6g2Ugn+juR0cMZSUWCbYk883R3Aq2HW8oIUNWbFt0nIDg0HB1b1sHoAe1UFxGZQpEkFH1CLUe2zOjUso7ox40RsHUEnoXew9X3R8Qyy/jWRT6PEkZbckpkCU3UYcA0jBvcQZTtJiFlan8/fYnfrt5F6eIFMX1MT+TJmRWPnrwARVjU/qIcfjx4CsEh4ejVoSF6tm8orgkMDsXsZdtx/Ow1eHq4oWXDGuJzSu+hGhh7fv4VW/eewPNXfiL1bljvVsiXOzv6jlkgxqZWrPDHGDOwPQrnzy1+bttvCr74vCSOn7kqrmtWvyoa1a6Meat24t7Df9CoTmUM6tYcPt4eKdpHz5cNPx7Bm3cf4OvjibZNa6Fv5yZIly4ddJElHQdOx/U7fwp8HNKnx/YV3+HJv68wbeEWXL5xH/nz5sCAbs1Rp3o5YfNPxy/g5r1H+KxYfhw6cREF8+US6z176RY8PdzF77Jn9cXE4V1w8do97DhwCpl9vTGga3PUqlZGjKHN1mcv3qLDgKnwDwhG8cL5RN9Ni8egx7dzVHsYGxuH9TsOY/v+k2KPaMwxA9rD2yuDCqOGtSth+76T4vrubRvgm8ZfGs3neCBGQBsCWskSuoCICxK4NFeTB1dTpEHIL7oBIVGIijGfJou5sLPHedL6lpf1SezLa3wyOIFKourSpeCKN/blE9pWmzSFi4kS+/ULGV0SHBwqQKCw/6TpNdQnOCSMBV3t103sbuXvIv/Fsgf9EY+E79PpkB79Ci9BVte8RsGCyBI65Bcp8L/xHj5+Jg7zFFkiCIoaXbB58ViULVkIfUcvwN0Hf2NA12aCgFi2YT9KFPlEVKKi1I82fSfj61qfC5KCiIINO47gyNZZyJPzI4ycslJEiA3r/Q38A4IwY8k2kQLUvvlXgkAgomVQ9xaoVLYoLly7By/PDPj6q8+x78g5lPl/UsbZ2Qnrtx/G389eYfeaSSrbKJqjT6cmAOIxbOJyuLu5Ynifb8Sc42atFbY2b/BFivYRiePo6IDcObLg3xdvMXD8YiyfMRTVK32mkyyhtKURU1aIvhncXQUe9duPRLFCH6PzN/Vw5cZ9kUpINhPWG388ijkrdqBk0fz4qlpZZM+aCW/9PojfETFRpUIJQRqdPHcddWtUQIuvv8Dvtx9i109n8Ou+xYK80WYrPTMXrN6Jy9fvY8LQTgKjMiUKoWStbqo93HXoDGYv24ER/doIUmbR2j3IkS0TFk8ZpMKIUq6IIPn35TtMW7QFF35aJjRbuDECpkRAJ1lCE5u7pLCsMOAXFGmUN7ry8ENvh4n44bfEpnQn84+d2kOMvO5DMAkac+SA+XfOMjPKiBF6viSNIjKGxollVsWzmgIB+bdDjm0LUUYcUWKYp1Bp4HSAIEcowmTQ+MXiUDV9dA80qVdVDMaVbwzDlHvbBgLn3u7CL682JVrMV9k7o1rWVkZZIJElOT7KjLy5PlKN9/T5Gzx9/lorWVKmREFVtMixM1cwdeEWcYi/++CJIEvunt4gDvTUGnQYJfrWrVFepKrMmdAXDWpVFJ9RlMrl63+I9BWKXsmVIwtmju2VbF2kuXH7/mP88+wV7jx4IsiTe2c2qsiSH5aOExEu1Fr3niQIlk6t6oqf5yzfgfcBQWJcSeZoso8qblF7/M8L/PHnU7zzDxBET4/2DdG5VV2dZAmRN406jcHln1fAI4ObiLjpNWIuftk5X5AR1Bp3HotqFUsKgoLIkmNnr2Lr0vHixRI1+t35q3ewdu4I8bMcQ64zMCgUlRv3x+EfZqn2SputSdNwaDx1wouicSiS5fthncVcv5z7HYMnLMGFg8vw7MWbZHtYrelATB7ZDV9Wtl/NGqPcbDxIigikSJbQCPQlkXL+zdWMlWLh5uIATzcncNqNuXbOMvMYQpjQ30nyCX2EHC2zGp7V1Aho8heueGNq1JU5PpFr9PeISHalkyVMlBjmg1KolVJrSNCVqttQBEnXITNVOiX0GWko0AGINUoMw5d7KxuBOwFnsfvpnESLaJp7MEr71jbKwvRJw0kaWaJOlvz593M06zYep3cvxJt3/skO2sMmLkNGb090aFEbDTuNSXTYp3STSfM34eqRlYJIodQ7iqJQb5R+03XoTJGeQmRqZFS0iELRRpZ0GzoL1SuXEgQHNXq+kI0LJw/QSJZI+ygKg8gbITRdpTTy5s6GwycvoWOLOujapr5BZMnew79iwepdKrKJ7Ph+7gYRFTd/Yv9kxIgmsoTSeii9R66T1l2mTk/sXTdFpCDpsjUlsoTID4rukQTRqzfv8VXrb8XYUVHRGgkvSgGSJJdRHI8HYQQ0IKAXWUIiPFTa15xRGfJA8y4wIlU6EoYcoNkzlI+APvvNpaKVv8/GWoG6vxBxRildHGVkLHRtYxz1tC0PV0e4uTjClGXLTYkaEyWGoUsHmc27jqF/12bJ9EeIMJm1ZCv2H/tNDJpUx8Swmbg3I6BMBMJjQ7Dmr2F4H/lSLMDXOTt6FVoANwcPoyworWSJTJ+5cXyNKJubNLKExm/VqAbaNf1KREYsmz4ENSqXErYvXb8Ph09dEgQKES4VyxRNpFVEfWYt2477fz3Funkj4eCQHrf+eIx2/aZoJUt6DJ8jIjj0JUukfd80+hJfNBuE9QtGoWLpIsK+PqPmoWLpogaTJacv3MCAsYtEpAbpgFCjyJkiBfNg3OCOepIlf6HjwGkayRLSL9Fl67Z9JwXRQxE3sqkTXoQ1pfoM79NafEy6KISbNsKLooOYLDHK7caDpICAXmQJjWGJCjl0oHFyTBBZ1LfJA3FUTCyCw2LMSvDoayP3Mw0CuggTV+f08HJ3Fjo89I8bI0AECfkM6bcq9RDMu2h8BCj6zPu/cvbqgsAUYUJRaaR5oyTdKyZKDPMRIkPqtP42UbQIVbihf1Q+eNSAdiLK5OrNB6AETqqSw40RsFcE/KMkWZLDqBCkhizJmtlHHLQf/fMCM5dsQ87smUXEhExzobSarJl8sPfIr5i3cqcqGoIIA48Mrvh+WBd8CAzG0O+XoU718vi2zzdYtmGfEDIlsdhK5Yrh2s2HCAkLx8NHz3D6wk2smDkUMTGxQvtDVxqOPmSJJvuyf5QJlRr2w9RR3YVN1249xPDJK9CvcxODyRJaW502I9C2aU2RxnPt5oNE+idJU25oQ5P+7vod7WRJSrZSVErvkfOFVgwRTD5eHij+ZVeVZgmRVLQ3CycNwEdZfDF14Wa8euuPXasnak2lYrLEqLcdD6YFAb3JEkmYUISJOSuG+Ho6iyoW+pQUpsMPvQEM4QOx3To8HX4pUkBdk4L1SezWHXQuXJaLpk4cVcI+QgjIykmR0XEICksubq60dC0mSgz3a9ImqdNmuHiTTOH1JKb48nVCFQzSK2lar6oQjeTGCDACpkNAE1lCgqUzlvyQSLOEytCSUCgJvBKRQOVyqVEUxuwJfUS1FkmWUCUZqsZCbcrIbkJcldqTZ6+ENsbjpwnED0WYkJYIpdiQLgkd2okspUYirbPG9xaCqAPHLRLRJdSqVSyBc5fv6B9ZsukAHj15nojM0Wbfuu2HMX/VTjEPVbCh1BeqiNOldT1hAwm39urQKNlm0LooxejK4ZVC4JXa2Yu3BNkicerTqTEGdmsuPtu48yguXL2L1XOGq8ZK+rukZAmlx5RWS8PRZWtMbCwGjF0ocKJ27ehqlKvXS5QSpj0km8bOWIsTv14Tn5NezZKpg5D/45xCE6ZNn0nJdGfI9vo1E7RmuDECpkLAILKEjAiLjAVVlDFXoy+vWbxddeqOiDeBGZzg7OjAb4jNtTFWPI8kTCgiydPdEU4OXALWirfL7KbR84JI2NjYeASGRQv/oFKx/iz2a/a9sKYJpaAr6XPpIueVks7HREnqvat2m+GCIKFGuiQk6ErECQm8Uls8dVDqB+crGQFGwOgIEFlCmiXtm9cGHcop+ks2SZbcOrkOJEhKEQ0U2ZC0vfULgIuLk8bqKkQKBASFIlNGr0TX0nPCx9sT7m4uqV6TPvaFhkUIzSQpzJrqyQBQid7X7/zh6+MFN1fntAyl8dqUbKVSzc5OTlrnps8jIqLwUZaMRreNB2QEUoOAwWQJTWLuCjnyy2lIeLQga9SbUr64pmZz+JrUI0BRAx5ujggJj9H4hjj1I/OVSkZAW8UbihjI5OUifCXpM0bJ62Xb9UPg/9o78/imiq6P/9qk6UIXlhbZF4sCoiggL48ggoAoWEUQFaSiiPiwS30EBEQeWRRBQMCKLCKIiiwCL7KIyI4FqUARBVRAKS9UypbuS5r2/Zypt3ZJ2+Tm3pub5Mw/WnrnzMx3Jmnml7M4WgmJBDcS2Oi/JMpq6W1pz4pYKLGHUvnP0KWEqtzQN8vkSUKNPE6eHDyZk7k6h5Z7MwFVCEhiCVW4Kd1sVZtRZRIyjep9fjKXxd2YgMcQkCWW0OpTMywi3EWrRh9mw0P9S3z7K4VXpGVZkFVKRNFqXjyO/ghQFaTQQD9YrPmgc2OrTKz+Zs0zUpuAFEJRXnUs6cLMeW3U3gl92XdUKCk+eymUS085b1goUf58UQnhSTOXCcNSZRzlR2GLTIAJyCVAJW0p5IYqspRuFHqz71BCUZUVuWOo1U/v81Nr3WyXCbgLAdliCS3wqjlHXEi1alKSTnNGrijnyGE3WpF3n3FKJ3mly4yf0QfXU7ULHXMfWt4zU3rvCAsyISWTyqCX/57lzMXZe2h6zkqV2G/KlaWXakoslCh/Nin0ZtfBYyJnCYXfUJJXbkyACTABJsAEmIB3EHBKLHFFhRyqUlCFwyu843Q6sEq69FDeGnKLN6dbSlRBohKg1IpXtnDAND/q5gTsKStdfIlKXKDdHJlXTL+i8E5HAZiMviIPjivDuFgocXTX7H9+98Fj6HJ/a/s78JNMgAkwASbABJiARxBwSiwhAiSYaFUhR7r0UFlgSspI43JjAvZcblkw8c5z4qhQIlGqrCqKd9L0nFWrkaPGnvchtQhWDTYJb0tuTIAJMAEmwASYABNgAsoRcFosoamQWztVklCrSVUKrPkFSMko9Bqg8Apqtso7qjUPtqs/AlK56FQ78tawYKK//VNrRlICTrJ/M11eAs7iVXPYK0mtndLeLgkl1UNK5r9SahaSyEbl7qnSkhaJX1koUWr32A4TYAJMgAkwASbABEoSUEQsIZNqVcihZJ0hgX42SwdHhPmjsjKPvOGeS0CO1wC5yufnF3BIjuceC5HUlyrblJfI1dGlk8hmMPjosuqJo2vx9ufJ+4KEdkrIarEWqIaDxvD3U79kOQslqm0hG2YCTIAJMAEmwASYABQTS9QQTCq7DHP1Cu88wcU9jRz1GpC++WWRzTPPjtJCiURJuvxyZSX3PTcklAQHFgol5J2odpP+ft1MU0eYYaFE7R1k+0yACTABJsAEmIC3E1BULCGYN9Ko2oTVKa7ShYdyk6Rl5lX4wVZ61pyei9w87SrzOLVA7iybgBKXYRZMZOPXdUd7K97IXURl4q1cu9xPfQKu2jsSaMgzsrIqTI4SYKHEUWL8PBNgAkygLIHMrByYTEYYDRXnfPojMQnJ181o16q5YhgteVZYrVYE+JsUs8mGmAATUJ6A4mIJhThQ4lW539xJOSjSs/OQkZ1n14qlZH3OjGvXQPyQSwlIJTpTKyn/as8kWTCxh5L7PKPVZVircdyHvP5n6uo9o79P1UKUCQsrzMXjDxIGuTEBJsAEPJVAl6dicOXqzRLLu7NpY6xZPEWxJWdl5+LeR17GwhmvoEuHVhXa/XTdDuyNS8DyeeMVG/+D5Rux6+BRbFw+XTGbbIgJMAHlCSgultAU5ZQUpg+BVPrVZDTIcpOWLtJauVgrvxVssSICFAYRYJJ3Nsqzy4KJZ5w5rS/D/F7jPudG67NRHhkpdDDHki87KTm9X0WEBcBo8HGfDeCZMgEmwARkECCxpP8TXdGtY5ui3uSBUfuWGjKs2e5CX+6eOXsB9erURGhwkOZiSfI1M9LSMxDZqK5ia2JDTIAJKE9AFbGkUDApQLI5264ZS6EVFL7jTHUb6YPx1ZRsTaoQ2LU4fsgpAtIlw2LNF5WQlK4uoURYj1ML5M6yCShR8Ubu4FolCpU7P+4H0N8DElgpNFSup6OSHMUXAkHykgWzUKLkTrAtJsAElCBwHucRhzhh6l/4F5qgiRJmhQ0SS8YM6YvHu3coYXPV+m/xyZrtwuuketUQIagMe74XfHx8cPFyMmZ+8AWOHD+DAH8/3NemBaaPHwyTyQ/HTv6GeUvW48zZRNSrHY7n+nZHn54PIHrkDEx6JRrNb2uIlLQMzIpdjW/3/YiQ4ED0jeqMl6OjRIhOac+S8TMWIy7+Z9wwpyGyYR2MGNQbD3dua3P95MHy4YpN+HZfPDKzstH2nmaYMGoAjiScwdGffsObMQNx9o9LeP3tJYh66D6s3rhL2BncvyeefvxB8f8FBQVYu3kPVq7bgbT0TDH3/r27olZEdXz9bRwSfjmLu1tEYsvOQ7itcT2MHd4PP574FbM//BLnE5Pw0ANt0L93N9zVrDHMKekYNmGeGJNai6aNxHyaRtZXbP/YEBPwJAKqiSUEicJo6IJbUZMEjjQ7Sr/aA548EOibN/qAzM29CSjpvl4RCRZM3O+cKCWwOrNyk9EX1YJNojQx50tyhqTyffWckNdRbxcWSpQ/H2yRCTAB5whcwRW8i1koQGGybB/4YCxeQ23Uds7w371JLGl91+24+47IInuPPdReCAxGowH160Tg4qVkjHpjAT58Jwad7rsbL499DwaDQYgsqWkZWL91H96MeR7Xb6agx4DxQmDo07Mj/rz4lxAX3nptEFp0fgGfLpiINi1vx7hpHwkx5dV/P40b5lS8s/ALYWtAn25lxJLPN+xEk8b1UKNqKPYeSsC8JesQtzkWYaFVyqx/8qzl+D7+JEa92AcN692Cr7buR79eXXD859+LQntOnj6PfsOminAgEkguXr6KGfNXIe7rWISFVMHWXYfx3/dWiDk3blALiz79X4SFBGPauBexYs03mL3oS7S8I1J44tSuWQN3NmuMHgPG4T9Dn0bHdi2xY088Nmzfj11r5yI1PRMbtx9A6ztvE0LS8tXbhKCyfulbiuwdG2ECnkZAVbGEYJVXUpguOyFBRtlhNxVtBJWHteTli7G5uScB6UKhVeJeFkzc55zoaa+kfEnkEZeZ41xia/fZAX3PlEo9U0vJVN4TTamVUygXvceRqF+R0MZCiVLE2Q4TYAJKEvgOu7AVW0uYfBSPohu6KjIMiSUkEtSpFV5kb9LoaPHzuT8v4dRvF3D1hhmffLkdLw2IwvNPPSy8RMKrh2Hi6GjUDK9a1I9yg6zZvBv7Ny4QHijFmySWNL+tAdr2GIrZk4ehZ9d24hHyUvnh2CmRU6S0Z4nVmo9fzyUKcYXCaRYu3yDyqVBeleJNyotCHi69e3Qs8bviNiWx5Oc9nxTNseMTozB13It4sH0rsTYSWqKffEjYOP37BSHmHNoSi8/W78SOffH4/IM34OtbuD7yZNny3SHMmTJc/JyXZxVizFfLpqJZkwagef10+hz+TEzCyTN/CPHkl70rFNk7NsIEPI2A6mIJAUvNsIAStkqNvpGlbP5ZOXmqCBrSB0y17HvaIdDTemjvqHqE0vlJ7Fmjni7h9szXG5+RvDnIE00v4gSXMNfHSZTCsigO3VyJR6MeZkxnmYR9EvVtJTNnoUQPu8RzYAJMwBaBYziGVfisxK/6oR/a4X8UAVZeGA4JGBSKQx4YDevXwrZdh/Hck90xqF8PEX7z+tuLRYhOvdoReGnAo3gqqjMoZIbau5P+XWZuklhCIT1RAydg22fvClGCGoW0vDV3JeK3f1RCLMnIzMbQ8XOFUNLl/lbCk2Pp51uw+sPJwrujeKMqOmR3y6fvoHGDkl43lYklPaPHY+SgPkK8IeEkKDAAETX+EYFonPenjhTzPBh/EsveG1s0NIX07DpwrExoDYUs3RJeDYNiZiIkOEiEBOXkWkQoD4slihxdNuKBBDQRS+jD6/XUXFDeCa08BqQLjBKVUzxw33W5JD2EVrBgosujISYlJVa9mZYDi7XQ9Vcvjc+Na3fCXZM1l3duCv/dBKOBq9649mTx6EyACdgikIlMvI/5uIqr4tfhCEcMxiAIFSdKtZemLbHk+s1UPNB7tKhII5XwHTp+Dtq1ukOIJdTI44MEip0HfgR5lJBI8dW2/dh/6AQ2r3y7XLGkSaO6aP/4CMS+PQad298jnqP+23YfFgJKcWGDRIjRkxcUhcjQsyS62BJLKA9K+8dGYP60USWS1VIfR8SSvkOmoNfDHUSuldKNwnBKiyVzPlqLPy8miUo/pdu7sauFZ8rHc8bBYPDFiVPn8OzwaSyW2Hs4+TmvI6CJWEJUqUIOJeekRHuUx0SLhHv0gTM81B83dHi58rqTVsmCqRRmaJB63kaO8JYuMOk68l5wZP6e+KyjeR5cwYAFE1dQB6Qk0JQg3B1DL0noIQ8Tq7VAhA75+rBQ4pqTxKMyASbgKIFruFYkljjat6LnbYkllGvjvqjhImlr905tRQLT16YuwvDnewmxhASCvlGd0KBuTeH1QQID5eFISc3A4P/MEolUH+veAUnJ10VyVhIeiucsoVCX4CoBmPLqC7iZkoaYKbFiHMr7UVzYOHz0lLC34eNpIsEq5ROh/CK2xBJaI9ml8B9KJNuofi1s/e4w7mkRie/jfy6Ts6R4GE5xz5Iln30tPGooP8sdtzfCpb+uYf2WvSK/ii2xhBLaPjfqbcyc+DJ6dG0nGOzc/yPubdkUO/YewZ64BCyaGSPCc2JXbOIwHCUPL9vyOAKaiSVEjjxMrpi1rVQjXcK5pLB+z650EdaTxwALJvo5L5SDws/oq5uqJhWRkTwcnCkRqx/y+p+JJwlUUlJaOkPsUaL/s8czZAJMQD0C5YXhfLx6G+YuXisGpio0FEJCFXFeeOYRjJo0H7u/Py5+d0tENTzbuxteevZR8fOKtd+IyjBSGzrwcZFwlcSSVQsnimSy5JHyyuSFOHfhsniMPExIbKBwFRIq9nx/XHi10F3m1f/GCvGBGoUE0bhfLnoTdzW/tQyUxEvJmPjOUpHQlRqFCC19byz2HUooskl5Q/oNfQulxRKaY48u7ZCba8G8peuFaCM1CqFZ8f7rYm0k/iyZ/VqJsTds2y/ymlAFHmoUXvTRu6/Cz89PsCLvEmod292FAz+cZM8S9Y4zW3ZzApqKJcQqOzdfeHpo2dzhW2kteehlLFFKky7CBn1ehFkwce1JkTwG3E14KO4p4A65M1y7y/JH9yShhCjQeiLC/IsS9Mknwz2ZABNgAp5LgHKGkJdJ7ZrVyywyOycXqWmZJRK8Sg9RiA6F8lQNrSKqwJTXKGGrv7+fSDBbUbt2I0WEsVQLC7ELdnpGFnIteaLksdyWZ7Xi+o1UhIZUQWCAqVIzVHKY1uznZyyznst/XUPVsBAEBfpXaocfYALeTEBzsYRgl1chR82NIMGEkoZeTdFWqFFzTe5s210uOiyYuOaUucv5qIgOecQY/i5jTiGI3JQj4GlJdTlHiXJngy0xASbABJgAE2ACTEApAi4RS2jypSvkKLWgyi4v+QUAlfnk5joCFBpVtUr5VSBcNzPbI0vlYSmUS2+JRfXGSon5EO9qIf6iQoitKiFKjKGVDUmkvZaaI3I2cXOegKcJmCyUOH8m2AITYAJMgAkwASbABNQg4DKxhBZDF4hcS74a67Jp010rJmgGSIOB3DUkii7w1UM4WbDaR0TPFW/krt1dz7zc9arZT3odpmTmipBOd28slLj7DvL8mQATYAJMgAkwAU8m4FKxhCrkUElhLSrjSJvoae7b7nI4iTvlJyHBypyuTTUkpdmwYKI00ZL2PFlU8OS1qXsq/rFuMvqiWrDJY6qbsVCi1cnhcZgAE2ACTIAJMAEmII+AS8USmrIrBRM9VV+Rt33u0csT8k9IpFkwUefMSZVAbqRpK56qsxrbViWvGa7M5Tj1IH8DggP94Cnv2SyUOH4GuAcTYAJMgAkwASbABLQm4HKxpFAwKUCyubC0lVZNykNBCV+19GzRan16GYcuiMEBRqRmWZCVY9XLtJyaB+c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   "source": [
    "## level 2 regions\n",
    "df['plot_size'] = [0.1 if df['section_index'][i]=='10X_1' else 0.1 for i in range(df.shape[0])]\n",
    "\n",
    "fig = px.scatter_3d(df, \n",
    "                    x = 'stereo_AP',\n",
    "                    y = 'stereo_ML',\n",
    "                    z = 'stereo_DV', \n",
    "                    color ='ABA_name_level2',  \n",
    "                    opacity = 1,\n",
    "                    color_discrete_map={c:name_color[c] for c in domains_level2})\n",
    "fig.update_traces(marker_size = 5)\n",
    "fig.update_layout(\n",
    "    height=1000,\n",
    "    width=1000,\n",
    "    scene=dict(\n",
    "        aspectratio=dict(x=1.6, y=1, z=1.4)\n",
    "        ),\n",
    "    margin=dict(r=0, l=0, b=0, t=0))\n",
    "fig.write_html(f'{result_path}/3d_align_level2.html', auto_open=False)\n",
    "fig"
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   "cell_type": "code",
   "execution_count": 15,
   "id": "a17e9dc4",
   "metadata": {},
   "outputs": [
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     },
     "metadata": {},
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    }
   ],
   "source": [
    "## slices visualization\n",
    "slices = adata_all.obs[['stereo_AP', 'section_index']].drop_duplicates()['section_index'].tolist()\n",
    "slices_to_color_map = {slice:plt.cm.get_cmap('tab20')(15) if slice!='Visium' else plt.cm.get_cmap('tab20')(6) for slice in slices }\n",
    "df['plot_size'] = [0.5 if df['section_index'][i]=='Visium' else 0.1 for i in range(df.shape[0])]\n",
    "\n",
    "fig = px.scatter_3d(df, \n",
    "                    x='stereo_AP',\n",
    "                    y='stereo_ML',\n",
    "                    z='stereo_DV', \n",
    "                    color='section_index', \n",
    "                    size = 'plot_size', \n",
    "                    opacity=0.3,\n",
    "                    color_discrete_sequence=[matplotlib.colors.to_hex(slices_to_color_map[c]) for c in slices])\n",
    "fig.update_layout(\n",
    "    height=1000,\n",
    "    width=1000,\n",
    "    scene=dict(\n",
    "        aspectratio=dict(x=1.6, y=1, z=1.4) #改变画布空间比例为1：1：1\n",
    "        ),\n",
    "    margin=dict(r=0, l=0, b=0, t=0))\n",
    "fig.write_html(f'{result_path}/3d_align_slices.html', auto_open=False)\n",
    "fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dd3b5c0b",
   "metadata": {},
   "source": [
    "## Save"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "e3f1f3cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "adata_all.write(f'{result_path}/adata.h5ad')"
   ]
  }
 ],
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