{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Tracer une carte en Python\n",
    "\n",
    "Le notebook propose plusieurs façons de tracer une carte en Python."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Il y a principalement trois façons de tracer une carte. La première est statique avec des modules comme [basemap](https://matplotlib.org/basemap/) ou [cartopy](http://scitools.org.uk/cartopy/) qui sont des surcouches de [matplotlib](https://matplotlib.org/). Le second moyen est une carte animée ou non dans un notebook avec des modules comme [pygal](http://www.pygal.org/en/stable/documentation/types/maps/pygal_maps_world.html), [plotly](https://plot.ly/python/choropleth-maps/). La dernière consiste à insérer des éléments sur une carte en ligne telle que [OpenStreetMap](https://www.openstreetmap.org/) et le module [folium](https://github.com/python-visualization/folium) ou [ipyleaflet](https://github.com/ellisonbg/ipyleaflet).\n",
    "\n",
    "Il y a souvent trois problèmes avec les cartes. Le premier sont avec les coordonnées. Les plus utilisées sont les coordonnées [longitude / latitude](https://fr.wikipedia.org/wiki/Coordonn%C3%A9es_g%C3%A9ographiques). Le problème est que chaque pays a son propre système adapté à sa position géographique. Il faut souvent convertir (voir [lambert93_to_WGPS](https://sdpython.github.io/doc/teachpyx/dev/i_faq.html#geo), [pyproj](https://pyproj4.github.io/pyproj/stable/)). Le second problème est l'ajout de repères géographiques (frontières, fleuves, ...). Certains modules contiennent certaines informations, souvent pour les Etats-Unis. Mais souvent, il faut récupérer ces informations sur les sites open data de chaque pays. La troisième difficulté est qu'on veut tracer des cartes très chargées et cela prend un temps fou pour construire une carte lisible."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## données"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>0</th>\n",
       "      <th>1</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Année</th>\n",
       "      <td>2016</td>\n",
       "      <td>2016</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nom commune</th>\n",
       "      <td>Ponteilla</td>\n",
       "      <td>Varreddes</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Code commune</th>\n",
       "      <td>66145</td>\n",
       "      <td>77483</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nom EPCI</th>\n",
       "      <td>CU Perpignan Méditerranée   (Pmcu)</td>\n",
       "      <td>CA Pays de Meaux</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Code EPCI</th>\n",
       "      <td>200027183</td>\n",
       "      <td>247700628</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Type EPCI</th>\n",
       "      <td>CU</td>\n",
       "      <td>CA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nom département</th>\n",
       "      <td>Pyrénées-Orientales</td>\n",
       "      <td>Seine-et-Marne</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Code département</th>\n",
       "      <td>66</td>\n",
       "      <td>77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nom région</th>\n",
       "      <td>Occitanie</td>\n",
       "      <td>Île-de-France</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Code région</th>\n",
       "      <td>76</td>\n",
       "      <td>11</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Domaine de tension</th>\n",
       "      <td>BT &gt; 36 kVA</td>\n",
       "      <td>BT &lt;= 36 kVA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nb sites Photovoltaïque Enedis</th>\n",
       "      <td>73.0</td>\n",
       "      <td>10.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Energie produite annuelle Photovoltaïque Enedis (MWh)</th>\n",
       "      <td>10728.620366</td>\n",
       "      <td>21.41684</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nb sites Eolien Enedis</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Energie produite annuelle Eolien Enedis (MWh)</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nb sites Hydraulique Enedis</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Energie produite annuelle Hydraulique Enedis (MWh)</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nb sites Bio Energie Enedis</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Energie produite annuelle Bio Energie Enedis (MWh)</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nb sites Cogénération Enedis</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Energie produite annuelle Cogénération Enedis (MWh)</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Nb sites Autres filières Enedis</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Energie produite annuelle Autres filières Enedis (MWh)</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Geo Point 2D</th>\n",
       "      <td>42.6323626522, 2.82631103755</td>\n",
       "      <td>49.0059497861, 2.92725176893</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>long</th>\n",
       "      <td>2.826311</td>\n",
       "      <td>2.927252</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>lat</th>\n",
       "      <td>42.632363</td>\n",
       "      <td>49.00595</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                                                     0  \\\n",
       "Année                                                                             2016   \n",
       "Nom commune                                                                  Ponteilla   \n",
       "Code commune                                                                     66145   \n",
       "Nom EPCI                                            CU Perpignan Méditerranée   (Pmcu)   \n",
       "Code EPCI                                                                    200027183   \n",
       "Type EPCI                                                                           CU   \n",
       "Nom département                                                    Pyrénées-Orientales   \n",
       "Code département                                                                    66   \n",
       "Nom région                                                                   Occitanie   \n",
       "Code région                                                                         76   \n",
       "Domaine de tension                                                         BT > 36 kVA   \n",
       "Nb sites Photovoltaïque Enedis                                                    73.0   \n",
       "Energie produite annuelle Photovoltaïque Enedis...                        10728.620366   \n",
       "Nb sites Eolien Enedis                                                             0.0   \n",
       "Energie produite annuelle Eolien Enedis (MWh)                                      0.0   \n",
       "Nb sites Hydraulique Enedis                                                        0.0   \n",
       "Energie produite annuelle Hydraulique Enedis (MWh)                                 0.0   \n",
       "Nb sites Bio Energie Enedis                                                        0.0   \n",
       "Energie produite annuelle Bio Energie Enedis (MWh)                                 0.0   \n",
       "Nb sites Cogénération Enedis                                                       0.0   \n",
       "Energie produite annuelle Cogénération Enedis (...                                 0.0   \n",
       "Nb sites Autres filières Enedis                                                    0.0   \n",
       "Energie produite annuelle Autres filières Enedi...                                 0.0   \n",
       "Geo Point 2D                                              42.6323626522, 2.82631103755   \n",
       "long                                                                          2.826311   \n",
       "lat                                                                          42.632363   \n",
       "\n",
       "                                                                               1  \n",
       "Année                                                                       2016  \n",
       "Nom commune                                                            Varreddes  \n",
       "Code commune                                                               77483  \n",
       "Nom EPCI                                                        CA Pays de Meaux  \n",
       "Code EPCI                                                              247700628  \n",
       "Type EPCI                                                                     CA  \n",
       "Nom département                                                   Seine-et-Marne  \n",
       "Code département                                                              77  \n",
       "Nom région                                                         Île-de-France  \n",
       "Code région                                                                   11  \n",
       "Domaine de tension                                                  BT <= 36 kVA  \n",
       "Nb sites Photovoltaïque Enedis                                              10.0  \n",
       "Energie produite annuelle Photovoltaïque Enedis...                      21.41684  \n",
       "Nb sites Eolien Enedis                                                       0.0  \n",
       "Energie produite annuelle Eolien Enedis (MWh)                                0.0  \n",
       "Nb sites Hydraulique Enedis                                                  0.0  \n",
       "Energie produite annuelle Hydraulique Enedis (MWh)                           0.0  \n",
       "Nb sites Bio Energie Enedis                                                  0.0  \n",
       "Energie produite annuelle Bio Energie Enedis (MWh)                           0.0  \n",
       "Nb sites Cogénération Enedis                                                 0.0  \n",
       "Energie produite annuelle Cogénération Enedis (...                           0.0  \n",
       "Nb sites Autres filières Enedis                                              0.0  \n",
       "Energie produite annuelle Autres filières Enedi...                           0.0  \n",
       "Geo Point 2D                                        49.0059497861, 2.92725176893  \n",
       "long                                                                    2.927252  \n",
       "lat                                                                     49.00595  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from teachpyx.datasets import load_enedis_dataset\n",
    "\n",
    "df = load_enedis_dataset()\n",
    "df.head(n=2).T"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## cartopy\n",
    "\n",
    "[basemap](https://matplotlib.org/basemap/stable/) est l'ancêtre des modules de tracé de cartes sous Python. Ce notebook utilise [cartopy](http://scitools.org.uk/cartopy/). Contrairement à *basemap*, *cartopy* n'installe pas toutes les données dont il a besoin mais télécharge celle dont il a besoin pour tracer une carte. La [projection](https://scitools.org.uk/cartopy/docs/v0.15/crs/projections.html) indique comment la surface de la terre, sphérique, sera projetée dans le plan. Ensuite, il faut un système de coordonnées pour localiser un point sur la surface. Le plus utilisée est [WGS_84](https://fr.wikipedia.org/wiki/WGS_84) ou longitude, latitude. En France, l'[INSEE](https://www.insee.fr/fr/accueil) utilise aussi le système [Lambert 93](https://epsg.io/2154) ou *EPSG 2154*. Source : [Introduction à la manipulation de données cartographiques](https://medium.com/@_FrancoisM/introduction-%C3%A0-la-manipulation-de-donn%C3%A9es-cartographiques-23b4e38d8f0f). Tout n'est pas parfait dans Cartopy comme ce problème [Create Cartopy projection from pyproj.Proj](https://github.com/SciTools/cartopy/issues/813)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "fig = plt.figure(figsize=(7, 7))\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree())\n",
    "ax.set_extent([-5, 10, 42, 52])\n",
    "\n",
    "ax.add_feature(cfeature.OCEAN)\n",
    "ax.add_feature(cfeature.COASTLINE)\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=\":\")\n",
    "ax.plot(df.long, df.lat, \".\")\n",
    "ax.set_title(\"France\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On peut obtenir une carte un peu plus détaillée mais le module [cartopy](https://scitools.org.uk/cartopy/docs/latest/) télécharge des données pour ce faire. Cela se faire avec l'instruction [with_scale](https://scitools.org.uk/cartopy/docs/latest/matplotlib/feature_interface.html?highlight=with_scale#cartopy.feature.NaturalEarthFeature.with_scale) qui propose trois résolutions :10m, 50m, 110m."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "fig = plt.figure(figsize=(7, 7))\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree())\n",
    "ax.set_extent([-5, 10, 42, 52])\n",
    "\n",
    "ax.add_feature(cfeature.OCEAN.with_scale(\"50m\"))\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale(\"50m\"))\n",
    "ax.add_feature(cfeature.RIVERS.with_scale(\"50m\"))\n",
    "ax.add_feature(cfeature.BORDERS.with_scale(\"50m\"), linestyle=\":\")\n",
    "ax.plot(df.long, df.lat, \".\")\n",
    "ax.set_title(\"France\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On ajoute un système de coordonnées français particulièrement intéressant pour la France. On convertit d'abord longitude, latitude en Lambert 93."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(6634541.621546051, 1633374.3871915536)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pyproj import Proj, Transformer\n",
    "\n",
    "transform = Transformer.from_crs(\n",
    "    \"EPSG:4326\", \"EPSG:2154\"  # longitude / latidude  # Lambert 93\n",
    ")\n",
    "transform.transform(-5, 42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(6723037.367738617, 4228679.19768552)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "transform.transform(10, 52)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On convertit toutes les coordonnées."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "lamb_x, lamb_y = transform.transform(df.long.values, df.lat.values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Et on dessine deux cartes, la première en longitude, latitude, la seconde en Lambert 93."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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2bIiFhQVTp05FW1ubPXv20K1bN/bv30/37t2L8ErltnfvXpKSkhg5ciRGRkbcvHmTVatW8ezZs1x1QTIzM2nfvj1NmjRh8eLFbN++ndGjR6Otrc2MGTMYMGAAPXr0YN26dQwaNIj69evnmlo1evRo9PX1mTNnDo8ePWLt2rU8efJEkagC+Pvvvxk8eDBt27Zl0aJFJCUlsXbtWho1asTdu3cVyRCAjIwM2rZtS6NGjViyZAlaWlqYmZkRGxvLs2fP+OOPPwDQ0dEBIDU1FU1NzVzXQUtLC4Dbt2/TunXrHI/FxMSQnp5OWFgYy5cvJy4ujpYtW37chReE4iblQ3JyslSmTBkJED/iR/yIH/EjfsRPCf8xMzOTkpOT8/MWLwhCKbRly5a3vn5IkiSdP39eAiQ7OzspKSkpx7YpKSlSZmZmjmVBQUGSurq6NHfuXMWy7H1UqlRJSk1NVSxfsWKFBEje3t6SJElSRkaGZGtrK9nY2EjR0dE59iuXyxV/b9mypeTs7CylpKTkeLxBgwaSo6Pjx12QN9jY2EgdO3Z85zpvXhdJkqQFCxZIMplMevLkiWLZ4MGDJUCaP3++Yll0dLSkqakpyWQyadeuXYrlDx8+lABp9uzZimXZz1Xt2rWltLQ0xfLFixdLgPTvv/9KkiRJ8fHxkr6+vjR8+PAcMYWFhUl6eno5lmfHNHXq1Fzn0LFjR8nGxibX8jFjxkhKSkpScHBwjuV9+/aVAGn06NG5tqlQoYLi35WOjo40c+bMXP92BOFzk68RKGlpacTHx/P06VN0dXXzs4kglArx8fFYWlq+dz0TExMio6Jo1XMErXsMR1lF9RNEVzq8CHrIkp968dVXX9G3b1+sra2xt7dXfBsjFJ6wsDA0NTXR09Mr7lCEd4iLi8PKyoq0tDQxCkUQhHdavXo1Tk5Ob3188ODBuUYdqKurK/6emZlJTEwMOjo6VKhQgTt37uTax9ChQxW1MQAaN24MQGBgIFWrVuXu3bsEBQXxxx9/oK+vn2Pb7PfyqKgozp07x9y5c4mPjyc+Pl6xTtu2bZk9ezbPnz/HwsIi/yf/kV6/LomJiSQnJ9OgQQMkSeLu3btYW1vnWH/YsGGKv+vr61OhQgX8/f3p06ePYnmFChXQ19cnMDAw1/G+++47VFX/+/w4cuRIpk+fzvHjx+nSpQtubm7ExMTQr1+/HKOKlJWVqVevHufPn8+1z5EjR+b7fIcNG8a6devo06cPf/zxB2XLlmXPnj0cPHgQINfUJYAtW7YQFxdHYGAgW7ZsITk5mczMTFFHR/isFaiIrK6urkigCMJrdHR0GDt2LCtXrqR8+fKUKaOLt/e9HOvUa9mT8OeBDJm6HrtKtYsp0i+XfRUXajfuhPuNm+zcuVMkTv5HLpd/9AeUlJQUnj17hpWVFWpqajRv3hxnZ2e2bt1aOEEKgiAIxapu3brvLCL75jQSyHp/WbFiBWvWrCEoKIjMzEzFY0ZGRrnWfzORYGBgAKCo3xEQEAC8u/uPv78/kiQxa9YsZs2alec6r169emsCJTw8PEecOjo6iqkpHyokJISff/6Zw4cP56pFEhsbm+N3DQ0NTExMcizT09PD0tIy1+cWPT29PGubODo65vhdR0eHcuXKERwcDICfnx9Ajholr3vzHk5FRSVfXwJmq1atGjt27OD777+nYcOGAJiZmbF8+XJGjhyZ5/WsX7++4u99+/alUqVKACxZsiTfxxWEkkZ04RGEj6CkpMSKFStyFDk7ePAgPXr0AKCctSNdB/+EgXG54gqxVEhNTuBJcFBxh1FijBo1ikuXLuHt7U1mZiZPnjyhXLlyaGhovDfBNGfOHKpVq0aPHj24e/cuDRo0wNvbm6pVq7J48WLs7e0/0VkIgiAIxS2vmhfz589n1qxZfPPNN/z6668YGhqipKTE+PHjkcvludZXVlbOc9+SJOU7juz9Tpo0ibZt2+a5joODw1u3d3Fx4cmTJ4rfZ8+ezZw5c/J9/DdlZmbSunVroqKimDJlChUrVkRbW5vnz58zZMiQXNfhbdegMK5Ntuxj/v3335iZmeV6XEUl522furp6gb9o6dWrF126dMHLy4vMzExq1arFhQsXAN45kgmyEmctWrRg+/btIoEifNZEAkUQPsD169epU6dOjqGU2Xbv3qP4e2iIH17XT9Os8+BPGV6pkBAXzT3308THRhET9QqAod98w5bNm0vtKJTExER+++03YmJicHBw4MCBA6SlpdGvXz8AXr58iampKdeuXcPZ2Rk3NzcOHDiAlZUV8+fPRyaT4e3trRhCXaVKFc6fP68oOicKvwmCIAj79u2jefPmbNq0KcfymJiYHAVo8ys7Me/j40OrVq3yXMfOzg4AVVXVt67zLtu3b88xxSR7fx/K29ubx48fs23bNgYNGqRY7ubm9lH7fRc/Pz+aN2+u+D0hIYHQ0FA6dOgA/HcdTU1NP+gaZXvfZyg1NTVcXFwUv585cwYgX8dMTk7ONTpHED43YgKaIBRAZmYmhw4dokGDBjRr1izPzlRbtmxm8OD/EiZV6jT7hBF+2dJSkjmwaT6zhjbgp741+Hv5ZA5tWcizwAcAbP/nnxzzokuDzZs3K+ZVa2lpceXKFdq2bYulpSW//PIL7du358SJExw4cEDxTWLLli1p0qQJPXv25PHjxxw4cEAxBHj//v2MHz8eyBru26xZs48e5iwIgiB8OZSVlXONkNi7dy/Pnz//oP3VqlULW1tbli9fnqvFbfZxTE1NadasGevXryc0NDTXPsLDw995jIYNG9KqVSvFz8cmULJHjrx+HSRJytV2uTD99ddfpKenK35fu3YtGRkZtG/fHsiqBaOrq8v8+fNzrJftfdcom7a2dr6THH5+fqxbt45OnTrlGIHy6tWrXOsGBwdz9uzZd04ZE4TPQYFGoMjlck6cOEFKSgobN27E39+fbdu24erqmu99xMfHo6Ojw+bNm6latSr16tUrcNBfilu3blGtWrUchbWEkkmSJHbt2sXkKVN59jQEgGvXrtGrV29WrlxBZGQkz58/5+LFi2zb9n9ERUXSoE0fugz6CT1D02KO/svxNMAHt/3rcy23sLCgX79+/PDDD6WuTpORkZEikSeTybh8+TIAgwYNIjU1FXV1ddq1a5djGw8PDxwdHdm9e3eOb84EQRAE4X06derE3LlzGTp0qGKa5/bt2z84KaGkpMTatWvp3LkzNWrUYOjQoZQrV46HDx9y//59Tp06BWQVvG3UqBHOzs4MHz4cOzs7Xr58yfXr13n27BleXl6FeZr4+/vz22+/5Vpes2ZN2rRpg729PZMmTeL58+fo6uqyf//+PGuXFJa0tDRatmxJnz59ePToEWvWrKFRo0Z06dIFyPrSY+3atQwcOJBatWrRt29fTExMCAkJ4dixYzRs2JA///zzvcepXbs2u3fvZsKECbi4uKCjo0Pnzp0BqFy5Mr1798ba2pqgoCDWrl2LoaEh69aty7EPZ2dnWrZsSY0aNTAwMMDPz49NmzaRnp7OwoULC//iCMInVKAEyo4dOxg1alSOZQV5odi4cSPDhw/HyMiIyMhIateuw61bHgUJ4bOXlpbG48ePOXPmDD/++CMdOnTk2LGjxR2W8B43b96kf//+2FasyU9Ll1O+Qk18PM6x/tfhHDlyWLGevqEpNRt1pmmnQZS1/LhvN4QscrmcpPgY4mIi0NEzxLGqC3K5nHLWThgYl0Pf2IwLh7eyYcNGxciJ0qRatWqYm5uTlpaWKxn7eqeE12UX6hPJE0EQBKGgpk+fTmJiIjt27GD37t3UqlWLY8eOMXXq1A/eZ9u2bTl//jy//PILS5cuRS6XY29vz/DhwxXrVK5cmVu3bvHLL7+wdetWIiMjMTU1pWbNmvz888+FcWo5PHr0KM+Ctd9++y0dO3bkyJEjjB07lgULFqChoUH37t0ZPXo01atXL/RYAP7880+2b9/Ozz//THp6Ov369WPlypU5ptz0798fc3NzFi5cyO+//05qaioWFhY0btyYoUOH5us4P/zwA56enmzZsoU//vgDGxsbRQKlevXqbNmyhZcvX2JsbEyfPn345ZdfMDXN+WXhyJEjOXbsGCdPniQ+Ph5TU1PatGnD9OnTcXZ2LryLIgjFQCblo0pRXFwcenp6BAUF5ajGfffuXWrUqJFj3Rs3brBmzRpuetzi+bNnKCkpYWxsjKGRIR43b+bat52dHSdOnHhv4aEvgZeXF7Vr185RBXzo0KFs3ry5GKMSXieXy/njjz84eeoUDx74Eh0dhZ6uLmFhYYp1rOwr8+OiPWhqleHVi2AiQp+grWuInoEJekZlS239jcLmcfEwZ/at43nwIzIzM3I9rqSsjJ6BCfVa9qJ5lyFM/dqF3377jSlTpry1KNuXqH///uzcuZNFixbx3Xff5WoBKZQ+2e/ZsbGxpW5EliAIgiAIQlEqUALlTc1btODc2bOK3x8+fEilSpUoa2FLhRqNMDazQpJLxMdFkhQfg7KyKuUrVMfKvirzx3RQbBcYGIitrS2ZmZlER0d/UAGqkiwsLIyNGzfmyGK3a9eO/v3707dv3zwLkQrFw93dPUfLtdepqalRq1Yt3N3d+XmdG+Wsv/ykX3HJSE9jXPcK1G/QgP79+nHv3j2uXbtGly5dsLe3JyMjg/T0dB4/fszq1auxcaqOqromD+9eQUtbGxtrG77+ekCpSKZIkkS5cuWIiYlh165ddOvWrbhDEoqZSKAIgiAIgiAUjQInUMqUKUO/fv3o3r07lSpVwsbGBoD79+8zc+ZMDh06xK+bL2NsZv2uXXL11C52r/0ZbS0tqlWrxqtXr3j+/Dnx8XHUq+dKq1YtycjI4MKFixw6dDDPdlyfg/Xr1/P9998rfre1tePixQtYWVkVY1TCu9y7d48TJ06wZOlSRv3wA66urjg6OmJnZ8eaNWsYPXo0Py7chVO1vBMtwsdLT09l6oA6ZKSlYGhkTFjoCzS0dEhJSsDcwpKfZ81kxIgRQFZHpB49exEW+gItHV2SEuIU+zl06BBdu3YtrtP4pKKiotDW1laMdPvSE0fC24kEiiAIgiAIQtEoUAIlLCyMsmXLsnv3bpb98QdRkVGoqKiQlp5OYIA/AL1HzKFF1/zNsYt69ZzLJ7YTHhrC7UtHgKyOJfdvXcix3r1793LNl0tJSSEmJgYTE5MSeaOQmJjIqNGj2bZ1q2LZr7/+ypQpU8SIk8/YwIED+eeff1iy2wvtMvrFHc4X7cWTx3hePUGmPBNT8/LUbtwJ3zuXuea2B+8bbixatIi2bduirq7Oo0ePWLt2LcePHwdg8uTJtG/fnkaNGqGiUnq6tZ87d46WLVvi6elZZHOwhZJPJFAEQRAEQRCKRoESKAsXLsTHx4d//vmHKnWaUc7GCSkzk0x5JmUt7DAyNqZRi87EJsvzHcATP29WzRhAYkLOdlnq6uo4OjkxaeJEBg8ezJ07d5g9ew6eXl5ERkaQnJQEgL2DI5cuXsDc3LyAp150vL296d3nKwL8/VHX0iExLpo///wzVwFe4fPi4eFB3bp1AZj0+z7sq7gUc0RfDkmSCH8RTHxMBEkJcSQlxJIYH0NSQmyOv2dmpFHOxono8FC83E8jf62eEICmti7Jif+NQNHU1OTZs2cYGhp+6lMqFunp6Xh4eFC/fn1Ri6cUEwkUQRAEQRCEolGgr2anT5+BppYOPYfNpGX3YXl+QC9I8gTg1YsgEhNimTZtGr1798bExAQTExPCwsJISkpCV1eXCxcu8N2IEfg9fkybXt+ja2iKThkDVNU12P/XL9SqVZtly5bSv3//Ah37Q+TV6UKSJC5fvsymTZu45+3DPS9PzKwcKGfjRFjIY6ZOnZqjirjw+ZEkiaCgIAC0y+hhXM6mmCP6MsRFh+N+dj/uZ/YSGuKf4zENTU309Q0w0DfAwNAAu3KGqKmpcfr0fuLiYpm15jSvQp+waeEoMtLTsLK2oYKTE8+ePePhQ18AkpOTOXny5Cd5bSgJVFVVcXR0xMXFhe7duzNjxoziDkkQBEEQBEEQvhgFSqD8suEC2noGaGqVKbQAXgQ/BOCvv/4iPT2dp0+foqSkxM6dO/Nc365yHaq7tlb8buNYjQOb5vH1119jbW1No0aNCi2212VkZDB16lSWLVvGwIEDcXR0JCkpiVevXnHp8hX8Hj+inJU9dpVd6DuqN8GP7uJ+Zh+7d++mV69eRRKTULj8/PyIiIhARUUFc3NzTE1NCQkJ4cSJE6z/awM+3veo6tKcvj/8ip6h6ft3KLzT4f9bwqm9a1BRUaF7t+4MXLMcW1tbDAwMMDAwQENDI9c2kiRhbmFBXFwsf0zrR/POg7G0q0Lwo7ukJCfTrVtXmjZtSlJSEuXLl8fLywtXV9diOLviY2JiwrBhw2jcuHFxhyIIgiAIgiAIX5QCTeFZts+nUJMnALFRL7l49G+ePPbisbc7GelpGBib0bLHd1jaVuLJ43toldEjOvwFjs71sK/igqqqeo59yDMz+e2HNpib6nPrlkehxvfkyRMOHDjAmrXrCAwMoEK1BrwIzvp2W11DC01tXawcnKnZsD2VajVBkss5tHURbvvXs3HjRr799ttCjUf4OJIkceXKFe7du8fDhw9JSEhALpcTEvKUCxfO57mNsrIK1Vxb0aTjICrWaPiJI/5y/fxNI8LDnuLt7U3VqlXztY0kSYwYMYIDBw5gaGhEVHQ0kRHhea4rk8moXKUKdnZ2NG/WjOHDh6Ojo1OYp1DiZWZm8t133zFu3DiqVatW3OEIn4iYwlOypKSkkJaWVtxhCIIgCILwHmpqanl+ifu6Yk+gvC4zIx25JM+VIMmPLb+P4+b5Qxw8eBBdXV0qV678UZ17UlJSmDhxIuvWrUNJSZkaDdrRvOtQ7CrVzrVueGgIF45sJcj3FlGvnhMXE8nSpUv58ccfP/j4QtFYvXo1o0ePzvMxUws7qru2xsS8PPpGZYmLDkffyAwbp+ro6Bp84ki/fPdunOGf5T+BPIMzZ9wU9WUK6smTJ+zcuZN58+ajrWfM1+N/R11Di2dBvgT63iYy7Cl+PjdwcHDg9i0PtLS0cmwfFBREbGwsNWrUyHP/R48eZcWKFdjb27Nu3bo810lLS+Pp06dYWVnlmuJXnF69esXIkSPp3LkzQ4YMKe5whE9EJFBKjpSUFGxtbQkLCyvuUARBEARBeA8zMzOCgoLemUQpUQmUjxEb9YoN878n4MFtANQ1NBj1ww/MmDGjwAUk7969y/jx47l+3Z2uQ6bQoE0fNLXz/hDqee0kW5eMp4yODh07dsDa2pouXbpQp06djz4nofDcvn07x3NiaGhE3bp10dbWIjTsJWFhYYpOUgBteo/EoYoLJuVsMLWwQ0lJqTjC/uIlJcSyZvZQosKC+PHH8VSqVAlDQ0Pu3bvHs2fPGDBgADVr1sxzWx8fHzZv3oyamhrVq1fHxMSE1q1b03XwZGo0aEtCXDQ6ugZkZKTjc/Mc/25bzKlTp2jdujWnT5+mRYsWqKqqMmjQIPz9/bl27Vqex/H392fatGn06tWLXr165dn16+uvv2b79u3cvHkTFxdRXFgoXiKBUnJkPxdPnz4tcc9Feno6L1684Pr168ybN4+QkBAAypcvz4YNGz44qS0IJVXNmjUJDAx85zpKSkpMnjyZSZMmia6ZBXDr1i1atmzJ1KlTGTBgAObm5qWqC2Jh8fb2plWrVty9e7dENUgpLeLi4rCysnrv56cvJoECWcP7nwc/BEni7rWTnDu0EbOyZTl54jgVKlTI935mz57N3Llz6fP9HJp3ybsls1wu59TeNRze9ju9evVm69YtaGtrF9apCIVs7dq1/PDDDwCMHTuWJUuWoKqqysOHDzl27BhHjhzl4sULeW6rXUYPG8fqlK9YkzpNOlHO2ukTRv7li4kI47dRbUmMj1EsU1VTR0tHl/iYSHr17k2P7t3p2LGjYgpOQEAAdevWI0OSkZGeRlJCHA6OTsTGRBMenveUHmub8vh438PLy4vGjRtz+vRpWrduzbNnz/Dw8CAyMpLw8HDMzMxwdHRk48aN/PXXX4oRJdktgrds2ZJrNEdQUBCnTp3i22+/LXEfuO7fv4+hoSHlypUr7lCET0QkUEqOkvxc2NraEhwcDED37t3p0aMHzs7OVK1aNc9EsSB87vz9/fnrr7/Q19cnOTmZy5cvc/HiRQDatGmDq6srLVu2pEmTJsUc6eepWrVqmJiYcPbs2eIO5ZOJj4/nwoULdO7cuUDbJSQkIJPJ0NbWxsPDg507d7JkyRLS09NZsmQJEyZMQFNTs4iiFt4mv+/ZX1QC5U2RL5+yZs43xEWG0rJlC/T19dHT00NXVzfXn/Hx8Zw9e5br7u68DAsjJiaOhTtu5Tpfr+unuXn+IFGvnhH8+B6zZs1izpw5YoTCZ0gul6Onp0dCQgIA5SvUJDbqJdHhLwBo27YtkyZNwt3dnevX3bl+/Tpx8XF0GzKFVj2+y3OfkiSRmpxIclI8yYnxpPzvz+TE+P8ti0NdUxuXpl3Q0tH7ZOdaUsjlcl49D+SJ3z2e+Hnz1P8eTwPuk5qSjJKyMnaVauPk7EpVlxaUs3Hi2uk93Dizl5CA+5ibW9CrV0/8/Py5efMmKhplcGnenaP/LHvvcStXrszt27fR0NAgIyODx48fU6lSJUUnsf379/P999+TkZFBTEwM+/fvZ/HixezduxcrKyvmzZvHzJkzgaxvWby9vdm5cydmZmasW7dO8SbXp08fqlatys8//1x0F7GA+vfvT3x8PEeOHCnuUIRPpCTftJc2JfW5ePbsGVZWVgDo6+vj5OSEnZ0dlpaWTJ8+HQMDMW1V+LJJkkTlypV5+DCrmYWjoyOPHz8u5qg+TxkZGWRkZGBlZYWysjK+vr6l4jUkKSmJ3r17c/z4ccLDw/H29mbFihU0adKECRMm5Fj31q1b2NjYYGJiQmJiIvr6+mzcuJHBgwdz6NAhpk+fjpeXV4n7Eq60EQmU/0lKiOXU3rU8D/IlNSmBlOTXb2gTeP30y1nZY1upDulpKbi27Enl2k1z7CstNYVx3bNGsrRo0ZI5c2aLThefuR07dvDjjxMUBf5iYqJzPG5oZISBgQG6Zcqgo6PD5cuXUVVTZ/b6s4SG+BHi78PTAB9Cgx+REB9NcmI8cnnerbxlMhllyugSFxeLa6teDJ6wtMjPrzhJkkR46BOe+N0jxO8eIf7ePPX3ITkpK2FlZ++AS53a1K5dm5YtW3Lz5k3Wrf8LL8+7ACgpK+NQxYV2X41BSUmJ4ztXEBkWgr6JBVEvn2FpX4VHnldo1LABnTp1Ytasn0lOTkZJSRkTcxtCQ/xyxHPgwAG6d+9OaGioom7KyJEjqVixYo715HI5MpksR5v2mJgYTp06RYMGDbCysmLnzp1s3bqVmJgYNm3apCiCO2bMGL799tu31lMpDidOnKBJkyZihFwpUlJv2kujkvpceHt7U61aNVRUVOjSpQsAjx494v79+3Tr1o2DBw8Wc4SCUDjWr1/Pvn37OHz4cK5v9Ddt2sSwYcMUv+fjlkj4n1evXrF9+3Y8PDw4efIk0dH/fX7u0aMH+/fvL8boioZcLufixYvUq1cPLS0t2rVrx6tXr2jYsCGnT59m6tSpbN++HYAzZ86wbNky3NzcePHiBffu3cPIyIiIiAgA9uzZQ/369RWJbKFkEAmUfJDL5aSmJJKcGI+ysso7W9OmJCdy5O+lnDu0iU2bNvHNN998wkiFT0WSJF6+fIm/vz/Dhg3j+fPnpKSkkJGRkef6enr61KpVixo1qlO2bFn09PTe+nP16lW8vb2ZNm0a3b+Z9tZRLJ8rSZLwv++Bz82zhPjfI8Tfh6SEOCBr+oyLSx3q1K6Ni4sLtWrVeuu3E/Hx8fj4+ODl5cXadeu55+WpeEynjD6JCbFIkoSjUwU6dmjPrFmzMDQ05NKlS/z555/c9LjFk+AgataqTXpaKj4+PgCYmpYlLCyU0aNHc+LECZKSkrh9+zYWFhaFfi1SU1ORyWTFXlD2/v37hIWF0bJly2KNQ/i0SupNe2n0uT0Xc+bMYcWKFURFReVIIsvlcmJiYnj06BGnT5/m22+/xdLSMt/7TUtLw9PTExcXlxz7/RJlZmaipKT0xZ9nSXft2jXmzp3LqVOnAHB1dcXNzQ1tbW2ioqK4ePEi69ev5/Tp09SpU4cNGzaUqC8/SjonJyf8/PxyLa9fvz4zZsygY8eOxRBV0fr999/5+++/2b59O87Ozvj4+JCRkUF6ejqPHj3i66+/zrH+rl27ePHiBSdPnmTQoEGYm5vTokWLYopeyA+RQClk+zf+xpkDG6hXzxV39+vFHY7wiaWnpxMdHU1kZCRRUVEkJCTg5ORE+fLl8/0hSUNDg9TUVByr1mXk7E1vLUz8uUlOiufmuYNcPv43z4MfY1bOHNd69ahTpzZ16tShdu3aGBsbk5mZybx58+jXrx+Ojo659pOamsrz58/R19dXFH6Wy+V4eXkRHh5OdHQ0gYGBmJub07x5c6ytrd8aU/Yokvv37/PPP/+waNEiAMaPH8+3335LWloaTk5ORdLWODExkYoVK5KWlsYPP/zA7Nmz37m+JEmkpqa+t2Xah5gwYQJHjx7lzp07pa6Fc2n2ud20f8k+l+fixYsX7NixgwMHDuDu7k5CQoKiY1liYmKu149169YxYsSI9+535cqVzJ8/H21tbQIDAzl//jzNmjUrilModunp6Tx79ow2bdqgo6PDnTt3RBKlmJw5c4bWrVvj7OzMiBEjqFq1Kp06dQKyknnZo45dXFwYN24c/fr1E1Px8ykjI4P4+Hi+++479u3bh5WVFebm5piYmHDixAk6derEwYMHv8h/+7du3cLe3h5dXV1RJ+oLJRIohezxvev8MbUvFy5coGnTpu/fQBDeUM/Vlcj4DCYs3vdFvFE/D3rIpeN/c/P8QdJTU+jSpSujRv1AixYt8nzjTElJwcTEhMOHD9O8efNcj+/Zs4evvvqKiRMnsmTJEl6+fMmSJUsYP358gUaJ7N+/n7/++ouTJ08q4tixYwcDBgwA4O+//871LUFh27dvH1euXMHW1pZmzZqRmZmJrq4uDg4OQFb9AS0tLZKSkmjevDnVqlUr1OGumZmZKCsrk5ycjIqKiphTW8p8LjftpUFJfy7e7FCnqanJ3Llz+fHHHxU3CJmZmVSoUIGAgAAAli1bxvjx4xWvrykpKWzdupUTJ07g7+9PWloaxsbGGBoacvz48VzH3LlzJ3379v0EZ/fprFq1irFjx+ZYlp3IF4rWo0ePmDdvHoGBgYSGhqKlpaUYeWpsbMzkyZP56aef8PT05Pjx45QpU4ayZctSq1YtxXuy8G7//PMPf/75J4GBgURERCBJErq6umhoaKCqqoqhoSGDBw/GwMCAb7/9lrt3736Ro3mCgoJwdXVl/PjxNG7cmEaNGhV3SEIh+2ITKHExEYQ+eUxmRjoAiQmx+N6+RExkGMblbChn7UA5ayfKWTugoqpBZmY6SjIltHUNPuqN7ImfNwvHdeLatWvUr1+/sE5HKEXOnj1Lq1atGDtvO5Vqfp4vuilJCdy5chx3tz343fegrFk5Rnw3nOHDh+drOHdMTAz6+vr4+flx6dIlmjdvTvv27dm1axeWlpZ4eXlhbW2Nk5MTHh4e9O7dm8uXL79zjmhqaiozZsygc+fONG3alFOnTnH06FEWL16smO8sSRLlypXj5cuXpKWlfdKEQp06dbh9+zZmZmaEhoYCUKNGDRo2bMiff/7JlClTaNSoEV26dOH+/fsYGRlhZmb2wce7efMm/fv35++//xavVaVUSb9pL01K+nNx5cqVAtdyq1y5Mvfv31f83rt3b/bt20fLli2pXLkyGhoaREREEBUVhZqaGo0aNcLHx4cNGzYAMH/+fKZNm0ZiYiIhISFUrFjxs000uLu7s2zZMvbu3atYNnDgQH7++Wdxc/6J1K1bFw8PjzwfU1NTw9bWVlEoVii40NBQzM3NadSoEQ0aNGDjxo0YGBjQpUsXDA0NSU9PJygoiH/++YeWLVty69YtYmJi0NLSwtbWln///Rd7e/viPo1CERISwoABA7hy5Qqmpqb4+/tTpkzpHFjwpfosEyjp6akEP/TEz9ud6IhQReeS1P91L0lKjCMm8lWu7ZwqVKRqlco8evwYv8ePFUPzXqeppYOphS0m5raUs3akSYev0dEzzLFOZmYGL58FEvbUn6SEWFRU1VBWUSU+OoLTe9cQGx3OihUrcn3LIAj5IUkShoZGNO40lA79xxV3OPkmz8zkkdc13M/uw/PaKdLTUmjRogXff/89Xbt2/aBkxKJFi1i4cCFRUVF06dKFNWvWvDVJIpfLmT17Nurq6gwaNAhra2sePXqEu7s7gwcPRpIkmjZtynfffVfkI0s+REBAAH5+fujr6+Pq6gpkJTn09PRytFdPSkpCW1ubI0eO0KlTJ9LT0z/o2iYkJDBv3jx++uknxVQooXQp6Tftpcnn8FxIksSoUaNYu3btO9fr0qUL/fr1w8HBgUqVKhETE8P27duZMmUKHTp04NixY2/dNjo6mq+++go3NzfKlStHSkqKouiknZ0d9evX5+HDh9ja2uZIRpRUqampjBkzRpEUApg3bx7Tpk37bJNBn6uIiAhOnz7Nb7/9Rps2bWjVqhVOTk44OjpSpkwZZDIZ8fHxxR3mZysqKgpra2sSExOBrOno2VOPmzdvzuHDh9HR0eHUqVMMGTKEsLAw1NXVSU1NBbISrHv27CnOUyh0kiTx7NkzJEnixYsX1K1b94sYWS4UUwIlNSWJ+aPb0bTzUFp0HVqggLNHeADo6urh4OiIvp4e+vpZBTizWxA7OTlRq1YtxdxcbW3tHDcJGRkZBAYG8vDhQ9LT01FTUyM9PV1xE/Po0WPu3LmDXAJL+yrIMzLIyEglIy2NV6EhpKUmvzPOBw8eUKlSpQKdmyAAirZlvb6bTdNOg4o7nPcKexaAu9s+PC4cICo8DEenCgwdMpivv/66UKqGZ08zyY8ZM2awZs0aNm7cSM+ePdm0aRMjR44kKirqi6rtkT20XSaT0aJFC7p160ZQUBC9e/emUqVK6OnpvfdNOvsNPTQ0lN9++42lS5d+Md/+CPnzOdy0lxaf03ORnJxMYGAgbdq04cWLFwBcunQJZ2dn9PT0WLVqFTNnzsx1M2pubs79+/fR19d/5/4lSeLMmTNs3LhRcUOlq6tLXFycYp2GDRty5coVMjMz8fPz49WrV0RGRhIXF0fjxo2xs7Mr3JP+AAEBAXz11Vfcvn0bgIoVK/LPP/9Qu3btYo5MeN3Tp0+xtrbG2tqaJ0+eFHc4n7XHjx9z4cIFlJWVFVOwz507x+jRo6lRowY9e/ZEQ0MDX19ftmzZQkpKCmpqaqxYsYL69etTvXr1Yj6DojF//nwWLVpEZGQkKioqxR2OUAiKJYESFf6CGYPrU96pOlOWH853sKkpSWxbOoG7V0/g6OiIr69vkRbnCQ8PZ9WqVfj5+aGurq74KV++PLVr16ZKlSoYGRmRnp5OWloa2traXL58GRUVFRo0aFBkcQlfLrlcztixY1n/1wZmrz+LsdnbC6AWt8CHdzi9Zw1e7m7o6xvQt+9XDBkyhLp16xbrN2sZGRnIZDKUlZUVrQa/5G/6fv/9dypVqsT06dOZOXMmS5Ys4fHjx7Rt25bdu3fnuY0kScyZM4e5c+dStWpVfHx82L9/Pz169PjE0QvF6XO6af/Sfa7PxYEDB+jZsycA9vb2yGQy/P39GTFiBC1atCAzMxNJkqhVqxaGhoaYmr69i+Hr0tPT0dHRUYwUtrGxwdLSEiMjI5ydnZk0aRJhYWG0atWK58+f59hWV1eXY8eOFUvdgYyMDPz9/blw4QJTpkxRJH1UVFTw8fHJMZpQKBlWrlzJuHFZo31FPZr8e/78Obt27SIoKIioqCiio6MVP1FRUcTExJCRkYGGhgbt2rUjNjaWGzdukJqaiqqqKunp6WRmZubY59y5c5k1a1YxnVHRycjIICAgAAcHB1FU9guR3/fsQk2XGZqYM/SnFZSzzt1h411SkxO5e/UEAAsXLizyf4QmJibMnTv3veupqakp2pA2adKkSGMSviySJJGZmcn+/fs5e/Ysly5f4dFDX3qPmFOikidxqelEJ6Wir6lG6MObnNqzmoee13B0qsDmzZvp378/6urqxR0mQI7sfmn4IPTTTz8BKDoH6OjocPz4ceLi4t46ekcmkzFo0CCOHj1K2bJl8fLyEsNKBUEosB49evD06VMuXrzItWvXePjwIcuWLaNTp04f9fobERFBWloaWlpavHr1itDQUKKioli9ejUREREMHjyYw4ezvoAbOHAg06dPx8jICGVlZdq2bUvjxo1ZsGABU6dOLaxTVYiJiWHdunW0a9eOKlWqkJiYyJMnTzh+/Dhr1qzh2bNnADRu3BhPT0+sra3ZuXOnSJ6UMCkpKezbt4+VK1eirKzMjh07SsVnho+V/e/8xIkTqKur4+TkhIGBAQYGBpibm2NoaKj4XU9Pj5MnT/L3338zZMgQNm7ciL29PZmZmbi4uPDNN98QFRXFnTt32L9/P8nJ7x7d/7lSUVHB2NiYWrVqsXjxYtq2bVvcIQmfSKGPN6rbvFuBt9E1MOGHOZtZM+eb9w4BFYSSKCoqiri4ONLT0zl27BizZ88hLi4WAEvbCtg41aTdoJlUrFE8xWNfxCXxLDYRA0111JSVMNBS50FYNBeCwwAZklxO1KmtOChnffDo1q2byKaXMB06dKBDhw6KSve3b99WtIPOTtY1a9YMe3t7fvrpJ1JTU0XyRBCED2ZpacmAAQMUHcwKi4qKCklJSTmmXzo5OSGXy3n16r86d7Vr16ZixYqK393d3Zk1axYzZsygU6dOVK1atVDiSU9P5+jRo0yePBl/f3+mTZuW43F1dXX69+/P119/jZGREb169cLExERRz0X4NBISEnj8+DHp6emkp6dz7do1Dh06RGZmJkZGRpibmxMZGcnFixeJjo6mffv2/Pvvv1SpUqW4Qy/xHjx4QMeOHSlbtixr167lq6++Qk9P753bXLhwAYCtW7eydetWxXIPDw8SEhIwMTFBXV2dX3/9lUqVKhESEoK1dcn5ArGwaGlpUb9+fZycnIo7FOETKjFFZJ8HPeS3UW0ZNGgQ27ZtK5JjCEJhc3NzY9r06dy+dSvH8kbt+mHt4IxtxZpY2lX+ZPFkjyhRVVYiPVOOSlo8px8/42WmOshkIEn/+1OOhCzHtzJKwJWpzTHX1/pk8Qr59+DBAyZOnMjJkycZM2YMP/74I9ra2piamvLs2TOcnZ1ZvHgxw4cPL+5QhWL2uU4b+RKJ5yK37PomZ8+eJTg4GBcXF7p164aamppi9Obb6gmkpaWhrq5Oz5492b17NzKZ7IMTxYmJicydO5eNGzcSFRWFq6sra9aswcfHB7lcjra2NmXLlsXS0pJTp04REBDA3r17SUtL4+rVq9ja2n7MZRDyKSwsjEaNGinaaL+uQoUKVKtWjbS0NF68eEGZMmWoX78+AwcOFCODCiAqKorKlSuTlJTEmjVr8lWQPz4+Hk9PT6Kjo4mMjOTOnTvs3r2b8PBw7OzscHV1JS4ujosXLyrqJo0aNYpVq1blGhH0tlG1kiRx9OhRUlNT6dWr11tjkSSpRIwyCgoK4vnz56K98WesRHXhSUlKIDUlCQBlZZUcLYUlSeLS8X84sHEeTk6OnDh+LF/tUAWhOGVmZjJq1CjWr1+PQ5U6NO4wEF0DY5SUlDE2s8bQ1OKTxBGXmk5EfCJqGUn4h0fjHpUJ/JcoKWitkHEtHehb15pyeppFGLXwITZt2sTMmTMZNWoU586d4/z58+jo6LB27Vq+/vproqKiRNcdARA37SWJeC4K35AhQ9i2bRvKysro6+szefJkRo8erWgukB937txh1KhReHl5MXr0aPr370+NGjVyrbd582ZGjRpFRkYG1tbWuLi4MH/+/BJRzPZLJ0kSEyZMYPny5e9dt0+fPvz+++/o6+uL/2cfKCIigvHjx7Nz504WL15M06ZNKVeuHA8fPiQsLIwuXbrk2bI3Li6Of//9FxUVFSpUqMCECRMICQnhzp07iqRIbGwsCxYsYM2aNbi7u+Pi4kJaWhoaGhrs2rWLr7/+mri4uFz/h1NTU3F1dcXKyop///0312dZuVxOy5YtGTduHN26dSuya5Nfo0eP5uzZs/j6+hZ3KMIHKjEJlLCn/swf04H0tFTFMhtHZ2ycqqOppUvQwzs89nZnxIgRLFu2rEBvgIJQHNLT0+nXrz8HDx2k7w+/0ahdvyLLfGePKDHQUkeemYHvoweEPXlAZMQrQuMSUanZFZmSEpJcDoCsEKZsyICFPZ35yuXLG2r5uXozERYQEEB4eDhubm7Url2bDh06FGd4QgkjbtpLDvFcFD5Jkjh9+jTe3t74+/uzadMmHBwcOHbsWL4TGw0bNuTatWucOXOGli1b5no8IyODqVOnsnTpUoYPH86iRYswMDAo7FMR3uH58+c5vlB1c3OjSZMmBAQEcOjQIX755RdFq9xsMpmMKlWqUK9ePRo0aECPHj1EaYACyMzMpG3btpw9ezbXY+bm5owePZpu3bopupEmJyfTvHlzbty4oVjPxcUFDw+PPPevo6PDo0ePWLt2LatXr+bVq1e8ePGC+fPn06hRI5KTkzExMSE5OZmGDRtibW1NUlISZ86c4ccff6RixYo52qUnJyczZcoUunbtipmZGfb29mhoaBTyVcm/Fy9eoK2t/d7pT0LJVWISKEEP77J4QjemTZtGw4YNiYuLY/fuPQQFBREdE0P58uWZOmWyuAEQPhurVq1i7NixfD9rA9Xrtymy43iFRnHy8XMk+N+UG5DJlP4bqpg9HacIKMng6tQWYiRKCdG1a1fc3d159OiR4sPguXPnOHjwIJIkcfv2bWrUqMGMGTPECD5B3LSXIOK5KHq+vr506dKFyMhImjVrhp6enuJHV1dX8fe0tDQuXLjAnTt38Pb2pl69ely+fDnHvs6cOcOaNWsICAjAx8eHP/74gzFjxpSI6QGlUVpaGqqqqorrHxsbmyMh4uDggL+/PwDKysqsWrUKT09P3N3duXfvHlZWVuzbt4+6devm2K9cLicuLo7Y2FjFz5u/q6ioMGDAgC+6zk1SUhKenp7cunVL8ZM9ekJFRYUWLVrQrVs36tWrx7Jlyzh06BCJiYn07NkTmUyGt7c3ISEhfPXVVznqoLxNcHAwNjY2PHnyhPnz57NmzRqUlZXx8vKidevWREVFkZmZiaGhIb1792bdunX4+/sr6r316NGDrl27snXrViZMmKAosu/n50fFihVZuXIlo0aNKrLr9T6SJCnaZwufp2LpwpOX4MeeAPTr1w9nZ2fF3wWhJEtLS2P//v3cunULExMTXFxcqFOnDnp6esjlclTV1KlSp1mRHFuemcmZk3u4rV0Zmex/I0pkSmR/fFN8kCvCD3RyCYIjkkQCpYR48OABr169YvXq1cyYMQPI+iDi7+9Px44defjwIevWraNOnTp8++23xRytIAjCp1OpUiWuX7/OvHnz8PX1JSwsLMdNcXb9BYDKlStTr149KleurHgtzZaZmUnr1q0BaN++PRs3bsTFxeWTnouQU3YnzGx6enrMnj2b1atXo6ysrGgnDVnP37hx4yhTpgxaWlqYmpry9OlTZs6cybBhw7hz5w537tzB09OT8PDwtx5TWVkZPT09oqKiuH79Ovv37y+y8/uUUlJS8PLyUiRKbt++zf3795HL5airq1O9enWaN2/OzJkzUVNTY8OGDVy4cIHTp08DWaO21q5dy/Hjx9m9ezdly5YlLCwMKysrduzYQdOmTXFxcWHJkiVvjcHb2xsbGxuCgoLo37+/YopP9erVCQ0NVbRATk1NVYz4cnBw4OzZs5ibm2Nvb8/hw4fR0dFh06ZNdOzYEZlMhq2tLb6+vsWeuNi0aRO//vor/v7+qKqqFmssQtEq8hEov41sTSPXmuzateuDgxQK1/79++nVqxe1atVi165disyukOXixYuM+H4kjx76YmJmRUJcNMlJCQA4OlXAyNAAd3d3flp2ELuKtQr12MlJ8WxeNBr/V1GU7Tu/UPddEGIESsmQnp6Ot7c3lStXJi4uDg0NjTwz4gkJCbi7u9OsWTMePHhAmTJlRIHDUkyMeig5xHNR/DIzM4mPj0cul7+1TlRMTAzDhg1j//79bNy4USSiPyNpaWlER0czZswYPDw8iI+PJzk5mZSUFOT/m94MYGVlRc2aNalZsyYWFhY5Riq9/uPm5saOHTsU04Te7Mr0Obl//z4bNmzg4sWL+Pj4kJGRgaqqKtWqVaNOnTpYW1vj7OxMu3bt8rzhT09P5/Hjx9y5c4cVK1Zw+/btHI8rKSlRt25d2rZty48//oienh579uzh+PHjimk9FSpU4MiRI4rnIj09HSMjI9LT01m6dCkjR44stPMNCQkhMDAQV1fXYpnK8+DBA44dO8ZPP/30yY8tFI4SMYUnLSWZcT0qsmXLFoYMGZLv7YSidfXq1RwVoq2srZk5YwbffvttqW1dK0kSjx49YsHChfzftm3YV65N31HzsLSthFwu5+WzAJ743SP4kSfhoU+wcaxGm94j0dDU/uhjZ2akc/7wVryunyQsxB8lLT0m/76WTQ/kyN/7v/PdOlQ144RPGAXZjaiBUnKMGDECHx8frly5kq8h5L6+vrRt25Zff/2VwYMHf4IIhZJI3LSXHOK5+DxcvnyZJk2aAP/VnBI+b5IkkZycTFRUFBoaGhgbG+dru27duvHvv/8ybNgwli9fjrb2x3/O+5TS0tI4dOgQa9as4eLFi5QtW5aOHTsqRlI7Ozujrq5OUlIS2trabNu2jUGDBuXYx6tXr9i6dSsDBgzAwsJC8fr18uVLkpKSCAwMRJIkXFxc3lpjJiEhAR0dHRITE9m8eTNjx45VPHbv3j2sra0LvVbIwIED+eeff6hatSre3t5vXS84OJjMzEzs7e0L5bg7duygYcOG2NjYFMr+hOJTIhIo8sxMRnW2Y9OmTXzzzTf53k4oepIkcfjw4RxVq1u3bs2sWbNwcXFBQ0ODR48eMXXqVAwMDEhJSaFbt25oa2vj5uaGJEnY2NjQs2fPQn/BSE9PR1VVlbS0NFRUVD64ReGbJEkiLCyMgIAAAgMDCQgIICAgAD9/fwICAomMCEe7jD7dhk6lQZuvCu247+N94yxrfvmGVq1aYVy3CzfkdsilrERGdkOdD6Uko8BJmIb2hkxuV5HEtExsjbULNAolNDaZoIjEAm8n5M3Pz4+oqCjq1av33nXv37/PmTNnUFVVZfjw4WL4aCkmbtpLDvFcFB5JkvD19UUul+Po6Ii6unqh7l9VVZVly5YxZsyYQt2v8HnZtGkTw4YNw93dPV/vvSXF06dP2bBhAxs2bCAsLIymTZsycuRIunfvnmsqFGQVSvbx8cHa2hoDg5zdUZ88eUL16tU5deoUrq6uuLq6UqNGDdatW/fOGLJr9O3du5cRI0bg7++vGPX18uVLzMzMgKzPNg4ODoV8BbKmKV27do2EhATOnz/P/v37WbVqFV27duXevXts3LiRefPmUbNmTVq1asW6des4e/YsjRo1+uDXk5SUFJydnenfvz+//PJLIZ+R8KmViBooSsrKaGhq5ZijKJQMMpmMrl27Eh4ezrBhw/n330O4ubnh5uaGkZExY8eOISMjg0OHDim22blzJ0pKSmhq65IYHwPAxIkT6dKlKytXrnhvIiUmJobk5ORcy6OionB3d+fq1atcuXoNv8ePsLWz52nIE+RyOZUqV6ZJ48Y0bNhQkeEtSEG3Bw8eMOeXXzjjdobo6CjFcgOjshiZWWFkZkP9dg2xcXTGybk+ahqf9sbfwq4SSkpKtOrSm/UvLBQJDwlQkmBMSwdWnvX/oH2/LXmiJIO+Ltbs9AjJlaC5GhBF19VXARlKMljQ492jUUJjkznz4CXnH73i3MP/5hVP61CREU0KJ7tf2jx79oxDhw5RqVKlPDtEvEmSJFq2bMnLly/F3FtBED4rL1684MWLFzkKeMbGxhIQEMDdu3dJTk5GkiRevnzJixcvgKw6FQ4ODlSuXBkjIyPS0tJQVlbGzs4OR0dHnJycqFSp0juH8Wff7Mnlcm7evElGRgZBQUGf6rSFEmrIkCHMnTuX3bt3l/gESmJiIgcOHGDbtm2cO3cOHR0dBg0axMiRI6lSpco7t1VRUVG07u7SpQt2dnZcunQJS0tL/v33X2JjYxXrzpkzB319fUV9IUdHxxxfMmZ372nbti0//fQT9erVY968eTn+/5mamrJ06VIsLCyKJHkCoKGhQYsWLQC4ceMGurq63Lt3j65duxIREcGFCxeQy+UcOHAAe3t7YmNj6dy5M/v27fvgZiYaGhq4u7uLbk+lTJEmUALue5CWmiJaE5dAGRkZjBgxgs2bN1OpUtaLrLmNEwPGLuK62x7mzV+IqYkx9erVy9GeTEVVXZE8yXb48L/o6Gizfft2UlNT8fT0pEqVKty7d4+bN29y48YN3G/cJDgo8K3xyGQyrOwqUb6iC7VbfU3YU39qt+yPipo6IX7e/HvMjbVr1wJQztyCRo0aUt/VFRMTExwcHKhXr16upEp6ejqrVq3il7lzUVHXpn67r7F2rIaxmTUmZtafPFHyNoYm5lRq2Jntl3yR21vkeEwOOJmW+aCRJG8jAzYMqo3/q8R3jG7JupZyCabt96aJk0meI0p2e4QwZX/ewyQXHH8IEoxoKpIoBaWvr8+RI0fQ0dFRLEtNTUVVVTXPkVFbtmxh4sSJ/Pjjj6ioFHltcEEQBAVvb2/+/vtvFixYkO9pwImJiYwaNYoTJ07w6tWrXI9raWlhYWGBi4uL4ltAfX19mjdvjqamJr6+vty/f58HDx7w/Plz1NTUSE9P58iRI0RERABQtmxZxo4di46ODqmpqaSkpBAQEMCdO3cICAggKSkJDQ0NMjIyyMjIACi105iF/ygrK2NpaUlYWFhxh5InuVzOpUuX2LZtG/v27SMhIYGmTZuyadMmevXqRZkyBatVCVnTlsqWLUuTJk2oWLFirs/T7dq1A+D8+fO0aNGCmzdv4u/vz8CBA4mLi0NLS4sOHToo2htbW1vnqm0ik8mYMGHCB551wc2bN4958+Ypfm/RogX37t0DoFq1akBWEvXff/+ldu3aREREMHv2bL799luSkpKoW7fue0fB//bbb3Tr1g1ra2vu3LlDtWrVCn1knFAyFckUnoS4aP7dugj3M/uoV68e58+fE9+IfmKpqalkZGTkmLt59uxZli9fQUJCAtevXyM1NRWASjUbE+h7m9SUJNTUNbGvUgdL28oEP7pLSIAPysoqqGtokZGehlO1Bty+fBQAFVU1MtLTAJg+fTpTpkxhxowZ/Pnnn4pjqqqpY+1QFRunGtg4OqOpnXs4lJq6JtaOzu/9t5UQG0WA720CH9wi0PcWT/y8SU/LOoeqVZ0xNjamQgUnGjRogJGREatXr+G022lqN+5Er+9+poye0cdd1CLi/uQlF4LCQJb7RVoJuDqtBZcehzNtvzfy3Jt/Ev3rWjO/h7Niio62mjIhUUmM2XH3vd2A/h3VgOpWBp8o0i9LcHAwK1aswMPDg5iYGPT19Tlz5gxHjx4lLS2N/v374+XlRY0aNahRowZ37twR7TYFMW2kBCkNz8VXX33Fnj178PDwoE6dOvnaZsuWLYqp3fv378fW1jZH6+GP+cwYHR3No0ePWLVqFYcOHUKSJNTV1VFXV8fS0pLatWtTsWJFtLW1SU1NRUVFBQ8PDx4+fMiJEycKvS6D8Hnx9vamVq1aLF++vFhb4r4pOTmZLVu2sGTJEoKCgrC3t2fQoEEMHDjwkxaNd3d3x8XFhcDAQM6dO8c333zzRdzjPXr0iKZNm9KiRQtu3LjBlClTWLlyJfPnz6dLly55blO3bl3s7Ow4duwYCQkJLFy4kClTpnziyIXCVGw1UOSZmfw+sRsxr54yffo0Ro4cmeNb1M9RSEiIoi3avn37uHz5Mo8f+xH85AkGBgY0atiAJk2a0KhRI8qWLVvox5fL5YwePZq1a9eyaNEibG1tqV+/PpIksWvXLnx8fFBXV1e07/r38GHu3L6NXC5HV1cPGxsb6tSpze49e9AztkBDUxt1DW0eel5B18CEuOhw+g8YwKCBA/Hx8eHMmbNcunyJpMREtHR0KaNniI1TTYZM+iPXzdkjr2tcPLoNL3c31NXVSU5KAuDrcYuwsq+CRfmKKKsUzQurJEmkp6XyyPMqt68cIyM9jdAnD3nxxA8ATS0dhk1fS+VaTYrk+IXB/Wk4FwJC35mEWPS/gq5eT6PptubaR9VE+RgN7Ay5HhT1QccX03k+TGRkJAMHDiQwMJBWrVqRlpbGX3/9xfDhw0lKSmL79u38+OOPrFy5Emtra7p3787IkSNRU1MTxcxKsdJw0/65KA3Phbu7O0uXLmXr1q35KrgpSZLiW92JEye+s+2pIHwKsbGxHDx4EHd3d/bs2YO5uTm3bt0qlk4ub4qPj2ft2rUsW7aM8PBw+vTpw6hRo2jYsKH4wqSQpaamEhUVhbKyMnfu3GH27NnY29vzzz//5DkSxdvbmzVr1hAQEMCECRNo2rQpmpolY3S78GGKJYHi53OTg5vm8cTvHufOnaNp06YfFn0Ryp7z+rbHAgMDOXv2LFFRUdjZ2bFx40bc3NyArHZdcrkcK9uKmFjYYVjWkviYSAIfeBAeGgKAg6MTTRo3om/fvrRq1apQXtymTp3KokWL8nxMXUMTS7vKZGakEfXqORkZGThVq0/l2s1Q19AkOiKMl08D8L55Bm1dA+SZGYSHhqCmpkZaWtbokbwqcKenp3Pz5k0uXrzIlStXOHHiBI5V6zJ+4e48X0RiIl9y49wBwl8E06hdP8pXqPHR5/2hUpITSU1OQFNLt8RM08lLXGo6a9wfvne97FEo5fQ02e0RwvQDPmR+hl0CprWvKKbzFIGkpCSSk5Px8vJi/PjxeHt7I5PJuHjxIo0bNy7u8IRiUBpu2j8X4rnIm5ubG23atGHv3r306tWruMMRSpHIyEgiIyNJS0tjx44dbNiwgfj4eNLS0qhcuTLNmzdn7ty5GBgU38jZxMRE/v33X9avX8+tW7dIT09nyJAhTJ48ucjqhwh5W7BgAdOnT8fHx0dRVyYyMhIjo6xR7b169aJBgwafdHqSUHQ+aRFZ75tn2fnndKIjwqhVqzZbSmjyxMPDg/r16zNixAhWr16d47H58+czb/58khIT/zdlRZOkxHjMbZwYMvEPZEpKpCYn4uhcDzOr3C9eMRFh+N2/ib/PTU6cucTmzZupW7ceP/88iw4dOrwzafO+JIujoyOurq6kpKTg6empWN6syxC6DvoJDa33j/DZs34O5//dAmTNQ1y3bh2DBg1663xfVVVVGjRoQHR0NOfOnQOyEmTxMRHoGZrmWl/fqCxtexdeL/ePoaGpXSjthYtadFJqvtaTA1uuBDO9YyW+crGmiZMJO2+EsPLchxWWLS4LTjykSw1z0Z2nkGlpaaGlpUWLFi3Ys2cPz58/Jz09XSRPBEEosaysrICs9p8igSJ8Cnfv3mXy5MmcOXNGsUxFRYXRo0djY2ND7969sbCweMceCo8kSTx9+hQPDw+uX79OVFQUhoaGhIeH8+DBA7y9vUlNTUVDQ4PZs2fz9ddfY2lp+UliE7IkJCQwbNgwdu/ejbOzM+Hh4QQEBBAREUHLli05c+YMrq6u7Nu3r7hDFYpBoYxAWTa5D34+N9i9eze9evX6ZO1fCyowMFDR89vNzY169epx9epVDh48yF9//UXj9gNwrtcSh6p1UdfQJi7qFbqGpgU+H0mSeHD7Iid3rcT/wW1q1qzFzz/PokuXLigpKXH58mV+/nk2t2/fRllZmZ49e2BjY4ORkRGGhoYYGhpiZGRE2bJlc7xgSpLElStXGDx4MEFBQXw9bhEN2/bNV0yLfuxK8CNPGrTpQ0xEGA/uXMLZuRqTJ//EV199lef8xT///JMxY8bgUMWFqi4tqFKnGZZ2lQt0LYS3y+8IFMjqmnN1agtF8uGI13PG7PTMtd6kNk74hsZxzLtkFj/rVsOc5X1rFncYpUJKSgqDBw/GycmJX3/9tbjDET4hMeqh5Citz8WNGzcIDQ0FQEdHh6ZNm6KqqookSfz1119MmDABa2trTp48KaYbCkVu8+bNDB8+nIoVKzJ58mRsbW1RUVHB0dERExOTIjlmXFwcoaGhhIeHExERQXh4OM+ePeP27dt4eHgoiidbWlpiaWmpGNVQuXJlqlevToUKFfD09GTkyJGl6rWjJPn999/JyMjgyJEjXL9+HSMjIwIDA9mxYwf9+vUT9ZK+QEU2hUdZWRVlFRUy0tNITU7E9+5lti2dwPTp0/ntt98K9SSKQp06dbh9+3aOZcZlLWjQrj/t+owq1PmEkiTxyOsaJ3et4tG961Sp6sz4cWP56afJ6BpZULNRBxITYvC9fZHEuCjiY6PJzMzIsQ8HRye6dumMq6srSkpKZGRk8NVXXwHw87ozlLN2/KDY/O97cHL3n9y/dQFzC0vGjxvLsGHD0NfX59mzZ9y9e5eZM2cSGZfKzDWnxTzLIuIeEs6FwHfXQMm2c7gr9e2zhgyGxibTYME5Xv/PKwMOjWpA9zXXCq1jT1G4Pq2FGIXyCSQnJ9O6dWtmzJhB+/btsbW1Zdq0aXz33XfFHZpQxErrTXtJVBqfC39/fxwdc342MTAwwMLCguTkZAICAhgxYgRLly7NV80UQfgYq1atYuzYsYwYMYJVq1YVWcHTly9fcvr0aU6fPs3jx4+5ffs2mZmZisdlMhkmJibUrFkTFxcXxU+5cuXeuV+5XE5UVBTGxsZFEreQt9u3b1O7dm0gq9W6JElcu3aNWrVqUbZsWdTU1FBTUyvmKIXCViQJlJ+WHmTJTz2R5Dl7gXTq1JlDhw6W+PZvu3fvpm/fvlSo3oDmXYaSkpyAtYMzZlYORZ4g8PO5ycldK3lw5zIATToO5Kvvf0HptWsmSRKpyYkkxseQlBBD5Mtn+Hic577HOWKi/mvzp6yswvAZ66ju2vqj43oe/IizBzfgcf4QGRnp6OiUISEhHgAdXQNa9/qeNr2+/+jjCG+36fRZwtVzT4t6nbJMxpWpzXMkHnZ7hCg68ygBPzS3Jzopje03nhZtwB/pzURQUEQitsbaIqlSRKKjozEwMGDDhg0YGRnRo0eP4g5JKGKl8aa9pCqNz0X2aN/Vq1fz1VdfERISwtGjR4mIiECSJLp3707z5s2LO0zhC5SWlpar9Wy5cuVo2LAhe/fuLdTP+nK5nIsXL3Ly5ElOnz6tmGJfo0YNKlSoQJMmTXB2zuoQaWxsjKGh4QfdJ61YsYI//vgDT09P9PX1Cy1+4e327dtH7969uXXrliKJ8ttvv7Fjxw7CwsKIjo6mbt26XL9+vcTOuhA+TJEkUF43YcIEGjdujJ2dHc7OziV+hEJYWBiOjk5Uqt2cIT+tKLZ/8Kf3rePg5gUAzFxzGovyFd67jSRJJCXEAjKUlJVQU9dEWblQytcoxEa95MGdy8RFvcLM2hEr+yoYGJcr8c/rl+DJsyfs8ItB9sa/SSUZyKWs5Mn8HlX5ysU617ahsckERyTxf9eDOeFTMqftvGlEU1uqmuvxKCye1RcCkKSsATijmtnTwMFYJFMK0YYNG5g/fz7+/v4lPsEtFJ7SeNNeUpXG52LKlCmsXr2ax48fY25uXtzhfNEkSWLbtm24urpSsWLF4g6n2Li7uzNlyhSuX7+OhoYGtWvXpm7dutStW5dp06ZRq1Ytdu3aVWjHCwkJoV+/fly7dg1TU1PatGlD27Ztad26daF34wwKCsLb25sWLVp89l1NPxcJCQk0a9aMW7duKZZduXKFFy9eYGZmxjfffIOamhoPHjwoxiiFolAkRWStrKx4+jTr2+1ly5aRmprKn3/++XGRfiJbt24lLT2Dr374rVizhdVd23Bw8wKMzawws8pfRxKZTIZ2Gf0ijUvPsCz1W4lCbsXhpd8dYi5exKDZUJBl/duUAVPaVaSapT7ljbXemlAop6fJq7iUtyZPspMwJcn6i0G5lkkS/Hk+gD/PByADpoqOPYUiKSmJNWvWiG9IBEH4ZI4dO0bfvn1F8uQTCAkJYejQoYrfV65cSb9+/UrNdI/o6GimTZvGX3/9Rc2aNVm2bBkJCQncuHGD7du3s3jxYgBq1vz42mtyuZzTp09z9+5dVq5cibq6Om5ubrRo0aJI32PLly+Ptra2SJ58Ihs3bmTy5MlcunQpx/JGjRop/u7r64uqqirr169n0KBBonVxKVSgBMqhQ4fYuXMnqampHDt27LMq/BUfH4+6piYamlrFGoephS0TFu3B2tG50EeRCJ8nn5gM9F9LngBIwOKTj3JN28lrysvN4Kg89zvQ1Zofmjtw6XH4Z9X6WCKrY098SjqT2pbeb9QKw7hx47h16xbVqlUjJSWFMmXKMH36dNH1QhCEIpOQkICZmVlxh1Eq2NjYcPPmTdq3b09kZCRjx45l7Nix/PPPP/Tt21cx8vDSpUs8e/aMpKQk6tevj4aGBp6enqirq1OlShVsbW2L+UzeLSMjg6dPnxIQEEBgYCABAQH4+vpy/vx5ZDIZK1euZOTIkblGWoaGhpKSkkL58uU/OoaxY8eyevVqypQpQ+vWrVm9evUn+Xc+dOhQAgMDc93QC0Xj66+/RldX953/J1RVVXn+/DkbNmzg6NGjHDly5BNGKJQEBbqDd3Bw4PfffweystyFSS6Xc/jwYWbPnk14eDgXLlzAycmpUPa9Y8cONm3aRHxMFL53L1PVpUWh7PdDyGQyHJ3rFdvxhZLFPSScVwYV8pwqlSlJBEckKRIluz1CmHbAG7mUNbJkQQ9nvnKxpm55wzz33au2JeX0NBWtj+88iWbUjrtFej6F6c/zAZTRUBUjUT6SlpYWDRs2RFlZmZiYGIyMjHjw4AHm5uZiPrUgCIVOV1eXuLi44g6j1HBxcSEiIoJz587Rvn170tLS+Prrr/n+++8ZOHAgHTp0oHPnzjm2UVdXJzU1VfG7qqoqly9fpl69gn8+jYyM5Nq1a4ofSZJQUVEhIiICR0dHGjZsSKNGjahZs2aBCrgeOXKEnTt34uHhQXBwMBkZWU0WlJSUsLGxwd7enqlTpzJ06NC3jnZ6X4HWgpDJZKiqqhIZGVlkhWjzsmjRIo4fP05QUBC+vr40bNhQdH8pAmvXrsXDw4NNmzbRp0+fd6576tQp2rVrx8iRIxk9evQnilAoSUrMEIilS5cyefJkxe+F9cE+JCSEAQMGAGDlUBUzK4dC2a8gfKy41HQuBIW9tQOPDChvnDViKjQ2WZE8gaxpOdMP+NDEyYTqVgb0rGXB/jvPFdv2rGVBdSsDxe/l9DTxfJp76kxJt+DEQ7rUMBc1UT5C5cqVWbduneL358+fU69ePZo2bcr27duLMTJBEL404eHhhIV9HvW4vhSSJLF27VqmT59OxYoVuXfvHtbW1gwePJg1a9awbt06nJycePz48Vv3kZ6ejqurK3FxcWhra+Pp6YmDgwP37t3jxo0b3Lx5k5s3b/LkyZM8jw9gZmZGw4YNAUhJSaFJkyZ4e3szY8YMUlJS0NTUpG7dujRq1IjKlStjbGxMw4YNc3ViCgsLY86cOaxfv56qVavSuXNnHB0dsbe3x87ODhsbm0+awMg2fPhw/vzzT9zc3OjQocMnO27ZsmUZOnQof//9N4MGDaJz584cPnz4ndtkPycymYxTp07h5ORU4kcZFTdHR0euXr2q+EJTLpeTlpaGhoZGrnUPHTrETz/9xE8//VRkbbCFkq3YEygPHz6kfv36xMTEKJZ98803mJq+uytJfhkZGWFtU56QJ8E89ffBz+cmxma5i3EKwqcWnZT6/pX+JygiMVctk9dHqCztU4NB9W24FRxNnfIGOZInkJWA2XTl80ugANwOjqZT9awEytu69ohuPvlnYWGBt7c3BgYG719ZEAQhH+RyOcuXL2fBggUoKSnl+EJMeLv4+HjKlCnzznUkSSI0NJTk5GTMzc3R1NQkNTWV0aNH8+TJE27fvk1UVNZUXiUlJdTU1AgJCWHdunU0b96cmJgYbty4odifhoYGtWrV4tq1a0DWKI3Q0FCUlZV58OABFy9eZMqUKYr1NTU1qV27Nj169MDR0TFXvQ9dXV1cXV2xsbHJczRtWload+7c4erVq1y9epUNGzbw6lVWZ8myZctib2+PjY0Nrq6u6OrqMmfOHOLi4pg/fz5Tp04tMc0MskdVpaWlFcvxe/fujZOT03vLJ9y4cYN27dpx+/Zt7OzsmDBhAjVq1OCff/4pMdeyJGrVqhUtW7Zk6dKl7Nu3j+DgYDIzM7ly5QoXLlxAW1ubAQMGMG/ePNatW8d3330nkielWKEnUCRJeud/0IcPH7Ju3TrczpwhKioaSZLnSJ4AbN68mc2bN2NtY4PvgwdoaX143ZLAwEAWL1pI3759AahUs/EH70sQCpOBlvo7H5dAkSCxNdbOVRBWWSZTjFABqG6VO3GSLa8EzOfC71U8Xk+j2XXVj11e4WSXculf14oxLR259Dicqfu9yT69fnWtGNvSUSRS3kFPT48bN2580HBtQRCEN/3+++9MnTqVESNGMH36dCwtLYs7pHzz9vYmKCgIKysrTp48yfnz5/Hz8+PFixdYWVnRqFEjmjRpQuPGjXFwcCiUm1BJkpg4cSJ//PEH3bt3p1atWrRu3RofHx8OHz5MREQEZmZmGBoacuHCBfz9/RXbWlhYoKOjQ1BQEDVr1sTOzk6RQPH09GT06NG0bt2aGzducPbsWTw8PJDL5aiqqmJpacn169cVnWIkSSImJob169ezfv16XF1dFcfZvHkzNWvWpGrVqqiofPjtgpqaGq6urri6ujJx4kQkSSIxMZHg4GA2btxITEwMjx49Yt++faSnp1O9enWuXLlSov4NSZLEjz/+iIuLC506dSqWGDQ0NBTv2cHBwUyaNIkJEybQoEED0tLSuHTpEq1atcLe3p5JkyYp7p1u3ryJhoYGMpmMkJAQrKysRCLlLWQyGTY2NigrK1O9enWMjY2xtrbm6tWrGBkZMWDAAJYtW4aSkhK+vr78/vvvODk50aJFi/cmQoUvS4HaGL+tpc/Zs2dZs3YtXl73SExIYMGC+QAkJyeTlJREcnIy0dHRXLlylZs3b1BGz5AaDdpTxsCYmIgwngc94Imft2J/yiqqZGakA/DXX38xYMAANDU18fHxIS4ujgYNGrz3P39ycjKHDh3i22+/JTk5GWVlFWauPY2ZpainIJQch65ewzddJ89/z8oyWY4isrs9QhTFYN/V2jgvobHJNFx47rNNonyIae0r4mypJ0al5GHz5s2MHDkSf39/rKysijscoZCVxta5JdWX/FwkJydz7do1li5dyokTJxg7diwrVqwo7rCIjIzk8ePH1K9fP8fy9PR0rl69yt27d7l48SLKysqKpgjZNDQ0aNOmDRUrVsTS0hJ/f38uXbqEl5cXkiRRtmxZOnXqxOTJkz+qTt/u3bsVX+y9TiaT0axZM6ytrQkNDSUiIoIaNWrQqVMndHV1efbsGbdv3+bkyZPExMQQHh6u6JBZvnx5Vq9enWt6SWxsLJcuXeLixYssXboUgJiYmFx1NORyOW5ubty8eZPOnTtTo0aNDz6/DyGXy0lPT0dNTa3E3eDfu3eP6tWrc+LECdq1a1fc4fD8+XOmTJnC1KlTqVq1KsOHD+fvv/8mICAACwuLPLfx8/OjVq1aTJs2jenTp3/iiL8ckiQRHx/P8ePH6devH5BVsH/58uXFG5hQKPL7nv3RCRS5XI6Ghgbp6enUaNAOz2snFY8pKSujoaGFmroG6praWNo7U921NTUatkNVNee377FRL/l5WFPSUpKZ/dc5lJVV2fL7WIIe3sXU1BQ9fQP8Hj8CoHHjJqxatZLq1au/NeYBA75mx47tWJSvQOOOA3Go7IKFrejoIZQs/277Ha/wODTq9sk1uiSvBElobDLBEUnvbG38Nq8nYD4H7xvNll+vF9wt7VatWsXevXtxdnamX79+OdryCV+OL/mm/XPzJT8XnTt35ujRo9jb27Nw4UJ69uxZIm58R44cybp161ixYgVjx44FsqZddO3alZMnT6Kurk6jRo1IT08nKSmJMWPG0Lx5c168eIGjoyOGhrkLs8fGxnLt2jUuXbrEtm3bePnyJX379mXGjBlUrlxZsV5UVBQ3btwgKiqKdu3aYWRklGeMz58/Z/v27cjlchYsWKCYHnLt2rVciZ83RURE5Jg64OjoyC+//EKfPn1ydaGBrPfShQsXMn/+fBISEihXrhxeXl5i+kEB3Llzh9q1a+fr+SkOPj4+JCQk5BhB9KbExER8fX2pXbt2ifh/+iV49uwZGRkZmJubk56ejpaWlri2n7lPlkBZtWoVY8eOpe8Pv9K00yDCngWgJFPCqKwlyioFK/Ikz8wkIyMdNfWsgj1yuZyDm+dz3W0vthVq0KTTIAAObp7Py2eBzJ49m5kzZ+aaj/n8+XNsbW3pPOgnWvccUaAYBOFT2rFqOp5XDrP+/3ZjXaU2OhqqJKXJPyhBkh/ZCZh7z2NYdOJhqRmR8uZontIoPj6eYcOGERMTQ9euXfnhhx+KOyShiHzJN+2fmy/1uXjx4gUWFhY0aNCA8+fPo6amVtwhKdy9e5datWoBMGnSJJ48eYKbmxuJiYns2rWLzp07f1QR0pSUFDZv3szChQt59uwZPXv2ZObMmaSmptKiRQsSExOBrNEkBgYGGBoaYmRkpPizUqVKdOrUCWdnZ2QyGZmZmYopMhcuXKBp06bvPH50dDTfffcdDRs2xNbWlg0bNnDs2DEcHByYMGECgwcPzjH1/datW7i4uDB8+HBGjBiBs7NziXq+Pgfp6eno6ekxf/58xo8fX9zhfJRXr14VWp1JIUtGRgbdunUjOjqaq1evEhAQQLly5T6qBIVQPIo0gZKamsqhQ4dISEhg69at3LjpwR/7H6Cs/Glq0mZmpHNi92qO71hO585d2LRpI7q6uoo3hH/++YeBAwfy+y5PdHRFoUSh5Ar0vc22JT/yKvQJ/fr1Z9u2rZ+suvwRr+eM2en5SY5VEPVsDbgRFF3o+9053JX69nl/G/gl+/PPP1mzZg33798X34yUEl/qTfvn6Et5Lv7++28uXLgAQEJCAteuXSMjI4N79+6VuJEM2S1GAWxtbTE1NaVdu3b07NkTZ2fnQjtOWloa27ZtY8GCBQQFZRVp19DQ4N69e+jq6nL8+HFevnxJVFQUkZGRij/v3r1LQkICpqamaGlpkZKSQlhYGCNHjmTNmjUfFMuNGzdYunQp+/fvx8DAgF69eqGmpoanpyfXr18nIyNDUf9C+DAVKlSgY8eOLFu2rLhD+WD37t3DxcWFM2fO0LixqAlZmObMmUOzZs1ISkri6NGjdOvWjTZt2hR3WEIBFUkC5cKFC9y4cYP/+7+/uX/fR/F4j2+nF8tID+8bZ9m6dDxJCVlDHx0cnbAwN+fixQsAzPnrPGUt7T55XIKQH4/vXefwtsUkxkcT9uy/Djk2NjYEBwfnWv9jO828uX1edVFkQIuKJpx9GP4BZ/RxOlUzo3tNC5LSMhm3y7NQR8cU1giUz7HbT0hICGvWrOGXX35BXf3dhYuFL8OXctP+Jficn4uUlBR27drFkSNHOHDgAADOzs6YmJhgZ2fHxIkTqVixZE2NDg4OpmrVqjRt2pQdO3bkqvNRFNLT09m+fTtDhw4FYPbs2cyZM+et66empnLhwgWuX79Oeno6KioqmJmZMWTIEDQ1P+59JSgoiBUrVnD27NmsqfU1alCjRg2aNWv2zukdwvv17duX3bt3c//+/RzTtj4ncrmcDRs20Ldv30/yf6O0ycjIIDo6msmTJ7Nx48Y8p9QJJVuRJFAANDS1cKhaj04DJmBpV4mU5ES0y+gXWuAFFRcTwem9a9HWNSAmIozE+BjKWtji6FyPijXE/H6hZHrkdY0/Zw2ibt261K5di5OnTitq/EBWcb7Xe8+vvxjAwhMPkfiwmh5v2z6vwrQxSeksOPEwX/uVkdUtSAlo5GjMFb8I5K8tz9c+ZHDohwY8DItn2gFv5FLBts+TXJ51osgKXHD3bXZ7hCjiK2l1VXx9fVFVVcXBwSHH8qtXr3Lu3DlmzZpVTJEJxeFzvmn/0nzOz0XPnj0ViZPX/fTTTyxevLgYInq/H374gYMHD/L48eNP3hWjdevWnDlzhi1btjBkyJBPemyh6HXt2pXDhw+zdetWBg8eXNzhfJSUlBSePXuW6zPDrl27cHFxwd5eNNwoqFOnTjFp0iQuXbqEgYGY/fC5yu97doHm3LTo9i09vp2eY6pOcSZPAHT1jek1XNwcCJ+XU7v/pEaNGly4cF4xZefhw4fs3bsXKyurnMmTSwE5EhpyCaYf8KGJk0m+RkG8a/uvXKxp4mSiKEwL0HDhuVz7qFyuDA9C43MsU5bJOPBD/Rw1W0Jjk9lyJZgNlwPzfS2aO5lgqqtB9zXXFKNOPiZ50r+uFdoJz6hgZYKFtV2h1JMJjU1myr57Wdkesq7htAPe+X4OilJycjI//PADFy5coHfv3kDWB/nOnTuzfv16RbtKQRCE/JIkiWPHjrFgwQLGjh1L//79OXv2LAkJCYrpKiWRv78/1atXL5aWoj///DP9+vX77G+uhbzdv3+fsWPHfhHP79atWxk1ahQ3b97k+++/5++//8bBwYHffvuNLl26MH78eJYsWcLAgQMLddrbl0xdXR0XFxc8PDxYtWoVysrKLF++nPLlyxd3aEIRKFACpeOA8Z+szokgfGniUtOJSkrh/oV9+HpeZfv27aiqqhIam8yt4ChkMl2GjZ2U44Y8NDaZhXmMBsmUJIIjkt57856f7bN/AK4FROQ5dWZWpyrce/a/wrP81yWoulXuLPvGK4EFSoCcexTOqrN+BZqyIwN+7VYFPU1VrA21eBqVjEwGz6KTWXQyqziu5BNGZzM//pzQvwDR5CRJEmlpaQRFJCqSJ9nkEvl6DorKq1ev8PT0pE2bNhw4cIBz586xd+9etLW1+e2339i0aRNubm7o6OgUS3yCIHy+goKCSE1NpWrVqmhpaXHo0KFC3b9cLufIkSNMnDgRTU1Nzp0799G1VNatW4ebmxuQVWj1U38L3LhxY1FX4gsWHx//xRRfHTRoEI6OjtjY2ODs7ExmZiYymYydO3diaWlJYmIie/fuFSOpCqBZs2Y0a9aMmzdvkpCQgEwmQ11dnfj4+GJJ6ApFq0DZEFGAUBA+jFdoFCcfP0cCJP1adJy4jK+++ordHiFM3e+tSDjIgIU9/5saEhSRSF6T7JRAMWLkXW4/iS7Q9rbG2ijJyNVSubyxFvXtjehSw/ydbZSDIhLfmgipaq6Lz4u4PB/befNpruO+6fXpQt1rWfDzv/dzTKdp4mTCmJ13FfuQKSlx7KUuM2KTPyjJIUkSPXr0wNzcnJnzl+SKT0mWv+egqCxdupQtW7YQGhqKgYEBPXv2pGfPngAsXryYJ0+eoKKiIl63BUHIl8zMTLy9vXF3d2flypXo6OjQsGHDIjnW/v376dOnj+L3j+1W8ejRI0aOHAlkFfsU3S+EwvT48WNevXqFmZlZcYdSKLS0tGjZsiUAmzdvVizPHm1iYGBAYGCg+PzwAerWrcv58+cBOHHiBN27d8fNzU0kV78wSu9fRRCEjxEVH8+JR8/+S5IoKeGj4sTco745kieQlSCYdsCb0Nhk4L+ExpumtK/43qTAbo8QRu+4m+dj79p+WCNbxQtD9kiT7HXL6WlS397ordvaGmvztrfbtyVPIOu8hzWyQ/ktb9bKMhmHRjVg53BXDo5qwMG7zxXJjOwpSWcevMyVgJFkMoIjkt563HeRyWT06NGDzp07U05PkwU9nJH979nKTtoU5/SdmTNn4uvrm2eRsjlz5rBmzZqPLkgoCELpMXHiRGrWrMno0aOxsrLi8OHDhTaKIyUlhYCAAPz8/DAzM8uRPOnWrRtPnz4lKirqg/dvZWVFzZo1gaxkyosXLz46ZkHIdvXqVQDmzp3Ly5cvizmaT0MmkxEQEICDgwO3b98u7nA+S23atOHEiRNYWloWdyhCIRMJFEEoIs+i49jldooVq37LNf0DYNv1J3lOdcmeGgIobtyzEwtKMpjWoSIjmr67wFdobDJT93u/9fEuNcxzLdvtEULDhef463IQyOC7xnZcmdq8QIVSy+lpMrV97q4MeSWBcjwODG1UnitTm7NzuCvTOlRUnPPr04Xq2xuRmJaZK1GSKUnM+vd+nvvWUvvwl7mBAwcq2mF+5WLNtWkt+b8htbg6tUWxFZD18vJi3LhxqKioYGSUd1tmTU1NlJTEy7sgCPkTExODt3fWe0ZYWBinTp2iefPm79xGkiRCQ0M5fPhwnskPuVzOrVu3GDlyJKampjg4OODk5JTrBvTQoUNUqlSJtm3bfnD8u3btUrwefv3119ja2n7wvgThTdk3wCEhIWzatKmYo/l0tLW16dWrFyYmJsjlciDrtWL+/Pn4+vrmWv/mzZvkozdJqaGsrEzz5s3f+llN+HyJgiaCUAR2e3gTmCghUzNHs8GAAm375tSQNwu9Zo96eFdL3VvBUe+sQ3LmwUvsTXVytDTO7jADWUmcTVeCGNqofIFiB7KSOzKy6qVIWQmQye0rsPD4w7fG9PqImHJ6mpQ31sJcTwMlmYxaNgY5zi+vaUbv8iw6Oc9aLW96/Xqa6WowYMAAnOs2pmnn3tgaayMlRmNiYkK5iuXyd+AioqGhwe7du1myZMlb1wkJCRFD2AVBeC9Jkti8eTMTJkwgJSWFMWPGYGxs/N7t0tPTady4MTdu3FAsq1u3LqmpqSQlJZGUlERsbCwJCQmYm5szfvx4mjZtiiRJ+Pr6cu3aNXbt2gVk1WP4v//7P27dukX79u1ZsWIF//zzD56engwZMoTu3bu/dSpBYGAgI0eO5PTp00BWHYKtW7d+/IURhNf89ddfVK5cmT179pSqDjVmZmYsXLgQX19f6tSpw6lTp4iKimLp0qV07dqV69ev07t3b+7du0d0dDT16tXj0KFDdO3atbhDL3ZBQUEEBQVx+/Zt1q1bh7+/v5gS9QURCRRB+EhxqelEJqaQGRPKK39PLl+/gLzp9/+9UL7nBfP1lr2yt0wNeb3QK7y/pe77XqR//vc+0v+ON7V9RZwt9PIc1fGhRVJHNLGnS/Wc9VL0NVWZkseoGBk5R8S8r2Vz9qic7PbL72t5vP+KDx2rmXPs2DGqV6+e51DK12vRZB8zSr8if4VZs37DDZRkoO93AieVCMWH/k8tKSkJDw8PmjRpgre3t6J7U160tbVJTU1lw4YNDB06FG1t7U8YqSAIn4Pnz58zfPhwTpw4wZAhQ1iwYEG+azy4ublx48YNmjRpQv/+/Vm+fDmGhoY4ODigqamJlpYWOjo61KlTh0aNGqGi8t/HzVatWjFmzBiaNGnCvXv3WLJkCcuXL6dx48acPHmSChUqoKenh5OTEz179qRly5asX78+zxvX2bNnc/v2bZYsWcKIESNE0WyhSDx48ABXV1eqVKlS3KEUi1atWiFJEnK5nAoVKhAZGQmAn58fgwcPJi0tDVtbW06fPq2orRIZGUlERATGxsalbgTGhQsXaNWqFZmZmVy/fp2HDx8iSZJIoHxBZFI+xlpl90Rets8HTS1RSVgo3SRJIjr8BcGPvfAKi+alcVWQKSHJ5USdWoVD5WpE2+Qe+tzQ3oirAZE5likBGwbXJjlNjkxGrtEWeQmNTabhwnO5Cr1emdo8x+iU+gtytyN+m8GuNvx948k791kYjt57kWddlnEtHehb15rDXi9YcDxn16C3xREam0xwRBL+4fHMOpT39B0ASS7n8k9NsTc3YtWqVXz//fe4u7vz559/Ymtri12VWvzqpZarQKwk5UzMKMlgQxczKtmUQ0VF5ZNX43d3d6dJkyasXr2a4cOHv3f9oKAg7Ozs6Nq1a6F30BBKtuz37NjYWHR1dYs7nFKtpD0Xz58/59atW3h5ebFs2TK0tLT466+/6NSpU762T0hIID4+nuHDh3P+/HlevnxZaEkLSZI4c+YMT548YcCAAWhqanLs2DHGjBlDTEwMO3fuzDHNJykpCX19fX799VemTJlSKDEIQl5at27NmTNnaNq0KQcPHvzkHZ6KW3h4OAYGBjkSoe9y+vRpxf9VLS0tPD09cXR0LMoQS4TLly+jqamJjY0NN27coGrVqpibm6OmplbcoQn5lN/3bDECRRDeIyEumiePvXjy2Ivgx16E+N8jNioc5TJGWHy/BZksq9aETEkJkw7jWDKoNt9uy11wa3K7CrgHRSmmtgDIgeH/dzvXKIt3yavTzZujRS49Di/QOW5zf0IHZzNO+bwkU5JyFY8tiDenFr3+e20bgzyn36w468/Ks/55jiR520iY7FE55Y21+PnQ/beOQpEpKfE8Lp2XL18qCq4mJCTw7NkzMjMzeZGpg1yqmmObvKYHySXQMi3Pjh1bOH78OOfO5T9B9TGyv7VwdXXl1atX6Ovr52s7W1tbnj59yosXL2jdujWbN2/GysqqaIMVBKHEiIyM5PDhwxw5coTKlSvz/fff06pVKx49eoSOjg4DBgxg/vz5GBoa5rl9UlISWlpaiu48hw8fZv78+aSmpgIwevToQh3xIZPJaN26dY5lHTt2pGHDhgwYMID27dtTuXJlzMzMcHFx4enTp6Snp5e6m1nh0/L09MTS0hI9PT0uXryIoaEhVatW5fr166VmxFNBW4w3btyYGTNmUKZMGWrUqFEqkieSJPHdd9/Rv39/Zs2ale+ktPB5EgkUodSTy+WEPfXH3+cmT/y8yEhPR0lZmbSUZJ4F+vDqxRMA9PUNcHGpQ5eR31G3bl2UzCoy+oBfzn1JoKWmSs9aFuy/81yxvGctC6pbGVDdygBXW0O6rbmmaC+c3UWmiZNJvhIW72o1DCjqmRTUSZ8wDv7QgKQ0OVpqSiSmZRJawBbAb04t6l7TggN3sto3Z7doXtDDOUe9lWxvS4C8r2VzOT1NFvZ0Ztp+b+R5PJ59bQxfO49WrVrRqlUrIGvK0NkTOUe95DkChayCtN27d/+k3W3Onj3LrFmz+OWXX2jTpk2BtrW0tKRMmaxRg9HR0VhZWZGamoq6unpRhCoIQjF78eIFx48fZ9u2bVy5cgWZTEa9evU4ceIE8+bNo0yZMly6dIm6deu+83Xghx9+YO3atUybNo3z58/j7u6Ouro6I0aMoGXLliQlJdGtW7dPck76+vocPnyY9evXs3r1apSUlNixYwd6enoMGTKkwK+LgpBfly9fpl27dhgbG2NgYEBsbCwAPj4+7Nixg++++66YIyyZNDU1adasGSEhIR9VHLokksvl+Pn5YWdnp5hKnV3z6dChQzg4OBRzhMKnIKbwCKWSXC4n+LEn/t43uXpyB69Cn6CsrIxztero6OiQmZmBmqoaNWvWwMXFhbp162Jvb59j/uL7ptJ4PY3mVnA0dcob5Chiei0ggv4bbvCmncNdqW+fv3miuz1CFDVAskeLZI9gedv+82PncFdCohLfWV/lbfK6Hm+SAdemteBWcBRjdnrmK6Zp7d/fdSj7+MERSdx7HsPiE4/yvDb5jXlah4roa6rmSsooyWB+d2e6VDX+ZEVaX7x4gYWFBcBHV7ePiYnBysqKe/fuiS4VX7CSNm2kNPuUz8W8efOYOXOmYiRHv379aNGiBZaWlgQFBXHp0iVatGiBjY3NO/eTlpaWI7mir6/Pjh07aNq0qShOLZQqTZo0ISUlhQsXLqCpqYm3tzf//PMPFy9e5OjRowUemVGa/PTTT3h6enL69OlCqf3x4sULli5dSpMmTWjZsmWxjf45duwYnTp1QkVFhe7du2NsbMzTp0/x8fFh9+7d1K1bt1jiEgqHmMIjCK+JS00nOikV5ZRYvC8ewP3MXl69eIK6ujrdu/fgm2820KBBgwIV23yzmOmb016yR5y86X0jSPLjbZ153rb//FCWydBSU8rVjSe/o2Pymlr0Jgm4HRxNnfKGeRZ/lf3vR05WsmJK+4qMaJK/ivfZU3rq2xvlKmBb0JirWegTEpWI9EaQcgmmHbjHneP3WDxn+n/nVYTFwcqVK4e1tTUVKlT46H3FxMSgrKzMnj17mDx5MosXL6ZChQqKlsg1a9ZEQ0OjEKIWBOFTevHiBTNnzmTgwIEsWbIEU1NT5HI53333Hbt27SIpKYnGjRvz8uVLKleuTMuWLfN8v0tJSWHq1KmK36tUqcLatWtp3LjxpzwdQShWcrmcefPmcfnyZfbu3atIHFarVo3FixcXc3Sfh59++gk7OztatWrFmTNnPugzUmhoKD/88APLly/nzp07HD16lGXLlvF///d/DBw4sAiifrs7d+5gYWFBx44duXLlCmvXriUyMhJfX18iIiK4evWqmCZdiogEivDF83wRyUm/F0BWQdG4+750adWUb775hgYNGryzm8n7NHEyYXnf6nm2232b9yVe8uvNzjxv27+SDCz0NXkanZxr3ez8QHYMiWmZH9yNJ7+JG5nsv2k32Z1vspcv7OH81sRQQbzt2uQn5tcTSXkN+JCQoV22PJ07d2by5MlYWVnRvn179u7dS9WqVXNv8JFkMhnBwcHcv3+fPXv20KdPnw/eV/ny5Xnx4gUaGho8fvyYlStXYmFhgYeHBwD79u2jZ8+ehRW6IAifSFJSEpDV5jy7wPWDBw/YtGkTPXr0oHXr1uzbt49FixYRExODhoYGPXr0YOnSpTk679SvXx9PT08gq+Csubl5rmMJwpcsLCyMYcOGcfz4cWbOnEmPHj2KO6TPkqmpKb179+bhw4dERkbmqz36m7S1tXn16hWhoaF069aN48ePY2xsTJ06dYog4re7efMmDRo0YNWqVYwcOZKGDRvSsGFDAPbu3cvChQsxMzP7qPsJ4fMiEiilVPaIDFVlJdIz5RhoqaOr/uX8x09PT8XP+wZ3b18lxLFDjkKvBq1HsnBqiw++Oc8uiur9LJZFJx8WeKoLvHsESWF4ff9X/MJZfSEg1zqjmtvztatNjhhCY5NzJRRkwPXACLTUlPIcUZMtr8TNm8mU7E5Dr8d4Ozg6Vweiwr4e+Y35XYmkbMoyGcP6duX66cPcC0tGTS+VevXqKabErFmzhs6dO6Oia5yjmO7HkMlk+Pv7M2LECJo1a/ZRHYCyv0mrUKECz549Izk5mZSUFLy8vGjePHf3KEEQSr7nz7Nqbl29epXZs2cTFBTE+fPngaxWv9WqVeP7778HslqPHjx4kD/++INGjRpx6dIlRaJk27ZtzJgxg6NHj/L333+L7jZCqREVFcXixYtZtWoVGhoaHD9+nHbt2hV3WJ+tjIwM+vTpQ/v27T94e11dXUUtJ29vb3bt2sWff/5JpUqVCjnad6tbty5xcXF51o36448/uHPnDqmpqWKKYykiaqCUMGkpyRzZvgyfm2dp2X04jdr1y3O94ztXEvTwDnaV62BqboupuQ1W9lUViZF3JUS8QqM4+fj5/775zyrvKQPaOppTw/zz7tUeG/WSk7tX43H+EIkJsVh1HodS5da51itIvZHXvV4k9U0f2/b3ze41hSE0NpkGC87lWaD1bdfg9foqb+pZy4KlfWq895jZSZlLj8Nz1FOZ0r4iXaqbF/p5fqzXY86uX9N19bVc62UXwgXeWiemZs2aOLUbggcOH5RcextJkggNDcXc3Bx3d3eqVq1aaHOAU1JS0NLS4tKlSzRq1KhQ9ikUH1EDpeT4VM9FZmYm48aN499//0WSJCwsLKhXrx5Dhw6lZs2aeW4THBxMgwYNqF+/Pvv378fX15eVK1dy9+5d7t69y+XLl8V8fuGLl5KSwuLFi1m6dCmZmZmMHz+eSZMm5bvj3f+zd95xVdX/H3+eyxJQloogskQFRcStKJEjc2DmKE0zrcwsR/VruL42vt+GNqw0NVPLNHNkWlaOzIlK7j1wIAgiqMiSPe75/XG91zvOXQxBPc/H4/tN7j3jc8aF+3md9/v1kpHmyy+/ZPLkySQlJZWrki0yMpLIyEhmzZqlea0q26WlKC0tZcWKFfTo0QM/P+nvcN9//z2iKPLSSy/ds3HJVB2yB8p9ysFdv7Nt3SIACvJyJJcpyL/Nnz/NpkGDBlw8GauJFAwf9SFZXq1BuCuINK7roiOo5BSVsPn8VVUpAKCaEqpklM3nk9n45asMeHocYZ16Vu2BVgH/7t3Kb798h21BBmNfeoH+Q0fy0oY0A/FAIZhOdTGGOt3GWGWCVKuLpaKIfnpNZUy4QeXxITVcU+dAXRmy7ex13t1wRue9dUdTGBXhb7YSRV3N4uvhxKuPBrFgVzxKEWZtimPWpjhEKu84jZ1jawQp/ZafvOIyyeXmjWhDW393HeNZfZ+Yn3/bSP/vjum8P3XdKeqW3KRjy6blnkQJgkDDhg0pLS0lIiKCSZMmMXfu3HJtS5/CwkJEUWTTpk2ygCIjcw/JycmhTp06FZ4U2NjYMG/ePObNm2fxOgEBAYwYMYLvv/+eL774gvfffx8PDw+8vb3566+/ZPFE5oGmsLCQX375hS+++ILz588zfvx4pk2bVqEKT5m7DBgwAH9/f7y9vS1e5+DBgyiVSjp37syECRM0EetXrlyhuLj4nschqyv5tmzZwsqVK1EoFAbLjBkzBoC4uDiCg4PvqcAjU33IAkoNo0O3J7GxtaOhfzD+TcMkl0lPVcXqXr9+nX79+tG3b1++P3SDzDviCagFkauqHwUFiErqXz9OUXoStBwouV1BYUPteg1Y//1HhLSNxM7u/ok6jU1MZXdpAzyGfIBCgM6Dw3D0cEIkzWDZlyIbm51QS02+zZmk6hvBWiqK6Asz1hi3mhMJjPmSTOkbYnLb3q6OFJZKiwiHEzNNCihgvFJH+0dr45vN7Uf7HFdUkDLmjdLW313yPigTRY5eySS6lSNZZfaSx/3K7FVEOF3np59+KtexarN8+XKaNWtW4e1s3ryZnTt38tlnn5GSkqIRY2VkZKqe1NRUQkND6devH4sWLaqW8u8pU6Zw4MAB3nnnHVq1akVsbKxVZuoyMvcDoiiSlJTEwYMHOXToEIcOHeLw4cPk5eURERHB4cOHCQuT/s4tUz7mzZvHnDlz2LBhA2+//TZ//fUXQ4YMYdKkSbz88stkZGRw/PhxRFGkR48eCILA9OnTcXd3Z+3atQwffrcC/8cff2TRokUkJydLihhVweHDh/Hy8mLZsmVml83IyKB58+Z8+eWXTJgwAXt7+3swQpnqRBZQahgOtZyIeOwpk8s0ahzKhP/+yJkjuzh15hCxGbtxffR5g+UE7V8ygoKbnq1RZN1C3bajj40g8M3M9+jVtT3b1i2i7zOTKnYw94hdCWnsv3JT43OiFGHq+lNM7xsiuXynxu7ExqcbFR30J99jIgN5MTLQpEmqQkDHCNYaUcTYhNyccaslIoGBLwmWJ9t0DPCQfL19gGnx5ERyJlONGLDqo3+c1lSNGDvHIV51yi1IqTFn9Ct1H0xceYzcolJCvKTbHMuaduedMWFcvHiRK1eu8Mgjj0j205rD1taWnj17snPnTrKysujdu7fV21CzdOlSjfGtbBYpI3NvqVevHk2bNmXLli3UqVOHwsLCe25CWL9+fXbt2sWGDRsICwuTxROZB4KbN29qhJJDhw5x8OBBbt68CYCvry8dO3ZkxowZDBo0qFIeRsgYMnv2bIYPH46fnx9PPPEEDg4ODBs2TPOdY9u2bQwbNgyAkydPEhYWxooVKySjoQcPHsyYMWNQKBQkJSXRqFGjKhdS3nrrLfz9/Vm+fLnZZT08PPj888/ZvHkzv//+Ozt37rxnQo9M9SALKPchgiDQskN3WnboTkZuLt8dNjQIlUShQBli6AcCKvFk+uOBbFn/PQAZN69V1nCrlP1JN9mfdFOrJUmFKMLHm+Ik13lp2RGjLSQnkjN1kmGUIizek8CSPQnMGhLGoDY+rDuaYrBNpQhZ+SWan60RRcoTa2yNQFNew9pwX3eGtNU93iFtfUxWn6w5lKRz/syhfZzWVo0YO8drD18td5KQNsbOm1pc0a+wEVFdgznDW0tuTwR+3x7L+6+qnqqcOXOGFi1amByDMUHp4sWLLFiwgPnz51t8PPokJiby888/y67xMjLVhJ2dHQcOHKB///6UlpZWW+m3jY2NnDQic18hiiIJCQns2bNHU5VQVlbG6dOnOXjwIImJiYBqYtuxY0deeeUVOnToQIcOHXRSp2SqDhsbGzp16gSoxBSAGTNmaN4fMGAAFy5cQBAEgoJUD/WMXRt1ddCOHTsYNmwY586dK1eqjzX8+OOPVlXlvv3223Ts2JE///yTkpISbG1tsbGxqcIRylQnsoByn5NdLGoqL8rLu9HNeSSwDp1bhZCZmUHbyGieGf9hJY2w6sgpKmFXgmGLjjm0xZFp609Rr7Y9jva2nErJZtbmOMnJvwhMMyMMzNwcx+3CEro0qYezvY3Fokh5Yo2trVqxNNZXn9lDWzMqwp/DiZm0D3A3KZ6oRR1rxBP1cVoqCGkLCsYqglYcSJLcl/a5t7TSxdh5G9bBDyd7GyatOq7zepkogihdoaIAuoY35e+//8amTl0y7epzLSufzJQEQkNDDcalbcAL0LuFJ25O9tih5InwZuzbt8/ouM1x9OhRunbtyp9//sljjz1W7u3IyMhUnL/++qu6hyAjU+MRRZEjR46wc+dOFi5cyOXLlwFVXK46DyM4OJjBgwfToUMHOnbsSGBgoOxJUUOpVauW1Z4mzZs356233qpy8WT37t1069aNTZs2ERIiXc0uRVRUFFFRUQB8+umnnD59ulLatmVqHrKAch9TUlzIr19OQuz5f7rtOlYgCNCvlTc3r1wkMzOD/iPfpO+wiSjuA9X08NX0Cm9DKcKYZUcsW9aCZebtjGfezngEoG9LL/4+c90iUcTaKpHyVK2Ul3Bf08KJGnMeMWoUAsx9pg3tAu7GFlsiCElVqGgLT8bQP/eVZdjbPsBD8hq0C3Bn5uAwg0qcQW196BnRWmv/aQiIZG9byJG137A1WakS8O6M644Wo+Hvszc0/15xKIWOgR78J7o5ecVlVicaeXp6smXLFjp37mz1ccvIyMjIyNwr0tLSWLZsGT/88AMXLlzAzs6OoUOH8vXXX9O1a1eN0ajMg4+3tzdTp07V/FxWVoYgCJXeLrN48WKACj1gysnJ4a+//qKwsJBvv/2W0tJS6tati5eXF507d5bv2/scOcb4HpCTlc6//6wl7tgeIvs+S7tHoitlu1cTzvHxhD407T2K0jZDLZq86iMAsdN64OVSi+joaHbujmHG/K3UbdCoUsZYVeQUlfDtfulqkZrEhO5BRDapb1XrjKVoxw2rRYLKSO4pL6nZBTrpNKC6vyyJUJZaVzsW2tT7ABtPpvLRxnMG+3k3ujn9WnnreKyY2o618crGroFUfLSNILB+fASDFsTq7F8hwFMtXPjlTDZS3kSWIADjuwfR9U71k1pUsS/NJy4uDjc3N+rVq0eDBg0061RFbLZMzUCOMa45yNdCRsZ6lEolhw8fZu7cuaxevRo7OzuGDBnCiy++SNeuXcvlHyZz/7No0SJ+/vlnUlNTmTx5Mu7u7kybNo3Y2NhKr0pRKpX8888/dOrUqVyR1qIocvv2bRwdHYmOjubUqVOkpaWhUCjYvXu3nHhYQ5FjjKsZURTJvnWdHRt+YO+WnynIywXA1tau0gSURoHNGTFpJn/G7MJDVBnDCkDHQHcOJGRaNk7QPOVfs2YNTZo0Zelnr/Hyu4twcavaErmKkJlfVOPFE4Bvd8UzsrM/gEnjWkvRnvRqV6042SvIKy4jNbugXIaslYFUK9LkPsF8uiXOQDBwsleYXVe7asRUhUpEUF2iW3nzyaZzBsKItnhiajtL9yayZO9lq6tSjFUOScVHl4kihxIzDfavFKmQeAKqz/H8nfHM33nXD0kQ4HHPfL5//1WadH6cwMDG/PDZf1AqlUz6Zj3H8j0MvIBkUUVGRkamaigtLSU7O5u6detKvi+KIiUlJQ9tgkdhYSFbt25lw4YNbNy4kevXr1O3bl1mz57N6NGjyzWJlXmw6NGjB2fOnKFr164EBQVRv359nn32WerWrYsoinzzzTeMGzeuUgQ2QRB477336NSpE3Pnzi3X+uoJ+NatWwHVZ/zQoUNyRPwDgFyBUkV8/tZgLp87gp2dHW+88QY+Pj688cYb/HfxLoKaNOF2QRllpSUkx5/BtW4D3OtZnpOuTU5RCQv+PauKKr6Dsaf+UiiAuSPa0M5f1U6xf/9+nnxyIGWCLa+8u4RGjU2bXFYX1lSgiMoyQNBpcxJF8Z71xb4cFciSPQkVbhmxJrIXqJQ2FW0snVynZhfoCAprDiUZpPIIwKwhhmPSX1f7df3KEYUAv43vomkvsqQiR6oyRHFnQMaqX8qDsUoXYxUo5akeKz+GKVwKQZXO9OnmuEq9Z2SqB7nqoeYgXwsZgBUrVvDcc88BcOzYMVq3bq3z/rVr12jXrh3Xr1/nsccew9nZmf/85z+0b9/e7Lb37dvHzp07uXTpEu7u7vj5+eHv70/z5s1p3rx5VRxOpaJUKlm4cCEffvghaWlphISE8MQTT9C/f3+6dOmCra38rFfGPAkJKj+5devW0bdv30rZ5pEjRwgODubnn38mNDS0wlUjRUVF1KpVi0mTJpVLlJGpeiz9my0LKFVAxs1r/Gd0hMHr/k3DmDrnrlncge3r+XH2/9Hl8WE898Zn5drXlcxcVp1MsGhZAXikaT32XkxHyd0plP5T6OTkZAY8OZC4uDimztlIg0aNyzW2quZEagabLxgm4mgjiiJZu35AWZiLR++JCAobjT/JltNpFvma6CPc8aeweHkwaOWwdHKuFi2c7W0MJt5GJ+R3dlqZgkBFfENSswuImLnD4HWFAPum9tC06JgTZ7QFEu1taFdPHE7MQCEItPV316nEOZyYgSAIpGQVMGvTXeFNAMY+EsiiPYafIf02I2sxJujovz65b7BGuKhO9O/rit4zMtWHPGmvOcjXQgbgnXfe4YsvvqBdu3bs27fP4An5pk2biI6OxsfHB1dXV27evMnNmzfx8/PD19cXPz8/OnbsSPv27QkKCiI9PR0/Pz/effddvvnmG9zd3QkODiYzM5OkpCQKCgoAVVRsz549q+OQLWbq1Kl89tlnjBw5kkmTJtGhQ4fqHpLMfcq1a9do2LAhAC1atKBHjx4oFAr69etHnz59yrVNURTp1KkTbdu2ZeHCheXexsqVKykrKyMhIYHp06fLCYg1FLmFpxpxr+fNK+8tIf92FgCiqOR21i06dB+os5x9LdXEpKPe61bty8nBYIIuNYHWflqfml3AkcRMXlt9zCD1JMSrDnnFjqz9ayvtmgdxJOZP2kU9wdpF/+V68kXs7B2ws6+FrZ0DDk61CWjWmmatOtM4pJ3meO4V4d4e+LvU4od9xymyr62qKFHPAAUBAZFRrV157rVF3CyEfRfTWbArHhHYfNp4eo8AvNA1gB/2JUq+b414AobVQJZG6mqLFlJVRUZbQiR2qr9Pa1o1rIlMluJwYobk60pR1T6mnTZjSpwZ1sGPEK86DJwfq5OkNH39abIKSiSrJ8zFKgsCdGrsISmg6LcZWYux9h6p190c7Zi27lS5BL3KQIFhFUx5op9lZGRkZAz5/PPP+eyzz4xWvnp5edGgQQNSUlJISUlh8uTJNGnShPj4eK5du0Z8fDzr1683iFW1tbVl3rx5jB8/XrNtURRJT0/n0Ucf5e233+bgwYM1drKWmZnJvHnzmDp1Kp988kl1D0fmPkctnhQXFzNs2DDatGnDd999R2ZmJqWlpeWqZhIEga1bt3L9+vUKjS0mJobS0lK+//77Cm1HpmYgCyhVgCAIhHfuZXa5Nl378u2mKxXal4uDHY8HNWDLxWsIChtEZRmP1rlOWVkZe4t8VRNK4KXIQDxdagEqvwmRDMkJ08AFsZoUEGVAR/5c8SWbNizD1r0hr744FtuSXAoKCigsLOTmzXT2/bOKzau/wdbWjkaNm+Po7IKdgyP2Do7Y1K4LdepRz9mJAL9Abmff4tLpg3j6BNK8TSS1XVQO1IKTG2l5JSCAj6szLg7m/9CLosjpQzvY/dcyEk/+y+CJ79GwTU+i2wXQoqGrZnIac+EmvecdMDhWoxPqO/81Jp5UBsbScrSrTZIzC3Qm/lLjtREEOgS4G7SACBLr2AgCTvYKYuPTib2Uzvxd8YiiSkCY2jeEcVFBRkUVayOT9TH2hVFAJVJYKs6kZhdwMDFDUkhSp9eotzFtnSqe2pR4ol42IT1f8r2Np1ItSh8yhbEYZP3X1aKKthfLvUIhwJQ+IQYR3gJUSaqTjIyMzMOIqbbhtm3bkpqaSlJSEu+//z7z5s0jLS2NOnXuVn0XFxfz66+/cvToUR5//HHS0tLo0qULTZo0MdhP/fr1adKkCX/++SdHjhypsYlrCxcupLS0lNdff726hyLzAGFvb8/7778PwBNPPMGuXbsIDAwkODiYbdu2Wb29zz77jH///Zc//vhD5zNpCUqlkgsXLrBw4UI5UvsBQhZQHgDaNPLEz8WR8/HnOb71Z37cvR6AN6Z9QP3IoSzZe5lFexJYsjdBxx9DCu1JaN0+k/AOaEJRcF8EhYINIswcqlsdoFQqOXv2LLt27eLo0aPk5uaSl5/PtTrNuOkXBYKCVKWS3eu+IffkP4S2bMnxfX/x+9JZANRu1QuP3pN0/Ek6+9Yn0L027k4OGjFFFEWyM26QlnyJxPPHObZ3I0nxZ/D18+e39euJjtY15lW3hWhPzs3xeo8mfLPzUpVOXo3FGWtXm5hCLZaotxPu624Q5at2uFBXrdgIAgPbNDRo9QHV9Z65KY7jSVn8fSZNsgqkopHJ7fzdJStopvYNIa+4zCJxxtT5ETCsClICLy07YtYjx5gIBbAkJoEXugbeswoMb1dHpkc354XIABLT81l/NJm1R0y3qFUG7QPc6dzYw+BcicCvR5IJrFdb45EkIyMjI1M1CIKAv78/AwcOZNmyZeTm5upM1uzt7RkxYgQjRowwuZ3ExES6devGlStXeOmll2jXrl1VD71cHDt2jI8++ogxY8boJMTJyFQmgiDg6+tLaGiowVzBUp544gmaNGlitXgC8N577zFv3jwSEhJwd6/YQzmZmoPsgfKAIYoif/+ygA3LPsOmTl38Jiwz649x5yXJyWZ5/Du+2x3PzM1xOq8pBPj9xTBaNfWjqKiIQ4cOkZKRx5TYUqmD0BgyuCTsJffEZtKuXqYgX5Vk5OTsTJ/efZg4cQLdu3c3Oo7Y+HRGLD5g9H1tbASBOcNbM3HlMYuWLw/vRjenfYC7JmLWVLSuFALw+4Qu5BcrDUxWTyRnaqqHtBnRyZdh7X0lxRNT6F/nikYm63uoTNGqejEVXwymz481hslSx6g+jo83nmVxFfigVARr7t+qxpjpr0zNRPbdqDnI10LGGk6ePKmZ5CUlJZXrifWPP/7ICy+8wGeffcbrr79eI1N9bt68Sdu2bWnQoAExMTE4OcnVjjL3BlEUmT59Oq1atWL48OGa1y9cuEBxcTHr16+nR48eLFq0iLKyMhwdHZk7d26579GCggJOnDhRY6vAZHSRPVDuU07s/4fMm9fwCQjh1MHteHj64FTbheDwLrh6mFfoBUGgz7AJ5N3OZM/h/Rb5YwA8Gd6Q309c03lN6ql8mShy9Eom7s7S/hmp2QXM0hNPQLWdPIUzAA4ODkRGRvLniRSIPS51EJr/5gR2patrLq2bjSQ4OJiQkBACAwMt6ueVqpzQ7OLO/4la1Rzt/KUrESoDG0GgVBQ1QoZ2lYdUi4wkAni61JIUr/KKyyS9WVYfSCaicV2rj0m/CsSYn4elGFvfXHwxSLcQAbzWownf7Lhk3YHdQQGsHx+hadF5MVKVlKQvFlZnC4uzvU2FBKLKRASmrDul01ql3XKWV1ym+a8cgSwjI/OwcPr0aRYuXMjVq1f5+uuvCQgIqND2fv75Z65evcrixYvLXe7ft29fPD09+f3333nrrbcqNJ6qYvPmzVy9epX58+dbPDHNzc3F2dlZboOQqTDOzs6sWrWKtLQ0evfuTa9evbh27RoLFizgm2++wcfHh82bN2tMnT///HPeeecdk/dqSkoK58+fp7S0lMjISM2yjo6OsnjyACILKDUIURRZ9PE4lGVlBu8pFAoah7QheuSbhLQ2H6M16IVpJKWMp1Cp1GmPAcOn9goBA/EEYHy3IBbsitf11xBg4spjBsk9ahLS8yQnfApB5aegTkTZfu46vx9PNXscCAqGT5xO//CG5pfVQ2pyPrlvMK183DQTY/0J/czBYQaVEo3cHJlQgcoUBfDKo4110l+0vT4KikstmiiLd0xXpSanzvY2kusogaQMaY8PUxgTD27lFZGeW0j7AA+rJ8nG/EDMiTPGWojq1bE3e84UAoyO8GdprK7XkBLIL75r2ert6sisIaaFnMpCX3iQEhzUFTs1QTzRZv3Rq0zo3tSkOa8ATO2nqjCSkZGRedAoKSlh7969zJkzh7/++ouyO9/ZRo0aVWEBZerUqRw9epQ33niDQYMGUbeu9RWQDRo0YPXq1fTo0YOJEycyZ86cGmci26dPH0JDQ3nqqado27Ytbm5uhIWF0blzZxo3boynpyf29vakpaVx5MgRXnjhBQC2b99Ojx49qnn0MvczgiAwY8YM/vrrL0aPHk2rVq0YMWIE+fn5jBo1ipdffhmlUskLL7yAQqFgxYoVvPDCC0yYMAEnJye2bdtGx44dNdUJmZmZuLm58dtvvzFp0iRsbW3JzMwEYN26daxYsYI333wTW1tbOnXqhEJRsYACmZqB3MJTw5gzfQQ2JdnMm/cN+/fvJyUlhYkTJ3Lw4EFGjRqFW11PPl52wKIPYEpCHHOWLcS924sGir16QmoqkvflqEAWx9x9Km/MnNSSdotp/UJwc7Qza+ppjGlmJmTaBqiAjhlqanaBxZUT2hNDdduCr4dTuVspFAKM6uzPj/9KmwVHNa1HzMV0i7Zlqn2qMto99P1VtIUx/QnzvWzpMNi3ALMGh+HsYFvulisFMHdEGwNvD2vulfIg5eWiL0RKfYYUArzaLYhvd8ZXW1KPmgndg5i/M97sctP6hjDuUcs+s5ZGWctYhtw2UnOQr8WDR/PmzYmLU1XaDh8+nPj4eARB4N9//0UQBJRKJUuWLCEgIIDHH3/c6u2npKTQokULhgwZwg8//FDucX733XdMnDiRqKgo1q5di4eHR7m3VRXk5OSwfPlyDh8+TFZWFjt27OD27dtGl7e3tycnJ8cgAlpGpjyUlZVRWlpq0f1048YNPD09KS0tpUGDBtjY2HDjxg3y8vJo0aIFH374IQMGDCArKws7Ozt8fHwoKyvDy8sLgPR01ff8nTt30q1bN0RRlCupaihyC899iot7fQ7u3Kfx9nCo5cjPP6+kQ4cOADRo1MRi9dInMISejz/FsRLDD+n/ngzF3cne6ARUAB3xBKQrJPRbPfSrPhSoqjgGhDckYuYOi8YtxcxNcSAiOSHTj/tVj1V7YmrJhExtOqudfDN9/WkWjWprtELk9R5NEAWYu92wlUQhQJ9QL6PiCSApnnz+VBiN3J05mZLFZ5vPW1QREVjP2aQYZg4bQWD9+AhJfxX98wKqczFNr6XDUsoToayTDiNCVLP6Vu1THxFVJZX6HolqVl9TFSKWQ+KzpKrEmKmxfvKQVMuSUoTIJvVp6+fGmGVHrB6fGgGVeW+pUsnnf18o1zYsEU8AZm6Oo3NjDzxdahmcmz+OX9NK/RGJaOTIgZRCs1HWMjIyMtWJKIqkpt6tnl21ahUAS5Ys0UyIjh07xrhx42jQoAFpaWlW78PHx4dhw4Zx5Ej5f9cDjBs3jpCQEAYPHsxLL73E+vXruXHjBmfPnsXBwQFHR0ccHR3x8vLC1dW1QvsqDy4uLoSHh/PPP/+wf/9+SfEkNDSUPn368Prrr+Pr63vPxyjz4GJjY4ONjXT1tj6enp6AKjZ869at7N69G1BZErzwwgtER0fj5uaGm5ubZh1BEPj111/JyMigfv36CIJAp06dABg8eDDTpk2jY8eOlXtQMvcMWUCpYXQf8AKBIW3IunUDF/f6tI/qzz/rF3EjNYkGPoF0fuwpq7bXqHELjp03TPJwc7TH3dl0C4Sl00gne11BR6ol4+ONZy0ftBFmbY7Dx91Rp2pAf1KqPWZTkbhSGIvrNTZhtREEnumkmuTN26Gb3qMAFo9qx0vlmOzuvnCTeSP8iAiqy4DwhhZVRHi7OjK1b4hKaLIShQCT+wZr/EBSswuIjU8nsJ4zN3IK+XFfgqQHiRLjLUXG0DeTNTdRlhQT7uw3Iqgunw4JY8o66UQpU2i3Uk1dfwpEw7Y2SyfxllSVGDsWNdpCpKnUo79OGrbaGUMBfPpUGMkZBTjYKfD3cKZdwN3Pjq1CYWD2XNk8OT/WgqUE/k0u0HgfWfu5lZGRkblXCIJAcnIyWVlZgCpauLi4mObNm2uWCQwMZOzYsbz00kvl3k9+fj5Hjx5FEAROnTpFcHBwudpwHn30UZ599lm++eYbVq1axejRoykpKTE4ptatW9OtWzeioqLw8vLCyckJZ2dnzX/r1KmDIAhkZmZiZ2dH7dq1y31soDLWHDZsGH/++SctW7Zk/PjxNGvWjGbNmtG0aVO5WkumxtKuXTtNspWtrS0ffPCB5HIKhYJHH33U4PXS0lK2bdvG008/LQso9zGygFLDCAhuTUBwa53Xhoz5T7m318itNqKeD4oA+Ho4kpSRb9Q01Zpn8BtPpWom32q0/S5Sswv4fq9hwom16FcNWGLAWiaKbDyZSnQrbwPzS/0qAVOms/qofU3U29GpurnjneJob1uudqWNJ9P4T3SB5hwam0TqVz10DvRgREdfVh5Mtmp/ShFm3RFe0m8XsWRvgkWVLAqwymRVX+yyZKJsTExwslcQG59OiFedChv/Sh2rpZN4S6tKUrMLyMgrNrodtUcQmDbW7RhgeQm2Emjk7szT7aVFoLBG9/6Jo1H0SlmloqxlZGRkagJ16tQxGWfq4eHBokWLKrSPN998k5iYGJKTkwkLCwPgjz/+4IknnrB6WydOnADQxB+fO3eO0tJSCgsLKSgo4NKlS+zevZt169bx1VdfSW6jQYMGNGrUiOPHj6NUKunUqRP+/v4AtGjRgpEjRxIYGGiyLUEURc6dO8d3333H0qVLKS0tZe3atQwePFj2hZB5aLC1teXGjRu88sorPPPMM/K9f58ie6A84NxISWD24jm4d3sRBAEFMKitD78dS6m0tBkBiJ3WQ7JlISE9j4y84kqPB1b7gQAWRQCrRRfAZAWEKXNMU9seExlIcYmSZfuvaF6b0ieET7fEles8m4vP/S4mXtUCUU0uo+pWkLBGrjjb25CcWYAoiibNZf88kcKkVccNXjd3rNoRygqga9N67L2Yfk8MVucNb2PSwNic98yqsZ1JysjTaTGTGreUx48xP5ZXVxxh82nzZeHmIsctjc+uDhQCfD+wIZFtW9Y488P7Adl3o+YgXwuZinDt2jUeeeQRLl++jJeXF9euXbPaOyE+Pp7z58+zceNGmjdvzsSJE40um5KSQkZGBvn5+Zr/3b59mzNnzpCSkkKHDh2ws7Nj27Zt3Lp1i7KyMg4fPszt27epXbs2/fr14+WXX6ZLly7s3LmTuLg4zf/Onz/PjRs3cHFxYeLEiTz77LO0aNGioqdIRua+o7CwEDc3N2JjY2nbtm11D0dGC0v/ZssCygPO0as3+PtiKoJCgQA838mbZQdTDSZNA1s3ZMPxa+WelOpPNI35klQm6om39gTb1L4UABLVDOpJpjoh6LXVxytFmFCn/pRH6PjwyVBaNXIlKSOfrAJVua27kz2OdgpWHkhie9zNig+wAjwfIW2Ma8xc9rvd8UbbRb4f3Y6ezb1M7i81u4ClexNZvPfyPRWN1NVEYT6uRn1NjIkQal8ZdXS1Gh2fHlTbN2W2qt6PdtXUF3/HMX9nvNHPlAKYaYHJr/5np1OgO/sTMk2uU9UoBBjkW8hXE58mJSWFBg0acP78eURRpH79+iQkJHDt2jU6deqEt7c3AEqlEkEQZFO2O8iT9pqDfC1kAI4ePYqTkxNKpZL4+HgCAgIIDAy0qBWmpKSERo0acePGDWbMmMGHH354D0ZsOTk5OezatYuTJ0/y888/ExcXh4ODA0VFRTg5OREcHExwcDAhISG0b9+enj17UqtWreoetoxMtZKSkoKPjw+iKLJp0yaio6Ore0gyyAKKDJBTVMK3++N0zT8lYo1BNWnpHepl0ZNtKV7r2YThHf00QoT+pNJUTO+znfxYdTDJYBI6pK0Pb/cO5khiJq+tPmZU+IC7T+tPXs3SMqe0DP0qgcpk1djO5BeXVMj4835DAeybpooZTEjPI/ZSOvNMGI9akuhjbbWEJbHQoOocGf+oKq7bkkhkKV8UbRFCjbrtxliC0/wRbfBwdrA4GUqqaio1u4Dt567z7u9nDMY+oXsQ7/QOMXNEKrQrXcCyiq6qQgEsHt0OZUkR3L5Jr67tiYuL0/EX8Pf358qVK/z888/UrVuXgQMHMm3aNBYuXMjFixdxdnaunsHXIORJe81BvhYyZ8+eJTQ01OB1Ozs7+vfvz5tvvklkZKTJbWRlZeHurmqVHjx4MI888gjPP/+8jmllTUAURfbt28fWrVt56qmnaNmypdyiICNjgjVr1vDaa69x/fr16h6KDLKAIgNcycxl1UnLvUcsnXQaQz25MzZpNLb9f+9MthPT87mamceJq9l0D66vU5WgPUmVitkF85NsYxUoUlUClYECmNIvpFpbbaqLl6MCWbJH2nxWCnPtJtbENNsIApP7BPPZFt0EI4UAX269QGpOkaWHYYBCgN/GdzHw/FGLEE72Cp0kI6l70tyx6m/X3PrfxcQbmAerRazyeIisOZTE1PWnzN6zXi4OpFXgXErRt6UXf59J0xGLhrRpSExMDLa2tuTm5hIaGkrt2rVxcHDg1q1bbNiwgQ4dOnD06FEmTJiAKIo88cQTjB49mqeffrpSx3e/IE/aaw7ytZBR3wNBQUGMHj2a3bt306ZNG9zc3JgxYwa1a9cmIyPDbLvi2rVrGTp0qObnvn37smnTpqoevoyMTBVy69Ytdu/ezcWLF2nbti29evXSvPfxxx9z9uxZGjRoQGRkJIMHD67GkT4cyDHGMrg7ORiIFgoBnuvszzK99ouKGnHCXePM9eMjDLanQGVqqc/LUYGaSV7MhZuaJ+0rDyQxpY/KYyOwnrNkso8+pgxl1ZNowECIySsuq5In7s919n8oxROARTHWmQabMw211OBXW1wb0PpugtEXf59n3VHDNCprUYowcH6sQcWMMbNfU4awlmAsGUr7XIX5GJrBKoGP/jrHjP7NrRZRoprVt0hJ7dvSm6WxiVZt2xzaFXDaRrw9evSQXL527dq89tprAERERABQVFREw4YNNU9rV69ezTvvvMP58+dxcrLc9FhGRkamMnBxccHZ2Zn4+Hjee+897Ozs2L59O61btwZUqT2WxKk+/fTTjBo1iuXLlzN37lyjvxdlZGTuH+rWrcvgwYNxdnbG3d2dq1evIooiSqWStLQ0kpOT+ffff0lISLBKQMnNzWXRokX4+vo+tA+TqhJZQHmAcXGwo08zH7ZcSEFEVVqpRDAQTwDGdwsy2WZhKWWiSH6x0mDS+Eq3xqo2Cb2o1xe6BgLSCS1qzwzttgVTk0GpSbYC+GZEG9pqRR/rCzGp2QXlFpA6B7pzICHTQKTq09KL5fuv3BOj0wcBBXArr4jU7AKLhAh9YVAAxj7SmBciA3TWFxE5ey27UsSTu9u0LmZ3WAc/QrzqcCgxkw4B7gbVK6YwFWmsvYxUddfGU6lsOpVqtj1Kn4T0PLP3rY0g0Lh+1bfKlCeNp1atWjoJGMHBwXTo0EHuuZeRkak21q5dS1paGqdPn2bSpEns3buXmJgY3N3dGT58uMVtLu+//z7Lly/njTfeoKCgoIpHLSMjc6/4448/NLHG/fr1Y8uWLTzxxBPExMQAqodDe/fu5dSpU7z66qvMnTuXVq1a0a1bN53tHDlyhBYtWlCrVi3eeustHnvsMZ5++mlKSkpkU/5KRBZQjJBTVEJmfhHuTg64ONy/N1y4twf1nWux/OhFBMH4H2hPF4dK2Z96chcRVFcjVJy8msWnW+IMxJOZg8M0EyNT1SOWRsoae9of3cowRUXUmiLqr2cN+xMyEVBV0kSHeZNfrMTJXsGgBbGyeGIGdVWSevKvH1Gtj3YVkpO9goHz755jEfh+bwIvRAYAur4hFWFC9yC+3RVvtgrEFMY8TCzBkgoWb1dHOgS4czDR0PxVRJU65WRvYzIhSZvAeqaFEfUYoprV570Nhv4r5UXKAFpfLCoPrq6ubNy4kcWLFzNu3LgKbUtGRkamPPTt21fn54CAAEaOHGn1dvLy8gBo06aNRVUrMjIy9wc9e/bU/Pupp56id+/eOi176rbluXPnsnTpUg4dOsTEiRPp1q0bp0+fZsCAAbz33nu8+OKLnDlzhubNm1NYWMiVK1d49913OXnyJJ9//jnNmjWrjsN74HioBBR9UUT9s52NgpIyJbfij3P+wBb8e73IntQ7T2FFJS1cFHjV96KRqzMNXWpmCbipCoqYy2lgQjwBuJVbXK799m3pxd+n01CimhDrT+5u5RVJmrrqj9Vci4alE1ZzrT7GJrPq9aQMa80hAt/vSdRU0/x18prVE3eFAM90UJnpPgzCi9p7JjmjQOd8mxPL1K0ysfGGMcbqewSoNEPg5l4u/Da+i45Yox5/QD0nTXKTIAi006pyUiNVWWVN9QqYv6dTswskxRM1ShEmrTpuVrzRTvqZ0C2I+bsMK9LefrwZQ9o10oxh1pAwnc/TlL4h3LpdzJK9l606/2ojYTBssSuPj4s2jRs31ngOyMjIyNzPHD9+HID/+7//kwUUGZkHlDFjxki+PmDAAFq2bMmOHTtYunQpjRs3BsDd3Z1nnnmGoUOHUlJSQtOmTQGV6NKsWTNef/11Zs6cia+vLwCffPIJzzzzjGZ9Get54AWUnKISMvIL2bV/D2mOjVSxG4CvqxNXs/PviCQiCAKisg6ZN3NJTLl9N6lGUHA2R+TsbVVvfssGbvQP8a2egzGBQiGgLDOcsaRk55GQlWs23vNgYka59rvldNrdEgKtXVhSATBt3SlCvOoQ7uuuedJubB1rnkQb86MwN5n1dnWkf7gjecWlBtUo5qKYy0SRpXsTrZ44ArzWownDO/mRkJ7HyoNJ1q18H6G+TdQT43Bfd0n/GUvEMsl2LQEC6jmZrGayltjL6XwS3opZQwyrQGIu3GTqulOae0ItAkQ1q68RIizxMFGjH1Vs6nXt1xLS8yw6FlPijZSw2C/Mi02ndFO5vvznAvXrOGhEGH1xB1TVZJ0au3PyajZ1a9tTUKw0GmE9LiqQVo3cTLbYVYTMzEzc3d3p3LlzhbYjIyMjUxPo378/AGPHjmXkyJF8+OGHzJgxo5pHJSMjcy8QBIGgoCCCgoJ0Xvfx8eGTTz4BVL8b9KlXrx6zZ88GoKCggLlz59KgQQPmzp1LWprqe97t27dJTU1lwYIFpKWlcfv2bVJSUujbty/h4eFVfGT3Hw+0gHIiNeOu/4djIx0RITk7/+6Cd14XFArcH33BMOZXa73T17MIrudK03o1y02/VEI8Abiak2dWPAH4N758Aoqo+b+7E7QQrzoWVQAogYELYpml9VRcu4NGEFQ/Sz2JNjbZNMXSvYapMFKTWf1WEf0qCSkUUC7xBGB4p7veLlJ+F690a8yCneZjdms66vFP7hOsud6WeHwY46XIQBbtuWtWqxThi7/P83bvYElxpTzXZvWBZCb1aGp4T2QWMHHlMYPjm7ruFMKdfakrMiw5PmOVUVKvAwZVH+rPijmk7ndjwuLeqd0Z0taHl5Yd0Vw7KRFG/d+lexNYvCfBqvvUs04tgxY7YwKotYiiSGRkJEOHDuX999+v8PZkZGRkqpvatWsDaPxPfvjhB1lAkZGRsRhHR0dSU1MRBIGxY8eSkqLyCPTy8qJt27bUq1eP5cuXc+PGDQ4cOICXlxfh4eFcuXKFrKwsWrVqZdG88kHnvhFQrPUkySkq0YgngMUXWyWe6JVT6LHuTCKPBdanvZ+3RdusTnxdawMVzxYXQDMxNEWZKLI97obFk1VRT3TRMQYV4cOBobg62tE+wEPz+ncx8Zp0G0s9JVKzC1isNdlWo65aUC+jLcqoJ3HmUnpsBIExkQE6k3lLUFcsaE9EpfwuhnXwo62fG2OWHbFq+zWVTzfHMaB1Q8051j5mhQCT+wabnECbqm5adzSFURH+Btsc3y2I+eUQoZSgERy8XR11kqKkUJk131lXhM82n2dKnxCDSGVLBAx9IVIpqqq2tKO41ftQH58lrDl0BSd7BXnFZWarZBztbY22SqmPoSJ+M+0DLDfUtRRRFBEEAUEQGD9+PP369av0fcjIyMhUB3Z2dhw5coR27doxbdo0/ve//1X3kGRkZO4z1HPixYsXS76/YMECAJRKJWVlZQB89913LFmyhGvXrmFra8unn35KcHAwAwcOvCdjrmncFwLK/uSb7LqsKjESgD7NfAj3Vk2oswuLycgroG5tJx1hJTO/qFxP7AVgat/mkr4d2kttu3yThm6u1eaJYqmg1NDFicYetbl867ZOJY21DG7rw9u9g1m6L4ElMQkazxMRvTQUAeZuv2TVtstEkUOJmQYTMCXw7u8qk0q1UJKVX6LTDqA92VRPCI1FHEtdz5ciG+Pt6siaQ0madgy1sGGqSoI7y30zvA3tAty5kVNosYAysHVDHmvegHYBhp4ZxvwuHO3vi4+qRWiLEqA65qz8EmZtjkMpqgQWN0c7SVFMX2yQYnFMAvOebauzzQW74mnp48KplByj6/UIrs+O8zd1XtOuFrFk3/qUiSKtGrmxd2p3TfVKXnGZTtqQMQHD2GdC/0YuE0W8XS1PmPn9eCq/H08F7lSw9DFdJWPqvfKcE208XSo/GSc6Opr8/Hx27drFhAkTKn37MjIyMtVJq1atAJgzZ46mbF9GRkamslEoFJqEsP/+97+MHDkSW1vVfGTdunUP9XesapmV6Zu3aosA13LyuZqtmlBkFxaRmXObxNwSzeRfBLZcSCHQow7n026y7fJNVdWIKOJx9SBtfRvQLqo/pYW55Rpb3zAvBrRuSF5xqWkhQBBYfiyevlpizr1CuzUJRFqQQc+2rXGu4ya5fKdG9bmcUb7zoeb3Y9d4u3cw0/u14IWugZoJfsyFmzpP+qXaCKQiVrWxEQQ6BLhLihTarQPT1p2S3E6ZKGpMPo1VpDjbS5utRbfyIjW7QMfLQt2Koe2NMiYy0KCCRQTq1nbA29XRIh8KBap2i3GPBplcTr+FITW7gIy88pn81kQUoNPCkppdoEppuvOzKa8OS/xNNp5KZWxypo4IqhThtAnxBDAQT0DVbmRJUpQx1GKDt6sjf5y4Jlk5ZayNSeozISVaAsz4/Yx1A7uDUoTPtqgqWBbcSRvSr5IxlQJUUb8ZayOKjSGKIqdPnyYsLIxXX32VwMDACm9TRkZGpiaSlZUFgJNTzQw1kJGRefCws7OjRYsWAJw4cYIDBw481K0891xA0a4mUbfKCECHRvW4mZtPQmaeytD1Thm2+r/aiMDRMyf5N9tWy+xVIKNRB1b+/inrYnbjEvkcgkIhub4pNp9KY8vpNIsnBZsvXKVMKdKknovFccf61SMxG1dwPHYLT738Hg39m0kuqxab4hMvcTBboVVNInBG6Ub+uu955vm3JPfn7uQgIWKYblPSR7tsX3uCr10xkZ5byKRVxw3WfbyFJ3+fvSG5XUFAYyiq33Yh+fTdCOYm33nFZZLr5RcrOZyYYTAhFYEjiZn0D1dt48XIQJbo+TtoP4k3lSKkEGDuM20MKk4s8XHRbo8wJ0TdDwjATK22JTBegSE1uTaX1gSqczRn+0XJaxrVtB4xF9MtHm+rRm5W7VsbhXA3leq73fGSlVPq+1RKpPB0qcVLd+47Jar7bXKfYKOGrOWlTBQ17U0Cuh41YDoFyNpzoo2+kFYRli9fzosvvsixY8d44oknKmWbMjIyDxaiKLJmzRq2b9/ORx99xM6dO/n+++9p2bIlX3755X0zGdi/fz8AW7dureaRyMjIPGxkZWURFRXFZ599xrhx46p7ONVGlQoo+kLB/qSb7LqcqjP5B9XE5uDVdB2xQ/+/2oiiyNaY7bi06av7hqDAc+A0tMUBa/8gansYWIbA1kvX2HrpmkXVKH/E7OKs0l0VKyyKOF/aydn1XwLwyeRnGPrWfFqHt797vhJ0xSZRVBgck6CwIdu7LTlFJTrxzOrzLpaV0aqeEyfT76QOKZXknNiCSxvLvQEEID23UKf1QFsAiAiqS2p2geRk6p+zN+jS2IPYy4ZGtZ8NCcPHXRUHq2/UOWhBrEVP3/WRmnybMiu9lVckfcxap9nb1VEyicWYf4n2mF+KDMTX426VirplSMo0VPucgm4cr7rCZkB4Q34/fs3MWag5KID/DQzFzdFesm3JGiNZb1dHpvQJMSsi7IgzrCZRAJ8+1YobOYXsOHeDuTsvmfys64/BXFKUPuplUrMLmCUxXu37VF+kiLlwk66zdmjuj5cjG/NCZAA/7LXOZ8dStKuvZm2Oo3NjD8J97/qTGDN2tfacaKMvpFlLTk4Oa9asYezYsTz33HOEhIRoSttlZGQePm7fvs2YMWOwtbUlLCyMwYMH4+Liwt9//83u3bv566+/SE9XCehLlizRrLdt2zYaNmxIs2bN6N+/f42OB46Li9OIxPLvOxkZmXuNm5sbv/76K23atKnuoVQrgiialwtycnJwdXXly19P4+hUx6IN67SZiErsU89S7N1CJRxUEtZWl1QES5/+j+8cIlmJklNUwtnUm+xMvImgfQ6USvJWv0mheyAevSdpTGwbu9QiPrvQyuMTCaglklgoqEYsitTOTuS2i7+qGkepJP/YX+Qe+wtFvUDqD5xmxbZVGEsCUQsAH288K2nWumpsZxbtiWen1sS2rZ8bx5Oz7qaJ9AkhrJGrpiJjzaEkA8Ei/kauWa8RG0Fg/fgIA08Uqe0N6+BnUB0AKvEkdmoPyahZUxGr6ved7BX8cvgqKw8k6dw36uP8dEucQUrMMx18WXUwWSOU6KfMqPloYKjGG6amYOzzYanJr7FrI1WlExufzojFB6we48tRgUzv18LoPge2acjvx64ZjEGfP0+kSFZaSWEjCMwZ3togsQdU52afkXtMLZ5ob2f9+AgDUbGq0PcBMoc150S9/dhphsduDXPnzuXjjz8mOTkZe3v7cm/nQUT9Nzs7OxsXl5qVGPewIV+Le8OWLVt4//33OXjwIO3atePIkbum64IgEB4eTvfu3bl58yYrVqwAVBUca9eu1TFSfPvtt/n888/v+fgtJScnhyFDhrBt2zYOHDhAx44dq3tIMjIyDwG3bt1i6dKlvPnmmxpflAcRS/9mV7qAkpVfQMKNW/ydmFEh09L7lcebNKStT12d1/4+fopjWaLR89G+6DiH7FrpxCeXVxzSX0//ZwGRF+sn0rhxIDMOlK8lRKHakMEEb+/U7gBEzNyhs7z2e9vOXedmThHhvq468ag629eryNAWLKQml/pjG9TWh9+OpRiIO2AogBjb3rR+IYyLMu1VYgopUUZ7jKbakdRIJR/V5DYe/bEpgN8mdNGpZDCF/rUxVaXTZeYOq86DMbHiRHImhxIz6RDgTrivu1mBTD1Oa/Y/b3gbyRhsY/eYMYFoRnRzPtp4zsK9Vhxj50wKc59LKVaN7UxEUF3zCxpBFEWSkpLw9/cv9zYeVORJe81Bvhb3BldXV3Jycti5cyfdunVj+/btTJkyhT59+vB///d/1K2r+l3zxx9/MGzYMM6cOUNJSQkhISE622nQoAERERH83//9H1FRUdVxKGa5ffs2Li4urFy5kuHDh1f3cGRkZB5gEhMTCQgIYM+ePfTr14/Dhw8THBxc3cOqMiz9m11pLTwn9v/Dz1s24t7tBVWFRQ0VT/qENuCJ8Ia09VclpwxcEGtly45ptl5M4ULSFaJCQygpU3I47hwXihyMiiE2gsDo55/nsN7T2/JW1hi09xj4xwjYNO/Bs/1aYNsoScc81VKMJYEkpueTlJFnMJGe3CeYpXsTWHzHQ0QhQGSTekb3q+8PoT2B07QMrDtlIEIoBFg8qh1jlx8xiITV9kQRtfZszASzlY+b2fNgDGMtG2qUqD4e5u47EXikST32XErXLFtTxRM1anFIXcFhqXgCum0iUtG+09afIsSrDnFpt60ak3BHfNEXAowJNOYEg5gLhu1BxrARBNoF6Pn7cMdM2IhAZ42pbFWiFFU+QAiZiKJI+wAPo1VXCel5TOkbwqeb4iwSByvqf5KSkoKDg4MsnsjIPGCIosjx48fZvn07jRs3ZvDgwZr3Vq9ejaurKy1btsTJyUkjigCatpuPP/6Ybt260bNnTw4fPmyw/QEDBpCfn48gCKxevRqADRs24Ovry4oVK4iPj+f3338nNTVV4zVS06hduzbe3t7MmTOH9u3b07Rp0+oekoyMzANIeno6YWFhpKSk0LFjR27cuIGjY8WN/x8EKkVAOXdsLyu3bMS924s1xoSrcT0nLqfnG7y+5cx1tp69rpkszTJjXGo1gkBisR2JRy/dMcM1Lp4oBHgxMgA/D6d7OjFaEpPAC10DGdbBj6Rb+czfFW/V+sKd/xP1JnhO9gqmrTcUZPQrMZQiZo08jZmIwl1Ty6V7E1my9/LdFqC+ITja2xo1JI25cNNgwhzVrL7F/hv6GDOBNRaZrL39yX2D+WzzeR2/FCn2aoknNR0R+HBgKIUlSk1FR3mREraUIjw5P9bqbS0Z1Y6ezb10XpMSaKTMh/WvsXo9Sy+JOsXHlBGrPsZMZfWNlrWpqsqkSauOabYr1dajL0JN6RvCrdxizefSGBX1PxkyZAhNmjTRlOLLyMjcnyQnJ7NhwwauXr1KQUEBc+fO1Xm/qKgIOzs7vvjiCyZPnqx5XRAEhg8frvE7yczMBKBTp05m96n+TvbMM8/w1FNPaWI527RpQ3Z2Nq1ateLAgQN88cUXvPXWW+X+XpucnMzBgwcZMmSIyeVyc3P55Zdf+OWXX7C1tWXjxo20bt2ao0ePSu5bLf48//zzDB48mLVr1xIcHFxjvn/LyMg8GDg6OvLKK6+QlpZGs2bNzK/wEFFhAaW0pJjlP36F+6D3a1TVyeX0fLoH12enRDSp9mRJe2Lzx4kUVh1MrpwBmDDB1R7H4j0JfL83AX8PJxJuGQo+VYGSu0+WrRVP4M5ETa+t5JPBLckrLqs0EUgtyMTGpxtNqekWUp+ikjKW7b+CUoRPN8cxpU+IpCCiFnf0J8x7p3Y3GtNqKiXHWPUCmE4m0fbW6BzowY64G8wxEZd9r0S1ykAAjTeLpd4nxjAWO20t/cK8DMQTsCz5R/8aj4kMJNzXzaprop3iY8yIVQpjgsuwDn6EeNXRxHarEYCpfUN0opv1mdZXVapuTYqPqPfvqetOUa+2PY72tjjb2xh8pj7dHMdvE7rwQmQAien5nEzJ0giFKp8fPyb1bFLh6OKPP/6Y1q1bV2gbMjIy94YdO3awZ88e1q9fT3JyMs899xxjxoxhwYIFfPfdd9jZ2dGoUSMSElSeX2+88QbFxcUsWLAABwcHnW39+uuvODs7c+7cOb7//nvOnLkb4f7CCy/w0UcfWTU2tXiixtXVlUuXLjF58mTeeecdNmzYwIIFCwgLCzO5HVEUOXPmDOfPn6dVq1acP39eY/b6yCOP8M8//+gciyiK3L59m5SUFAYPHkxcnOr3cteuXQE4fvw4KSkpNGrUSHJ/UVFRLF26lD59+tC8eXMAHn30UcaNGye39cjIyJQbURT5+OOPCQ8P54knnqjRnlDVSYU9ULYfO8HBLHT8O2oK70Y3JyOv2KhIMH9EG6JbNQTK18N/P1PZT6z/92QLfNwcGbPsiPmFjYwH7ibNDGpj3MdEe2Jrajug0rFmDQ7D18NJ0ldC7cNgqf8GGDf53Du1u6RhrQJ4tXsQkU3qS26/JvuaGGP+iDZczSpg1ibjE3b9c2IN5TWK1ceYz4a5a1gZvw8qcvymMHZuVo3tTEA9J44kZpJVUEx2QQm3cosJrOfMYy0aAFjs3WLJPWmsDU39mVP71Ry5kgkikglMaiyJ9FazdetWAgIC5KchJpB9N2oOD9u1UCqVzJkzh+zsbGxtbTl79iyrVq0CYOTIkRw+fFgjFqg5cuQIbdu25fbt21y+fJnw8HBKS0uxszM05Nf/ynr79m327t1LUVER3bt3x9XVtdKOZevWrbz22muUlJRw6dIlkw/EvvnmG1577TWj73t7e3P58mVSU1Pp1q0bqamplJSUaN7/4YcfePrppzXtOV5eXqxbtw43NzcUCgVZWVmkpKRw8OBB1q5dy40bN/D09EQURYNWo40bN9Kvn+UpizIyMjLavPrqq9SqVYuvvvqquodyz7knHig5RSUcyhYQFDWn8kSbgHpOfLzJuOnixJXHyC0qZVgHP6NeGA8qlX2o7204W+511YLJ+qMpgOpJ9vqjKZoxKkXVk28nexv8PJxM+rbovy6IENWsvmY/xlp1zPlvaLd3WFK9YKplQ3/7atHomQ5+rDqYpNMyUVNvyb2X0qnrbDr5xFQbljlMVfFYiqlWLGNtMuqxWvr7QD+9R/t17e1VJqZin71dHekfLr3PP0+kWHQ/2QgCk/sEGyRF6WNMehfvfF6yCkr4dHOcTgXPi5GBJqu5AHqG1Oe1nk0lW8Dy8/N5/vnnefPNN3n77bctOBoZGZl7QUlJCYcPH+bxxx8nNzcXACcnJwIDAwkODmbWrFkMHDiQ8+fPs2zZMiIiIggICODGjRuaOMw6deoQHh4OqCpDSktLUSgU/PXXX4wdO5bZs2cb7LdOnTr07du3So7p8ccf5+OPP+app55i5cqVPPvsswbLHDx4kGXLlrFw4UIApk2bRv369enSpQvz5s1jxYoV+Pv7c+XKFQPvgM8//5x33nkHgD179jB06FAAXnvtNaZPn05QkKFPlr29PdHR0URGRnLz5k2ysrJ4/fXXadasGf7+/hw7dkxzDmVkZGSsobi4GHt7e7799tvqHkqNp0IVKFcyc1l1MqFKB1he+rX0oo2/Gx9vNF2urp0Qo//EWd3Tb4lXhUz5Gdi6IX+cuFZlApa6CsFYVK42J5Iz+eVwMj8fMGzl0q5WMVeBYgpLKggEARq5OxrE1iqAKf1CdCo/BGB89yDm77S+HasqUafw6MdJg2UVB4MX7ONoUpbOazaCQO/QBmw6nWZ2/59aEMNrLHXHkgoUhQC/je+ik97jZK8gv1hp1uekolhyL+vz18lrknHKL3YNoJ2/O43cHXXG/l1MvMkKI3MYq1AZ0cmXST2amq30iWpaj9Fd/Lmcnkfjes442tsSWM8ZMS8TDw8PatWqVc6RPfg8bFUPNZkH+VqUlZUxcuRIjRmrNvb29ty4caNSK0Kqg+vXr9O5c2cSExPp2LEjzz77LBMnTkShULBq1SpGjhxJw4YNee6553j55ZcJCAjQrKtUKrl+/Tre3t68++67Ou1FR48epU2bNjz55JP88ccfAHTp0oV9+/YBkJaWxokTJ8jLy6OsrAxXV1caNmxIQEAAtWvXvqfnQEZG5uHA09OTWbNm8eKLL1b3UKqNe1KB4u7koPqGXM3eJ+qJGsDhxEwy8ov5dle8RZMs9VPyiKC6kk+k1V4V+p4DMpVHVYonAE72qvYyc0aeb/1ynHV3qmD00U4NMVe9YA5rKgim9AlRPcVH1z8FUdfLIjO/2KJ9G+PFLgHUcbSlR4gncWm3jbZIWUNk03oaAUi7DcpUe5SaE8mZBuIJwKJRbXG0tzX52W7qWZvlYzpadD2M+ZJo0p5MnAelCPnFSpPbKQ+WiEvWmNKq8XWXXiawnjNt/XXba9YcSuJTE34q5lBgvHpo5YFkVh5I5tMhqtY6Y8vFXEyXNJue0rsZr3ZvWM6RycjIVBbvvPOORjz56quvsLOzY8aMGbz//vu88cYb1Tu4SqJBgwZcunSJdevWMWzYMA4ePMi8efOoVasWp06dYtSoUfzwww+aFCBtFAoF3t7eAPznP/+hV69e1KpVi/DwcI0fyk8//YSHhwdlZWXExsZSVFSEg4MDXl5eeHkZ+nfJyMjIVBUzZsygXbt21T2M+4IKGZe4ONhR9/aVyhpLubARBGYOCSPcV5X60a+VN9/uipf8Uq4Q7npkaK+vnhhHNavP18+EM39EG/ZO7a6Z1OUVl8niiQRPhFfOH/eqbp1ST3JBNdGNCKprMOE8kZxpVDwBVSuNdnztsA5+7J3anVVjO+vcK5agnpzb3BEejQkwaw4lqdooUGmUk/sGa3wlPt1yVzwRUU1KpVAAjzStZ3I8AvDjv4nM2X6JQQtiycov4YMBLSw+HmPb3HMx3aAN6kRypmR7VGp2gc76BxMzJLebmJ5PYD1nk/t+ql2jShEzhnXwY9/UHrwcFWjwewMsT2uyhjWHkug6awcjFh+g66wdrDmUZLBManYBsfEqYUHqXtZfTn1u84rLJJd7d8MZnX3pt5hZiwC82i0Ic52dU9adoqC41Ortf7rlPN/trlnVVjIyDxJFRUVcunQJpdJ4KPmJEyf46quvmD17NqIo8sYbbzBhwgQyMzMfGPFEjY2NDUOHDuXDDz8E4OLFi/j5+bF06VKWLl0qKZ7oU6tWLaKioujYsaOOmayLiwtffvklAD4+PpSVSf+elpGRkalKYmNjmTRpktwCaCEVTuGJCgli/dWSe24i26+lF89FBOBkryCvuIzU7AKj/hSgMpTt18qbmAs3JSsHTD0VP5WSfU+P7X7hrxPmK3yqG4UA6bmFmvtDKpY2IT2Pf+NNxyqLGMbcGqs6qIwKAgOfFBE+23yeAeENLfLnUAjwUmRjXogMAIybhyruHJu2oGFNSosxpPZVJoqsPXzVrH8MQMcAD8nttr9jRDqioy8rjSRmzdwcBwKMiwrSXAtnexvJViJzeLs6Mr1fC17oGqgTm10VHieWRCtbUr2jXk7tFaSOHw7xqmOwnBrtfVXUD0oEvt0dr2MEbYxymU4LArM2xzGgdcMqbZOSkXnYEEWRJ598kj///BOAiIgINm3ahJubm8GyMTExAJrknIeBGTNmMGrUKGJiYnj22WcrLTb4+eefp0OHDkRERFTK9mRkZGSsQRRFRo4cyaxZszReTDKmqbCAEty0BT1tU9iZlCE5aVJbrAiCgCiK5f6DYyMIPBfhR1mZSLeQ+vRs7iU5mYhqVl+yPaJfK2+8XR0lJ64nkjN1jEm1JxOgiua0hJ4hnmyPu1Gu47sfqYlVOcKd/1N3lokiTFp13CDZRxAgskk99l1Kt3iyaIkpqrEJrpSoYqrtw5RRrSURv3OfaUP/8LttDoPb+uhU2PQL8+K5zgHcyiuS9MWoKlYcMKyokKrkCPd1Z4jemIe09dEYi07q2ZRVB5ON3oMzN8VxJT3PYBlr45W1r9v06OaaeN6q8DgxZ05sicCiHrP27zMRlQnzNyPamNx/mShy9Eombf3dK2zgqzaCXjK6HYtiLnMgIbP8G5NAhHIbFMvIyEhTUlKiEU8ATp8+bZB6o+bw4cMoFAqr0l6KioqYOXMm27dv59dff6VBgwYVHvO9xs/Pj5EjR1bqNl1cXGTxREZGptoQBIGFCxfi7Gy6wlvmLhUWUAA6BvoQ0tCTzIIiUnMK2HU5FQQBUakkc/dSgkLbkVk/3Kx4YkxgEYBXHm3Mt7tVrTk/H0zimY5+rDqQZCB67J3a3aw/hXbSxh8nrjFLotdfPXEREY3G5Yp6P+94iMSTmoi6ygjg6JVMJq48pnN/aE/GRVHVYmIN5lo2TiRnMnX9KY1xpvqezMov0SSaWDKBP5Gcyb/x6QYmnOr9J6TnmR1nu4C7CSap2QX8dky3Penv09cZF9WY9FzRosmyAPzvyVAea9GAP05c06SrVDQpyFQlR8dAD9YfS9GIYR0D71aleLs6MrVfCDM3GRc3pSpUTIkO+gKXvhg2pW8IYT6uFlWxWBPLq8aUNw6YF1jUHE40FLNFIDOv2Oy1nrDyGCM6+fFMB19WH0qucCXKmGVHJNufKoq2J5GMjEzlYG9vT3FxMYsXL6ZLly60bt3a6LJ5eXkEBwfTq1cvo8ukpqby448/smXLFk3Fiprbt2/flwKKjIyMzIPI448/Xt1DuK+oFAEFVH4oLg52+LvVxotcNv21kpsXjpCfmkhm9xcxdB8xRBAEGtdz5rLeBFEE5u+62/OuFGGlxJNs9WTCXHuEfmymMZzsFXi61JKcdPRp6cXWM9c16TzGNhXVtJ6kEaJM5aN9rW/lpVVqhYxCwOhEPzW7gKV7E1i0x7CUuUwUdQQ6pQjT1p8ymMCr0TeyVQsUaqEB4FZukdGJsJQgYWzirTZGFjCemKJGBJp4qlpAwnxc+W18F/KLlTjZK8ptsKwWvIyd02laYpQoIXyE+ZQv3UFfdDBWyaZf7aEWa8yJYJa22ehjzpw4sJ6zpHCrNknWvGZEqPZwtmfm4DCmrDtlchxSv1srQmVXqgnAzCFhcvWJjEwVYGdnx/jx480ul5eXx7lz5zh58iRHjx4lMzOTRx55hKKiIv755x+OHDnCtm3bKC019Dnq0KEDO3fupEmTJlVxCDIyMjIyVjB//nxu3LjBf//73+oeyn1DpQko2gT4BTJ+/H9IvHCCr7/8D5aIJ2r0xRNr0H5aq11lov45NbuAI1d023VMkZxRQLivO1P6Gj7p/vt0Gp8+FcbkdadMTjyHtvelfh0HkwalMpXDmGVHaOXjgpODLfsvS5uQlpeJ3ZtoWrq0sUSM039LKcKUX0+yfEwnzWup2QVsO3fd4D4RgY8GhtKzeQNiLtzURL5qix42gsDkvsG08nGTFAylKhu0xyUCChHmjWjD1awCTXWJNgpg36WbPLsk3kAYmDUkzOLPlBoBjIonYFm1hbHjMof27wljbTFzhrc2mb4jVcVianvGBDN9rE3XEYGB82OZpRXZHJeaY7CcIEBbf3eD1+832vu78c2ItrJ4IiNTzXTv3p0tW7bQpUsXioqKJJeZMmUKf/zxB+fOndN5/dChQxw6dIhOnTrRqlWrezFcGRkZGRkjuLm5sWfPnuoexn1FlQgoahr6B1OaeQ1Rqaxyk1kFMLlPsNGnypYYGurz2upj5BWX4mhnOHYl8M6vpp/kAqRkFzB7aGtGRfizI+4Gc7ZfsnwAMlZzMsVw8lgZzN1xiXk7L+lUE1iaViLV5hJzMZ0TyZmE+7qbFWGKSlRJCDqmstwVPfQjaPXRr2yQEh2UgIezA9GtGjIgvCFL9yWwJCYBpdb783bqVoGphQEpYckcwzv5mhyzuXYWqeOyBP2qDmNCDXd+bxi7Jsb8cCxtszGFMW+chPQ8aZ8p7l6LP45f07lOaqb2CVEZ4q4/adEYaiqyeCIjUzN488038fb25vr167i4uDBq1CgWLFjARx99RGamyvMoOTlZRzxp06YNx47d9dxSpz3ExMTwyCOP3NsDkJGRkXnIUSetPfvsszz77LPVPJr7iyoVUGzt7On35GgKlde5qPDWtAsEutfmcmauaiG1wUEFUQKfbonDzclOsvy+PBUgShGz5e7mUCenqM0vZQHl/kW/msCStBIbQaBTY3di4w0rYg4nZuLpUsusCNM+wF1yX0ogNbuQGzmFVqX+ONkrGLQg1qg4oU6eiQ7z5sn5sUbHpe0TZG2bhr+HaaMqc+0sxo4rv1jJvks3DUQEhaAy1m0XoCs2GRNq2gW4mxRnjPnhWCL8WIKUh4qpipsyUeRIYiazjBhet2rkxonkTKPJRfcDA1sbr1iSkZG5t9ja2vLcc89pfhZFkbfeekvzc8OGDYmLiyMwMJD69etz8OBBzpw5Q2hoKGfOnNEs5+joSP361ovwMjIyMjIV4/z58/Ts2ZNt27bRokWL6h7OfUWVCigKhYJ+I15HFEWupqWQmJJMckY2lzMa3u0/qGA6jzbqCe7Xz4RbXGliIwhM7hNMq0ZuXLpxm3c3nDG/khVoP33edu56pW5b5t6jfT3NpeEogK5N6ho1qzUmjGijTp5JzS6QnDx/tPHu0z1zfhvalQ3mxInU7AIWxVw2eXzawoC1rTSfbTlvNIZWLR5ENavP3qndzbaz6FdsRATVpU4tO1UrEnerTrRTibTXNXYutMWZk1ez+GzLeZNijnp7g9ropgcNbGNd3K4pD5WXIgNZvCfBQLCyEQRiL6dLR1ULcPJqFrO2VDyeujqZ0rd5dQ9BRkbGCIIg8Prrr7Nr1y5OnDhBp06duHLlCgkJCZSVlTF06FB69erFmDFjEASB0tJSbG2r9CuojIyMjIwJfH19eeKJJ/Dx8anuodx3CKKxjDotcnJycHV15ctfT+PoVMfocudPxFJSXEh+bjbXr17m2s0bZOTlcfPiUYqLCrFvGEL9AVOqvJ1n/og2TFp1zOSETuqJdGp2gcZjwlr6h3mz6XSq5LobJnQhLu22TkKLzP2JjSCwd2p3vF0diY1PZ8TiAwbLfDQwlKRbBSzec9loZcaQtj7MHtpa8p4TgEk9mtCzuaemcgks81tRAPum9bBowp6aXSApTnwXE8+sTYbJVDr70ZvYf7c7XiNYWMqqsZ2JCKqr81p5DVilMHZ85V3W0mX0r6f2PaO9nFTVkLH1J/cN1njTKO5EcO+9mK4RiCb3CZZMEwOY2D2IBbviK5Soo6advxvzRrQlMT1fstKnqpjWL4RxUUH3ZF8PAuq/2dnZ2bi4uFT3cB5qHrZroT5eACcnJ7799lt27NjBsmXLAHB2dmbMmDHMmTOnOocpIyMj89BSUFBAcnIyzZo1q+6h1Dgs/ZtdafJ/cvwZvp42XPNzw8insevyHIKgwDNK/c29KgItdbERBNr6my6/B9UE1qO2vc5r5fFUUDOobUMC6zvxzQ7DCcXeS+l88fcFycmNj1stUrIKrdqXTPUglYoi1a4R5uPKexvOGBUg3undjAndmwIS/iSo4nLHPao7WUzNLiD+Rq7ZSbASWLo3kenRxp/Wa0/e9QWM73bHM9NIG4gaBfDb+C4acWfNoSRVTDN3P+HmPj1SbS0VNWDVx5iXiDHMNSJZsj1LPFC+2x2vETv0RSJj68/aHKcTj73v0i1+m6BKQlJHW0uNfkRHP7o0qVdpQseRK1mMWLSflS93JiIohIy84iptCxKAqX1l8URG5n5B+wvn3LlzGTVqFKNGjeKHH35g27ZtrFq1SvN6u3btqnGkMjIyMg8nb775Jlu2bOH8+fPY29ubX0HGgEorBdn+2xLNv+v7NcOuy3MgqDcvcC/EE+2o2WEd/Ng7tTszjEwk1x5JYcTiA3SdtYM1h5JIzS4gNj6dqGb1WTSqrdX7fmnZEUnxRAA+NyKeCMD/ngy1el8PIsM6NKruIZjk3ejm7J3aXacaQi1+2NxpP1MLLHnFZSaFDn3/j2Ed/Hi1W2ME7nr5rDl0N0r2u93xdJm5QzImWYoley+Tml0g+d6aQ0l0nbVD595Xk5pdYNRDQ406QlYtnuiLHuKdhdSffAXwclQg0/qGGJwn/cqLv05ekxQPjl7JtOi4y4vUOVH/PjB2Ho2hFtW00RaLvvg7jpl6sdbT15/W7EdqfQWGEdNlokh+sZKIoLp4uzoaXW9Szyaa+OPKIuFWPhEzd/D5ljjq1ravDAsrSRQCzHmiESPbe1XNDmRkZKqEY8eOcebMGcaMGaN5LTMzE09PT2bOnIm3tzcffPBB9Q1QRkZG5iFm6tSpbNq0SRZPKkClVaCMfP1Tug14nquXz5KYkcNVwXJtRoFq4lXRCvPx3YKIalaf2Ph0TWl8mZlH9vpGseWdCxgTSEztXQQOJGQwpK3PQx9zvD/+VnUPwSg2gqDxKwF0Jv7DOvgR4lWHQ4mZdAhwx9OlFkdMTPgFwNfDUece/W53vNGEmz9OXDNbEaKPUoRvtl/kk8G68ZDmKjyMVTHoj187dUeqYkK8kw7k4eyg0+4yoHVDyRaYNYeSTMYgT1x5jNyi0nK38phC6pxMXXcK4U5lkbVtRKY8VfSvsxrtChWp9Sf3CVZV+FiRSKS9X2Mi0Gs9gohLy2Xr2fJ5M83fZXgsijvWVhX9Xa4Q4H9PNOflwV146aWX+Oijjyq4RRkZmapC7WNXWFjIpUuXiI+P58KFC3z22WdcuHCB8+fPk5GhMlIX7vjeqRN4ZGRkZGTuLf7+/tU9hPueShNQbO3sCWgWTkCzcFoVlfDtftMeCmrejW5OQD0n1h9NYfPptAr16c/fFc/8nfGatJ9REf4s//eKVduoTIsSS7a1JCaB3yZ0Yf2xlIfaH+VKhnVP+u8lzb3raFJrBGDsI4G8EBmIt6ujjmeHOcFMAQxq66PZlkJQtetIVX2UiSLbzl5n5qbyGX+uPJiMfz1nndYHc+0l6koFU8egBJ12FGNtTOpoZXUlh1os0vYbSkjPw9nexqR4AroxvZWdwiIpAIFOu4y1+9Y2n1WLRaaqexSgI4ZIre/mZGdVIpG2SGVMGJsrUTFXUUQR+rT0YvPptHJvo3eLBnzwZCjero6E/f037u7u5leSkZGpFnbs2MGQIUOoU6cOV69eRW2r5+bmRnBwMMHBwURHRxMcHIyPjw9xcXFkZ2czduzYah65jIyMzMPHxIkTcXBwYPbs2dU9lPuaKrFAd3Gwo08zH7ZcSDFrRHn4SiYfaiWJVARtAUIEllkpnlQHSuBQYuZDLZ7UdE5fy9H8WwQW7Ulg8Z4Ehnf0ZfWhZN32FSN8+GQorRq56sQHK0X41IjxJ8B7FUyE+nRzHA1da+Hn4URecRkFxaWa8Cs1CgHScwtJzS7A29WRqX1DTFa8mKt8UAjwYmQAYNwQ1hIzXH30fUQqC1PRwBXZt75fiqnqnil9Qwy2rb++MXHE3H7BsmOsLETg7wqIJwB/n72OjQJ6B9jxZKT8lFpGpqYiiiI9e/YEICsrC3t7ex599FHGjRvH6dOnGTZsGCEhITrrREREVMdQZWRkZGSA2rVr07179+oexn1PpabwGKxXVEJmQRHujg4AHL6azqGrqqhNUVnGI3UL2JtZu9yDfxBQAItHt2PMsiPVPRSZKuTd6OY0b+gimdpjruqjqhDu7FjbzBQwWhGirnyQamdJzS5g6b4EFsckaCrAQPe4bASB9eMjdEQko2OTWFc/yaayWHMoyaRxdGXs21jC18TuQbzdO0R6pUrkrV+O39M2wcq4p0VRpF19gfVvR1fGkB4qHrbkl5rMg34t1q5dy++//05SUhJ5eXmcP3+e/Px8ABQKBS+88ALvv/8+vr6+1TxSGRkZGRkZ01j6N7tK84RdHOzwd6uNi4MdLg529Ajy5tXOIQwPD8R53yL+PX3J6m1aoPfcVzzX2Z/Ld7w1ZB5clKJIRl6xgceOjSAwVctg9V6i7VWhFGHaulNMW68rngjA96PbsWpsZwMTXX2W7EnQrCvlaVQmihxKzLSoEqJbSH2TprOVybAOfqwfHyFphqqAStm3vuGwAEy4R+JJanYBvx2zTjyp6N1YGb+lBUHgaDp8vqV8bWwyMjJVz9NPP83PP//Mnj17OHr0KOfPn2ft2rVkZWXx5ZdfsmHDBkJCQtiwYUN1D1VGRkZGBli9ejUvvfQSJSUl1T2U+5YqFVCkcHGww8/VGftaTpR6tzK5rJRYIggCBWd3PjBCyrL9V/h4o+EE4d5Pp2Wqko83xTFx5THg7rW1EQQm9w0mrJEr68dH8Pbj1ZvHrsSwzUMEnOztNGkvxpDyEtHHRhDoEOBu0b29O+4m68dHWCTcVAZ5xWWSbXTfjGhTafse1sGPyX2CNdUZ3+6K57vd8eVK+7EGS66NNjaCwKwhYXw6JMyia9U7tEGVCoDzd8VX6fmRkZGpPBo1asRTTz2Fq6srr7/+OpcvX6Zv374MGjSIn376SXKdtLQ0fvnll3s8UhkZGZmHk5KSEgRBwM7OrrqHct9SJR4o5ijMv03cpTi8OpjWbwSJL+UCMPiJoWyOvym9kqjUik+WkalZqNtl/jcglLScQmZtjqsx/jfG2m60PU+MIeWzIcDdNBtgTGQAni61iGxajz0X001uTwmamN57gSkz3MoiNbuAT7foRhir/WasTfuxdH9qo15LPVBe69GEns09ySsuw9nehm9GtCH20i1WHkwyus74bkF8MCCUjSdT+aiS/Kz0qQr/G3Ncv36dP/74g4EDB+Lu7o6NjY3k3yQZGRnj1KlTh19++YXRo0czfvx4Bg8ejLOzs+b9wsJChg0bRkxMDHXq1KF3794IgkD79u25cuUKc+fOZfjw4fJnT0ZGRqaCiKKIKIqMHDmSkSNHVvdw7muqRWmo5VSH0JCWKrHDBALQ2be+zs99mvkQWL+u8SejD4h4UkPm1DJVgFKEdzecUSVG1aALrd92Y6p9RZ2uo64M0G9RUVcx7Jvag5cfaQyCyny366wdZsUTNU729+6zLDX+ym4bMlUJok77qaxKizWHkug6awcjFh9g0IJYBrXx0WkfMkZSRh4D58cyYvEBnpwfy8SVx1h1KInnI4xH3g2cH8sPexPoEFA1aTkKAYtEvMqgpKSE5cuXs3XrVuLj43nllVf4448/GDBgAD169KCoqOiejENG5kFCoVDw4YcfUlhYyLx58zSvi6JIUFAQMTExAPTr1w8bGxsUCgVHjx7l1q1bPPvss4wePZrs7OzqGr6MjIzMA8GZM2fo06cPaWlpsihdQaqlAkUQBMa+MYsTqRlGk3rUYkm4twdtfepqzGhdHFTlRqZTfrRtLGVkHm4+GhhKUP067Lt0kwW74i1u5xCNfISMpesYi+9dsveyTvKQpeQXmxZYKxtLk26s5URyJgcTM2hsJg2nMpKGUrMLOHIlkynrTmleU4rw+7FrrB8fQX6xEid7BQPnx0r+7vz9eKrBa6IIP5pINBOBxXeSqaqCmYPD7ln1SXZ2NmPGjGHgwIGsXbuWvLw8li1bxubNm5kyZQqhoaGMHDmSDz744J6MR0bmQeHcuXOUlpaye/duJk+erPnyfu3aNUAlsvz3v/9l69at7NmzR/PeJ598wrx586hVqxaLFi0CoLS0lHPnzhEaGopC8WA8NJORkZGpavz8/PDy8uL8+fN4e3tX93Dua6pFQFET7u1BoEcdDl9N5+DVu0+lOzaqR/tG9TRiidqE1ty6atEFkBBXRESliGDhH1tRFGV1TsZiBODJ1g35/fi16h6KDjaCQM/mDfB2dSQiqC7PdvbnSGImr60+ZlbMEO8Yyzo72NLO310jiGhHEKsrJ6Ka1ddE6OrH95YnPtfS1qHKRioGuCLop9+09XPjRHK2ZOJPRY/ZVDx0mSjqtETNGhJmNG2pJvFajyZV7n8jiiIbNmygdu3a9OjRg4yMDOrUUaXN1apVi+eff56+ffvi5+dHTk4Oubm5nDhxgkmTJvHtt98SGhpapeOTkXkQOHv2LACbN2/G1tYWR0dHjfhRq1YtLl++jLe3NzNmzND5/jV37lw8PDz43//+xy+//IKNjQ2iKJKZmUnnzp0JCgriiSeewNfXl0aNGiGKIv7+hhVzhYWF/Pzzz4wYMQJHx3vbDigjIyNTE3BxcWH58uX3dJ/qtqEnn3wSe3t7Ro8erfn5fqZaBRRAk87TvlE9gyqTiqwb6FGHzIIi7BQKSpRK3B0duHT6IGv/XINLtzEIZlp9ZPHk4WZER1+u5xSyPc6I144WCgF+G9+FuLTbbDh+TTMpVYkq3ng4O2BnI/BdTNU8oVfvCwGdliCpNhRvV0f6hzuSV1yqie4V9NbTRglMXHlMU2ni6+FkMEE3VTlhzBvF1MS9qlN37hUnkjMNooOPJmXx/eh2ONnbcTIli882n6dMFDWGwgl3ErmsPXZ9YUsfAd02GHW1zZHETLadu17jhD814b6u92Q/K1euRKlU8thjj2nEEzUODg74+alEnPnz5+Pu7k6tWrXw8/OjcePGZGVl4ebmprNOWloa//zzD71798bT05PMzExycnIkJ3YyMg8DL7/8Mn5+fuTn51NQUEBhYSElJSWEhYXRq1cvbGxsNMtqf/8SBIEPPviAgIAALl++THZ2NgqFAk9PT7Zt28bx48f5+eefdfb1zz//8NhjjwFQVlbG7t276dmzJwCdO3emWbNmrF69mvz8fKKjo2nUqNE9OAMyMjIy1UdZWRmffPIJERERmt+PVc3y5cuZOHEiK1eupFevXtSuXVsjnLzzzjs8//zztGjR4p6MpbKpdgFFjVSVSUXWlXqtbbuuhIa24URqBjuTMmv801eZ6mP1oWSLKyeUIlzNLDCIABaRbomwBm1hRIGET4kAE7urjD89XWqRmJ6Pk72C/GKlyTaUYR38yMovsdjEVl1psn58hKTZqrHKCbW3iFqsURgRawRgat8QWjVyq9T2GTVqQ9XAes73TJg5mJgh+Xpiej5jHmlMRFBdBoQ3JDE9n5NXs/h0c5xBW5SlmKv0EYGYCzd1tunt6ki7AJi0+pjF+7nXbI+7Qc/mXlW6D0EQWLlyJRs2bODUqVOEhYWxd+9eXn31VdauXcvcuXOZP38+giAgCALTp0+nT58+tGrViilTpvDZZ5+RlJTEr7/+SuPGjXnyySc5evQoo0aNIjY2Fk9PT+bPn8/cuXPp2LEjeXl5tG7dmn79+tGrV68qPTYZmZpCnTp1ePrpp8u1riAIvPDCCwavT58+HVEUuXz5Mnl5ecTFxTFjxgyGDh3K+vXrcXNzo02bNprln3rqKUJDQ1m9ejWjRo3SvJ6bm6tjbCsjIyPzoGFjY8OhQ4ewsbGpcgElKSmJa9eu0bp1a959912Cg4Pp378/paWlJCYmMnDgQNq1a8ft27cZPnw4Z8+e5aWXXsLWtsbIEmYRRAvygHNycnB1deXLX0/j6FTH3OL3BTlFJQatQ7J3yv2BuQqGl6MCuZpRwKbTafdkPDaCwNfPhDNp1XGL12nuVZtzablGtze5T7BGTAA0vhwxF27qVI4g3k32sWbSnZpdQNdZO6xur1k1tjNJGXmaMairRcztNzW7gMT0fNJzCyXP0/wRbYhu1dC6wViIMc+WqubzLXHM3xVv8PqGCV0I971ruCp1LWwEgb1TuwNYJPxYcj0FAWKn9tDZTmx8OiMWH7DiqO490/qGMO7RoErb3qxZs6hbty7R0dE0bKi658rKyggNDeXxxx9n7ty5/PTTT6xevZqMjAz2799PcXGxZNyfUqnk33//pWvXrowYMQJfX18+/fRTQNUyYGtri62tLYmJiVy+fJmLFy+yYsUKcnJy+OKLL+jVqxdxcXGUlpbSsmXLSjtG9d/s7OxsXFxcKm27MtYjX4t7S2ZmJk8++aTGR0WfH374gVWrVvHPP/9oXtu9ezdRUVH3aogyMjIyDzRz5szhgw8+4MCBAzRr1kxymStXrjB48GACAwNJSEjg8OHDiKKo42uVn5/PuXPnaNGixT1rvbT0b/b9I/VUMtrtPynZqrJ5W4WCdWeMmyVag+yhUnV0D65PSx9X5u64JPn+kpiEe6aDqZNq2gd4WBwVC0iKJwIwb0Qb2t7xG9FG/bO69eLolUwmrjymE4mr7UVijvJ4k6grTSKC6lpttqr2FknNLqjyuGBtTHm2gGXiRHn2eeRKJgskxJN+YV464ol6DFJtUUv3JmoMeM0JP+pKH1NtPKIIR69kEt3q7rGeumo82cJGEOjdsgFbTqeVy8emspi1OY6+oZ741bsr3l+7do19+/aRlpbGpEmTTK6/ZMkS1q9fzx9//IGtrS0///wz2dnZDBgwAFEUOXbsGE2aNOGLL76gQ4cOAMybN4+DBw9Su3ZtTp48KSmegMr4smvXroCqDUibWrVqaf4dEBBAQEAAPXr0YNy4cTrLzZ49mz179nDu3DkEQbDqb8e2bdvo3r27TvuDjMzDjLu7O//88w9//fUXHh4eeHh40Lp1a837L774oubfderUYerUqXTq1Enz2ujRo+nYsSMTJkzQvKZUKrl8+TK+vr7k5ubi4eEhf7+TkZG57/joo4+wt7dn8uTJVbqfMWPGYGNjQ/36qu/ao0aNIjo6mmPHjvHWW29Rv359XFxcaNy4MVOnTqV169b88MMPLF26lJkzZ3Lq1CnGjx/PmTNn6NixI8ePHyc8PJxGjRrxyCOPcPbsWQYOHEjLli3LXdlYUR56+3IXBzuae7rR3NONpvVc6Na4nOXiWoU8oqiU/7hWITvO3yTc1xWFkVOsxLq0l4qweHQ7hnXww9vVkSl9Qiq2MQFJ8UQfb1dH3J3tDapw1F4klqD2JrGGyX2CNWNTm9JaKzzci7hgbYyKE/sSNDG/XWftYM2hpErZnzo+WFvc0ua5zgEGr0ldCwUYpBeZizke1sGP38Z3MTk+7XrD1OwCPt0SZ7DM8xH+rBrbmb1TuzMuqjETugfRO7SBye1WJSLwytvvkpWVRW6uSnicNm0aQ4cOZc2aNQDExMTw0UcfadZZsGAB69atAyA0NJTWrVuTlZUFwKlTp7h8+TINGjQgJSWFdu3aERsby//93/9pJk0bN25k7dq1dO7cmcaNG1fp8c2fP5+//voLQRBISUmhcePGHD582OjyZ8+eZfz48eTk5PD444/rHLeMjIzKt2jIkCF0796d8PBwjYmhUqlk/vz5muUWLlzI9OnTcXBwAOD27duanv1XXnmFc+fOMWzYMGxsbGjatCm1atWiXr16cvKPjIzMfYkgCOTm5mJB84lZDhw4QEqKyudv0aJF7Nu3T/NeUlISb775JseOqVrEDx8+zM6dO/n00081huLu7u6sXbuWdu3aYWNjQ/PmzenYsSNHjhxh7ty5KJVKQkNDOXr0qKaK5bPPPiM0NBRPT0+dfRYVFXHu3LkKH5M1PLQtPMbIKSphwX7DSYU5RKWSrN1LKc2+Qf2BU5FbgSqH/q28+OukYSvOu9HNqV3LVieuVY0CVQRvJfx+MMtHA0MpKCmjcT1n1h9NYeOpirUNrRrbWZOUYgpTbR/mxAi1H8ipq9l8tuW8ZCJMRcZmCeqWnor6nZjzNpE6T2ofFu2jtvTcmRuLqTYaAYid1kNyH2sOJen4xPRt6SV5L1lyDb7bHc/MzdK/w/7V2r+x9h31PvQThKoLUVnG9wN9eDyyA4sXL2bMmDHcuHGD27dvExSkau1ZuHAh3333neaP9aBBgwgNDTUrLqjLQ5s0aUJWVhaenp7VmtCRnJzMzJkzmTVrFi4uLixevBgbGxuioqK4desWnTp1YuPGjUyfPp09e/ZgY2PDtm3b+Oqrr/Dz86NHjx7k5eUxZMgQvL295baRGoDcwlPzOHXqFP/5z3/4888/ARgyZAiARnTVxs/Pj4iICI1Yq0aplB+UycjI3H8UFBQwb948cnNzGT16tM5Dop07d7J3714aNWok6Tulpri4mNq1a7NixQoGDx5MUFAQ06ZN45VXXmHfvn0UFxezfv16PvroI8rKymjUqBEFBQUMGjSI9evXV9qxqCt2f/75Z5577jmuXLmCr6+v2XVOnDiBKIoUFRXRuXNnnfflFp5ykplfJPm6r4sTV3PyjXpvCAoFbo8+T8Zfs5HFk8qhqWdtSfEEVIkiBSVKST+UKf1CSL9dxOI9VZd6o2bG72cqbVvWxNjqm7NaWsmh7wcyKsKf0jLV+isOJKkm8Eib1TrZV95Tt8qIC7bE20TqPL0YGWBwb5hKErIUs21RJn4tqFuzlu5LYHFMgqR4Yun9MaB1Q65k5LHyQLLOrmcNCdM5PqmEJPU+pBKEqgNBgP8NaMFjXZqwfv162rZtC4Cnpyeenp6a5V555RVeeeUVzc+//fabRdt3cnKiXbt2ALi63pvEH1P4+vqyYMECAE6ePMnEiRPp1KkTp06dYuvWrZw5c4bo6Gh69eqFvb09AI0aNcLZ2ZmysjKuXLnCBx98IE/UZWRMEBYWxoYNGzSVJFLCiZq8vDzWrFnDm2++yZdffgnAt99+S1paGmfPnuXkyZO88sorcjSyjIxMjaWkpIQdO3bQu3dvatWqxb59+9iwYQP/+9//2LRpE3Xr1qVjx45kZGTw3nvvaR4+PfbYY7z55pv069ePPXv28Morr3D06FEcHBz4448/NAlqV65c0VS1zJ49m4KCAvbs2UPDhg2ZNm0a69at499//+Wpp56q1ONSi9hPPfUUnp6eGvFkyJAhPPPMM5LtPR9++CFz5sxh3LhxzJs3j0uXLlG7dm2rf4fLFSh65BSV8O3+OEmhpFtjL3ZdNl1h4J16hFSvtqpv/hpkc1preLRpXXZfvGX0/bZ+bhxPzjI6WV01trPKq2PmjioaYeVTXnPT1OwCjiRmggDtzLT/mKuQ6BfmxXOdAwzMaqXGWB2pNtpYW4GjXfECSJ6HipqVpmYX0GXmDpMGx/NHtMHd2V7yvJm6Pgpg5hDz94e+qDS8ox8RjevSLkD63tCufNE2BJ69NY5vdhh6uNwrBrZuSK8WDSxqaXtQKS0t5cMPP2TKlCnk5+eTnJyskyhijP379+Pu7k5ISIhc9VADkCtQaibaZoXHjh0jJCSEgoICrl+/zrx58/j2229RKpUG6zVv3pzQ0FB+/fVXzWuRkZHY2NjQtm1bHnvsMfz8/Lhy5Qp9+/aV231kZGSqnfnz5zNx4kRiYmJ45JFHuHXrFvXq1WPu3LmsWLGCVq1asXjxYkDXw/OZZ57h5ZdfpkePHhw6dIgVK1bw3//+Fzc3N6P7KigoQBRFHBwcqsWfrbCwkPHjxzNkyBCOHDnChg0bePvttzl58iQzZ87k9u3b7N+/n8cee4zCwkI8PT0pLCykf//+xMXFsXLlStq2bStXoFiLi4MdHRrV00vnUeFdx5HxnUM4fDWdQ1fTDSZKAjBo0LMkZNxmy4UUzfsRfp54Otdiw7lkZMxjSjx5LKQ+28/fNNqeo36C/seJa1U0uqpB6ngsESliLty0OGHGXIXEplNpjItqjLerI8M6+BHiVYeB82MNjGqz8kv4dEv5I3crA2PeJsaqSPQrXqb0DWHmJt02l8+2nGdA64ZWT9g1LVEp2SbFE0FA440idd5MXh8L9Fcpw9zVB5OZ2KOJyThrfUPgNYeSmFeN4snrPZrwf48HV9v+awq2trb897//BVStPR06dGDPnj1ERESYXK9z585kZxs3B5aRkVEJlGoWLlzIwoULqVWrFu7u7sybN49vvvmGHTt20KtXL+rUqUNpaamm5U+/116hULB79252797NV199pXl9wYIFvPrqq/fsmGRkZB5slEoljz32GIIgUK9ePTIyMvDz8+Odd94hJETah3H37t1MnDgRgLi4OB555BHq1q2rqRgZNWqUjlCg3Zq4evVqzb87dOigMdo3RXVX49WqVYsffviBsrIyANLS0rhx4wanTqksH+rUqUOvXr0A1Vjnzp1LUVER3t7eDBw4UCehzRSygKJFcWEBdg61aC8hoAiAu6ODTnqPdgyyAPRp5oOLgx3h3h4EetQhs6BIs87+KzeQK1Eqzra4mybfH9hGFUs6y4gHRE1FRDcd5oe9CXy/N8GkSGEqYUZqwizVsqHP4cRMTUpMXnGZpFHtrM1x5U7/qSxMtZ9YQpiPYbtGedp4vouJNxBipND3XZE6b6aujyXn2RpRSV+cU7+vvqcqah/UM8ST13o2IS7tNtPWncLwOa6IqBQRJJ7O9mjuafDaw05gYCA//fQTPj4+Fi0vezPIyJjGzs6OESNGsHLlSr777js+//xz6tS5W2EtCAI9e/bkzJkz/Pbbbzg4ONCpUycaNGjAlStXeOSRR7CxscHWVvU1+qmnntK0Ag0bNoxHHnmE559/vjoOTUZG5gGkpKSEgoICmjZtSmZmJrVq1cLNzY0ffviBnTt3cvnyZYN1MjIyOHfuHI0bNyYqKoqXXnrJYJma0L5cFdjY2BAdHU10dDTh4eFER0dLLqft9VJWVsa///5r0fZlAeUOZ4/sZv4HL+Dp7U+byGge6TSQvWkFGslDLY6o0RZStIUS7ffVP1+5eoWdl7MkJwsylctvR1No7et2TwxkKxt1OszimASdCayxyXN5qjC0/UCkaB+gEk9SswvIyCs28JiRmuBXhn+ItZTXA0aNpQKMqSogU2at+kiJIvrnzdz1MSeGONvbmPQ0OZiYQccAD5WoYaRqyVgVjJTXkDHmDW9D/3CVkBnu666pcEm8GMfOQydp6OPDC/0fJSsriy9iUtlz6W7F2ZC2PgYxzw87ZWVlpKenM3z48OoeiozMA8WyZcuYP38+CoVCRzzRpnnz5jRv3lzntaZNmxospy2grFmzhiFDhlT7k1gZGZkHh9dee439+/dz8OBB7Ozuzjd/+uknoqKiyMvL48UXX+S1115j7NixjB07ltmzZzNs2DDi46uvqri6EUWRyZMn06JFC7PLKhQKWrZsadF2ZQHlDhk3r6EsK6O+uzP7Ni0n/9eF9BzxNuG9hlO3tpOOOKKNtlBijOziMlk8uUcogXc3nLFqwldZVHSfCgED8USN1OS5PFUY2i0by/9NZPPpu54+6smrto+GoHVcNoLA5L7BfLo5rtyVH5WJVPuJpVgiwJgyqU3NLrBYPDGGQsDgvKmP6Zvtl1h5UDdaWQBu5RWRml2gGed3MfHM2hSnEXo7BnpwKDFDM+bJfYOZ/OtJ9lw0bEkEQ3HO2D31Rq8mzN560fxBiUraBegKIOoKl4igrgzv01Xzur+nKz818+dEciaHEzNpH+AuiycSvPnmm2zZsoXTp0/rfGmSkZGxjkuXLjFu3DiCg4N55plniIyMNNnLbwkXL17kiSee4Pz58zqvSz0NlpGRkbGGwsJCDhw4wKOPPsrgwYMZN26cwfeA5557DlC1qly4cIGysjJeeeUV2rdvz8KFC2ndunU1jLzmIAgCwcHBFp8HSyt4ZQHlDhGPPcXGFV8iiiIxMbtZvXo1s7+czbaVX9AoIJgXp87Hs2FAubadb1cHyKvU8VYXQfWdaOZZh81nrlf3UMwi3KMoYzUV3ZWp1hpBYrJd3iqMuxPaugaTV/22ILVfx4dPhuLqaEf7AA/cHO3KXflR2VQkzUdbgHGyV5BXXKYRJ8y1RyWkV/zz3Lelt9H3Vh9KMnhNROWhohZzsvJLdEQcETiQkKH5WSliUXuRtjgXc0HXX0gQ4JPBLYlqVt8iAcX/RizTXl/Hl19+iYeHh9nlQVWlIgsnxhk/fjyDBw+WxRMZmQqydetWduzYwY4dO/j222/p0KEDP/74o0VPJo2xb98+jXjy0UcfkZ2dzYsvvmjUj0BGRkbGUt59912++OILcnJyUCqVDBkyhCZNmvDbb7/h5KQ7J/Dy8uLYsWMAREVFVcdwayTbtm2jV69ebNy4kX79+lXadmUB5Q42tna0jXqCHb9/T+vWrbG1tdWYjF25dJrryfHlElByikrYbSa5xxzajsjVReN6zlxOzyP+Zj7xN/MN3jfnrXGvEYH2fm4cvpJV5fu6J9UuRnagFgG0k3isQX/yKtXCoRTh3d/P6Jif7p3avVyVH9WFsVYctWigX2ni6+FkslUpsJ5zhce08VQqm0+nWmcmi+p6aIs7FUVdQSTlfyKIaESjaX1DjFbdRDWtx6dPteL29aZ8/fXXFBQUVM7gHmIOHjxIQEAAwcHBBAfLproyMhVl1KhRTJs2jebNm/Piiy8ye/ZsQkNDCQ0NZcKECeUyfH3++efx9PQkOjqaGTNm0L9/f/z9/Y0uf+nSJbZv387t27fJzc0lNzcXURRp164dTz/9tCyUysjIaPjvf/+Lh4cHderUwdvbm3bt2hEaGmognsgY57HHHuPEiROEhYVV6nblGGM9cnMySbp4kptpSRTk5lCYn4unTwCdegzGxtb6P2xXMnNZdTKhCkZa/Wi3dnwyWNUzZspf40FEIagSXfTbWhTA/waGaoSHymDV2M5EBNU1eF2/1WRK3xDCfFyNRuWaSvYxF3UMpuOCayLmWnGk4pDXj49g0IJYkzHJn2w8y6I9Ff9sCwLETu2hY+Rq7hpUeJ/cqS5Cdb+MezSI2Ph0Riw+YLCs+r5LzS7g1Z+OcPyqYcJLtGcWQ9s14tFHH626rFoN6QAA0ApJREFUQT9EKJVKwsLCCAsL03HBtxQ5OrfmIF+LmsXLL7+sievUJjo6mr/++svq7anjQLUJDg4mKiqKESNG0K1bN0AV7Tl//nzeeecds9v8/PPPGT9+vDxJkpGR0TB06FBOnDhBbGwsdesazgVkdElOTmbr1q2MGTPGqvUs/ZstV6DoUdvFnRbtKm8S4O7kYL5CQRRVs6j7DPUxPR7aQDMhrVfbnjHLjhgsW9MqVCqCAEztG0KrRm6aCgyptpZhHfyws1FUiqhkzGdEqtVE3bYhAGMfCeSFyEBu5BSyOOYyf51K07w3a0gYUc3qG6SxzBwcxtT1p4y2P+n7sVgSt2zNcpWJJa04UpUm+cVKs+1R0a28K0VAEUU4eiWT6FaOmnM0pc8dUa7CWzekU4A7HQI9mL8zHiXw6ZY43JzsCPGSFsed7BWsOZTElHWnjG5z0w1XTn7yBXtkAaVSUCgUBAQEsG/fvuoeiozMA8WiRYv4+OOPOXLkCCkpKWRlZWFjY8OgQYPKtT0PDw8++eQTpk+frnlN3dKzZMkSXn31VerVq8eXX35Jbm4uoIrZ7NKlCx4eHri7u3Pjxg02bNigWf+dd97hnXfeYdeuXbIoLSMjA8CPP/7I/v37K+zb9DBQXFzMDz/8wLx58xg2bBi1a9eu9H3IAkoV4+JgR59mPmy5kKJbGg90aFSP9o1UTy72XkjkZEbh3QXuI1Fl8+k0lv+bQK8WXlw24g0xOiKAH2MT77mxa2UjAL9P6GLg2WDM0FT9+tJ9CSyKMZxsC3fUNVPnxZTPyNI7UcdSiMCiPQmSk3wRmLLulEbYUldmhHjVISWrwKR3jLaYY1D90ieEsEaG1S+mqkCqEnNJRaaMeCOC6hpcU20RKK+4rNLGmZFXzCcbz7J4T4KmVWpKvxBu3S5myd7LlSo+HkzM5EBipuZndUvQBwOkfQDWHLpqYGirj4jAW+/PqrxBPsRs2rSJZcuW8dprrxmkf8jIyFSc+vXr06dPn0rZliAITJs2jWnTppGQkMCuXbsIDAwkKiqK2bNnM3v2bPLz8xk5ciR9+vRh4MCBrFixgiFDhhhsKyEhgf79+3P27FkATfVKp06d+Oeff4wmBcnIyDy4LF++nEuXLvG///2PHj16VPdw7gumTJnChQsXmDlzZpWIJyALKPeEcG8PAj3qkFlQhJ1CQYlSaRB73C+sKZFFJRy+epODV9NrnHgS0diDfy9nGH3/vQ1neX/DWQbciS/Vp24d+/tePAGV8HA1s4C84jJJPw1jlRVL9EQMAfhmeBvaBbhz5EomE1ceM1hnREc/nghvaNRnJDW7oMIVENqVGaYqDNRoizmS1S93PDIEQVWlMy4qyGwVSFViLqnInBGv9jXVF4EebVa/0sb53h9ndEQrpQifbopj7og2/Da+C/nFSg5fuWVZEo4ZpD6HShHe33BWcnlz4gmoWoE6hTau2MBkALCxsaGgoIDevXtz9uxZDh8+TPv27at7WDIyMmYIDAwkMDBQ87O6kkRNSUkJnp6ebNu2TVJACQwM5MyZM+Tm5rJt2zZNVcyBAwfYvn07AwcOrPJjkJGRqVncvn2bhISEGuGHeb9Qr1492rdvz9NPP11l+5AFlHuEJXHHAAeTb4JQ8yKP999J9zDVjiQCG05ck3xv9t8XqsRstW/LBmw+bToRaEQnX2rb22me5CuADoHuHEjINLmeFIKgSkLRNlQ1V0khVQUhAnVrO+Dt6kg7f8MWJwUwqWcTkwLDkSvWj78iDG3fiP/r1UwzJlNmp+KdVqIr6Xl0aVLPZBVIVWJJUpG5OOTU7AKOXMlk6rq7BqtKEXaev1lp45Sq+FGim7oTWK9qVHTNGCqw7pS+IfeNJ05Np3fv3vTu3RuABQsWsGnTJk6fPi37IcjI3KeIosjs2bOZM2cON27coH590+J77dq1GThwIKIoUlpaSllZGQ4ODvdotDIyMtXNoUOHOHjwIBMmTND8T8Zy/vOf/wDQtGlTBgwYwOzZsyt9H7KAUoPIzC8yLp5Uc0uPeoJX3klWRYWTrkEe7IvXrYCxEQTeeyIUJ3tb1h1NkVxPIcCkHk3xdnXkhcgAzST5cGKGSQFldIQ/y/+9ojNuxZ1YZO1JtCWVFBWtgjBG7KV0k+9XNr8cvkqZUmT20NaA9HHps/JgMisPJhuIZ8Y8XaoCcwIJGK8e0q46qS7U99n68RHVNwgjCMDUfqpKI5nK4+zZs2RnZzNnzhzef/99WTyRkbmPSUtL06lEiY2NZdKkSXTu3JlBgwaZ/Hzb2tpiayt/VZeReZjYunUrf/zxB+PGjZM//+WguLiY5cuX8+677+Lt7V0l+6h5pQ4PMWrDWQNEEQvCkh5YbASBL4a2Zlq/EBTC3dfUIsOoCH9e6BLAi10CeD7CX3NT2wgCMweHqQxU98RzI6eQiKC6eLs6mi2DW6YvngAfDGhhIASpKylMoRZI1ONSgGQVxN6p3Vk1tjN7p3Y3qGpJzS4gNj6d1OwCzc8rDyab3K8lKKzU5NYdTWH7OZURbcyFmya9UrRRV+yAbmqT9jFVJd6ujpprbyn6rUfVSZkocjWzYufJ2mttita+rswb3obYaT1k8aSSEUWRl19+mfnz52NjY8P58+c5cuTIQ/03QEbmfsbb25uEhARmz57Nq6++Sq1atdixYwcjR47E29u7Sp6OysjI3F9s3LiRxx9/nLKyMiZPnsy+fftk8aScXL16VSNSt2rVihs3blT6PuQrU0MoyMshIyWBNs6lHM2z13mvtbcHx9PubbvGvUIBzBwSRnJGPvN2xhu8LwCT+wTj7erIuKggBoQ31KkkeOuX4zrVJ0Pa+rBvWg/NMl/8fV7H22NIWx9mD21NO393q1qKlEBdZweTlSRgPGkmK79Esy/xzs/amEqokTJgXXfkqoUjN033YE+CPJ0lDW6NMWbZEab1DeHTLXFWVRa99Xgz2vp54GSv4K+TqdViKqtG/3xLnX9TLUoATT2dib+RhxLVffxq9yAim9THyV7B3O0X2R5XeS0+NoLAP2eNt6qptRGp4aoFq6hm9dl4MpWPNp6r0Fje6d2MCd2bVmgbMsYRBIFVq1bx/vvv4+rqir29PQ4ODnh5eXH48GEAfvjhBzp06EBYWFg1j1ZGRsYUJSUl3Lyp+lswYcIEnVac+Ph4vv76a95++218fX0ZOnRodQ1TRkammgkJCaF27drcvHkTLy+v6h7OfU3jxo2ZMWMGo0ePJisriytXrvD6668zc+ZM/vnnHxwdHYmMjKzQPmQBpYaw/Kt3OB67BZs6dXFoGELzTn3o2mMAPq7OAA+kgKIQ4LfxdxNt6tSy00S3ak8I1TGrwzr46bRanEjONGjdWXc0hVER/kQE1TX5frivO7OGhFlcYWAjCLT1dzfZamMsaea7mHiNuar6mGZujgMBxkUFmUyokTJgNWf2aiMIRDWrZ5FHx87zN9gRZ3YxA2Zttk48Afj87wsMaevD+qO6iVT3ylRWLZKcuprNp1viNOd7UBsffjuWYnD+zbUoXbyRhyDAy5GNeSEyQGfsHw0KY+esHeWuXukR4smu8zdQiqrr2Tu0Ab8fl/YX0k5QGjg/1iDta9GotvRsrvpjXFbBchpBgMFtG1VoGzLm8fX1JTo6mqZNm1JQUED79u3JyFC1MJaVlTF9+nSmT59OWFgYR48e5euvv2bhwoVyq4+MTA3jqaee4o8//gDA3d2dLVu20LFjRwCCgoIYOXIk8+bNY/fu3bKAIiPzEHL9+nXWr1/Pq6++yvr166t7OA8Mbdq04dy5c4iiSO/evTWi1BdffIG7uzuRkZEUFhYyZswYPvjgA5o2te7BoCBaUBeck5ODq6srX/56GkcnOUatKrh25QJfffsZdfu8BoKAqFTSvqE7nQK8yS0qYfkxw+qM+xljVQep2QUcSczktdXHDCo99k7trjNJXbwnno83Gs7+341uzphHGpt9X72/4Yv2k3jLeBuOWijRFjX0/TROJGdKTl4/eyqMyetOSba6qAWkQQtijR5rbHw6IxYfMDo2KT5/Kowp62pG64k1rBrbmYigupLvmarQsQRrvEy0z/+aQ0kawcwYCgH2Te1hsnKoPAjA2KhAosO8De4tNf1befGf6BYm7xVBgFlqgWVBrMVtV/pUR6WQjDRKpZKSkhIcHBxYsGABEyZM4I033uCrr74C7v7Nzs7OxsXFpZpH+3AjX4uHm02bNhEdHU3Pnj3Zvn07vXr1YtOmTdja2iKKIhERERQXF/PPP/9Qt6703z8ZGZkHi7Nnz2JjY0NwcDC//vorL730EmfPnqVhQ+kkU5nKQxRFbt++jYuLC1euXCEgIIDTp08TGhoKWP43W65AqSHU9gqkbp9JGqNYQaHgSFo2R9KyaFzH3sza9w/qSeELXQONmnl61DZsnZBKbekY4CG5j/YB7ha9D/Dz/ismxZORnf14ul0jTZWMeoza41hzKImp608ZTHBF4J1fjVeLKEVYvOey5LFuP3edxvVr42xvY9aoVZ8TV7MtXl7fGLe6MGUqa6pCxxKs9TLRvteGdfAjK79Ep4JIH6UIS/clML1fC53X1ea1S/clsDgmwepzLALf70kkzMdVcl0BNOIJqEx9pdrSRBHV/VmBi6xAt1pMpnpRKBSaVoDx48fTp08fCgqq3ktIRkbGOvr166cRTwD++ecf2rRpw5o1a/j88885cOAAmzdvlsUTGZmHiBEjRtCuXTu+//57Bg8eTM+ePXF3l79f3QsEQdAII/7+/mRnZ1OrVi2rtyObyNYQjCfwCMTnFN2XBoJRTetpjCsVArz8SGNip/Vger8WJqsI1K0T2khNsMN93RnS1kfntSFtfTSTPHPvp2YXMF/Cd0WbFfuTGLQgljWHkiTfV0/Oy3t5Np5MkzT3nPH7GUYsPsCgBbFENqmnY0Brzgs0vJGrxYahoght/NwsH3AVMbBNQ8l7QqqFafr601YZz5rzMtFH+15LzS7g0y3me5yWxCSQml1gYPbr7epIUH3d+GG1f7EloVploohCEIxez5gLN3X+bTRivAK/PmwEgZlDwmTxpAbTuHFjbt26RXz8g1WpKCPzIPD777+zY8cO5s6dC6B52vnjjz8yZ84c+vTpU80jlJGRqWp++uknNmzYAMAvv/zC119/DageiMjiSfWxcOFCIiIiSEtTBWQolUqL1pMrUGoI6gQeySfNxqKNazDzhrehf3hDyXYXc+jH+ioEeDEyQHLZ2UNbMyrCn8OJmbQPcDeY5M0e2pp+YV7sPH+T7sH1NV4QoJpYWzKvNOXRYenk3Ni1FYHhHfxYfShJcjtKEWIuquKKR3T0Y1LPJvxx4hozNxmf1Ddyd2ZAeEOjnhn6+z+alKXzmgLoEOjBgYS7sdFD2vrQzKuOyf2aw0YQGNimocZvRJvfj13j7d7BFp1fqWokU1gSt6xGPyHJ0uurBL7ZcZHVB5N1KmWimtVXCWxaywoizBvRhkbujkZbc9SovXem9Akx8J0RuXtfAkxbb9obxxoUwKvdgohsWt+qz65M9SCKIq+88go9evRg3rx5Gr8UGRmZ6qd27dp0796d7t27k5qaypdffklRURGbN2+WxRMZmYeE33//ncaNG/Pkk0/SrFmz6h6OzB2ee+45iouLadCgAQCPPfaYRevJAkoNwcXBjj7NfNhyIaXa2ykqigBcuHGbE8mZhPu6l2vypd/+sHhPAt/vTZBs3wj3NRROQFU98MNe1XpKEVYeSGJMZCAvRqrahwLrOUvuO6RBbeKu5+q8ZmzSbunk/K3ezfji7wuS7606lET34PrsMJPasvJgEu7OdrzTOwREaSNXG0Hgp38T2XQ6zfSATKAE3nisGU72Co0w5elSi66zdkguby7NqHeLBjzfNVAzEe8WXJ9Jq47rLGPN+bU0+UiNlCBn9HrpVXpYI76sPHA3Vlotun39TLjBukpUFSF5xWVM7asrjGibJ6u9d2Iu3DSaeKQ+byJipXnevBvdnH6tvGXR5D5CEAQOHjxIXl4eAJcvX67mEcnIyEjxySefsHjxYv7zn//I4omMzEPE0qVLZR+sGoi3tzczZszQ/Dx69GiOHDlidj1ZQKlBhHt7EOhRh8NX0zl4Nb26h1NuRGDu9kvM3X5JExtcXpbsuesdYU1ay5pDSUxdd8og7WXxngSW7Elg1pAwDiYYPqWd2D2IZzv701UvQUUhQHpuIanZBTr71p+cG6OgqAxBkG6lEEXMiidq5u+Mx8XRjnGPBjGgdUOW7k1kyd7LmrSWV7o1NtqW1DOkPiM6+TF2+RGTk221QOHt6qgRpmLj0yXXEYDfJ3Qhv1iJk72CJ+fHGizzwZOhOufMz0Pa68TJ3rDSSv/8Wpp8pI9akEtMzzc6TjC8x7xdHWnt62ZQpWMJ2u032udOAI1JskKAqf1C8HF1RBCgrb/qfKurtgCDe1EbG0HAyV5BcmaBVbHcxhBAFk/uU2rXrk3t2qp2sfbt21fzaGRkZIwRFBTEb7/9Rtu2benbty8Kxf1XZSwjI2MdBw4coHv37tjaylPvmszo0aN57bXXzC4n/9auYbg42NEjyJsnQ3yreyiVwrqjKZxILl8Es6n2DVNofEmMvC8CU9edMog4BujVogHero5M6RuiU4ygFGHSquN0nbXDwA9lWAc/9k7tzqqxndkwoQvzR7Qx2O78XfEV8qHQ5tPNcRohZ3p0c/ZN7cGqsZ3ZO7U7bk52kuu81qMJ3z/fkZ7NvZg5OAybOwYcNoLAkLY+Oj9rCxRqAus5S3p2iEB+sZKIoLp4utQy8GeRsu7IKy6THGN+sXTfofb53Tu1u8mIZ1P+KN6ujkQE1WXNoWTJ99Vo32Pbz6WVSzxR08hdJQCpf9Gqz4f2mD/bfJ52Ae5Et2qoEW0iguri7eposoVIIUCXJnUZtCCWiSuPlXuM2gzv6CeLJzIyMjJVyMcff8zt27fp378/HTt2JC6u/K2xMjIyNZ+ioiL69+/P22+/Xd1DkakkZBmsmskpKiEzvwh3JwdcHO5Ofn3cDBM1RKUSR1soVN5futfhxMxyGVBa0r4hhSW+FcbePpyYSVzabWZtkm6ZMFYFo53MY0wgUCPc+b/yCipKEZ12F+19NzbSlhTu66r5t341Rl5xGaMi/MkvVhr1u/B2dWRq3xBJDxT19ZDylBExTKgpz3XVTz5S789SfxR1m4+zvQ0rD5oWUNTHpK5iqghXMwu4dCMXUevDrH+OTHm6SJ0rBfBMJ19WHkhmz8W7lWoiKlHlf0+GcvbabY2vjnBn3+KddU3ZYw3r0Kg8hykjIyMjo0VqaipFRUX4+/sj6D196NmzJxcvXmTv3r2MHTuWtm3bsmbNGp544olqGq2MjExVoVQqycnJ4cqVK3h5eZlfQea+QBZQqpFjKTf5+1IqICAAfZr5EO6tit7V90QRgFpXj1Dg296i9I6ahDnBwxjm2jeMYSzO1dKxjl1+xOS62hNeKf8Nc74ZIhDVpJ7GHNZaFIJqnFL7drSX/kg72etWpni7OhJz4aZB+0tEkPEoxc6B0rHQN3IKNZ4yUse9OCaB6DBvjYhW3uuqj6VCjHabjyWfHeHOMem3gFmLIMAEvcoQqe0pgFt5RZxIziQ5swBRFGkf4KERjfTP1eQ+wUaTgZQiJGXk88ngMCb1bKIRyZIzC0AEXw9HBi2INXpvGqsCkpGRkZGxjN27d9OtWzfNzyNGjOCnn34yaNWJjIzkyJEjDB8+nFGjRrFixQq6d++Ok1P5vjPJyMjUPMaNG0dWVhZr166t7qHIVCKygFJN5BSV8PfFVM2MTgQ2xSXRyNmOui51gLueKJkFRbg7OnCucQN2Xr5ejaMuH4t2X9ZJv7EG7WoJS9NAtKNdrSHMxwVHe1uz1SvqSbox/w1zvigKAZ3KAWt5KbKxpPgxrIMfzvY2kuvo+4sYa38x5S9zMFE62UNdYeTt6siYyEAW70nQeV8EBi6IZZaWP0l5rqs+lggx+sdpSdWPCGyPu1Eu8UQt3JkznlVXgqiX12/BEYBZQ1TnS/9cmauwWhyTQKtGbrTzdycpI8/gPnm/X1P+u+miwTYsqe6SkZGRkTFNw4YNdX5euXIlY8aMoUePHgbLOjk58eOPP9KpUyf69+9PQEAAp0+fxtlZuppURkamZiOKIuvXrycsLIxmzZoxaNAggyo0mfsfWUCpJjLziwwehwsKGw4c2E2/Xv01r7k42Glae3xdawP3n4ByIDGTL/6O4+3eIeVaX6p9wxjm/E9MceZaDs72NiYnv+pJOmAgQExdfwqFAD7uTkQ1q8/eqd1JTM/nZEoWn20+r5nkvxgZYCAyWIoCiG7lpVNFoC1+JGdK+3/oVxaUJx64Y4B0BUr7gLvtWS9GBuoY/6oRRdX5CvGqo1OJUlG/jahm9fn6mXAUgkAjd0fyist0jH4tjSHWxkYQqFfbvtxjmj+iDXsvpbPKRKvQ4tHtSM0u5N3fzxiNt5627pSOma32uTJX4TRx5TEUd9rEtE2Yp60/RdrisWzd+g8xaQJLYhJQYtz7RkZGRkbGOpo2bUpeXh63b9+mrKyMq1ev0qaNoTeaGnd3d86cOUNsbCw9e/Zk8ODB/PTTT3h6et7DUcvIyFQGubm5TJgwgffff59mzZrRr1+/6h6STBUgCyjVhLuTg0GbiQB06vSo0XUaujjhVbsWabmFVT28Smf+znie7exf5RO08kyY1ShFldCgE3kLvBQVSHSYt45HiFQqjSjCO7+qPDO0q0IiguoyILyhpp0i6f/ZO/OwqMr3jX/OILuyCSo7iAsuiOK+4VpumWvlUloZWZrZnlq2fc2lxczUMrVS+2lmmlqJVpoL4r7irsgmooJsyg5zfn+MMzLMDAwwMKjv57pK5sw573nOMjDvfZ7nflKzDXbkKQ0FMGdEEFn5RXrFD3XL55LoyyyoiA9JsLczI0I8tcx3R4R4EuztrFVONHdEENM3ROl4bShlGLI4kukDA5kYGlDqsZbVmhjg823nWbxL1XGoePtfYzJyivNi94asiIjRymIJbeLGh5vP6nw+R7Tx5LfjuubDamRU1/WXMnxWdpy7ydpDCaUKfUrQK2gZ2/lJ3+dAKcPLb39Acz93uoW48FxX/0plAQkEAoFAFzs7O00pTsmMFH1YWlrSo0cPNm/ezHPPPcf48eP566+/RIcegeA+oLCwkKVLl/L000/j6OjI8ePHcXd3N3dYgipECChmQp/HSf8mnpryHUM82tiTVcf1t6mtyegzE60KyvIfKQ11S1hvFzs2TupcqqlqWfvR1w53y8lrzA0/X/FuPHdVgqirGTpvKSRV6UbJoRUSBjMLJnTzZ0VEjKa8450BTcucRH/5ZGvGdfZl5/mb1K1txSPNG+gtZfp9cheGLonUe6xztp4nLiWLKX0aczMzl0OxqXTwc9FkphjTmnjS/x1la9R1zeviu1FnA4U2cWPdkdKFDAl4rpsfz3Xz0xESigtBavEqtIkbG44nlip8bDl5rcwMKGOMbBWoSq8io1N0hCR1Wc+PEbEs23vF6IwrC0nirZfG46LHgFggEAgE5mXQoEF8+eWXjBs3jv/97398+OGH5g5JIBCUQUxMDB988AH16tXjiSeeEOLJQ4Aky2VP5zIzM3F0dGT+b6extSt9gi8oH5l5BRqPk+JdeErjz/MJnL6RXrWBVQEKYN/03lU+YVt3OL7Mp/Nq1FlAFpLE0DYe/H48sdSJe8n9vFtGl5a1YZ3oHFCXpbujmRNedqtCBfByrwC+23XFoH9K8bIMNWM6eOudlC8a3YbHglVPv9RZHVFXM5i37byO+CNJMLBlA14MbVhq1yQtU9a7y4oPZSFJbJzUmb9OJbFMTzmPIUaEePJWv6Z0nbtTp+vM75O7aGI6mZDGkMWRZY7Xr1l9tp8rveRNApaPb4utVS292S5JGTlawkpkdApjlh008ogqjgQMD/Es9X5Mysihy5ydpZ7f4tdHnV1T2j0teDBQ/83OyMjAwcHB3OE81IhrIagIdevWpVOnTqxfv16YygoENZz09HRq1apF7dq1zR2KoJIY+zdbZKCYmeIeJ8byWKA3TV0d2XAmroqiqhoMlSSYmqfa+5CeXVCqYKGekBZv52vIV8RQvE+19yHldh6f/31R7/vqkpikjBzmGiGegOocdWvkhoONpd74DWW8dG3kyi+HE3RKctr66WZ1GEKW4a+o6/wVdZ0RIZ58+WRrnXV0TFn1jFMky5rsE3ULXWPYcCyR1j5OOjEq0TahNWRmW5KyxBPuhjZh5VFAv0hRMkPDmJKgiqBA5YuSW6BElsHWSsELK49q+ZeUvB+PxqWVemrluxdAAl4M9ee5rv4i20QgEAjuA8LCwpg3bx729vYUFRWJUh6BoIZy6dIlOnXqxKpVqxg0aJC5w3moyMnJ4ejRozRs2BAPDw/u3LlTbSKW+I18n9LY1YEBTTw1T5jvByQq3tK4PCRl5Bhs8wowtXcj9k3rremY0zmgrkFfkdiU7FL3Nbytl97lEvdKYmJSsspVYmFnpTAYv0LPBbeQJEJ8nZkzPAiLu8bExU1BS4oexrDhWCInE9I0r5MycoiMTuFIbKpR46iTZ8pbrhSVoFuepB5nxsbTJGXkGDSzrSzKYvswhCGT3sogoSoP6tOsAYNaeZCVX8gLelppl7wfy0oelIp1+FqxN9akMQsEAoGg6njiiSc0P4eEhDBv3jxyckz/90cgEFSOhg0b8t5779GtWzdzh/LQcf36dbp3786lS5e4cuUK3t7eZGTon0eYGiGg3McEu7vwcqdAuvq4mTsUowjydKiWJ+ClGclKwKiOPjpxqD1NilPSVFUtIhSfYLs72jJvRJBm2+IlE/PCz7PucLzesfWh9ivRJ+ao3x/WRls0k7jncfJUex8ipvVibVgnIqb10mRSVNRY90isSkBZdziernN3MmbZQab+ckJHtJO4J+xU9hfKsfg0g++pBYTz129Xci+GKS5SFL/eSRk5fPrXWaaUaDdsCiRJ1U1Ivc/pG6P0Ck8l78d2fi5GC6jGiIGC6iM5OZkdO3ZoXqvFsP/++4/k5Iq1YRcIBA8Obdu2JSIigk8++YTmzZvz/vvvY2dnh5ubGytXrixTQBcIBNWDhYUFb7zxBo6OjkatL8syrVq1YsmSJQBMmDCByZMna94/fPgweXl5VRJrVZKQkMChQ4cAyM3NZfz48dy+XTXf14uKipBlGW9vb86ePUuXLl3w9fWlS5cu1KpVPcU1QkC5z3GwtiTYoy5G10mYkajEzFKf7psKQ4KFhMoYVJ+Io+5soi+DA7RFhK5zd7LucLxm26fa+7BvWm8Wj9FuU6jOaAC0xjaE+vuQvvgVwLJxbfm9hIFp8cm3ZpwS94KxAk5J1OVHJds1I937xWEhScwdEcS+ab1ZG9aJ3yd3qXBWVM+mblxOzjL4vtpUdfrG0n1nSkMCxnfyNRijWqQofr27zNlJ5zk7y+XnUh6UMhpxw5DYpQBN+2y1qHP2WgYd/Q171RSnrA5Lam7cuEFcXBzHjh0jLu7+KhGsKLIsV/tkZNSoUfz0008AjB07lt69eyPLMqtXr+b333+v1lgEAkHNpGvXrsycOZM1a9Zw5swZfvjhB1JSUnj22WexsLCgdu3ahISEsGXLFnOHKhA8lAwZMsSgR1FRUZEma+zo0aOMGDGCoqIiJElizJgxBAUFAdC7d29CQkIA1cOVDh06sH79+uo5ABPy4osvMn36dEDlI3LgwAH27NlTJfs6evQojRo1Yt68eTRr1gxLS0ssLCxYsWIFa9eurZYsFOGB8gDgYG3JgCZehF803F61JiBTugeKMa1rjaFkm1eFBC90a8hz3fxKHVfd2aRkNxZ9IkJJPwp3R1uc7XVLddRP/ouPve9yMkt2Reu2QUY1bsS0Xlrxq8UcW6tauv4g8r1zaqh7zZ6LyVoZDZIEk3sGsOi/0rs5ha06ygvd/PW2a/7f0BbkFihp7+esMXdVlwtVhFlDW5BTUMSuC4afvsug4/NSXmTg54PxTBsYyGfhF7SMetXnGSjT58WUKKR7pW36ujspJPh9UhfOX7+tY7Br1PgY7sQEkJaWhrOzqhX1oFdnU8vZk5sJ0bRpGUjffo8RnXiTPX+u5+tpYXRt06KCR1kzOX36NKGhoezcuZPWrVtX235/+eUXMjMzAfjoo4/YtWsXkiTRsmVL2rVrV21xCASC+4MmTZrQpEkT+vXrx65du7h9+zZZWVls376d4cOHc/r0aQIDA80dpkDwUDF27FhmzZoFwK1bt6hbty6g+l7Vu3dvwsLCmDRpkubzmpqaipubG9OmTdMaQ42TkxOHDx++rz7LsiyTk5PDihUrsLe3B6BevXpcuHChyvbZvn17vvnmG53vS5cvX+b111+nZ8+eRmUEFRUVcevWLerVqwfA8ePHadiwoVExCAHlASHY3QV/lzocuZrC4aspNTYfZfWBWDoH1NVZbkzr2vJgSAwpC31tXfVlBaiFkeIiS2pWvqarj5riT/7dHW3Zc1G/eFJyXH3xJ2Xk6E6uUWVlGBJ5AhvUUZWEFNuHJEMdG0udWEuilGHZ3hgkCR0BZuamM6r22xJMGxDIxNAAzbnSN2Zp+7KQJPo0q8/NzNxSolFtv9aI9r9lUSTLtPJ0ImJaL2JTssnOLyAmJVsjBkVGp1RKpCkvL3RrqCXE6RPPAKZtiCqz444M3HPvVS17d2Cg1mdpz+FTHIlLpXHjxlimJzB8xHDCPl/D5gtZ4P+oaiWnFhwHjqsNkv0fYey6WKZn2JB+8DfGjBmDt7e3KU9DtRITE4Orqys+Pj689dZb1K1bl507d3LlyhVeeOGFKt+/QqHQZL00btyYxo0bA/DGG29U+b4FAsH9i4eHB2PGjNG8njRpEi4uLowaNQoXFxcSEhJ4/vnnmTx5sqaDRFFREbdv36Z27drVlt4uEDwMPPnkkwD89NNPfPLJJ1y5cgUAZ2dnwsLC6Ny5MwA9e/akZ8+eZY6XnZ3NBx98wI8//nhfdPSRZZkBAwZgY2PDpk2btJbn5ORUWQcxSZIYOHCgzvLWrVtz8+ZNbGxs9G6XnJzMM888w7Rp0+jZsydPPPEEOTk5hIeHc+vWLUJCQvjkk0+MikGU8DxAOFhb0jvAnZc7BTI62J/WDYxL769OtkZd52RCGicT0li2N5qTCWkGJ/+VLfdRG8RW1nelNH8UtTdG17k7eeWuP4ZUbJ3iT/6NMXMtKbgUj9/d0ZZ3BwRqxaIEhi2J5IeIGL0iz+HYNL1dbeaGnzdKZJMpIZ7cXaheJMswZ+t5lu5WZbMYKhcytK/i2RHB3s6MCPE0IirjkUCnXEd9jt0dbYlPzSJs1VFm/XWOYUsiWXc4HnsrC8qotjIpg1o10Hqt9rJZPKYNC0YFk55TwNDFkWVer/4t6vNq7wCtA5aBz8IvaHxcZmw8xbjf4ll4JIspa0/wUvgt6r3wvUo8MYI5287zVfipKn2yUB1MmTKFAQMG4ODgwIwZM/D29mb79u2sXr26Wvbfq1cvvvzyS53le/fuJSIiolwlRUVFRZqft23bxvHjpvfpEQgENRMbGxu++uorABwdHenatSsffPABLi4uDB06lNWrV9OwYUOcnZ2pW7eulveSQCAwDS1btuTNN98kNzeXXbt2kZeXx6RJk2jTpk3ZGxdDqVSSmJjI5cuXqyhS05CUlERcXBySJPHJJ5/w0ksvab1/8uRJXF1dOXHiRJXFcOzYMcaNG8eNG/c6btauXRtbW1tOnjzJ8OHDSUhQPXS9ffs2d+7c4fz583h7e2syV9544w0+/vhjQCV6HT58mClTphi1f0k24puauify/N9OY2tXp9wHKTAPmXkFfHvAuIlyddLK04FTiZma190bu7L3UorOemvDOunNVjEH6w7HG50VoJBg4ag2tPVz1hJvIqNTGLPsoM7Y6swB9biGMm9Ka0VcMjNFzYrxbTVtek2BoUwSBbBvem9NKZGmfAqVYGOIMR28mdKnsdZ5OpmQxpHYNPxc7QhbdbTC2SBqzxtAq5xrQjd/nu/mD0CXOTu1s3Pu/ludn5lFo9vwWLCH1jJj2k6Xh6fb1ef/jtwwyXFJwO43u+Pj5mCC0aqXGzduUL9+fQoKCti0aZNWpwtQPTWRqkE927FjBx07dtR5wjR58mT27dvH8ePHDcbx0UcfYWVlxYwZM/j999+ZPHky0dHR2Nra0qtXLzw9PVmyZAmOjo5kZGRonkILzIP6+5O4FgJTk5+fT3x8PF5eXlpPXBMTE1m3bh0zZ84kOzubgIAAPv30U7766itu377NmTNnzBi1QPDgUlBQgI+PD4899hhz5szB1dW13GMolUoUCgWFhYVkZGRoyoJqEh06dKBx48b83//9n973Y2Ji2Lp1K2FhYVhZWVVJDP/++y+zZs3iv//+0/m+FBMTw9ixY9m2bRsODg4MHTqUoqIi/vjjjzLHzcjIwMnJqcy/2UJAecA5mZTKtov3jEe9He1IyKj53TgsJImIab2qpWuPsSRl5GhKaoBS/Sj0iT8nE9L0ZhJIEoTd9WgB9PrAJGXkVMj/YtbQFry/qXq+LBUXAtTnys5KYVT2xIvd/Xmum7+mVEl9Dn6IiGHZ3phyx/JYkDvvPdZMK/vnx30xLNujMoJVSDCqgzdrDla+JKiyFC9ZS8rI4d9zN5hp6msmK0EyXcLhVyNbMqydr8nGqw7+/fdfhgwZwv79+2nVqpXWe0qlEkmSqkU8gdKFmvT0dJycnLh16xbOzs4oFPeuW1paGm+88QajR4/m0Ucf5cqVK6xZs4ZXX30VBwcHCgoKyMrKQqFQiEl7DUEIKIKqYMKECfzwww+a16+99hqDBw+md+/emmXHjx9n4cKFtGvXjvT0dL744gscHBweGoNwgaCqyM3N5eTJkxQUFLBo0SKGDh3KqFGjAIiKimLv3r1MnjyZuLg4fHzKb0dw6NAhTanJc889Z+rwK8XatWtp1qwZjo6O+Pv7l7puTk4OtrZVN48z9qHXgQMHUCqVdOnSpcx1Dx48SKdOncr8my1KeB5w1K2ORwf7M6lTIIOblfODbOLuFEGe+m/Gx1o1MNgBp6ZQvKSmtNbAal+S4qw7HM+wJfqFBFmGFRExbDlxzWCnn7JaESsk3VIVhQTRpXS1qQgKCYa2dtf73qu/HGfd4XiNAJKdX8CyPVeMynr4fm8MXefu5M1fT9Blzr3uN661rcvd1UcCLfFEzfJiXXSUMqytAeIJqGKZviGKpXui6TJnp9HiyfhOvjzTyQe/ukbUmJpQPAG0JvU1mRUrVmjaA3bv3p3PPvuMFi10jXAPHDiAn5+fJt2zKsnPz+eRRx5h27Ztet9XiyetW7fmgw8+AFSpqq1btyYzM5Mff/yRRx9VedU0bNiQ999/X/NH3tLSEkBveZBAIHhwKGl0uGDBAvr06UPv3r159tln+fLLL/H39+fHH3/ku+++44MPPmDkyJH8+++/ZopYIHhwWLBgAT179uT8+fOkpKTg5OQEQF5eHkFBQTz11FN06NBBq8S2PAQHBzNp0iSeeeYZE0Zdea5fv85zzz1HVFRUmeLJ4cOHqVu3LkePmi4LHmDp0qWEhYWRm5tr9EOvTp06GSWeADRr1syo9YSb1EOAg7Ulytu3CP/xc04f2kmBRxBOj7yEesrd078Bde2s2XBGz1MJEz+Qfa1vY70lJWHdG/LeoOblNn2tDvR1B9LXLUWN2pdkzvAgQpu4cSQ2tcxyjCJZ1vIlUU+q7a1r0dbXWeXLgYHymbsZDHCvVEU9xo/7Yit62HpRyrDpRJLeWJSyqqQJA3EaM/aGY/c6ScmovFr0dcwpjdEdvY0yAq5JpW1KVF4yxrJ4TBsGtfLgw02nib1VvRllkgRt/VyqdZ8VRaFQoFSqisisra01YkpJrKysCAsLw83NTe/7piQnJwdXV1eN67s+6taty/r16zXCiIODA927dzfqSY69vT1nz541WbwCgaDm8d5779GkSRONiaWa//77T/PzW2+9xerVqzl9+jRvvPGGEFYFAhPx0ksvMXToUAIDAzXG89HR0fTt25c///yTFi1acODAgQpntVpbWzN16lRThmwSGjRowOnTp2nUqFGZ63p7ezN37lxNxu/Vq1fx8vKqdAytWrXi+PHj3L5926BZbHUgSngeEg7v3sIP8+4Z41jUqUstJw9s5DzCps7GydWd+EJrtl++XqVx/G9IC04kpGtNlEeEePLlk62rdL8VpbTuQMW9PvR5Z0h3VYbKTtTL8uVQe3081d7HYJlQVVBWFx9TsWh0G7xdbBm6JNKohKhZQ1vQ0K029lYWJKTlIMsydlYWOsKdhKqD0Lzw86X6tNRENk/uwj9nb5TZitrUSIBvxnEcrx1m06ZN1VbyUlEyMzM5dOgQffv2NWr9hIQEDh06xGOPPYa1tXWVxFMdZRyibKTmIK6FoDqQZZldu3bx5Zdf8tdff2mWDx8+nI0bNwIwePBg1q5dq2k1KhAIys+uXbuYNGkSa9euZcKECdSrV4/nn3+ewYMH8+qrr/L+++9Xqkvh22+/TZ06dTQZqDWNy5cv4+vrq8l4NYb9+/fTs2dPdu7cSdeuXcu9z507d7JgwQI2bNhQrv1WBGP/ZosMlIeEtt0fI/t2Or8smQlA0e1bFN2+RR7wxdsjAbC2saX9sCkk+IRWWRwzN59h3oggxnX25UhsGu3uto6tCvRljpR3e33dgUKbuOHuaEtoEze+Ht0aZEjLzmfmZu3SC1NVP5U1jMy9uLLyi6ots0LdxtjEVV46SBKq4zJyP+XxfOnU0IWPh7YwvedIFbPu8FXWHIove0XAWlKSJ+vrR2QcU/s0okgps3hXNLIMcY5tGN22dY0XTwC++OILli5dSkxMjFHt9P79918mT57MjRs3TC6g/Pbbb4wbN46DBw8SFBRk0rEFAsHDjSRJ9OrVi169enH79m0yMjJIT0+nadOm7Nq1i48++og//viD0NBQjhw5cl/8/hYIaiKenp4MHDiQoKAgevfuzalTp7Czs8Pa2pqlS5dWevxGjRppOstcvnyZvXv31hgflIKCAnr16sWQIUNYtGiR0dt16NCBJUuW0KlTJwA2b95M//79sba25urVqygUCjw8PAxu7+rqikKhICUlBXd3/TYC1Y3IQHnIuHrlLGeP7cGpbn2y72QQ/ss3ZKbd64Bj7RNEg9FzqjSGihrElkcQKS1zxFj+OJnIlLUndJavDetEfGqWZvzqysQoi7VhnfBztaPznJ3Vsj8JtMprquo87J+uMsXrMndnlYs1Av2UvLY10eRZH7m5uVy7dk3HL6A0bt68Sb169cjJyeHo0aN069atUjHk5eVhZWVFdnY227dvp2/fvlWeiSCyHmoO4loIagJKpZLHHnuM8PBwduzYoWU2KxAIahayLKNUKvHz8+PJJ580e/ndrl27aN68OfXq1WP37t0EBwdrfF/KS0JCAn5+fqxbt46RI0cycuRIYmJi2L9/v96OPXl5eVWSEWwIY/9m3x9OgAKT4dWwOY+OfIkOvYbRc/CzzFl1iInvf0/rLv3wCWiOdOdWlacUFMkysSnl821YdzjeoMFqSQxljiRl5JS6j6SMHCKjU0jKyGHd4Xim/nJCZx2FBNn5BVrj14Q5vUJC4x0zuWeAycbtE2jYE2J0Bx8mhgYQMa0Xa8M6sXx8W5PtV82LoarOPO6OtkwbEGjy8QXGUfIer8hn2Bxcv369TKOzkqi9SRYsWMDgwYNJT0+v8P5PnTqFn58fO3fuxN7enuHDh4tJtEAgMDknTpxAkiTc3d354osvyM7W/v2sUCj4448/cHNzY/Dgwezdu9dMkQoEgrKQJIlz585x9epVtmzZwvz58zl27JjZ4vnhhx946qmnAOjRo0eFxRNQeaNcu3aNHj16ADBr1iy2bNmiVzz5/fff8fT0JDIyssL7qyqEgPKQo7CwoHWXfkx8/3umfxPOVz/vp7OvYXNDUyCh26WmNMoriPwYEaNjGFrWhK+kQDNtg37TV6UML6w8Wu52wmVRWjKtMYm2sgx7LiYD8Hb/QAYGNTBJXD2aGhZQpvRRmUipuxPZWpm2IlACBgXdS9V7PNhwep+gepGAnNvpvPnmm+YOxSC3bt2iefPmzJw5s0Lbv/XWW/z33384OTlx/fp1PvzwQ3JzcwHV0xhjWoG2bNmSGTNmlFvEEQgEgvKgNme8fv06M2bMoGXLlnz99dfs379fs87ChQtJTk7WZMMJBIKaS9OmTXn99df53//+x44dO1i7dm21x5CXl0dOTg4LFizg22+/Ndm49evX15j2L1++3OB3yUGDBrFgwQKjO+NUJ0JAecjJzCsgLu0OmXkFmmU9/BvQ1LXqnpLKqLrUFM8iKZ79URJ9HVT0CSJJGTn8eeoa3++N0RlDnaGhD30CTWn6iCm1E4WkMkmNnN6bESGeWu8NDGrA2rBORE7vzfQS2RclRRW1D8rJhDQio1OY+VhzNk/uwsxBzfh8ZFCFmykFezmh0LPx5F4BOuUb6s5EpqLkfRKTYtqWzIKKIwPPrz3L0bTqS6s0ll9//ZVbt25Rt25dtm3bVmEjNktLS1q3bg2o2gh/+eWX5OXlIcsyAwcO1BgzGiItLQ1ZlpkyZUq5SogEAoGgvLi6uvLWW28BcObMGdzc3Hjttdfo3r078fGqv6HqNHgHBwfNugKBoGZiaWnJ/PnzGTVqFBs2bGD27NmAqrynIpw7d04jnCYmJvLxxx+X+iAoNzeX2rVrs27dOlxcXAgMrJos8NDQUPr06cOhQ4e4ffu2ZvncuXNZvnw5Tz/9NM7OVeOVWRmEB8pDzNb9kZzMtUdSKECWaefhTAffBjhYqxyOL6Vk6m9tbCLUPgp7LiaX6leSlJFD17k7tUSUkh4MxT1PDDFvhK4Pilp0+fQv41vIGkvjerWJTr5jMCYLSWL28JZaMZ1MSDNorpuUkcPR2DQkCZSyrNefRW3qWry1cVnnpTTWhnXit6MJWl2T4N74oU3cNL40AO/8doq9l1L0DVVh1NcaqDZ/F4FxyMoi9r7Ti9zUJBo3blwjjAm7detGo0aN+Omnn0w6bmFhIRYWFoCqHd/Vq1fJysrS2+EnPz8ff39/evXqxc8//2zSOIxB+G7UHMS1EFQX69ev58knnyQsLIw5c+aQlJREUFAQH330ER9++CH5+fkaEaWikzCBQGA+1qxZw8qVKwkPD0ehKDsHIjc3F2trayRJ4oUXXiA9PZ3169cTERHBqFGjOH78OM7Ozmzfvp2QkBA8PDw4dOgQKSkpDBw4kJ9//pkuXbpU+UOgoqIivLy8GDBgAD/88AOg+i43c+ZM+vXrV6X7Lomxf7OFgPKQkplXwLcHzuvJppDp6KygV6uWABxISGZXdNLdnrymZ9HoNrz6y/FSxRHQbhmskGBCN3+e76byx9AnsOijvKKL2jhTcVeUKO/XDX2mqgrg5Z4BNPdwQCnLtPNzqXCHoLKO2dD+33y0CZ//fbHMfSiA3yd3YdiSyDLPUVUb6a4N60TngLrM2HiKNYcSqnBP5qO4+NXez4WDManmDsko5vVz57lB3Vi0aBHPP/+8ucMhOzubjIyMKndqnzx5MhERERw6dEivwdmxY8eoV6+eJrW+OhGT9pqDuBaC6mTZsmW88cYbODs7s3HjRkaMGEF8fDyff/45I0aMoHXr1mRmZgoBRSC4Dxk1ahR79+6lV69erFy5UvNQR82cOXOIjY1l6dKlZGRk0KRJE5YuXcrQoUM5d+4cDRo00MnmKCgowN7enmXLljF+/Hhef/11bt++zfLly6vz0EhISMDNzQ0bGxtAJapYWFiwd+9eTpw4wZQpU6olDmEiKyiVtOw8AxNeiQOpRfy+bRMAzes5VWkc/5y9YVR5zlPtfYiY1osXQ/2RZVi2N0ZjJquvxEcfxcctWbajj8AGdVg0ug37pvVm7oggLMopIukbWgks3hXNK2uOM2XtiTINcQ3h7mjLnOH3YtL3QTa0f9+69mXqYRIwZ0QQWflFpZ4jucS/pqBkbBaSpCm/mtKnsQn3VLNQf59Vytw34omFJBHYyJ9PvvuFXoOGmWzcVatWsWTJEqPXVyqVtGjRgh9++AE7O7tqaXP36KOP8vHHH+uIJ1FRUQwfPpyzZ8+aRTwRCAQPL2FhYZw7dw53d3e6devGwoUL6dq1KytWrKBx48bIssz48ePNHaZAICgHSqUSgJUrVzJx4kS8vLywsLDgypUr9OzZk8uXLwNQp04djV+Io6MjU6ZMoWVL1QPxZs2a6S2FsbS0JDo6mhEjRgDwxhtvmMXfztvbGxsbGw4ePMjx48c14tDp06dZvXp1tcdTFkJAeUhxtrM26IshSQou2DTk9zNxJGZkVVn2CcDmk9f0Li9pMpuUkcPRuDSW7YnRTNaVMkzfEIW9lYVR3huKYuMaI7qcu36bKWuPs+diMk+19+H7cSEV9hIpSfFjMKZDkD7UotLasE5M6mVc5x0LSaKtn3OpHW36BNYjcnpvnmrvg7+rvcmO2Ri8nW211BgJeL6bn+a1u6Mtrb0dqzGi0pnauxGv3jXTrUrMXxijn0db1GfYkkgWnbWgz4JI5v66m8OHD5d7nDt37vDpp59y6NAhQFXDf/ToUUCVgvrII49w4cIFne0OHjxIfn4+CoWCMWPG0Lhx9Qlsv/32mybVtDg+Pj7Y2tqKNqECgcAseHl5sWfPHrp3787UqVNJSkoiJyeHoqIirl27ZvLyRoFAYFquX7/O/PnzKSwsJD4+Hnd3d86cOYO1tTUffPABc+fOBaBWrVp4eHhQVFQEwCuvvMJrr72mGef999+nUaOyv6N6e3tTu3Ztzc/mMm1NSUmhS5cunDp1ipiYGLKzs3n55ZfZunWrWeIpDSGgPKQ4WFvSv4mn4YmZJHEhOYOT125VZ1gasvOVmp+X7ommy9ydvLLmuE6mgxL469R1hrXxpCyU3DMlzckvNCoOGZWHyBfbzzNh5dEqKVOpTEtYd0db/FztWLIrusx1FcDs4S1xd7RlYmgAk/WILhIwa1jLCpUVmYKEtBytcyyjnW2UlJHDqasZZolNH4lpOYzu4GNS81x9DGld9R2IFJRfK912+rqW+fJ3RzN59+O53LhxQ+/6RUVFFBSoDKtTU1M1YouNjQ0bNmzg9OnTAMybN48VK1YAKjPWgoIC8vLyAJg5cyZbt24lKSmJ1157jS5dugDw3nvv0b179/IdQCVYtWqV5qnI/v37NU+AHB0dWbJkCR999FGFxCSBQCCoLNbW1syZM4e4uDiuXLmiaceuFqkFAkHN5eDBg8yaNYv4+Hisra0JCwvD1lb3e7mPjw9r1qyhadOmZojS9Li6unLr1i2eeOIJunfvrun84+rqaubIdBECykNMsLsLL3cKpL2Hy736geJIErHp1d/5RCHdyxRZujuaOVvP6w1PzfKIK2wsYXKqHmdyrwCtSaFShmkboth++rrR8ShlWPRf2QJFRSmtQ5AxHI1LKzObRiGp/EyKG9a+3S+Q6QMCdUQ0dTtkUGXq1IRKaXWmjjHHWp38djyRt349Sd9m9ao0S2TzCf2ZWhXFQpIYEeKpKQGzkCRe6O5f6uesJApJT+mWpODitVTmz58PQHp6usblvaCggKZNm7Jy5UoAwsPD6dixI+np6dSqVYujR4/q9VBxd3dn165dtGrVCoDz589z6tQp3N3d2b59O//991/5Dt5ESJKEo6MjSqWSiRMn8v7772vei4qKIikpqUY6xwsEgoeD4vX7np6qh0x9+vTReBwIBIKayZAhQ7h58yYNGzakfv36zJo166Hp5ufk5ISNjQ2bN2+ma9eu5g7HILXMHYDAvDhYW9KnsSc+znX0d9wxQ1cNpazKFHm3fyBzw8vujmNoQr1wVBtcaluxuIT4IQO/HtUVXMzFuwMCNWa46o42xmaArDscz7QNUTrLJbjbredetx99XX08nGy0HGDV7ZBDm7jh7mirKeGpCZpF0V0n35oSj5p90VWfpWXq432nf1Mm9gjgrX5NiU3J1gh4yyNijBaoJvUMYMmu6BIG0LD5l58I9G0AwBdffMHatWuJjo7G0tKSl156ifbt2wMwcOBATp06pUkbNbaDz/r16zU/1wRTToVCwc6dO3FxcdEs69q1K1u2bKkRXYkEAsHDiTrbJCkpiQYNGvB///d/PP300yxYsIAFCxYwe/Zspk+fbuYoBQJBcWRZ5syZM9SpUwdfX19zh2MWFAoFbdu2NXcYpSIyUAQANHZ1wMtMZRv6UMowJ1xflyBdJPR7RERGpxjtjwIwIsSTzZO70MnfpeyVTcTAlg14PNiD2X+dpcucnYxZdtBoY9mTCWlM2xCl22lHgrkjgtg3rTdrwzoRMa2XJvMkKSOHyOgUlu6OpuvcnUxZe0In66B4SZG7o22pfinViQLwdqk59+j9zGfbLpCUkYO7oy2dA+ri7mirMSY29vNy8I/VjApQYqFeX1by8eBmBDfx1RirPvPMM1ptfN966y2Cg4MBcHZ2pmXLltSqdf/r+M7Ozrz++uv8/vvvAEyaNImhQ4dq6pIFAoGguomIiABg7NixrFmzhrFjx3L27FmNiD1jxgy2bdtmzhAFAkEJZFmmb9++NdI4VXCP+/+bq8BkPN7MlyUHys74qIlM6hWgk2my5lACaw8nMLyNJxv0lPiUpIO/C8Heznw1qjVd5uysliyH8NPXCT9zXUvEUJerqLNA9LHucDzTNuqKJ6DKvHks2IOTCWmcvpaOnZUCd0fbMts2qyne9QZgYo8AkGBueOmlVFXNuwMCycovqlHZJ6bmf0Na0Ld5fb7ZcalK2zUXF8mKZz091d4HOysLpqw9Uer2FpJEt1ZN+GfTUvb+/Ctxt3Lwc7XTuV8flLrcsvjpp5+Ijo5m0qRJAAwaNIg7d+7otBgUCASC6uLxxx8nJiaG3NxcjYjSp08f/vjjD2xtbdm6davGQ0ogENQMFAoFGzdupF27dgDMnj2b/v37ExISYubIBMURAopAg4O1JT0bNmBXdJJZSncqigw421npf09Grz+KPoqLFnNHBOnN7jA1suZ/2qgnuPoEFHULZn1ihkJSZWm8+esJLdFoQMsGbD9z3SjxRG00W7ykaGJoAJ38XRi6OLLaBQyFpBJPJoYGkJSRg0IyXLZ1v3Mu6TbPdPajSyPXKhVQFMCpxHTGLj+AUlad4znDg3iqvQ/t/Fx0zrE6y0sJyMoi3n20IS/2HcjUF1XtMD2cKu7h8yAwYcIEJkyYoHn92GOPmTEagUAgUJVJDhw4EFmWWb16NcuWLWP69Ol8+umnfPvttzzxxBNC5BUIaiDFhc1///0XSZKEgFLDEAKKQIv6dlb3lXgCqnAdbQ3fysbOtUuKFpKk31u3uijZyllNaS2YlTIMWRypszy8DNNcBfDNmDaE+DrrZKsoJBjVwYfODV0YENSArVHGG/BWlqc7+fBEWy+Nf4u6zKQ6xC1zsOZQPL517Xi8irvuPN7anTlb72WbKWWYtjFKIyDOGR7E9A1RKFHdG3NGBBHaxI3jl65SmH6dAT0ejswSgUAguN+RJIlx48Yxbtw4UlJSCAsL48knn8TV1ZU9e/aYrWWpQCAom+3bt5Ofn8/ChQuZOHGipkRaYF6EB4pAi9zkeGSlsuwVaxCyDG//pmukWl7UpSvqDA9zZzkUb+VcHH9X+wppXIY2sZAk5owIYlArD03mybQNUVrtadccjGfK2hPVKp4A/HwgXtN6Ws1T7X1449HG1RpHdTI3/Dxnr2VUaVefTSeSdJbJMuw4V6z9sKT9r7ujLQPbNebxvt2JT8lk36VkkjJyqjBKgUAgEJgKWZZZtWoVdnZ2bNiwgZycHAYMGMCqVasoLCw0d3gCgUAPlpaWpKam8vbbb4s25DUIIaAItGjg6orFlf3mDqNUquqmVZeulJbhYQhTT3YlDLc2dne0ZWDLBuUec3KvAM25UwDTBwbqmMwC/BARU6OyO5QyTN8QxcmENEDl//LVP5fMHFXVIQMTVh6tkmtQ1n36/qYzLN0drSUgKmWYvjGKP04mkpSRw8+RV+izIJKxKw4ZbXgsEAgEAvPy7bff8uabb7JmzRpyc3M5dOgQISEhjB8/npYtW7J27VphfC0Q1EC8vb05c+YM3bt3N3cogrsIAUWghbOrOy89PaFKn35XBgl4vLWHyeOb2qeRRkTwd7UvtRPJmA4+rA3rxPSBgUZ3LCkvvQPdiEnJMviE/8XQ8vWDHxjUAG8XO62sAidbS00HFlB5q/xxMpHlETGVCb1KUAJDl0TqTO4FxvN2vyZGiTLzws/rnF+lDFPWnqDLnJ3M3HIOJIVm+fSNUQwYMYbk5GTTBy0QCASCSnP58mXeeusthg0bhrW1NcuXL6dWrVps3LiRo0eP0qhRI8aMGUPXrl1JTDTON04gEFQfjRo1Iioqio8++ojMzExzh/PQIwQUgQ4O1pb0b+JZI0UUGdh04prJn873Dqyn+bm0dq4KYEqfRvi52mlNNE0dz47zyZqWxkt3RxMZnaIlptRzsCnXeI3cauvNKiie1WGorXFNQZb1T+4FxvH59otGrafEsA2SjO69rpTBwaMhrq6ulQlPIBAIBFXEmjVrsLa25ueff2bLli1ER0fTvHlzwsLCKCoqYsuWLezdu5fExETatWvHxYvG/b0QCATVx+nTp/ntt9+wstLfOENQfQgBRaCXYHcXnmkTYO4wqoURIZ4ak9KkjBwio1MIbeLGvmm9eTHUXyMkKSSVmWZFy3yKowBmDW3BlN6ln2OlDHPCz2vEFHW5RExKVrn2t3DnZb1ZBUMXR7J0j/FZHRIwfYCq9Gf6gECTiGzlyeK5v9x57k8sJIlpAwKxMNJox0KS+Op/M8RTS4FAIKihXLt2DX9/f+zs7Hj00Ue5cOECc+bMYevWrXTo0IHevXvTuHFjjhw5grOzM4MHD+bOnTvmDlsgEBRj9OjRnDp1ChsbGxITE1m9ejXK+8y38kFBCCgCg3g42DGgiafmtWzG1IShVdCVpE+gG5snd+HLJ1sD97Iw1GLFnovJBLjV1qxf/PBz8stvuKb+sFlIEsNCPPlg8xm+2Rlt9PZKWdVqOSkjh6jEjHLvXx8yZWd1SKjEnkWj2xA5vTcTewTQOaAuE3sEEDm9Ny92b1ihUiaFBItGt+H3SV10tlcA7w0MNBiPoGpQt7GeGBpAxLReLB7TptTzrUDlHfTnrz/j7e3N6dOnqytUgUAgEBjJzZs3qVfvXqatjY0Nb7/9NnFxcWzatIkLFy4QEhLClStX2LRpEwkJCcyePduMEQsEAn0oFKrZxOzZs5k9e7bmtaB6EW2MBaXSvK4df534Ayl4EJKkQDXlrv4prJezLQqJcmd9KCR4d0Agt+7ksXxPjKot691lE0PvZX+U7LyjLnGR5XslCzIqAWP3xeRyd6OxkCTmjmjJyYQMgr0deXdDxXw8imSZY3FpzAs/X/bKRqKUVVfUUDgykFugpG0zZ41fihp3R1tmDGrGc938iE3JZvvpJFYeiDOqDEgpw/XMXNr6OTNneBAzNp6mSJY1k3hvF/0muqKCx/RMHxBIKy8n7KwUZOUXcTIhjaz8IkJ8nZk74l5L45J8M6YNg1p5kNdqPO3atSMg4OHIWhMIBIL7ieTkZPz9/XWW16pViyFDhtChQweeeOIJevTowYIFC3jttdf4+uuvmTJlCu7u7maIWCAQlMbixYvZv38/siwjVaQ1p6BSCNlKUCp/bvgBqZVaPAG94oksV3l2yqL/ogn2dir3dr9P6sLE0ABmDGzOvum9WRvWiX3TemuJJ4DekhylrDtZL5LlcosnCiDY25G3f4vi54PxvP1bxU1QFRLsu5xiUh8QhQSjOniXmkUy669zBjuuJGXkEJOShZ+rHR8NacmmSV2MltjU4wJETOul1RVIX5aNgvKV/AhKRwI2T+7CxB4BxKdmMWxJJGOWHWTI4khNJhbA75O76PiiWEgSIb6q0jdra2tCQkJITU1l0qRJ3LhxA4FAIBDUDEpmoJTE3d2dnTt38tJLLzF58mQKCwuRJIkVK1ZUY5QCgcBYrly5Qvfu3Vm5cqW5Q3koEQKKoFQu3FYilZUeJkl6TSdNPc89Hp9ervUldM1WZQP5C/o67yikyh+DQoIXQv04Vs7YDSHLsOZQgknGUqOUYe2hBJQyPBbUgMm9AvT6XxQvIVJTsuxp3eF4svKLypUloh4X0HQFSsrI0Ztl8+6AQOYMDzLan0NgGAUwd0QQwd7OOhlYatTXpp6DDXOLnXd1llDJjKTLly/z33//CYMzgUAgqEGUJaAAWFlZsXDhQt577z2++OILgoKC+OOPP6opQoFAUB4aNmzIP//8w7hx48wdykOJKOERGCQzrwC5cXcjRQTdtT4Z0oIPtpwxW1cXGYhNycbd0ZZ1h+M1E0SFBHOGB2naFoOqFGVYG082HLtnhDmsjScd/F3K1TZXkkCS73UykWX4fk+sSY9J735Lea88/Bl1XVXi1D8QC4XErL/Oab1fJMuac3oyIY1pd8uc4N5ke+OkzppjN5bi44L+jCCAVl5OdA6oS3p2AXPDz4tynnLQNcCFAUHuBHk6kp2vxM/VrszzDfeuzVPtfQht4kZsSrbWtsXp0aMHZ8+eRZIkMjIy2L59O8OGDcPS0rIqD00gEAgEBsjOziY9Pb1MAUXNtGnTmD17Nrdv3+by5csUFBSI3+ECQQ0jIyOD0NBQ4YFiJsRZFxgkNTu37OwTA0jI9G1en2km6tRSESwkCT9XO73+JiUzKZIycvj9uHYXkU3HrxHaxI2vR7U2en9zhwexb3pvFo9pA3pKgKoKGRjT0dskYyll+GzbBdr7Oetk5ajP6brD8QxdHKkjkhTJModj05jcs3xeGOpx1ejLCLKQJLLzC5j/zwXmCPGk3OyLTuX9TWf4bvcVTaaPGn3nW40Emmvj7mirs63O+nezVD766COmTp2KhYWFyY5BIBAIBOUjMjISgHbt2hm1fu3atenUqROJiYnk5eVx9uzZqgxPIBAYgVKp5ODBg8TGxnLjxg28vLwYOXKkucN6aBECisAgtnJ+xbxNZCVZu1aw7UQ886pxovtYqwZanW7UJQb6nq6rn6qr+TEixuA61zJyDe5T7SFR3LvD3dEWZ3urch93lwCXcm6hzdqDpivtKZJlsvOVWuUy6nMKdw12DWw7669zLNkVTc+mbkbtS185iLujLe/2D9S6nsHejkxYeZSFOy5X9LAEQPjp63yxXbs8Sp2BpZcKKqBfffUVf/zxB3l5eRUbQCAQCASVZseOHdSvX58WLVoYvc2gQYO4ffs2AEePHq2q0AQCgZEUFRXRv39/1qxZQ/369Tl9+jRr1641d1gPLaKER2CQrMw0VR1GOf0mgm3z+PvyIT4Ov4QpnFBCvJ04lpBe6joWksR7g5rz3qDmmhIDgMjoFOytLHQ6+BTPTjkSm8qyvTE6YyokyM4vYO5W/R1v1BP/YG9nnffUT/TLY/ba3s+FyOhU4zcogSmFKoUEdlYKvWUbkdFlm9gqZdhzIbnM/UjAOwOaapVTgcpbZd6285pSqGc6+/BTZJzhccpZMvSws+i/aB5pXl9z7+rLwFIjy2iVVxlLUVERzzzzDN27d+f777+vdMwCgUAgKD///vsvvXv3LlenjrZt21JUVISlpSXHjh3j+eefr8IIBQJBcQoLC6lVqxYHDhxg7ty5zJo1i5YtW3Lo0CH8/PwA8PX1NW+QDzkiA0VgkBtpGRUq4TmRY43n8PcwlY3s0BCPMtd5p39T3B1tNSUGey4ma8xNhy6OpF+LBjqZFOp1pqw9oVd8UMrwwsqjet+bOagZGyd1xtvFTlMKlJSRQ2R0CkkZObg72jJneFC5PmC1LEo/X2/3a1JtHWiUMgxbEsm6w/E6ZRullXtojUHZd4AMzA0/r1NOVbzkSpZh5X7D4olCgmkDAkV3nhKUdTqGLo7UdFUqzQOlZHmVsVhYWPDjjz8ya9ascm8rEAgEgsqTlpbG0aNH6dOnT7m2a9u2LQAFBQUiA0UgqGIOHz6Mv78/ly5dAmDq1KmMGjWK5s2b4+vrS2qq6uFq48aNhR9RDUFkoAgMImXfQlbWL7eIIkkKCp19yl7RCHo3dcPZzqpMk9RWXk6an3Um4KjKFp7t4ku/Fu74udpxMzNX5eFRxv71va8ACmWZYUsiNaa0/Vs0YOtpVXtjCXihuz/Pd/Nn4Zg2vLLmuFHHeiJBt21vcXxd7JkzPIgZG09TZCDdYvrAQD4Lv0CRLKsm0HczMxQSeDnbkpCagwxGZceovWJCm7jplNdM6OavN2unJMYkhcgyHItLY1Arw4ampWWXLBzVBhnZpK2dHwQ2Te7C1bQclu25womruveWDEzbGEVoEzeDGVMK0NttxxgKCgqwsbEx2rhQIBAIBKbl0KFDyLJMjx49yrWdm5sb/fr1Y/v27Rw4cIC4uDjxxFsgqAJiYmIIDg7mmWeeITMzE4D+/fuTnJyMg4MDX3/9tZkjFOhDZKAIDJKWcIGsXcsqlkdiojazOy8kG8wQ0ewKtJ6QG3qa/lNkHKeuprPnYjJDl5QtnhhiVAdv5oWf1zKlVYsnoJqYLtsbQ5c5Ozl3LdPocXecu1nq+5IET7X3IWJaL5VJrZ73Hw/2IGJaL9aGdSJyem8ip/UmtLErShni74onAE+1N85wVu0DUzy7BuD5bv4mNQeOScnS/Gxshoua89czefWXEyaM5sEgO1/JoFYebHqlG6/00m/qqxav1BlT6iwthQQvdm/I75O7aGVZlYc33niDiRMnVuoYBAKBQFBxYmJiqFWrlibtvzzMnz9f8/OwYcPYuXOn8LQSCExIZmYmHTt2ZPz48XzyySeazK/BgweLsrkajshAERjkwslIOnvXpV6gGzvOl+1nURxZlstVb1sZpg0M1HpCbm9luOvH3HCVn0llkhUC3esYle0gA0t2RVdiT9qE+Kr8KlQmtVk676u9KoqX2+w4d509l1J01v3lsHGGsxaSxKnEdMYuP6DVAjq0iRth3f1ZvjcGJSolVlnhI4Mv/r5ITEoWXz7ZWm9L6dJY/F+06MhTgpKi4lv9AqnnYM0Hm3W7Kaize0r63ey5mKyVZVWy9bc+Dh48yJQpU1iwYAGffPIJe/bsMeVhCQQCgaAcxMXF4eXlRa1a5f+637x5c5YuXcrEiRM5fvy4pgwoODiYP//8Ey8vL1OHKxA8VDg4OHD27Fny8/NJTk7myJEj9O/fv9rmT4KKIzJQBHrJz80h+uwROvZ6tNziCahamVaog085GdPBm8eDtT1SsvKLDK4vU3mz1br21kZnSJjyDNzMvNcNSF+WhgKV8auapXuimbBSf+2yMZfGQpJ4p39TnWybaRuj6DJnJ9/vjUEGHgtyZ9n4tpX2INlwLJGTCWmlGprqQ4gnuvQOrKdTdvNI8wY6WUMS0Nbvngmy2u8GKLP1t5pbt26xbds2ADw8POjYsSPt2rXD2dmZIUOGmOyYBAKBQFA+YmNjK5R9oubFF1/kzz//1Fp28uRJvL29q+U7nkDwoOPq6oqHhwexsbEMHDiQ7du3mzskgREIAUWgl+izRygsyKdhq0563w9t7Mr0gYGljlEdCuqaQwl0nbtTY4YJpZeAVDYkBapMkOLlDtXF0CX3TD9LllyAKgNEbfy6dHc0cwx0DzKEQlJ5qOyf3lvTljnIy1GvH4l6kQz8GZXEC6uO0trbqcLHpmbmpjMcjUsTfiaV5NU+jXSWuTvaMnfEPWNjBTB3RJBefxNDrb+/+G4VOTnaIsqWLVsYN24ct2/fxtvbm2+++QYrKysTHYlAIBAIKkpsbGylvUsGDRpEWloagwcP1ix76qmnUCork3cqEAiK065dO27dukX//v3NHYrACEQJj0Av50/uw61efXq2a45ixw2dydS8ka1U/xbLTjAXJc1O1eKCPrPVyj4weXeAqlyoeLnDqcR05m49X+WZELIM0zdEYW9di7a+zjzV3ofABnVUfi7FMgWKZw6Uh4Wj2vDY3Wye4pNqYwxnZRmOxacbvS9vZxsS0nJ1lp9KzDDadNdUqCWoB0WzGRHiqbe1NuiW6Rgyh9VnKqsAln81m7lvqOpy33//fVq2bEnPnj05ePAgderUMfWhCAQCgaASxMXF0a9fv0qP4+TkxHPPPccff/xB//79+eWXX0wQnUAgUCNJEi4uLty+fVt8n7oPEBkoAr3Enj9Gzx6heDjZMWd4kFbqvwRsOXmNP09dM7t4okZtdqpGbba6NqwTK8a3NYnh6Su9ApjYI0BjqArQOaAuE0MDiJzem0Wj27B4TBs2T+7CotFtTOWjq4USeGXNcU3WTVZ+kY4oVJFrokC7lEONu6Mt7w4oPdOoInz0eAu8nGxMPm55UUiqbjULR7c2dygm4b2BgfRs6safp64ZNH4t2Zba0DqzhwWBrHrCaCFJzBkRRHpSrKaFXlxcHMnJyfj5+eHv72/6gxEIBAJBhcnNzSUpKclk3XOaN28OwL///muS8QQCgTZbtmzB39+fmJiyu1wKzIvIQBHoJfXmVRoPVhmGhTZxQ5LuZW/IUO7ykOpgW1QSMjL2VhZk5Rfh72qPn6sdf566VqnsAgmYNiCQiT0CWHc4XpPhUdxY093RlseC701Ig72dycovZNqGqCrJbFBn3bzUo6HOewpJu8zGGNSZNfoI8nSsYJT68XKypbmHI4kZuhko1YlCUh13sLcz9RxsjMq0qSrKatNtDCE+TswulgkloSrRKcv41RCjOvggXzuDjZsPnVo21Lk/Vq9eXbmABQKBQFBlJCSozOIr44FSnKZNm/L666+jUIhnrwJBVRAaGspbb72l+cx+//33dO/enWbNmpGWlkZKSgqNGzc2b5ACQAgoAj0UFRaQmpyk+QDfL54UKw/EsfJAnOa1KUozJFQZCsHeziRl5Og11lSXDhUnKSMHbxc7Nk3uQsTlFD7ffrESUeinSJZZrKfLT/+WDZBlCC/WWrks9l+5xcQe+lvd6ivnqAyLx7YhJiWr0uVUlUUpq0rQMnMKcLKz5OUeAXrPZ1UjAWHd/fl+b8WeOEzt04hWXo68sPKo1r0uoyrn0nd/GkNWVhavTXyWhQsX4t61RYViEwgEAoF5iI2NBUwnoIB2a2OBQGBanJycmDZtGgAZGRl8/PHHTJ8+nWbNmrFhwwYmT57MlStX8PT0NHOkAiGgCHRIS0lCqVTi6+vLusPxTNsQZe6QKoQp5ucykJ2vKmMwZKwZm5KtNUFdujuaueGqTAB1lsq8EUFM2xhlUDSQJAhws+fyTd32xFA+MSg86nq5j33XhWSGLo7g26fb4u5oS1JGDjEpWfi72gMwqoM3aw4a1/q4NNT+HEkZOWbN+FCjlFVtkM1N3TrWFTof8+5mmERGp+i95sq7ra0rIqDY29uzfv16unfvjizLPPfcc3zzzTeiNlcgEAjuA2JjY1EoFHh6epKSkoKrq6u5QxIIBEbi6OhIYuK9jpRjxoyhefPmQjypIYg8PIEOqTdVH1h7N0+mb6yaEpT7BQtJws/VDtDf3af4+6BqHTwn/F4ZRfEslchpvVk8pg1DW3voeLLIMgbFE4Dm7g6M7uBt1Ae2otfrREIGnefs5M1fT9B17k7GLDtIlzk76TJnp0nEEwl4q19TQH8XoYcVGfgs/ALv9g8s1y/k4qfO39Ver8+PQkLr/iwvoaGhSJLE5cuX2b17N0eP6m+LLRAIBIKaRVxcHJ6enrz66qu4ubnx+OOPExcXV/aGAoGgxmFnZ0eXLl24deuWuUMRIAQUgR5u3bgKQIGNs9kzBKqSsqbuFpLE7OEtNU/v91xM1sogkSS03k/KyGFuuK43TPEslUGtPFgwqg2bJncpl7HtmaRM1hxKQAYGBbmXY8vys+FYoua6y5iuO40MOka/348L0btuZWSV0MbaT9nuB42mSJZp5eXE75O7GB2vLMO0jVEkZeRoWhRrmT3fzX4qb/aJ2iT5ZEIakdEpJGXk0LhxY2JiYujZs2e5xhIIBAKBeYiNjSUhIYGlS5fy5JNPcuLECYKCgli+fLm5QxMIBBVgy5YtuLq6cuHCBXOH8tAjSngEOty6cZV69RvQ1MPZJOaWNZHSjksBfDOmDSG+zlriSMlsHElWGeyqMeTroUA3CyArv6hC51UGtkYlGYzfnC15n+3sS3pOAZtOXNP7fslsHYCIS/qV9I4NXThwJbVCcey5lKL1WpJh0Zg2eDnbkp2vJOJSslm8Tlp7O3EyIV3vtVGfG3dHW+YWa8Fd1udPluFYXBqDWt1rrX00Ng1JQuv+NZbiJslq1GVoT7bz5ty5c5pODAKBQCCouaxfvx6At956i88//5yMjAy6du1KWFgYRUVFTJw40cwRCgSC8nDw4EH69OlDkyZNzB3KQ4/IQBHokHozET8/X/ZcTDZ3KEYjAY3c7I1ev7RJ6bsDAhnUykNr8qnP/0SJdkaFvZWF3vFe7hWgM5HVVw6kRkHpGRgyMDCogd73pvRuxMi2VVsf2b95fb3LU+7k08LTQe97EtrZOgBv/nqCHyNj9a5fVGQ6CUgJuNhbE+ztTOeAunRtbJ468G+fDtG0ux5TrByrZKZT8RbcxmQqFRftVN2gPHTuX2MoaZKsRimrzGgXLP2JoKAgrly5Uq5xBQKBQFD95OfnA3Dr1i26du3KlClT6N69OwBr1qwxZ2gCgaACFBQUEBISgnQ/pFY/4IgMFIEOqTev0qxl8/vK/0QGLicb9hApD628nHSWRSVm6CwrmVGRlV+kd7xujdx0lqk9QNSZBsXHnD28Jek5BQZbRUtAp4C6/BWl22Vn4c7LercxFa28HNh+7obe97aeTmJYiIfe95aPb0ufZirRJykjh3/P3mDDsUS96wIcjkurcIzFW26D7nUydVehslCUKKV5LFglckzp05jYlGxN5klx1K9jUrKY3CuARaUY3bb1c9b8XNz8t7wCij6RUI1ShmyvDuzYsYOGDRsiyzJhYWFMmDCBzp07c+nSJX777TfGjx+Ph4f+e0AgEAgE1YNaPAFYt24dw4cP5+LFi8THx9OpUydmzZplxugEAkF5OHHiBNHR0Xz22WfmDkVwFyGgCHRIS07E1nv4A+1/Uhp2VtqJWUkZOczT423yTv+mWpNUtZGnVplPKSae6pKL2JRs7KwUZOcrNZPppIwc4lKyWHNIv3nrzE1nyn1cpiDqaqZBUU0pg52VJSNCPLXEkREhnhrxRF+JSFn8b0gLzl3P1Gtk28rTgVOJmZrXA1o2wMvZlhURMShl3ewO0BWvqqJMbfHdEjBDAok6DkMiR/HzZChTCVRdeNRjlNxmznBVhx5jKUtYWhERy/PTewNw+/ZtUlJSuHz5Mp07d+bkyZOsWbNGpIQLBAJBDaBWrVqMGzeOVatWERYWxoIFC8wdkkAgqCBvvPEGsiwzYsQIc4ciuIsQUARaFBUVklOvOZEEmjsUs5Gdr9R6km/oyby+TBUdim2nHtPeyoKs/CJNlkDJSXRZIoM5da3S9q3u+PLlk60Z19mXI7FptLubHbFsbzQNXe3LLZ4A5BcqmdK7sY6AYiFJLB3XjpuZuRyJTSMtO58lu6JRyqosnRdD/Xmuqz8AkdEpWlkZxcUrP1c7lu6O5qdI03QnkLjnP2JIIDmZkMah2FQ6+LkQ7O2s9V7JUhpD52vxmDYMauVhcBt19ydjM1EMZUWpUZesuTva4uDgwKZNmzTvjRw5khEjRiBJErIsi/RSgUAgMCMKhQIHBwcUCgXjxo0zdzgCgaCcFBYWcvr0aVq3bs0///xDQUGBuUMSFEMIKAItEq8n4fzoJCrXB6XqKVmmYSoUEpxKTGfs8gOaJ/nvDgjUeTKvzxA1JiVLR2BQd57ZczHZoDln8SwBQz4U9wMvdGuomawHezsT7O3Mm7+eKLVUxxj8XO34Yruu47g6s8Td0ZZ6DjZ0nbtTq3vQir2x1K1tzbzw8zpZGcXFrJiULJOqUjLwfwfi6NLIVSOWFRfNvth+QSdD58snW2tel1ZKo8ZCkgjxvSe86NumSJY1BrPGohaWjsWlMXnNca33JMpuiTxixAi6d+/Oa6+9ZvQ+BQKBQGBaZFlm+fLlvPTSS4SE6O92JxAIai6ffvopixYtIjExESsrKyws9PssCsyDEFAEWiTcvIGksDZ3GKWikODd/oG08nLCzkrBl39f1Om8AqpJ5jsDmnLrdj7LI66oJtGoTF27NXJj3+VkFv8XrZk7S3fHVU+4QSWafBZ+gXf7B/LZtgsUybLeshDQXwJhIUnYWSkMmnOWzBIwZvJcnRhb3qIAnuvmp7XsZEJameKJQoJeTeux88JNg4LYtfRcveMENqij+dmQgDB363lN/Goz1JMJ6ay92xK6qlj0X3SpviXF2XAskXGdfTWZKPruI0lSdRNScq8sCe5l1hgqv5m85jj7olPoE1iPKylZmoyX0rxS3B1tCfHVf+1vZuYazGiRJImQkBC8vLyMOm6BQCAQVA2SJNGhQweSk++fZgACgeAeo0aNYvTo0VhZWZk7FIEehIAi0KIw9RqywhdJUdwHRKYmZaQoZfhs2wUipvXC3dGWVRM6cjIhTVMyUs/BRsd74rlufjrLOgfUZWwnX622r4Ym4q28nIiY1qtMT4viJRDqiW5WfpFBUaRIljkam4ZL7axSJ8LVxZReAaTlFBDs5YiXsz3bTiexcn/ppS0WksQ7/ZuqMjm4Z4B6KFZ/G2L1xFy93bxt5w2KJxaSxBUD5sBHYtOo52CjySTRd95KDquUMegrY07WH71KPQcbTUaNvvuoeMnRnovJmowbdWbNnOFBeoW6NQcTtMqfQnycOJGQXmpWzqHYVL3ZVEMXRzJ3hGFvlffee4+iIv1mygKBQCCoPvLy8qhdu7a5wxAIBBWgadOmAOzevZuAgADxcKqGIQQUgRZp8edIvbCFuv1fVT32Bu5Nee/WzdQAf4MiWdb4MSRl5JCVX8TAVu4A2qUZdzkSm4p0t+ym5NP3x4K1xRBD5TqleVqoKemtoY7PkCgiAa/+ctyoiXB18M3drIn/k2BSzwBWlSGePNPJBy8XO71lMh38XPRus3x8W+ysLPFztSs148ZCkhjaxsNgq+PU7HwtEWFYG082Hb9GkSybVYSqCD8fiGfNwXjNudN3HwGa+0mf30nEtF58Pao1U9aeKHVfx+LTNT+rt03PKdDKvDKEjH5vlTVr1vDkk09Sq1YtunfvjpubG5s3b67AmRAIBAKBKYiNjaVfv37mDkMgEFSQoqIiXn75Zdzc3Pjrr78eGEFUlmV+++03vv/+e27evEmdOnVo374948ePx9LSkrp169KgQQNzh1kqQkARaBH5z6/kFMk6RpCyUkn6vl/o2KkTFy0DqjUmfZNhtahR0nBVpwsOulkI6mX6PEgMPf0vT0vYkkKLIXNOxd04KjoRrkpkGRYbUYLi42LHnBIlT+oJdrC3MwODGrC1WLvl4h151JS8vgoJFo5qg7eLLcOWROrd78CWDfj2rmGser+bjl9j46TOZOcrSbmTa9bzVxFKlnQVL+sCSi3zKpJldpy7QZ9m9cvdVahIlg22zDa0vlq8BDh9+jSTJk3C3t6eIUOG8Nprr2FjY1OOCAQCgUBgSq5fv86NGzdo1aqVuUMRCAQVxMLCgv3795Oamoq9vb25w6k0aWlpfPnll2zdupXjx4/Tu3dvunfvTnJyMkuWLNF0C1MoFISGhtK9e3eaNGlCw4YNadq0KXXr1jXvARRDCCgCLSRJopaze4kSHpAUFjh3H8tFM8RUcrIooTIQvZmZy7SNUVrlH/rKDkpS3BNDPWEFNFkphp7+qynNP8IQ+loW38rK45USRp3qyWk7P5f7IotidjGPETXqY9hzMZltp++JJ+M7+dIvqAFJGTlaGRX6BKvHgj2IjE7Re/z/G9KCgHq12VpsbPV+s/OVdA6oS1JGTpW0J64sClQ+JoYoLk4s3R3N3PDzOmKfvZV+I7H3N51hYwUMe8t7ntS+Pmr/lQYNGnDlyhUcHR0BePLJJ8sdg0AgEAhMx/Hjqu8Wbdq0MXMkAoGgooSFheHo6Mjnn39+X3c3PHXqFLNnz2bbtm0UFBQwYMAA3n//fYYPH65ZJy0tjYsXL5KXl8eZM2fYvn07S5cu5ebNm4BKVBk7diw//vgjZ86c4dixY4wZM8ZsHjFCQBFoMe3rP1j13f/IlpVIkqLsDcyAJEF6dgFDF0dWeoJcJMvMCz/PlpPXtEpQQpu4IesZvXjGS8kMlqSMHE2pUNu7bWyLUzIzRV9pT/FyoTnDg5i+IarUCbe50Xf+DRnnrjwQx8oDcTrnzZBgZciUt2/z+oDhUitQnesXuvuzbG+MSY/XGCQJPhsRhJezvUYsK/7vsCWRpZYt+bnasXRPNHPC72WFFC+1mVtKtkjx8hyjYqV08URtxPxZ+D0D5aFtPDTHIEkw1CObr6Y8Ua79CgQCgaDqOHbsGI6Ojvj7+5s7FIFAUEH69etHXFzcfSueXLhwgTlz5vDzzz8TEBDAyy+/zGuvvUb9+vV11nV2dqZjx44AhIaG8vLLLwNw584dYmJi+O+//5g6dSp37tzh999/B+CDDz7ghRdeYMKECXh6elbfgQGSLJfdDDYzMxNHR0fm/3YaW7s6Za0uuI/ZG76GdT99gdekn6hJxrElqcrsguJjF5/sn0xIY+iSSK2MF4UE+6b1Zs/FZKZtiLrX0QeYNjCQIE/HUjNV1h2O18m+KNnW+MeIWE0XoZqKOrNCfQzeLnaMWXbQ4PoWkqQxAS6N0s6PMeeuy5ydZslC0VcepqZ43NLdm01tqqs2i+0yd6deY92qat+tj+LnNCkjR5M9pSMAKZXserM7fvWdqicwQZmo/2ZnZGTg4OBg7nAeasS1EJiD4cOHk5aWxn///WfuUAQCgQlYv349jz/+ONbWNbtTqpoffviBsLAwGjRowNtvv81LL71U6fLuCRMm8MMPPwCwdOlSDh06xNq1a8nNzWXixIksWbKk0nEb+zdbCCgCLX7++l3ikm9i8cgb5g7FINVdmqF+Cj9XT7kKwJgO3qW2xS2e1RKTkkVOfiFXUrJo6GpPdn4R6dkFONtZ0dZPN2uleGeUhNQcjeFsTcJCkjTeI8WNc9UGr4ZYG9aJzgFl1zOqJ++GyqlK64y0dE90ufw9TElpIlHxuAGtY4iMTilVfKoOxnTwYUqfRjqxG4rN2GspqB7EpL3mIK6FoLqRZRkPDw+effZZ5syZY+5wBAJBJUlNTcXT05PZs2fz+uuvk5qaiouL/kYNNQFZlqlXrx5+fn5ERESYVPRJT0/n9OnTdOnSBYVCQWZmJh9++CELFiygQ4cOfPjhh/j6+tK0aVNq1Sp/oY2xf7NFCY9Ai4AW7TmwbDY+j9Zc/41JvQKMMjg1FWWZbJbVFlcpw7QNUUileJpIoNMeVl+50Lv9A7VKO8yN2o8m2NtZ570XuvmzfG+M3hKk4uU2ZVFa9yN976lFp32XUli8q/ruk5KUNFstjj6jYTXmbmUN8MvheKb0aaSz3FBZlbHXUiAQCARVS2xsLNevX6dr167mDkUgEJgAFxcXoqOjcXd3Jy8vD09PT5YtW8bTTz9t7tD0MnHiRFJSUli6dKnJM2acnJzo1q2b5rWDgwPz58+nXbt2zJ8/n0GDBgHwwgsv8NFHH1VZaU/NNLkQmI38vByknAw+HdqyRt4cYzr48HQn30qNYY7CpOLddgy9P31jFEkZOQAGW9V6OhvfDag6GNfJl9AmbkRGp3AyIY3I6BSW7omm69ydfL83BiR4sXtDpg8MxOJuDWdFOhsZy7rD8XSZs5Mxyw6aVTwB1S9XY4SFpIwcIqNTNNd+z8XkaivTMYRShh3nbmjFBfdMfxV3P0QKiSq7lgKBQCAoP5GRqu51nTt3NnMkAoHAVHh4eCBJEpIksXjxYnr27AnAN998w7hx4zCioESL7du3c+7cOZPGKMsyJ0+eZNmyZYSFhTFs2DCTjm8ISZIYO3Ys+/bt46+//mL8+PGsWrUKLy8vhg0bRlZWlsn3KTJQBFqk3bxGA3cPFAqpymtlyju8ApjSp5GmrWtFqaGJNShlNBkLhlrVIutv62wuVh2IY/XBOIPxKGVYERFDxLRePB7sUWq5TWVJysjR8qExNzIqMUSfD4qakllG7w4IZF64/lKx6ub9TWcAXT+X4qa/helJLPv6fZzGjqVfv37mDLdaSExM5Pvvv+fy5cvY2tri5ubGq6++iru7u7lDEwgEAgD27dtHYGBgjWr5KRAITIOVlRXPP/+85nXdunXx9vZGkiQKCgr45JNPePzxx2nfvr3WdgkJCcyfP59p06ZRv359VqxYQUREBFevXkWhqNwj8xMnTvD555+zfft2bt26RYMGDXjzzTer3fzWxsaGgQMHMnDgQBYsWMDPP//MW2+9RY8ePfj8888JCAjAx8fwd/LyUBOTDARmJDH2HE1bd9DpoFJeLCSJESGemqwDfTeaDCwe04YXuzfUPNFWU/IjJwFzRgTh7mirKSOoqUzt04jpAwK1jt2YcBXSvYwFfcdoIUm09XNmWJvqdZoujbIya0C7lKVzQF2TiSclMzeOxKbWCOFBjYwqa6h4Bkdx9GUZzQs/X+3iWFn3pjr7qWQmSueAujT2dOXAgQN4e3tXbZBmRJZl/v33X9577z2aNG3K/K8WcvjUZf7bd5T5Xy3Ay8uLuq5uODu7EBrag4ULF3LixIkqeeIhEAgEZREZGUmXLl3MHYZAIKgGxowZw6effgrA+fPn2bBhg8b749lnn+WTTz4BVN9ltmzZwtWrVwH48ccfuXz5cqXFk5UrV9KuXTsOHTrEpEmT+Pvvv4mLi6Np06aVGreyODk58corr7Bv3z6Sk5Pp3bs3vr6+TJ48mZSUFABSUlIqnIUjMlAEWly9coZOj7zF5aKKjzFzUDMGtnLH3dGWt/o15VhcGrey8vhoy1kd74QQX2cGtfLguW5+mi4fV9NyeGXNca0xJQlCm7gB98oI1J1MahIWksSoDj64O9ryeOt7GRd7LiaX2ZJYKcMX2y/w5ZOtdY5RIcHz3fw4ey2DjccSq+14TEFVeGTo84ext655v85K80HRl2WklHUzs6S7/6uqW10GOvo709G/Lgt3Xta7jqHjqFu3LhcvXqyawMxMamoq//zzD4sWLSYiYi/WNra07zmU4RNmYGuvMhbLSL3JqYP/kpWZRkFBHjHnjvLmW29TWJAPgKtbPQICGjLk8cd5/fXXsbGxoaCgAAsLi0p/aREIBIKSZGZmEhUVxZQpU8wdikAgqGaCgoI4e/as5nXz5s3x8PAAwMfHh+joe6Xt9vb2xMfHM2/ePL7++usKGa5eunSJ559/nvHjx7N06VIsLS0rfxAmpm3btly+fJnLly8THh7ORx99xG+//caXX37JM888o1nnvffeK1fJUc2bcQjMRkbqDdJv3YR6TSCpYmMogPqO99pU7bmYrJnoStxrw1rSB6O4qWZWfpFOJkHx8hZQlRGkZxfUSENVfcf0VHsf7K1r6QhDJdlwLJFxnX0J9nbWlEr8uC+GZXtiWLZX9Z85qGg1V1X4nRjyh9k4qebVexcXj9Tmtuq21oYMWd/p35TPtl3Qas9sZ2XBlLUnjN5va29HTl3NMDqb5WBMGi+GNjRYHqZPBLt9+za9evVi+PDhzJgxw+jYajr5+fn8/PPPvPPOu9y6lYJPo5ZM/vhHWrTrpZOO6uhSj+4Dxmhvn5tDQvRpUq4nkHIjgaS4i3z44UdcunSJzz//nPYdOmJlZcUHM99nxIgR901LQoFAUPM5ePAgSqVSGMgKBALeeeedUt/PyMhg69atzJgxo0Jmq8eOHUOpVDJz5swaKZ6osbS0pFmzZjRr1owxY8bw8ssva8QTUGXuDB8+nEGDBhktJAkBRaAh/vJpHDoM45+kit8WMvDKmuMqP4f+gczbdq8kQQYUMiwa04YQX92WvWqM6fSRlJHDvG01RzwBeLVPI4N+F0kZOch3M0nKmtQeiU0j2NuZkwlp7Dh/k+/3mEc0USMBbXycOBafXu7t3unftFQPkIpgyB/my79rViZEcYNVfRkzT7X30coyUoslT7X30cpeUreFNlbEUkjw7dNt2XMxWSuDqaz7LjYlW29mlyERrHbt2jz77LP06NGj/CenBiLLMj/88AMfffwJVxPiaRv6GG88PwNnN49y1fFa2dgS0KI9AS3u1R+v//4TfvxxBT/++CMAfk2CGTt2LK++OpXnnnuWF198kcaNG5v8mAQCwcNFZGQkLi4uNGnSxNyhCASCGk5QUBBHjhypkF/Sli1beOGFF+jTpw/+/v5VEF3V0KBBA37//XfOnTtH8+bNAbh58yZbt27llVde4fbt20aNI8lG2PaqeyLP/+00tnZ1Khe5oMby+9olnG/QFclEqeUK0FuysjasE50DSv+wrjscr3diqSYyOoUxyw6aJE5TsXlyF73tfItPntXTsNI+dJsnd2HV/jg23GelOvqwkCQipvUyeQZK17k7TeIV0jvQjV0XkqvEd2Roaw/eHRAIoBNv8fOSlJHDsbg0lLJMOz8Xg+fqi+3nWWRE++7pAwOZGBoAqM6VWoj5YvuFUu8p9f2r3sbOSkF2vtIo09/s7Gy+/fZb3nzzzTLjq6l89913vPzyy7Tr8Tj9n3oFTz/T1e8WFOSx/+/1HNm9GUeXekyYtpjrCZeJ2LaWgzs2kJ+bxc6dO0321Fj9NzsjIwMHBweTjCmoGOJaCKqTnj174ujoyObNm80dikAgqKFcuXKFTz/9lClTptC6detybx8ZGUnXrl0ZPnw4K1eupHbt2qYPshooKCjgzp07ODur5m5FRUVkZmbi4uJS5t9skYEi0BCbmIDkYbq6fCX3SnbUGOuHUbzTh74JnL4sFXMyoGUD6jnYEBmdoinRSMrI4Uhsqla5SVnhBnk6cPHG7QdCPIHSPUCMoWTZC6hKo97tH2iS8q2d55MrPYYhNp24xqYT1xjTwVtvxoz6vBQvcyvZ8aY4Yzv5GiWgtPJ00vxcvIzsyydbM66zL0di09h7OYVdF+4d+4gQT434V3wbY9m9ezczZ85k7Nix2Nvb89/BE7j6NcPfzd6k4llVIcsyy5cvx6WeBxPe/cbk41taWhM66GlCBz2tWdbAuxEjw2bS/6lX+HTSo3Tr1o1u3UOZ+uoUbGxseOyxx0weh0AgeHC5c+cOkZGRzJ8/39yhCASCGoyNjQ2nT5+uUOaJLMtMnjwZgA8//PC+FU9AVdqjFk8ALCwssLCwMGpbIaAIAFAWFXE1ai9u7UdjXM+YslG3Zf0sXNvPwdgJVWkTOXMbyVpIEs909mFlZBwysO30dbadvq4qU5JgWBtPfj+eaLTAU6+OFTdv5xOVmMnbv0VVZejVSmUMZA2VvQB4ONmUsXXNYc2hBJ3yG/V5MeTnEtrETefeN6Z9d1nnO9jbmXoONjTzcOCZTj7EpmTTzs9Zb+ZUeejbty/R0dE0aNCAD37axsqzBUiKgygkmNbHl7A+Laq9nV15eOGFFzh69ChjX51b7fuu7eDMx8v3cGL/Nn5ZMpMnnngCgM8++4zRo0fj5eVV7TEJBIL7jz179lBQUMCjjz5q7lAEAkENo6CggMWLFzNhwgQ8PDw4cOBAub+X7d69mw8++IATJ07Qv39/3Nzcqijamo9oAyAAIDH2PNnJCQzwt6rUOMU/irIMTraWREzrxdqwTkRM62VSP4yn2vtoxp4+8F7b4KpGgcrbY9X+OM2kWObeBFkpq8xgy5Mdc/N2vmmDrEZ6NXVj5qBmbJ7chXkjgjTXQZ9gVrL1sCEMCQvq7WryZFwfMvc+G8XPiyE/l9iUbJ0x/F3tKeuwX+rRkJiULIPnd93heLrO3cmYZQcJW3WU2ja1Ki2egErFd3d3Jykjh58vFGnKAJUyzP4nhucmvV6hcY2oMK0USqWSkydPsmbNGjr3fYKu/UZV6f4MYWVjS4dew5i7+jCfrtxP136jmPHe+/j4+PDcc89RWFholrgEAsH9w/bt2/Hx8RF+SgKBQIe4uDg++eQT/vvvP6B836P37t3L6NGj6devH1lZWWzcuJHw8HDc3d2rKtwaj8hAEQBw5dxRatWqRV23ehBTsfKRkh9FGZi+IYp903uX6XlSFicT0jgUm0oHPxetCZ86S6VzQF06+bswdElklbV7VTNvZBCeznbVWj4UWL82l25mmb1tswSM6+TLqoNxyLKqRKt/ywZawtjk3gG41bamb/P6WuJJaRklatQlO7fu5JUqLFRkYm2M/0xVIqM6X+8MuGes6+9qr7dtsb4sEndHW+YOD2LahiiDx7B4VzSLd0XrnF995WSlZbtUFH2CEJKCbgNUreFOnjzJypUr+eyzz3ScznNycoiNjaVZs2YAjBw5kj59+jB48GCTZ2Hs2rWLb75ZxH///UdaWioOzq70fHy82YU5KxtbXGxseXrqPEa88B67/1zNypWfc+3aNRYsWICHhweOjo5mjVEgENQ88vLyWLt2LWPGjDH77zGBQFDzaNSoETExMWV+h1AqlcTFxXHq1CmioqLYvn07ERERtGjRgtdff53p06cLPy+EgCK4y5VzR/Ef+yk/H6qc94ZO+2Hgx4hYZgxqpnd9fR4XJZeXNL8cEeLJl0+21hnnUGxqlYsnAO/8FkX/lg2qfkfFeKKdNwNbubP2YBwLdxr2wQht7EqhUklkdGqVxCEDqw4Uy7yRVSKZa20rfoqMY++lFM26JxLSNdfJmFKVkgJLSWFBAfxxMpG1hxIqJIIMae1BUkYOB2PSKrC1aZBl+Cz8Ao8HewBwJFbPdSrlu+9T7X0IbFCHNQfjWXfkqsH1lDJM2xBFYnoORUUy3+6O1iv4VdajpiSGOmgN6tEBUAko//77L7Vq1SI7O5u5c+cSFhaGt7c3n332GQsXLiQlJQVJkmjYsCEeHh40b96cTz75hNdee63S8cmyzGuvvcbChQvx8g+ky4BxBLRoT+OWHahlWbnsO1Nja+9A/6cm49u4FSvmTqZ58+YoFAomTZrEJ598oqnbVYuJYtIkEDy8bNmyheTkZF566SVzhyIQCGoYt27dYuHChQa/R2VnZ7Ns2TLWrVtHVFQUd+7cAcDZ2Zm2bduyefNmHnvsMRQmajLyICC68AgA+PDtMdgOmkaZNQJ3MdRhRx8SsKlYhw+1MFLSPPPd/oEEeTkSlZjBvHBV++OSJrRqine8KT7xflBRH++fp67xyprjOu+HeDtxPCG9yrMrDF0PQ6jjNtQ1Sd2RyVBnHbWIYu7sEVPzYqg/y/fGGLxn14Z1ws5Kocm6qudgQ0xKltZnwxRURZeksjpoqUlJSSEkJISvv/6aYcOGERcXx61bt2jTpo2WGPD9999rzGkry7x585g2bRpPvfwxPR4zf8aJseRkZRJ/+TSxF0+ydc0CHOrU4bvvvsXLy4tOnToBMHv2bCZNmoSjo6Po/FKDENdCUB1MnDiRvXv3cvbsWXOHIhAIahh//PEHw4cPp0WLFtSrV4+UlHsPOwsKCrh8+TIFBQUMHTqUDh060KpVK4KCgvDw8LhvvieZCmP/ZosMFAHpt26QY+uKrZEfEgtJ4p3+TZkbfl6n9EDfvE4Ghi6JZHgxY1XF3Yl4cd8QfV1VDE3Wj8SmUc/BhqNxaaWWNDwIFO+Q0tbXWW/JR3WIJ1A+8QRg57mb1HOwITUr36CRKhgo/bjLmA4+/HI4/oESyL7fE2PwPQtJYvWBWLZGXa/SGMpr6mwsZXXQUuPq6kp8fLzmta+vL76+vjrrvfjii1y9ehUbGxuj3dEN8d+uXQS27kbPwc9WapzqxtbegabBXWga3IWOvYez7tuZjBw5UmudGTNmsGTJt3z99QJsbO4fk2WBQFB5du3aRZ8+fcwdhkAgqCHs3LmTpKQk5s+fz7FjxwBwd3enVq1adO7cWbOeQqFgwoQJDBkyBH9/f3OFe98hBBQBV84dRbItuw2VBPxvaAv6NKsPwNwSgkdp81v5rrGqmspOhqMSM5j117kHWjiRJJgxIBAklQeMWkQJ6+7Psr0xmo4/A1o24K8qnmxXlIU7L7Nw52VNFolaRCk5eTfUlloG1h6Or5bSrJqAhSTxUo+GLN5VdrviiqIAvhnThhBfZ4Nlc5UVVcpqhVyefaWkpNCiRQsGDRrEmjVrKhzTli1b2LljB4OefrPCY9QEnOrW58X3lnL26G4i//6VYxF/AfC/H/ayfunHjBgxwswRCgSC6uTatWtcvHiR//3vf+YORSAQ1ADi4uIYPXo0SqWSlJQUevToweLFi2nRooW5Q3tgEAKKgPMXTuPU+Smd5U3r1+ZyMeNSGfhg8xksLRR4u9iZVbzYdOJapcdYMb4tOflK4lKz+GL7xTKPp3g5SXVle3y69Z5IFeLjxImEdE1pU5CHA6cTM2useALa50kt+Hwzqg1t/bQn73suJhsU1R408aRk9hWo7qlFd0WNP09V/t4ujXcHBjKolYfWMmMMfvVREdGltH3pG8/V1ZUjR47QsGHDch7pPRYuXMjUqVNp3aUfvYc8V+FxagqSJNGiXU+at+3Bpp98CAzuimsDH176YDmnDv7L7fQU/m/hNHOHKRAIqoHdu3cD0KNHDzNHIhAIzMUvv/zCnDlzKCws5ObNm8iyTKtWrRg8eDBTp04V/iUmRggoAmIKbLCQdD9Yr/ZpjJezrVZnG7X5Z6N6lfcjKI+fxqyhLUjOzGPhf5fLNaEuzTsj5U6+ZuK249xNjsWnGxxn8Zg2XE3PUZUtmWlCXzw+WYaoxEzzBFIJlDLUrW2tk/kwfWOUGaOqPhRAvxYN2HZaV/S6k1eIu6MtHfxcqjSGVp5OWq+NMfjVR3EhREKVGfVcN/8yM09K7mv6xihCm7jpeCK91rU+F7f9xPz58yvVlvPKlSu88cYbBHXoQ9iM7x6oLxGSJDHsuWlar4M7PUJO9m0hoDzAxMbG8sMPP/Dll1/SsWNHZs6cSa9evcwdlsBM/PXXXzRv3pz69eubOxSBQFCNnDhxgtdee43Lly+TmJhIQEAAffv2JTExkY8//piQkBBzh/jA8uB8kxRUiKvXr6Foqv+pxStrjrNEj2BRJMtcuHGn0vtu6WGcoZ6FJBHk6cjl5DvlFi9kDGeLzNh4mqSMHE4mpJUqnlhIEl7Otswzo3hSXXRq6KK3CYwx9jgKSZXVoyhlXYWk26K3NP+TBwkJlfFy+OnrOvekuuW3ulRrRIhnlcRQ3HdGjb7zX7xltD5KCiEy8P3eGLrO3cm6w/EGt9O3L6UM88LPM62EsLJg3w3+3ntIyyelvCiVSr7++muKiopwrFv/gRJPBA8nOTk5+Pv787///Y82bdqQnZ1Nnz59mD9/foXauwvub27evMn69et59tlnzR2KQCCoZsaNG8eVK1do2LAhvXv3JiIigu+++44//vhDiCdVjMhAeciJOnsCycJb73sysP3szarbtxEZFAoJ+rWoz9DFkSYvm1FPEmdvNexar/bqyMovemAn+U+09SSwgQPt/JwJ9nZm3eF4HWPe4t/LJWD5+Lak3MnX6bbSp1kD5gwPMmjsK8uqcp3i5SGG/E8eNMo6PCUqs+XJPQO4eOO2SfZZPAPLkGmsodbDJYWW4hgSvZR321oHNqij8exRl+XYW1lw606e3swzfSV5Shl+/O1PGjWqZ8yh6rB+/XqmvvY615Ou8egTLxM6cGyFxhEITEFaWhoODg5cuHCB6OhoevfuzbVr18jIyCA/P59du3bx888/k5yczKuvvkrTpk1xcnIiOTmZyMhIDh06BKhq2wH69+/PX3+p/G/ee+893nzzTb755hu+/vprHn/8cbMdp6B62bJlCwUFBTz//PPmDkUgMCkFBQWsWLGCwYMH4+lZNQ+V7ldkWeb8+fNERUWxYMECpk6dau6QHjqEgPKQcynhKvh6Gd2+uLpRyrBVT7mDqdh+JsmgkDPrrmGuu6MtSRk5D+wk/7ejiUROb6qZWB+KSS3dEBj442QSC0a10dttJbBBHYPby+iWh7g72qpEl41RD3yGT1nIMiz6z3QGsjKq8jMXe2uDHXHU57+kGFZaKU5popdaCJo7PIj0nALmbNXtrmUMFpJEw3p1yrVNQUEBa9asYen3yziwP5KW7Xsz7u0l+DVtXaEYBAJT4e/vT/v27TVCSEns7OwIDQ0lODiYTz75hLy8PM17Li4uDB48GEtLS4KCgrCxseG9997TZFTNmTMHDw8PXn31VYYMGUKjRo2oU6cOubm5mv/y8vLIzc3FxcWFKVOm4OPjg6OjIx06dKBu3brVcg4EpuXMmTO8/fbb9O3bV1xDgdnIzs5m7dq17Nixg4SEBLKysnBxcaFPnz68+eabWFlZVWjc6OhoXn75ZV5++WVSU1NxdnbWu97ff//N22+/zSuvvELbtm1p06bNA9l6999//+X333/n9u3b7N69W5Oda+hviqBqkWQjcj7VPZHn/3YaW7vyfaEV1FyuXL/BunPXkR7itPbSfFg2T+5CsLez5gl6VGIGn4Vf0JjqPkgsHtOGQa08OJmQxpDFkUZtM6BlA759uq3O8mV7o/n0r9InzYtGt+GxYG0j06SMHI7FpZGalc/RuDSTGAU/7FhIEhHTehll8JqUkVNm6+HirDscz/QNUShNEageRoR48uWTrUtdp7CwkIsXL3Lq1ClOnTrF/61ZS3xcLC3b96JFu5507T8aS0vrKoqw5pKTfZs3RrYkIyMDBwfjSiUFVYPm+9P8+YSHh+Pm5oafnx8NGzbEy8sLV1dXatWqRePGjbGzU2V9KZVKMjIySElJwdramnr16hnVmvrixYvs2LGDy5cvk52dja2tLTY2NtjY2GBtbc3Ro0dZv3691jY2Nja8+OKLvPXWW3h7689GrQnIskxOTo7mHKmXHT9+nIiICA4ePEhubi7Lly83ONF6kLhw4QJ9+/bF0dGRiIgInJyczB2S4CFDlmU2btzI66+/TmJiIh06dKBRo0bY29tz8uRJDhw4wOrVq3n66acrvI9nn32WlStXMnnyZBYtWqR3na5duxIZee976+LFi5k0aRIpKSnk5eU9ENkrGzZsYOTIkTRu3JgrV65Qp04dvvrqK9atW8e4ceMYPXq0uUN8YFD/zS7r+5MQUB5STialEn7hao3NPKkJzBzUjNo2tbSMLd/tH4i9tQXvbzpj7vBMilrQMEb8KI5aZCqOMSKMMZ1ePt9+nsUmzMZ4WCjZKtqYbjoVJSkjhx8jYlm294rJS+z0iT+yLLNr1y5WrlzJ8RMnOH/uHPn5+QA4uzagUcuOPPrEy3j5NzNxNPcXQkCpORj7Zaw6+Pbbb5k0aRKPPPII3377LQqFgtWrV7NgwQLS0tJo3LgxderUwc7Ojnr16vHII4/w6KOPYmlpyfnz5+nWrRu2tpVrcW4ssizzzz//sGHDBi5cuEBUVBSpqakAjBw5kjNnzmBjY8Px48exsrLCysqKO3fuYGlpyYcffoi/vz+hoaF4eXlVS7zVSUZGBoGBgbi4uPDvv//i7u5u7pAEDxkXL15kypQp/P333wwePJivvvqKgIAAzfs7duygb9++vPrqq3z00UcVFjX3799Ply5daNeuHYcPH9a7TteuXYmPj2f+/Pn88MMP7Nu3j27duhEeHk5AQACXL1+u0L5rEt7e3ly9epWTJ0/SpEkTAKNEdUH5EQKKwCCZeQV8e+C8WdsQ1xQUEnTwd+HAlVSd91aMb0vYqqNaZQoKCfZN680X2y+w4VhiNUZadUhA5PTeuDvalisDBVQi04Tuuu1l3/z1RJnnx5jsiKW7o5kXfh4l+tv/CnR5tXcjOge4Gp1JUh4MtS0+mZCm1a3LVHS4s5+6RbcAlXnm0WPHOR11Cg/fJjRs1hYPv6Z4+jfD0y8Q+zpOpt35fYwQUGoONUlAAVV2S0kz5czMTDZv3szx48fJzs4mKyuLP//8k/T0dK31bGxsaNKkCS1atGDo0KE89thjWhkhlSE1NZXjx4+TmprKli1b+PnnnwHw8/PD0tKSzMxMbty4obVNx44def/99+nbty/W1tZERkby6aefEh4eDoCvry+xsbHljuXSpUuayZokSdy4cYN9+/ZRr1493n//fbMKFllZWUyYMIG//vqL06dP4+vra7ZYBA8fWVlZfPrpp3zxxRd4eXnx9ddfM3jwYJ31ZFnmvffe4/PPP6ewsBBHR0ecnJxwdHTU+rmoqIiUlBRSUlJwdnZmyJAhvPDCC5rfK2oBpWPHjhw4cEAzfnx8PCdOnKBPnz7Ex8fz5JNPkpaWxtmzZ3nvvffYt28fx48fp1GjRly6dKnazo+pOXr0KElJSQwePJiJEyfy7bffPpDlSTUJIaAIDBKXdoe1p2LMHUaVEOTpUK72vi92b0hAPXve3aDdRndEiCd17a34fq/ueXox1J8ZA5uz49x1dp1Ppr6jDV/8fbHSsZsDBTBnhHYmiDHihxp9GSjqSXZiWjanEjLoGehGToGSV9Yc19l+0eg2tPVz5mhcGrIs087PRWfSX7y0ZMvJa8zdKsS/0ihZelZS7KgISRk5/BARw4qImHvZWAMCCfJ0xN9V1dL8x4gYlu+NMVlJj6xUIm3/DClX9Xm2sKiFm2dDQroNpGX73uJLRCkIAaXmUNMEFGPJzMzk9u3bnDhxgmvXrtG+fXt27drFhQsXOHz4MEePHsXe3p5u3bpRv359nJyccHZ21vq3RYsWWFlZkZCQQMuWLUlNTdX4IagnTRcvXmTx4sWcOaM/qzM3Nxdra2vc3d25fv2eH9ozzzzDqlWrdNb/8MMP+eSTTzSvfXx8aNOmDR07dsTLy4uWLVsSHBystyNXUVERy5Yt4+WXX9ZabmlpSbt27TQTsfHjx+Pu7k7r1q3p1KkT9vb25T/B5SQ7O5vw8HAmTJhAdnY2q1ev5qmnnqry/QoEANevX2fjxo3MnTuXmzdvMm3aNN59990yM9ISExPZuXMn169fJyMjg/T0dK1/FQoFbm5u1K1bl6tXrxIeHk737t3ZtWsXoMq2Upen7dq1C3d3d8aNG8fhw4dRKpU4OTkRHBzM7t27AQgMDESpVBITE4OLiwvbtm2jdevWVXhmTMu+fft4++23cXV1xd7enl9++QVQCcmHDh3Czc3NzBE++AgBRWCQzLwClhw4B3ob1t6/jO/ky+qDcUYbvSqA3yd3YdiSSJ1tJvcKYMl/0Xon6pL6/V3Rmsnk/WguK0kwbUAgjwd7aE209XXh0Yc+j4p1h+O12tvCvcn2vPDzRp2n6QMDmRgaoLPc2LgeZtTXpPi5koC5I0ovlyqNss578U4/pqSDlyu9A0RqekUQAkrN4X4VUMri8uXL/Prrrxw8eJBbt26Rnp5OWloa6enpZGcbboGujyFDhjBy5Eg6dOiAq6srNjY2WFlZYWFhoRFKr127xpdffsmQIUPo2rUrFhYWese6desWM2fO5Ntvv2XkyJH4+/tz8OBBTp06pcmocXZ2JiwsjA8++AArKyuSk5O5ceMG48ePJyoqilq1arFz507atm1LUVERtWvXRpIkkpOTqVdPuyuYjY0NvXr1IigoiEGDBhEaGlr+k1mCP/74g48//pjLly/ToEEDbt26RUpKCgCDBg1i8eLFIvNEUOXk5uaybNky1q1bR2RkJAqFgscff5zPP/9cq1zHVBQWFuLl5UVRURHJycma5bNmzWLmzJla67700ktMmTKFVatWMW/ePAD69OmjEUv8/PwYPXr0fWeu3LFjR44fP463tzcNGjTg9OnTjB07ls8//7xahFqBEFAEpZCZV8CS/eceOP8TBZTr6ff0AYHYWin4YLNuG2O1j8SDjnT3QGXuebzM22ac0LFifFuaezhqxJebmbkG201bSBJPd/Rh5YE4o+KaPiCQiT3u/YFOysihy5ydD8U1qSjqUixA51wVL9NSUzxDBdD52d7KgoS0HKasOV7t510CXu4UiIO1ZTXv+cFACCg1hwdVQCmNvLw8UlNTWbFiBXZ2dvTu3ZtVq1bh6elJs2bNkGUZV1dXXF1dcXNzq7bzkp2dzaFDh9i6dSvz588HwMHBgbS0NM06f//9N4888ojBMWbMmMGcOXO4ffs2CQkJ/PXXX/z777+cOnWKpKQk3n33XZ599lkCAwONjiszM5O1a9eybds2jh8/TlxcHH369MHLy4uTJ08yYsQI/Pz88PX1pXPnztSqJRpoCqqWmJgYBgwYQHR0NAMGDGD48OE8/vjjuLi4VNk+8/LyqFevHpmZmbRs2ZJmzZpRp04dLC0tuXjxIv/995/W+mfOnKF58+b4+/vj5+fHr7/+irOzM7Isa7JbMjIy+Oqrrzh58iQvvfQSo0aNqpHZqxcuXOD1118nPDyc2bNnM336dHOH9NAiBBSBQbZdvMqJpLSyV7wP0ddVx5AY0tHPmYOxD+Z5qCjlEaE6NXThUEwqStm4LISnO/rw88F4o+PYd1cMOBKbyp5Lyaw/Ur2eM8939eOHfbHVus/K8lhQAzoG1GWmHpPjV3s3YnRHH02WkTpTqPi1q6pskvIgAf2beBLsXnVf1B50hIBSc3gYBZT7gcuXL/Pvv/8SGxuLq6srb7/9NgA///wzY8eONbhdQUEBRUVFOgaOSqWS6dOn891335GZmUlwcDD9+vWjadOmWFtbk5iYyPnz5wkNDaVdu3Zcu3aNyMhI9u7dy759+ygsLKSoqAiApUuXEhYWhiRJfPfdd+Tl5dGtWzfattXteicQmJqLFy/Sp08fbGxs2Lx5M82bN6+2fd+4cYONGzdy+vRpzp8/T3Z2NoWFhRQUFKBUKrl16xZJSUl88MEHfPjhh0iSxPr16xk1ahRKpf5vr87OzrRq1Yrdu3ezfv16Ro4cWW3HYwxxcXEMHDiQxMRETYaZ6KplPoSAItCLqnzH+C4rNRV9ooi6VETdalgBvBDqz6Agd71lOgL9VEX2jYUk8f24ECasPGr0NmM6erPmYIKJIzGezZO7cOBKKnPC7//Pi5ryZhlVNx28XGnn5SoyTyqJEFBqDkJAuT/Iyspi5cqVjBgxgvr161d4nNzcXMLDw/n111+JiIjg6tWrANjb29OgQQOio+91lnN1daVTp0706dOHJ554glOnTnHt2jUmTJigWeexxx4jIyODiIgIYmJi8PPzIzExkX/++Ydnn32WLVu2EBAQQPPmzWvkk3VBzeXKlSts3ryZf//9l9TUVNLS0ujQoQN///03Li4u7Nix477p8BQXF8ehQ4e4c+cOsizj4uKiEVQeeeQR6tSpQ6dOnbCwsCAiIqLGfFY+//xz3nnnHQDGjBnD/PnzK/X7R1B5hIAi0MuDbCALMG9EEKFN3DSmo+qShXWH45mx8TRFpm4TUg1M7hXAd7uuVEvsVSGeqFsWhzZxo99Xe8jMLTTxHipP76Zu7Lxwr+Z2RIgnA4MasPP8TfILlWw4llgjBYeKUBPK04IbOBPs7kKBUomlQkGBUomzrbUQTkyEEFBqDkJAebgpKCggPz9f01Vk9+7dHDx4kNatW9OvX78yt1dnppw+fRqA119/nX79+vH9998TGxtLixYtOHfuHOfOnStX2ZDg4SUlJYUZM2awfPlyrKys6NmzJx4eHtjY2LBjxw4aNWrEjz/+qOP3c78zatQo1q1bx7Vr12qMMNSmTRtOnDiheT116lQWLFhgtngExv/NFoWUDxkxabdVNS41RH0ti7EdfVh7MN7ospIZG08TMa0XnQO0jaNCm7jx4ePNOJOYybojV00faBXRvbErIT5O9Gzqyo7zyWVvUEkGBjXgr6jrZa9YDuaNCOJ4fLpOp6Oagtp49WRCGkdi02jn58zHf5wtli0j09LDkaFtPJn11zmzxmoKzC2e9GzYgE7ewkleIBA8+FhaWmJpeU8Y7tmzJz179jR6+1q1alGrVi3atm1LWloavr6+PPnkk4SGhiJJEgcPHuTcuXPUrVuX69ev4+Lioul0JBCUZPv27YwePRqlUsmCBQt4/vnnqV27trnDqhbi4lQefJ988gn16tXDysoKSZKQZZm3337bLJ+bPXv2EB0dzYwZMwgPD+fVV1+t9hgEFUMIKA8RmXkFHIhPvm/EE4An23nxSu9G/BgRy/KIK5quN7KsfyJYJMscjU3DpXb5u8rURPZeSmHvpZRq2ZcEDA/xZGvUdZOeq7d/q0rhpLhzh/FIwKt9GtHKyxFbq1okZeQQ7O1MsLczO85d51h8utbap69lML6L733bcakm0KK+Iz383UWWiUAgEFQAZ2dnVq9eDUDjxo0BqFOnDh06dGDjxo2MGDGCuLg4fHwq1nFN8OAiyzJLlizh9ddfp2/fvvz0008PXIZJWQwZMoSbN2+yf/9+kpOTKSgoIDs7m6ysLKKiomjVqhVr1qyhcePGfPnllzRs2LDKYjlw4AAzZswgNTUVLy8vwsPDsbW1xdPTs8r2KTAtD2QJjyzLpN68SvTZI8ReOImltQ2DRk/Fyqb0fuUPMhm5+azYc5h86/srhXhtWCdNNklSRo6mNGfPxWSddrmgmhhLdye5ak+UuVvP35fiiTm4LwUCWQZkkBRGra5u6wto7iF1mdFT7X147/dT/J8e75WnO3oT5OVUZimY+leqKWpsJaCFhwOnr2VWeixzM65NAB4OduYO46FAlPDUHEQJj6A6SE1NZffu3QwbNszcoQhqIDNnzmTWrFlMnjyZL774QscE+WHm//7v/3j++efJz8+nffv2XLt2DRsbG7766iuNvxCojKKPHDkCQIcOHYwev7CwkEWLFrFu3TpSUlLIzMwkMzMTGxsbrK2tsbW1pW/fvrz22mu0aNGiSo5RYDxVUsJTkJeHlZUNFrXM9wQxKf4SF0/t5+a1WK7FniP5Wiy1rGzo1n80/oEhXIw6QNSBv4m5cFJru4jwNTzz2ufU9/Knbn0frKwfnl8eBxKS2RWdBPeZeGIhSfi53ptwuTvaarVhLTmHVaDKR1ALAEoZ5mwtnwHo0NbubDqRVMGI73/KEk9e6RVA10ZurDscz6YT16onqLKQJDp4uXHoatmZOqGNXZk3shUAXefu1LpXZmw8TWgTN3oH1tMRUGRZpqGTBd4udmyc1JmoxAze19PpBlnGsZaSjALJJJleMjwQ4knL+k5CPBEIBAITo1QqOXz4MB07dmTYsGHcuXOHzz//nJEjRxIUFGTu8ARmpqCggFdeeYXvv/+eTz/9lBkzZpg7pBrH2LFjGTJkCMeOHaN9+/YcPXqU5557jscffxyA/v3783//93/4+PiQlZUFwOLFi2nUqBF9+/ZFoVA9vCsoKOCHH35g06ZNXLx4ETs7O/r160dhYSFff/01I0eOpFu3btSuXRtZlpk8eTJubqKc+X6lXALKe892xsrKmsA2oTTwaYSHb1NatO2BjV3V1s9l3c7g2N4/ObxrM5dOH9Qsb9ykCbduqiZxG5Z/qlneqXNnvty4ke7du+Pk5MQvv/zCF1/OZ+msFzXrTPv6T3wbV/yPS1FRIcgyCota5Obc4Wr0Wa7FXySofW9c6tWcFKxdV65zIOH+KttR807/plqCiZqkjBymb9QuyVFI8GJ3f77bUzmD3OTb+ZXa/kGnayM34lOz2HKyhognqLI02t3t3pKYkcXmc/FolfXISgJyL9HQNpuGNy3YtOYYKRYuKGXt31tFsszJ6CT6hzQkxMdJU8YjyzKFaUnM+ltCKcdqslVGhHiy4ViJ1sqSRGaRAklx/33eKo92OZWPkx2N6jrg5WAvxBOBQCCoAqZOncrmzZvZt28f3t7e7Nq1i02bNhEYGCgEFAHLli1j2bJlfPvtt0ycONHc4dRYateuTWhoKADdunXj4sWLxMTEEBAQwLZt21i/fj02NjYaAWXy5MkANGnSBB8fH/Ly8rh+/TrR0dH06dOHkSNHkpqayooVK0hPTwfg119/rTHdfwSqjmmrV68mJCSkQi3iy1XC8+abb2Jra8uePXs5f+ECN29cx8rahhbtehHc+VFc6nlhZ++AXR1HbO0dsLaxK/fNkp+Xy8GdG7l4aj/xF0+QmpxEYWGB1jrZ2dnUqlWL8ePHs3btWq339u/fT6dOnXTGPX78OCEhIZrXjYM6Edz5UZoEdcTDt6nRWTWZ6SnMeKajSkDRg5W1DU++9DEh3QZSy9IKSyvzZbpExlxjT1zKfSmegGoqNrlXAG/103aWj4xOYcyyg/o3ElQZFpLExkmda1RLaAno38STYHcXzbKTSalsu5ioEthkJbVOh1N4KYKcrExysjLJupOJZOeE50s/Iinulf3IyiJSfprE17M/4oUXXmDHuevsupDM/Pen4jrwda11JWTqH/6WC7kOOHZ/Wjew+8io2VQMaeaNo40VVzOzhGhiBuysLbC1UnDrdoEo4alBiBIeQVWSkJCgMam9cuUKnTt3Jjc3l0cffZTx48fzwgsvoFQqkWUZCwsLM0crqE5u375N48aN6devHytXrjR3OPclQ4cOZfPmzTRu3JhLly5plu/Zs4dTp06xfv164uPjiYm59/D23LlzBAQEYGlpSWZmJps3b6ZevXpGdd0SVB8vvfQSS5cuxcLCglOnTmlKtaqkjXHJweLj41m3bh1r1v7CiePHdLazsKiFfR0H7Go7UreBDza2dUhPuYZzPS+srG3JvpOOXW1H8nKyybqdSlZmGmnJSeRk36Ztu3Z069oVf39/atWqRZs2bYiOjubRRx/F1dUVgH379tGtWzdatGzJnNmzqV27Nr169dJ7DBcvXqRp06aa1/b2tSksKiQvNxdJknB0dsXdL5CmwV1p1bEv7j6NtbYvyM/lvy0/sWXVFxQVFtC3b1+efvpp8vLycHR0JCAggCZNmvDGG2+wYsUKACytrGng1ZBGLTvRqtMj+DRqiV1tx7JOd7lJT7nOkT1/4NrAh1qWViTFX+RmWhrxjQYgGekLYSz2VhZk5ReZdMyyGNCyAd8+fU8dXH8kvkqNSWtCm1dzYyFJDG3jwe/HElGiOifTBgTi4WTDlLUnzBpbgHNtWnvUxaqWwmDr28y8AtJy8vS+L8sy+Xk5nLx2i/8S0jV5Ez28HNk4cxiOdexIiI/TrL9gzVYWnNK9IywPrqZ+o9Zcrav7lE+W5YfqSYMEvNwpUBjEmhn17y4hoNQchIAiqA6+/vprXnvtNW7fvo2trS2LFi2iYcOGDB48mD///JNJkyYxaNAgRo0aRY8ePcwdrqAa+PTTT5k1axYXLlwQxsIVpLCwkJ9//pnw8HBCQ0M1mSfFGTBgANu2bdO87tChA4cOHeLo0aNaD+4FVYMsy3z77bfs3buX1NRUBg4cyOTJk6lVy3CRTV5eHvb29hQVqeazJ06cIDg4GKgmAaU4aWlp3Lx5k7S0NNLS0khPT9f8m5KSwpo1a8nPz2fw4MfYty+S6OjL9OjZk6ysLBzqOODm5oqrqytubm6MHj2aJk2alBVWuZFlmTNnzuDv74+NjQ2FhYUcPHiQS5cucfXqVfbv38/eiAjy8wvoMywM/8A2XL1yFkeXeuz/ex1Xzh/nhRde4JVXXqFVq1Z6J0j5+flYW1sD8NVXX3H69Gm2hm8j6Zoq1b++px9PTPyYFu16Vvp4crPv8N8fP7F1zdcUFtwrPbG3r41nm17kdTV9up65xIXNk7sQ7O1s0o467fycORKbprXMQpJ4p39TPtt2oVSj0C4BLhy4klpjMjFMiUKCZePacuBKKsv3xmida/Ncf5XEIQE9TNwCt7jQkpOcwEcv9sLT05NffvmFFi1a4OzsTFJGDl3m7NQ6bllZhG3EUsa+OpcVJ+JNFk9NRpZlVYGO5vfevetSMgtIYF6EgFJzEAKKoDq4ffs2cXFxBAYG6kwcTp06xfz589m8eTPffvsto0aN4vz58xw+fJixY8dqPBwEDw5FRUX4+fnRv39/li1bZu5wHmhyc3NJTExk1apVfPLJJ5rlW7duZcCAAWaM7OHg1KlTBAcHExQUREFBAefPn2fkyJGsX7++1O3mz5/Pjz/+yGuvvcaECRM0y6tdQDFmjMLCQlxcXDS1Yr6+vhUaqyrJy8vjrbfeYu3aX7h1KwVbOztyc3I0nTUKCwvLTIP87rvvcHR0ZPTo0YDK5CsqKoozZ87www8/smv3Lpq16U67Ho8T3OlRoz1ksu9kcO7YXvZtX8u54xGa5W+//Tbvv/8+x44dQ6lU0qtXL05dTWfI4sgKnoWax8xBzRjYyl3L+NMUSHf/J8sq8WT28JY81d6HpIwc/jqVxKy/zuls878hLXims9993R75fmJAE0+cbK0MZpuYioL8XFZ99TbHI7ZqSvQkScLS0pLarR6ldq8wJIUFsrKI1O2LuHPqH75Yd5J/4jM4n3L/G72+1MOfpbtjDN7Pt4+HEzZ2AjfzlHg52FPb2tJglo/AvAgBpeYgBBRBTWTatGmEh4dz7NgxLCwsGDNmDM8++yx//PEHRUVFLFmyxNwhCirBnj176NGjBxEREXTt2tXc4TwUKJVK/v33X2JjY+nfv7/I+qkmrl69ire3Nx999BEffvghtWvXpkOHDuzcubNC41VJF57KUDwIa2vrGimegCq2b775hoULFxIfH4+TkxNXr16lW7dupKenc/Xq1TJjf+mll7ReKxQKgoODCQ4OZvjw4axYsYL/W7OWn754HUsra3wbB+Hm4Y+llQ2301O4Hn8Ba9vatO85DFv7Olw+c4hrseeJv3wapVJJp85dNGMvXryYSZMmAdC1a1f69OnD+fPnuZJVC6g5ZraVxcG2FkdiTZ/xIQMKGRaNaUOIr7PGtNbd0ZZBrdyZvfWc1j4tJIm+zeubNggBoMpwsJXzyVNYa8pqqjOzwdLKhgnvfkPBG19w4+oVkuIvkZt1m6KiAoqKishJO0aBpT3OdjbIXbrS+YMF2NjVpoO3lY6AUlorY1lW3hXuas5TPwtJIjO30LAYKMuMG/QYfm518Su2WAgnAoFAcP8xd+5c3nvvPSwsLFAqlaSlpZGfn0/r1q2RZRmlUikyU+5j1KUJly5dEgJKNaFQKHj00UfNHcZDx61btwC4fPkyAI8//ji7d++u8v1Wm4ByvyFJkkYocXR05NatW0RHR1da+LGxsWHy5MlMnjyZuLg4Nm3axP79+4mJjeV2djb13OrRdchAwsO3sf77jwHw829IaPduhL7zKn369MHPz4/c3FyuXr1Ko0aNNGNbWlpSv359MjMz+W7+ItyeX2qW7IjFY9rw475YjsSllb2ykbz9WxRV5SihBFzsrXU6/rg72jJneBAzNp6mSJY1GSrujrYkZeSI7BMTI0kSw1oH4mxrbdbMBktLa7z8m+Hl38yo9T0c7GhZ34nTN9I1ywJdbHGzt2Xf1TSdEqjminT2/rOeun1rhiO+hKrj1dxw/S2/ZWURnmnnadhlaLXGJRAIBIKqo06dOoBq4hceHq713tNPP83Jkyd56aWX9Po+CGo2PXv2pFatWprJpUDwoDJr1izc3Nz47LPPAOjevTvr168nNzcXG5uqa+QiBBQjUSgUNG7cuOwVy4Gvry9Tp05l6tSpOu8VFhaSlJTE6dOn6du3r8ZlXY2NjY2WeKJm/fr1FBUV8c477zB/6ykW7b2qtxtIVZpc/nkqyaTiiZryihXG+nVYSBJ+rvo7hjzV3ofQJm7EpmTj52qnEU/WHooX4omJkUAjmtxvmQ2PBXoT4lFXpwNNK6/6pOXkYalQUKBU4mxrjfJOKocvtDJzxPeQJPBwstF7P2ddPEDav98Sf/sW3Zo1pmGz8rd6EwgEAsH9xcsvv8ysWbPw9FRlMpeVkXLz5k2SkpJo2bJltXb7+fvvv/nyyy9ZsWIFq1evxtvbm+HDh2Nn93B3gUtKSqKwsFDvPEEgeFBIS0tj27ZtNGrUCHd3d0Bl4ltY+P/t3Xlc1PX2+PHXZwbZ900QFZFQFBF3UVJDKNPUFLfMjTLNm6lllFs37WupLdcyUlMrxfzlUm5lol01zaWr5oqmuYErKAiy7zO/P4gJZBuQAczz/MMHzMzn8z4zIDNz5rzPyePkyZOlTuWtLpJAqaOMjIxo1KgRjRo1qvSxhU9er/f25eChg5zUNEHL3w1SPe2M2H32ButO3TNIEiDyTJwBzlp5+tw3lYKuqqQsrjZmuuvXH73GjE1R/8jmsbWpcLvOw5Y4KaqBtXmJ0b2lJYP2795FxoVDWHj514lRxxotqBQFlUKJ32vL5v5kXT6Mm5KOh7d0kxdCiEdBQECAriolPz+fIUOG4OzszKJFizAxMeHgwYM0adIENzc3QkNDdWNyC7eO5OTkkJmZiYWFRbnTMB6UnZ0d5ubmHD9+nHnz5pGWlsbgwYMBiIyMpHXr1jg4OBj0k+i6qHCsbtOmTWs5EiEM5/bt26SlpWFsbKy7rEWLgurxixcvSgJFVI1arWbzvInEJmcWq6AACG7tTvemf/DK5rKbRv5TqID/G+DD21vOlrhu8ytdcbY25dDlBN2I5sycPK4kpNPU0QIzYyM8HC1wtTHj1PUkpm+KouK2y8V1aWrPb1cSH/h+vBjQhK8PxjzweeqCgMZOeDpYP5KNSBu4N8MyaRl5KXdQWzujKEq5PVMMTa0otHO3Y36Ib4ltaVot2Pd6Fds/tjxSY5mFEEIUUKlUpKens2zZMpYtW0ZAQACJiYkEBASwYsUK+vTpQ8+ePXn88cdRqVTMnj1bN40kIiKC0aNHGySu7Oxs3Nzc2Lx5MwDJycnk5ORgamqKVqtlwoQJXLt2jcjISJ5++mmWLl3KyZMnWbZsmUHiqUuuXSuYDlhX+00KUR28vb2ZN28eM2fOJDk5GRsbGy5evAiAi4uLQdeWBMojoGgFRVEfLwpH27ivXueorfHF1UEDeDpZ8cGg4m8QZ/T25uezt1m893K5xytAJw87DkdXflvSoHZu/GdoG775LYZ/by2ZwKmMFq5WPOPrwvYzcZVO4tQVpTWGfVQSJ4U8fTry7pe/AnAqNpGLd5N5zN4KjUbDz5fiarQqRQW0zjnL21M3Fjz5ZNtwzyek2G0UlRr/Z+tGvxYhhBA1S1EUtm/fzpw5c+jevTtZWVl0796d9PR0AIYOHVrs9iNHjqRx48asXbuWMWPG0LdvX+zty24Gf+vWLZycnEpsVa/IsGHD+O2334iNjUWlUqFSqXSVJoqisHPnTmJiYmjf/u+tp05OTpVa42FV+LOxtNRvyqcQdd3+/fs5ceIE9erVo1mzZnTo0AEbGxvMzAre32o0GgDWrVuHvb09PXr0MGg8kkB5hPUeMaGgR0oFCrf+fLjjT/IfwnfuhT1OriWmF7t8fhlNM++nhSolT1QKhPVqDkBwy/q888PZKic+7C3q8eb3UbrvO3vYcSQ6qc4mtYr22OnS2Im2DRweuUoTffi52hdLJlmZmrLx7NUaWbtB+iWORMwlw8oKC2tbjE3NyVUngU/hDKQCCtDAybFGYhJCCFH3qNVq5s6dW+wyGxubUm/r5eWFl5cXoaGhbN26FXt7e7Kzs4mPj8fNzY0jR45ga2tL8+bNdeN2z5w5g4+PD6mpqZiZmTFr1iwaNGhAYGAgvr6+ZGdnY2RkhJGRERqNhpycHIKCgliyZEmZvVm8vb3x9vbWff+vf/0LKOgxOGHCBP788086d+7Mnj17+O677/D09OTbb7/F2tqavn31+3CxrrKzswMKJpQ8Kkkj8c+Ul5fH1KlTCQ8Px8TEhNzcXDQaDfXq1WPy5MmcP38eNzc3zM3N0Wq1rFu3jsGDBxfb1mMIMqPsEaPVapk/fz5nrtxkyYEbJa6DgjdMhR+CF06eebmHJwemB7J2nD+vBnqiKuND8toq8g/ydmZAmwYl4iqMH2DGJsNNzSntfmu0EJOQARRUAU18wrPK509Mzy32/eHoJF55whP1Xz8otaLQrrFtpc6pAnr5GGYks6LAsy0a8Yq/Nz08XLA2qYe7raUkTyrg5WhNq/q2Bl9Hq9Vy7PvP8fPzZ86X+3hz4VamzFtL2NyV9G7WUPf7/E/oTSOEEKLmqdVqQkIKKhpnzpxJq1atyM/PZ9iwYbptNB4eHixfvpwmTZqQmJiIj48Pq1atQqPRkJiYiL+/P0OHDsXW1lY3ZWPHjh2YmZnxxhtvcPz48SrF5e3tjZWVFXl5efj7++s+xZ4wYQK3b9+upkeg9sTHx6NWq3WJFCEeRlqtlqFDh7JkyRI+//xzMjMzycnJ4Y8//mDmzJn85z//4aeffmLp0qWYmJiQl5dHTEwMnTp1MnhsUoHyiLly5QpLly4l1dwVjbZ4VlpRFF5qZ0dosB9qtapE35TCrUBdPB0Y4e/OsZgkJq07UayqomiCQgW8EujJ57+Uv0UGChIge87fqVSCo5uXA509HBjUvqEuxmm9vYlJyMDcWEVGjkYX/6HLCQZt/Dra353V/7taIv7TN+7RxdMBgOw8TbWuaW9hzIHpgcV+TqeuJxFxKIZNJ26Ve2xhYql7Myf++8dtAzw2CubGRvLGuwrun+hjaVKPm8np/HDuerUlAE3j/8QsO5lmrUs22PJztcfD3koqhuo4rVbLuiVvc3z/Twx5eTadAgfWdkhCCFGqt99+m4EDB2JkZMSePXto3LgxAI0aNWLcuHEAWFhY8Nprr9GnTx9eeukltFot7u7uuLq60rVrV11z2DZt2vDNN9+QkpJC27ZtKx2LoiiEhYURFhZW4rqzZ8/qJg9ptVr27dvHnDlzyMjIwMfHhzlz5jwUfUXUajUajUZ6l4mHSkJCAlu3buXMmTOcO3eOs2fPcuPGDT766CPdOHW1Wk2LFi2YPXs2d+/excfHh379+gHokp9Llixh7NixBo1V0Wor3lSQkpKCjY0NycnJWFtbGzQgYXjZ2dkkZmnoOn9PiYTH9SWhHNq9nY4dO3LhwgUaNGhQ5h7KQ5cTeH7F4XLXWjvOnyaO5uw+d5v4lGwa2psV24pSaOvErgAMWHyoUm8SVQrMD/GlezMnohPSdQ1f7xebnEnAgj01Pj1HBXz2fFsa2ZkxcMmhal1/68Su+DUq+enCN/+L4d+lNMwF+GiwLw3tLIolxtYfvcbMTWfI12pRKwoD2jZgy4lbD7RdSwH+5e8tb76r0clbd9lx4WaleqSUNq689309aABM6qnwamDO5dgMMnOqN9En9JOXmwOAUT39yk5PH97F0ncLXiAYGdVj0ZYLulL2zIxUpg5uJc/ZdYC8fhLi4RMWFsbhw4exsLDA0tKS/Px8zp07x+7du3Fzc+PNN98kIyODxYsX13aopdqyZQsDBw7k9u3bODs713Y4QpQpOzubV199lePHjxMVFUV+fj6enp60aNECb29vgoKCCA4OLneMeqH4+Hjd7/vgwYP57rvvKh2Pvs/ZUoHyCDIxMcHVBHo7JrI93hYUFWpFYe6zLXAK+paWLVsC8Prrr7N9+3aeeOIJ3Nzc+Prrr4vtKfNwtCh19Gmhwt4jrjZmjPRvorv8f1cS2Xj8pu77Qe3cdImABYN8dW/mFeCZ1i6M69aU83GpusuL0mhh+qYo0BZUvxQmVIZ1bFzsdq42ZgVTRqowRacoDwdzou9m6H17DfDqtydQFKq98ev1pEycrU1LJIxszUpPWnRuYseQDo1LXD6sY2O6N3MqVskS1qs5MQkZnL55j/nb9ewVo9WgKCrZ9mEgbRo40NTBmsMxsRyLu0fhxjFvR2s6NXLi2r109kb/PUJcq9GQE3cBY9fmukk/Vskx+Ln6FjuvsZFCO09rTl5JkeRJDdNqtXzzSRgnDkWSm52NuaUVz018n7YBfSr85DD+Vozua9/OQXq9uBBCCFGx1NRULl26RLdu3diwYQNQ/AOJ5s2bk5WVxenTp1m5ciULFy6sU9UehVU0N27ckASKqHM0Gg3Dhw/n1KlTvPzyy3z55ZcAfPLJJ4wYMaLKfXucnJwIDQ1l1apVfP/996xfv55hw4ZVZ+g6UoHyiCttxHGh6Ohotm3bxv79+zl16hTnz59HURRWrVrFU089RYMGDYpVLyh/jerR8vcWkfsTGYVOXU/i95gkOjSxK1FFUVZMscmZ/HQ6lvd+OlfufVIrCgemB5ZZiXL8ahJaLdy8l6l3I9lCa8f5k5GTy0sRx+pEA9fSEkbLfr1catJDpcDB6T1LfVxKE5ucybGrSbz67Qn9gtFqeLalO242FpI8MbCU7NxSt9ikZOdyM7mgWbKbjQUXD+9k9apPMHFrSfbNPxgxahKdAgfUUtTifndv3+DtFwIYOXIkrVu3Zvbs2WRmZjL90x9xb9a63GM1+fns2foVmnwNgQNeoF49E911UoFSd8jrJyEePuvXr2fq1KlERUWVO0Fo3bp1DB8+nKSkJGxtbWsuwAqkpKRgb29PUFAQw4YNIzg4WLdtSojalpycXOz/S5s2bTh48CDm5uYPfO6kpCQGDBjAr7/+Stu2bSvdJ0kqUIReyhpxDAXNvSZNmsSkSZN0eymTk5N56623AAgNDcU64SyNTi7nvUXLeTV0GObm5vxn2epSEzJF+TUqmTipKCZXGzOeae3KvO3nyt0Kk6/VEpOQUc45/r68f5sGHItJQlHgp6hYtkfFlTimUNGKmqKVMpWhoqAqRR8TAz1Z8svlchM1Gi3M3HSG7s2ccLUxIzY5kwVlVIwUNrXVJ4Gy/ug1ZmyKqtyWI0VFbGomLZxtK3GQqAprk3qlJqmsTephXeTxb9+9Ly3bdych7joNmjRHrZY/+XWJtb0TikpFamoab775Jra2towfPx6VWl3hsSq1muCQ8TUQpRBCPFpatmzJrVu3mDp1KqtWrSp2XX5+PqdOncLY2BgnJycyMjJ0TWjrCmtra1atWsW8efMYO3YslpaWXL16tdxkkBA14fr163To0AGARYsW0atXL5o2bVrpMeZlsbOzY9++fbz00kucOXOmWs5ZGnk1LfRSWB5uY2PDxYsXdZebmpriZm/B482cmTJuNNbW1nT2sKvWcvLY5Mxi/U3mh/ydvFD9tTWm6Pv8wkSHPlxtzOjrV/DE90zrBsUqY4puGyqsqClMPhRue9GnIqZoXJte6cKNpEwm6lHVkZSRo1eVS75Wy7GYJPr6mXHsatmjjfV9XGKTMyufPPnL0RsJdGjoKBUodYiZhTWNPH1qOwxRinsJcWg1Gu7cuQPAwIEDGT9+PNcvn5GfmRBC1BIfHx+uXLnCypUrS1z31FNPsWfPHqytrUlJSdFNsNy2bRsBAQG6yTfffPMNTk5OPP300waPV6vVcuHCBQ4dOkRycjKpqam89tprjBw5kh07dtC7d29WrVrF1KlTDR6LEOVZs2YNd+7cYdu2bfTpU/F25arKysoy6ChjSaCISrOxsdF9HRgYSGBgIAAvvPACUNC4p2HDhjz22GOMHDnygcoai1ZCFN2uUrRnx68X4stMdFRW0coYv0Z2JXqDFFVeRczEQE8a25uXiMuvkR3O1qb8tdupXN8evq533K+uPUF6Th7mxqV/cq1S0I1zPnQ5QZeMuj85BRCdkF7lZrdaICkzWxIoQughcl04Nra2rF4dAYCDgwP29g4kxsfWcmRCCPHoUqlU7Nu3D2NjYxISEggJCWHv3r2oVCpsbGxYsmQJPXv2JD4+HoC0tDRGjRrF9OnTmTZtGp999hlTpkwhLCys1ARKVlYWRkZG5ObmkpqaWuU+JRqNBpVKhZ+fH+fPn0etVpOVlYWHhwczZ84kKysLRVHo3bs306dPZ/To0Tg6Oj7QYyNEVeXl5XHuXMGHzg4ODgbtG+Ti4sJ///tfMjMzDVIhJgkUUe1Gjx7Nu+++S0REBGPGjNH7OK1Wy927d3V/3O+vhLh/u8r91SBlJToq48svv8TR0ZHOnTuTmJiIs7MznZrYoy6jpL6s5rSN7c3LjCs6Id0g/VOmb4xiy8SupSZnNr/SlfNxqbpJRCoFBrZ1Y/OJmyWSUxZlJGH0ZWdmUvGNhHjE5eXmcPXiaSwtLHnssceAgvGaHTp04NrFU7UcnRBCPNqOHDmCq6srSUlJxMTEkJqaio2NDRs3bizWTBbA0tKS8+fPY2FhgVar5YcffqBHjx58+OGHuvN9/PHHrFixgtjYWLKzs9mxYwdXrlxh8uTJ3L59G0tLS7KzszE2Ni7zjeXPP//MK6+8gqmpKYmJiYwaNYoPPviAd955Bzs7OwIDA1EURXf8hQsXePrpp3FzcyM3N5c7d+5IAkXUuPz8fG7cuEHHjh2Jj4+nbdu2+Pv7G3RNNzc34uPjSU1NlQSKeDj079+f/v37k5eXh5GREUlJSaxfv54JEyboblO0m/muXbv44osv2LhxIy+++CJfffUVUHolRFn9Tcrr5VIZP//8M66urkRFRfHOO++gUqn49NNPmTRpEjk5OaWWg3Vv5lQiY1FaoqdQadOL9KlIAWjhYsn5uLRSb6sFMnI0LBjky4yNUWgo6Lkyf5AvztamxcYoa7QUm4RUNDl1LVH/KUNCiKq5euEUt2L+pF+/fsUub9++Hcu+XFU7QQkhhABgyZIlQMHr1ZiYGN3W9LKSG/Xr19d93aJFC5544gkURdFViYwdO5bk5GQcHBwwMjKiWbNmtG7dGhMTEywtLQHw9vZmwIABfPLJJ0DBG09A9yGev78//fv3Jzc3F0tLSwICAoCCyu/SeHp6cvnyZVavXs27776Lt7f3gz4sQlRaaGgoa9asAeDrr79m0KBBBl8zJiYGb29vg02hkgSKMBgjo4Jfry+++IKZM2eyYcMGnJ2deeGFF3jnnXcYPnw4r732GomJiRw4cIC5c+cyYcKEgtGe33zD6UvXQOsHyt/9VCrT36QyCreyfLp8FQ1szUlLSyM4OJhr167Ru3dvAObOncvatWtp3rw5Q4cOZcyYMdy8eZP/nrpaIqFRUSPbon1cCrf3AMVGOJeWJFkwqDUJadmMjThW4joFaOJoThdPhxKVL4cuJ1S4Lacw5t8u3634ASuHbOERomJNW3bgiX5j2L59DfHx8bqxfQWl3fL/Rwgh6oKiFR36Cg8PB2D79u0899xzXLp0CWdnZ+bOnVvitiNHjtR9HRYWxvDhw4GCCT8bN25Eo9Hg4OCg2z6/cOFCveMwNjamadOmPP744wC0a9cOc3NzmjVrxrPPPsvAgQMrdb+EqIqffvpJ9/X777/PqFGjDL6ms7MzN27cIDU1FSsrq2o/f/V1+hSiDBMnTmT8+PEkJSVx8+ZNUlNTCQkJwdfXF4AhQ4YQGxvL22+/jaOjIxkZGURERHDz4lnsLkWi/JVKeND+JmVZf/QaXefv4fkVhwlY8Avrj17D0tKSLl26MGzYMN0YKz8/P1q0aMHt27fp1q0bUPAE99pLI1Dd99xaUaJnWMfGHJgeyNpx/hyYHsiwjo2LXXZoRk8GtXMrdsygdm74NbIjqIVLiesAFgzy1T02rjZmdPF00H1fWPVSHrWiYG6s4tsj+vdeKY1s4RGiYoqi4N7Mj/z8fLKzs4GCTzo3b9mKV+uutRydEEKIB9WqVSs+/vhjNBr95i9OnDgRe3t7cnNzeeONN4iNjWXw4MH06dMHAHd39yrFERwczMqVK2nZsiWpqalEREQQEhKi60chhCGFh4djamoKwOXLl9mwYYOuuspQRo8eTVZWFqtXrzbI+RWttuI5rPrORBaiLFqtluTkZGxsbCqVyd+zZw9PD3yOJd98xzM9OpWZPImJiWHdunV06NCB4ODgYtdduXKFpk2blnpcbHKmri9IIbWicGB6oF6JmqSkJO7cucPJFLNizW7fe7Yl7Wyzadiwoa40syqKTgW6f+zzqetJ7Dl/B0dLE4Jb1q8w3mW/XmZ+GSOOVcC03t4kpGWzYn90leMFeMXfWypQhKCgwd+uTcs59usPZGWkYWXjQIMmLWjeJoA2XZ7ixMEdfPXBq5w9e5aWLVty+PBh/P39mTLvW7zbBFR53cyMVKYObiXP2XWAvH4SQlRFeno6xsbG1TLe9dSpU5iYmODt7Y1Wq8XLywt3d3d27dpl0EaeQhTKyclh9OjRrF+/HigYPPL1118bdM22bdvSuXNnvvjiC72P0fc5W7bwiBqhKEqVpvH07NmTqCP7ad68Obm5uSxfvpzBgwdjYmJCaGgoEyZMICgoiAMHDjBr1ixdpjEuLg6AyMhIxo4dy/Xr14mMjKRnz55cvXoVExMTunbtypU7aXr3WSmNnZ0ddnZ2PJafz/wpYzh/4y7d23rT49VPaNiwKZGRkfj5+fHLL7/g6+urq7rRV9GpQJW5rjS+bjZlXqcBPthxvsrTd4qSLTxCQFZmOqsXTuXkoZ2MGDECV1dXYmNj+f3YcfZH/j/cvXxJT0mia8DjtGjRAoCtW7diZWtPM1/DNlcTQghRt1lYWFTLeRYuXMgbb7wBQJs2bTh58iQAy5cvl+SJqBFz5szh3Xff1X1vbm5Or169DL5uRkbGA32IXR5JoIg6r7DL+aZNm5g0aRJ9+vTBzs6OvLw8cnJygILGtRkZGZiYmKDVannmmWfw8vJi9erV2NrasmrVKlasWMGBAweIiIigb9++/Pjjj3g4WaDVaFBUD9ZnRa1Ws/arJRw8eJDGjRvj6OjI/v37admyJXfu3GHatGksWrSoRAIlPz+/zAk/1c3D0aLcZrXVkTxRkC08QuRkZbL8vZe58scRtmzZQv/+/Ytdv23bNvr164dKpeLbwwd0L2Lv3r2LvZMbqhr6myCEEOKfKzc3l1mzZjFu3Dh8fX05ceIEjz/+ON26daNnz561HZ54RJw4cQIAHx8fIiMjcXNz0zVlNqTCnQ+GIFt4xEMlIyMDc/OKkxtnzpzByspKt180NzeXy5cvY2pqiqWlJVqtVte0cfmuMyzYfbXEON/qVHTqEBQ0Fps8eTI3btwgKCiIsWPHEhISovf5Cpveejha6N0TJjY5ky7z91Q69spwsTQltL2XQdcQoi7RaDRcOP0bZ4/t5fb1S9y5eYX42GtoNBo++OAD3nrrrVKPW758OZ06daJNmza6y4KCg9mzZw9T3l+Dd5vHqxyTbOGpO+T1kxCitiQmJuLg4MD3339fI5NPhCjNyZMnadu2LVDwfqimmJmZsWDBAqZMmaL3MbKFR/wj6ZM8gYLGXUXVq1evzPFt44Nb0a+jZ7GpNdVNURS0Wi0vvvgid+/exdPTk2effRY7OzsuXbqEvb09ACtXruTDDz/kjz/+KLO0cv3Ra8X6reib8Pk9JrHiONFvnHJZ4tKySMnOlS084h/v8O5N7Nn6NZnpycTHXsOtYSNa+/ryVLdBeHt706NHD7y8yk4mjh8/vsRlTo6OoNWyaOYIZob/RCPPVqUcKYQQQlSs8FP+w4cP079//2rppyJEZR0+fFj39eLFiwkNDa22LWrlsbGx4caNGwY5tyRQhKBgao0hEidFKYpCXFwc586dw87OjoiIiBK3ad68Oc899xyKojBt2jTqezTH/8n+ukqT2ORMXfIECrbdTN8YRU6+huAW9QHKrEzRZ6/r8M6N+fbwtQe6n9IDRfxTbVn5AdF/HqfX0IlsXjmf5MQ7jBs3jtDQULp06fLA+8n//e9/6xqszZv0DIs2ncfY1LB/l4QQQvwz2draEhYWxkcffcTmzZv5+eef8fDwqO2wxCNm3Lhx/P7772zcuJEpU6YQFhaGr68vP/74I/Xr1zfImqdPnyYtLU33AXV1ky08QtSgFStWsG7dOnbv3l3u7fLy8gge/w5XnbuiRdFVmpgbq5m09mSF65RWmXLqehLPLj5U6u0VYHpvb/q3aVBiKlFljW/vgb2BmjYJUZv+1efvEZIqlYrNmzeX6G/yoFasWKGrThn9+sd0eXJIpc8hW3jqDnn9JISobVFRUQwYMABFUYiKisLMTBLzonbs27ePdevWsXbtWjp06MCmTZuq/bkxKiqKzp074+Xlxc6dO3FxcdH7WH2fsw3fwUUIoWNkZMTevXvLHamVlpbGy69P51r9ALQUfKJdWGkyed1JvdbRaGHmpjPEJmfqLkvPKX3mel9fVw7N6MnLPTwBCHjMUc97U5xWq+Fu5CLmjunExTNHqnQOIeqizIxUFs8OBWDUqFHs2rWLs2fPVnvyBAo+qcnLy8PewZF7d+Oq/fxCCCEeLb6+vnTp0oXo6GgSEyvezi2EofTo0YMxY8bg7OzM7t272bJlS7WePzk5mREjRuDh4cFvv/1WqeRJZcgWHiFq0DPPPMNnn33G/v37mTBhQrHrtFotcXFxuLu7U791N9TBgcWv1/2jn/vHMXs4WqBSik/bUSkwq28LXG3MWH/0GtM3RlW5B8r7/b3xCplL9+7dOfTzerxadarimYSoWw7uWMeZo7/wxRdfMGzYsCqNZK8MtVpNdlYW9YxNDbqOqDkpKSm1HYIQ4hGWn59PkyZNsLKykr9HotasWbOGiRMn4uDgwKRJk+jevXu1/T5mZmYycOBArl+/TmRkJHl5eZU+t763lwSKEDXIycmJnJwcFixYAEBcXJwuO/r8889z9OhRZsyYwY3EdPag1VWgVIVKodg4ZlcbM+aH+DJz0xnytVrUisK8kFbFeqs8SANZTxd7Ont68dJLL7FkyRI69uhPy/Y9HuCMQtQNF6L+B4C7u7vBkyeFTExNycpMr5G1hOEYGxvj4uJCo0aNajsUIYQw2FhXISrj7t27hIeHEx4ebpDzd+nSpcrHuri4YGxsXO5tJIEiRA2Kj49nxowZ9O3bl8zMTLy8vIiIiCAkJITQ0FDGjh1LcHAwUDBtpzDZAVoUlEokOLQM8y5ojLt06VIaNmxIv379GNaxMd2bOZWYOBSdkP5AfU/UikLS9T956l9zUKvVtGzpw+E9myWBIh56v+36nsQ7N7G1syMwMLDiA6qJr28rTh7cTt8Rr9XYmqL6mZqaEh0dTU5OTm2HIoQQQogKGBsbY2pafgWwJFCEqEHOzs7s37+fxx57DIBp06bRs2dPAHr16lXstvcnO369EM+MjVFoKlhDq8nH9M+dpKWrYEwQkZGR+Pj40K9fP27evMnevXsJCgrCpciUntK295RGAeYO8OH3mCS2nryFFnSVLKq7f2BtbU1ubi6xsbG0bxFQyUdHiLpBq9Vy5uge9v4YwR/H9tGsuTfvLVyIiYlJjcWQlZWFU4MmNbaeMBxTU9MKX4wJIYQQ4uEgU3iEeIhsO32LV789Ue5t3u/TlAHtGxebsZ6fn49area7777j//7v/1izZg1+fn4AaDQaNBoNS3ee4tMDceSX8RehMFFSONknNjmzRCVL4VqWVlYEDXyZviNff8B7LETNuxnzJ++98hQA5ubm3Lt3j3r1anY0d8NGjWnVtT8DQt+q9LEyhUcIIYQQwjCkAkWIh0h7dzsUBcpKe6oVhZ5+TbCwKD6iTq1WAzBkyBB69+6NhYUFv//+O4sWLSIqKooZM2Yw+bnniNz7G2HvfkjwE90YNmK0rodKaYkSVxuzYt8XXevJJ5/kx28/Zffm5ZiYWdLAvTkdAwfQJXhwNT0SQhiOhZWt7uuMjAwCAh7nyJHDNRpDK5+WXDh1EK1Wi6JUvReSEEIIIYSoPjLGWIiHiKuNGQtCfEttLVu0KWx5LC0tURSFnJwczp07R1paGvXr1+fHH38kqGt7nmrThJF9utHF00GXJCn8Wl/r160jPDyc2e/8m+ZeHpw7sZ/VC98gLSWpkvdYiJpnbefEwBdn4OTqDsDRo0fYvHkzGk1FG+iqz+TJk4n+8yQxf56ssTWFEEIIIUT5ZAuPEA+h2ORMdp+7TXxKNq0b2WBuXK9EhUhtycrKIjo6Gm9vbxRF4d69e7i4utK11/MMfXl2bYcnhN5S7iWwYelsju3fBsCLL77IV199VSNrZ2dnY2pqyqjXPqLrU0Mrdaxs4RFCCCGEMAzZwiPEQ8jVxoyR/k1qO4wSoqOjCQp+kugrl+nQoSMNGzXkp23b0Gi0BA0YW9vhCaGXzPQUIhaGcS8hlmuXonSXBwTUXGPkjIwMAEzNLSq4pRBCCCGEqCmSQBFCVJtZs94mJS2TQS/N4sLp/3E++g5NW3bkyUEv41C/YW2HJ4ReYq9d5NRvOwFYvHgxXbt2xcfHp0YbySYnJwNgZmFTY2sKIYQQQojySQJFCFFtLl66SPM23QgOGU9wyPjaDkeIKmnaoj29hk5k54bFuLi40KZNmxqP4d69ewCYWVjV+NpCCCGEEKJ00kRWCFFtMjMyUf018UeIh9nODYsBmDZtWq2sX9iwNi83p1bWF0IIIYQQJUkCRQhRbfz9O3N490Y2fvke6an3ajscIaosZOxMAC5duoTnY14sW7aM/fv319j6rq6uAKQkxdfYmkIIIYQQonyyhUcIUW3Cw8OpX78+4eGf8+fJg0yZvw4LK+nhIB4+Tw56mZbtehB3/RI71oczYcIEADZs2MCQIUMMuvadO3d47rnhGBnVw92rtUHXEkIIIYQQ+pMxxkKIanf27FlatWpF554DCQ37tLbDEeKBZGdlkBR/i01fzSPqyG52795Nz549DbKWVqslKCiY4ydP88Jb4TT361rpc8gYYyGEEEIIw5AtPEKIamdlVdD40tzStnYDEaIa1KtnwpVzx0i9lwDAzp07DbbWrFmz+OWXPYx+45MqJU+EEEIIIYThVGoLT0pKiqHiEEL8g2g0GlQqFY6ujcnMSK3tcIR4ID9EfMTeHyPo2jWANyaFExISYpDnw88//5z58+fTf3QYHt5tq/x/JysjrZojE0IIIYQQoOcWnqysLDw8PIiLi6uJmIQQQgjxAFxcXIiOjsbU1LS2QxFCCCGE+MfQK4ECBUmUnBwZpyiEEELUdcbGxpI8EUIIIYSoZnonUIQQQgghhBBCCCEeVdJEVgghhBBCCCGEEKICkkARQgghhBBCCCGEqIAkUIQQQgghhBBCCCEqIAkUIYQQQgghhBBCiApIAkUIIYQQQgghhBCiApJAEUIIIYQQQgghhKiAJFCEEEIIIYQQQgghKvD/AdYeRGY+9ruTAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1400x700 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cartopy.crs as ccrs\n",
    "from cartopy.crs import CRS, Globe\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "def parse_option_pyproj(s):\n",
    "    r = s.strip(\"+\").split(\"=\")\n",
    "    if len(r) == 2:\n",
    "        if \",\" in r[1]:\n",
    "            return r[0], tuple(int(_) for _ in r[1].split(\",\"))\n",
    "        try:\n",
    "            return r[0], float(r[1])\n",
    "        except ValueError:\n",
    "            return r[0], r[1]\n",
    "    else:\n",
    "        return r[0], True\n",
    "\n",
    "\n",
    "class MyCRS(CRS):\n",
    "    def __init__(self, proj4_params, globe=None):\n",
    "        super(MyCRS, self).__init__(proj4_params, globe or Globe())\n",
    "\n",
    "\n",
    "# voir https://epsg.io/2154, cliquer sur proj.4\n",
    "proj4_params = (\n",
    "    \"+proj=lcc +lat_1=49 +lat_2=44 +lat_0=46.5 +lon_0=3 +x_0=700000 \"\n",
    "    + \"+y_0=6600000 +ellps=GRS80 +units=m +no_defs\"\n",
    ")\n",
    "\n",
    "# Ne sert à rien si ce n'est à vérifier que le format est correct.\n",
    "import pyproj\n",
    "\n",
    "lambert93 = pyproj.Proj(proj4_params)\n",
    "\n",
    "# Système de coordonnées de cartopy.\n",
    "proj4_list = [(k, v) for k, v in map(parse_option_pyproj, proj4_params.split())]\n",
    "crs_lambert93 = MyCRS(proj4_list, globe=None)\n",
    "\n",
    "fig = plt.figure(figsize=(14, 7))\n",
    "ax = fig.add_subplot(1, 2, 1, projection=ccrs.PlateCarree())\n",
    "ax.set_extent([-5, 10, 42, 52])\n",
    "\n",
    "ax.add_feature(cfeature.OCEAN)\n",
    "ax.add_feature(cfeature.COASTLINE)\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=\":\")\n",
    "ax.plot(df.long, df.lat, \".\")  #\n",
    "ax.set_title(\"France - Long/Lat\")\n",
    "\n",
    "df = df.copy()\n",
    "\n",
    "\n",
    "ax = fig.add_subplot(1, 2, 2, projection=ccrs.PlateCarree())\n",
    "ax.set_extent([36954, 1181938, 6133555, 7233428], crs_lambert93)\n",
    "ax.add_feature(cfeature.COASTLINE)\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=\":\")\n",
    "ax.plot(\n",
    "    lamb_x, lamb_y, \".\", transform=crs_lambert93\n",
    ")  # ne pas oublier transform=crs_lambert93\n",
    "ax.set_title(\"France - Lambert93\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## plotly, gmaps, bingmaps\n",
    "\n",
    "Il faut s'authentifier. Voir [gmaps](https://github.com/pbugnion/gmaps), [bingmaps](http://bharadwajyarlagadda.github.io/bingmaps/index.html), [plotly](https://plot.ly/python/maps/)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## geopandas\n",
    "\n",
    "[geopandas](http://geopandas.org/) est l'outil qui devient populaire. La partie cartes est accessible via l'[API de geopandas](http://geopandas.org/mapping.html). Il n'inclut moins de données que *basemap*."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>name</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Vatican City</td>\n",
       "      <td>POINT (12.45339 41.90328)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>San Marino</td>\n",
       "      <td>POINT (12.44177 43.9361)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Vaduz</td>\n",
       "      <td>POINT (9.51667 47.13372)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Lobamba</td>\n",
       "      <td>POINT (31.2 -26.46667)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Luxembourg</td>\n",
       "      <td>POINT (6.13 49.61166)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           name                   geometry\n",
       "0  Vatican City  POINT (12.45339 41.90328)\n",
       "1    San Marino   POINT (12.44177 43.9361)\n",
       "2         Vaduz   POINT (9.51667 47.13372)\n",
       "3       Lobamba     POINT (31.2 -26.46667)\n",
       "4    Luxembourg      POINT (6.13 49.61166)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import geopandas as gpd\n",
    "from teachpyx.datasets import get_naturalearth_cities, get_naturalearth_lowres\n",
    "\n",
    "data = get_naturalearth_cities()\n",
    "cities = gpd.read_file(data[0])\n",
    "cities.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>pop_est</th>\n",
       "      <th>continent</th>\n",
       "      <th>name</th>\n",
       "      <th>iso_a3</th>\n",
       "      <th>gdp_md_est</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>889953.0</td>\n",
       "      <td>Oceania</td>\n",
       "      <td>Fiji</td>\n",
       "      <td>FJI</td>\n",
       "      <td>5496</td>\n",
       "      <td>MULTIPOLYGON (((180 -16.06713, 180 -16.55522, ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>58005463.0</td>\n",
       "      <td>Africa</td>\n",
       "      <td>Tanzania</td>\n",
       "      <td>TZA</td>\n",
       "      <td>63177</td>\n",
       "      <td>POLYGON ((33.90371 -0.95, 34.07262 -1.05982, 3...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>603253.0</td>\n",
       "      <td>Africa</td>\n",
       "      <td>W. Sahara</td>\n",
       "      <td>ESH</td>\n",
       "      <td>907</td>\n",
       "      <td>POLYGON ((-8.66559 27.65643, -8.66512 27.58948...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>37589262.0</td>\n",
       "      <td>North America</td>\n",
       "      <td>Canada</td>\n",
       "      <td>CAN</td>\n",
       "      <td>1736425</td>\n",
       "      <td>MULTIPOLYGON (((-122.84 49, -122.97421 49.0025...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>328239523.0</td>\n",
       "      <td>North America</td>\n",
       "      <td>United States of America</td>\n",
       "      <td>USA</td>\n",
       "      <td>21433226</td>\n",
       "      <td>MULTIPOLYGON (((-122.84 49, -120 49, -117.0312...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       pop_est      continent                      name iso_a3  gdp_md_est  \\\n",
       "0     889953.0        Oceania                      Fiji    FJI        5496   \n",
       "1   58005463.0         Africa                  Tanzania    TZA       63177   \n",
       "2     603253.0         Africa                 W. Sahara    ESH         907   \n",
       "3   37589262.0  North America                    Canada    CAN     1736425   \n",
       "4  328239523.0  North America  United States of America    USA    21433226   \n",
       "\n",
       "                                            geometry  \n",
       "0  MULTIPOLYGON (((180 -16.06713, 180 -16.55522, ...  \n",
       "1  POLYGON ((33.90371 -0.95, 34.07262 -1.05982, 3...  \n",
       "2  POLYGON ((-8.66559 27.65643, -8.66512 27.58948...  \n",
       "3  MULTIPOLYGON (((-122.84 49, -122.97421 49.0025...  \n",
       "4  MULTIPOLYGON (((-122.84 49, -120 49, -117.0312...  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data = get_naturalearth_lowres()\n",
    "world = gpd.read_file(data[0])\n",
    "world.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(6, 6))\n",
    "ax.set_aspect(\"equal\")\n",
    "world.plot(ax=ax, color=\"white\", edgecolor=\"black\")\n",
    "cities.plot(ax=ax, marker=\"o\", color=\"red\", markersize=5)\n",
    "ax.set_title(\"Carte avec geopandas\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On restreint à l'Europe et pas trop loin de la France métropole."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>pop_est</th>\n",
       "      <th>continent</th>\n",
       "      <th>name</th>\n",
       "      <th>iso_a3</th>\n",
       "      <th>gdp_md_est</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>144373535.0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Russia</td>\n",
       "      <td>RUS</td>\n",
       "      <td>1699876</td>\n",
       "      <td>MULTIPOLYGON (((47.67591 45.64149, 46.68201 44...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>5347896.0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Norway</td>\n",
       "      <td>NOR</td>\n",
       "      <td>403336</td>\n",
       "      <td>MULTIPOLYGON (((29.39955 69.15692, 28.59193 69...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>67059887.0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>France</td>\n",
       "      <td>FRA</td>\n",
       "      <td>2715518</td>\n",
       "      <td>MULTIPOLYGON (((6.65823 49.20196, 8.09928 49.0...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>110</th>\n",
       "      <td>10285453.0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Sweden</td>\n",
       "      <td>SWE</td>\n",
       "      <td>530883</td>\n",
       "      <td>POLYGON ((11.46827 59.43239, 12.30037 60.11793...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>111</th>\n",
       "      <td>9466856.0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Belarus</td>\n",
       "      <td>BLR</td>\n",
       "      <td>63080</td>\n",
       "      <td>POLYGON ((29.22951 55.91834, 29.37157 55.67009...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         pop_est continent     name iso_a3  gdp_md_est  \\\n",
       "18   144373535.0    Europe   Russia    RUS     1699876   \n",
       "21     5347896.0    Europe   Norway    NOR      403336   \n",
       "43    67059887.0    Europe   France    FRA     2715518   \n",
       "110   10285453.0    Europe   Sweden    SWE      530883   \n",
       "111    9466856.0    Europe  Belarus    BLR       63080   \n",
       "\n",
       "                                              geometry  \n",
       "18   MULTIPOLYGON (((47.67591 45.64149, 46.68201 44...  \n",
       "21   MULTIPOLYGON (((29.39955 69.15692, 28.59193 69...  \n",
       "43   MULTIPOLYGON (((6.65823 49.20196, 8.09928 49.0...  \n",
       "110  POLYGON ((11.46827 59.43239, 12.30037 60.11793...  \n",
       "111  POLYGON ((29.22951 55.91834, 29.37157 55.67009...  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from shapely.geometry import Polygon\n",
    "\n",
    "europe = world[world.continent == \"Europe\"].copy()\n",
    "europe[\"geometry\"] = europe.geometry.intersection(\n",
    "    Polygon([(-10, 35), (50, 35), (50, 70), (-10, 70)])\n",
    ")\n",
    "europe.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>POINT (2.82631 42.63236)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>POINT (2.92725 49.00595)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>POINT (4.21389 44.46046)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>POINT (0.97421 47.12047)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>POINT (5.08532 48.61706)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   geometry\n",
       "0  POINT (2.82631 42.63236)\n",
       "1  POINT (2.92725 49.00595)\n",
       "2  POINT (4.21389 44.46046)\n",
       "3  POINT (0.97421 47.12047)\n",
       "4  POINT (5.08532 48.61706)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from shapely.geometry import Point\n",
    "\n",
    "points = [Point(lon, lat) for ind, lat, lon in df[[\"lat\", \"long\"]][:1000].itertuples()]\n",
    "enedis = gpd.GeoDataFrame(data=dict(geometry=points))\n",
    "enedis.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=(5, 4))\n",
    "europe.plot(ax=ax, color=\"white\", edgecolor=\"black\")\n",
    "enedis.plot(ax=ax, marker=\"o\", color=\"red\", markersize=2)\n",
    "ax.set_title(\"Carte de l'Europe avec geopandas\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## folium"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe srcdoc=\"&lt;!DOCTYPE html&gt;\n",
       "&lt;html&gt;\n",
       "&lt;head&gt;\n",
       "    \n",
       "    &lt;meta http-equiv=&quot;content-type&quot; content=&quot;text/html; charset=UTF-8&quot; /&gt;\n",
       "    \n",
       "        &lt;script&gt;\n",
       "            L_NO_TOUCH = false;\n",
       "            L_DISABLE_3D = false;\n",
       "        &lt;/script&gt;\n",
       "    \n",
       "    &lt;style&gt;html, body {width: 100%;height: 100%;margin: 0;padding: 0;}&lt;/style&gt;\n",
       "    &lt;style&gt;#map {position:absolute;top:0;bottom:0;right:0;left:0;}&lt;/style&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://code.jquery.com/jquery-3.7.1.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/js/bootstrap.bundle.min.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css&quot;/&gt;\n",
       "    \n",
       "            &lt;meta name=&quot;viewport&quot; content=&quot;width=device-width,\n",
       "                initial-scale=1.0, maximum-scale=1.0, user-scalable=no&quot; /&gt;\n",
       "            &lt;style&gt;\n",
       "                #map_9417384b97c75cbc32ba95a309cd3c80 {\n",
       "                    position: relative;\n",
       "                    width: 100.0%;\n",
       "                    height: 100.0%;\n",
       "                    left: 0.0%;\n",
       "                    top: 0.0%;\n",
       "                }\n",
       "                .leaflet-container { font-size: 1rem; }\n",
       "            &lt;/style&gt;\n",
       "        \n",
       "    &lt;script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/leaflet-dvf/0.3.0/leaflet-dvf.markers.min.js&quot;&gt;&lt;/script&gt;\n",
       "&lt;/head&gt;\n",
       "&lt;body&gt;\n",
       "    \n",
       "    \n",
       "            &lt;div class=&quot;folium-map&quot; id=&quot;map_9417384b97c75cbc32ba95a309cd3c80&quot; &gt;&lt;/div&gt;\n",
       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_9417384b97c75cbc32ba95a309cd3c80 = L.map(\n",
       "                &quot;map_9417384b97c75cbc32ba95a309cd3c80&quot;,\n",
       "                {\n",
       "                    center: [48.85, 2.34],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 10,\n",
       "                    zoomControl: true,\n",
       "                    preferCanvas: false,\n",
       "                }\n",
       "            );\n",
       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_1ebd13523e9189347cecd4853c6955c9 = L.tileLayer(\n",
       "                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;\\u0026copy; \\u003ca href=\\&quot;https://www.openstreetmap.org/copyright\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e contributors&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 19, &quot;maxZoom&quot;: 19, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            );\n",
       "        \n",
       "    \n",
       "            tile_layer_1ebd13523e9189347cecd4853c6955c9.addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "            var regular_polygon_marker_63829b4b1af00b626f92c2e549fbb7cc = new L.RegularPolygonMarker(\n",
       "                [42.6323626522, 2.82631103755],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_05f7639d2708a28eadf8d18c27dd3d1c = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_f9015aad7760d71733637dca9550ecd3 = $(`&lt;div id=&quot;html_f9015aad7760d71733637dca9550ecd3&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Ponteilla&lt;/div&gt;`)[0];\n",
       "                popup_05f7639d2708a28eadf8d18c27dd3d1c.setContent(html_f9015aad7760d71733637dca9550ecd3);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_63829b4b1af00b626f92c2e549fbb7cc.bindPopup(popup_05f7639d2708a28eadf8d18c27dd3d1c)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_0a8e66bc76a9d1faace789a0a9a3c65b = new L.RegularPolygonMarker(\n",
       "                [49.0059497861, 2.92725176893],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_23a2f469b5b75bbfd4f9e92662efe526 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_1a7fe3fa5401b1eebed085fd4b8b3887 = $(`&lt;div id=&quot;html_1a7fe3fa5401b1eebed085fd4b8b3887&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Varreddes&lt;/div&gt;`)[0];\n",
       "                popup_23a2f469b5b75bbfd4f9e92662efe526.setContent(html_1a7fe3fa5401b1eebed085fd4b8b3887);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_0a8e66bc76a9d1faace789a0a9a3c65b.bindPopup(popup_23a2f469b5b75bbfd4f9e92662efe526)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_0f507448d713a8b3f5bfd4756d917f96 = new L.RegularPolygonMarker(\n",
       "                [44.4604648196, 4.21389044246],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_858e4121fc12f4b2ec48ca86674bdd2e = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_6859b236a088938eddf6a7de01c31c05 = $(`&lt;div id=&quot;html_6859b236a088938eddf6a7de01c31c05&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Lablachère&lt;/div&gt;`)[0];\n",
       "                popup_858e4121fc12f4b2ec48ca86674bdd2e.setContent(html_6859b236a088938eddf6a7de01c31c05);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_0f507448d713a8b3f5bfd4756d917f96.bindPopup(popup_858e4121fc12f4b2ec48ca86674bdd2e)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_ad5f0ad19f36c399a4ac02981a977d99 = new L.RegularPolygonMarker(\n",
       "                [47.1204664673, 0.974214866115],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_4a631bb7b25b7bb7301018cc65e0f233 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_20180c7485fa7a48e38567770928cd1a = $(`&lt;div id=&quot;html_20180c7485fa7a48e38567770928cd1a&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Loches&lt;/div&gt;`)[0];\n",
       "                popup_4a631bb7b25b7bb7301018cc65e0f233.setContent(html_20180c7485fa7a48e38567770928cd1a);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_ad5f0ad19f36c399a4ac02981a977d99.bindPopup(popup_4a631bb7b25b7bb7301018cc65e0f233)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_77dfc89064263b0881facf47a20410f2 = new L.RegularPolygonMarker(\n",
       "                [48.6170558356, 5.08531612205],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_8fec4819fa6b8294b33d3910a5b1730e = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_1dba7d8d5582ca32ed30c066ffd25d08 = $(`&lt;div id=&quot;html_1dba7d8d5582ca32ed30c066ffd25d08&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Cousances-les-Forges&lt;/div&gt;`)[0];\n",
       "                popup_8fec4819fa6b8294b33d3910a5b1730e.setContent(html_1dba7d8d5582ca32ed30c066ffd25d08);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_77dfc89064263b0881facf47a20410f2.bindPopup(popup_8fec4819fa6b8294b33d3910a5b1730e)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_90b467b6b14b9091074cfd80cd5d26e6 = new L.RegularPolygonMarker(\n",
       "                [48.9809402743, 6.74049584113],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_97509957f4b521fe09239b5dd9f0dff1 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_f696af9c5ca17e62f4bf6987564935bc = $(`&lt;div id=&quot;html_f696af9c5ca17e62f4bf6987564935bc&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Grostenquin&lt;/div&gt;`)[0];\n",
       "                popup_97509957f4b521fe09239b5dd9f0dff1.setContent(html_f696af9c5ca17e62f4bf6987564935bc);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_90b467b6b14b9091074cfd80cd5d26e6.bindPopup(popup_97509957f4b521fe09239b5dd9f0dff1)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_f050c81b97d8439edcbd475d1e1fa8d0 = new L.RegularPolygonMarker(\n",
       "                [43.7783427892, 1.52699539175],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_e0dfd5083bdb339be3dd2fba06d606b8 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_905a3a3c4f155b78fba24ac2f0f8d767 = $(`&lt;div id=&quot;html_905a3a3c4f155b78fba24ac2f0f8d767&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Montjoire&lt;/div&gt;`)[0];\n",
       "                popup_e0dfd5083bdb339be3dd2fba06d606b8.setContent(html_905a3a3c4f155b78fba24ac2f0f8d767);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_f050c81b97d8439edcbd475d1e1fa8d0.bindPopup(popup_e0dfd5083bdb339be3dd2fba06d606b8)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_c375f06cc01eef5b700a7e686a2a2a0f = new L.RegularPolygonMarker(\n",
       "                [43.474861982, 3.50984991805],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_49e8ece43cafa70b2813c2baacff9cfb = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_e879150fe92ddd196ea99d631df2530b = $(`&lt;div id=&quot;html_e879150fe92ddd196ea99d631df2530b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Montagnac&lt;/div&gt;`)[0];\n",
       "                popup_49e8ece43cafa70b2813c2baacff9cfb.setContent(html_e879150fe92ddd196ea99d631df2530b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_c375f06cc01eef5b700a7e686a2a2a0f.bindPopup(popup_49e8ece43cafa70b2813c2baacff9cfb)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_95e23f4a38fd18f02d5c44aab451626d = new L.RegularPolygonMarker(\n",
       "                [44.5489197689, 4.50325802264],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_f9c8a1bdaad02d620cefc567a6471578 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_ba907f126b541c6e9a91643291970ed4 = $(`&lt;div id=&quot;html_ba907f126b541c6e9a91643291970ed4&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Villeneuve-de-Berg&lt;/div&gt;`)[0];\n",
       "                popup_f9c8a1bdaad02d620cefc567a6471578.setContent(html_ba907f126b541c6e9a91643291970ed4);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_95e23f4a38fd18f02d5c44aab451626d.bindPopup(popup_f9c8a1bdaad02d620cefc567a6471578)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_f66ce7ef45798b60dc589cffaf7b9ffa = new L.RegularPolygonMarker(\n",
       "                [43.5865732032, 0.106412584128],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_5648fdfa6050b8d309ef2a906d1a5246 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_ac11eaa8ba7f3414aad8c35000cee395 = $(`&lt;div id=&quot;html_ac11eaa8ba7f3414aad8c35000cee395&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Beaumarchés&lt;/div&gt;`)[0];\n",
       "                popup_5648fdfa6050b8d309ef2a906d1a5246.setContent(html_ac11eaa8ba7f3414aad8c35000cee395);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_f66ce7ef45798b60dc589cffaf7b9ffa.bindPopup(popup_5648fdfa6050b8d309ef2a906d1a5246)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_9eb24bf182ad4c6d3656c203d8ff8469 = new L.RegularPolygonMarker(\n",
       "                [49.5592362341, 0.11784853733],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_ea6be00d462bfa1d88a34947a6f1007e = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_0c434e5b7c06f8e343f58a518760a7ef = $(`&lt;div id=&quot;html_0c434e5b7c06f8e343f58a518760a7ef&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Octeville-sur-Mer&lt;/div&gt;`)[0];\n",
       "                popup_ea6be00d462bfa1d88a34947a6f1007e.setContent(html_0c434e5b7c06f8e343f58a518760a7ef);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_9eb24bf182ad4c6d3656c203d8ff8469.bindPopup(popup_ea6be00d462bfa1d88a34947a6f1007e)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_e233c172653e66f3d52f5887ae8f9f45 = new L.RegularPolygonMarker(\n",
       "                [48.5538342428, -4.07378308793],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_d7af4d867c8c66c38063916f73eb62e6 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_d43845c5c4c2428e7dafc708318b4cb1 = $(`&lt;div id=&quot;html_d43845c5c4c2428e7dafc708318b4cb1&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Plougourvest&lt;/div&gt;`)[0];\n",
       "                popup_d7af4d867c8c66c38063916f73eb62e6.setContent(html_d43845c5c4c2428e7dafc708318b4cb1);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_e233c172653e66f3d52f5887ae8f9f45.bindPopup(popup_d7af4d867c8c66c38063916f73eb62e6)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_7a32e001a323036509ffd679fd9a9e9f = new L.RegularPolygonMarker(\n",
       "                [44.1057054352, 2.53638457828],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_330573060bed7ca0bf75279a37424398 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_b278060e57932edd1799b35a1c360f76 = $(`&lt;div id=&quot;html_b278060e57932edd1799b35a1c360f76&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;La Selve&lt;/div&gt;`)[0];\n",
       "                popup_330573060bed7ca0bf75279a37424398.setContent(html_b278060e57932edd1799b35a1c360f76);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_7a32e001a323036509ffd679fd9a9e9f.bindPopup(popup_330573060bed7ca0bf75279a37424398)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_cb87ab4c19f6e22146a75d30eb00a1e6 = new L.RegularPolygonMarker(\n",
       "                [46.4732388204, -1.11103004277],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_99e3c6c28d6b910fddcaba976f5fcb2a = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_b9a24e35297a331fbf5546dfdbbe4e3d = $(`&lt;div id=&quot;html_b9a24e35297a331fbf5546dfdbbe4e3d&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Sainte-Gemme-la-Plaine&lt;/div&gt;`)[0];\n",
       "                popup_99e3c6c28d6b910fddcaba976f5fcb2a.setContent(html_b9a24e35297a331fbf5546dfdbbe4e3d);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_cb87ab4c19f6e22146a75d30eb00a1e6.bindPopup(popup_99e3c6c28d6b910fddcaba976f5fcb2a)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_5e6156c068cc0d10ad1de75842166855 = new L.RegularPolygonMarker(\n",
       "                [47.6784684786, -0.254153627589],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_0c8411a3978b0c9036e895eff8a273d7 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_d1898320e91d57a34c7ed80c742cb3a9 = $(`&lt;div id=&quot;html_d1898320e91d57a34c7ed80c742cb3a9&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Durtal&lt;/div&gt;`)[0];\n",
       "                popup_0c8411a3978b0c9036e895eff8a273d7.setContent(html_d1898320e91d57a34c7ed80c742cb3a9);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_5e6156c068cc0d10ad1de75842166855.bindPopup(popup_0c8411a3978b0c9036e895eff8a273d7)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_8250199ff1d8c36d9236c80af96557f1 = new L.RegularPolygonMarker(\n",
       "                [48.024299872, 6.65322813315],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_79f4ca2768dbc06cfe1d7765060d552a = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_23a3de96fa6bc38329bddeec32a08980 = $(`&lt;div id=&quot;html_23a3de96fa6bc38329bddeec32a08980&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Saint-Amé&lt;/div&gt;`)[0];\n",
       "                popup_79f4ca2768dbc06cfe1d7765060d552a.setContent(html_23a3de96fa6bc38329bddeec32a08980);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_8250199ff1d8c36d9236c80af96557f1.bindPopup(popup_79f4ca2768dbc06cfe1d7765060d552a)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_a4c2e274320ff082c3df23d5cb813971 = new L.RegularPolygonMarker(\n",
       "                [46.9876155864, 6.54089486522],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_0b594f14a44b880259f9cd6da09505e3 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_82aa66aedac76e8fbdb97f6c5991678c = $(`&lt;div id=&quot;html_82aa66aedac76e8fbdb97f6c5991678c&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Les Gras&lt;/div&gt;`)[0];\n",
       "                popup_0b594f14a44b880259f9cd6da09505e3.setContent(html_82aa66aedac76e8fbdb97f6c5991678c);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_a4c2e274320ff082c3df23d5cb813971.bindPopup(popup_0b594f14a44b880259f9cd6da09505e3)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_57ba4ed0754d5a1721a5e2bbb67478e8 = new L.RegularPolygonMarker(\n",
       "                [47.877299114, -2.75921805333],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_8600fbdeff823831640e8e3af2623c5d = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_c599f089d454919eed8ad46eceb442ab = $(`&lt;div id=&quot;html_c599f089d454919eed8ad46eceb442ab&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Bignan&lt;/div&gt;`)[0];\n",
       "                popup_8600fbdeff823831640e8e3af2623c5d.setContent(html_c599f089d454919eed8ad46eceb442ab);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_57ba4ed0754d5a1721a5e2bbb67478e8.bindPopup(popup_8600fbdeff823831640e8e3af2623c5d)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_51507ff6ccaf7efaea0d18d048acbc2b = new L.RegularPolygonMarker(\n",
       "                [48.5243486755, 2.6978908069],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_7920272ee73cefe4819c71561f7b949b = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_f8a6c52c0203fc37996e358456c8f493 = $(`&lt;div id=&quot;html_f8a6c52c0203fc37996e358456c8f493&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Vaux-le-Pénil&lt;/div&gt;`)[0];\n",
       "                popup_7920272ee73cefe4819c71561f7b949b.setContent(html_f8a6c52c0203fc37996e358456c8f493);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_51507ff6ccaf7efaea0d18d048acbc2b.bindPopup(popup_7920272ee73cefe4819c71561f7b949b)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_11a9cd417e977f535e38c13ba7e35bac = new L.RegularPolygonMarker(\n",
       "                [43.0130351221, 1.63224474168],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_abda14ad059fb5afdf83cfdd9864aa96 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_8bf7b6b71f1992a094bb3f741d8dbbb2 = $(`&lt;div id=&quot;html_8bf7b6b71f1992a094bb3f741d8dbbb2&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Saint-Jean-de-Verges&lt;/div&gt;`)[0];\n",
       "                popup_abda14ad059fb5afdf83cfdd9864aa96.setContent(html_8bf7b6b71f1992a094bb3f741d8dbbb2);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_11a9cd417e977f535e38c13ba7e35bac.bindPopup(popup_abda14ad059fb5afdf83cfdd9864aa96)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_ea4e75012b4acc6973f089ffab90cafb = new L.RegularPolygonMarker(\n",
       "                [47.7413830208, 6.82308023948],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_5aa1ab4887fffdc5d866dbff879a4d46 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_c11f58e857d359ea14094c6c83f21af9 = $(`&lt;div id=&quot;html_c11f58e857d359ea14094c6c83f21af9&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Giromagny&lt;/div&gt;`)[0];\n",
       "                popup_5aa1ab4887fffdc5d866dbff879a4d46.setContent(html_c11f58e857d359ea14094c6c83f21af9);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_ea4e75012b4acc6973f089ffab90cafb.bindPopup(popup_5aa1ab4887fffdc5d866dbff879a4d46)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_e4d56d44ae9a2d0e15d6b346b3641a18 = new L.RegularPolygonMarker(\n",
       "                [49.4655247167, 5.63134567357],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_865ed44698fec1073422d66d7535f055 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_c19d8e1ebe74efceb5dc8bf17e7bfc11 = $(`&lt;div id=&quot;html_c19d8e1ebe74efceb5dc8bf17e7bfc11&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Viviers-sur-Chiers&lt;/div&gt;`)[0];\n",
       "                popup_865ed44698fec1073422d66d7535f055.setContent(html_c19d8e1ebe74efceb5dc8bf17e7bfc11);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_e4d56d44ae9a2d0e15d6b346b3641a18.bindPopup(popup_865ed44698fec1073422d66d7535f055)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_6035bbc78331740f5b65be888f257a50 = new L.RegularPolygonMarker(\n",
       "                [44.0993050503, 4.95703578515],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_840c4763d38182f4307f050512a17aa7 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_9d30be9befdb44cbcece387557b2cdb5 = $(`&lt;div id=&quot;html_9d30be9befdb44cbcece387557b2cdb5&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Sarrians&lt;/div&gt;`)[0];\n",
       "                popup_840c4763d38182f4307f050512a17aa7.setContent(html_9d30be9befdb44cbcece387557b2cdb5);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_6035bbc78331740f5b65be888f257a50.bindPopup(popup_840c4763d38182f4307f050512a17aa7)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_9d37157b659bb60621d1de05f3e9e31c = new L.RegularPolygonMarker(\n",
       "                [46.9915664968, 1.17456232675],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_a2a5c6b181f5d00f88c06148b9e65d48 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_ed635795bd61fa657bc4753d9412b33a = $(`&lt;div id=&quot;html_ed635795bd61fa657bc4753d9412b33a&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Châtillon-sur-Indre&lt;/div&gt;`)[0];\n",
       "                popup_a2a5c6b181f5d00f88c06148b9e65d48.setContent(html_ed635795bd61fa657bc4753d9412b33a);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_9d37157b659bb60621d1de05f3e9e31c.bindPopup(popup_a2a5c6b181f5d00f88c06148b9e65d48)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_195ed19bbec7c2d0f708ed4758db11cd = new L.RegularPolygonMarker(\n",
       "                [46.9066111956, -1.67925209709],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_57e4e6fe443b9fffeddb8408be5441cf = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_681c8fb8640498a70cf15d77ae0babfa = $(`&lt;div id=&quot;html_681c8fb8640498a70cf15d77ae0babfa&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Touvois&lt;/div&gt;`)[0];\n",
       "                popup_57e4e6fe443b9fffeddb8408be5441cf.setContent(html_681c8fb8640498a70cf15d77ae0babfa);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_195ed19bbec7c2d0f708ed4758db11cd.bindPopup(popup_57e4e6fe443b9fffeddb8408be5441cf)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_f95b02866f84f6e808f844fe70448e85 = new L.RegularPolygonMarker(\n",
       "                [49.1457637047, 5.93127886973],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_241bea9e526117dda425b721af6e25c0 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_e3013840e153a5d55f6ea41dd827ccef = $(`&lt;div id=&quot;html_e3013840e153a5d55f6ea41dd827ccef&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Doncourt-lès-Conflans&lt;/div&gt;`)[0];\n",
       "                popup_241bea9e526117dda425b721af6e25c0.setContent(html_e3013840e153a5d55f6ea41dd827ccef);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_f95b02866f84f6e808f844fe70448e85.bindPopup(popup_241bea9e526117dda425b721af6e25c0)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_1ff24a75a46419459ff0355ab63a5261 = new L.RegularPolygonMarker(\n",
       "                [43.4092088166, 3.51276877944],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_59d65476613386b98db45581b3c34936 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_55081322432e35d25d656e0d1ec7368b = $(`&lt;div id=&quot;html_55081322432e35d25d656e0d1ec7368b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Pinet&lt;/div&gt;`)[0];\n",
       "                popup_59d65476613386b98db45581b3c34936.setContent(html_55081322432e35d25d656e0d1ec7368b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_1ff24a75a46419459ff0355ab63a5261.bindPopup(popup_59d65476613386b98db45581b3c34936)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_b6840a0c50f22adb3c7347ad6346a5cf = new L.RegularPolygonMarker(\n",
       "                [45.4098467761, 4.87814575907],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_76396b1a77262aedcd278226e274de1a = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_1c6202bd96a637ef06479cf07741a6fb = $(`&lt;div id=&quot;html_1c6202bd96a637ef06479cf07741a6fb&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Assieu&lt;/div&gt;`)[0];\n",
       "                popup_76396b1a77262aedcd278226e274de1a.setContent(html_1c6202bd96a637ef06479cf07741a6fb);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_b6840a0c50f22adb3c7347ad6346a5cf.bindPopup(popup_76396b1a77262aedcd278226e274de1a)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_e889b641b38f6ba14d22753c7336099d = new L.RegularPolygonMarker(\n",
       "                [49.9551632357, 1.25446498347],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_8fad3594b06c3c0d021fe25dc9d6ab5b = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_3f45dd973da6104b7bc6f9be3cfa8adc = $(`&lt;div id=&quot;html_3f45dd973da6104b7bc6f9be3cfa8adc&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Petit-Caux&lt;/div&gt;`)[0];\n",
       "                popup_8fad3594b06c3c0d021fe25dc9d6ab5b.setContent(html_3f45dd973da6104b7bc6f9be3cfa8adc);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_e889b641b38f6ba14d22753c7336099d.bindPopup(popup_8fad3594b06c3c0d021fe25dc9d6ab5b)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_d931b94d79e18bf7d6f66969fd293f41 = new L.RegularPolygonMarker(\n",
       "                [48.2064465328, 1.68199186501],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_a38dff943f899b20a16f8d141506db90 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_451a6cf5eca6c302481f3182d57ef84a = $(`&lt;div id=&quot;html_451a6cf5eca6c302481f3182d57ef84a&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Eole-en-Beauce&lt;/div&gt;`)[0];\n",
       "                popup_a38dff943f899b20a16f8d141506db90.setContent(html_451a6cf5eca6c302481f3182d57ef84a);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_d931b94d79e18bf7d6f66969fd293f41.bindPopup(popup_a38dff943f899b20a16f8d141506db90)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_eabd424f98841d54921c5c435f5ced60 = new L.RegularPolygonMarker(\n",
       "                [48.2352774795, -0.62048478317],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_f2af2d6178465ea0cf1167751aa930d6 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_f239dbaf8b1c37682bbfb47e2b7f8641 = $(`&lt;div id=&quot;html_f239dbaf8b1c37682bbfb47e2b7f8641&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Commer&lt;/div&gt;`)[0];\n",
       "                popup_f2af2d6178465ea0cf1167751aa930d6.setContent(html_f239dbaf8b1c37682bbfb47e2b7f8641);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_eabd424f98841d54921c5c435f5ced60.bindPopup(popup_f2af2d6178465ea0cf1167751aa930d6)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_3c3f1dbad034abfab1772f9b35afa0f8 = new L.RegularPolygonMarker(\n",
       "                [44.0318502391, 2.54900600408],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_c9011d057763327e8b6daa46e578bc95 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_73b8c476e2394070032e6c7b201bf8f3 = $(`&lt;div id=&quot;html_73b8c476e2394070032e6c7b201bf8f3&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Réquista&lt;/div&gt;`)[0];\n",
       "                popup_c9011d057763327e8b6daa46e578bc95.setContent(html_73b8c476e2394070032e6c7b201bf8f3);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_3c3f1dbad034abfab1772f9b35afa0f8.bindPopup(popup_c9011d057763327e8b6daa46e578bc95)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_dcfe320299b00c037403ea3895563ede = new L.RegularPolygonMarker(\n",
       "                [46.7238244801, -1.20354179762],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_70d9973e4399fc73fde0fb8111f43e78 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_d55e99d767bc28b6b567c3253dc97ef2 = $(`&lt;div id=&quot;html_d55e99d767bc28b6b567c3253dc97ef2&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Saint-Martin-des-Noyers&lt;/div&gt;`)[0];\n",
       "                popup_70d9973e4399fc73fde0fb8111f43e78.setContent(html_d55e99d767bc28b6b567c3253dc97ef2);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_dcfe320299b00c037403ea3895563ede.bindPopup(popup_70d9973e4399fc73fde0fb8111f43e78)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_729f760f9cb99090fe0f035ef43bb79a = new L.RegularPolygonMarker(\n",
       "                [45.7721362658, -0.025426939912],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_6ae4f279d22e05926999778185ab34d3 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_915333afd78c2e9d4080c3a1e968626f = $(`&lt;div id=&quot;html_915333afd78c2e9d4080c3a1e968626f&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Saint-Cybardeaux&lt;/div&gt;`)[0];\n",
       "                popup_6ae4f279d22e05926999778185ab34d3.setContent(html_915333afd78c2e9d4080c3a1e968626f);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_729f760f9cb99090fe0f035ef43bb79a.bindPopup(popup_6ae4f279d22e05926999778185ab34d3)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_0be634fdb5599cf7eb9cd6ffec507676 = new L.RegularPolygonMarker(\n",
       "                [45.1914031496, 4.74348797995],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_497153ba579e58a5dbb55d8ac3322338 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_67b0d5f1b0014c26a9d9ad3b90a041e2 = $(`&lt;div id=&quot;html_67b0d5f1b0014c26a9d9ad3b90a041e2&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Ardoix&lt;/div&gt;`)[0];\n",
       "                popup_497153ba579e58a5dbb55d8ac3322338.setContent(html_67b0d5f1b0014c26a9d9ad3b90a041e2);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_0be634fdb5599cf7eb9cd6ffec507676.bindPopup(popup_497153ba579e58a5dbb55d8ac3322338)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_bde9ed194c4c66acf2d1ffc7d6d55259 = new L.RegularPolygonMarker(\n",
       "                [48.1002285675, 7.46972554415],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_a9535b2ee1d85ae43b53026f8f635241 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_1a0e315a936b282122658aefb2155dbd = $(`&lt;div id=&quot;html_1a0e315a936b282122658aefb2155dbd&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Muntzenheim&lt;/div&gt;`)[0];\n",
       "                popup_a9535b2ee1d85ae43b53026f8f635241.setContent(html_1a0e315a936b282122658aefb2155dbd);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_bde9ed194c4c66acf2d1ffc7d6d55259.bindPopup(popup_a9535b2ee1d85ae43b53026f8f635241)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_31f43dec149071148c6d1a42a01d8db5 = new L.RegularPolygonMarker(\n",
       "                [45.6614259727, 5.07718056004],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_3db597e2bd348e7891eca498ec5e8933 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_28766a36aab129976d225493460a684b = $(`&lt;div id=&quot;html_28766a36aab129976d225493460a684b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Grenay&lt;/div&gt;`)[0];\n",
       "                popup_3db597e2bd348e7891eca498ec5e8933.setContent(html_28766a36aab129976d225493460a684b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_31f43dec149071148c6d1a42a01d8db5.bindPopup(popup_3db597e2bd348e7891eca498ec5e8933)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_6b1dec5e27c288ad6f2eee166b9f79b6 = new L.RegularPolygonMarker(\n",
       "                [43.6304933724, -0.491665691448],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_9f2189e35a1645a02b6256e57638ad61 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_270be2845bc06c73089246e4696965a6 = $(`&lt;div id=&quot;html_270be2845bc06c73089246e4696965a6&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Samadet&lt;/div&gt;`)[0];\n",
       "                popup_9f2189e35a1645a02b6256e57638ad61.setContent(html_270be2845bc06c73089246e4696965a6);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_6b1dec5e27c288ad6f2eee166b9f79b6.bindPopup(popup_9f2189e35a1645a02b6256e57638ad61)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_506d5e224f2d0c26d7f9fa6fec6a0b2a = new L.RegularPolygonMarker(\n",
       "                [47.7942365704, -3.4920071272],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_4f85b57712a69b7973b0a85681026394 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_5f219bcadc822a0cb1da6ebbca005afb = $(`&lt;div id=&quot;html_5f219bcadc822a0cb1da6ebbca005afb&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Guidel&lt;/div&gt;`)[0];\n",
       "                popup_4f85b57712a69b7973b0a85681026394.setContent(html_5f219bcadc822a0cb1da6ebbca005afb);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_506d5e224f2d0c26d7f9fa6fec6a0b2a.bindPopup(popup_4f85b57712a69b7973b0a85681026394)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_fabd1b29175027be8e7a9836e170c7c3 = new L.RegularPolygonMarker(\n",
       "                [50.5363921776, 2.83684413831],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_84b340eb32f0bd6cf83a6deb2895378a = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_7f7cdb2b9929559e20189837a5cf6f46 = $(`&lt;div id=&quot;html_7f7cdb2b9929559e20189837a5cf6f46&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Salomé&lt;/div&gt;`)[0];\n",
       "                popup_84b340eb32f0bd6cf83a6deb2895378a.setContent(html_7f7cdb2b9929559e20189837a5cf6f46);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_fabd1b29175027be8e7a9836e170c7c3.bindPopup(popup_84b340eb32f0bd6cf83a6deb2895378a)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_c8d6aff1931abd3b1aacfa549eaf7125 = new L.RegularPolygonMarker(\n",
       "                [46.0863848453, 2.02445065066],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_54c76a02f47b2f8c944fafd190d56507 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_6e01fd38345d8ae4a6d3b9777618048b = $(`&lt;div id=&quot;html_6e01fd38345d8ae4a6d3b9777618048b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Ahun&lt;/div&gt;`)[0];\n",
       "                popup_54c76a02f47b2f8c944fafd190d56507.setContent(html_6e01fd38345d8ae4a6d3b9777618048b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_c8d6aff1931abd3b1aacfa549eaf7125.bindPopup(popup_54c76a02f47b2f8c944fafd190d56507)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_d754e1444c4c613b8d5b323f6a4d514b = new L.RegularPolygonMarker(\n",
       "                [50.4494849162, 2.40727094389],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_bf625d65bed304016fe9d2ec68b4d043 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_771aff13b23d63844bb4956f92c44dd3 = $(`&lt;div id=&quot;html_771aff13b23d63844bb4956f92c44dd3&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Bours&lt;/div&gt;`)[0];\n",
       "                popup_bf625d65bed304016fe9d2ec68b4d043.setContent(html_771aff13b23d63844bb4956f92c44dd3);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_d754e1444c4c613b8d5b323f6a4d514b.bindPopup(popup_bf625d65bed304016fe9d2ec68b4d043)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_b76549b13e11c00c2d3d9fe56c67ef38 = new L.RegularPolygonMarker(\n",
       "                [42.5530241007, 2.9810933576],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_89fa7560cb759f6e061d76fe39654a94 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_f88af2a768740bbb5bde10394c385cbf = $(`&lt;div id=&quot;html_f88af2a768740bbb5bde10394c385cbf&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Saint-André&lt;/div&gt;`)[0];\n",
       "                popup_89fa7560cb759f6e061d76fe39654a94.setContent(html_f88af2a768740bbb5bde10394c385cbf);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_b76549b13e11c00c2d3d9fe56c67ef38.bindPopup(popup_89fa7560cb759f6e061d76fe39654a94)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_d32ee3798c5b4dcb8a2ad162ad39c444 = new L.RegularPolygonMarker(\n",
       "                [47.3631336719, -0.0534989366544],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_46cad5476c05483a78aa939aa400ef7b = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_9de231b54ecce46de35b5dcac26b8d2b = $(`&lt;div id=&quot;html_9de231b54ecce46de35b5dcac26b8d2b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Blou&lt;/div&gt;`)[0];\n",
       "                popup_46cad5476c05483a78aa939aa400ef7b.setContent(html_9de231b54ecce46de35b5dcac26b8d2b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_d32ee3798c5b4dcb8a2ad162ad39c444.bindPopup(popup_46cad5476c05483a78aa939aa400ef7b)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_74ea3e15708186675a4d973677ac834a = new L.RegularPolygonMarker(\n",
       "                [48.51164517, -2.13349842271],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_0f39cc74657817903da02b0811890493 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_94863b1db320adacd29a13b38c7a0e48 = $(`&lt;div id=&quot;html_94863b1db320adacd29a13b38c7a0e48&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Languenan&lt;/div&gt;`)[0];\n",
       "                popup_0f39cc74657817903da02b0811890493.setContent(html_94863b1db320adacd29a13b38c7a0e48);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_74ea3e15708186675a4d973677ac834a.bindPopup(popup_0f39cc74657817903da02b0811890493)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_9f15a51c1e62c7c62280e253567dbf76 = new L.RegularPolygonMarker(\n",
       "                [48.7682137464, 2.26375687994],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_69064616eaffbfced4a3fe6eec379d21 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_25971ef388d9bc3b35b9525bb339a79b = $(`&lt;div id=&quot;html_25971ef388d9bc3b35b9525bb339a79b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Châtenay-Malabry&lt;/div&gt;`)[0];\n",
       "                popup_69064616eaffbfced4a3fe6eec379d21.setContent(html_25971ef388d9bc3b35b9525bb339a79b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_9f15a51c1e62c7c62280e253567dbf76.bindPopup(popup_69064616eaffbfced4a3fe6eec379d21)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_b59751fc585c0826e523789770b57f86 = new L.RegularPolygonMarker(\n",
       "                [48.695957442, 2.23477492908],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_bd37c98c15d75f98178c8ec5fa2fd612 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_c254cf98161cacffde48c8f46097dcdf = $(`&lt;div id=&quot;html_c254cf98161cacffde48c8f46097dcdf&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Villebon-sur-Yvette&lt;/div&gt;`)[0];\n",
       "                popup_bd37c98c15d75f98178c8ec5fa2fd612.setContent(html_c254cf98161cacffde48c8f46097dcdf);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_b59751fc585c0826e523789770b57f86.bindPopup(popup_bd37c98c15d75f98178c8ec5fa2fd612)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_80cabe5632c172ba126ae91825989782 = new L.RegularPolygonMarker(\n",
       "                [43.5526726471, 5.98776482348],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_1316e7efc18ed82b1edfae4574503f37 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_958f650f42c4115d490564ce343bf92b = $(`&lt;div id=&quot;html_958f650f42c4115d490564ce343bf92b&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Barjols&lt;/div&gt;`)[0];\n",
       "                popup_1316e7efc18ed82b1edfae4574503f37.setContent(html_958f650f42c4115d490564ce343bf92b);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_80cabe5632c172ba126ae91825989782.bindPopup(popup_1316e7efc18ed82b1edfae4574503f37)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_889a2e7f87b538a6f906c647236c2793 = new L.RegularPolygonMarker(\n",
       "                [48.5446908485, -3.18228602183],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_5893a79af418332d76d078b27470f959 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_61dd8698f44335fbddece6cc4529d5a0 = $(`&lt;div id=&quot;html_61dd8698f44335fbddece6cc4529d5a0&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Grâces&lt;/div&gt;`)[0];\n",
       "                popup_5893a79af418332d76d078b27470f959.setContent(html_61dd8698f44335fbddece6cc4529d5a0);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_889a2e7f87b538a6f906c647236c2793.bindPopup(popup_5893a79af418332d76d078b27470f959)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "    \n",
       "            var regular_polygon_marker_00cbb95abb0d935ea0a4b96579f5d93b = new L.RegularPolygonMarker(\n",
       "                [43.5276424612, 5.93715471593],\n",
       "                {&quot;bubblingMouseEvents&quot;: true, &quot;color&quot;: &quot;#3388ff&quot;, &quot;dashArray&quot;: null, &quot;dashOffset&quot;: null, &quot;fill&quot;: true, &quot;fillColor&quot;: &quot;#132b5e&quot;, &quot;fillOpacity&quot;: 0.2, &quot;fillRule&quot;: &quot;evenodd&quot;, &quot;lineCap&quot;: &quot;round&quot;, &quot;lineJoin&quot;: &quot;round&quot;, &quot;numberOfSides&quot;: 4, &quot;opacity&quot;: 1.0, &quot;radius&quot;: 5, &quot;rotation&quot;: 0, &quot;stroke&quot;: true, &quot;weight&quot;: 3}\n",
       "            ).addTo(map_9417384b97c75cbc32ba95a309cd3c80);\n",
       "        \n",
       "    \n",
       "        var popup_2288cc565007594c48732a10b42d8d78 = L.popup({&quot;maxWidth&quot;: &quot;100%&quot;});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_74ed97b4a033f5263e19d94ca594300e = $(`&lt;div id=&quot;html_74ed97b4a033f5263e19d94ca594300e&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;Brue-Auriac&lt;/div&gt;`)[0];\n",
       "                popup_2288cc565007594c48732a10b42d8d78.setContent(html_74ed97b4a033f5263e19d94ca594300e);\n",
       "            \n",
       "        \n",
       "\n",
       "        regular_polygon_marker_00cbb95abb0d935ea0a4b96579f5d93b.bindPopup(popup_2288cc565007594c48732a10b42d8d78)\n",
       "        ;\n",
       "\n",
       "        \n",
       "    \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7f7cfde7e650>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import folium\n",
    "\n",
    "map_osm = folium.Map(location=[48.85, 2.34])\n",
    "\n",
    "for ind, lat, lon, com in df[[\"lat\", \"long\", \"Nom commune\"]][:50].itertuples():\n",
    "    map_osm.add_child(\n",
    "        folium.RegularPolygonMarker(\n",
    "            location=[lat, lon], popup=com, fill_color=\"#132b5e\", radius=5\n",
    "        )\n",
    "    )\n",
    "\n",
    "map_osm"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## cartopy avec les données d'OpenStreetMap"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On peut choisir également d'inclure ces détails dans une image fixe si l'image va dans un rapport écrit. On utilise les données d'[OpenStreetMap](http://openstreetmap.fr/) avec un certain [niveau de détail](https://wiki.openstreetmap.org/wiki/Zoom_levels)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.pyplot as plt\n",
    "from cartopy.io.img_tiles import OSM\n",
    "\n",
    "fig = plt.figure(figsize=(8, 8))\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree())\n",
    "ax.set_extent([-5, 10, 42, 52])\n",
    "\n",
    "imagery = OSM()\n",
    "ax.add_image(imagery, 5)\n",
    "# plus c'est grand, plus c'est précis, plus ça prend du temps\n",
    "\n",
    "ax.plot(df.long[:5], df.lat[:5], \".\")\n",
    "ax.set_title(\"France\");"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
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