diff --git "a/LabAvanzado1/EfectoFotoelectrico/Efecto_foto\303\251lectrico.pdf" "b/LabAvanzado1/EfectoFotoelectrico/Efecto_foto\303\251lectrico.pdf"
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diff --git a/LabAvanzado1/FranckHertz/code/FranckHertz.ipynb b/LabAvanzado1/FranckHertz/code/FranckHertz.ipynb
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@@ -0,0 +1,298 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Laboratorio: Franck Hertz con Neón"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Importamos las librerias\n",
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Parte 1: Datos con PC"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Cargamos los datos para los diferentes valores de U1 y U2\n",
+    "datos1 = pd.read_csv('../data/u1_2__u3_7-5.txt', delimiter = '\\t', skiprows=6, usecols=[3,4], names=['I', 'U2'], decimal=',')\n",
+    "datos2 = pd.read_csv('../data/u1_2__u3_8-1.txt', delimiter = '\\t', skiprows=6, usecols=[3,4], names=['I', 'U2'], decimal=',')\n",
+    "datos3 = pd.read_csv('../data/u1_2__u3_9.txt', delimiter = '\\t', skiprows=6, usecols=[3,4], names=['I', 'U2'], decimal=',')\n",
+    "datos4 = pd.read_csv('../data/u1_2-4__u3_10-1.txt', delimiter = '\\t', skiprows=6, usecols=[3,4], names=['I', 'U2'], decimal=',')\n",
+    "datos5 = pd.read_csv('../data/u1_3__u3_10.txt', delimiter = '\\t', skiprows=6, usecols=[3,4], names=['I', 'U2'], decimal=',')\n",
+    "\n",
+    "# Acotamos los valores hasta donde U2 es 60\n",
+    "datos1 = datos1[datos1['U2'] < 60]\n",
+    "datos2 = datos2[datos2['U2'] < 60]\n",
+    "datos3 = datos3[datos3['U2'] < 60]\n",
+    "datos4 = datos4[datos4['U2'] < 60]\n",
+    "datos5 = datos5[datos5['U2'] < 60]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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cXMzkyZNRqVScPXuWzMxMXn/9ddzc3HjllVdYtGgR06ZNY/LkyWRlZfH6669jb2/Pa6+9Zp1FsoDnnnuOc+fO8dprr3H06FGmTJliSpq3f/9+1qxZw+uvv07//v1vumyCJkDDxh8LBPVLdHS0NH36dCkwMFCytbWVnJycpO7du0uvvvqqlJ6ebmpXWloqPf/881JAQIDk4OAgDRo0SIqOjq5yN9OxY8eqvObOnTtNO18uXrxY4XxiYqJ0//33Sy1atJBcXFykkSNHSv/880+Fa1VFWX9nZ2fJxcVFuv/++6VDhw5V2M0kSZJ06tQpaeLEiZK3t7dkY2Mj+fr6SnfeeadZu0YAad68eVWeDwoKku65555Kz/38889S165dJXt7e6lly5bSc889J23fvl0CpD179pjale10uZHp06dLQUFB5Y7l5ORITz31lBQYGCjZ2NhI3t7e0j333COdP39ekqTyu5mu5/33369yJ9H1VNX/xnHKdjOVsW/fPumee+6R3N3dJRsbG6lly5bSPffcI23atMnUpmw3U0ZGRoVxS0tLpdmzZ0teXl6STCYzXaNsp1dlL3Puk6+++krq1auXZG9vLzk7O0vdu3evcH988cUXUpcuXSRbW1tJpVJJ48aNk86cOVOuzfTp0yUnJ6cK45fNqSaq+oyrYsuWLdI999wjeXl5SUqlUmrRooU0ZMgQadWqVVJpaanZ4whuLWSSdEMov0AgEAgEAkETQsTMCAQCgUAgaNIIZUYgEAgEAkGTRigzAoFAIBAImjRCmREIBAKBQNCkEcqMQCAQCASCJo1QZgQCgUAgEDRpmn3SPIPBQHJyMi4uLiJFtkAgEAgETQRJkigoKMDf379c8tHKaPbKTHJycpX1SQQCgUAgEDRurl69WmM5j2avzJTVn7l69Squrq51Gkuv1xMbG0ubNm1QKBTWEK9ZI9bLMsR6WYZYL/MRa2UZYr0so77WKz8/n4CAALPqyDV7ZabMteTq6moVZcbZ2RlXV1dxg5uBWC/LEOtlGWK9zEeslWWI9bKM+l4vc0JERACwQCAQCASCJo1QZgQCgUAgEDRphDIjEAgEAoGgSdPsY2bMQZIkdDoder2+2nZ6vR6DwUBJSYnwo5qBWC/LuNnrpVAoUCqVImWBQCBo8tzyyoxGoyElJYWioqIa25YpPfHx8eIBYAZivSyjIdbL0dERPz8/bG1tb8r1BAKBoD64pZUZg8FAXFwcCoUCf39/bG1tq32ISJJEaWkpdnZ24uFsBmK9LONmrpckSWg0GjIyMoiLi6Nt27Y1JqUSCASCxsotrcxoNBoMBgMBAQE4OjrW2F6SJADs7e3Fw9kMxHpZxs1eLwcHB2xsbIiPj0ej0WBvb1/v1xQIBIL6QPwUA/GLVHDLIu59gUDQHBDfZAKBQCAQCJo0QpkRCAQCgUDQpBHKjEAgEAgEgiaNUGaaIIMHD+bpp5+ucPynn34qFziakpLClClTCAsLQy6XV9rHErRaLS+88AKdO3fGyckJf39/pk2bRnJyMmAMqPb09OStt96qtP/SpUvx9PREo9GYdT1z53ngwAH69++Ph4cHDg4OhIeH89FHH1k+weuQyWSVvt5///0q+0RGRlbap6SkBIAxY8YwbNiwSvsePnwYuVzOyZMn6yS3QCAQ3IoIZaYZU1paipeXFy+99BJdu3at83hFRUWcOHGCV155hRMnTrB582YuXrzI2LFjAbC1teWhhx4iMjLStDPnetavX8/DDz9s9ZwmTk5OPP744+zfv59z587x8ssv8/LLL7NmzZpaj5mSklLutW7dOmQyGffff3+1/VxdXSv0LdslFBERwe7du4mPj6/Qb926dXTr1o3u3bvXWmaBQCC4EYPeQHJMDsd+jePwj7Ekx+Ri0BsaWiyrc0tvza4MSZIo1laeCViSJEo0egxyndW3zjrYKKw+ZnBwMMuWLQOMD8u6olKp2LVrV7ljy5cvp3fv3iQkJBAYGEhERATLli1j//79DBw40NQuKiqKmJgYIiIi6izHjXTv3r2cEhAcHMzmzZuJiorikUceqdWYvr6+5d5v2bKFIUOG0Lp162r7yWSyCn3LGD16NN7e3kRGRvLaa6+ZjhcVFbFx40aWLFlSK1kFAoGgMnJSC/nt8zNkJalNx078Fo+NvQL/tm50HxZIy7AWDSih9RDKzA0Ua/V0ePW3m37ds2+MwNH25n8cGzZs4NFHH622zerVq5k6dWql5/Ly8pDJZLi5uQHQuXNnevXqxfr168spM+vWraN379506tTJarJXxcmTJzl06FA5d1dd5pmWlsavv/7Kl19+WeO11Wo1QUFB6PV6unXrxptvvmlStJRKJdOmTSMyMpJXX33VpLxu2rQJjUZT5RoLBAKBJei1Bs4eTObwj7FoS/XYOSoJ7OCOTCEj/u8sSot0xP+dRfzfWbS/3Y/b7w/F3smmocWuE0KZucUZO3Ysffr0qbaNj49PpcdLSkpYuHAhU6ZMwdXV1XR81qxZLFiwgOXLl6NUKlGr1WzatIkPP/zQqrLfSKtWrcjIyECn07F48WJmz55tOleXeX755Ze4uLgwfvz4avuHh4cTGRlJ586dyc/PZ9myZfTv359Tp07Rtm1bwLg277//Pnv37mXIkCGAUdEbP348LVq0MMXXCAQCQW1IPJ/NH1+dQ51dCoB/WzeGz+6Ik8oOAINBIitRzZmoJM5EJXPuUAoJZ7MZMbsjfqFuDSh53RDKzA042Cg4+8aISs9JkkRJSSn29tZPN+9g0zCFGF1cXHBxcbG4n1arZdKkSRgMBj799NNy5yZPnsz8+fPZuHEjU6dOZePGjUiSxKRJk6wldqVERUWhVqs5cuQICxcuJDQ0lMmTJwO1nycYlY2pU6fWmCG3b9++9O3b1/S+f//+3HbbbSxfvpxPPvkEMCo8t99+O+vWrWPIkCHExsYSFRXFzp07ayWbQCAQlHH1fDa/rjyNXmvAUWVLj5FBdBrYErni3/BYuVyGV6ALg6eG066PL3u+Pk9uWhE/fniSIQ+F0/52vwacQe0RAcA3IJPJcLRVVvNS1HC+di9LlCNXV1fy8vIqHM/NzS1nITGHDRs24OzsXO1rw4YN5fpotVomTpxIXFwcu3btqnBNlUrFhAkTiIyMBIy7fCZMmGCxbJbOMyQkhM6dOzNnzhyeeeYZFi9eXKd5glFBunDhQjkrj7nI5XJ69epFTExMueMRERH88MMP5Ofns379eoKCghg6dKjF4wsEAkEZKZdy2XZNkQnu4snDb/ajy5CAcorMjfiHuvHAiz1p29MbySCx/7sL5GUU30SprYewzDRBwsPD2b59e4Xjx44dIywszKKxLHW/lCkyMTEx7NmzBw8Pj0r7REREMHjwYLZt28bBgwd5++23LZIL6jbPsqKNZdTWzbR27Vp69OhRq91gkiQRHR1N586dyx2fOHEiTz31FN9++y1ffvklc+bMQSaTVboDTCAQCGpCnVPK9jX/oNMaCOrkwcg5nVDYmGersLVXcldER4oKNCRdyGXfdxcY80TXJldPTygzTZC5c+eyYsUK5s2bxyOPPIKDgwO7du1i7dq1fP311+XaRkdHA8bA1IyMDKKjo7G1taVDhw6AZe4XnU7HhAkTOHHiBL/88gt6vZ7U1FQA3N3dy225HjRoEKGhocyZM4fQ0NBywcDWnufKlSsJDAwkPDwcMOad+eCDD3jiiSdMbWrjZsrPz2fTpk385z//qfT8tGnTaNmyJUuXLgXg9ddfp2/fvrRt25b8/Hw++eQToqOjWblyZbl+zs7OPPjggyxatIi8vDxmzJhhkVwCgUBQhl5rYMeavynO1+DR0pkRFigyZchkMgZPCef7N49y9Ww2F4+mEdan8l2ZjRapmZOXlycBUl5eXoVzxcXF0tmzZ6Xi4mKzxjIYDFJRUZFkMBisLabFHD9+XBoxYoTk7e0tubq6Sj179pS+++67Cu2ACq+goKBaXTMuLq7S8QBpz549FdovWbJEAqQlS5ZUOVZl/Syd5yeffCJ17NhRcnR0lFxdXaXu3btLn376qaTX62s1zzJWr14tOTg4SLm5uZWeHzRokDR9+nTT+6effloKDAyUbG1tJS8vL2n48OHSoUOHKu176NAhCZCGDx9uOtYQ95elfwONCZ1OJ507d07S6XQNLUqjR6yVZTSl9frrtyvSikf/kD5/Zp+Um15Yp7GObYuTVjz6h7R2wX6puEBjdr/6Wq/qnt83IpOk5m3bzs/PR6VSkZeXVyHOoqSkhLi4OEJCQmoM7oSyAOAS7O3tm5wJriGobr327t3Lfffdx+XLl2nRonnkOagrDXF/Wfo30JjQ6/XExMTQtm1bFIqGCaBvKoi1soymsl6aEh1fv3SYkkItd05rX+fgXb3OwH/fPkZ2ciGBHd0ZPrsTdg41O3Dqa72qe37fiAgAFjQIO3bsYNGiRUKREQgEglpyek8iJYVa3HwcCetTeWoJS1Ao5Qx5KBy5UkbCmWz+u+RouYR7jRmhzAgahHfeeYfnnnuuocUQCASCJklpsY7oXQkA9LonuNpdS5bg21rF+AU9cHG3Jz+zhO2r/kZbWnlW/MaEUGYEAoFAIGhinN59ldIiHS18HQntWXerzPX4BLsycVEvnFvYkZdRzOEfY606fn3QoMrM/v37GTNmDP7+/shkMn766ady5yVJYvHixfj7++Pg4MDgwYM5c+ZMwwgrEAgEAkEjoKRQS/TvVwHoNToEudz6MXb2zjYMedi4Q/TvvYkkns+2+jWsSYMqM4WFhXTt2pUVK1ZUev69997jww8/ZMWKFRw7dgxfX1/uuusuCgoKbrKkAoFAIBA0Dk7ujEdTrMPd34nQ27zr7TqBHTzoOLAlAHs2XMBgaLz7hRo0z8zdd9/N3XffXek5SZL4+OOPeemll0w1cb788kt8fHz49ttvqywaWFpaWi5ZWn5+PmCMttbry/v99Ho9kiSZXjVR1qaZbwCzGmK9LKMh1qvs3q/s76Oxo9frMRgMTU7uhkCslWU05vU6E5XMid/+jZUxSAaoRzH7jgvh0vE08jOKif8nk8CO7hXa1Nd6WTJeo02aFxcXR2pqKsOHDzcds7OzY9CgQRw6dKhKZWbp0qW8/vrrFY7Hxsbi7Oxc7pjBYECn05VTfmpCp9OZ3VYg1stSbvZ6lZaWotPpiI+PRy5vWiF0BoOB7OxsLl261ORkv9mItbKMxrpeqeeLOLMjF4DAHk5oHbOJicmp9+t6tbMjMVrHsd9iKLWtqMzU13qp1ebvpGq0ykxZZtkbU8z7+PgQHx9fZb8XX3yR+fPnm97n5+cTEBBAmzZtKs0zEx8fj52dndl5ZsCoVIk8MzUj1ssyGmq9lEolQUFBTTLPzKVLlwgNDW3UuUAaA2KtLKMxrpdkkDj69VEAOg9pye33t7lp3xMeToX8N/o4WXGltPQOwlFlW+58fa1XmWfFHBqtMlPGjR+WJEnVfoB2dnbY2dlVOK5QKCosskKhQCaTmV6WyCQezuYj1ssybuZ6lV2rsr+PpoBcLm+yst9sxFpZRmNbr4QLWRRklWDnqOT2+0JRKm+eXF4Brvi2diX1cj4XjqTSc1RIhTb1sV6WjNV47Gc34OtrrAtRZqEpIz09vdKCgAKBQCAQNFfOHkgGoF1vX5S2N1/B6jSoFQB/70tCrzPc9OvXRKNVZkJCQvD19WXXrl2mYxqNhn379nH77bc3oGQNz+DBg3n66acrHP/pp5/K/aJPSUlhypQphIWFIZfLK+1jCVqtlhdeeIHOnTvj5OSEv78/06ZNIznZ+Eem0Wjw9PTkrbfeqrT/0qVL8fT0RKPRmHU9c+d54MAB+vfvj4eHBw4ODoSHh/PRRx9ZPsHrUKvVPP7447Rq1QoHBwfat2/PZ599Vm2fM2fOcP/99xMcHIxMJuPjjz8ud37MmDEMGzas0r6HDx9GLpdz8uTJOsktEAiaH0X5GuKiMwHoMMC/QWQI7eGNo8qWojwNl/5KbxAZqqNBlRm1Wk10dLSpsnNcXBzR0dEkJCQgk8l4+umnefvtt/nxxx/5559/mDFjBo6OjkyZMqUhxW4ylJaW4uXlxUsvvUTXrl3rPF5RUREnTpzglVde4cSJE2zevJmLFy8yduxYAGxtbXnooYeIjIysdEfO+vXrefjhh8tV17YGTk5OPP744+zfv59z587x8ssv8/LLL7NmzZpaj/nMM8+wY8cOvvnmG86dO8czzzzDE088wZYtW6rsU1RUROvWrXnnnXdMlsXriYiIYPfu3ZXGfK1bt45u3brRvXv3WsssEAiaJ//sT8JgkPAJccWzlXPNHeoBhVJO52vWmVN/XG10u1QbNGbm+PHjDBkyxPS+LHB3+vTpREZG8vzzz1NcXMzcuXPJycmhT58+7Ny5ExcXl/oTSpJAW1T1OU0JyPVg7ZgGG0erjxkcHMyyZcsA48OyrqhUqnKWMoDly5fTu3dvEhISCAwMJCIigmXLlrF//34GDhxoahcVFUVMTAwRERF1luNGunfvXk4JCA4OZvPmzURFRfHII4/UaszDhw8zffp0Bg8eDMAjjzzC6tWrOX78OOPGjau0T69evejVqxcACxcurHB+9OjReHt7ExkZyWuvvWY6XlRUxMaNG1myZEmtZBUIBM0XvdbAP/sSAeh6Z0CDytJxoD/Ht18hI6GA1Ng8/ELdGlSe62lQZWbw4MHVancymYzFixezePHimyeUtgjertyMJwMc6uu6i5LB1qm+Rq+SDRs2VLnNvYzVq1czderUSs/l5eUhk8lwc3MDoHPnzvTq1Yv169eXU2bWrVtH79696dSpk9Vkr4qTJ09y6NChcu4uS+c5YMAAtm7dyqxZs/D392fv3r1cvHjRpBzWBqVSybRp04iMjOTVV181uco2bdqERqOpco0FAsGty8VjaRQXaHFuYUfr27waVBYHZ1tCe3hz4UgqMX+lC2VG0HgYO3Ysffr0qbZNVQHXJSUlLFy4kClTppTb9j5r1iwWLFjA8uXLUSqVqNVqNm3axIcffmhV2W+kVatWZGRkoNPpWLx4MbNnzzads3Sen3zyCXPmzKFVq1YolUrkcjlffPEFAwYMqJOMs2bN4v3332fv3r0mq+S6desYP348LVq0oKSkpE7jCwSC5oMkSZzabSxb0HlwKxRWKiZZF9p09+LCkVTiojO4Y2LbRrNTVSgzN2LjaLSSVIIkSZSUlGBvb2/9D9DG0brjmYmLi0ut3HZarZZJkyZhMBj49NNPy52bPHky8+fPZ+PGjUydOpWNGzciSRKTJk2yltiVEhUVhVqt5siRIyxcuJDQ0FAmT54MWD7PTz75hCNHjrB161aCgoLYv38/c+fOxc/Pr8ogXnMIDw/n9ttvZ926dQwZMoTY2FiioqLYuXNnrccUNG6KCzTkZRab3stkMjxbOqOwafgHk6Bxc+XvLLIS1Sht5Q0W+HsjAe3dUdopUOeUkpFQgHeQa82dbgJCmbkRmaxqd48kgUEBtvbWj5mxAFdXV/Ly8iocz83NrZAYsCZq42bSarVMnDiRuLg4du/eXeGaKpWKCRMmEBkZydSpU4mMjGTChAkWy2bpPENCjLkPOnfuTFpaGosXLzYpM5bMs7i4mEWLFvHjjz9yzz33ANClSxeio6P54IMP6qTMgDEQ+PHHH2flypWsX7+eoKAghg4dWqcxBY0PSZI4dyiF/d9fRK8tv5VV5eXAyEc74dmqHuP/BE0aySDx5xZjteouQ1ph72TTwBIZUdoqCOrgTuzJDC5HZwhlRlB7wsPD2b59e4Xjx44dIywszKKxLHW/lCkyMTEx7NmzBw8Pj0r7REREMHjwYLZt28bBgwd5++23LZIL6jZPSZLKlamwZJ5arRatVlshLbdCocBgqHt+hYkTJ/LUU0/x7bff8uWXXzJnzhxkMlmj2x0gqD16rYG9313g/KEUABxVtiivWWJKCnXkZRTzv3f/4q6ZHWhTj4UCBU2Xi8fSyEoqxNZBSffhQQ0tTjlCunkRezKDS8fT6TOmdUOLAwhlpkkyd+5cVqxYwbx583jkkUdwcHBg165drF27lq+//rpc27Jt72q1moyMDKKjo7G1taVDhw6AZe4XnU7HhAkTOHHiBL/88gt6vd6U1NDd3b3clutBgwYRGhrKnDlzCA0NLRcMbO15rly5ksDAQMLDjeXqDxw4wAcffMATTzxhamPJPF1dXRk0aBDPPfccDg4OBAUFsW/fPr766qtycT/Tpk2jZcuWLF26FDDm2Tl79qzp/0lJSURHR+Ps7ExoaKipn7OzMw8++CCLFi0iLy+PGTNmWLw2gsZLcYGG7av+JiU2D5kM+oxrzW3Dg5DJjdbcErWW3yPPEv9PFrvWn8XV0wGvQGGhEfyLXmfg6M+XAeg+PLDRWGXKCOnqiZ2jkryMYi6fyiC4S+U/am8qUjMnLy9PAqS8vLwK54qLi6WzZ89KxcXFZo1lMBikoqIiyWAwWFtMizl+/Lg0YsQIydvbW3J1dZV69uwpfffddxXaARVeQUFBtbpmXFxcpeMB0p49eyq0X7JkiQRIS5YsqXKsyvpZOs9PPvlE6tixo+To6Ci5urpK3bt3lz799FNJr9fXap6SJEkpKSnSjBkzJH9/f8ne3l4KCwuT/vOf/5T77AcNGiRNnz69wpxufA0aNKjC+IcOHZIAafjw4aZjDXF/Wfo30JjQ6XTSuXPnJJ1O19CimCjILpG+eumgtOLRP6Q1T++TEs5kVdpOrzdIWz+JllY8+of05aKDUnGBpl7laoxr1Zhp6PW68GeKtOLRP6S1z0VJmpLG+Zkd2RIrrXj0D2njkqOSVqutl/Wq7vl9IzJJat627fz8fFQqFXl5eZUWmoyLiyMkJMTsQpP1FgDcDKluvfbu3ct9993H5cuXadGiRQNJ2LhoiPvL0r+BxoRerycmJoa2bds2ivo5eq2BHz88QVpcPq6e9twzryvuflWnWygp1LJp6THyM0to3c2LkY92qrfPvbGtVWOnoddr5xf/EHM8ndtGBtHv3jY3/frmUKzW8NWiQ+g0Bu55vDMlyiyrr1d1z+8bEeH0ggZhx44dLFq0SCgygmZD1KYY0uLysXNUMvapbtUqMgD2TjaMfKQzcrmMy9EZXDyadpMkFTRmDAaJhLPZAAR3agTumypwcLY17bA6+VtCA0sjlBlBA/HOO+/w3HPPNbQYAoFVuBydwZn9SSCDu2Z1ROVlXqoFr0AXeo0OBiBq40XUOaXVdxA0e9Li8ikt0mHnqMQnpHHsFKqKbsMCkStkJMfkkZdiXs29+kIoMwKBQFAHSgq17Pv2AgC3DQ8kyMJf07eNCMI7yIXSIh37v79QHyIKmhDx/xgLSgZ0cEfeCJLkVYeLuz2dBrak69BW2Ls2rPuyca+UQCAQNHIObIqhKF9DC19Heo0Osbi/XCHnzuntQQZxpzLJTimsBykFTYX4f7IALFaKG4o7HmxHv/FtsHMSyoxAIBA0SbKS1Fw4kgoyuHNae5Q2tftC9/B3JqSLJwCnr6WvF9x65GcWk3lVjUwGgR2ahjLTWBDKjEAgENSSMsWjTXcvfFur6jRW16HGisgXjqRSotbWWTZB0yP2RAYA/u3ccHS1raG14HqEMiMQCAS1oLhAw4U/jTuQut4ZUOfx/Nu64RngjE5r4MyBpDqPJ2h6xJ5MB6BNd5EV2lKEMiMQCAS14ExUEnqdAe8gF3zb1M0qA8YClGVK0dmDKaK8xS1GQXYJaXH5IIPW3b0aWpwmh1BmBAKBwEIkSeKf/cmA0T1krWR3bW7zRmkrJz+jmPQrBVYZU9A0iD1htMr4h7rhpLJrYGmaHkKZEQgEAgvJTi6kMLcUpY3cqi4BGzsFIV2Nv8ovHku12riCxs+lv665mETh0VohlJkmyODBg3n66acrHP/pp5/K/UJMSUlhypQphIWFIZfLK+1jCVqtlhdeeIHOnTvj5OSEv78/06ZNIznZ+AtVo9Hg6enJW2+9VWn/pUuX4unpiUZjXnIlc+d54MAB+vfvj4eHBw4ODoSHh/PRRx9ZPsHrSEtLY8aMGfj7++Po6MjIkSOJiYkBrD9PQdMj8XwOYIxzUdhY92u0XW9j9fZLx9MxGISr6VYgL6OItLh8ZDJoc5twMdUGocw0Y0pLS/Hy8uKll16ia9eudR6vqKiIEydO8Morr3DixAk2b97MxYsXGTt2LAC2trY89NBDREZGVurvX79+PQ8//HC56trWwMnJiccff5z9+/dz7tw5Xn75ZV5++WXWrFlTq/EkSeLee+/l8uXLbNmyhZMnTxIUFMSwYcMoLCxssHkKGg9XzxvTzbcMt345joAO7tg72VCUrzHlHBE0b8pKWbRq7y5cTLVE2dACNDYkSaJYV1zluVJdKQatweoF4RyUDlYfMzg4mGXLlgGwbt26Oo+nUqnYtWtXuWPLly+nd+/eJCQkEBgYSEREBMuWLWP//v0MHDjQ1C4qKoqYmBgiIiLqLMeNdO/ene7du5veBwcHs3nzZqKionjkkUcsHi8mJoYjR47wzz//0LFjRwA+/fRTvL29+e6775g9e3a5eQ4aNMjUtz7nKWgc6PUGki/mAhAQ7m718RUKOe37+3FyZwIndlwhuLOHKGzbjJEkiQt/Gl2KYdescgLLEcrMDRTriunzbZ+bft0/p/yJo4159VysyYYNG3j00UerbbN69WqmTp1a6bm8vDxkMhlubm4AdO7cmV69erF+/fpyysy6devo3bs3nTp1sprsVXHy5EkOHTpUzg1kyTxLS431ca6vIq1QKLC1teXAgQPMnj273DyvV2Zu5jwFDUN6XD7aUj32TjZ4tnKul2t0HRrA6d2JpF7OJzkml5btREHW5kr6lQLy0otR2soJ6SZcTLVFKDO3OGPHjqVPn+qVNx+fyn8tlJSUsHDhQqZMmVKuPPusWbNYsGABy5cvR6lUolar2bRpEx9++KFVZb+RVq1akZGRgU6nY/HixcyePdt0zpJ5hoeHExQUxIsvvsjq1atxcnLiww8/JDU1lZSUFFP7snmuWLECZ2fnmzZPQcNSVtG4ZZgbMnn9WEycVHa0v92Pf/YncWJHvFBmmjEXjxqtMiFdvbC1F4/k2iJW7gYclA78OeXPSs9JkkRpaSl2dnb14mZqCFxcXHBxcbG4n1arZdKkSRgMBj799NNy5yZPnsz8+fPZuHEjU6dOZePGjUiSxKRJk6wldqVERUWhVqs5cuQICxcuJDQ0lMmTJwOWzdPGxoYffviBiIgI3N3dUSgUDBs2jLvvvrtcu+vnGRERcdPmKWhYLkcbs7QGXys/UF90Hx7ImQPJJJzNJiOhAK9Ay/9OBY0bSZJM91PbXsLFVBdEAPANyGQyHG0cq3w5KB2qPV/blyXKkaurK3l5eRWO5+bmlrOQmMOGDRtwdnau9rVhw4ZyfbRaLRMnTiQuLo5du3ZVuKZKpWLChAlERkYCEBkZyYQJEyyWzdJ5hoSE0LlzZ+bMmcMzzzzD4sWLaz3PHj16EB0dTW5uLikpKezYsYOsrCxCQv4tJFg2z/Xr1wPGwN/azFPQdMhNLyI7uRCZXEZw5/pVZlw9HWjb07hN9/TexHq9lqBhyExUo84pRWkrJ6AegslvJYRlpgkSHh7O9u3bKxw/duwYYWFhFo1lqZupTJGJiYlhz549eHhUXgwtIiKCwYMHs23bNg4ePMjbb79tkVxQt3mWWdHKqK07TaUyZnaNiYnh+PHjvPnmm+XOl83zl19+qfU8BU2Hsl/RLdu5Ye9kU+/X63hHSy4eTePyiXQGTWqH0rZhKxMLrMuV05kABLR3F59tHRHKTBNk7ty5rFixgnnz5vHII4/g4ODArl27WLt2LV9//XW5ttHR0QCo1WoyMjKIjo7G1taWDh06AJa5X3Q6HRMmTODEiRP88ssv6PV6UlON/l53d/dyW5EHDRpEaGgoc+bMITQ0tFwwsLXnuXLlSgIDAwkPDweMeWc++OADnnjiCVMbS91pmzZtwsvLi8DAQP7++2+eeuop7r33XoYPH16uXdk8p02bVut5CpoOcdeUmdY3KVDTr40KZ3c71NmlXPk7i9AeIqFacyLulFGZqW+X5a2AcDM1QYKDg4mKiiI2Npbhw4fTq1cvIiMjiYyM5IEHHijXtmzb8l9//cW3335L9+7dGTVqVK2um5iYyNatW0lMTKRbt274+fmZXocOHarQfubMmeTk5DBz5swK565cuYJMJmPv3r11nqfBYODFF1+kW7du9OzZk+XLl/POO+/wxhtv1GqeYEw4+PDDDxMeHs6TTz7Jww8/zHfffVdp21mzZpGTk8OsWbNqfT1B46cwr5TUy/kApiy99Y1MLqNdb18A0/ZdQfNAnVNKRkIByKh3l+WtgExq5tXM8vPzUalU5OXlVYhlKCkpIS4ujpCQkHLbcKtCkiRKSkqwt7cXeR/MoLr12rt3L/fddx+XL1+mRQvhK4aGub8s/RtoTOj1emJiYmjbti0KRf2b6P/Zn8S+by/gHezKAwt71vv1yshOLuS7N/5ELpcx473+ODhbnozxZq9VU+dmrFfZ/eTb2pX7n79591N9UF/rVd3z+0aEZUbQIOzYsYNFixYJRUbQZLjyt9El0Lrbzf0V7e7vhGeAMwaDROyJjJt6bUH9UZbdOUhYZayCiJkRNAjvvPNOQ4sgEJiNZJBIjTXurAtob/2svzXRtpcPmVfVXPornU4DW9706wusi15rIPGCsb5XUKfKN1EILENYZgQCgaAGctOLKC3SobCR41FPWX+ro6wyd/LFHIoLRAHTpk5ybC66Uj2Orrb1lkX6VkMoMwKBQFADaXHGwF/vIBcUipv/tanycsAr0AVJ+nd7uKDpknDGmEU6sKO7iL+0EkKZEQgEghpIvabM+ISoGkyGNrcZd1DFnhTKTFMn4YwxXiawo3AxWQuhzAgEAkENpF42xsv4tm647M5tbjO6mhLP51Ci1jaYHIK6UZBdYswiLWuY+KvmilBmBAKBoBo0JTqyk9QA+DagZcbN2xHPAGckg0TsyfQGk0NQN65eK1TqE+J6U7JI3yoIZUYgEAiqISO+AEkC5xZ2OLnZNagsZcUIRQK9psvV80ZlRlhlrItQZgQCgaAaUuOMLqaGjJcpI6y3LzIZpFzKIy+juKHFEViIZJBIPG/ckt1KKDNWRSgzAoFAUA1lJQwaMl6mDCc3O1pdq6588aiwzjQ1spLVlKi1KO0U+AQ3/P3UnBDKTBNk8ODBPP300xWO//TTT+W2+aWkpDBlyhTCwsKQy+WV9rEErVbLCy+8QOfOnXFycsLf359p06aRnJxs9hjff/89MpmMe++913RszJgxDBs2rNL2hw8fRiaTceLECbPGX7x4Md26datwPDc3t1wtqKysLEaOHIm/vz92dnYEBATw+OOPk5+fb/ZcbuTMmTPcf//9BAcHI5PJ+Pjjjytt9+mnn5rKB/To0YOoqKhqx63pc3ziiSdo27ZtpX2TkpJQKBRs3ry5NlO65ZEkibRGZJkBCOtzrVbTkVSaeTWaZkeZVcY/1A2FUjx+rYlYzWZMaWkpXl5evPTSS3Tt2rXO4xUVFXHixAleeeUVTpw4webNm7l48SJjx441q398fDwLFizgjjvuKHc8IiKC3bt3Ex8fX6HPunXr6NatG7fddlud5b8euVzOuHHj2Lp1KxcvXiQyMpLff/+d//u//6v1mEVFRbRu3Zp33nkHX1/fStts3LiRp59+mpdeeomTJ09yxx13cPfdd5OQkFDluDV9jhEREVy6dKlSpSgyMhIPDw/GjBlT63ndyhRklVBcoEWukOEV2DiSm4V080JppyAvo9iU/0bQNLh6zqjMBLQXZVysjShncAOSJCEVV+6LliQJQ2kpBoPB6omOZA4OVh8zODiYZcuWAUaloK6oVCp27dpV7tjy5cvp3bs3CQkJBAYGVtlXr9czdepUXn/9daKiosjNzTWdGz16NN7e3kRGRvLaa6+ZjhcVFbFx40befvvtOst+Iy1atOCxxx4zvQ8KCmLu3Lm8//77tR6zV69e9OrVC4CFCxdW2ubDDz8kIiKC2bNnA/Dxxx/z22+/8dlnn1U5z5o+xzJlb926dRUUxcjISKZNm4aNjdg1URvK4mU8A1xQ2jSOAo229kradPPiwp+pxBxPw7d147AYCapHrzOQfCkXwOQqFFgPoczcgFRczIXbetz064ad+AuZo+NNv+6GDRt49NFHq22zevVqpk6dWum5vLw8ZDIZbm5u1Y7xxhtv4OXlRURERAULglKpZNq0aURGRvLqq6+alLpNmzah0WiqvLY1SU5OZvPmzQwaNMh0LCEhgQ4dOlTb76GHHmLVqlVmXUOj0fDXX39VUHSGDx/OoUOHLBf6OiIiInj++edZvnw5zs5GC8K+ffu4dOkSs2bNqtPYtzJpZfEyIY0rviGoswcX/kwl5VJeQ4siMJO0K/noSvU4uNjg4d84rHzNCaHM3OKMHTuWPn36VNvGx8en0uMlJSUsXLiQKVOmVFue/eDBg6xdu5bo6Ogq28yaNYv333+fvXv3MmTIEMBohRg/fny9VtaePHkyW7Zsobi4mDFjxvDFF1+Yzvn7+1crM1BjWfrryczMRK/XV1hPHx8fUlPrFsw5ZcoUnn32WTZt2sTMmTMB4/r169evRoVMUDVlyfJ8GkHw7/WUWWMyE9VoS/XY2DUOq5GgalKuWWX827ohk4sSBtZGKDM3IHNwIOzEX5WekySJktJS7O3s6sXN1BC4uLjg4uJicT+tVsukSZMwGAx8+umnVbYrKCjg4Ycf5vPPP8fTs+pS9+Hh4dx+++2sW7eOIUOGEBsbS1RUFDt37rRYNkv46KOPeO2117hw4QKLFi1i/vz5pvkolUpCQ0Otfs0b7x1Jkup8P7m5uTF+/HjWrVvHzJkzKSgo4IcffqgyCFlQMzqNnsyrDZ8srzJc3O1xbmGHOqeU9Cv5tAwTbovGTvqVAgB8ghvXvdRcEMrMDchksirdPZIkIZfLkdvbN2hxMFdXV/LyKpqXc3NzLbIUQO3cTFqtlokTJxIXF8fu3burvebly5e5cuVKuQBUg8EAGJWFCxcu0KZNG8DoKnn88cdZuXIl69evJygoiKFDh1o0n+rWBoxxP9fj6+uLr68v4eHheHh4cMcdd/DKK6/g5+dndTeTp6cnCoWighUmPT29SuuXJURERDB06FBiYmLYt28fAA8++GCdx71VybiqxmCQcHC1xcXDvqHFqYBPiAp1Tjopl/OEMtMESLtSVt/L8h+PgpoRykwTJDw8nO3bt1c4fuzYMcLCwiway1I3U5kiExMTw549e/DwqL5QWlhYGKdPny6n/L388ssUFBSwbNkyAgICTMcnTpzIU089xbfffsuXX37JnDlzLFYaw8PDSUxMJDU1tdyOomPHjiGXy6u1tJRtcy0tLQWs72aytbWlR48e7Nq1i/vuu890fNeuXYwbN87scapiyJAhtG7dmsjISPbs2cPEiRNrZXUTGDHVYwpxbZSVjf3aqIg9kW6SU9B4UeeUUphbikxmDCZvqmh0BrR6A052jU91aHwSCWpk7ty5rFixgnnz5vHII4/g4ODArl27WLt2LV9//XW5tmUPY7VaTUZGBtHR0dja2posDpa4mXQ6HRMmTODEiRP88ssv6PV6k5XB3d0dW1tbAKZNm0bLli15++23sbe3p1OnTuUeBmXBwp06dSo3vrOzMw8++CCLFi0iLy+PGTNmWLo0DB8+nPbt2zNp0iSWLFmCv78/p0+fZsGCBfzf//2faa7btm0jLS2NXr164ezszNmzZ3n++efp378/wcHBgOVuJo1Gw9mzZ03/T0pKIjo6GmdnZ9M48+fP5+GHH6Znz57069ePNWvWkJCQUG5L+IsvvkhycjJfffWV6VhNnyMYrYozZ87kww8/JCcnp047swSQfNG4jda3TeN0C5TFzaRezrOKq1JQf6THG60y7v5O2No3rceuTm/gp+hkfjqZxPH4bDQ6Az2D3RnUzot+bTzo1sqtoUUEhDLTJAkODiYqKoqXXnqJ4cOHU1JSQrt27YiMjOSBBx4o17Z79+6m///11198++23BAUFceXKFYuvm5iYyNatWwEqJKbbs2cPgwcPBoy7gOTy2qUwioiIYO3atQwfPrzSrd7BwcHMmDGDxYsXV9pfqVSyc+dOFi1axNSpU0lPTycoKIjZs2fz/PPPm9o5ODjw+eef88wzz1BaWkpAQADjx4+vcku1OSQnJ5db7w8++IAPPviAQYMGmZL1Pfjgg2RlZfHGG2+QkpJCp06d2LZtG0FBQSbLUGpqaoW8M+Z+jjNmzOC1114jLCyM/v3713outzp6vYGki7kABIQ3zrTzngHOKG3klBbqyE4pFDtkGjFlLibvBsr6m15Qwo5/UvkzLhud3mA67mirpF9rDwa288JXVd6VqjdIbD2VxCd/XCIus7DcuaNx2RyNM9aYCvd14ck72xBs07AJHGVSM08hmZ+fj0qlIi8vr4JLoKSkhLi4OFM21pqQJImSkhLsGzhmpqlg7fUqLi7G3d2dbdu2mXY8NSca4v6y9G+gMaHX64mJiaFt27YoFNbdzZMSm8fm9//CzklJxPt3NNrdJ1uXneTquRwGTGxL1zsDqmxXn2vVHLH2em35+CSJ53MYPDWMjne0tIKE1ZNXrOVCagF6g8SOf1L47uhVNNcpMZUR5uOCt+u/hVQTsouIzyoCwN3JlogBIdzVwQcHGwV/nEvj8OUsDl7KQl2qA2BIa2e+iBhg1furuuf3jQjLjKDJsG/fPu68885mqcgIGheJ1yobtwpr0WgVGYBW4e5cPZdD4vmcapUZQcOh0+r/3eJfz7vi8oq0fHHgMusPXjEpGWV0baVieEdf3Bz/TaCZll/K/osZnErM5UJaARfSCsr1cXO04ZGBrZneL7hcnMyM/iHM6B9y3fXiuCOoYS2DQpkRNBlGjhzJyJEjG1oMwS2AqbJxI3UxlVGWSTbpYg4GvQG5QlSoaWwkXcxFpzHgpLLFo6VTvVyjSKNj9b7LrDsQR8E1JcZPZY+jrYKWLRz5v0Gtub1N5akx5t/VjpxCDX/GZVOs/VcBslUoGNjOExf7qrOHqxxteHZ4GDP6BZKeeMWqc7IUocwIBALBdWhL//0l3djTznsGuGDnqKS0SEd6fIEobdAIif87C4CgLp714j7W6Q3M+eo4By8ZrxPu68LTw9oyvIMvcjOtii2cbBnZqfJ6cubg5mhLRgOHXghlRiAQCK4j+VIuBr2Ei7s9Kq+GSWZpLnK5jFZhLYg9mUHi+WyhzDQyJEniyt+ZAAR3rjppaF1477cLHLyUhaOtgvcmdGFUJz+zlZjmRKO2Sep0Ol5++WVCQkJwcHCgdevWvPHGG6akawKBQGBtEs9di5cJb9EkAv3LrEdlrjFB4yE7pZCCrBIUNnKrW/mKNXoWbDrFmv2XAXh/QldGd/G/JRUZaOSWmXfffZdVq1bx5Zdf0rFjR44fP87MmTNRqVQ89dRTDS2eQCBohiTH5AKN38VURllcT0psnqjT1MgoczG1CmuBja11PheDQeLXv1P4aNdFLmcWIpfBi3e3554uflYZv6nSqJWZw4cPM27cOO655x7AmGPku+++4/jx41X2KS0tNWVwBePWLjButdPr9eXa6vV6JEkyvWqirE0z381uNcR6WUZDrFfZvV/Z30djR6/XYzAYrCq3Xm8gK8lYj8kz0LlJrImzh7HcQkFWCVfPZxHUqWJW7vpYq+aMtdYr7nQGAIEd3a2y9gUlOmZ/9RfH441WOE9nWz5+sCv9Wns06GdbX/eXJeM1amVmwIABrFq1iosXL9KuXTtOnTrFgQMHqi2et3TpUl5//fUKx2NjY3F2Lr91zGAwoNPpyik/NaHT6WpuJDAh1ssybvZ6lZaWotPpiI+Pr3Wiw4bCYDCQnZ3NpUuXrCa7OlOLXiehsJWRlnOV9NymYbJ39ZdTkAV/H45DY5dd4Xx9rFVzxhrrpSnWk3rZ+GPa4JRHTExhDT2qp0hr4KWdyZzLKMXRRsb9Hd24t4MKJ302MTEVP/ObSX3dX2q12uy2jVqZeeGFF8jLyyM8PByFQoFer2fJkiVMnjy5yj4vvvgi8+fPN73Pz88nICCANm3aVJo0Lz4+Hjs7O7OT5gHY1UPV7OaIWC/LaKj1UiqVBAUFNcmkeZcuXSI0NNRqibouZqcBGXgHuNKuXTurjHkzUBZlkvT3GQqSDbRt27bC+fpYq+aMNdbr9O5EkNLwDHCmc4/2dZJHqzcwI/I45zJKUTnY8M2sXnTwb5hswpVRX/dXmWfFHBq1MrNx40a++eYbvv32Wzp27Eh0dDRPP/00/v7+TJ8+vdI+dnZ22NnZVTiuUCgqLLJCoTBWyb72MhdL29/qiPWyjJu5XmXXquzvoykgl8utKntWsvHXs2egS5Naj8D2HsjlMvLSi1FnayrdhWXttWru1GW9JEni3CFj3bqOA/zrvOZvb7/AkcvZONsp2TC7D51aNr5da/Vxf1kyVqO2Nz733HMsXLiQSZMm0blzZx5++GGeeeYZli5d2tCiNSiDBw/m6aefrnD8p59+KvcQTElJYcqUKYSFhSGXyyvtYymLFy8mPDwcJycnWrRowbBhw/jzzz8BY3FFT09P3nrrrUr7Ll26FE9PTzQajVnXMneeBw4coH///nh4eODg4EB4eDgfffSR5ZO7js2bNzNixAg8PY25ISqrnl1aWsoTTzyBp6cnTk5OjB07lsTERADS0tKwsbHhm2++qXT8Rx99lC5dutRJRoH1ybx6LV6mVdOqc2TroDQVxLx6NquBpRGkxuaRk1KI0lZO2961z98CsCU6ibUH4gD44IGujVKRaQw0amWmqKiogv9NoVCIrdlmUlpaipeXFy+99BJdu3a1ypjt2rVjxYoV/P333xw4cIDg4GCGDx9ORkYGtra2PPTQQ0RGRlYaxLp+/XoefvhhU3Vta+Hk5MTjjz/O/v37OXfuHC+//DIvv/wya9asqfWYhYWF9O/fn3feeafKNk8//TQ//vgj33//PQcOHECtVjN69Gj0ej0+Pj7cc889rF+/vkK/4uJivv/+eyIiImotn8D6SJJEZqIxnbtXgHmV5BsTAR2Mu5oSzjZs/IQAzh9OASC0pw92DrV3gJxLyeeFH04DMG9ImzoltmvuNGo305gxY1iyZAmBgYF07NiRkydP8uGHHzJr1qx6u6YkSeg0lStLkiShLdWjkOmt7gZQ2sqtPmZwcDDLli0DYN26dVYZc8qUKeXef/jhh6xdu5bTp08zdOhQIiIiWLZsGfv372fgwIGmdlFRUcTExNTLA7x79+7lqkoHBwezefNmoqKieOSRR2o15sMPPwxQZXXxvLw81q5dy9dff82wYcMA+OabbwgICOD3339nxIgRREREMG7cOK5cuUJwcLCp7//+9z9KSkp46KGHaiWboH5Q55RSWqhDLpfh7lc/aefrk6COHvy55TKJF3LQ6wwolI36t2qzRZIkk0LZtqd3rcfJK9Ly6Nd/UaI1MLCdF/PvCqurYJB9GTJjgBt+bNo6g18XsG+6Vp9GrcwsX76cV155hblz55Keno6/vz+PPvoor776ar1dU6cxsOapffU2flU8smxQg+SH2LBhA48++mi1bVavXs3UqVMrHNdoNKxZswaVSmWy/HTu3JlevXqxfv36csrMunXr6N27N506dbLuBCrh5MmTHDp0qJy7qy7zrIy//voLrVbL8OHDTcf8/f3p1KkThw4dYsSIEYwaNQpfX18iIyNZvHixqd26deu499578fCouIVW0HBkXjVaZVr4OaGwaXqKgGcrZxxcbCgu0JJ0IYfAjuL+aghy04pQ55QiV8rwC3Wr1Rh6g8RTG0+SkF1EgLsDn0zqhqI2yfBK8uHsFojbjxR3gNKr6WgKlFxvOFfaG3Dw1CBXAJ5h0PYu6PwA+HerlewNRaNWZlxcXPj444+r3YotqBtjx46lT58+1bbx8fEp9/6XX35h0qRJFBUV4efnx65du/D0/DdV96xZs1iwYAHLly9HqVSiVqvZtGkTH374Yb3MoYxWrVqRkZGBTqdj8eLFzJ4923SuNvOsjtTUVGxtbWnRonxiNR8fH1JTjYF/CoWCadOmERkZyWuvvYZMJiMuLo59+/axY8cOC2YmuBlkJl6LlwloWvEyZcjkMkJ7+PD33kRO700UykwDUZaJ2a+NqtaJ8pb9fpG9FzKwU8pZ9VAP3BwtdM2XFsDRNXBoOQZ1DllnXciJcUKvqdxSJFOCk3cJzn5XUaWuRH54BbQbCbc/CYF9MWo6N5BzBZJOgEcoeNVtt5Y1aNTKTEOgtJXzyLJBlZ6TJImSkhLs7e3rxc3UELi4uODiYll8wJAhQ4iOjiYzM5PPP/+ciRMn8ueff+LtbfxDmTx5MvPnz2fjxo1MnTqVjRs3IkkSkyZNqo8pmIiKikKtVnPkyBEWLlxIaGioaRt/beZZGyRJKndvRERE8O6777J7926GDh3KunXraNWqlck1JWg8lGX+bWrBv9fTZUgr/t6XSPzfWeSmFeHm49jQIt1ymCquh9Wu4vqe8+l8svsSAO/c35mO/ha4fjSFcPRzOLgMirMpyVGS9GdLNLlGU4zMwQH7Dh2QKa89+iWJ0suX0Wdmok62R51sT85VP1r2SsDu4g64uAOcvKHv/0HXyZD0F8Tuhtg9kBNnuqzc3g2Ptg9C24bbnCOUmRuQyWRVunskSUIvKbCxUzToVmNXV1fy8vIqHM/Nza2QS6cmauN+cXJyIjQ0lNDQUPr27Uvbtm1Zu3YtL774IgAqlYoJEyYQGRnJ1KlTiYyMZMKECRbLZuk8Q0JCAKOrKy0tjcWLF5uUGWu7mXx9fdFoNOTk5JSzzqSnp3P77beb3rdt25Y77riD9evXM2TIEL788ktmzpwpEpc1MrKTC40PIRmEdPVqaHFqjZuPI8GdPblyOpNTu68yaHId4ywEFmEwSCRdvKbMtLe8HEZekdYU8Du9XxD3dW9l7oXhz1UQ9R8oykSSIDctiLSDEpJWh9LLC59FL+IybBgyG5tyXSWDgdILF1BHHSD7668oTc8kbncAraaE46w/CIXp8Mcbxtf1yJXg3QGyLyMryUWSN6w6IZSZJkh4eDjbt2+vcPzYsWOEhVn25WUN94skSRWyKEdERDB48GC2bdvGwYMHefvtty2SC+o2zxtlsrabqUePHtjY2LBr1y4mTpwIGLfC//PPP7z33nvl2kZERPDYY48xbtw4EhMTmTlzptnXEdwcTu25CkDrrl6NvlJ2TXS9sxVXTmdy/nAKfe9tU6fdNALLyEgooLRIh629Au9Ayy3Bb/16lvSCUlp7OvHiKDNdNwYD/PwknPwaAI08iJRTLSk6cwUA50GD8HtnKcoWlStXMrkc+/btsW/fHrf77iXp2QUUHT1K4jfnCPh0A07OSbDvXWPwsEdbaDME2twJwQPAzgX0OvRJf5GfWUJDOjbFXd4EmTt3LitWrGDevHk88sgjODg4sGvXLtPumuspy4+iVqvJyMggOjoaW1tbOnToAFjmfiksLGTJkiWMHTsWPz8/srKy+PTTT0lMTOSBBx4o13bQoEGEhoYyZ84cQkNDywUDW3ueK1euJDAwkPDwcMCYd+aDDz7giSeeMLWx1M2UnZ1NQkICycnJAFy4cAEwWmR8fX1RqVRERETw7LPP4uHhgbu7OwsWLKBz584VXEgPPPAATz75JI8++ihDhw4tt7NJ0PAUqzVcOGKMc+o6NKCBpak7LcNa4OppT35mCWmX80TszE0k8bxxF1PLsBbIFZZZXw9eymTTX4nIZPD+A12wtzEj3uZ6RUYmp8D3EZI+/Q2p9Aoye3u8nnwS9xnTkZlpCVZ6eRH4xeckPvkU6r17uTrvSQJWrcLp8b+gNB8c3Cp2UiihZU90RTEWzdfaCFt3EyQ4OJioqChiY2MZPnw4vXr1IjIyksjIyApKRdm25b/++otvv/2W7t27M2rUqFpdV6FQcP78ee6//37atWvH6NGjycjIICoqio4dO1ZoP3PmTHJyciq1RFy5cgWZTMbevXvrPE+DwcCLL75It27d6NmzJ8uXL+edd97hjTfeqHLsmti6dSvdu3c3FTmdNGkS3bt3Z9WqVaY2H330Effeey8TJ06kf//+ODo68vPPP1fIWuno6MikSZPIycmp17QCgtpx7mAKeq0Br0AX/EKb7tbUMmQyGT4hxnmkxxc0sDS3FskxRrd4y3aWuZgMBoml288BMK1vED2CzIi3uUGRUQctIGnFdqTSUhz79qX11i14zJpptiJThszWlpafLMNp0ECkkhKuPvYYhcePV67INCJkUjMvaZyfn49KpSIvL6/S2kxxcXGEhISYXZupvgKAmyPVrdfevXu57777uHz5coUdQbcqDXF/Wfo30JjQ6/XExMTQtm3bOqVQ/3n5KRLOZHHHg23pMqTpW2YAon9P4OD/LhHS1ZNRj3Wx2lrdKtRmvSSDxBfPRqEp1vHAiz3xDjI/RvDX0ynM+/YETrYK9j8/BA/niiV5ynGDIlPaawlxC1cjaTS4jBxJyw/e/zfIt5YYSktJfPwJCqOikDk6ErhmNY49e1batr7ur+qe3zciLDOCBmHHjh0sWrRIKDKCBkWSJDISjMXsvIMbT+G+ulL2IM1IEJaZm0V2SiGaYh1KO4VFO+JKtHre/+08ALPvaG2mIvOESZFh/Odk7r2CpNHgdHs/Wr7/Xp0VGQC5nR2tln+C0+23IxUVcfWRRyk6caLO49YXQpkRNAjvvPMOzz33XEOLIbjFKczVUFygRSaX4dmy6W7JvhHPAGeQGbMaF+aV1txBUGdSYo0uJt8QV4viZT76/SJXsorwdrFj9h0h1Tc2KTLfmBQZjUtP8n/dBoDX/Gcr7FaqC3J7e1qtXIFj374Yrik02pQUq41vTYQyIxAIblnKrDLufo4oa5ngrDFia6+kha+xJIOwztwcUi7lAsZkeeZyMiGHz/dfBmDJfZ1xsa9GEalEkdH6DCTh0UdBr8dpwAAcOlWMXawrcgcHAj77FPsuXTCo1aQufr3S2nsNjVBmBALBLUvZg74pFpasCe8g45xEEPDNocwy49fGrca2Z5Pzeer7k0xcfRiDBOO6+XNXhxpSQxz8qJwio2s1lKsREWjjE7Bp2RK/t960wiwqR+7ggP/bS5DZ2KDet89kCWpMCGUGRBVuwS3LrX7vm5SZoOarzAjLTP2jzimlIKsEmQx8Wlcfe5WWX8KEVYfYEp2MVi/RJ8SdxWNqsKhkxcLed43/H/0xdJ5A6quvURpzCaW3N4GR67Hxrd+K2nahoXg89n/GOSxZgi4np16vZym3dJ4ZW1tb5HI5ycnJeHl5YWtrW+0ukusTsYndTDUj1ssybuZ6SZKERqMhIyMDuVyOra2FtV+aCSZlJrD5BP+WUTan9Pj8Bpak+ZMSmwuARytnbO2rf6xuOn6VIo2eMB8XPnigK51b1eCWKsqGH/8P9KXGZHW3TaP41CkKdu0CuZyA1auwDbg5u/A8Z8+mYMdvlF68SNrbS2n5/ns1d7pJ3NLKjFwuJyQkhJSUFFNytOqQJAmdTodSqRQPZzMQ62UZDbFejo6OBAYG3pLlFQrzSinM0yCTNe16TFXhGeCMTAZFeRoKc0UQcH1S5srzbV29YmIwSGw8bsw2/cjA1jUrMol/wX+nQX4i2DjBPf8BmYz0jz4GQDVuHPbtb16RR5mtLX5L3uLKg5PI//lnVGNG41yLhKj1wS2tzIDROhMYGIhOp0Ov11fbVq/XEx8fT1BQkMjVYAZivSzjZq+XQqG4pRXNMquMm69TlfXYrI0kSZTGxFB0/DiGvDyQyXDs1QvHHj2sfi0bWwXu/k5kJRUa59q0qzQ0ajKvmhd7dTA2k6vZxbjYKxnV2a/6QbNi4Zv7oCQP3NvAxC/BvTX5O3ZQdOQIMhsbvB6fZ60pmI1D5864T5tGdmQkaUvfwalfP2gEP4ZueWUGrhWXtLHBpoYtbXq9Hrlcjr29vXg4m4FYL8sQ63Vz+dfFdHOsMiXnz5P07AI0sbEVzjn27YvPC89b/Ve2V5CrSZlxEzUn6wVJkshKUgNGN1N17VbvM+5cuq97Sxyq2z2nKYSNDxsVmVa94aEfwN4VXWYmqYtfB8B9dgQ2LVtabyIW4DlvLnlbt6KJiyPn+42opkxuEDmup+HVKYFAIGgAypQZ73qOl5EMBnK+/54rEx9EExuLzN4ep9tvx23iRFxH3Q02NhQdOcKVByeR8/1Gq257LSt2mB6vttqYgvIU5V3LVSQDD3+nKtvtPp/OgUuZ2CrkzLmjdfWD/roA0s+AkzdM/ArsXZEkiZTXFqPPzcUuPByvxx6z8kzMR+HigteTxtp3mStWoM/LazBZyhCWGYFAcEvyr2Wm/nYylV6+TOqrr1F0/DgAToMG4v/OO+UqGHsnJZH65luo9+4ldfFiNHGX8V640Cruv+szAbeVasgsK6gVGVf/dVdWlatIqzewZJux9tKsASEEuDtWPeCFHXDqW+MW7IlfgqvRHVXw207Uf/wBNjb4v7MUWQMH7btNmEDOhg2Uxlwi+/MvYNzYBpVHWGYEAsEtR3GBBnVOKciuZcutB9RRB4i7bzxFx48jc3DAe+ELBHz2WTlFBsCmZUtafboSr2fnA5D95VdkLFtmFRk8Wjkhl8soUWspVd/a2/DrizIXU3VB5BuOxHM5oxAPJ1vmDWlT9WDFufDL08b/95sHQbcD11xZa9YA4BExC/vwcGuIXidkSiXeLyykxZTJtJhVsZjwzUZYZgQCwS1Helnwr7djjVtpa4P64EES581D0mhw7NcXvzffwrZV1fENMrkczzlzkDs5kfbGm2StWo3CVYVHHR8SShsF7i2dyLyqJj9NU6exBJWTebV6ZSavSMvHf8QAMH94u+qz/O58CQpSjAG/Q14yHS768yglZ88is7fHffp06wlfR5wH9Md5QH/j5pmsrAaVRVhmBALBLUd9uphK4+JInPc4kkaD89ChBK5eXa0icz3uU6bgveBZANL/8x9Kzp2rszxlrqaCNG2dxxJUJDOxemXmk90x5BZpaefjzIM9q8kHc+l3Y4ZfZDBuJdj8u/0sa/06ANzG31fBsicwIpQZgUBwy1Ffyoyk15Py0stIJSU49ulDq48+tDi2wWP2bFxGjgS9nuSXXkLS6eokU1km4HyhzFidkkItuelFAHhWsi07LrOQrw5fAeDlezqgrKoAZUk+bH3K+P8+j0JQP9Opgt17KNy3H+TyRmWVaWwIZUYgENxy/LuTybrKTM6GDRSfOIHc0RH/pW/XOkjT9+WXkKtUlJ49R9b69XWSqUxhy0/XNMoCgU2Z5JhckMDNxxFH14qf9dvbzqHVSwwJ82JgO6/KB9EUwabpxsR4bkEw9FXTKX1eHqmvvQaA+8wZ2AYF1cc0mgVCmREIBLcUJWotBVklAHhaUZlRHzhI+gf/AcD7+eew8fev9VhKT098XngBgMwVKymNi6v1WB7+zsjkoCuRKMwTcTPWJDkmF4CW7dwqnDsUm8mus2ko5DJeuqeK/EF6LXw7EWJ3g40jjF8Dtsbt3ZLBQOobb6LLyMA2OBivJ56op1k0D4QyIxAIbinKrDIqLwfsHKwT/Ft4+LAp4NflrrtwmzixzmOq7rsXp9tvRyotJfWVV5FqWRRUYSPHzce4FTg7SeSbsSZJF43FFlu2Kx/HojdIvPWLMd5pap9AQr2rUJoPLoMrUWDnCg//BIF9gWuKzOtvkP/rryCX4/f2EuT29vU2j+aAUGYEAsEtRVleEGvFyxhKSkia/yxSaSnOQ4bQ8j8fILNCeneZTIbvG28gc3Cg6Phx8n7aUuuxPFoag1OzkgrrLJfASEmh1hT863+DZebnU8mcTcnHxV7J08PaVT5A+jnYd60S9qj3IbCP6VTG8uXkbtwIMhn+7yzF8bbb6mMKzQqhzAgEgluKsqKA1lJm8rZuRZ+Tg42/Py2XfWzVZGa2rVriOdeY6TXj448xFBXVahyPlkbXhVBmrEfKpVxTvIyT6t+EhHqDxPLdxq3Yjw5sjbtTJfeDwQBbnwC9BtqOgC4Pmk7pcnLIXh8JgN+bb6Aa27DJ6JoKQpkRCAS3FBkJ+QB4BdVdmZEkieyvvgKgxcMPI6+HrKzu06Zh07IluvR0stauq90Y19LsZycLZcZaJF3MBSrGy/z6dwqxGYWoHGyYfntw5Z3/3gSJx8DWGUZ/BNdle87d9D+kkhLswsNR3X9//QjfDBHKjEAguGUoKdSSn2kM/q2pwrE5FB48hOZSLHJHR9wm1M+DR25nh/dzCwDIWruWwiNHLB6jzM2Um1qEXisyAVuDyuJlDAaJ5dcS5EUMCKk8QZ6mCP4wFovkjmdB9W8OIkmrJWfDBgDcp0+/ZSva1wahzAgEgluGzGvxMq6e9tg7VZOJ1Uxyvv4aANX996Nwqb8aTy4jRuA0YABSSQkJs+eQ89//WtTfyc0WpZ0Mg0EiJ01YZ+pKaVHl8TL7YjKISVfjYq+s2ipzaDnkJ4EqEPrOLXcq/7ed6NLSUHh64nrPqHqS3mhRTFInEZ8fT4o6pVls2RflDAQCwS1DRoLxAWQNq4w+Nxf1wYMAtJg8uc7jVYdMJqPVyhWkvPQy+b/8QuqrryF3cEQ1ZrTZ/Z09bchN0pCVqMazVf0pXrcCKbF5IIHK26FcvMz3RxMAmNCjFSqHSpTl/BQ4+LHx/3ctBpt/dyhJBgNZX3wBQIvJk6zuskzIT+BQ8iGOph7lr7S/yC7JNp1r5dyK9h7/bh+XISPMPYxhQcNoraqhwncjQSgzAoHglsGa8TIFf+wGnQ67sDDsWofUebyakNvZ4f/+eyg9PMj+8ksyli/H9e6RyJTmfY07exmVmcykQsLqWdbmTmpsHgB+oW6mY+kFJfxxLh2Ayb0DK++4+03QFkGr3tBxfLlT6j17KD1/HrmjI+5Tp1pN1nxNPh//9TGbLm4qd9xGboO9wp5iXTGJ6kQS1Ynlzu+M38nyk8u5M+BO5nabS5h7475rhDIjEAhuGdKtWMYgf+dvALiMGF7nscxFJpPh9dST5G3dijYhgbxffsHt3nvN6uvsafy6zxK5ZupMapxRmfENcTUd23Q8EZ1B4rZAN9r5VHJ/JUdD9LfG/494u1zQryRJZKxcCUCLhx5C4eZWZxmLtEV8c+4bvjzzJfkaoxLfy7cXfXz70NuvN508OmGjsKFIW8Th5MOkF6eb+mr0Go6kHOFg0kF2X93N7qu7uSvoLuZ2nUtoi9A6y1YfCGVGIBDcEmiKdeSlFwN1V2b0+fkUHjoMgOvIkXWWzRLkjo64z5pJxn8+JOuzVajGjEGmUNTYz9nT6PbIShTKTF0w6A2kXTEqxb6tVQDkFGr4POoyAFP6VFJyQJLgt5cACTpNgIBe5U6r9+6l9Ow5ZI6OuM+cUWcZL2Rf4Nl9zxKfHw9AG1UbXur7Er18e1Vo62jjyNCgoRWOT+84ncu5l1l1ahU7ruxgV/wu9lzdw4KeC5gSPqXRBSeLAGCBQHBLUJYsz9ndDgfnusUjFOzeDVotdm1DsWt982MKWkyegkKlQhMfT/62bWb1cfZQggyK8jUU5YuyBrUlK6kQXakeW3sF7n7GLe8f7LxAbpGWcF8X7u1WSRmL879C/AFQ2sOwxRVO53z9DQAtJk2qU1VsSZLYHLOZqdumEp8fj4+jD+/e8S4/jP2hUkWmJlq7tea9Qe/xw9gfGNhqIDqDjneOvsOz+56lQFNQaznrA6HMCASCWwJTpWwrBP8WbN8BgMvwEXUeqzYonJ1wnzkTgMzPViHp9TX3sZGj8nIAICtZWGdqS+plo4vJp7UKmVzGP0l5fHst8Hfx2I4VK2PrNLDrFeP/+80Dt4BypzWJiRQeOgQYA39rS5G2iJcPvsxrh16jVF/KHS3v4H9j/seo1qNQyGu23FVH2xZtWXHnChb2XohSrmRX/C4e/OVBzmefr9O41sQsN9P48eNrbnQDq1atwtvb2+J+AoFAUB+YKmXXMfhXl5WF+sABgHrdPlsTLR6aStb69WguX6bgt99wHVWzLB7+TuSlF5OVqCYg3P0mSNn8uDFe5vWfzyBJMLarP31be1TscOwLyL4MTt4w4JkKp3P/9z8AnG7vh21AQIXz5nA59zLP7nuWS7mXkMvkPNH9CWZ1moVcZj17hUwmY2r7qXT27MyCfQu4WnCV6duns3LoSrp7dbfadWqLWTP96aefsLW1RaVSmfX69ddfUauF5i8QCBoPZcqMZx0tM/m//gp6PfadOzeIi6kMhbMz7tOnAZD52WdmFaJ0N5U1EN/PtSX1sjGY1re1ivOp+Ry7koONQsaiUZVUxtZrjXllAIa8CHbl7z1JpyNv848AtS5OeiDpAJN+ncSl3Et4OnjyxfAvmN15tlUVmevp4tWFTWM20du3N0W6Ih77/TEOJh+sl2tZgtkBwJ988onZlpb/XdM0BQKBoDGgKdGRk2asa+Qd5FpD6+rJ27IVANW4cXWWq664P/QQ2esjKY25hHr/flwGD662vSg4WTeK8jXkZxSDDHxCXFm2PxaAwWHe+KoqqWp95icoSDZaZbpV3G6t3h+FLj0dhbs7LnfeabE8f8T/wYL9C9AZdPT27c27A9/F08HT4nEsRWWn4tNhnzJ/73z2J+4nvSgdbxrWE2OW6rZnzx7c3c03SW7fvp2WLVvW3FAgEAhuApmJapDAyc0OR9faB/+WXrpEyZkzoFQ2qIupDIWrK27X6vfkbqr5R2RZwcns5EIMelHWwFLK4mXc/ZywdVCyJToZgHGVBf1KEhy+ZpXpPQeUdhWa5O/YDoBqzGiLC5T+k/kPz+1/Dp1Bx8jgkay6a9VNUWTKsFPY8fHgj1k5dCX3hd53065bFWYpM4MGDUJpRmKmjIwMAAYMGICdXcUPTiAQCBqCDCvllymzyjjfcUeddp1YE7cHJgDG7b3atPRq27q422Njp0CvM5B7bZu6wHzSrouXOZGQQ1JuMU62CoaG+1RsHH8IUk4ZdzD1nFXhtKTVot67DwCX4ZblKsoqzuLpPU+jNWgZHDCYd+54Bxt53ctzWIqNwoaBrQbe9OtWRp2dapIksW3bNsaPH0+rVq2sIZNAIBBYFWsoM5IkkffrL0DjcDGVYdemDQ49eoBeT96Pm6ttK5PLTNYZETdjOSnXMv/6tlGx7uAVAEZ09MXBtpLdQkc+Nf7bdRI4VbSYFB49iiE/H4WHBw7dupl1fb1Bz9bYrTy07SHSitIIdg3m7QFv13m3UnOg1srM5cuXefnllwkMDGTq1Kk4Ojry/fffW1M2gUAgsArWUGY0V66gS05BZmuL8+BB1hLNKpRZZ3L/90ONgcCmuBmRPM8i9HoDGfHG+6jAScGvp1OQyWDOwEqCwLNijblloEIxyTIKdu0CwOXOO81KemiQDDy3/zleOvASiepEPB08+XjIx7jYijpbYKEyU1JSwjfffMPgwYPp0KEDp06dIiUlhaioKL755hvuu6/h/WYCgUBwPVqNnpwUY8Crdx2UmaLjxwFw6NIFuX0lwZ4NiOuIEchdXNAmJlJ4+HC1bf8NAhbKjCVkJarRaQ3YOSpZefwKYNyO3d6vkoDyP1cBErQdDl4VaxpJej3qP3YD4HLXMLOuv+6fdeyK34WN3Ianb3uaX+/7lTZubWo7nWaH2crM3Llz8ff3Z+XKlTzwwAMkJSXx888/I5PJkMtF7j2BQNA4yUpUI0ng6GqLk1vtY/mKjh0DwKFXT2uJZjXkDg6oxo4Fag4E9mhlVGYyhTJjEWUuJjtfB/bFZKKUy5h/V7uKDQuz4OQG4/+rsMoUHT2KLiMDuUqFY9++NV77UNIhPjnxCQAv9XmJiM4RONo41m4izRSztZA1a9bw2GOPsXPnTubNm4eHRyXJgQQCgaCRYa3g3zLLjFMvy9PC3wzcJj4AQMEff6DLyqqyXZllRp1dSmmR9qbI1hxIu7aT6WxpKQAP9gogyMOpYsMjK0FbCL5doPXgSsfK2/ozYKzrJa9hF1NiQSLP7X8OCYn7297P/e3ur/0kmjFmKzNfffUVR48exc/PjwcffJBffvkFnU5Xn7IJBI2G3PQijm+7wq+fnuZ/7x4nPT6/oUUSmIk1KmVrk5LQJaeAUml2sObNxj4sDPsuXUCrJe+nn6psZ+egxMXd6CYT+WbMpyxZ3tECo0VrZv/gio2KsuHPNcb/D3qhXGXsMgzFxRTs3AmAauyYaq9ZrCvmmb3PkK/Jp7NnZxb1WVT7CTRzzFZmpkyZwq5du/jnn38IDw9n3rx5+Pn5YTAYOHv2bH3KKBA0KDmphfz37WP8ufUyV05nkhaXz9Zl0SLmoIlQFrRZF2Wm8JqLyb5jB+SOjde8bwoE/u8mJEmqsl2Zq0ncw+ZRmFtKQXYJyCBBpsfH1Y42Xs4VGx75DDQF4NMJwirPQ6TeswdDYSE2LVvi0L3qMgAavYb5e+dzPvs87vbufDj4Q2wVdSuQ2pyxONglODiY119/nStXrvD1119z//3389BDD9GqVSuefPLJ+pBRIGgwNCU6tq/6G22JHs8AZ/pPCMUnxJXSIh1blkWTey2rrKBxotPqyb4W/FsnZWb/fgCcevexilz1hWrUKGSOjmji4yk5darKdmXbs0XcjHmUJcvTuyjRyqB/qCeyG60uxTnXAn+BQc9DFbGkJhfTmNHIqmij1Wt5Zu8zHEg6gL3Cno8Gf4Svk691JtNMqXXkrkwmY+TIkfz3v/8lOTmZBQsWsG/fPmvKJhA0OPu+vUBOahFOKlvGPNGNbsMCGf14VzwDnCnO17DvuwsNLaKgGrISC5EMEg4uNji3qF3wr0GjQb3PqMy4DBtqTfGsjtzJCddru2PKHpqVIbZnW0aZMpMoN25779+mkky7f66G0nzw7gDhlbuPtGnpqKOiAEwB25XxU+xP7E/cj53CjhVDV3Cbz211nEHzxyrbkNzd3Xn66ac5Vc0vAYGgqZGZqObi0TSQwchHO5vS4Ns72TDykc4gg8TzOeRlCOtMYyXj6jUXU4BLxV/SZlJ0+DCGwkKUXl7Yd+5sTfHqBdcxxodk/rZtSNrKA3w9y9xMyUZlT1A9ZfEyZzQl2CnlDGznVb5BSd6/SfIGPle1VebHzaDX49CjR7VFSrfHGcscPNb1Mfr4NW5rYGPBLGVm/vz5FBaaHyj24osvkp2dXWuhBILGwPFtcQCE3uaNb2tVuXMqLwcC2hvrlZ09mHLTZROYR8a1QO26uJgKfv8DAOdhQ6t0CzQmnPr2QeHliT43F3XUgUrbqLwcUNjI0ZXqyc8SZQ2qQ681mAL+kxQGnrgzFC+XG6x8f642KjSeYdCh8uzQksFA7v9+AP6NbaqMjKIMjqcad87dHXK3FWZwa2DWX+ayZcsoKjL/1+fKlSvJzc2trUwCQYOTlaQm9oSx1ljPUcGVtuk4wFhc7vyhFPSiaF+jpK47mSS9noLd15KbDTMvuVlDI1MqUY0yBp/m/by10jZyhRx3v2tlDRLFjqbqyLhagEEvUSSTcPdxqJjxV1tsDPyFa1aZyrP5Fh4+jDYxEbmLC64jRlR5va/PfY2ERBevLvg7V1LAUlApZikzkiTRrl073N3dzXpZYsWpiaSkJB566CE8PDxwdHSkW7du/PXXX1YbXyCojBO/xQPQ5jYvU3zBjQR38cTBxYaifA3xf1ed10PQMOi1BrKT6xb8WxwdjT4rC7mrK069e1tTvHqlzNWk3m3cOVMZInmeeRw/kQpAssLAW/d2xk55g7JyeiMUZ4MqEDpWnQU/93/GZIaqMWOQOzhU2ubrs1+z/p/1AEwOn2wF6W8dai6FDaxfv97igX18KqkiaiE5OTn079+fIUOGsH37dry9vYmNjcXNza3OYwsEVVGs1nDphLH68G0jgqpsp1DKCe/nx8mdCZw7lELrbl5VthXcfMp+UTu42ODiUbvyAwW7fgfAefAgZDY3vypxbbHv2AGbwEC0CQmo9+/HqZKqzJ7XlPSypIKCipxPLWDPgau0Ro5bgDO3h94Q+CtJ/1pl+jwKisofqfqCAlP5ArcJlSe9++nST7x37D0A5nWbx+jWo60ziVsEs5SZ6dOn17cclfLuu+8SEBBQTpkKDg5uEFkEtw4XjqRi0El4BbrgHVRJ3ZXrCOvry8mdCSScyaJErcXeuek88Jo7ZTtQfEJUtQ7+Ve/ZA4DL0KbhYipDJpPhOmI4WZ9/Qf5vOytVZryDjfd22pV8JEmq9Ro1V5LztSz471EmlhotMVPuCa3Y6PIeyDgPts5w28NVjlWwcyeSRoNd21Ds2revcD4hP4ElR5YAMLPjTB7t8qh1JnELYZYy01Bs3bqVESNG8MADD7Bv3z5atmzJ3LlzmTNnTpV9SktLKb2WbhogP98YuKXX69Hr9XWSR6/XYzAY6jzOrUJTXC9JkjgTlQxA+9t9a5TdzccBj1bOZCWquXg8lY531N7H3RTXqyGpab1SLuUC4BPiUqs11SQkoImPB6US+759mtzn4jRsGFmff4F63z60anWFtXL3d0Aul1GcryEvo6jW1qvmiF6v5+voLLRqHS6SEpkcAlqrKtwD8j/XIAMM3aYg2ThDFfdI7hZj7JLLPaMx3FDV3CAZePXgq5ToS+jj24cnuz1ZoU1jp76+uywZr1ErM5cvX+azzz5j/vz5LFq0iKNHj/Lkk09iZ2fHtGnTKu2zdOlSXn/99QrHY2NjcXauPPbBXAwGA9nZ2Vy6dEkU1zSDprhe2Qml5KYVIVfKkLUoICYmpsY+LULkZCXC6f3x2PrWPl6sKa5XQ1LdekmSROJF445KrW2+WZ/jjUjbjNtjCQvjckrT27Em2dqCtzdSejqX//c/ssPCKqyVk6eSgnQtp45cxKdd5XEctyIZag374woJ1RmtMs6eNlxJuFyujbw0j7YxxrIEVzzuRFPFPSZlZMK1DNKZHTuQdUO7Hak7+Cv9L+zkdjzs8zCXLl2y9nTqnfr67lKrzY/natTKjMFgoGfPnrz99tsAdO/enTNnzvDZZ59Vqcy8+OKLzJ8/3/Q+Pz+fgIAA2rRpg6tr9S6DmtDr9Vy6dInQ0FAUisoj1gX/0tTWS5IkfvzxJAAdBvjTvlMlZuVK8Pcq5dKBI+Qla/Bp0QpXz9o9FJraejU01a1XflYJmqIU5HIZt93eHqWt5euZdOFjCgHPu+7CvW1bK0l9c8m4ZxQ56yNx+ftv6NevwlqlhsOZ9GTkJU60bdumASVtXGzdeQG9BN0dHKBIT1B7b9q2Lf99IPsrEpmkR/LtQlDPim68MrL3R5EpSTj06knA7beXO5ekTuLbv74F4JkezzAgbID1J3MTqK/vrjLPijk0amXGz8+PDh06lDvWvn17fvjhhyr72NnZYWdXMdOnQqGwyiLL5XKrjXUr0JTW63J0BunxBSjtFPQaFWK2zK4ejrQKa0Hi+RxijmXQe3RIrWVoSuvVGKhqvTKuGINaPQNdsHOwvJ6NQaOh6OhRAFwGDWyyn4fr8OHkrI+k6MBBZLNnV1gr39YqzuxPJiO+oMnO0dqUaPV8fywRgDZyGzTo8Q91q7g+Z4zPIVnnCdWuXcEvvwDGjL/Xt5MkiTf+fINiXTG3ed/G5PaTkcuarkW2Pr67LBmrUa9c//79uXChfLr4ixcvEhRU9Q4TgaA2GAwSR7YYzchd72xlyvZrLuH9/AA4dzAZg8io2uCUZWz1uyHZobkU//UXUnExCi9P7MLDrSnaTcWhSxcUKhUGtRouXqxw3jfEuD7pCQUiV9I1tp5KJrtIi5+DEm2WMf7St80N91HOFYg/aPx/p8p3JwGUXLhA6cWLyGxsKuSW+enST/yZ8id2Cjve6P9Gk1ZkGgNmW2bGjx9vVrvNmzfXWpgbeeaZZ7j99tt5++23mThxIkePHmXNmjWsWbPGatcQCMC4gyknpRA7RyXd7wq0uH+b27yI2qhEnVPK1bPZBHXyqAcpBeZi2snUunauZfV+Y/0c5wF3NOldPjKFAqf+/cnftg1OnoRx5bPTqrwdsHNUUlqkIytRXePuvVuB748mADDa1wkpRYOTm13Ful67XjP+23owqFpVOVbeVmPgr/OQISiuC3PQ6rV8dsq4pXtut7kEuYof6HXFbFVQpVKZ9bImvXr14scff+S7776jU6dOvPnmm3z88cdMnTrVqtcR3NpoinUc/ikWgNtGBmHnaPn2aqWNgrC+xqq2Zw8kW1U+gWVoSnRkXiug6HfjL2ozKTx0CACn/v2tJldD4TTwDuN/TpyscE4mk+FTtkU7zvz4hObKhdQCTiTkopTLaH8tr5Bva9fyCu3lfXD2J5DJYfhbVY4l6fXk//IrAKqx5QtPbondQkphCp4OnkwJn2L1edyKmG2ZqU3iPGswevRoRo8WyYME9cfRX+Moztfg5uNI1yEBtR6nwwB/Tu9O5MrpTArzSnFS1a5Ks6BupMcXIBkknFvY4dzC8u3GuqwsSq+5t5369bW2eDcd5wHXgkpjY9FlZqK4IaGpd4grCWezSbuST+Mvo1m/fHfNKnNnuDfa1GsuputdlXotbH/e+P9es8G36hUrOnYMXVoacpUKp4EDTce1Bi1f/P0FALM6zcJeKbbEWwPhpBPc0mQlqzm92xjsd8fEtihsav8n4eHvjG9rVwwGiQtHUq0losBCyjLallkcLKXozz8BsAsLQ+nR9N2FSk9P7K5tpCi6ZnG6HmGZMZKlLmXT8asATOzRkrxkY8XxcvEyf0Uak+Q5esCQRdWOl7f1ZwBcR45EbvtvDN4vsb+QpE7Cw96DCe2qLjgpsAyhzAhuWfQ6A3u/uYBkkAjp6klgx7o/uMoCgS/8mYokiUDghiDz6rWdTAG1q8dUePgwAE59m75VpgynAUZ3WeG1WKDr8bq2TnkZxbd0EPCne2Mp1Ojp6O9KVzcntCUGFEqZaX0w6OHwCuP/B78IDi2qHMtQUkLBb78B5V1MkiTx5ZkvAZjecToOSpHbx1oIZUZwy3Lwh0ukXs7D1l7BgAesk0ekzW3eKJRyspMLTXEbgptL2bp7BtQuSWbh4SMAON3ez2oyNTROgwcDoN63D0NJSblzjipblDZyJINEQVZJJb2bP8m5xXx9xFhc9rkRYaTHXau2HuSCQnntMXlhu3EXk70bdKs+blO9x1jg06ZlSxy6dzcdP5B0gNi8WJxsnIRVxsoIZUZwSxJ3KoO/9xjdS8Nmdqh1orsbsXeyIbiL0cJz4U/harrZ6DR6clKLAPBsZbllRnP1KtrERFAqcezZ09riNRj2XbqAlxdSURHq/fvLnZPJZLh6Ge///IzihhCvwfnkjxg0OgO9Q9wZ1M7L5HLzCbnOVVlWULLnTLB1rHY8k4tpzGhk12XELbPK3N/2flxsa2c5FFSOUGYEtxyaEh37vzfm3Oh+VyAhXa1b7Tqsr9HVdPFoGoZb2GzfEGSnFCIZjJWyndwsT5ZX5mJy6NoVuZOTtcVrMGQyGfQ3Zp8t2LGjwvkyZT7vFlRmknKL2fSX8YfNCyPDkMlkJmXGFPyb9BfEHwC5EnpVXRsQQJeTgzrK6M5TjfnXxXQg6QB/pv6JUqbkofYP1cNMbm1qlQH466+/ZtWqVcTFxXH48GGCgoL4+OOPCQkJYdwNeQwEgsbG8V+voM4pxcXDnl5jap+ttyoCO7pj72xDcb6Gq+dzCLJCLI7APDKvXnMxtXKuVX6YwoPXtmRbOV5GkiT2Xcxg38UM/orPQV2qA8DL2Y6+rT0Y0dGXDv71nONlwAD4aQsFe/ZiKCpC7vivdUHlfU2Zybz1lJmNx66iN0j0a+1BjyB3Sou0ZKcYa6z5hLhCcS78cE2B6TgeVC2rHa9gxw7Q6bDv2BG7NsYSEVqDlveOvQfA5PaT8XP2q7f53KpYbJkpK/w4atQocnNzTVUt3dzc+Pjjj60tn0BgVbKS1Jz6w7hjYeCD7bCpRc2emlAo5LTtadz+eul4mtXHF1RNRlnwby1cTJJOZ8ov41yWm6WOZBdq2BKdxD2fHGDG+mOsP3iF04l5XM4o5HJGIX/GZbPsjxhGfRLFnK+OE5NWYJXrVkqbNtgEtEIqLka9b1+5U6oyy0z6raXM6A2SaQfT5D7GZJlpcfkggYNKYcwEvmUeZMeCKgBGvlPjmPk7jIG/rqNGmY59f/574vLicLd35/+6/l89zERgsWVm+fLlfP7559x77728886/H2zPnj1ZsGCBVYUTCKyJJEns++4CBoNE625eBHfxrLdrBXXy4O+9iaa0+oKbg8kyU4vg3+JTpzAUFKBQqbDv1KnWMkiSxIFLmSz/4xJHr2SbjvvbFrOo1Sm6yy7ikXcWhSYfgySRJPdne2FbDp/vyISLibw0rgcTe9U+31FVyGQynEeMIOeLteRv247r3XebzqnKYmZuMcvMvovppOSV0MLRhhEdjT9AUq5lj1b528KVKDj/C8ht4MGvwal6K6suK4uiaxWyXa6VL8guyeazaGO8zRPdn8DVVmRZrg8sVmbi4uLofl10dhl2dnYUFhZaRSiBoD64ei6blEt5KGzkDJhYv1WQywIHc9OKKFFrsXe2PKuwwDIkg0RmUpmbyXLLTFmcg1P//shqWSwvv0TL099Hs/t8uulYD28ZC1x30Tf9v8iSK+5wa00e85TnmMdWSiUla7aMZsyhmfRr68Os/iH4qqyXVM1l5N3kfLEW9f79SBoNsmv5T64PAJYkqUmXcDAXSZJYvc9Yj238ba2wUxo/87J4GZWvDfLdLxsb95gB/hWfezdSsOt3MBiw79QJ21ZGd9Tyk8sp0BbQ3r0994XeZ/2JCIBaKDMhISFER0dXKPa4ffv2ChWuBYLGgiRJHPvlCgCd7miJi3v9Zt20d7LBzceR3LQiUuPyCO5cf1YggZG8jGJ0pXoUNnLcfCzfnVYYdQAApztq52JKyCpi1pfHuJSuxlYpZ1aPFjzusAvnk2sg8ZqFzqczdBoPLW8DFz9jRtmUaLhyACkuCrv8RJ5Q/kTPzIs8mTKPX0+n8P0jfQlwr373jLnYhYchV6kw5OVRcuEiDp2NFigXD3tkchk6rYGiPGM9oubOzrNp/BmXjZ1SzqwBxtg5SZLIiL+WdFF+BlnScVA6wMDnzBqzYKfRxeQyYjgA57LO8cNFY3XtF3q/gEIuKpPXFxYrM8899xzz5s2jpKQESZI4evQo3333HUuXLuWLL76oDxkFgjqTeCGH1MtGq0z3EZYXkqwNviGu5KYVkRaXL5SZm0BZ0Ka7nxNyhWXhgLqsLErOnAHAeYDl9ZhS80oY/9lBMtUafFxs2dL9BL6nV0KJ0WWBd0cYvBDCR4P8Btl8O0H3h5BJEvzzA4atT9KPs/ymfIl5+fOY/DlsmN2HII+6766SyWQ4dO5M4YEDFP992qTMKBRyXNztyM8sIS+juNkrMxqdgaXbzgEw547WtHQzKr8F2SWUFGqRy2W0TriWIK/v/4GLT1VDmdDl5FD451EAXEeMQJIk3jn6DhISI4NH0sOnR/1MRgDUQpmZOXMmOp2O559/nqKiIqZMmULLli1ZtmwZkyZNqg8ZBYI6c/zXKwB0HOB/02om+bRWcf5IKmlxeTflerc6uWnG/DJuPpZbMQoPGK0ydh3ao/SybKu+JEm89OPfZKo1hHk7sznkJ5yOrjOe9Ao3KjHtx1VUYm5EJoPOE5D7dYX/Tsc9/Qzf2C5li/p25i5/gCcfGMmIjr4Wz+1GHLoYlZmS03/DdTUOVV4O15SZIvzbutX5Oo2Zb47EcyWrCC8XOx4b3MZ0PDPB6AZs4aHHqeAikp0rsv5PmTVmwW+/gV6PXYf22AYGcijpECfST2CvsGd+j/n1Mg/Bv9Qqz8ycOXOIj48nPT2d1NRUrl69SkREhLVlEwisQkZCAckxucjlMroPvzlWGfg3biYtLh/JIEob1De56bVXZgp+/wMA5+sKAprLluhk/jifjo1CxvfBP+N0ah0gg1EfwGOHoON9NSsy1+PZFmb/Dt0fRoGB8YoD/CTN5+i3b/Dhb+cx1PFesu9sLI5Y/Pff5Y67eRvXrSzpYHOlRKvns32xADwzrB1Odv/+pk9PMLoDveXGQqNS94eqLVtwPXlbtgKgusdYGPnLs9cS5LW7X2zFvglYrMzceeed5ObmAuDp6Ym3tzcA+fn53HnnnVYVTiCwBmVbsUN7eteqinJt8fB3QmkrR1Oib/YPiMbAv5YZy+JlDCUlqK9ZZlyG3WVR34yCUhb/bHRPrW7/Dy1Of248MXY59J4DtY2RsHWEcStgzh4MbYZiI9Pzis0GOhx4nPnfHqFEq6/duIDDNWVGc/ky+oJ/t4K7+xvdWNnJzXsjx3dHE8goKKWlmwMTerQqdy7jmmXGq9gYDC51n2bWmJqEBIpPngS5HNfRo7mQfYFDyYeQy+QiQd5NwmJlZu/evWg0mgrHS0pKiIqqWMRMIGhICvNKibmW66XrUOtvd60OuUKOd5DROpMqXE31Tpky08LHstiSwoMHkYqLUfr7Yd/Rsk0Mr275h9wiLfd5pTAk7n3jwTtfgdsetmicKml5G/KHfoBRH6CX2zBScYx7L7zAvK8Oo6+lhUbp6YmNvz9IkilOCG4NZaZEq2fVNavM3CFtsFX++wiUJImMa5YZL+Uliry6gWc7s8YtK1/g1K8fCm9Plp1YBsBdQXfRyqVVdV0FVsJsZeb06dOcPn0agLNnz5renz59mpMnT7J27Vpatqw+M6JAcLP5Z18SBr2EX6jKpFjcTMpiD2L/Sq++oaBOlBRqKS7QAv9mszWXgl2/A+AydJhFW5J/PZ3C9n9SsZMbeJdlyPQaY4DvHc9adP0akcmg9xwU07agVzowWHGKSVdeYdlvZ2ruWwX2XboAUBwdbTrm7mfMzVOQXYKmRFcnkRsr6w7GkZZfir/KvoJVpjC3lOICLTL0eNrEk9vavGz2kiSRt/Wai2ncWFafXk1UUhS2clse6fKI1ecgqByzA4C7deuGTCZDJpNV6k5ycHBg+fLlVhVOIKgLOo2ef/YnAdD1zptrlSkjvJ8fx7dfIeFsNtnJhaZfvwLrUhYv46Syxdbe/H0Nkk6Hes8eAFzuGmZ2v2KNnte2GpWJ/3SKx/ZiAjh6wL2fGZWP+iC4P4opG9F/8wB3cQLtoWf41W8t93SzPA7MqW8fCnbsoGDPHjz/z5iR1t7ZBgdXW4rzNeSkFJUvstgMuJBawMe7YgCYPzzMlFemjLIEl+7KBBTObhQEDqPmPUxQfDIabUICMkdH4rp689leY26aV/q9QrsW5ll2BHXHbMtMXFwcsbGxpu3YcXFxpldSUhL5+fnMmjWrPmUVCCzi4tE0StRaXDzsCelm3WKS5qLycqD1tUKWp/ZcbRAZbgXyarmTqej4cfR5eShatMCxh/lbZzf8GU+mupRWbvaMUhvziND7EbCvZwWg9SAUU75FJ7NhlOIohh8eYec/SRYP4zzE+IO05NRptGn/ltxw97vmakqpmNyvKaPVG3h2UzQavYGh4d7cf1tFL0JyTA4A/rZnkHrOQlKYV6g0f8d2AJzvGsobp95DQmJsm7HcG3qv1eQX1IzZykxQUBDBwcEYDAZ69uxJUFCQ6eXn54eilhkzBYL6QJIkTu02Kg9dhrRCLm+4jKZdhxrN2ReOpFKsrhhvJqg7ObVUZky7mO4cYnbW3xKtntX7L2OLlpWB+5AnnwClPfSabZnQtSV0GLKJX6FHwRjFYdT//T8OXbLMjWnj441D164AFPzxh+l4c42bWb0vln+S8lE52LB0fOdK3YlJZ1IAaGl/EanHTLPHLjllDL+IDoGYnBhUdioW9BSlfW42taqaffHiRfbu3Ut6ejoGg6HcuVdffdUqggkEdSHxXA7ZyYXY2Clo39+/QWXxC3XDK9CFjIQCYo6l0WVIw7i8mjO5acaaQpYqM+qo/QC4WLAT87ujCXQvPMDr9t/gdzHDeLDXbHC6eYkRFe1HoZ+wHv3/ZjBevp8t381F/dx3ONubXzbD5a5hFJ86hfr333GfYkw4869lpvkoM4WlOtbsN5YteG1MB7xdK+5oLFZryM4wPsv8u7UFJy8gt8axJZ2OkgvGbdxrSneDA8zvMZ8W9uZt5xZYD4uVmc8//5zHHnsMT09PfH19y2m4MplMKDOCRsHJ3xMAaH+7H3YOtdLZrYZMJqN1Ny8yEgpIuZQnlJl6oKxadtnD2By0yclo4xNAocCxTx+z+hy7ks2m3/bws83HKJCMJQmGLIJuU2sld11QdBpHiXY1bHmUcfpd/Pbly4x49F2z+7sMG0b6B/+h8Ogxo6tNpWqWlpn/Hr9KfomOEE8nxnWrfJNKSlQUIKOF8ioOd87D3I3vpZcvI5WUoLVTcEVVQnfv24R7qYGw+Fv+rbfeYsmSJbzwwgv1IY9AUGfS4/O5ejYbmVx207djV4VvGxUAqZfFFm1rU1ygIT+jGGRYFLRaePgIYMy7onCuucr2yYQcZqw7yguGbSiUEoaQQcgnf2/MCVMLUtQp/Br3K7kluchlckJbhNLLp5dFCdbsu08kNiWVNkdfYVjyak7v60uXQeYVM7QNDsaubVtKY2JQ79uHauxYkzKozilFU6zDtoF/CNQVnd7A2gNxAMwaEIKiMnezXkfSgcPA7bQMADxDQW+eOlNy5iwAsd4SkkzOC71fQC6rVS5aQR2x+E7NycnhgQceqA9ZBAKrcGJHPABte3nj6ml5wcH6wDvIBZlchjqnlILsknovdHkrYdqF4ueEnaP5bpbCw4cBcOzXt8a2eoPEs/89hUKTx0SH/SCBfOACixWZIm0RB5MP8uvlX9lzdQ8GyVChTX///sztNpcuXl3MGrPN3U9w/NKf9Mz+hcA9j5Mc1AH/4DCz+rrcNYzSmBgKdv2OauxY7J1scFLZUpinITulEN/WKovm19hYf/AKiTnFtHC0YcJtVeR7id5AUp5RgfS/Y4BF45ecvabM+Eq0cm5FB3dRbLmhsFiFfOCBB9i5c2d9yCIQ1Jmc1EJio41xDLeNCKqh9c3D1l6JZyvjr39hnbEuaXFGZabM+mUOkiRReMRomXHq16/G9r+cTuZyZiGzHPZjL5WCTycINr+6tlqjZtWpVQz73zDm753PHwl/YJAM9PbtzcyOM5nafipdPLsgl8k5mHyQqdumMvf3uZzJNCOXjExGpzlriFG2xQ01RV9PpqTIvN1IzoMHA1B49CjStfhHk6upicfNxKQV8P5OYzzLcyPCcbCtJMBbp6Fkz6dk6YzfFf4dzU9wZygpoeB3Y46iWF8ZgwIGWZSnSGBdLLbMhIaG8sorr3DkyBE6d+6MjU35X0JPPvmk1YQTCCzlxM4EkCCkqyce/jW7Dm4mvq1VZCQUkHo5j7Y9zclgITCHMuXQN8R8ZaY0JgZ9ZiYye3scunWrtq3eIPHJHzHYoCPCZhdogL5zzconU6Qt4tvz3xJ5JpK8UqOcLZ1bMixwGPe1vY82bm3Ktb+af5XVp1fzy+VfiEqKIiopiukdpvNUj6ewkVdtdbJ3cMJl2nfkrLuTUH0sR1dH0Ovp72t8uNp36IDc0RFDXh6lFy9iHx6Ou58zV68F0DdVdHoDCzadQqMzMKidF5N7V+FuPv09VzJ8ATnufg4WFaHNjoxEl5JClkrOn2EyHm5leV0vgfWwWJlZs2YNzs7O7Nu3j3379pU7J5PJhDIjaDCK1RouHk0FGpdVpgzf1q78vRdSY4VlxloY9BIZ8cbgXz8LLDNF16wyjj17IretPp/Itr9TiM0oZKb9AVw0aeDsC53ur/EafyT8wdt/vk16kXHbdIgqhMe6PsbwoOEoqqjZFOAawFsD3mJOlzl8duozfr38K1+e/ZLTmad5b+B7+DpVXTXbN7At/wxbieuuafTO28Hen9Yy+L7qt4vLlEocevSgMCqKoqPHjMqMKQi46eaaiTx0hVOJebjaK3n3/i6VK3V6Lez/gLiSSQC07m7+DwxtejqZa4x1uL4ZBC4uHvTy6WUV2QW1w2I30/XJ8m58Xb58uT5kFAjM4sKRVAw6Ca9Al0bp6y+TKfOqGp2m9oUCBf9SkK5Fr5Owd7KxqIxB4SFjvIxTDfEyBoPE8t3/z95Zh0dxrQ38N+vZjbsHdwuuxaVCoUr9tqVCS/3WqLe3vfTer+VWKNQV2lKhLdSQ4u6uCRDinmyym6zNfH9MEkiTQAJROL/nyZNk5pyZd87O7rz76lF0uHnE+Ku6cegjoK855qnUXco/V/2TR1Y+QpY9i2jvaGYOm8lPV/7Epa0vrVGROZ043zheH/Y6s0bMwlvvzc6snVy/+HrWp64/47xuQ69kTyu1eGm3XS9zMPHEWc9l7qc+hO1btwAtv9aMtdTF7JUJADxzWWfC/Wp4rXZ9jSs/nZPO3gC0qUNhzdwPPkSx20mJNbO+i8QNHW9Ar619vJag/jnnsGun08nhw4dxuy/MHh6CloWiKBxYlwZAl6FNW1emJnyCTJj9DMiyQlZS0dknCM5KYbpahDC8rV+t4xUUlwv71q0AmAeeWZn5c38GRzKLudG0AT9HGlhCoc/tNY53eBw8vPJhliYtRSfpuLv73fw06SeuaHNFrZSYvzM2bizfXfEdnQM7k+/IZ9ryaby04aUKl1V19Lrl36Tr4wiWrKR++whOd9Ug49Mx9+sLgH3rNhRZJqAso8lW6MRhd9VZ5qbm4zXHKLC7aBtiqdJ/qQJHEax4lWRHL9yKAZ9AE8ExtXNLy3Y7hT//DMBng0vRaw1c11EkxTQ1dVZm7HY7U6dOxWw207VrV06eVOt5PPTQQ7z++uv1LqBAUBvSEwvJz7CjM2jo0K95xqNIkkREG5GiXZ9UKDNtap+SXbJ3H7LNhtbPD1PnzjWOk8tiZSRkHjP9pm4c8jDoq7cAyYrMY6seY0PaBrx0Xnw8/mMe6v0QJt35Za7F+Mbw1WVfMaXjFAB+PPojk36exK6sXdWOl/QmzNe/D8Ao5yrm/bb8jMf36tYNycsLT0EBjoQEjF46vAPU2JGWZp3JKXbwcVkq9uPjOqLT1vCIW/cW2LI4pqj9uNr0Cqm1Mmz9409kmw1rsJl9rSQua30ZwV6NVzBRUD11VmZmzJjB7t27WbVqFSbTqTfpmDFjWLBgQb0KJxDUlgNrVatM+35hzbo2RphQZuqVU8pM7d2Ktk1lKdkDByJpav4IXHYwk0MZRVxu3ENAaTKY/KFvzWXuFxxewJqUNZi0Jt4b/R59wmrf6+lsGLVGnhv4HJ9P+JzWfq3JLc1l2vJp7M7eXe14v/aDyYwYiUZSMG17n72pNd9vkl6POb4XAPYtqsWqpVYCfm9lAnanhx7RfkzoVkN8UWEKbJyNR9FyolS1SrWJr70yUvD99wD81s2BIknc2uXW85ZbcP7UWZn5+eefmT17NkOHDq2kyXbp0oXExMR6FU4gqA2lNhcJO9Qgy+bqYionNNYHgNzUlhtc2VywW504imWQIDSu9pYZe0W8zJlTshdsVXt7PeFbZtnoczsYqq8wnFKUwv+2/w+AR/s8Sr/whgkG7RPWhwVXLGBA+ABsLhvTlk1jb/beaseGjX8CgKs1a3jt+3U4PUqNxzX37w+AfYsaNxPQAuNmUvLtzN+kegqeGN+xZkvLxjngLiXN/zocDgkvHz3hbf1rdQ7H0aOU7NqFrJVY0R1GRI+gY2DtavoIGpY6KzPZ2dmEhoZW2W6z2USOvaBJOLIlE49LJijKQlirBu5afJ4ERal+eWtOKc4SEW92PpQrhH4hXuiNtYtHke127LtVa8aZgn/zbE7WHMmmi3SCuKIdIGnVrtjVoCgKr2x8hRJ3CX3C+nBDpxvqeCV1w0vnxTuj3qFfeD+KXcXcu+xe9uXsqzowbjDu8HhMkotbCuby9a7cGo9Z3s7Bvnkziiy3OMuMR1Z4+se9OD0yg9oEMbRdDZaWkgLY8QUAh7XXA9C6V0itG9Hml1lltrWFQm+JaT2nnbfsgvqhzspMv379+O233yr+L1dgPvroIwbVoviUQFCf/D3wt7EUasXlonDRIgoW/oTsrH0nbJO3Hou/Go+Q24K+9TZHyq0GQZG178dk374dXC70kZHoY2NrHPf73nTcssJjvmUdpbtOBr/q+/qsSl7FxvSNGDQGXh78cqOUszfrzcweNZveob0pchVxz7J72J/7twJ7koTu0pnIkpZJ2g1YDn7LwXRrtcfz6t4djcWCp7CQ0oMHW1xG0xtLD7MuIQcvvZaXruxa8+fAji/AWUxpYG8SjqoKcJfBtbPmKoqC9bffAfirp8SwqGF0De5aL/ILzp86v+tmzpzJs88+y3333Yfb7ebtt99m7NixfP7557z22msNIaNAUCNZJ4rITS1Gq9fQoX/NNTjqk6IVK0i87HLSnnyK9GeeIXHCBAp/+QVFqdmMfzrl1hnhajo/yh+0gXVQZqy/ql/EzIMGnlHxXbQrjRAKGOlUu2ozcHq141weF29ufxOA27reRpxv49U3MuvNzB0zl/jQeIqcRdyz9B4O5h6sPChuEJrx6ufyDO18/vj1x2qPJel0p1xNGzdWWGbsVieltuad0fTnvnTmrlJDHP5zbQ86hvtUP7DUChveBeBIwENl1lxvQlvVMP5vOI8dw5Obi1MHe1pL3NfzvnqRX1A/1FmZGTx4MOvXr8dut9O2bVuWLl1KWFgYGzdupE+f+gt4Ewhqw/51qQC06x2KydLwdR7s27aR8tDDuJKT0QYGogsJwZ2WTtpTT5P+9NPIdvtZjxEcrT4oclOEMnM+5KaWKTNRtVNmnCdPUvirWismYMqUGsetPJzFlhN53KJbjlZxQXR/iK7+s+3bw9+SZE0i0BTI1G5T63gF50+5QtMzpCdWp5WpS6eyJmVN5UEDpmFtdxU6SebStHc5kFa9dabc7WbbuAmDSVfRP6w5F8/Lspby5A97ALh7WGuu7HkGK8u6/4EtG4LaceCEOq4u1tzizZsBOBIlcXmHSXQP6X5+wgvqlXOyh3bv3p0vvviCffv2ceDAAebNm0f37uKFFTQupcUujmzJBKDLsIYP/HVlZpLyyKPgduMzYQLtli+j7bKlBD/0IGg0FP6yiOR77q3ocVMTwjJz/siyQn6GqjjWtm1FzocfgseDZdgwvHpU38Qx3+bkyR/2YMTJXaYV6saB1X8Dt7vsfLRHrQL7QPwDeBuapn2GRW/h/THv0yukF0XOIqb/NZ3ZO2efshRKEpZJ/4cLHd00J/jlj9+qP05ZmIB9+3Zkp7PZu5oUReHZn/dhLXXTPcqPpyZ0qnlwfhJsfA8A68BXyU21IUnQoX/tyzgcWfUzAAmtjDza59HzEV3QANRKmbFarZX+PtOPQNBY7F+XisclExLrU6dS9ueC4nKR+vAjeHJyMHboQOS/X0NjNqMxmQi5/35iP/8MyWzGvm0bhb8sOuOxypWZnNTiWrumBJUpzLLjcclodBK+wWev4+JMSaXw518ACL6/euVEURSe+3kf2UUO7vLfjsVdAL7R0PnKascvOLyAfEc+MT4xXNXuqnO+lvrA2+DNJ+M/4aZONwHwwZ4P+OHoD6cGmAPJDh8BQOzx76u1zhjatUMbEoxSWkrJzl2ngoCboTLj8sh8sOYYyw5kotdK/N91PWquKQOw/CXwOKD1JSSXqIpseBu/WltzS92lKDvVmKTOo64WdWWaIbVSZgICAsjKUlNf/f39CQgIqPJTvl0gaAxkj8y+1aqLqcfI6AYP/M356CNKdu1C4+tL9Ox30ZjNlfZb+vcnpOwhmfXmm3iKaq7w6x9uRqOVcJV6KMotbVC5L1TKXUzeQTqkWmSiWH9dDG435oEDMcfHVztm0e40ftubjk4jcb9vWduA/neDtmrdohJ3CZ/v/xyAu7vfjU7T9LWNDFoDMwbM4OHeDwPw783/rlSHxt1ZVbiu1G7g/xZvr6JIS5KEZaBqnSles7rCfdfcMpp2nsxn1JureP2PQwBMH9mOTuFnyGJM3gL7FwISjP83SfvVrK7YroG1PueGrQsJKJJxa+HSKx4+H/EFDUSt3oErVqwgMFB94VeuXNmgAgkEteHYrhyK8x14+ehp17dqqYD6pPTwEXLmqhVVw59/HkMNWTCBt91GwQ8/4jxxgpzZ7xE24+lqx2m1GgIiLOSmFJObWoxvcO17CglUyl10luDafbMu78XkO35cjWPKg0ifGWTCsn0HSBroWX2a9feHvyevNI8o7yiuaHtFXURvcKZ2m8qB3AMsS1rG46sf56crf8JL64U9tA8u/zb4FByjV/IXLD/YhbFdKrtZfMaOwbp4MYU/LiRgslogsDll3RU73Dzw9U5SC0oI9jZw34h23DG4Vc0TZBn+nKH+HX8LnuCupBxeC0Bs16Ban/foXz8RARS1CcNoad7lHy5WamWZGT58ODqdDrfbzapVq2jTpg3Dhw+v9kcgaAz2rFQLmnUdFoVOX/eeN7VF8XhIf/ZZcLnwHjUK3ysur3GsZDAQ9txzAOTNm4czKanGscEibua8KF837+Czfx+TS0oo2bkTqLkX0+GMIg5lFKHXStxk3qZubH0J+FTNkCt1l/LZ/s8A1Sqj1zSvBoOSJPGvIf8ixieGDFtGRbYVkoRmzIsATNP+yue/rqDUVbnhqc+oUegjI/EUFKDZtgIkNTbNbq19+YGG5D9/HCK1oIToAC9WPj6CqUNbn7lGzN7vIHUb6C0w6nkyjhXiKvXg5aMnJKZ2WUxFziJ8Nx4AIGD4yPq4DEEDUKcAYJ1OxxtvvIHHIzr+CpqOwuwS0hMKkSTodkn1tT/q7Vw//UTpvn1ofHwIf/HFs7qzvIcOwXLJMPB4yPngwxrHVcTNpDSfb70tiVPKzNkVCfv2HSguF7rwcAytWlU75pddqstyRIcQTIfK0pe7XVvt2B+P/khOSQ6RlkiubFt9PE1TY9FbeHnwywD8cOQHNqermTh0ugJ3qxEYJRe3F33IMz/treRuknQ6Am5Vy/Nb539ZYTVsDq6mVYez+GqT+gXhP9f0wMd0ltc++zD89k/172GPgU8YJ/fnARDTJbBW7kmAv/YvottxNai/9eSbz014QYNT52ym0aNHs2rVqgYQRSCoHYk71fityA4BFQXoGgJPsY2st94GIHj6/ejDaufOCpmu1iQp/OUXnMnJ1Y4JKk/PFpaZOuMsdWPNUWONvIPObpmxbzrVvqA6ZVRRFH7ZpRZevD02E7IPgdYAnSdWGevwOPh076cATO0+Fb22eVllTqdfeL+K5pQvb3qZEk+JWkjv8v9DlnSM1e4gb9dvfLu18j3qf+01aMxmnAmJ+BkdQNOnZ29IyOHer7YDcNOAWIbUVOG3nFIrfHszOIuh1TAY8gjAqXiZLrVzMeWX5rPxu3fQyWCPCcLUrt05X4OgYamzMnPppZcyY8YMHn/8cb755hsWLVpU6UcgaGgSt6vKTLs+DRsrk/vRR3hyctDHxRJ40021nufVsyeWoUPLrDMfVDum3DJTmGXH5RSWzrpQbiUw+xowmM/uYrRt3ATU3L5g2YFMUgtKsBg0DDympu/SYwp4+VcZ+9PRn8gqySLcEs7kdpPPSf7G5NE+jxJpiSTNlsbXyV+rG0M6oBmoluF/TPc9//fnIYodp1praH188J2oKnLmAtUS0pQZTRsTc7nzi6043DKjOoXy4sQuZ5+0+GHIPQq+UXDtZ6DVYStwqLWdJIjtUrvg35lbZ9JtrxrMHzmxekudoHlQZ2XmvvvuIzMzk1mzZnHzzTczefLkip+rrmra9ETBhY81t4SspCKQoE2vkAY7jyMhgbzP1LiIsCeeQDIY6jQ/+P77ASj86WdK9lbtm2P2NeDlo0dRIL8ZmPBbEnmpta/86ykooPSAGu9QXbxMqcvDv35T97/QORNt8gbQGmFE1eBtWZH58sCXANzR9Q4M2rrdE02BRW/hxcFqnMyfmX+yPVO1bjD0URS9mR6a4/Qs3cIna49Xnjd4MACmk2oTy6ZyM20+lsudn2+l1CUzomMIc2/pjVF3FgX25CY1e0nSwvVfgbf6OXHygOpiCo31wcvn7K/d+tz1rD28hJ7HVTdc4KU1x8sJmp46KzOyLNf4I2JpBA3NsZ3ZAES288fs2zAPE8XtJu3pGShOJ5bhl+A9enSdj2HuHY/PpRPA4yFtxtPIDkel/ZIknRY3I1xNdSGnzDVXG2XGtmULKAqGdm3RV9Mg98M1x0jOKyHcR8+1har7iH53gV90lbGrk1eTXJSMr8G3RVhlyhkcObiiDs5rW17DJbvAEozU7y4AHtYt5KO1ieTbTgX5mvv1BcCQuAtQLTONXRNpf1ohd3y+lRKXh0s6hPD+LX3OrsgoCvz1ivp3/M2VKjefPFCekn12F5NH9jDv5DwGHVLQe8DQpg0G4WJq1tRJmXG73eh0Ovbtq6ZDq0DQCCQ0gosp9+NP1KBfX18iXnnlnGvYhL/wAtrgYJwJieS8+26V/aIS8LmRV7ZeQbVoY2DfqmYmWcr6Dp1OSr6d91YmAPBufBrajN1g8FaDRath3sF5AFzb4VrMenO1Y5orj/Z+FB+dD8cKj/Hd4e/UjYMfQtF50UuTyKXuv5i7OrFivC4wEGP7dphLMpEkBYfdjb2w8TKa8m1O7v1qO3anhyHtgvjw1j6YapO1eHARJK1XrWvDn6rYLHtkksssM7VRZjambyTHkc0V29X3vv811zRaE1vBuVHnbKa4uDhhgRE0CQVZdjKPW5EkaBPfMC6m0sNHyH5PjZsIf/YZ9GG1L3f+d3QBAUS8omaU5H7yaYW7oxyhzNQdRVFO9WSqhWXGvmULQEUTxdOZsyoRh1tmQOtA+qbNVzcOmAaWqsGlh/MOsyVjC1pJy42dbjyPK2gafA2+3BCt1syZs2sOBaUF4B2CNOQhAF7XfUT2xvkk553qLWbu1w+t7MaiVYOtGytuptTl4aFvd5KSX0JckJk5N9VSkck5Cj+XNQQddH8l61pWUhEOuxujWUdYLRpLLkxYSJeTCtFZHiQvL/yvveZcL0fQSNTZzfTcc88xY8YM8vLyGkIegaBGjmzOACCmcyAWv/rPYlJcLtJmPH2qpsyV55926zNqFD4TJoCikPv555X2BUeXKTMpjW/Cb6nYC9UuzpIEAeFnto54CgpwHDkCgLlv30r78m1OFu5IAeD5XnaklC2g0UP/e6o91gd71EDusXFjCbc0Tnf2+mZ06Gja+7fH6rQyZ/ccdePwp1Hib0MrKbyhmc23P/1UMd7crx8AliI1bT23ETKajmUXM/m99aw9moOXXsv7t/TBz1yLjLHibFhwCziLIHYwjHy20u7yLKboToFoztT2AMgpyWF1ymou3aa+J/0mXYnWr2HbpQjOnzorM++88w5r164lMjKSjh070rt370o/AkFDoCgKh8uUmQ4DGuZhkvPhhzgOHETr50fEyy/Vm1k56C41NsH6+x+4MrMqtgdEmJEkKLW5GtWE35Ipt2L5h5nRGc78bd2+fbsaL9OmDbrgytaWr7ecpNQl0zXSl67JZVaZ7teCT1VL3P6c/SxLWoaExD09qld2WgJaScsTfZ8A4LvD35GQnwAaDdLEtylsfSlaSaHviQ/YnpQPnFIAvTJVhbChg4D3pBQw6b31HMooItjbwCe396VzRC2q7SZtgPeHqin1PhFw3edwWsq8Iisc3ao2pI3rdnYX08d7PyYw302/o2WBv7fcck7XI2hc6txQZPLkyQ0ghkBwZjISC7HmlKI3ahski6n04MGKlgVhzz+PLqT+zuHVrSteffpQsn07+d98TegjjwCg02vxDzOTn2EnJ7WY6E7+9XbOC5VTLqazd6i2b9kKnLIwlOPyyHy58QQA03t7If31s7qjhu7Yb+9Qaw1d3uZy2ge0Pwepmw/9w/szKmYUK5JX8N+t/+WDsR8gaTT4Tfw3nneWMlK7m8d/+pn4h25HFxKCoU0bLEXpQMO5mRRFYVtSPlM/30pRqZv4WH/ev6UPYb5nbyDKwcXw/e0guyG4I0z5qopCmrQ/l8KsEgxeOtr2PvP7+njhcRYcWsB1u2Q0CpgHD8IoAn9bBHVWZl588cWGkEMgOCOHyqwybeND0Bvrt32B4nSS9vQMcLvxGTsW38svq9fjAwT+4zZSt2+n4NsFBE+bhsakflAHRXurykxykVBmakFuHYJ/bVvL4mX+psz8vjedTKuDEB8j4+yLQfFA3FCI6FnlGFvSt7AxfSM6Scf9ve6vhytoeh7v+zhrU9eyMX0jq1NWMyJmBAS2wdnlGrwOfMeE3C9YvGcck3pFYe7XD8viNQBkpRQx9bMttA/3ZWTHEAa0qX1vo9NRFIUTuXY2Juay8Vgum47lkl2kZvv1jQvg8zv7422sxaPp0G+nFJkuk2HSe2CsquTuXam6EzsPicBgOvNx39z2Jm7FzSUnzIAN38mi3EhLoc5upnK2b9/OvHnzmD9/PjvL+p4IBA2B2+WpKJTXYWD9u5hy3n8fx+HDaAMCCH/p7C0LzgWf0aMret4ULf+rYntorGpGzzxurfdzXoiUx22UB0/XhMdqxXFQ7ap8ujKjKAqfrFNrqtzRLxTdjs/VHYOqV1TKY0uu6XANMT4x5yN6syHGN4Zbu6gtC97Y9gYujwsAr1FPIaNhjHYnC35bRqnLg7lfP8wlWUiKB8WlsOVgDu+vTmTKh5t44vvdlNSh4GNhiYtZy44w+PUVjHxjFc/8tJfFu9PILnJg0Gm4rHs4n93Rr3aKTM5R+P4OVZHpdi1c+2m1ikx+hk2tLyNB9+FV0+1PZ1vGNlanrCbMqiUo3QYaDZYhQ2p9fYKmpc6WmaysLG644QZWrVqFv78/iqJQWFjIyJEj+fbbbwmpR/O8QACQtDcXh92Nd4CRqA4B9Xrs0gMHKnoohb/4Arqgc/u2eTYkrRa/yZPImTOXwkW/4FfWsDK8rRpYmHGsUAQBnwXZI1fEbZxNmbFt3KTGy7RqVakNxfakfPakFGLQabjNvBFKCyCgFXSYUOUY+3P3sz1zOzpJx93d767PS2ly7ulxD78k/EKSNYmvD33NP7r+A4LbobQfB0f/ZFDJSv7xaUd6W3y5UvHgZc/Ebonkts4RpJslft6VyvfbU9ibWsiXU/sT6nNml9CS/Rk8/v1uikrVSsMGrYZesf4MbBPEoDZBxMf61y5jCdRO2IsfBo8D2oyEqz4ATfVz95RZZVr3CMYv5Mzd6d/frbqZby/qAWyFDh3Q+ovA35ZCnS0zDz74IFarlf3795OXl0d+fj779u3DarXy0EMPNYSMFcycORNJknikLOZAcHFwaFNZ4G//sDN3yK0jiqKQ8e9/g8eDz/jx+E6o+kCrT/zKsqNs69bjzlaL/4XEeqPRSZQUuSr6DQmqpyCzBNmtoDNq8Q0688OzuKx/nPfw4ZW2f7petcpc3TMC750fqRsH3Fftw3DeAbWuzPjW4wmznHuKfnPEorfwcO+HAfUhnluiZvtoe14PwCTtejYfz2XuPisplmC8bWrczOioQGZN6cW8uwYQ7G3kUEYRN320ucJNVB1L9mcwff4OikrddAjz5t0b49n94ji+u3cQj43twKC2QbVXZBQF1s1Sa8nozTDxbdBW/53c45I5XPbZ0X3kma0yOzJ3sDljMzqNjgFJZcU4+4iElpZEnZWZP//8k7lz59K5c+eKbV26dOG9997jjz/+qFfhTmfr1q18+OGH9OjRo8HOIWh+lBQ7OblP/aCt7yymoqXLKNm2HclkIuzpp84+4TwxtGqFV8+eIMsU/voboAYBh8aqdS8yjwlX05mocDFFWs7Y8ViRZYpXrwbAe+SIiu3JeXb+3Kc+3KbHJam9e4y+aqXYv5Flz+LP438CVLhkLjQmtZtEl6AuFLuKmbOrLFW7w6WgtxArZfO/wS6u7RONz4D+WGxqI878siDgwW2D+fG+QUT4mUjIKubmjzeRU1xVoVl+IJMHvt6BW1aY1CuS3x8axsSekXidJROtWjwu+PVRWPEv9f9Rz0NAXI3DM44X4nJ48PLRE93xzBbdcqvMVbFX4NlaFjbRp88ZZgiaG+fUzkCvr5r3r9frkWW5XoT6O8XFxdx888189NFHBATUr5tB0Lw5ujULWVYIifUhqBYZLLVFdjrJeuMNAILuvAN9RES9HftM+E5SrTOFpzVlDW9zytUkqJlTwb9nvg9K9+7Fk5eHxtsb82nlIr7ceAJZgaHtgok5pPbdovdtYKxaRG3B4QW4FTe9Q3vTNahr/V1EM0IjaXi87+MALEpchNVpBYMZOl8BwFWaNbxxXU86TxiOpcwyk3taRlNckIVv7h5ImK+RI5nF3PLxZvJOa4mw4lAm983fjsujMLFnJG9e1xPdWWq81IiiwA93wPbPAAnGvVpj9lk5KYfUFPPoToFnjIPbn7O/Isj71rTWKHY7uvBwaNXq3GQVNAl1jpkZNWoUDz/8MN988w2RkZEApKam8uijjzL6HHrY1Ibp06dz+eWXM2bMGF599dUzjnU4HDhO64Njtarfdj0ez3lXLvZ4PKIHVR2oj/U6vEn9EG3fL7Re1z3vyy9xJSejDQnB//Y7Gu019R4/nsx/z8Rx8CD2gwcxduhAaGv1YZpx3EpYbx9xf9VAeQ+rgAhzxfu5uvvLumIlAOYhQ5C1WvB4KHa4+XZrMgDTuzhg6UoUSYPc9y7423yX7GLhkYUA3Njxxgvi9ahpreKD42nr15bEwkR+TfiVKR2nQM+b0O5ZgLLjS+S+d2Ps3Rtv25uA2hTV7XJXWMZiAkzMn9qfmz7ewqGMIka9sYr+rQPJsznZmVyAR1a4rFs4b1zTDQnlnNdS2vcjmoOLUbQG5Gs+g46XqrEzZyD5oFrYNbKD3xnP+9k+VbGdEDce5a1fAfCdcj25ZesmODsN9Wysy/HqrMzMnj2bSZMm0apVK2JiYpAkiZMnT9K9e3fmzZtX18OdlW+//ZYdO3awdevWWo2fOXMmL7/8cpXtiYmJeHuf3zd7WZbJy8sjISEBjeacE8EuGs53vWx5brKSipAk0AQWc/To0XqRSykshDlzAfDcMIXEtNR6OW6t6dMHNm8m6etvkG6+CQfqGzYvzUZ2hvrNVtxfVclMKgCgRM7n6FF7jfeXsnQpAMWdOlbcM78cLKSo1E2Ur55OCWqsTFHUcNKyHZBd+b7akreFnNIc/HR+RJVG1dt915Sc6b04zH8YiYWJfL3/a+KleCQpnKioYfikrqX0p4dJHvEOXr4aNLILt0vP3h2H8PKr/Oh4bUwozy5NJ8vmYumBzIrtI9t4c39vM8ePJXKuaEvzaP3Hk2iAnM63k6tpB2d5TdwOmawT6hdZl7GAo0err16c5chiaZJ6v4xLjcVx8BcwGMjt3Vt81teBhno2FhfXvup0nZWZmJgYduzYwbJlyzh06BCKotClSxfGjBlT10OdleTkZB5++GGWLl2KyVSLAkrAjBkzeOyxU43irFYrMTExtG3bFl/fWlSTPAMej4eEhATatWuHVlu/tU4uRM53vVbNOwxATJdAuvXqVG9yZf7rVQrtdoydOxN7zz1IjfxhVThxIpmbN2M8cIC49moRtt1BhRTllqJ1eov7qxqcJW7+sqpxGz36d8Tkra/2/nJlZHD8+HGQJNpcey26wEBkWeG3RWsBeHBQCP7r1YeXZcwTtI+pWgTv7RVqkbyrO15Nl45dGuPyGpwzvRfviL2Dr5O/JsmehCPQQffg7hD8NsrcQVgyt9Dec4iMgQMwp2ZS7B2NryGEVu0rV1RuD6yJ78yelEK2nyzA30vPwDaBxAaeZ0PO7ENovp2G5MhHCe5I4JWvEKg1nHXaib05KEoGvsEmevTpXOO4bzZ9g4LCwIiBtPv1MMWA78SJhMTHi8/6OtBQz8Zyz0ptqLMyU87YsWMZO3bsuU6vFdu3bycrK4s+pwVieTwe1qxZw+zZs3E4HFUWzmg0YjRW7duj1WrrZZE1Gk29Heti4FzXKzu5qCKLqd/lrettvUsPHqTw++8BCHv6aXTVxH81ND6XDCMTcOzfj1JQgC4oiPA2fhTllmLNcIv7qxoKMtVvaBY/Axa/U19s/n5/WdetB8CrZ0+MZWUift2bysk8O74mHVfp1iG5SyG8B9q4wfC3WIr04nQ2pG8A1O7YF9LrUNN7MdAcyPhW41l8bDHfHvmWXmG9ILgtDH0EVv8H7bLnsfR+DsuRExR7R1OQWVLtumi1Wvq3CaZ/m6qNOs+Jg4vh5/vBYQX/OKQb5qM1nDm9upyT+9R4mZjOgTW+hpvSN7EwQXUn3ht+DcV/qfFDQbfdhlarFZ/1daQh1qsux6r1V9IVK1bQpUuXajWlwsJCunbtytq1a2t94towevRo9u7dy65duyp++vbty80338yuXbvETXaBoigK6384Cgq07xtaESB7vsjllX7LUrEtA6p2Um4M9KGhGMuyAW0b1AdnRFm9GWu66NFUHbUN/rVv2waAZfBgQG1dMGuZ2lvonmGtMe7+Sh3Y5/YqigyofXlkRaZ/eH9ifWPrSfrmz81d1IyuJceXkGkrcxMNeUTtdVSYjJdXyqkg4JSihhUm6yB8c5PaONJhhdhBcPcKCK5dKwm3y0NCWZHNdn2rT6kvdhbzwvoXAJjScQqtt6aCRy0SaOrYoX6uQ9Co1FqZeeutt7j77rurddX4+flx7733MmvWrHoVzsfHh27dulX6sVgsBAUF0a1bt3o9l6D5kHo4n9TDBWh1GgZe1bbejpvz3hy10m9gIOEvPF9vxz0XvIcOBaB4jfoFICRODQIuznE1mUzNmbxaKjMl27cDYO6rWnMXbE0mKddOsLeBqa2yIeewWp+k+3VV5i5OXMx3R74DYGq3qfUpfrOna1BXeof2xq24WXB4gbrRYFYVGsCQ8Bk+GvU1yD2ulkrA41abPB5dDnnHz1+I7CPww50wZxAc/g00Ohj6GNz2C1hqb+1J2peLs6SsyGZ7/2rH/Gfrf0i3pRPtHc1jfR6jeLXassFn3Ljzvw5Bk1BrZWb37t1MOENRsXHjxrG97INEIDgfyr9VdRwYjm9Q7czKZ6Nk7z5yP1IDP8NferHBKv3WFsswVZmxrVuHIssERqi9hhw2mVKbUGhOR5EVkvarD9CQ2Kpp1OW4MjJwpaWBRoOpR09KnB7e+UsNFH1gZDu89pQlKHS9GkyVv5TllOTwysZXAJjWcxqDowY3wJU0b27rchsA3x35jhJ3ibqxzz/AOwzJmkJIqGo1LMhzI+enwOeXw2eXwvxr4N0+sPQ5cJ5DM8qcBPjxbpgzAPb9CCjQ+UqYtg7GvAi6qmEDZ+LIZtWy1L5fWLX1iBYeXcjPCT8jIfHq0FcxOmTsO3YA4H3JsLrLL2gW1FqZyczMrLa+TDk6nY7ssqqmDcmqVat46623Gvw8gqZBkRWO784B1KaS9UX2/2aBLON7+eX4NoNvX+b4eDQWC578fEr378dg0uFTVtW2oboTt1RSjuRjzSnFYNLSqkfN39BLyh5Ipk6d0Hpb+GbLSbKKHET5e3FjDx/Y/5M6sM/tVeZ+eeBLSj2l9AjuwX09z1y/5EJlRMwIor2jKXQU8sORH9SNei8YolYKDpbXo/E4kBUN1veug+RNYPCGkM5qs84N76pWlfyk2p0wNxF+mgbv9YO934EiQ6cr4N61avfr0JoDd2ui1ObixD7186NjNUU29+Xs47VNrwHwQPwD9Anro7p63W4MrVphiKu5CJ+geVNrZSYqKoq9e/fWuH/Pnj1ENFLhMcGFS8ZxK3arE4OXjqizVO2sLfYdO7Ft2Ag6HaGPPVovxzxfJL0ec381Zqf8IRwQoWZ+lPcfEqgcWKdmMXXoH37Gjun2HWrlVq/evfHICp9tUF0f949si3HXl+AugfDuEN230jyr08p3h1X30t097kYjXZypuFqNlqndVffap/s+pdRd1l6j750QNwRzoBWLXQ3Kz7H6QngPmLYWpm+Cm74DvxgoSFL7Jp2pz5iiwMqZMLsf7P5GVWI6XAr3rIYb5kPEuVd5T9yRhexWCIryruKSzC3J5dFVj+KUnYyMGcld3e8CwFYW6+k9/JJzPq+g6an1u/ayyy7jhRdeoLS0av+YkpISXnzxRa644op6FU5w8XFsl2rdi+sWhFZXPw+VnDlqqXb/qyajj4qql2PWB6buatxXyf79ABWuprw0e5PJ1NwoKXJW3BNdhkaecax9R1m8TJ/eLDuQSXJeCQFmPdf0DIMtZX2YBk6vEvj77aFvsblstA9ozyXRF/cDbVLbSURYIsgpyWHhUTXTB70X3PYLpsum4W1XFcvs4BvhruUQ2EYd02G8GtuiNcKxlbBnQfUnUBS1HcHq11VrTvtxanDvTd9CZK/zlv/w5rI+bgMqB/66ZTdPrnmSDFsGrXxb8drQ19BIGuTSUor+WgGAZdjF/dq3dGr9tHjuuefIy8ujQ4cO/Pe//+WXX35h0aJF/Oc//6Fjx47k5eXx7LPPNqSsggscRVEqHlxtetWPi8n655/Y1q0DrZage+6pl2PWF6Yuag2T0v0HAAiMVJWZfOFmquDQpgxkt9rO4kzxMp5iG45Dal0ir969KxpK3jQgFtPRX6EoDSyh0O3qSvNK3CUVDSWndpt60VplytFr9RUWi0/2fYLTU5Zdp9UjTXgV/0DVMpZjDakayxLUFoY/qf7966NqcPDfWflvWKtWE2bCf+Dm7yGqfnogWXNKSE8oBAk69KuszLy36z22ZGzBrDPz1si38DGo91LBwoV48vLQRUY0WXajoH6o9Ts3LCyMDRs20K1bN2bMmMFVV13F5MmTeeaZZ+jWrRvr168nLOzC6iwraFzy0mxYs0vQ6jTEdg08r2MpikLORx+R+qhaQNH/+uswxMTUh5j1hldXteeP89gxZLv9lGUm3YZyJjP9RcTBDWo68NmsMiW7d4Eso4+K4rDbxJbjeeg0ErcOiIONs9VB/e6q8gD+JeEX8h35RHlHMb7V+Ia4hBbH5HaTCfUKJcuexZITSyrtC26vhhLk57qrnzzkYWg7Clx2mHctHFlyyuW06nVY81/17/EzYeC0epX7yFY18DeqQwDeAadqEe3P2c+n+z4F4JUhr9DWX82QVFwu8j5RtwfdORWpCWpOCeqPOn0NiYuL4/fffycnJ4fNmzezadMmcnJy+P3332klmnIJzpNyq0xMl0AMpnOu5whA7scfk/3mLFAUAm6+mfBmaDXUhYSgCw0FRaH00CH8w80ggcPuxl4o6s047C7yy+KH2vUJPePYktPiZT5dp1plrugRQXjGSkjbCTovNfbjNGRFZt5B1SpzW5fb0GnO7567UDBoDdzY+UYAvjrwVSXFOnJAR1BkihQfrLklVSdr9XDD19BmBLhs8PX18PEYmN0fVs1Ux4x7FQbdX68yK4rCkTIXU8fTXEwu2cULG15AVmQubX1pJYXV+vvvuFJT0QYF4X/tNfUqj6DxOSebakBAAP369aN///6ii7Wg3khPKAAg7nytMk4neZ9/AUDIPx8j/PnnkHTN80FV4Wratx+dXoPZX5UzN632PUkuVPIz1Nghi58Bk+XM35rL42U8XbqzeI8a13Hn4Fg1PgNUK4B3Zdfl2pS1JFmT8NH7MLnd5PoVvoVzbftrMWlNHMw7yPbMUyU3Agf2xN96DICjqxKqn6z3ghu+gQHTQGuA1G1qfR9Jqyoygx+sd3lzkovJz7Cj1WtoE39K8f1s32ccyT+Cv9Gfp/s/XbFdkWVyyko1BN52G5patssRNF8ubgexoNmgyApZSWpl0bDW51fxt2jFSjy5uWhDggm6/fZ6kK7hMJW5mkoPqHEzliBVmRHp2aeUmYAy91tNKG43Jbv3APCHFIbLo9CvVQA98pdD1gEw+VWkF5/OVwfVasDXdLgGs/48ewhdYPib/JnYdiJAhfUKQOPlRaRedeckbE2v+QAGM1z6H3hoF0x4Ha7/Cp5IaBBFBk4F/rbuEYzRS30PHSs4xvu73wfgqf5PEWg69SXJvmUrzoRENN7eBNx0Y4PIJGhchDIjaBYUZpfgsLvR6jQERp354XU2Csp6L/lfdXWz94OXKzMl+9SyB95lykx5+f6LmfwMVaELCDuzouE4fBjFbkfy8eHDk6pL5K6BUbBSrSfCkIfBq7IF+Wj+UTanb0Yrabmp0031L/wFwC2dbwFgxckVJBclV2xv3VkNns0p0FGcXzW7tRJ+UTDwPuhyJZjPz+JaE7JH5mhZvEyHstoyLo/qXnLJLoZFDePy1pdXmmP97VcAfC+dgNan5sByQctBKDOCZkHmCbXnV0isN1rtud+WjoSEin5H/tddWy+yNSRe8b1AknAmJOJKT8c7RFW+clOFZaa2lpmSnWq8zOGgVuTa3cQEejE26Q215ol3mOru+BvlReFGxowkwlvUx6qONv5tGBI1BAWFrw9+XbE9aEAP/AoTAUjc2fCFUs9GyuF87FYnJoue2C6BuGQXT6x5gt3ZuzHrzDw/8Hmk09LxZacT6xK1c7rv5aKcyIWCUGYEzYKsMmUmtFXV3l+1RVEUMl57DRQF7zGjm132UnXoAgLw6tULUIt3+ZQrM2nFeDxyE0rW9JRbZvzDz2yZsW9Xiw5u8IrGx6Tjm96H0ez8EpBg8lwwVFaGSt2lLD62GFA7Ywtq5tbOtwLwU8JPFDtVa6FXfDyh2aoCeexMrqZGorx9Qbu+oUhaeHrN0/x18i8MGgOzRsyqoqza1q5FtlrRhYZi7te3ukMKWiBCmRE0C8otM2HnocwULVmKfeMmJIOBsKeeqi/RGhzvESMAsK1ajclXi8GkRXYr5KdfvMXzPC4Za47qwggMr9kyoygKhVvVANXE8LZ8c0Mroje+qO4c/Ty0G11lzrKkZRQ5i4i0RDIoclD9C38BMThyMG382mBz2fgpQW0HoQsIIMxHvTezk4tQ5KYrI+ByeEgsy4LsOCCcD/d8yNKkpeg1et4a+RZDooZUmVPwo1oM0Peyy5C0NVeUFrQshDIjaHI8bpmcZPVb37laZuSSEjL/8x8Agu66q0VYZcopV2bsmzaB00lQtFqGPSelqAmlaloKsu0osoLepMXsZ6h5YFYWuvxcXJKWwZcNo1vqAvA4IGaA2nG5Gn48+iMAV7W/6qIvknc2JEnili5q7My8A/NwyWoT1OAerdDILlxuicKcalK0G4nDmzNwOzz4hnhxWL+LObvUat8vDHqBYdFVm0aWHjpE8YoVIEktwg0tqD3inSxocnKSi/G4ZYwWHX4h59YlO3/+fNzp6egjIwm6+656lrBhMXZojy4yAsXhgL17TykzyRdvEHBBebxMuKVSvMPfydiiZjElBkRz8+Bo2PaZumPQA1XaFgAczFVTjTWSRqRj15KJbSYSZAoizZbG4kTVPefdtw+WYjUFvqnuU0VW2LNCDUyOGWRhxroZKChM6Tilxtc2Z85cQA38NbZt21iiChoBocwImpz0xAIAItr6n/HBVROKy0XevPkABE+fjsbr3BSipkKSJLyHD1f/2baNYGGZOZXJdJZ4mYytahaYo1M3wo7/AiV54B8LnS6vdvw7O98BYEKrCYRbqnZVFlTFpDNxR7c7APhwz4e4ZBfmPn3wLk4BIPt4XpPIdfJAHvkZdvQmLe+VvEaRs4ieIT15ql/1LubSI0coWqoG/gbfd3F2Rr+QEcqMoMlJTywEIKLtudWXsS5dijsjA21QEL4TW2Z2gk+Zq4mt2wgqS03PSS6+aNsa5KWXW2ZqVmYOZxThf/wIAN3GDYNN6rduBkwDTdVYiG0Z21iXug6dpOOBXg/Uv9AXMNd3vJ5AUyCpxan8duw39JGR+GnVOLesgxlNItPuMqtMfqvjHCo+QJApiFkjZqHXVl+OIWeuen/4jB+PsX37RpNT0DgIZUbQpCiKUlH591yVmbwvvwQg4MYb0RjOEF/RjDEPGIBkMkFuLhZbOhqNhMPupijvLHU8LlAKMk+5mapDlhVe+24LrYrUTJZO7RS1yqzBB+JvrTJeURTe3vE2AFe3v5oY35YTU9Uc8NJ5cXvX2wH4ZO8nyIpMSCu1dk9upqPR5ck4VkjygTyQ4Bevz9BIGt4c8Sah5urbXjgSEij6U+0zFXy/sMpciAhlRtCkFGaXUFLkQqvTEBpX9+Bf+86dlO7eg6TXE3DDlAaQsHHQmExqzRnAuXM7AZGnrDMXG4qiUJClKjP+odVbZn7YnoJz924ApJhYdIfUar7E3wKmqvfRhrQN7MrehUlr4t6e9zaM4Bc413e8Hm+9NyesJ1ifup7wPm1BkSlx67FbG6+XmKIorPv+KAAnI/ZQZMrj5s430yes5u7bOXPfB0XBZ+wYTB07NpaogkZEKDOCJiU9QXUxhcb5oNXX/XbM/ehjAHyvnIguOLheZWtsvPr2A8C+bRshFXEzF58yU1LkwlXqAQl8Q6r2zMm3OZn5x0G65J0AwKdbO0hYDkgwoHpF5ZeEXwDVKlPTt3fBmbHoLVzd/mpAbXHgN6A3XiVqWnTOifxGk+Po1kwyj1txaRysivieCEvEGd2GjmPHsP7+OyBiZS5khDIjaFIqgn/b1d3FVHrkSEWaZdDUlpXBVB1eZQW8SrZtPS2j6eILAraWpfp6+xvR6avGvry1/Aj5dhf9rCcBMHurriY6XQ6BrauMt7vsrExeCcCVba9sIKkvDm7qfBMaScOGtA2cDFTwdWYBkL79WKOcPzM3l9+/2QbAzqjlxIZH8t7o987YWyvr/95QC2mOGlXR2FVw4SGUGUGTklEW/Bve1r/Oc8utMj7jx2NsU/Uh1tIwde8OBgOe3Dz8tKoSczFaZgrLXEx+oVWz0mwONz/uSEXvcdMmT1VmvErXqTsH3l/t8VYkr6DUU0qcbxxdgsTD7HyI8o5idKxaiPC/2/+PgED1EZJ5OKvBz70nYw9z3/wFfYmZQlM2wy/rzjeXf0P7gJqDeYtXr6Z45UrQ6Qj9Z/V1hwQXBkKZETQZdquzov9ORJu6WWacycmnTMf33F3vsjUFGoMBOnYAwJyyD4Ci3FJKba6mFKvRKcxWLTN+wVWVmV/3pFHscDNUyUFyOtF46TCaS6DVMIgbXO3xfjv2GwCXtb7snFL/BZW5p8c9mLQmNqVv4oj3QQAy8/UNVgnY7rIz78A8Zn/0HSF5rXBrnYy9pzN3xt+OTqOrcZ7sdJLx738DEHjbbaKuzAWOUGYETUba0QIAgqK8MXnXrbt13udfgMeDZdiwC8t03LUbAO6dW/AJUuNFci8y60yFMlNN8O83W9R03GsMam0Tc1CxWhtv9IvVFsk7UagGq4KqzAjOn06BnZg9ejZGrZHfg9ajdZfilExknSio1/Psy9nHXUvuYsi3Q/j+zz/pmToKgFG3dqZflx5nnZ/3ySe4kk6iDQkWGUwXAUKZETQZaUfUoMGoDv51mieXlFC4aBEAgbf/o77Falq6dgXAtnXLacXzLk5lxvdvlpkjmUXsSi5Ap5HonKvGaJiDHSgdLoWYftUe67P9n6GgMDx6OK38WjWo3BcTAyIGMGvELJLCPPhYDwNwbJX6O604jS/2f8Hjqx/nhl9v4PUtr3Mg90Ctj51hy+BfG//Fzb/fzOaMzfgUBzEqUW2p0GtMDN0Hxp31GLbNW8ie/R4AYU88gdbbu66XKGhh1GyjEwgamNQyy0xUh4A6zbMuWYJcVIQ+OhrLoAusUWDHDkhGI57sHPy91HTXiy0I+JRlprIy88uuVABGdAjGM1ftlO0V7EIe+SzVtQvMsGWwKFFVeu/q3vIDxJsbl0RfwjUdr6PkjwNAT47ty6Tw+J+8uOFF7O5TTVL35+7nm0Pf8ECvB5jafeoZ+2F9d/g7Xt/yekUPqIkh19BuzShKPG6iOgYw6Kqzu4pcWVmkPvooeDz4TboS34kTz/taBc0fYZkRNAl2q5O8NLVkfWR7/zrNLfj+BwD8r70WSXNh3cKSwYB54AAALJnqN93si8gy4yhxU1qsPshO79OlKAq/7FJ7AV0bpuAptCJpFVw9hkBo9W7GL/Z/gVt20zesL71CezW47Bcj/+zzT7LDVddfgc3MsytewO620z24Ow/GPsFjubO4/dDL+NlCeWfnOzyy8hGcnupr0mxO38xrm1/DJbvoE9aH9wd8Qqd14ygpcOMfZmb8XV3RaM/8flcUhYznX8CTl4exUyfCX3pJxEldJFxYTwJBi+FUvIylTvEyjoQESrZvB60Wv6uvaiDpmhZLWZ8mw+5VAOSn2fC45CaUqPGwllllvHz0GEynDMc7ThaQkl+C2aCld7bqsvAKdFLQ5aZqj1PoKKzojn139wsjQLw54m3wZvIND2K2ZYCkJS6/I3d3u5v7S1/CtSAa+xEtpnx/bjz6FKGOGFYmr+Sfq/6Jy1M5qD21OJUnVj+BrMhc2fZKPhzxMSe/UyjKK8Uv1IvJj8bj5XP26t6FCxdSvHo1kl5P1P/9t8X1aROcO0KZETQJ5fEykXV0MeV//TUA3iNGoA+9MIufWS65BABl1waMXlpkWSEv3dbEUjUOFS6mv3VP/3GH2tRwfNdw3Kt+AsCrdSAlQd2rPc6SE0socZfQIaADgyIvMFdkM6PTgEsJtqkVeS9LuYNOO0exe5n6erXrE0pwjDeyXcP1Rx4n0B3KqpRV3LPsHo4VHsPusrMudR03/noj+Y58Ogd25rkBz7Fq3iHy0myYfQ1MfjQei7/xrHK40tLI/PdMAEIeeVj0X7rIEDEzgibhVLyMf63nuLOzKfhB/bYdeNttDSBV80AfEYGxUycchw7hb3aQWaIjO7mIkFifphatwSnMLqsxE3Iqk+lIZhELtqqujOvjQyiZdQSQMI2cVG0GE5xKx57YZqJwMzQwkkZD52g7ebknKSaWo9vUmjMjbu5I12FRlBa7+Pl/O8hNtXF76nN80OoZtmVuY9LPkyodp1NgJ94Z9Q4ZB20c3ZaFRiMx/p5ueAdUrQJdHdnvvItss+EVH0/g7bfX92UKmjnCMiNodEqKzi1eJu/LL1GcTrx69sTcv/rslQsF7xGqq8mnMAmAzOPWphSn0ajIZCqzzCiKwkuL9uORFcZ2CaNf+h84CyVAwTSx+tYF6cXp7MjagYTEhNYTGkv0i5qgwb3ps/NN4lwHMZi0DL9JVWQATN56LruvB0aLDnuawrPudxkSOaRirlbScn2H65l32TzCvMLY/EsiAL3GxhDZzr9W53dlZlL4m6rAhj39FJK2upBwwYWMsMwIGp2MsgdzYKQFL+/adbn2WK3kf/0NAEH33nvBf9v2GTGC3Pc/wHJoHbRrW9FZ/EKnMKuym+n3vRlsSMzFoNPwwuWdsb+mVvk1RgehDQiCnLwqx/jjxB8A9AnrQ7glvJEkv7ixDBqIVnbTdssHXLppI1pL5W7nvsFejJvalcXv7ubkFitPxL/C26P8kBUZraTFoFU/Bw5vziA31YbBS0f8uLOnYJeTP28euFx49e2DV8+e9XptgpaBsMwIGp28NDU7p7yOSm3I//prZJsNY/v2FVaLCxlT9+5oAwPxzdgPQH6GnZKixutM3FSU92XyC/HC4fbw79/VCrPThrclpmgXtiMZAJiHja52vtPj5NtD3wJwWRtRJK+x0MfGoo+MBJeLkh07qh0T2yWI+LGxAOxZkYJRa8RL51WhyHjcMlsWq/WDeo+PxWSpXWKAKzWV/G/U1zzozjvP91IELRShzAgandxU1cUUGGk5y0gVRZbJ/3YBAEF333XBpWNXh6TVYhk8GL3bhq+xFID0sj5WFypup4fifAeg1pj5flsKqQUlhPkauW94W9g0B3uW+uCzDLmk2mN8f+R70m3phJpDmdhG1BdpLCRJwjxoIAC2jZtqHNd9RDSSpGYzFmTaK+07vDkDa04pXr4GeoyMqdV55dJSUh58CLm4GFP37niPGHHO1yBo2Vz4TwVBs6M8XiYosnaWGfvWbbgzMtD4+OAzfnxDitasMPdT44L8i9W4mbQL3NVkzVGVNoNJi8aoZe4qNXZi2vC2eBWfxL3rD5xWPUgS5r59q8y3u+x8uOdDdU7PaZh0tQscFdQP3kPUOJii5ctRlOr7NPkEmojtFgTAgXVplfbtX6MWRew1Jga98ewxL7LTSfozz1J64ADagACi337roviiI6ge8coLGhXZI5OfWTfLTOFitYqr74TxaIxnT9G8UChXZnyObwEgvSwD7EKlIpMp1MxPO1NJLSghxMfIjf1jYcuH2LNUt4OxY0e0/v5V5n914CvySvOI9YllcrvJjSi5ANRyCZLZjOvkSUp27apxXJchkQAcWJ9W4TrNTi4iK6kIjVai86CIs57LmZxM0o03qc1mNRqiZr2purkEFy1CmRE0KoXZJchuBZ1Ri0/g2b85yw4HRX8uAbjoypIbWrdCGxyMX25ZJeDkYlwOTxNL1XCUZzJ5B5mYvTIBgHsvaYPJY4MdX2HPUhXZciXvdGwuG1/s/wKAB+IfQK+pW+NSwfmjMZvxHTsGgMJffqlxXKvuQQRFWXDY3axdcARFUdhXZpVp0yvkrMXxipYv5/jV11C6fz9af39iPvjgwmtrIqgzQpkRNCoV8TIRFiTN2TOSileuQi4uRhcRUa1r4UJGkiTM/fpicuRj1rtQZIWM4xdu3Ey5MpPicpGSX0Koj5GbB8TBznngLMKWp9bZqS4t/+eEnylyFdHKtxXjW108rsjmht8ktXaM9Y8/kZ3VB6xrtBpG3dYZSSNxdFsW37y8mQNrVZdTudWmJnI+/IiUBx5ELirCKz6e1j8txHvY0Pq9CEGLRCgzgkalvJJtrV1MP/8MgN8Vl1+U/nBL//4A+JeqFVUvZFdTeSuDlalquvWDo9vjpQM2v4+7VIMzT23p8Hel1iN7mH9wPgC3drn1jI0MBQ2LecAAdKGhyIWFFK9aVWmf4/hxCn76mdLDhwmJ8a7IbMrPsKPVaeg1NpboTjVXBC9asYLsWbMACLz9duK+/AJ9xNldUoKLA1FnRtColKdlB9VCmXFlZFC8Zg0AflddmH2YzkZF3MzJ7dC6dUWNnguRgjJlJtnlIi7MzA39YuDwb1CQRIk1GABjhw7oAio/8NamriW5KBlfgy9XtLmi0eUWnELSavG7ciK5H39C4aJF+I4bh6IoFPzwA5n/ehWlzFqjCwuj3Z13wdj+GH2MdBkcecYebY7jx0l78ikAAm69lbCnn2qU6xG0HMRXGEGjUp7JFBhxdmWmYOFCkGXMfftibNOmoUVrlhjatkUbGIh3/gkA8lIvzA7aHo9MUa6azVSgkXlsbAf0Wg1smguAw1u1xhg7dawyd96heQBc2+FazHpzlf2CxsX3yisBKF6xkqK//iL96afJeP4FFKcTQ9u2SGYz7sxMcma+RujHj9BzYMAZFRnF7SbtiSeRi4vx6tuHsCefaKxLEbQghDIjaDQ8LpmCsgqvgWdJy1Y8HgrL+jD5X39dg8vWXJEkCcvAAVhs6QDYCp047K6zzGp5FOeVosgKLhQiwixM7BEJabsgaT1odDhl1Z1gaNWq0rwjRUfYlrkNnaTjxk43Nr7ggiqYOnTA79prQJZJmf4Ahb8sAq2WkH8+RpvFi+iwaSPhL72ENjgY5/HjZP73v2c8Xu5nn1G6bx8aX1+i3pyFpBfB3YKqCGVG0GjkZ9pRZAWjWYfF/8wZC7YNG3ClpaHx9cVn3LhGkrB5Yh44EJ2nFJOsWmXy0u1nmdHyyCsroFaoUbjrkjZoNFKFVYauV+NMyQTA2Lp1pXk/pakdtK9oe4VoXdCMCH/+eUzdugGgCwkh7vPPCL77biSNBo3BQMANU4h++y2QJAp/+JHideurPY7j2DFy3p0NQNjTT6MPC22sSxC0MIQyI2g08tLVh3FghOWsvZUKvvseAL8rr0RjuriLn1kGDwbAXKh2ji6PO7qQ2LxHVVZsBolJvaKgKAP2qZY5Bt6H88QJoLJlJqEggW0F25CQuLObKGPfnNAYjcR89CHhL71E659/qjad3tynDwG33AJA+nPP4c6r3GdLURQyX30NxenEMmwYfldNbgzRBS0UocwIGo28WrYx8BTbKCrLhPC/7tqGFqvZY4iORh8djaVYTV/Nv8AsM4qisPNgDgBR0d6Y9FrY+jHILogdhNvcGk9BAQCGuFPNBz/d9ykAo2NH09qvdZXjCpoWXUAAATdMQRcUVOOY0EcfwRAXhzsjg9TH/onidlfss61di23DBiS9nvDnn7vgm8sKzg+hzAgajdzy4N+zxMvYNqwHlwt9bCzGDh0aQ7Rmj2XQICx2tcliuYXrQmH5wSzc+WqWS//uYeAqgW2qonK6VUYXHo7GrAb4phen82fSnwBM7Tq10WUW1A8as5no2e8imc3YN20i6//+D0VRUFwuMv+jxtIE3HorhtjYJpZU0NwRyoyg0ahtjZni1asB8B4xXHwbK8MyaGBFEHB5RtiFQKnLwyuL9xPmUT+KWrcPgD3fgT0X/GOh0xU4j58A1IrI5SxMWIisyHT16UrnoM5NILmgvjC2b0/kv18DIO+LL8l+801SH3sMZ2Ii2oAAgqfd28QSCloCQpkRNAouhwdrjprJdKYaM4osV9SW8R4+vFFkawmYBw68IDOaPlxzjPzcEiyKhKSB4CjLqcDf/veCRlslXsYtu1l4dCEAY8PGNoHUgvrGd8IEwmY8DUDux59QtGy56l568UW0vr5NLJ2gJSCUGUGjkJ9hAwW8fPRn7L1Suv8AnuwcJLO52qDBixVdYCB+g/thdOQDp9pCtGTSCkp4b2VChVUmMMKCLmUNZB8Egzf0vhUA5/HjwKlMpvWp68myZ+Fv9Kd/QP+mEV5Q7wT+4x+EPvkkAPqoKOK+/hrfCaI1haB2iArAgkaholhebV1MQwajMZw5fbtJURQoSILkLXByk/q7SLWc0HoYTHoPDLVr2VBbgu+/D99XV5AdEkDy9pNEtvev1+M3Nj9sT8Hhlon39gabh5AYH9j0hroz/hYw+QFqei6cssz8cPQHAK5ofYVoKHmBEXTnHfiMGY0uNPSiz2IU1A2hzAgahdoG/1YoM83ZxZSfBN/cCFn7q9+//yew5cBN34Gh/irSmuPjCQtYQjZwcsNRBtzQo96O3dgoisLPu9ROyR2NJpzYCAkqhe1LAQkGqHESnmIbzjJlxtS5MzklOaxNWQvAVe2uQs6Wm0R+QcMhgn0F54JwMwkahdq0MXDn5FC6dy8AlksuaRS56kzBSfjiCsjajxstu+S2fOy+lPucDzPe8Tp3up6gVGOGE2vhq6vUein1SLspowDIKTHjzCuo12M3JvvTrBzLtmHQadAWqvE/ITlqATw6XgaBavuK0v37QVHQRUagCwlhyYkleBQP3YO709a/bVOJLxAImhlCmRE0CrVpMFm8Wg38NXXtij60GVb6zDoEn18OBSc5SThDSt/mFmkmjtGvMuUfD9C2W39WeOK5qeRJivGC5E3w/lBIWF5vIkSO7ofeY0fWGkn6eU29HbexWbRbrZkzoW0wJYVOJAmCT3yk7hz2z4pxpXv3AODVXbVC/X78dwAua31ZI0orEAiaO0KZETQ4jhI3xfkO4MwxM83axZSwHD4ZCwUnOaGEc33pswSEx7H4waFMH9mOER1DmXNzH767dxCFwfFMdLzKQTkWbNkw7xpYeI/qejpPJI1EWKBaWOzkpmPnfbymwO508+P2FACGh/gD4O+Vj14qgU5XQHSfirElu8uUmR7dSS5KZk/2HjSShvGtRGCoQCA4hYiZETQ4+WX1ZSz+Rozm6gM2FacT23q1P4v3iGamzBxdhvL1FCTFw2a5E9Ocj9C3S3vemtILi1HH4bzDfH/ke4pdxRg0Bv5z81Us2zmEyauDeFr3Df/QLUWzZwEk/AXXfARtR52XODH9WpOyPJfMQgPu/Hx0AQH1dKGNw/xNJ8m1OYkNNBONlgwgRN4NkgZGPV9pbEmZ29HUvQezyyr+9g/vT4g5BI/H09iiCwSCZkqztszMnDmTfv364ePjQ2hoKJMnT+bw4cNNLZagjpQ3RjyTi8m+fTuyzYY2KKiiQV1zQMk9hmPBHUiKh188g7nNNYMpw+P54JY+FLlz+Oeqf3Lt4mtZcHgBvx37jZ8SfuLupXcSGbuF924bxP90U7nK8TIJUhzYc+Crq2HtrPOSKW6QGitS6NuawqX158JqDEqcHj5YkwjAAyPbkZusuh9D9YnQ4wYI7VQx1pWZhTsjAzQavvSs5YcjahbTLZ1vaXzBBQJBs6ZZKzOrV69m+vTpbNq0iWXLluF2uxk3bhw2W8uvsXExUZilKjP+YTVn9hSvKnMxXXIJkqZ53JZOaw4ZH16D0V3EDrkdyzu+yG+PjuaJ8e355vDXTPp5EkuTliIhMb7VeJ7o+wRj48biVty8se0NPkx8iBnXyhQEdufykpf5ThkNKPDXy7D3h3OWKzDCglHnQdYaSV66tf4uuBGYvzmJnGInUf5eXNU7iuzjanPBEP0JGP5kpbHl8TIlMcHMOfIZADP6z2B4TDOz3AkEgianWbuZ/vzzz0r/f/bZZ4SGhrJ9+3Yuaa7ZLoIqWHNKAfAN8apxTHOLl1GyD1P44WQiXGnkKL4kDH+Pd0YNQFZknln3TEUgau/Q3jw78Fk6BKg9pG5VbmXB4QX8b/v/OJh3kIN5TzKg+2BCkq/gycSpZOssTNctQvnlAaSQThBedyuUpJGIbOfH8UPFpKc46Zabe8Zmfs2FfJuT2SsTAJg+sh0Oq4tiq4yEh+CuHSCwcrPIkj2qi2lLgFoo8KH4h7ip802NK7RAIGgRNGtl5u8UFhYCEBgYWOMYh8OBw+Go+N9qtQLg8XjO28fu8XiQZVn46mtJ+XpZs9U2Bj5BxmrXzpmUpJas1+kwDRrY9Ot7chPu+VMIcReRrISQPP5TrhnQD7fHzcubXub347+jk3Q81e8prml/DRpJU0nm69pfx5iYMXx58EvmH5zP5swNGL120DN+AG8fa0enkm6Mdu9D+WYK8j9+B79ooG73V3iXUI4fKsbqE4d15Sr8rprcUKtRb/zfkkMU2F10CPPmmvgITm47AUCg7iTawXdVue6SPapl5lCEh3b+Hbijyx2Vxoj3Y+0Ra1U3xHrVjYZar7ocr8UoM4qi8NhjjzF06FC6nSGmYubMmbz88stVticmJuLtfeaCbWdDlmXy8vJISEhA00xcIc0ZWZbJzc2lIEvNvsm3ZeI8mldlnLJosfpH584cS09vTBGrYMraRcSqRzDKJWyTO7Ch278YFxjKkSNH+PjExyzNUt1KD7V9iF5SLxITEms81mXel9GzW08+PP4hB4oOcMyzGmMkPFISwaeZEfQrTMHz2eUkjfoAj1dQne4vh1ZV2K0+cWT+8TtZ3brW6zrUN0dzHXyzRc1gujvel+PHEklZvR5oTbB3FkdLB8PRoxXjFVlG2bMHCUiIkLg0YAwJCQmVjinej7VHrFXdEOtVNxpqvYqLi2s9tsUoMw888AB79uxh3bp1Zxw3Y8YMHnvssYr/rVYrMTExtG3bFt/zbFjm8XhISEigXbt2aLXa8zrWxYDH48Fpl/G4skCCbr07odNXvdFTDh7ADoRMmEBA+/aNL2gZ7pNbUFY9ilEuYa2nGyvi3+bZK3sB8Ob2NysUmVeHvMrlrS+v1THb057h3YezOWMzWzK2sDBhIQWkMzUqgNlZMpcUJdNu4+PIdy7FozHW+v5yxXrY+cM6nEZ/XHtP0KV1ayRd83w7uz0yM/7ajAJc2TOCq4f1ANnDgSy1Tk5kr06079Ch0hxHYiJJdjuleiiOCuCOgXdg1BorjRHvx9oj1qpuiPWqGw21XuWeldrQPD/9/saDDz7IokWLWLNmDdHR0WccazQaMRqNVbZrtdp6WWSNRlNvx7oYcBSp5ea9/Y0YTVXTsj3FNuzbtgPgM2pkk62rJ3kb8lfX4CXbWS93JXHMR7xwSWcA3tn5DvMOzQPg5cEvc2W7K+t8/CHRQxgSPYRrO1zL/X9N54T1OA+E+fNdhotOWQfQrn4dxrxS6/tLa9YSEGEhL81GAUE4DxzAHB9f9wtvBP79x2F2JhfibdTxzGVd0Gq1eI6uILskBoCIIcOrXK9z/wEAjoXDtV2mYK6hLYR4P9YesVZ1Q6xX3WiI9arLsZq1/UxRFB544AEWLlzIihUraN269dknCZoVJYWqi8k3uPrgX9uG9eByoY+LreiK3NjIGQdwfjYJL9nGJrkLJdfM4/bhXZAkifd3v8/Hez8G4JkBz3BV+6vO61wxvjHMv3werX3bo+hK+EdQLA4J2PgepGyp07HCWqmWRqtvHLa1a89Lrobil12pfLJO7Xr9xnU9CfdTmwfmrl2MGyNGvQv/qKp1cjK3qddzLFLDdR2uazyBBQJBi6RZKzPTp09n3rx5fP311/j4+JCRkUFGRgYlJSVNLZqglpQUqgFcNWUyNXUWk1JSQN6n1+ElF7NN7kjR1V8xpqfaF+ijPR8xZ/ccAJ7o+wQ3drqxXs7pa/Blzph3MGt9sHvlcXdAFxQUNL88gMZV+7IDoeXKjE8cxWvP7H5tClwemVcWqxaW6SPbMqFbuLqjKJPMBLUaclicN5JGqjI3b4eq2Om7diXMEtY4AgsEghZLs1Zm5s6dS2FhISNGjCAiIqLiZ8GCBU0tmqCWlBSolhm/aiwziqJQvEaNm/AZMaIxxVLP73Zy5P2bCXamkKoEk335J4zt1Q6Az/d9zjs73wHgkd6PcFvX2+r13NE+0fxv5BtIaNjpV8yn3qFIeQmEb3kVFKVWxyi3zBT5xFKybx/uvKrB1U3JmiPZ5NqcBHsbeXTMaTEx2z4lw6Guc1inyCrzSu1F+CSpyk7vkVMaRVaBQNCyadbKjKIo1f7cfvvtTS2aoJaUWMstM6Yq+1ypaXiyc0Cvx6tv30YWrIDk2ZfTsXAdDkXPwWGzuXRAdwDmH5zPm9vfBGB6r+lM7T61QUQYHDWYB+MfBOCtYDPbjV74Jq9A2vhureYHRlnQ6jS49RZKTMHYN21qEDnPlZ92pgJwZc9IdNqyj5rsw7BuFpkuVbkJb101KH/DqvloZbBaNAzqXff4JIFAcPHRrJUZQcvnlGWmagBn6f79AJjat0djMDSeUAUnsc0dSWzBFmyKkfW932TMmEsBWHBoAa9veR2Ae3rcw7Se0xpUlLu6T+WSqJEgyUwLiSZHo0Fa+Sqk7znrXK1WQ3CMWm7A6hOLbWPzUWaKSl0sO5AJwFXxUepG2QO/TKfEZaLQo1pkwqpRZg6s/RkAR8cY9Nrqe3kJBALB6QhlRtBguJ0eHDY1m8mvmpiZ0gNqPIWpayPWSCnKoOTjy7FYj5GmBPJZx/cZNekfACw8upBXN78KwB3d7uCBXg80uDiSJPGfS/5NlCWOUr2DO0Nb45bd8Mt08LjOOj+0wtXUCtvGjQ0tbq35c18GDrdMmxAL3aLKFJZd8yFlK5lKTwACws1VGo8ezjuM4fBJAGL6n19DToFAcPEglBlBg2HNVdsYGExajJaqVQAqLDNduzSOQLZc8j+4DK/ikyTLIbwW/g73XD8ZgEWJi3hpw0uA2sjw0d6PIklVA1MbAm+DN3PGvoNR48VxLxf/8w+BjD141v7vrHPD4nwAsPq2wpWSgjM5uaHFrRXfb1cL5F3VK+rUOu5U09szwm4GIKyNX5V58w/Op126GjMU0ndII0gqEAguBIQyI2gwrDlq1plviFcVxUBRlMa1zLidZH10NQHFiWQoAXzZ4V1m3X0ZBp2GH478wPPrn0dBYUrHKTzZ78lGU2TKaePXhn8NUStXz/M3s9+gR171Xxxp+844r8Iy4xuLLGmahXVmx8l8thzPQ6eRuKZPWV2ovOOQvBkkDZmlarbY3+Nl8kvz2bhrMRH5oGgkvLo3n+7pAoGgeSOUGUGDYc0uazAZXDX4152RgScvD3Q6jH+r/toQZP3wGKEFu7AqZv6Mf59nbp6AjJPn1j3HyxtfRlZkrml/Dc8MeKbRFZlyxsWNY1DgIBRJ4bHgaMBF7vy7weOucY5/qBmDSYss6bCbw5tFEPCclWqLh6vio4j0L3Mv7v0eALn1SDJT1PsirHVly8wPR36gx2EnAOZe8Wj9qlpuBAKBoDqEMiNoMCosM9WkZZe7mIzt2qGppmJzfZKz5P8IPfQVAPMin+Ufk8aTXZLN7X/ezi+Jv6CRNDwY/yAvDHoBjdS0b4mpraYSYAwgzehhtn8wkbYDZC18Sg2erQZJIxESV148rxW2jZtQZLkxRa7E4Ywilh/MRJJg2oi26kZFgT1qOYX86BtxlXrQG7UERloq5smKzPdHvqfvUdXF5DNqZKPLLhAIWi5CmRE0GOUxM75BVS0zFS6mLg0bL5P465sEb1SDej82/oPbbp/G4fzD3PjbjRzIPYC/0Z+Pxn7EPT3uaXJFBsBP78dT/Z4C4HN/C4f1ekL3f4w87xqw5VY7J6yVGjdTFNgOT34+Jbt2NZa4VZi7Sm0GOaFrOG1Dyhq7pmyD3ATQm8mQ+gCqe0xzWrG8vTl7KchLo1uSqsx4jxLBvwKBoPY0/ae34IKltFjNxvHyrZp2XdIIwb87f3qLttteAeAHy41c9eD/kVx8lDuX3EmWPYs2fm34+vKv6R/Rv8FkOBfGx41nVMwoZEnhrpBOFCkGNMdWwrc3gdtZZXxomWWmOEztJWX9/Y9GlbecPSkFLNqdBsD9I9SieCgKLH9R/bvLZDKT1W7ff4+XWXZiGT2OK+hkMMTFYRCtSwQCQR0QyoygwSi1qbEepr9lMiluN6W71ToqDWWZ2fnrXHruegmAlYFTmPjIbPJcJ7ln2T0UOYuID41n3mXziPGJaZDznw+SJPH8oOfxNfhSYCxknN94ihQvSN4ES56pMr6irYHii0ejx7rkTxRP9W6phsLplnni+z3ICkzsGUn36LJ4l30/QtJ60Jth5DNkJVkryQxqMPiypGUVLibvUaOaLG5JIBC0TIQyI2gwHHbVMmO0VK4lYt+2DU9BAVp/f7y6d6/fkxamcvKrafTYOgONpLAh8GqGT3+fNHsydy+9mwJHAd2DuzNn9Bx8DD71e+56JNgrmJcGvwRAcdBubjFNVHds/Qh2fV1prHeAES9fA4qiWmc82TkVncgbi9krEzicWUSQxcDLV5ZlpzmKYOlz6t/DHsNtjiQv3Q5AaNyptd+fu5+MolT6JIp4GYFAcG4IZUbQIMiygsNeZpn5W2E065IlAPiMHYOkq1p/5pxJ2ojnnd7EJn6DVlLY4H8lA6d/TKo9lbuW3kVuaS6dAjsxd8xcvA3e9XfeBmJs3Fju7HYnAMfCd/CCRq1SrPz2OOQnVYyTJImYTmrn6czukwCw/tl4rqYNCTnMXnEUgFcmdSPQUuZWXPU6FKVDQGsY9CA5qcUosoKXjx6L/6mg76UnltIxBbxLQOvnh1d8fKPJLhAILgyEMiNoEJwlbijrl3h6wTzF46Fo2XIAfMaNr78TWtNwfnMLWk8pO+V2vB39P/o/+AVWVxF3L72bLHsW7fzb8cHYD/AztpyU3wfjH2RgxEDQOPkxIoOVdERy2WDxQ5UaUvYaGwtAqiscuymYoiVLUdw1p3TXF6kFJTzwzU5kBa7pHc1l3cs6Y6dsg01qx3Eu/S/oTWQnFQEQEutb4UbyyB7+OPEHfY+qGVjeI4bXr4IrEAguCoQyI2gQSm2qi0mrl9DqTt1m9u3b8eTkoPHzwzJwQP2czFFE0Zc3YSjN4aAcw6dt3+L+O25HkhSeXPMkqcWpRHtH89G4jwg0BdbPORsJnUbHfy/5L5GWSDSGXP4ZEoZd0cOxVbD984pxITE+xHYNQlEgud3lePLysG/d2qCylbo8TPtqO3k2J92ifHntqm6qkuJ2qO0YFBl6TIEO4wDIPlmuzJyyiq1PW0+GLYN+iapy4z1SZDEJBIK6I5QZQYNQrszoTZVvsaIlSwHwGT0aSX/+TQRLsk+QP3sUPjk7KVTMfBHzGm/ePAQZFzPWzWBj+ka8dF68Peptgr2Cz/t8TUGAKYD/jfwfRq0Rl/cJ7vYZBIDnj6cgfXfFuD4T4gBID+6Lw+BH8eo1DSaToig8//M+9qYWEmDW8/4tfTDpterO5S9D9iGwhMKE1yvmZCerykxo7Kng3x+P/EhErkJ4royk12MZOrTBZBYIBBcuQpkRNAiOskymvysz9i1bAPAZff7fwBcv+RPbe5cQUHSEbMWP/4XN5KXbr8DqymPqkqn8cfwPdJKOV4e8SoeAhq8y3JB0CerCjP4zANgbnMK3mm5oPQ6c828Gex4Ake39iWjnh4yG1MhhFK9b22DyfLMlme+3p6CR4N0bexMdUNYVfe8PsOk99e+Jb4NZtYS5XR7yUm0ABJdZZrLt2axOWV2RxWTu3x+ttwWBQCCoK0KZETQI5ZYZnelUiq2iKBWNEI3t2p3X8TesX8XQDVMJppBEKY6/hnzN03ffioyDe5bdw+7s3fgYfHh/7PuMazXuvM7VXLi6/dUMiRyCIrl5OyaQY3IohuJk5B/urKgQ3GVIJAB5gZ1wJiTiSkurdzmScm3861e16OET4zsxtH2ZxSvrECx6UP176GPQ6bKKObmpNmRZwWTR4xOoFlH8OeFnZNnNuMNqMLC3yGISCATniFBmBA1CdW4md1Y2SmkpaLXoIyPP+dgnj+yi89JbCJCKSTF3ofUTa7hh3FCMOg0vbniRo/lHCTIFMf+y+QyIqKe4nGaAJEm8NPglLHoLxZoT3BE6AJtiVAvqrXwNgMgO/gAU+cTh1hopXruuXmWQZYWnftxDicvDwDaB3HuJ2jQSRYE/ngCXHdqMhFHPVZp3eryMJEkUOgr54sAXDNunEJZWgsZiwffSS+tVVoFAcPEglBlBg1CdMuNKPqlui4g453iZ9Kxs5G9uIkAqIkHfgbDpv6Mx+wPwyb5P+PPEn+gkHbNGzKK134VXRTbcEs4LA18AIM9nN1N8h6k71r4JBxfjG+SFb7AJRdJQ6NcWWz27mhZsS2bTsTy89Fr+e03PUy0JjvwJx9eA1qi6lzTaSvNyksuVGbW+zAd7PqC0qIBb16j3R9C0e9EFtqzgbIFA0HwQyoygQaguZsaZnKJui4k+p2NmFtg48sEttFJSyZaC8J+6EL1Fra/y9cGveXvH2wA80e8Jeof1Ph/xmzWXtbmMZwc8C0BS8BGme6vtGJSfpkH2ESI7qGuS798e24aNKC5XvZzXIyvMKeu99M9xHYgNKouTcTtPFccbeB8ExFWZm5+hFssLjPQmyZrEN4e+4bKtCn5WN/qoKAJvu61eZBQIBBcnQpkRNAgVlhmvqpYZQ0xsnY+Xm3ac9HfHMdyzCSc6uP4rgsPVVgQ/HvmRmVtmAnB397u5qfNN5yt+s+eGTjfwcO+HAVgTnMlnhg5IzmJYcDNRrdQYlMKgzsg2W701nlxxKIvkvBL8zXpuHnCawrJrntpI0hwMw/5Z7dz8TFWZ8Qv14rVNr+GW3Yw+pipDwfff3+Cd0wUCwYWNUGYEDYKjPADYeJpl5qQa/GuIrVs/pKI9v2L4aCi9PPuwYcJ66VxCOg8BYHHiYl7e+DIAt3W5jQfjH6wP8VsEU7tN5cq2V4KkMCtMYrcmCHKOEJmgxs9YLVG4tUZsGzfVy/k+W38cgBv6xeJlKHMjuZ2wdpb69yWPg8m3yjxHiZsSq9ogc3XxMjamb8TPbSA0TVVwLEOH1It8AoHg4kUoM4IGoTrLjLM8ZqYOlhlr2lH0C+/ERynmgNSW/Fv+InjA9QAsT1rOc+ufQ0FhSscpPN738YuqQaEkSTw/8Hk6B3YGXQlTQ1thU/T4nvwBX68iFMriZjadvzJzOKOIDYm5aCS4ddBpVpnd30BhMniHQZ/bq51bUOZiMvpombXn/wB43OtKkGX0UVHow8LOWz6BQHBxI5QZQYNwKgD4lHLhqqNlxlriJPGzuzHhYJvUFcM9y4lu1w2ADFsGz657FlmRuardVTwz4JmLSpEpx6Qz8dbIt/DW++DwyuY670txKVoiUev55Pu3p2TPHjzFtvM6z+cbTgAwvms4Uf5e6kaPSw08BhjyMOi9qp1bkKUqMznGNOxuO71DezMo2x8Arz4XbmyTQCBoPIQyI2gQyptMlgcAe4qL8eTnq9tqYZnJLCxh8TuPEO/aiQM9gVPm0i5CzXZRFIXXNr+G3W2nZ0hPXhz0Ihrp4r2VI70jeazvowCkhhzkLs0tRBj2A1AY0hncbuzbzr21QanLw6JdqQDcPrjVqR1H/oSCJLCEQJ87apxfUBYvk6xJwKQ18a8h/6K0LI7H3FsoMwKB4Py5eJ8AggZD9shVlBnXSdXFpA0MPGuV133Jeax9+3ZuLpkPQN6gGbTp1BNQFZn3dr3HquRV6DQ6Xhr0Etq/pQFfjFzT/hp6h/ZGlhzsiFvDe4HqmhSbwlCQsG/ceM7HXp+Qg83pIcLPRP/Wp6VP7/5W/d3zRjCYa5yflpIDQIFXFg/3fpgYcyQlu/cA4CWUGYFAUA8IZUZQ7zhKTnVrLg8Arm1adkJ6Hikf38i18p/ISORd8ioR49UMmVJ3KU+ueZIP9nwAqB2l2wWcXyXhCwWNpOHNEW8yMmYkSB7WhiUgSy48koFSU+B5BQEv2Z8BwLguYadcefY8OLJE/bvnjWecfyxJfe2Dw325qfNNlB46jGK3o/H1Pe9K0AKBQABCmRE0AOU1ZgwmLRqt+vCrTVp2kc1O2ic3MUHahAsdpVd+ROAoNTvJ4XHw4IoHK4rivTz4Ze7sdmcDX0nLItgrmHdGvcP/RvwPndZAnlcWADZLBI4jR3BlZtX5mG6PzPKD6rzxXcNP7dj3I8guCO8OYV1qnL83ay/aItVqc88lt6ORNJTs2A6AV3wvJI34CBIIBOeP+CQR1Dvlwb9Gy6kqv2dLy5Y9Hg7OuYlL3BtxosN+9VeYe18HgEt28fjqx9mUvgkvnRcfjP2Aq9tf3cBX0XIZEzeGfw/7F/leqkWlMFTNFir6/tM6H2tbUj55Nid+XvrKLqY9C9TfPW444/xPN32FXjagaGQ6t2oLUFH3xhwfX2d5BAKBoDqEMiOod+yFak0Rs+8pZcaVUuZmiq5emdny1fP0t63EqWhJGfshfj3UJoUe2cOz655lVfIqjFojs0fNpn9E/4a9gAuACa0mEBcXAcDBsCgACr//HEoK6nScchfT6M6h6LRlHxc5CZCyFSQNdL+uxrkHcg9w6PgxAHyCjWjK5pfs2g2AV69edZJFIBAIakIoM4J6x1boAMDse6qqqytVzYbRR0VVGb971Y/0Pz4HgF09nqfNkGsANdj3X5v+xR/H/6jotyQUmdpzRd8xAJSaVKWmNFPCOv/RWs9XFIWl+zOBv7mYDvyk/m47CnxqrhHz5YEv8S8JBSAkwg8Ad06O2slbkjB161ZrWQQCgeBMCGVGUO/YCsqUGT8DAIos40pPB0AfVblb9tpVS2i7cjoaSWFz4JX0v0Z92MqKzH+3/pcfj/6IRtIw85KZXBJ9SSNeRcsnOFJt6ujrDOdAdFns0l9LUI4ur9X8w5lFpBaUYNJruKR9yKkdSRvU3+3H1zjX4XGwKnkVfqXqPP9QNW6mZI+axWRs1xatt3ddLkcgEAhqRCgzgnqn3DJjKVNmPLl5KE4naDQV1V4VRWH+oj/otvJOvKUSDpl60useNUup0FHIwyseZt7BeQC8NOglJrSa0ARX0rLxC/FCo5PQyQa2d1aVioxkM44f7gVr+lnnbzuh1gXqExdwqn2B7IHkspo1sQNrnLshdQM2l40Ql5q95heqFtQrT8k29ehxTtckEAgE1SGUGUG9YyuPmfFT3Uyu9DQAdKGhSHo1juaT39cxdvs0AqRiUixdaf/wrxhNZjJsGdzw6w2sSlmFQWPglcGvcFX7q5rmQlo4Gq2GgDC1pk9A74nIEmhy9Ei5+Ti+uVXtq3QGdiSVKTOxAac2Zu4HZxEYfCCsa41zlyUtAyDUpboV/SosM2XxMj16nttFCQQCQTUIZUZQ79jLLTP+qmXGnaYqM/pI1cX06epD9N38MKFSAXmWdkRP/xWtly+5JbncvfRuUopTiPKO4qvLvhKKzHkSEqu6cnqZx3IoVn27r80JwJi+FfcfT59x7vaTqjLTO+40ZSZ5s/o7ph/UUKzQ6XGyMnklkqJBW2wCVCuR4vFQumcvAF49hWVGIBDUH0KZEdQ7tgL1G7+l3DJzmjLz885UTMtm0EuTSKnOl8CpP4A5EKvTyr3L7uWE9QQRlgg+G/8ZXYJqrl8iqB3RHVVFpOCYE2P/fgCcKDSywuyFbvsnFGz4rNp5OcUOknLVNgTxp1tmTpYV34up2cW0KX0Txa5i4qR2KDJo9Rq8/Y04jx1DttmQzGZRLE8gENQrQpkR1Csel1xRZ6Y8ANiVpsZnFPoGse2nt7hJtwIFCdOUzyCwNbIi88zaZzicf5ggUxAfjfuICO+IJruGC4noTmptmKyTRQwcfTcAHVIVHg0JZZPJiNeSJ/jvZ99SWOKqNK/cxdQhzBs/r1Mp9hXKzBniZdakrAFgqPdIQLXKSBqpIvjXq2tXJJ3u/C9OIBAIyhDKjKBeKQ/+1eo0GM3qA8udpqZl/3U8mecltXCbMvI5aK+mDn+w+wNWp6zGoDHw3pj3iPONawLJL0ws/kYCws2gQIExFjQaQqzgZ5N5JCycLL3MDcef48mvNyDLSsW87Umngn8rKEgGawpIWojuW+M5d2TtAKCN1AlQlRk4FfwrXEwCgaC+EcqMoF45FfxrqOjjU26ZuVa/GKPkxtX+MjTDHgNgS/oW5uxWa8y8MOgFugbVHFQqODfKrTOpx+0YO3UEYKw1FptG4ZHwSEK0OfQ+/gFv/XUUgCOZRXy1KQmAAa2DTh0oab36O6IHGKpvFmp1WknITwDAv1StMVOhzOxV42VEJpNAIKhvhDIjqFfKa8yUx8soioLz5HEAAr1tFAf3QH/NB6DRYHfZeXHDi4Da9XlSu0lNI/QFTnQn1bqScjgfc1nV3Zs9fQg0BXJEL/FqUAB3aX9ny8pfePXXA9z71XbsTg+D2wZxRY/T3H37Fqq/242p8Vy7s3ajoBDrE4szX7X0+IWaUdxunAmqkmPq3Ln+L1IgEFzUCGVGUK/YrZUzmVj/ETjUxpM7oi/De9pyMPkC8O7Od0kpTiHcEs7jfR9vEnkvBqI6+CNJUJBpR+7UGwBp7xHeGP4GWknLIh9v1pmNfKF/ndwNX3I8x0aUvxfv3hh/qoWBLQcSyortdb++xnPtzNoJQK/QXhRmlwCqZcaVkoLiciGZTNVWgRYIBILzQSgzgnrl9EymE3++S+u9XwDgMunpct+noFMtNosTF1cqiudtENVgGwqjWU9oK1WBzPNuA0Dpvn30kuK4rcttALwaHoVb4+F/hrk8Z/iGuTf1IMj7VDsK9i0ExQOR8RDSocZzlSsz8cG9Kcw5pcw4EhNVWdq0EZ2yBQJBvSM+VQT1SnkA8PGTe2m95SVcNjUI2NymQ0VWzPKk5Ty3/jkAbu1yK0OihjSNsBcR5Sna6ZkKXr17gyxj/fVXpvWcRpR3FBm4eLXzEBTgLs1ieiy/FQpTTx2gokv2lBrP4fK42JujxsV0NnZHditodBLegSYcCaoyY2jXtkGuTyAQXNwIZUZQr2Rk2ADolv0tGknhgEutFWOKVl0LOzJ38MSaJ5AVmcntJgv3UiMRVabMpB0pwHfilQAULlqEWW/mX0P+hVbS8mvJSb4Zfp9a3ffkBnhvAGz+ANa/Danb1CymbtfUeI6DeQdxeBz4G/3xKVEDh/2CvdBoJByJaryMsa2oLyMQCOofocwI6o2solKSUgoBCNGmkx/QA98QNUZDHxWF3WXnufXP4ZbdjI0by0uDXkIjiVuwMQhv44dGI1Gc70AaMBJJr8dx+DClhw7RL7wfj/VRs8v+L3kJO66bC9H91bYFfzwJy15QD9L9OvAOrfEcm9PV6sC9QnphzSkFTmUyOcssM0ZhmREIBA2AeJII6gWnW2b6/B34ecoK5pkVfG+bDzl5gFr9992d75JclEy4JZxXBr+CtoZy+IL6R2/UVsTNZGS48R6pFrQr/GURoLr7Lm11KW7FzT93ziLrhq/g8jfB6Af+cTDpPfXnDCw5sQSA4THDKcxSqwf7hZhRZBnHsWMAGNq0aZDrEwgEFzdCmRGcN26PzMPf7sR2Yg+SogaNel/2T/CNguxsAE5a7Mw/OB8QAb9NRWQHf0B1NflNKnM1/boYxe1GkiReGvwS7QPak1OSw2NrHqck/mZ4IgEe3g3xt4C25qq9xwuPczj/MDpJx5jYMacymUK9cKWloZSWIun1GGJiGvw6BQLBxYdQZgTnhSwrPPXjXlbsO8mrWjVIVKdxY4ifrA4oU2Zmp3+HgsLV7a8WAb9NRFR7fwBSjxbgPWwYWn9/PNk52LdsAcCsN/P2iLfxMfiwO3s3t/95O5mOfCgrfngmyq0yAyIH4G/yr5SW7SirL2No3Vq0MRAIBA2CUGYE58UbSw/z445kXtd/QriiPsDMAV5IGg3unBywWlEk2GXIIMwcJgJ+m5Dwtn5IGomi3FKKijz4jB0LgHXJ0ooxMb4xzBk9hwBjAAdyD3DTbzdxOO/wWY9drsxMaDUBRVYqWWaciaqLScTLCASChkIoM4Jz5o+96cxZlcht2qVcpV2LTVYzWCwBZgAch9SHYFoAOAwSLw56ER+DT5PJe7FjMOkIjVPXP+1oAT7jxwNQtGwZisdTMa5XaC/mXz6ftn5tySrJ4u6ld3M0/2iNx03ITyChIAG9Rs+o2FHYCh14XDIajYRPoKmixoyhrVBmBAJBwyCUGcE5cSjDyuPf76ardIIXDWrxO3v7mwG1uSGA7YBac+REmMTkdpMZFj2saYQVVBDVQU3RTj6Qh2VAf7R+fnjy8rBv215pXIxPDF9e9iVdg7qS78jnrqV3sTd7b7XH/PPEnwAMiRyCr8GXgizVKuMTbEKj1Yi0bIFA0OAIZUZQZ47n2Ljl4y04nQ7es3yMVvFA54nkGeIB8Ak0AbB/828AZEd580S/J5pMXsEp4rqr1rOkfbkoGi3eY0YDULTkzypjfQ2+fDD2AzoHdiavNI/b/ryN+Qfn45bdFWMybZkVgd2XtbkMoHImk6KItGyBQNDgCGVGUCdSC0q45ePN5BQ7eN7/T1q5j4FXIFz+P1IO5wMQ2d6fXVm74KjaYPKSkf/A1+DbhFILyglv44fJosdhd5OeWIjvhAkAWJctQ3G7q4z3M/rxyfhPGBM7Brfs5vUtrzPhxwnM3TWXXxJ+4YUNL1DsKqZHcA/GxY0DqJzJlJKCbLOBTochNrbxLlQgEFxUCGVGUGvsTjdTP99KakEJowOyudX5vbrjsv+jsMQba04pGo1EUBsvXln5LBG56u6+Q69tOqEFldBoJFqVWWeO78nBMmAA2sBAPNk5FHz/fbVzfAw+zBoxixn9ZxBoCiTTnsmc3XN4bv1zbEjbgE7S8cKgFyrqBp2eyVS0/C8AzPHxSAZDI1yhQCC4GGkRysycOXNo3bo1JpOJPn36sHbt2qYW6aJDUdQU7EMZRYRZdMz1+QRJdkHHy6HbNaQcUovjhbXx5aODH6AkJqEBZH8/dMHBTSu8oBKteqqvx/HdOaDXEzz9fgCy33kXj9Va7RxJkrip800su3YZ/x76b0bHjmZo1FCGRQ3jpcEv0TGwY8XYwqzTlJklapaTz4TxDXlJAoHgIqfZF31YsGABjzzyCHPmzGHIkCF88MEHXHrppRw4cIBYYbZuNN5bmcDi3WnoNBI/dt+IYdceMPnBFbNAkkg5pLqYlMhivjjwBaMzFQA0ouJrsyOmcyAanYQ1u4T8dDsBU6aQ//U3OBMTyZkzl7Cnn6pxrkFrYGLbiUxsO7Ha/YqiUJitxsxYpGJydu0CScJnzNiGuBSBQCAAWoBlZtasWUydOpW77rqLzp0789ZbbxETE8PcuXObWrSLhg9WJ/LG0iOEkcdf0R8Rvet/6o4Jr4NPOIqsVMTLfJL/LrIiM7w0Th3TWigzzQ2DSUd0x0AAfpuzm5y0EsKeVAO08z7/nIx/vYrsdJ7Tse1WJ26njKSRYNsaALx690YfVnNPJ4FAIDhfmrVlxul0sn37dp5++ulK28eNG8eGDRuqneNwOHA4HBX/W8vM5h6PB89ptTTOBY/HgyzL532cOqHIYMsGRcHtknGUyJV2l3pKsblL8MgKRaWuMkFlKCo+51PaHB6Scm0kZhdzPNeOy5rH89qdDNfvRznp4LgUhtL1GtB2xbl1N8eO5lFarODWOChxH+XBI63ptCcbGVBaxTXuerVgGvP+GnR1a/IzbFhzSvnhP9to2zuEqH88huubj8n4fjGZvy7H1CYOnw6t8OrdG1PPnmhMpor5GrMFjcX8N/lldq9IBsA7wEDRr4vVv8eNbZBrapL3YwtFrFXdEOtVNxpqvepyvGatzOTk5ODxeAgLC6u0PSwsjIyMjGrnzJw5k5dffrnK9sTERLy9z68fkCzL5OXlkZCQwNbUEtYlgmz3hQAAGVVJREFU2YhO8hDgyiXEnVntHI3ViavUiUOSq91/JiRAwoOEFqcuEpcuEqTaNmc8H6ObBvAnCH+CyraUMpAlpw9ZB6zLrTQrLOsIc1Y4gaOqIuPrS35kFAkJCWg0zd4I2OScfn81xnrFX+fPwWUFZCeWcnRrFkdpC4NnVhpjTMrDd18iWve+ypMlCXy8wWJBvVOhiABs+AEQeGApjoP7QKMhu21bco7WXHTvXGns9WrJiLWqG2K96kZDrVdxce2/lDdrZaYc6W+9YRRFqbKtnBkzZvDYY49V/G+1WomJiaFt27b4+p5ferDH4yEhIYF27dqxMiOJZQkZPFxgQksgeQRWP0kDmKvfdU4oMhLK2YfV4ynPhEZ2412cgm9REtFpa0CrxdC2Lf433oDl0ks5lpZGu3bt0GpFh+yzcfr91Vjr1aU7ZCVZ2bc6jWM7s/G4y5RuBRQFHKZAsk013NvVoHcV0y7hR8Izt6CLjCTkySfwGTSoQWRvivVqqYi1qhtivepGQ62XtYaEhOpo1spMcHAwWq22ihUmKyurirWmHKPRiNForLJdq9XWyyJrNBq0Wi2D2gXzlEaDcsiKpSQD35KU6sfnWim1FWHDdU7n82iMuDUGJE0xkiYbsFf0/dNLJnz1YQR7+RPh70WA2YDWywuv+HhMnTshNfGb0OPxVKyX+ECoHU2xXhFtAohoEwB3VN7uLHWTnVRETkrxKSWnDE9REa6UFDxFRRXbtBqZ2IBiTAOHog+/Dt/x4xo8HVvcX7VHrFXdEOtVNxpivepyrGatzBgMBvr06cOyZcu46qqrKrYvW7aMSZMmNaFk0Ds2gN6xATCiScUQCBoMg0lHVMcAojoG1DCiW6PKIxAIBDXRrJUZgMcee4xbb72Vvn37MmjQID788ENOnjzJtGnTmlo0gUAgEAgEzYBmr8xMmTKF3NxcXnnlFdLT0+nWrRu///47cXFxTS2aQCAQCASCZkCzV2YA7r//fu6///6mFkMgEAgEAkEzROScCQQCgUAgaNEIZUYgEAgEAkGLRigzAoFAIBAIWjRCmREIBAKBQNCiEcqMQCAQCASCFo1QZgQCgUAgELRohDIjEAgEAoGgRSOUGYFAIBAIBC0aocwIBAKBQCBo0QhlRiAQCAQCQYumRbQzOB8URQHAarWe97E8Hg/FxcVYrVbRFr4WiPWqG2K96oZYr9oj1qpuiPWqGw21XuXP7fLn+Jm44JWZoqIiAGJiYppYEoFAIBAIBHWlqKgIPz+/M46RlNqoPC0YWZZJS0vDx8cHSZLO61hWq5WYmBiSk5Px9fWtJwkvXMR61Q2xXnVDrFftEWtVN8R61Y2GWi9FUSgqKiIyMhKN5sxRMRe8ZUaj0RAdHV2vx/T19RU3eB0Q61U3xHrVDbFetUesVd0Q61U3GmK9zmaRKUcEAAsEAoFAIGjRCGVGIBAIBAJBi0YoM3XAaDTy4osvYjQam1qUFoFYr7oh1qtuiPWqPWKt6oZYr7rRHNbrgg8AFggEAoFAcGEjLDMCgUAgEAhaNEKZEQgEAoFA0KIRyoxAIBAIBIIWjVBmBAKBQCAQtGiEMiMQCAQCgaBFI5SZOjBnzhxat26NyWSiT58+rF27tqlFahasWbOGiRMnEhkZiSRJ/Pzzz5X2K4rCSy+9RGRkJF5eXowYMYL9+/c3jbBNzMyZM+nXrx8+Pj6EhoYyefJkDh8+XGmMWK9TzJ07lx49elRUFh00aBB//PFHxX6xVjUzc+ZMJEnikUceqdgm1usUL730EpIkVfoJDw+v2C/WqiqpqanccsstBAUFYTab6dWrF9u3b6/Y35RrJpSZWrJgwQIeeeQRnn32WXbu3MmwYcO49NJLOXnyZFOL1uTYbDZ69uzJ7Nmzq93/3//+l1mzZjF79my2bt1KeHg4Y8eOrWgCejGxevVqpk+fzqZNm1i2bBlut5tx48Zhs9kqxoj1OkV0dDSvv/4627ZtY9u2bYwaNYpJkyZVfECKtaqerVu38uGHH9KjR49K28V6VaZr166kp6dX/Ozdu7din1iryuTn5zNkyBD0ej1//PEHBw4c4M0338Tf379iTJOumSKoFf3791emTZtWaVunTp2Up59+uokkap4Ayk8//VTxvyzLSnh4uPL6669XbCstLVX8/PyU999/vwkkbF5kZWUpgLJ69WpFUcR61YaAgADl448/FmtVA0VFRUr79u2VZcuWKcOHD1cefvhhRVHEvfV3XnzxRaVnz57V7hNrVZWnnnpKGTp0aI37m3rNhGWmFjidTrZv3864ceMqbR83bhwbNmxoIqlaBsePHycjI6PS2hmNRoYPHy7WDigsLAQgMDAQEOt1JjweD99++y02m41BgwaJtaqB6dOnc/nllzNmzJhK28V6VeXo0aNERkbSunVrbrjhBo4dOwaItaqORYsW0bdvX6677jpCQ0OJj4/no48+qtjf1GsmlJlakJOTg8fjISwsrNL2sLAwMjIymkiqlkH5+oi1q4qiKDz22GMMHTqUbt26AWK9qmPv3r14e3tjNBqZNm0aP/30E126dBFrVQ3ffvstO3bsYObMmVX2ifWqzIABA/jyyy9ZsmQJH330ERkZGQwePJjc3FyxVtVw7Ngx5s6dS/v27VmyZAnTpk3joYce4ssvvwSa/v7SNfgZLiAkSar0v6IoVbYJqkesXVUeeOAB9uzZw7p166rsE+t1io4dO7Jr1y4KCgr48ccf+cc//sHq1asr9ou1UklOTubhhx9m6dKlmEymGseJ9VK59NJLK/7u3r07gwYNom3btnzxxRcMHDgQEGt1OrIs07dvX/79738DEB8fz/79+5k7dy633XZbxbimWjNhmakFwcHBaLXaKtplVlZWFS1UUJny7ACxdpV58MEHWbRoEStXriQ6Orpiu1ivqhgMBtq1a0ffvn2ZOXMmPXv25O233xZr9Te2b99OVlYWffr0QafTodPpWL16Ne+88w46na5iTcR6VY/FYqF79+4cPXpU3FvVEBERQZcuXSpt69y5c0USTFOvmVBmaoHBYKBPnz4sW7as0vZly5YxePDgJpKqZdC6dWvCw8MrrZ3T6WT16tUX5dopisIDDzzAwoULWbFiBa1bt660X6zX2VEUBYfDIdbqb4wePZq9e/eya9euip++ffty8803s2vXLtq0aSPW6ww4HA4OHjxIRESEuLeqYciQIVXKSBw5coS4uDigGXx2NXiI8QXCt99+q+j1euWTTz5RDhw4oDzyyCOKxWJRTpw40dSiNTlFRUXKzp07lZ07dyqAMmvWLGXnzp1KUlKSoiiK8vrrryt+fn7KwoULlb179yo33nijEhERoVit1iaWvPG57777FD8/P2XVqlVKenp6xY/dbq8YI9brFDNmzFDWrFmjHD9+XNmzZ4/yzDPPKBqNRlm6dKmiKGKtzsbp2UyKItbrdP75z38qq1atUo4dO6Zs2rRJueKKKxQfH5+Kz3SxVpXZsmWLotPplNdee005evSoMn/+fMVsNivz5s2rGNOUayaUmTrw3nvvKXFxcYrBYFB69+5dkU57sbNy5UoFqPLzj3/8Q1EUNWXvxRdfVMLDwxWj0ahccsklyt69e5tW6CaiunUClM8++6xijFivU9x5550V77mQkBBl9OjRFYqMooi1Oht/V2bEep1iypQpSkREhKLX65XIyEjl6quvVvbv31+xX6xVVRYvXqx069ZNMRqNSqdOnZQPP/yw0v6mXDNJURSl4e0/AoFAIBAIBA2DiJkRCAQCgUDQohHKjEAgEAgEghaNUGYEAoFAIBC0aIQyIxAIBAKBoEUjlBmBQCAQCAQtGqHMCAQCgUAgaNEIZUYgEAgEAkGLRigzAoFA0IAsX76cTz75pKnFEAguaIQyIxA0Aa1ateKtt9467+OMGDGCRx555LyP83ckSeLnn3+u9+PWJy+99BK9evVqajE4ceIEkiSxa9euKvuOHj3K7bffTr9+/RpfsDpQfg2SJJ3TmpbP9ff3r3fZBILaIJQZgaAOTJw4kTFjxlS7b+PGjUiSxI4dO+p83HNVHhYuXMi//vWvOs8T1B8xMTGkp6fTrVu3SttLS0u5+eab+eyzz+jRo8d5n+f2229n8uTJVbbv2rULSZI4ceIEAKtWrWLSpElERERgsVjo1asX8+fPr9U5li9fzl9//QWond3bt29f7bjU1FS0Wi0LFy4EID09vV6Uc4HgXBHKjEBQB6ZOncqKFStISkqqsu/TTz+lV69e9O7du9HkCQwMxMfHp9HOd6HhcrnO+xharZbw8HB0Ol2l7SaTiS1btjB27NjzPkdd2LBhAz169ODHH39kz5493Hnnndx2220sXrz4rHODgoIICgoC1Hs9ISGBtWvXVhn3+eefExQUxMSJEwEIDw/Hz8+vfi9EIKgDQpkRCOrAFVdcQWhoKJ9//nml7Xa7nQULFjB16lQAfvzxR7p27YrRaKRVq1a8+eabNR6zVatWAFx11VVIklTxf2JiIpMmTSIsLAxvb2/69evH8uXLK839u5vJ6XTy5JNPEhUVhcViYcCAAaxateqM13T06FEuueQSTCYTXbp0YdmyZVXGpKamMmXKFAICAggKCmLSpEkVloDq8Hg8TJ06ldatW+Pl5UXHjh15++23q4z79NNPK9YpIiKCBx544P/bu/egqOo2DuBfhOUSC17GC3dMN8BtmAqjZtFUopLBmE0xTDdXiKCiAMsQBVEKL5GhlBg0JJfGMCFxchyNioIw0gEkxNziEgaCOzRmGMUusTzvHwxnWHYXgazknecz4x/ndzvPOTvjedjznLNCX3d3N6KiojB79mzY29vj4YcfRn19/ajHkpeXhwULFsDa2hpeXl549913hb6hWylFRUVYtmwZrK2tcfjwYVy7dg1r166Fi4sL7rjjDnh7e+PIkSN66w4MDCAtLQ0SiQRWVlZwc3PDrl279NYdfpupoqICDzzwgHBcW7ZsQX9/v9C/bNkyxMbGYvPmzZgxYwYcHByQkpIy6rGNVWJiIlJTU+Hn54f58+cjNjYWgYGBOH78+LjWGUrMc3NzDfry8/OhVCohEoluScyM/V2czDA2DhYWFlAqlcjPz8fw32gtLi5GX18fFAoFamtrERoaiqeeegoNDQ1ISUlBcnKyQQI0pLq6GsDghfjq1avCdk9PD4KCgvDFF1+grq4Oy5cvR3BwMNra2kzGFx4ejm+++QYfffQRLly4gCeffBKBgYFoamoyOn5gYACrVq2Cubk5zp49i+zsbCQkJOiN+fPPP+Hv7w+xWIyvv/4aZ86cgVgsRmBgIPr6+kyu6+LigqKiIly6dAnbt29HYmIiioqKhDFZWVl48cUXERUVhYaGBpw4cQISiQQAQERYsWIF1Go1Tp06hdraWvj4+CAgIAC//vqr0X3m5OQgKSkJu3btgkqlwu7du5GcnIyCggK9cQkJCYiNjYVKpcLy5cuh0WiwcOFCnDx5EhcvXkRUVBTWr1+Pc+fOCXO2bt2KtLQ0JCcn49KlSygsLMScOXOMxtHR0YGgoCD4+vqivr4eWVlZOHToEHbu3Kk3rqCgALa2tjh37hzefPNNvP7660YTyVuhu7sbM2bMGPe8iIgIFBcXo6enR2irqKhAc3MznnnmmVsZImN/z7/y29yM/R9RqVQEgL788kuhbcmSJbR27VoiIlq3bh09+uijenPi4+NJKpUK2+7u7rR//35hGwAdP378pvuWSqV04MABYXvp0qUUFxdHRETNzc1kZmZGHR0denMCAgJo69atRtcrLS0lc3Nzam9vF9pOnz6tF8+hQ4fI09OTBgYGhDFarZZsbGyotLT0pjEPiY6OppCQEGHbycmJkpKSjI4tKysje3t70mg0eu3z58+n9957j4iIduzYQffcc4/Q5+rqSoWFhXrjU1NTSSaTERFRa2srAaCMjIybxhoUFESbNm0iIqIbN26QlZUV5eTkGB07tG5dXR0RESUmJhqcr4MHD5JYLCadTkdEg5/b4sWL9dbx9fWlhIQEkzFt2LCB5HK5QXtdXR0BoNbWVqPziouLydLSki5evGhy7ZHHMOT69etkbW1Nubm5QptSqRTO6XB5eXk0depUk/tg7J9kMUqewxgzwsvLC35+fsjNzYW/vz9aWlpQWVmJzz77DACgUqkgl8v15ixatAgZGRnQ6XQwNzcf037++OMPvPbaazh58iQ6OzvR39+P3t5ek9/MnD9/HkQEDw8PvXatVivUQYykUqng5uYGFxcXoU0mk+mNqa2tRXNzs0FtjkajQUtLi8n4s7Oz8f777+Pnn39Gb28v+vr6hCdlurq60NnZiYCAAKNza2tr0dPTYxB3b2+v0X3+8ssvaG9vR0REBCIjI4X2/v5+g1qO+++/X29bp9PhjTfewNGjR9HR0QGtVgutVgtbW1sAg+dIq9WajHUklUoFmUwGMzMzoW3RokXo6enBlStX4ObmBgAGRcGOjo7o6uoa0z7Gqry8HGFhYcjJycHdd9897vnTpk3DqlWrkJubi/DwcPz+++84duwYF/uy2w4nM4xNQEREBF566SUcPHgQeXl5cHd3Fy52RKR3IRtqG6/4+HiUlpbirbfegkQigY2NDVavXj3qrR1zc3PU1tYaJExisdjoHGNxjYx9YGAACxcuNPpEzKxZs4yuW1RUhJdffhnp6emQyWSws7PD3r17hVs3NjY2RucN36ejo6PReh9jj/8ODAwAGLzV9OCDD+r1jTwXQ0nKkPT0dOzfvx8ZGRnw9vaGra0tNm7cKJznm8U60mif//D2kfUmZmZmwnEYY29vb7Tw/LfffgMAg6StoqICwcHB2LdvH5RK5biOYbiIiAgEBASgqakJFRUVAIA1a9ZMeD3G/gmczDA2AaGhoYiLi0NhYSEKCgoQGRkpXKikUinOnDmjN76qqgoeHh4mv5URiUTQ6XR6bZWVlQgLC8PKlSsBDNbQjFZ0e99990Gn06GrqwsPPfTQmI5DKpWira0NnZ2dcHJyAjD4iPlwPj4+OHr0qFCIOxaVlZXw8/NDdHS00Db8GxU7OzvMnTsXZWVl8Pf3N5jv4+MDtVoNCwsLoSB6NHPmzIGzszN++uknKBSKMcU4PFa5XI6nn34awGBi1NTUhAULFgAA7rrrLtjY2KCsrAzPPvvsTdeTSqU4duyYXlJTVVUFOzs7ODs7jyu24by8vHDkyBFoNBpYW1sL7dXV1Zg1axamT58utJWXl+Pxxx9HWloaoqKiJrxPAPD398e8efOQn5+Pr776CqGhofwEHbvtcAEwYxMgFouxZs0aJCYmorOzE2FhYULfpk2bUFZWhtTUVDQ2NqKgoACZmZl49dVXTa43dGFXq9W4fv06AEAikaCkpATfffcd6uvrsW7dulH/cvfw8IBCoYBSqURJSQlaW1tRXV2NtLQ0nDp1yuicRx55BJ6enlAqlaivr0dlZSWSkpL0xigUCsycORNyuRyVlZVobW1FRUUF4uLicOXKFaPrSiQS1NTUoLS0FI2NjUhOThYKm4ekpKQgPT0d77zzDpqamnD+/HkcOHBAiEsmk+GJJ55AaWkpLl++jKqqKmzbtg01NTVG95mSkoI9e/bg7bffRmNjIxoaGpCXl4d9+/aZPGdDsX7++eeoqqqCSqXCc889B7VaLfRbW1sjISEBmzdvxgcffICWlhacPXvW5Ft9o6Oj0d7ejpiYGPzwww/45JNPsGPHDrzyyiuYMmXi/+UqFApYWFhg/fr1qKmpQUtLCw4fPow9e/YgPj5eGFdeXo4VK1YgNjYWISEhUKvVUKvVJgunb8bMzAzh4eHIysrCt99+Kzyxx9ht5T+s12FsUquqqiIA9Nhjjxn0ffzxxySVSkkkEpGbmxvt3btXr39kAfCJEydIIpGQhYUFubu7E9FgUaa/vz/Z2NiQq6srZWZm6hX8EpHBdl9fH23fvp3mzp1LIpGIHBwcaOXKlXThwgWTx/Hjjz/S4sWLydLSkjw8POjTTz81KEi+evUqKZVKmjlzJllZWdG8efMoMjKSuru7ja6p0WgoLCyMpk6dStOmTaMXXniBtmzZolewS0SUnZ1Nnp6eJBKJyNHRkWJiYoS+GzduUExMDDk5OZFIJCJXV1dSKBTU1tZGRIYFwEREH374Id17771kaWlJ06dPpyVLllBJSYlwPmGkyPXatWskl8tJLBbT7Nmzadu2baRUKvWKbXU6He3cuZPc3d2Fz3T37t0m1y0vLydfX1+ytLQkBwcHSkhIoL/++kvoH/m5ERHJ5XLasGGD0fM5pKmpiUJCQsjZ2ZlsbW3J29ubMjMzhcJiosFCYQAG/5YuXWpyXVPnZkh7eztNmTKFPD09Ta7BBcDsv2RGNIGb+Yyx24JMJkNAQIDBY7+Mjcfly5dx5513oq6ubsI/EZGfn4+NGzcKNTyM/Zv4NhNjk5BWq0VNTQ2+//77CT2lwpgxfn5+8PPzG/c8sViM559//h+IiLGx4QJgxiah06dPQ6lUIjg4GKtXr/6vw2GTnIuLi/BiRSsrq3HPH3r78VhfO8DYrca3mRhjjDE2qfFtJsYYY4xNapzMMMYYY2xS42SGMcYYY5MaJzOMMcYYm9Q4mWGMMcbYpMbJDGOMMcYmNU5mGGOMMTapcTLDGGOMsUntf9rF9mD0ljzEAAAAAElFTkSuQmCC",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Graficamos los datos con los respectivos valores de U1 y U2 y marcamos los valores \n",
+    "plt.plot(datos1['U2'], datos1['I'], label='U1=2V, U3=7.5V')\n",
+    "plt.plot(datos2['U2'], datos2['I'], label='U1=2V, U3=8.1V')\n",
+    "plt.plot(datos3['U2'], datos3['I'], label='U1=2V, U3=9V')\n",
+    "plt.plot(datos4['U2'], datos4['I'], label='U1=2.4V, U3=10.1V')\n",
+    "plt.plot(datos5['U2'], datos5['I'], label='U1=3V, U3=10V')\n",
+    "plt.title('Curva de Franck-Hertz con PC')\n",
+    "plt.xlabel('Voltaje de aceleración U2 [V]')\n",
+    "plt.ylabel('Corriente I [A]')\n",
+    "plt.legend()\n",
+    "plt.grid(alpha=0.5)\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Hallamos los valores de U2 de los máximos y minimos de corriente\n",
+    "def encontrar_extremos(df):\n",
+    "    maximos = []\n",
+    "    minimos = []\n",
+    "    for i in range(1, len(df['I'])-1):\n",
+    "        if df['I'][i] > df['I'][i-1] and df['I'][i] >= df['I'][i+1]:\n",
+    "            maximos.append(df['U2'][i])\n",
+    "        if df['I'][i] < df['I'][i-1] and df['I'][i] <= df['I'][i+1]:\n",
+    "            minimos.append(df['U2'][i])\n",
+    "    return maximos, minimos\n",
+    "\n",
+    "# Hallamos los valores de los maximos y minimos para cada conjunto de datos\n",
+    "all_data = [datos1, datos2, datos3, datos4, datos5]\n",
+    "maximos_pre = []\n",
+    "minimos_pre = []\n",
+    "for df in all_data:\n",
+    "    maximos1, minimos1 = encontrar_extremos(df)\n",
+    "    maximos_pre.append(maximos1)\n",
+    "    minimos_pre.append(minimos1)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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fOnfu3Oz1IiMj8eKLL+KNN95AXV0dZs6cCQ8PDyQlJaG4uBivvfYaPD098corr+DFF1/EnDlzMHPmTJSUlOC1116DTCbDqlWrTNNIRnjuueeQnJyMVatW4cSJE5g1a5Zu0byDBw9i48aNeO211zB06FCLx0ZsAL/1x4SY19mzZ9ncuXNZeHg4k0gkzMXFhfXt25e9+uqrrLCwUHeeXC5nzz//PAsLC2NOTk5sxIgR7OzZsy3OZjp58mSL99y9e7du5svVq1ebPJ6Tk8Puu+8+5uXlxdzc3Nj48ePZxYsXm9yrJdrnu7q6Mjc3N3bfffexo0ePNpnNxBhj586dYzNmzGD+/v5MLBazwMBAdueddxo0awQAW7JkSYuPR0REsEmTJjX72O+//8569+7NZDIZCwkJYc899xzbuXMnA8D279+vO0870+VWc+fOZREREXrHysrK2NKlS1l4eDgTi8XM39+fTZo0iV2+fJkxpj+b6Wbvv/9+izOJbtbS82+9jnY2k9aBAwfYpEmTmLe3NxOLxSwkJIRNmjSJ/fjjj7pztLOZioqKmlxXLpezRx55hPn5+TGO43T30M70au7LkNfJ119/zQYOHMhkMhlzdXVlffv2bfL6+OKLL1ivXr2YRCJhHh4ebOrUqezSpUt658ydO5e5uLg0ub72Z2pLS7/jlvz6669s0qRJzM/Pj4lEIubl5cVGjRrFPvvsMyaXyw2+DnEsHGO3lPITQgghhNgQqpkhhBBCiE2jZIYQQgghNo2SGUIIIYTYNEpmCCGEEGLTKJkhhBBCiE2jZIYQQgghNs3uF81Tq9XIy8uDm5sbLZFNCCGE2AjGGKqqqhAcHKy3+Ghz7D6ZycvLa3F/EkIIIYRYt+zs7Da387D7ZEa7/0x2djbc3d3bfR2VSoW0tDR07twZQqHQVOHZLWov41B7GYfayzjUXsah9jKOudqrsrISYWFhBu0jZ/fJjHZoyd3dvcPJjKurK9zd3enFbQBqL+NQexmH2ss41F7GofYyjrnby5ASESoAJoQQQohNo2SGEEIIITaNkhlCCCGE2DS7r5kxBGMMSqUSKpWqxXNUKhXUajXq6+tpDNUA5m4voVAIkUhE0+0JIYRQMqNQKJCfn4/a2tpWz9MmPJmZmfQGagBLtJezszOCgoIgkUjMcn1CCCG2waGTGbVajfT0dAiFQgQHB0MikbT4xssYg1wuh1QqpWTGAOZsL8YYFAoFioqKkJ6ejpiYmDYXVCKEEGK/HDqZUSgUUKvVCAsLg7Ozc6vnMsYAADKZjJIZA5i7vZycnCAWi5GZmQmFQgGZTGbyexBCCLEN9HEWoE/1Nop+b4QQQgAH75khhBBC7J5KBRw6BOTnA0FBwPDhgJ1NZKGPtg7m+vXreP3111FWVsZ3KIQQQswtPh6IjARGjQJmzdL8NzJSc9yOUDLjQBhjePjhhyGVSuHl5WXUcyMjI7F27VrzBEYIIcT04uOB6dOBnBz947m5muN2lNBQMmMKKhWQkABs26b5byvr1ZjKvHnzwHEcHnvssSaPLV68GBzHYd68eXrH16xZg06dOmHFihVG3+/kyZN49NFH2xsuIYQQS1KpgKVLgcbJGHq0x5Yts8j7lSVQzUxHxcdrXjA3Z76hocC6dcC0aWa9dVhYGLZv346PP/4YTk5OAID6+nps27YN4eHhTc5/8cUX230vPz+/dj+XEEKIhR06pHtfSvEJw9GI3kj3CsbAnEsYkZ4IV0UdkJ2tOW/kSH5jNQHqmekInrvw+vXrh/DwcMTfdJ/4+HiEhYWhb9++umN///03hg0bBk9PT/j4+GDy5MlIS0vTPf7111/D1dUVKSkpumNPPvkkunTpgpqaGgBNh5k4jsPnn3+OyZMnw9nZGd26dcOxY8eQmpqKkSNHwtXVFSNHjtS7DwBs2LABnTt3hkQiQWxsLP73v//pPb569WqEh4dDKpUiODgYTz31lEnaihBCHEp+PmrEMiyb/AzGPLIBq8Y8hq0D7saSe1ai99LtuOfhD/B130lQ5eXzHalJUDLTXlbShTd//nxs2bJF9/3mzZuxYMECvXOqqqrw9NNP4+TJk/jnn3/AGMO9994LtVoNAJgzZw4mTpyI2bNnQ6lU4u+//8bnn3+Ob7/9Fi4uLi3e+4033sCcOXNw9uxZdO3aFbNmzcJ//vMfrFy5EidPngSgSYq0fv75ZyxduhTPPPMMLl68iP/85z+YP38+9u/fDwDYsWMHPv74Y3z++edISUnBL7/8gp49e5qsrQghxBEwxnBI7I+7536MX7qPglCtwvD0RDyc+AeiSnOhEghxNrgrXh37OO7N8MTF3Aq+Q+4wGmZqr5u68JrFmEW68B5++GGsXLkSGRkZ4DgOR44cwfbt25GQkKA75/7779d7zubNmxEYGIikpCT06NEDAPD555+jV69eeOqppxAfH49Vq1Zh4MCBrd57/vz5mDFjBgBgxYoVGDx4MF555RWMGzcOjDEsWbIE//nPf3Tnf/DBB5g3bx4WL14MAFi+fDmOHz+ODz74AKNGjUJWVhYCAwNx1113QSwWIzw8HLfddpspmokQQhxCXnkdlm4/g5MZ9YBPGAKrirH+13cxIDdZd06umx92xQ7Gx8MfwvlKZ9zz6RG8MKErFg6LstlFYalnpr3yDeyaM/S8dvL19cWkSZPw1VdfYcuWLZg0aRJ8fX31zsnKysKiRYvQq1cvBAcHo3fv3rrjWl5eXvjyyy91w0AvvPBCm/fu1auX7v8DAgIAQK8nxd/fH/X19aisrAQAJCcnY+jQoXrXGDp0KJKTNf/I7r//ftTV1aFTp05YtGgRfv75ZyiVSmOagxBCHFZ+RR0e3HgcJzPKIBUJsCBAib+2LsWAvMt654VUF2PB6d+x9zYhJvQIhFLN8OafyXjiuzNQq5sZbbABlMy0V1CQac/rgAULFmDr1q346quvmgwxAcDkyZNRWFiITZs24d9//8W///4LQLOdw80OHjwIoVCIvLw8Xa1Ma8Rise7/tdl8c8e0w1k3H9NijOmOhYWF4cqVK/j000/h5OSExYsX44477kBDQ0ObsRBCiCMrqZZj5sbjyCqtRZi3E/5ZPgKvPj0V3v/bDISE6J8cGgrs2AH/B6fh/2b3wxv39IBEKMCfF/Lx7Yms5m9g5SiZaa/hwzUviJa65DgOCAvTnGdm48ePh0KhgEKhwLhx4/QeKykpwYULF/Dcc89h0KBBCAsLQ0ZGRpNrHD16FO+99x5+//13uLu769W6mEq3bt1w+PDhJvft1q2b7nsnJyfcfffd+O9//4uEhAQcO3YMFy5cMHkshBBiL5QqNZZ8l4iMklqEejlh+6ODEebduN/gtGlARgawfz/w3Xea/6an62bbchyHh2+PwEuTNH+H39t5GQUV9Tz9JO1HNTPtJRRqpl9Pn65JXG4uBNYmOGvXWmTJaKFQqBuqEd5yP09PT3h7e+Ozzz5DYGAgMjMzm6wzU1VVhYcffhhPPvkkJkyYgPDwcAwYMACTJ09uUm/TEc899xxmzJiBfv36YfTo0fj9998RHx+Pf/75BwCwdetWqFQqDBo0CM7Ozvjf//4HJycnREREmCwGQgixN+/svIzj10rhIhFiy7yBCPF00j9BKGyzdvOh2yPw85lcnM0ux6rfLuLzhweYL2AzoJ6Zjpg2Ddixo8UuPHOvM3Mzd3d3uLu7NzkuFArx/fffIzExET169MDy5cvx4Ycf6p2zdOlSuLi44O233wYAdO/eHe+++y4ee+wx5ObmmizGe+65B+vWrcP777+P7t274/PPP8eWLVswsvEfmaenJzZt2oShQ4eiV69e2Lt3L37//Xf4+PiYLAZCCLEnZ7LK8MXhdADAB/f3RkyAW7uuIxRweOe+nhAJOOy6dB1/XywwZZhmxzHW3Nxi+1FZWQkPDw9UVFQ0ebOvr69Heno6oqKiIJPJWr0OYwz19fWQyWRNq70dYBMvY7XaXiZizO/P2qlUKqSkpCAmJqZJ7xppitrLONRexrGl9nr4y39xKKUY0/uH4oP7e3f4eu/vuoxP96fB11WKzfMGoFeoZ5vPMVd7tfb+fSvqmTEFbRfezJma/1r5i58QQojtO5FeikMpxRAJOCwdHWOSaz55Zwy6BLiiuFqO6RuO4bt/baMgmJIZQgghxAZ9tOcKAOD+AWE3Cn47SCYW4sf/DMHYuAAoVGq89MsFHL9WYpJrmxMlM4QQQoiNOZpajOPXSiERCvDkndEmvbaHsxifP9wf9/cPBWPAsz+eQ7Xcutf84jWZOXjwIKZMmYLg4GBwHIdffvlF73HGGFavXo3g4GA4OTlh5MiRuHTpEj/BEkIIIVaAMYYP91wFAMy8LQzBt85eMgGO4/DqlDiEeDohp6wOb/2Z3PaTeMRrMlNTU4PevXtj/fr1zT7+3nvv4aOPPsL69etx8uRJBAYGYsyYMaiqqrJwpIQQQoh12JtciNOZmlV+F48yba/MzdxkYl1R8bYTWTidWWa2e3UUr+vMTJgwARMmTGj2McYY1q5di5deegnTGqc4f/XVVwgICMB3332nt+fPzeRyOeRyue577VL6KpUKqls2fVSpVGCM6b5ao33czid/mYwl2kv7e2vud2trVCoV1Gq1zf8clkLtZRxqL+NYc3udzizD0u1nAAAPDQqHr4vYrHHeFumJaX2DEX8mD/87loE+oU1nFZmrvYy5ntUumpeeno6CggKMHTtWd0wqlWLEiBE4evRoi8nMmjVr8NprrzU5npaWBldXV71jarUaSqVSL/lpDe0TZBxzt5dcLodSqURmZiYEAtsu/1Kr1SgtLUVqaqrN/yyWQO1lHGov41hre6WXyfHMX7mobWDoE+SEKVEcUlJSzH7fO4I5xJ8B/rqQj9ndJHCT6s/YNVd7VVdXG3yu1SYzBQWaBXu0GxhqBQQEIDMzs8XnrVy5EsuXL9d9X1lZibCwMHTu3LnZdWYyMzMhlUoNWmcG0CRUtrqrqCVZqr1EIhEiIiLsYp2Z1NRUREdHW/26FtaA2ss41F7Gsdb2Wv/9WdQ2MAyK8sKXcwbASWKZ2KKjGT47XYnLBVW4UOWEuT30V2U3V3tpR1YMYbXJjFZrGxM2RyqVQiqVNjkuFAqbNLJQKATHcbovQ+OxxWTmypUriI+Px/Lly5ttH3MxZ3tpr93c79YWCQQCu/lZLIHayzjUXsaxtvYqqZZj96VCAMArk7vD1Uli0fvPGhSOV3+9hO9OZGP+0Kgmf9fN0V7GXMt6+s9uERgYCOBGD41WYWFhk94a0rqqqirce++9iIqKMiiRycjIAMdxOHv2rPmDI4QQ0qb4xFwoVGr0CvVAjxAPi9//nr4hcJWKkFpYjUMpxRa/f1usNpmJiopCYGAg9uzZozumUChw4MABDBkyhMfImlKpVUjISMC2C9uQkJEAldr8RWPz5s0Dx3F47LHHmjy2ePFicByHefPmAQDmzp2LRx55BA8++KBB1w4LC0N+fj569OhhypAJIYS0A2MM205qVuJ9cGA4LzG4y8S4f0AoAODLxr2grAmvw0zV1dVITU3VfZ+eno6zZ8/C29sb4eHhWLZsGd5++23ExMQgJiYGb7/9NpydnTFr1iweo9YXnxyPpX8vRU5lju5YqHso1o1fh2ndzLvRZFhYGLZv346PP/4YTk6adQbq6+uxbds2hIffeMHHx8cbdV2hUKjrGSOEEMKvgynFuFZUA1epCHf3CeYtjvlDorD1aAYOXC1CamEVov3bt6mlOfDaM3Pq1Cn07dsXffv2BQAsX74cffv2xauvvgoAeP7557Fs2TIsXrwYAwYMQG5uLnbv3g03N+towPjkeEz/YbpeIgMAuZW5mP7DdMQnG5dEGKtfv34IDw/XS1bi4+MRFhama1MAGDlyJJYtW6b7PjIyEm+//TYWLFgANzc3hIeHY+PGjbrHbx1mSkhIAMdx2LVrF/r27QsnJyfceeedKCwsxM6dO9GtWze4u7tj5syZqK2t1V1HLpfjqaeegr+/P2QyGYYNG4aTJ0/qHi8rK8Ps2bPh5+cHJycnxMTEYMuWLWZoKUJ4olIBCQnAtm2a/1rhVF9i/bQ9ITMGhMFVyl8fRLiPM8bGaco8thzJ4C2O5vCazIwcOVJvnRft19atWwFoCjxXr16N/Px81NfX48CBA1Yz9KFSq7D076VgaLqOivbYsr+XmX3Iaf78+XoJwObNm7FgwYI2n/fhhx9iwIABOHPmDBYvXozHH38cly9fbvU5q1evxvr163H06FFkZ2djxowZWLt2Lb777jv8+eef2LNnDz755BPd+S+99BLi4+Px1VdfITExEdHR0Rg3bhxKS0sBAK+88gqSkpKwc+dOJCcnY8OGDfD19W1nSxBiZeLjgchIYNQoYNYszX8jIzXHCTFQyvUqHLxaBI4D5g2J5DsczBmsieGvC/lQqtT8BnMTq62ZsXaHsg416ZG5GQNDdmU2DmUdMmscDz/8MA4fPoyMjAxkZmbiyJEjeOihh9p83sSJE7F48WJER0djxYoV8PX1RUJCQqvPefPNNzF06FD07dsXCxcuxIEDB7Bhwwb07dsXw4cPx/Tp07F//34AmtWdN23ahPfeew8TJkxAXFwcNm3aBCcnJ3z55ZcAgKysLPTt2xcDBgxAZGQk7rrrLkyZMqXDbUII7+LjgenTgZxb/kbk5mqOU0JDDLT5iKZXZmxcAMJ9TLOZZEcMivKGl7MYZbUNOJlhPSsCUzLTTvlV+SY9r718fX0xadIkfPXVV9iyZQsmTZpkUO9Gr169dP/PcRwCAwNRWFho8HMCAgLg7OyMTp066R3TXiMtLQ0NDQ0YOnSo7nGxWIzbbrsNycmaPT4ef/xxbN++HX369MHzzz+Po0ePGvZDE2LNVCpg6VKAafpor/qG40xQF81XYAyueQUDy5bRkBNpU05ZLX46nQsAWDisUxtnW4ZIKMDobpqhpl2XCto423Ksfp0ZaxXkFmTS8zpiwYIFeOKJJwAAn376qUHPEYvFet9zHAe1uvUuw5ufw3Fcq9fQLprX2jpBEyZMQGZmJv7880/8888/GD16NJYsWYIPPvjAoJ+BEKt06BCQk4MKqQuem7gMu7sMbnLK/ef34PWEg3AaPYqHAImtWPtPChQqNYZ09sFtUd58h6MzrnsgdpzOwe5LBVg1JY7vcABQz0y7DQ8fjlD3UHBofkE4DhzC3MMwPHy42WMZP348FAoFFAoFxo0bZ/b7GSI6OhoSiQSHDx/WHWtoaMCpU6fQrVs33TE/Pz/MmzcP33zzDdauXatXiEyITcrPR5JfFCbPW4fdXQZDrGpAWHmB7kugVuHHXmNw76EqFFUZtpUKcTwp16sQn6gZpnx+fFeeo9E3PMYXzhIh8irqrWbzSeqZaSehQIh149dh+g/TwYHTKwTWJjhrx6+FUGD+1SOFQqFu6MZaVqt0cXHBokWL8Pzzz8PHxwfh4eF47733UFtbi4ULFwIAXn31VfTv3x/du3eHXC7HH3/8oZfoEGKL9gj9sPSh91ArcUJYeQH+75c16Hk9Tff40fCeeGrK87gMLyz5NhHfLhoEsZA+VxJ9H+y+AjUDxnUPQJ8wT77D0SMTCzGpZxB+PJ2Dzw5cw+cP9W37SWZG/4I6YFq3adgxYwdC3EP0joe6h2LHjB1mX2fmZu7u7k32nuLbG2+8gWnTpuHhhx9Gv379kJqail27dsHLywsAIJFIsHLlSvTq1Qt33HEHhEIhtm/fznPUhLTfthNZePSMHLUSJwzNOIs/ti7VS2QAYEj2Rfywfy3cpCKcyCjFW38m8xQtsVaphdXYdek6BBzw7NhYvsNp1mMjO4PjgH+Sr+NKQRXf4YBj2uIGO1VZWQkPDw9UVFQ0u9Fkeno6oqKiDNposr6+HjKZrEkdiEqtwqGsQ8ivykeQWxCGhw+3SI+MNWutvUzFmN+ftVOpVEhJSUFMTIzV9K5ZM2tsrxPppZi16TiUaobZ/iqsfv4+iNUq4OY/sdp/Czt2YE/XoVj09SkAwGcP9cf4HuZbqNIa28ua8d1eGw+m4e2/LmN4jC/+t3CQxe9vqCXfJuLPC/m4u3cQFvd1Nnl7tfb+fSvqmTEBoUCIkZEjMbPnTIyMHOnwiQwhjqagoh6Lvz0NpZphap9gvPn0FIh/+B4I0e+1RWgosGMHMG0axsQF4LERnQEAL/18ASXVVD9DNPZfLgIA3NnVn+dIWvf4SM3r94/z+cirbOA1FkpmCCGkAxhjeObHsyiuVqBroBvemdZL0xs5bRqQkQHs3w98953mv+npmuONnh4Tg9gAN5TUKPDSzxdh5x3lxABV9Q04lalZWHRUrHUnMz1CPDAy1g9qBvx4sZzXWKgAmBBCOmDbiWwcSS2BTCzAhof6w0lyU8+sUAiMHNnic6UiIT6c0Rv3fHoEf18qwM6LBZjY0/zLORDrdSS1BA0qhihfF0T6uvAdTpuWjIqGSs1wZycJr3FQzwwhhLRTbnkd3v5LU8D77NhYRLXjzadHiIduuGlDQhr1zji4/Zc1C4+OjPXjORLDDIz0xtZ5A9Az0InXOCiZAeiPh42i3xvh2/p9qaiWK9Ev3BPzh0a1+zoLhkVBKhLgQm6FVS0RTyxLqVJjT/J1AMDorgE8R2NbHDqZ0a5ge/NOz8R2aH9vt65ETIgllNYodIuavTChG4SC9s/a83aRYFo/TbHwl4evmSQ+Ynv+TS9FaY0CXs5i3N7Jelb8tQUOXTMjFArh6emp20/I2dm5xWnEjDHI5ZrZBuaaamxPzNlejDHU1taisLAQnp6eNNWU8OK7fzMhV6rRM8QDAyO9Ony9BUOjsO1ENnYnXUdWSa1VbCpILOvPC5q9/MZ1D4SIFlI0ikMnMwAQGKhZ26GtTRYZY1AqlRCJRJTMGMAS7eXp6an7/RFiSQqlGl8fywQALBwWZZLXeEyAG4bH+OJQSjF+PJ2NZ6x0sTRiHio1w66Lmo0bqQjceA6fzHAch6CgIPj7+6OhoeV58iqVCpmZmYiIiKCeAAOYu73EYjH9Hghv9iRdR2GVHAHuUpO+8UzvH4pDKcX49Wwelo/pQh+cHMi/6SUoqVHA01mMwZ19+A7H5jh8MqMlFApbfXNUqVQQCASQyWT0JmoAai9izw5c1fTkTu0TAonIdMMBY+IC4CwRIqu0Fmeyy9EvvOPDV8Q2/HleM8Q0Ni6A9upqB2oxQggxAmMMh1OKAQBDo31Nem1niQhj4zSzWH47m2fSaxPrpVCqdfUyU3oH8xyNbaJkhhBCjJBRUou8inpIhAKTFP7eamofzaymX8/mok6hMvn1ifVJuFKI8toG+LtJMaSzaRNkR0HJDCGEGOFwqqZXpl+EJ5wlph+pHx7ji3BvZ5TVNmD7ySyTX59Yn1/O5gIApvYJ7tAUf0dGyQwhhBjhaGMyM8zEQ0xaIqEA/xnRCQCw8eA1KJRqs9yHWIeKugb8k6ypwbqnb0gbZ5OWUDJDCCEGalCpcaQxmRlipmQGAO7rFwp/NynyK+rxy5lcs92H8O/vi/lQKNWIDXBDXJA73+HYLEpmCCHEQMevlaCyXglfVwl6h3qa7T4ysRCLhmt6ZzYcSINKTVt32Ku/G9eWmdI7iKbidwAlM4QQYiDtG8+YuECz1zbMGhQODycx0otrcDClyKz3IvyokStxJK0EADC2Oy0A2hGUzBBCiAHUaoY9SZpNAMd1N/8mgC5SEe7po5mmS0NN9ulQSjEUSjXCvZ0R4+/Kdzg2jZIZQggxwJnschRWyeEmFVls+uy9/UIBALsuFaBarrTIPYnl/NO4Q/aYuAAaYuogSmYIIcQAuy5phpju7OZv0lV/W9M71ANRvi6ob1Bjd+P9iX1QqRn2XdbMYrqrm/l7+uwdJTOEENIGxpgumRlnwdoGjuNwT+Miej/TUJNdScwqQ2mNAh5OYrMsvuhoKJkhhJA2pBVVI7OkFhKRACO6+Fn03vc2rj1yJLUYhVX1Fr03MR9tr8zIWD+IaC+mDqMWJISQNpzKKAMA9A/3govUsvvzhvs4o3eYJ9QM2HWRhprsRcIVzQy1UbH+PEdiHyiZIYSQNiRmaZKZvuGevNx/Uk/N0NZfFyiZsQfXK+uRnF8JjtNsX0E6jpIZQghpw5mscgBA33B+ahsm9AgCAPybXoLiajkvMRDTOXBV0yvTK8QDPq5SnqOxD5TMEEJIKyrqGpBSWA2Av56ZMG9n9A71gJrdWLiP2K4DjUNMlq6/smeUzBBCSCvOZZcDAMK9neHL46foCT01vTN/XcjnLQbScUqVGocaV3QeQfUyJkPJDCGEtEI7xNSPp14ZrUmNyczxayUorKRZTbbqXE45KuuV8HASo0+YJ9/h2A1KZgghpBU3in/5XQskzNsZ/SO8oGbAb+fyeI2FtN+hFM2u68Oifc2+v5cjoWSGEEJaoFYznG0cZuKrXuZm2jVnfkqkBfRs1ZFUTTIzNJpmMZkSJTOEENKCa8U1qKhrgFQkQLcgd77DweReQZAIBUjOr0RSXiXf4RAj1ciVumHLYZTMmBQlM4QQ0oIzjUNMvUI9ILaCVVo9nSUY3U1TNPrzmRyeoyHGOpFeCqWaIczbCeE+znyHY1f4/9dJCCFWKlFX/Gs9e+dMa9xJ+5ezeVCq1DxHQ4xxOPVGvQwxLUpmCCGkBWd4Xvm3OSO6+MHbRYKiKjlOpJfyHQ4xAtXLmA8lM4QQ0oxquRJXr1cB4H8m080kIoFuCfyTjXtGEetXVCXH5QLN62lwJx+eo7E/lMwQQkgzzmeXQ82AEE8nBLjL+A5HT/8ITXJ1OouSGVtxOlPzu+oa6EZbGJgBJTOEENKMM41TsvtY0RCTlraG50xmGdRqxnM0xBDncsoBWNeQpT2hZIYQQpqR2PhJ2pqKf7W6BrrBWSJElVyp2zeKWDftthi9Qz15jcNeUTJDCCG3YIzpemas8ZO0SCjQLYV/KpOKgK2dWs1wPqcCANCbtjAwC0pmCCHkFleuV6G0RgGZWIDuwfwvltecAdq6mUyqm7F2aUXVqJYr4SQWIsbfle9w7BIlM4QQcosjqSUAgNuifCAVCXmOpnn9GpMZmp5t/bRbYvQM9YDIChZftEfUqoQQcosjusXNrHcK7cBIb4gEHHLK6pBVUst3OKQV2uJf2iXbfCiZIYSQmzSo1Pj3mqZnxpoXN3ORinT1PNqVZYl1On5N03vWl5IZs6FkhhBCbnIuuxw1ChW8XSToFmid9TJa2mTrSBolM9Yqs6QGqYXVEAk4DLHi5NjWUTJDCCE30fZyDO7sA4GA4zma1mn3+DmaWkzrzVipfZcLAWiGBT2cxDxHY78omSGEkJscsaHNAHuHecJFIkRZbQOS8iv5Doc0Y2+yJpnR7nZOzMOqkxmlUomXX34ZUVFRcHJyQqdOnfD6669DraadYgkhplcjV+JM407ZtpDMiIUCDGrc5+coDTVZnar6Bvybrqm/urMrJTPmZNXJzLvvvovPPvsM69evR3JyMt577z28//77+OSTT/gOjRBih05nlkGpZgjzdkKYtzPf4RhEWzdzKIWSGWtzOKUYDSqGKF8XdPKj9WXMScR3AK05duwYpk6dikmTJgEAIiMjsW3bNpw6darF58jlcsjlct33lZWarleVSgWVStXuWFQqFdRqdYeu4UiovYxD7WUcc7XXhcYptL1DPWzmdzG0szcA4N/0UlTXKeAkabouDr2+jGOq9von+ToAYFSsr123vbleX8Zcz6qTmWHDhuGzzz7D1atX0aVLF5w7dw6HDx/G2rVrW3zOmjVr8NprrzU5npaWBlfX9mfGarUapaWlSE1NhUBg1R1aVoHayzjUXsYxV3uduKp58wkQK5CSkmKy65oTYwx+LiIU1Sjxy5GLGBDatEeJXl/GMUV7qdQM/yTlAwBiXRts5vXUHuZ6fVVXG77vmFUnMytWrEBFRQW6du0KoVAIlUqFt956CzNnzmzxOStXrsTy5ct131dWViIsLAydO3eGu3v7p1mqVCqkpqYiOjoaQqF1rghqTai9jEPtZRxztVf2HwUAgOE9OyEmxvprZrRGdVPgh1M5SK2VYGZMTJPH6fVlHFO0197kQlTUq+HtLMbUoT0gtuOVf831+tKOrBjCqpOZ77//Ht988w2+++47dO/eHWfPnsWyZcsQHByMuXPnNvscqVQKqVTa5LhQKOxwIwsEApNcx1FQexmH2ss4pm6vGrkS6SU1AIAeoZ429XsYFeuPH07l4GBKcYtx0+vLOB1tr+9P5QAApg8Ig0xi/1OyzfH6MuZaVp3MPPfcc3jhhRfw4IMPAgB69uyJzMxMrFmzpsVkhhBC2uNyQRUYAwLcpfB1bfqByJoNifaFUMDhWlENsktrbaZ42V7lV9Rh/xXNlOwHB4bxHI1jsOp+r9ra2ibjb0KhkKZmE0JMLimvAgAQF2Tdq/42x8NJjH6NWxscTCniNxiC+MRcqBkwKMqbZjFZiFUnM1OmTMFbb72FP//8ExkZGfj555/x0Ucf4d577+U7NEKIndEuOhcXbHvJDADcEeMHADhwhZIZvml/B3f3CeY5Esdh1cnMJ598gunTp2Px4sXo1q0bnn32WfznP//BG2+8wXdohBA7k5SnSWa6B3vwHEn7jIjVJDNHUotRLVfyHI3jqpErcSa7DAAwPNqP52gch1XXzLi5uWHt2rWtTsUmhJCOUqrUuFxQBcA2h5kAoEewB6J8XZBeXIOfTudg7pBIvkNySCcyStGg0iy8GO5DtUuWYtU9M4QQYgnnciogV6rhIhEi3EaLZwUCDvOHRgIAthxJp40neXKkcSXmoZ1tZ2q/PaBkhhDi8L46mgEAGNcj0Op3ym7N9P6h8HASI6OkFnsbd2smlnUkTbMX01Ab2NvLnlAyQwhxaPkVdfjrgmal1gVDo3iOpmOcJSLMvC0cgKZ3hlhWcbUcyY2F5EM6+/AcjWOhZIYQ4tC+OpoJpZphUJQ3eoTYZvHvzWbeplnX5GRGKeRK+90PyBodbeyViQtyh4+NrVVk6yiZIYQ4LLlShW0nsgAAC4fZdq+MVri3M7xdJGhQMVzOr+I7HIdyIl2TzNzeiXplLI2SGUKIw0rOr0JFXQO8nMUY3S2A73BMguM49GzsYTqfW8FzNI7lVIZmSvZtUV48R+J4KJkhhDisC41v9j1DPSG04cLfW/UK1SQzF3LK+Q3EgVTUNeDKdU1PWP8Ib56jcTyUzBBCHNbFnMZkJsQ215Zpia5nJod6ZiwlMasMjAGRPs7wc6N6GUujZIYQ4rAuNu7H1MNGV/1tSa9QTwBASmE16hRUBGwJpzJKAQADIqlXhg+UzBBCHJJcqcLVxmEBe5jFdLNADxn83aRQqZluzyliXicb62UGRlK9DB8omSGEOKQrBVVoUDF4OosR6uXEdzgmR3UzlqNQqnEuuxwA1cvwhZIZQohD0hX/hniA4+yn+FerZ4gnAKqbsYSLeZrtMLycxejs58J3OA6JkhlCiEO62JjM2NsQk5a2Z4amZ5vf+cZemX7hXnaZGNsCSmYIIQ7pYq6mlqSnnSYz2iQtraga1XIlz9HYN21dUvdg+5oVZ0somSGEOByFUo0rBY3Fv3Y2k0nLz02KYA8ZGAOS8qgI2Jy0yUwcJTO8oWSGEOJwrl6vgkKlhoeTGGHe9lf8q9VTWwRMQ01m06BS42pBNQAgLsg+E2NbQMkMIcThXNDVy7jbdY2Ddr2ZC7nUM2MuaUXVUKjUcJOK7HJWnK2gZIYQ4nAu2Hnxr5a2Hoh6ZsxHO4TXNcgNAjvaEsPWUDJDCHE4l26alm3PtD9fRkktquW0ErA5aJOZuCCql+ETJTOEEIfSoFIj2c6Lf7W8XCS6mqCUEjnP0din5AIq/rUGlMwQQhzK1etVUCjVcJOJEOHjzHc4ZtercfE8SmZMT6VmOJ+t6eXrbueJsbWjZIYQ4lB0i+UF2+fKv7fSzmi6WkzJjKkl5VWiSq6Em1SEbjTMxCtKZgghDkW3jUGoY3yS1i7kll6m4DkS+3P8WgkA4LYobwip+JdXlMwQQhyKduVfe5/JpNU1UJPM5FU2oFZBKwGb0rHGZOb2Tj48R0IomSGEOAylSo3kfPvexuBWfm5S+LhIwACkXK/mOxy7oVSpcTK9FAAlM9aAkhlCiMNIKayGXKmGq1SECG/7L/7V6hbkBgC43DiLi3RcUn5jvYxMRDOZrAAlM4QQh6Gtl+ke7O5QC5zFBjYmM9cpmTEVbb3MIKqXsQqUzBBCHIajLJZ3q66NycwV6pkxmePXaIjJmlAyQwhxGI42k0mra4AmmUnOrwJjjOdobB/Vy1gfSmYIIQ5BqVIjKd+xZjJpdfZ3hZADKuuVyK+o5zscm3e5oEpXL0Pry1gHSmYIIQ4hragG9Q1quEiEiPJx4Tsci5KKBAjzkAAALhfQDtoddTqzDADQL9yL6mWsBCUzhBCHcKP418Ohin+1orw1yUxyPtXNdFRi1o1khlgHSmYIIQ5Bt42Bgw0xaUV5aXtmKJnpKG3PTP8ISmasBSUzhBCHcFFX/OuYNQ7aZEa7aCBpn8LKeuSU1YHjgN5hjpkYWyNKZgghdk+lZriU51gr/96qk7cUAHCtqBr1DSqeo7Fd2iGm2AA3uMnEPEdDtESGnDRt2jSjL/zZZ5/B39/f6OcRQoipXSuqRl2DCs4SIaJ8XfkOhxfeTkJ4OYtRVtuA1MJqhx1u6yhd8S8NMVkVg3pmfvnlF0gkEnh4eBj09eeff6K6mvYAIYRYB23xb1yQu8POPuE4TrcSMA01tV9iVjkAoD8V/1oVg3pmAOC///2vwT0tO3bsaHdAhBBiao62U3ZLuga64fi1UioCbie5UoULOZrEmIp/rYtBPTP79++Ht7e3wRfduXMnQkJC2h0UIYSY0kUH3cbgVjdWAqaemfa4lFcJhUoNbxcJInwcZ6NSW2BQMjNixAiIRG134hQVFQEAhg0bBqlU2rHICCHEBNRqhkt5jrmNwa26Bt1IZmhbA+Ml3rRYHsc55nClterwbCbGGP766y9MmzYNoaGhpoiJEEJM5lpxDWoUKjiJhejs55jFv1ox/q4QcEBZbQOKquR8h2NzdIvlRXjyGwhpot3JzLVr1/Dyyy8jPDwcs2fPhrOzM7Zv327K2AixHioVkJAAbNum+a+KprbaCu0QU1yw4xb/asnEQkT5arZySKa6GaMwxm4slkfFv1bH4AJgAKivr8eOHTvwxRdf4Pjx4xgzZgzy8/Nx9uxZ9OjRw1wxEsKv+Hhg6VIgJ+fGsdBQYN06oB3LFhDL0q38G+yYi+XdqmuQO9KKanA5vxIjuvjxHY7NyKuox/VKOUQCDr1CPfkOh9zC4J6ZxYsXIzg4GJ9++inuv/9+5Obm4vfffwfHcRAIaO09Yqfi44Hp0/UTGQDIzdUcj4/nJy5isAsOvo3Brbo1Ts+mGU3G0fbKxAW7w0ki5DkaciuDs5CNGzfi8ccfx+7du7FkyRL4+PiYMy5C+KdSaXpkmiuU1B5btoyGnKyY+uaVfx28+FerW5Cmh4pmNBnn5uJfYn0MTma+/vprnDhxAkFBQXjggQfwxx9/QKlUmjM2Qvh16BCQk4N0r2CsHzwDj0x7Gfc8/AHOBnXRPM4YkJ2tOY9YpYySGlTLlZCJBYh28OJfra6NyUxqYTUUSjXP0diOG8W/lMxYI4OTmVmzZmHPnj24ePEiunbtiiVLliAoKAhqtRpJSUnmjJEQfuTnI9U7FFPmrsUHd8zBPzG342xwV8yZ8TqS/KL0ziPWSTvE1C3IHSIhDYcDQLCHDG4yEZRqhrQiWqndEHUKFZIae/j6hXvyGwxpltH/uiMjI/Haa68hIyMD//vf/3DffffhoYceQmhoKJ566ilzxEgIL6r8AvHotJdQLXVG3PU0vLx3E/rlJqNS5oqHH3gDad6NC0MGBfEbKGmRdoipRzANMWlxHIdugZremcsFNNRkiPM55VCqGQLcpQjxdOI7HNKMdn9U4TgO48ePxw8//IC8vDw8++yzOHDggCljI4RXLxV64JpPGAKrivHVD6vwyKlfseXH1ehekIoSF0+8NG4JEBYGDB/Od6ikBdql5x195d9baRfPu5xPRcCG0O7HRIvlWS+T9Lt6e3tj2bJlOHfunCkuRwjvLuZW4Lfz+eDAsOGXNfCr07wpeshrsDH+LQjUKhwP74W0NesAIc1ssEaMMVzMo5lMzdEWASdREbBBdOvLUL2M1TIomVm+fDlqamoMvujKlStRWlra7qAI4dt/96YAAKb0DkHfT94GbtprLKSqCKPyLwEAvvfqykt8pG2ZJbWoqldCIhIgJoCKf2/WlaZnG4wxhjONxb99aSaT1TIomVm3bh1qa2sNvuinn36K8vLy9sZECK+S8iqxO+k6OA54anS0ZmG8jAxg/37gu++A/fvx4Ip5AIAdp3MgV9LUbGt0c/GvmIp/9XQJcAPHAUVVchRX07YGrcksqUVJjQISoQA9QmjhRWtl0ArAjDF06dLF4LFCY3px2pKbm4sVK1Zg586dqKurQ5cuXfDll1+if//+JrsHITf7NCEVADCpZxCi/TWfYCEUAiNH6s4ZpVIjwF2K65Vy7L50HVN6B/MQKWnNjZ2y6Q3oVi5SESK8nZFRUosrBVXwjaaNgVuiHWLqGeoBqYiGlK2VQcnMli1bjL5wQECA0c+5VVlZGYYOHYpRo0Zh586d8Pf3R1paGjw9PTt8bUKaU1Qlx66LBQCAxSOjWzxPJBTggQFh+O++VPx4OoeSGSt0prFok5aeb163IHdklNTiYm4Fhkb78h2O1dKtL0NTsq2aQcnM3LlzzR1Hs959912EhYXpJVORkZG8xEIcw47TOVCqGfqGeyKujb18pvULxX/3peJwShEKq+rh7yazUJSkLQqlGudyygEAA6hos1m9wzyx82IBzmaX8x2KVaPiX9tg1EaTlvbbb79h3LhxuP/++3HgwAGEhIRg8eLFWLRoUYvPkcvlkMtvjAFXVmqq9VUqFVQdWHZepVJBrVZ36BqOxBbbS61m2H4yCwDwQP/QNmMP85Khb5gHzmRX4LczuZg/NLLd97bF9uJTW+11MacccqUaXs5ihHvJHL5dm2uvXo3Db2eyyx2+fW6lba+KGjmuXtcUSfcOcad2aoG5/n4Zcz2rTmauXbuGDRs2YPny5XjxxRdx4sQJPPXUU5BKpZgzZ06zz1mzZg1ee+21JsfT0tLg6tr+GQ1qtRqlpaVITU2ljTUNYIvtdSKnBpkltXAWc+jqXIOUlJQ2nzM4WIwz2cD2f69hmH9Du+9ti+3Fp7baa9elcgBAFx8xUlNTLRyd9WmuvZwb1BBwQEFFPY6dTYavi1W/HViUtr3O5NVBzYBAVxEqrmej4jrfkVknc/39qq42fIVqq371qtVqDBgwAG+//TYAoG/fvrh06RI2bNjQYjKzcuVKLF++XPd9ZWUlwsLC0LlzZ7i7t78QUKVSITU1FdHR0RDSuiJtsrX2UqsZlu86CgCYOSgCPeNiDXre/GAFNp7cj9QSBeARhBj/9iXMttZefGurvbJPnQUA3NEtFDExnSwcnfVpqb1iA4qRXFCFSrEXBscE8hihddG217/Zmkkvgzr7ISYmhueorJe5/n5pR1YMYdXJTFBQEOLi4vSOdevWDT/99FOLz5FKpZBKm1bmC4XCDjeyQCAwyXUchS21158X85CUXwU3qQhPjIoxOGY/dyeMjPXDP8mF+OVsPl6Y0P51Z2ypvaxBS+3FGMPpxqLNAZHe1J6NmmuvPuFeSC6owrmcSkzsFdLKsx2PQCDQ1RPR66ht5vj7Zcy1rLo/e+jQobhy5YresatXryIiIoKniIg9alCp8eFuzets0R2d4OUiMer50/uHAQB2nM6mXYitQF5FPa5XyiEScDSTqQ19G2fonKEi4CZUaoYz2Zrp/bRTtvUzuGdm2rRpBp0XHx/f7mBu9fTTT2PIkCF4++23MWPGDJw4cQIbN27Exo0bTXYPQrafzEZmSS18XCRYMCyq7SfcYnQ3f/i6SlFcLcfe5OuY0JM2nuSTdvZJ92B3OEno03Rr+oZ5AtDsYaVUqWln8ZtkVShQLVfCRSJEbIAb3+GQNhj8yvXw8DDoy5QGDhyIn3/+Gdu2bUOPHj3wxhtvYO3atZg9e7ZJ70McV1mNQtcr8+Sd0XCVGj/yKhYKMGNAKABg28lsk8ZHjJfYmMzQp+m2dfZzhZtUhLoGFa5cp60NbpZUWA8A6BPuSUmeDTD4L3d7Fs4zhcmTJ2Py5Mm83JvYvw92X0F5bQNiA9zw0O3tH758YGAY/i8hDYdSipBdWoswb2cTRkmMQeuCGE4g4NA7zBOHU4txJqsc3YNpQ06t5MZkpj/tx2QTKN0kDutibgW+O6FZV+a1qd079OkrwscFQ6N9wBjw4+kcU4VIjKRQqnG5QDMDojfVyxikT+NQEy2epy+pULNeGfXw2QZKZohDqm9Q4YX482AMuLt3MG7v5NPha97fWAj885kcMMY6fD1ivJTCKjSoGDycxAj1cuI7HJugXek6rcjwNT3sXXG1HHlVmnWjaKds20DJDHE4jDG88stFXMythKezGC9N6maS647tHgAXiRDZpXU41TjUQSwrKU/TKxMX5G7wxriOLrxxSDSzpJbnSKyHdl+vGH9XeDiJ+Q2GGISSGeJwfjuXhx9P50DAAetn9kOAu2n2VHKWiHQzmeITc01yTWKcS9pkpo19tcgNET6aZKa0RoGq+vavYm1PEhuTGdpc0nZQMkMcSkVtA974IwkAsHR0FwyLMe1uwdP6ahYe++N8HuobaB8XS0vKv9EzQwzjJhPDp3FtJeqd0dAlMxGevMZBDNeuZOZ///sfhg4diuDgYGRmZgIA1q5di19//dWkwRFiau/tuoziagWi/V3x+MjOJr/+7Z18EOwhQ1W9EnuTC01+fdIytZohubFnpnsIJTPGCPehoSYthVKN87maxfJoJpPtMDqZ0W78OHHiRJSX39ht1dPTE2vXrjV1fISYTGJWmW720pv39IBEZPqOSYGAwz039c4Qy8kpq0OVXAmJUIDOfu3fVNYRRfq4AAAyS2t4joR/l/IqoFCq4S4VINKHlliwFUb/Nf/kk0+wadMmvPTSS3r7JgwYMAAXLlwwaXCEmIpKzfDyzxfBGHBfv1CTzF5qyaiu/gCAU5llNKvJgpLyNZ+muwS6QkyLnBlFWwScRT0zunWKuvnLqIjchhj9Lz49PR19+/ZtclwqlaKmhrJ6Yp3+upCPpPxKuMlEeHFi+zeDNETPEA+IBByKquTILa8z673IDdri3+5BtPCbsSJ9NclMRgn9DdfOZOrmZ5qJAcQyjE5moqKicPbs2SbHd+7c2WSHa0KsgVrN8Mm+FADAwmFR8HFtuqu6KcnEQt1sGm0hITG/JJrJ1G7h3pphJuqZAc7nlgMAYn3N+3eCmJbRG9E899xzWLJkCerr68EYw4kTJ7Bt2zasWbMGX3zxhTliJKRDdl4swNXr1XCTiTB/qPEbSbZHv3AvnM+pQGJmGe7uHWyRezq6q4WavYViA2lTQGNpp2fnV9ajvkEFmdgxN+gsr1Ugu1TTmxrtQ8mMLTE6mZk/fz6USiWef/551NbWYtasWQgJCcG6devw4IMPmiNGQtqNsRu9MvOHRllsAay+4Z7YehQ4Q0vEW4RcqUJOmeZNqJOfC8/R2B4fFwlcpSJUy5XIKatFtL9jJoTaocpwbye4SR0zobNVxm8RDGDRokVYtGgRiouLoVar4e/vb+q4CDGJw6nFuFxQBWeJEAuGRlrsvv0ap3Qm5VU49CddS8ksqQVjgJtUBD8zDyPaI47jEOXrggu5FUgtrHHYZOZC45Ts7jRUaXOMrpm58847UV5eDgDw9fXVJTKVlZW48847TRocIR315eF0AMD9/UPh6Syx2H1DvZzg6ypBg4rhUl6Fxe7rqK417isU5edCM1DaKSZAM5396vUqniPhjzaZ6UG7h9sco5OZhIQEKBSKJsfr6+tx6NAhkwRFiCmkFlYh4UoROA4Wq5XR4jhOt0FdYma5Re/tiNKKNLNwOvnSEFN7xQZoemMcOZm5qE1maNFFm2PwMNP58+d1/5+UlISCggLd9yqVCn///TdCQkJMGx0hHbD5SAYAYHTXAETy8CY3MNILe5Ku448L+XhkeBT1GJhRenFjMkOL5bVbl8ZkJuW6Y+6eXVHXoFsBuXuwO4pzabNYW2JwMtOnTx9wHAeO45odTnJycsInn3xi0uAIaa+yGgXiE3MAaKZj8+HevqH4YNdVnMsuR2JWOfpH0NLo5qIdZqLi3/bTDjNdK65Gg0rtcAsPnm0s1g/zdoKXswTF/IZDjGRwMpOeng7GGDp16oQTJ07Az89P95hEIoG/v7/eisCE8Om7E1mob1AjLsgdt3fy5iUGPzcppvYJxo+nc7D5cDolM2Z0rbFnJoqGmdotxNMJLhIhahQqZBTXICbAsYqA/71WAgC4LdJ8q4MT8zE4mYmIiAAAqNVqswVDiCkolGp8fSwDgKZXhs/hnYXDo/Dj6RzsvJiPnLJahHrRXi+mVlajQHltAwBKZjqC4zjEBLjhbHY5rl6vdrhk5nhjMsPXhx/SMe2amn316lUkJCSgsLCwSXLz6quvmiQwQtrrrwv5uF4ph5+bFFN4XrCua6A7hkb74EhqCX46nYuld8XwGo89ulasGWIK9pDBWdKuP2mkUZcA18ZkpgqTEMR3OBZTq1DifI6m+Nec+7YR8zH6X/6mTZvw+OOPw9fXF4GBgXqfejmOo2SG8Ioxho0HrwEA5tweYZadsY01vkcQjqSW4FRmKd+h2KWLuZqFzhytJ8EcujjojKbTmWVQqhlCPJ0Q6uVEIxA2yOhk5s0338Rbb72FFStWmCMeQjok4WoRkvIr4SwR4qHbI/gOBwDQv3GK9pmscqjUDEIBzWoyJe0ux1ST1HExDprM/HtN80FjUCdvmnVoo4z+2FpWVob777/fHLEQ0mEb9qcBAGYPCoeXi+UWyWtNbKAbXCRCVMuVDvcmYQmUzJiOdq2ZjJJayJUqnqOxHF29TBQNMdkqo5OZ+++/H7t37zZHLIR0yIn0UpzIKIVEKMAjwzvxHY6OUHBjAT3tGy8xjYKKeuSW10HAAb3DPPkOx+YFuEvhJhNBpWa6tXvsXa1CiXM55QCoXsaWGT3MFB0djVdeeQXHjx9Hz549IRbrb9z31FNPmSw4QozxfwmpAID7+ociwF3GczT6+kd44XBqMRIzy6xm+MseaDfy7BroDlcpFf92FMdx6BLghtOZZbhSUIWugfa/Eu7Bq0VoUDGEeTshzNuJ73BIOxn9r3/jxo1wdXXFgQMHcODAAb3HOI6jZIbw4lpRNRKuFEHAAY+NsJ5eGS3tEMgp6pkxqcQsGmIytS4BrjidWeYwKwHvunQdADAuLpDqZWyY0clMenq6OeIgpEO2n8wGAIyM9UeEj/WtNdIn3BMcB2SV1qKwqh7+btbVc2SrErPKAVAyY0qONKNJoVRjb7ImmRnfI5DnaEhHtHveqkKhwJUrV6BUKk0ZDyFGkytV2HFas3XBzNvCeY6mee4ysa64kjaeNA25Uo1LeZpp2ZTMmI5uj6ZC+++ZOX6tBJX1Svi6StEvnF5DtszoZKa2thYLFy6Es7MzunfvjqysLACaWpl33nnH5AES0pY9SddRWqNAgLsUo2L92n4CT/o1vuFqh0ZIx6SUyNGgYvB3kyLUi2odTEW7R1NGSQ3qG+x7RtOuS5oNk8fEBUBASybYNKOTmZUrV+LcuXNISEiATHajq/yuu+7C999/b9LgCDHE9hOaIaYZA8IgsuLN8bSf/BKpbsYkkgvrAWh6ZajWwXT8XKXwdBaDMSDVjntn1GqG3Uk0xGQvjP7L/8svv2D9+vUYNmyY3h+QuLg4pKWlmTQ4QtqSWVKDw6nF4DhNMmPNeoZ4AAAuF1RBrWY8R2P7UkrkAIA+NCXbpLQzmgAgpdB+62bOZJehqEoON5kIg2lKts0zOpkpKiqCv79/k+M1NTX06YhYnLbwd3iMH8K8rXsTx05+LpAIBaiWK5FbXsd3ODYvvUwBAOgWZP/Thy2tS+NQ05UC++2Z0dbZjekWYBXbnpCOMfo3OHDgQPz555+677UJzKZNmzB48GDTRUZIGxpUavx4SvMHadZt1t0rAwBioQDR/po3ieT8Sp6jsW3yBhVyKzU7ZXcNpD2ZTE3XM2OnM5qq5Ur8djYPAPDAQOv/20HaZvTU7DVr1mD8+PFISkqCUqnEunXrcOnSJRw7dqzJujOEmNPe5OsorpbD11WK0d0C+A7HIF2D3JCUX4nLBVUY253G6dsrpbAaagZ4O4vh5yblOxy7E+PfOD3bToeZfj+XhxqFCp38XHBblDff4RATMLpnZsiQIThy5Ahqa2vRuXNn7N69GwEBATh27Bj69+9vjhgJada3/2pm0t0/IBRiKy78vVm3xhVVqWemYy439hh0CXSj4W0ziG3s7courUON3P6W39AOT88cGE6vHzvRrvW/e/bsia+++srUsRBisNTCahxK0RT+zhxonWvLNKdrkOZN4nKBfX7itZSrjbUcNMRkHt4uEvi6SlBcrUBqYbVd7XtVWFWPc43bYNzTN4TfYIjJGJTMVFZWwt3dXff/rdGeR4g5fXU0AwAwumsAwn2su/D3Ztq9bjJKalCrUMJZQvsJtYc2GdQuREhMr0uAG4qrS3D1epVdJTMHrxYDAHqFetAQpR0x6C+pl5cX8vPz4e/vD09Pz2a75Rhj4DgOKpV9L7JE+FdR14CfEjWFvwuGRvIbjJH83KTwdZWiuFqOq9eraVpxO11pHGainhnz6RLghqNpJXa3rUHClUIAwIgu1rvAJjGeQcnMvn374O2tKZLav3+/WQMipC0/nMxGrUKF2AA3DO5se+tDdAtyw6EUOS7nV1Iy0w7F1XIUVyvAAYhpnB1GTO/GHk32Mz1bqVLjUIqmZ2akFa8WToxnUDIzYsQIAIBSqURCQgIWLFiAsDCazkYsT6Vm+OpYBgBg/tBImyze6xrohkMpxVQE3E5XGoeYgt3FcJIIeY7GfmnXmrGnnplzORWoqGuAu0yE3qGefIdDTMioKSAikQgffPABDSUR3pzMKEVOWR3cZSKbLd7T1s0kUxFwu2iTwEgvCc+R2LeYxp6Z/Ip6VNY38ByNaRxoHGIa3sXPqrc+IcYz+rc5evRoJCQkmCEUQtr214V8AMC47oGQiW3zU7luRlN+JRijbQ2Mpe2ZiaJkxqw8nMQIdNfsv2cvi+clXC0CAIykehm7Y/RUigkTJmDlypW4ePEi+vfvDxcXF73H7777bpMFR8jNVGqGnRc1u9xO7BXEczTtF+3vCpGAQ2W9EvkV9Qj2pB2fjaGdyUQ9M+bXJdANBZX1uHq9Gv0jbHtxueJqOc7nVACg4l97ZHQy8/jjjwMAPvrooyaP0WwmYk6nMkpRVCWHu0yEoZ19+Q6n3aQiITr7ueLK9SpcLqikZMYIKjXT1XB08qJpteYWG+CKg1eLdL1htuxQiqZXJi7IHf6NPU7Efhg9zKRWq1v8okSGmJO2V2ZMXKDNbwynHWpKzrf9NwlLyiipgVyphpNYiEA3WqPH3GJ0M5ps/3WacEWTzIygWUx2yah3BKVSCZFIhIsXL5orHkKapRli0tTLTOpl+3sadaVtDdpF20PQJcAVAhucyWZrYu1kerZKzXCQ6mXsmtGzmSIiIqgHhljc8WsluF7ZOMQUbbtDTFq0rUH7XG5M/mjlX8vQ7vJeXC1HaY2C52ja70JuBcpqG+AmFaFfhBff4RAzMLqv/uWXX8bKlStRWlpqjngIaZZ2xd8pvYMhFdnmLKabaTecvFZUjfoG+nBgKN02BoG0WJ4luEhFCPPW1HTZ8lCTdtXfodG+NrMpLTGO0YPO//3vf5Gamorg4GBEREQ0mc2UmJhosuAIAYAauRJ/N9bLTOsXynM0phHgLoWXsxhltQ1ILaxGN3pzNsiNZMYNUNEHKkvo4u+G7NI6XL1ehds72d6K22o1w2/n8gDQqr/2zOhk5p577jFDGIS0bNelAtQqVIj0cUa/cE++wzEJjuPQNdAdx66VIDm/kpIZA9TIlcgqrQWgGWYqyaNkxhK6BLph7+VCm+2ZOZhShGtFNXCVijDJhpd0IK0zOplZtWqVOeIgpEU/n8kFANzbN9Qmty9oSdcgNxy7VoKk/EpM6xvMdzhWT7u5pL+bFN4uEpTwHI+j0G1rUGCbRcBbjmQAAO4fEAo3mZjfYIjZtHtu4+nTp5GcnAyO4xAXF4e+ffuaMi5CAAAFFfU4nKrZGO5eG92+oCW9Qj0AAGeyyvkNxEZoZzJ1DXLnORLHottwsrAKjDGb+kCRVlSNA1eLwHHAvCGRfIdDzMjoZKawsBAPPvggEhIS4OnpCcYYKioqMGrUKGzfvh1+fjQmSUznl7O5YAy4LdIb4T7OfIdjUv3DNSuqXsqroCJgA2hnMnUNpJlMltTZzxUCDiivbUBRldymFpz76mgGAGB0V39E+Li0fjKxaUaXdT/55JOorKzEpUuXUFpairKyMly8eBGVlZV46qmnzBGjzpo1a8BxHJYtW2bW+xDrwBjDT6c1s5im9bOvXhkACPN2gq+rFA0qhou5tN5MW7TFv5TMWJZMLERkYyJgS+vNKJRq3d+P+UOjeI6GmJvRyczff/+NDRs2oFu3brpjcXFx+PTTT7Fz506TBnezkydPYuPGjejVq5fZ7kGsy6W8SqQUVkMiEtj0Xkwt4TgOAxrXvDidVcZzNNaNMaY/k4lYVExj3cwVGyoCPpNVhhqFCr6uEgzpbHuzsIhx2rWdgVjctIhKLBZDrVabJKhbVVdXY/bs2di0aRO8vGjBI0cRn6gp/B0TFwB3Oy3c69+YzCRS3UyrrlfKUVHXAKGA0y3kRixHu0ihLe2efaSx1m5IZ1+bqvMh7WN0zcydd96JpUuXYtu2bQgO1szAyM3NxdNPP43Ro0ebPEAAWLJkCSZNmoS77roLb775ZqvnyuVyyOVy3feVlZrue5VK1aGVi1UqFe0/ZYSOtleDSo1fzzbOYuodZLft3idMU8yamFUG1QBnu/05O+pSbjkAoJOvC0Qc/Xs0VkfbK9pfM8x0paDSZtr8kDaZ6eRtdMz0+jKOudrLmOsZncysX78eU6dORWRkJMLCwsBxHLKystCzZ0988803xl6uTdu3b0diYiJOnjxp0Plr1qzBa6+91uR4WloaXF3b/4lOrVajtLQUqampEAhoBcm2dLS9/s2uQUmNAp4yIQK5cqSkVJghSv5JVQxiAVBa04DknGJwHEevr2YcvaQZhgt2AVJSUujfo5E62l6SOs1WBlcKKnH16lWr7+moUahxLrscABAsrERKSopRz6fXl3HM1V7V1YbXaBmdzISFhSExMRF79uzB5cuXwRhDXFwc7rrrLmMv1abs7GwsXboUu3fvhkxmWAX9ypUrsXz5ct33lZWVCAsLQ+fOneHu3v4pnSqVCqmpqYiOjoZQaPvL6ZtbR9qLMYZXEk4AAO7tF4pusV3MEaLV6BlaisSscuQrZLibXl/NKj5zDgAwIDoIMTGd6d+jkTraXhFKNcR/5KC2gcHVPwzBnk5miNJ09iYXQs3SEeHjjKF944x+Pr2+jGOu9tKOrBii3evMjBkzBmPGjGnv0w1y+vRpFBYWon///rpjKpUKBw8exPr16yGXy5s0nFQqhVQqbXItoVDY4UYWCAQmuY6jaG97/XUhHyczyiATC/DoiM52394DIr2RmFWOpCIFvb5acKVxFk1csIeufejfo3E60l5OQiGifF1w9Xo1UotrEeZj3XVL+65odsgeFu3b7tcHvb6MY472MuZaBvcH7du3D3Fxcc1mShUVFejevTsOHTpk8I0NMXr0aFy4cAFnz57VfQ0YMACzZ8/G2bNn6UVmh+obVFizMxkA8OgdnRHkYd2fAE2hX7imCDi5sJ7nSKxTg0qNtCJNMkMzmfijWzzPynd6r29Q4c8L+QCAyb1oZW1HYXDPzNq1a7Fo0aJmh2o8PDzwn//8Bx999BGGDx9usuDc3NzQo0cPvWMuLi7w8fFpcpzYhx9P5yC7tA4B7lI8NqIT3+FYRM/GlYCzKxSQK9VwpiRdz7WiGjSoGNykIoRY+fCGPdMkM/lWv9bMvsuFqKpXIthDhkFR3nyHQyzE4J6Zc+fOYfz48S0+PnbsWJw+fdokQRHH9ed5ze62i4Z3grOk3aOgNiXYQwZXqQgqBmQU1/AdjtXZf6UQANA9xN3qC0/tma5nxsqnZ2v3cpvaNwQCAb1eHIXB7xbXr19vdn0Z3YVEIhQVFZkkqNYkJCSY/R6EHyXVcpxI1+yEPK57IM/RWA7HcegS4IrErHJcuV6FuBBPvkOyGmo1w/YTWQDsb28uW6PdcDKlsApqNbPKRKGsRoGExuSXXi+OxeCemZCQEFy4cKHFx8+fP4+gIPtbpZVYjmYGAtAjxB1h3va1D1NbdDsTW3kXvqUdv1aCjJJauEpFVP/AswgfF0hEAtQ3qJFdVst3OM3640I+GlQMcUHuup4k4hgMTmYmTpyIV199FfX1TYsU6+rqsGrVKkyePNmkwRHHsutSAQBgXJzj9Mpo2UoXvqVtO5kNAJjaJxguUscYdrRWQgGHaL/GbQ2stAj450T73cuNtM7gvw4vv/wy4uPj0aVLFzzxxBOIjY0Fx3FITk7Gp59+CpVKhZdeesmcsRI7Vi1X4lCKZsXOcT0cL5mJpZ6ZJkqq5dh1UZPgzrwtnOdoCKCZTZaUr9kzbWx3vqPRl1lSg8Sscgg4YEpv6sVzNAYnMwEBATh69Cgef/xxrFy5EowxAJrx/nHjxuH//u//EBAQYLZAiX1LuFIIhUqNKF8XxDjg3jsxjT0z2WV1qJErqRcCwC9n86BQqdEzxAM9Qjz4DofgxoaTl62wZ+aXM5rJA0OjfRHgbtgiq8R+GPUXMyIiAn/99RfKysqQmpoKxhhiYmJo80fSYbsuXQegKfx1xBkrPi4SeMmEKKtXIaWwGn3CPPkOiXenMzXF4JPtcMd0W6V9XR5JLYZSpYZIaB1L/TPG8PMZzRATFf46pna9Er28vDBw4EDcdtttlMgQkzjZOItpZKwfz5HwJ8JLAsD6FyWzlLRCzTT1LrRQntW4LdIb3i4SlNYocPxaKd/h6JzNLkdGSS2cxEKHmglJbrCOtJo4tIKKehRU1kPAAb1CHXc4IaoxmblCRcBQqtRIb1xzR1t0SvgnEgowrrumnOCvi/k8R3PDL41ry4ztHkBDtA6KkhnCu3M55QA0M3ocZaG85kR4NiYz1DODnLI6KFRqyMQCWvXXykzsqRn223WxAEqVmudoNNtd/H5ek1jREJPjomSG8O5cdjkAOHydSJS3JplJzq/UFdg7qtRCzayuTr6uVrk4myO7vZMPvJzFKKlR6Ba55NPBq0UorVHA11WKYdG+fIdDeELJDOHd2cZkpreDJzORnhIIBRxKahS4XinnOxxepTZuLNnZAWe2WTuxUICxjWtBadeG4lN84xDT3b2DraYgmVge/eYJr9RqhvM5FQCA3qGe/AbDM6lIgE6+LgCApPwKnqPhV1pjzwzVy1inoTGaHpBzOfy+TivrG/BPkmYmJA0xOTZKZgivrhVXo1quhJNYqFvS35HFBWlm7iTlVfIcCb9u9My48BwJaU73YHcAwOWCSqjU/A2J7jiVA7lSjWh/V/QIcectDsI/SmYIrxIzywEAPUM8qIsYQLcgzR/kSw6czDDGbvTM0DCTVYr0cYGTWIj6BjXSi/lZtVqlZthyNB0AMG9IpEOuT0VuoHcPwquTGZoCwgGRtF4RAMQ1fuJNynfcZKaoWo7KeiUEnOZNk1gfoYBDt8ZeRL4S7z1J15FdWgcPJzHu6xfKSwzEelAyQ3h1KrMMACUzWtphpsySWlTVN/AcDT+0M5nCvJ0hEwt5joa0hO/Ee/NhTa/MrEHhcJLQ68TRUTJDeFNUJdctjNY/3JvnaKyDl7MEwR6afWWS8x1zvZm0IloszxbEBWkWuOSjvutoWjFOZJRCJOAwd3Ckxe9PrA8lM4Q3pxt7ZWID3ODhLOY5Guuh+8Sb55gzmtIbk5koXxpismbdda9Ty66LpFIzvPFHMgBNr0ygB20qSSiZITw6RfUyzYpz8CLgrFJNMhNJyYxViw1042VdpB2ns5GcXwk3mQjL7upisfsS60bJDOHNSaqXaVZccGP3vYMWAWeU1AIAInyceY6EtEYmFqKzn2XXRbpeWY/3d10BACwdHQNvF4lF7kusHyUzhBe1CiUu5Wr+AA6IoHqZm2m771OuV0Oh5H/vG0tSqxmySjXJDM1ksn7aXsQLOeZPvBVKNRZ/m4jiagViA9wwh2plyE0omSG8OJtVDqWaIdBdhlAv2kjwZqFeTnCTiaBQqXUzexxFQWU9FEo1xEIOQVQLYfX6R2h6VY+kFTd9UKUCEhKAbds0/1WpOnSv1/+4hNOZZXCTifDZw/0hEdHbF7mBXg2EF8eulQAAbu/kTYtd3YLjON0nXkcbasoo0dTLhHo50yKKNmBEF38AmmL+ypuXEoiPByIjgVGjgFmzNP+NjNQcb4cfTmXjm+NZ4Dhg3YN9qDicNEF/LQgvjuuSGR+eI7FOcTfNFHEkmVQvY1PCfZzRydcFKjXD0dTG3pn4eGD6dCAnR//k3FzNcSMTmvM55Xj5l4sAgGWju+DOrgGmCJ3YGUpmiMXVKVS6nbIpmWnejRlNjjU9W5vMUL2M7RgR6wcA2He5EAlpe7Ft3SIkRDCobu1w1U7fXrbM4CGn1MIqLNh6CgqlGnd1C8CTd0abLnBiV0R8B0AcT2JWGRpUDEEeMvoE3oLuN81oYow5zFBcZuMwU7g3vS5sxYgufthyJAPfJ17A+xcfBu7UHA+t7IG4shnwkEvwyW/vIaC6VJPQZGcDhw4BI0e2et3Uwmo8uPFfFFfLERfkjo8e6A2BwDH+HRDjUc8Msbibh5gc5U3aWNH+rhALOVTVK5FTVsd3OBajnZYd6UvJjK0oUByGGnJwai+IWQTAhPBVPAeh+B1c8e+HE2E9MPPBt1HoctMSDPn5rV6zvFaB+VtPoLhajm5B7vj2kUFwl9HCmqRllMwQizt+U/EvaZ5EJECMP78b+VkaYwxZjT0zETTMZBNUahWe+2cp5IILAAA/xUvwU7wMF9UIMChRJdwJxgpxzScUsx58C5WSxiQ1KKiVazI8tf0sskvrEObthG8fGQQvWk+GtIGSGWJRVC9juO4Otq1BcbUCNQoVOA40Xd9GHMo6hJzKHJSJN0PJFULMguGsHgiGBhRKXkep5FPkyVbCu7YIqb7hWD55OdRh4cDw4S1eMz4xBwevFkEmFuDzhwbQwnjEIJTMEIvS1ssEe8ioLqINvUI1dTOJWeX8BmIh2nqZYA8nSEW0C7ItyK/SDBc1CLKQL30KtYKjUKEChZK3UC9MBAAoBdcxM/EtSJQK/BNzOz557r+AsPnfr1ypwtp/UgAAT9/VRTerj5C2UDJDLOpUhmYLg9uiaH2ZtgyI1AzDJWaVQamy/5WAM6lexuYEud0YLlJz1SiSvo0c2WzUC0/pnTcwNxVvntoOAPg4V4TErLJmr/ft8Szkltch0F2GuUMizRY3sT+UzBCLunq9CsCN2TqkZbEBbnCXiVCrUDlE3cyNmUxUL2MrhocPR6h7KDjc9MHklv8NE/lg+OZ/MGPvd7i7dzAA4H/HMptcq1quxPr9qQCApXfFQCam3jliOEpmiEVdaUxmugS68RyJ9RMIOF3vzMnGHcbtmW4mE03XtxlCgRDrxq8DAP2ERvc9h7XTNkI4ajQgFGLBsCgAwJ8X8lFeq9A7/+tjGSitUSDK1wX39w+1SPzEflAyQyxGrlQho1jz6btLgCvP0diGgY3JzIl0+09mMku1q/9Sz4wtmdZtGnbM2IEQ9xC946HuodgxYwemdZumO9Y71ANdA92gUKrxU2I2EjISsO3CNuxL349t/2YBABaP7ExbWRCj0aJ5xGLSi2ugVDO4yUQIdKdNBA1xW5RmbY5TmWV2v3hepm5aNvXM2Jpp3aZhauxUHMo6hPyqfAS5BWF4+HAIBfpDRRzHYdagcLz66yW8vvMQssWPgXFyyFR9EKB4EzIxw+RewTz9FMSWUTJDLOZKgWaIKTbAza7flE2pZ4gnpCIBSmsUSCuqRrS/fQ7PVdQ2oLxWs1EhJTO2SSgQYmTkyDbPE7kkQokqiFR+8OQeQpnoS7gpJwEAitR/YGeaQq83hxBDUF8esZirVC9jNIlIgD5hngCAE+nNzwCxB5mlml4ZfzcpnCX0GcteqdQqrNi7FCWS9QAAN+VUBMs3wFk9GABQLdqNZX8vg0pt2N5NhGhRMkMs5kpBNQBNzwwx3G1R9l8EnEG7ZTsE7SJ79cJTqBb+Aw4CiFkY1KhFmegrKATpyK7MxqGsQ3yHSmwMfQQiFqPrmaFkxigDb1pvxl5lFtM2Bo5Au8geAJSKP4eaq4KSu45q4V4wrq7Z8wgxBCUzxCJqFUpkl2k+fdNMJuNotzXIKq1FnUIFJ4n9rb+hnclE07Lt282L7DGuDmXiL9s8jxBD0DATsYjUwmowBvi6SuDjKuU7HJvi4yqFt4sEjGna0R7pFsyjnhm71uwiezfhwCHMPQzDw1veu4mQ5lAyQyxCO5OJhpjaJ8Zf05ulHaqzN7RgnmNoe5E9YO34tU2mdBPSFkpmiEVQvUzHaNvtaqH9JTO1CiWKquQAgAjaysDuGbPIHiGGopoZYhFXrjfOZKJp2e2irTNKuW5/w0zaDSY9ncXwcBbzHA2xBEMX2SPEUJTMEIu4SsNMHRLT2G4pdtgzo60DiqR6GYdi6CJ7hBiChpmI2VXUNaCgsh4AEEMzmdpFWzOTXVqHWoWS52hM62JuBYAbs7YIIcRYlMwQs0tprJcJ9pDBXUbDCO3h4yqFj4sEgP3NaLrQmMz0DPHgORJCiK2iZIaY3RXaxsAktL1al/PtZ6iJMabrmelByQwhpJ0omSFmd/WmDSZJ+/UN1+ygfcKOtjXILq1DZb0SEqGA6qkIIe1GyQwxuys0Ldskbu/kAwA4fq2E50hMRzvE1DXIDRIR/TkihLQP/fUgZne1cToxJTMdMyDCC0IBh5yyOmQ3Lv9v6y7oin9piIkQ0n6UzBCzKq6Wo7RGAY4Dov1pJlNHuEhF6BWqedO3l96ZS3lU/EsI6ThKZohZaXtlIryd7XKDREsbrBtqsv26GcYYzWQihJgEJTPErGgbA9Oyp7qZnLI6lNc2QCzk0CWQeu0IIe1n1cnMmjVrMHDgQLi5ucHf3x/33HMPrly5wndYxAhXaRsDk+of4QWRgENuue3XzWinZHcJcINURL12hJD2s+pk5sCBA1iyZAmOHz+OPXv2QKlUYuzYsaipqeE7NGIg7W7InfxoqXpTsKe6GRpiIoSYilXvzfT333/rfb9lyxb4+/vj9OnTuOOOO3iKihgjq7H3IJx2QzaZ2zv5IDGrHMevleL+AWF8h9NuZ7PLAQC9Qj15jYMQYvusOpm5VUWF5pOct7d3i+fI5XLI5XLd95WVlQAAlUoFlUrV7nurVCqo1eoOXcORqFQqyBtUuj2ZQj2l1HatMOb11S9M05NxNrvMZttUpWY415jM9Al1N/rnoH+PxqH2Mg61l3HM1V7GXM9mkhnGGJYvX45hw4ahR48eLZ63Zs0avPbaa02Op6WlwdW1/UWGarUapaWlSE1NhUBg1aNzVkGtVuNKbjEYA5xEHErzMlHGcXyHZbWMeX25Nm40ea2oBmcvXYaLDc4Su1YqR41CBWcxB1aRj5SqAqOeT/8ejUPtZRxqL+OYq72qqw3fh85mkpknnngC58+fx+HDh1s9b+XKlVi+fLnu+8rKSoSFhaFz585wd2//rrwqlQqpqamIjo6GUGh7bx6WplKpcDKnFkA1In1d0aVLF75DsmrGvr5Cdl1Hbnk9amV+6NPZxwIRmtapE9kActAn3BtdY41/bdC/R+NQexmH2ss45mov7ciKIWwimXnyySfx22+/4eDBgwgNDW31XKlUCqlU2uS4UCjscCMLBAKTXMdRFNRougjDfZypzQxgzOurT5gXcsvzcTGvCsO7+FsgOtM6m6MZMu4X7tXu1wb9ezQOtZdxqL2MY472MuZaVt1/xhjDE088gfj4eOzbtw9RUVF8h0SMkF/ZAACI8KHiX1PTzmjS1p3YmjNZZQCAfhGe/AZCCLELVt0zs2TJEnz33Xf49ddf4ebmhoICzbi6h4cHnJyceI6OtCW/SpPMhHs78xyJ/ekd5gkAOJ9Tzmsc7VFeq0BakWZ5hT5hXjxHQwixB1bdM7NhwwZUVFRg5MiRCAoK0n19//33fIdGDKBNZiJ8KJkxtR4hHuA4IK+iHoVV9XyHYxTtlOwoXxd4u0j4DYYQYhesumeGMcZ3CKSd1GqGgmrNrJsIWmPG5FylIsT4u+Lq9Wqcz67AXXEyvkMyWGJWOQCgb2PvEiGEdJRV98wQ21VYJYdCxSAScAj2tJ03WluiXWzO1oaatPUyfSNoiIkQYhqUzBCz0K78G+zpBJGQXmbmoK2b0c4MsgVqNdMNM1HPDCHEVOhdhpjFjW0MqFDbXHo3zmg6n1NuM0OyaUXVqKpXwkksRFfafJQQYiKUzBCzyNQlM1T8ay5dA90hEQpQXtugSx6tXWLjEFOvUA/qsSOEmAz9NSFmkUXJjNlJRAJ0C9asan3ORoaazmiLf8OpXoYQYjqUzBCzyC6tA0DJjLn1sbHF87TJTL9wT17jIITYF0pmiFlkl2mTGaqZMSdbmtFUWd+Aq4VVAKhnhhBiWpTMEJNTqxnKahUAAD+3pvtkEdPRzmi6kFsBpUrNbzBtOJ9dAcaAMG8nel0QQkyKkhlicpX1DdBOrnGXifkNxs518nWBm1SE+gY1Ugqr+Q6nVecae496N/YmEUKIqVAyQ0yuvFazjYGzmINERC8xcxIIOPRsrJvRzhSyVhdzNUXK2k0yCSHEVOidhpicdojJVWK6reBJy4ZG+wIA/ncs06rXm7nQmMz0CKFkhhBiWpTMEJMrr9P0zLjL6OVlCbMHhcNFIsTlgirsv1LIdzjNKqtRIKexKLx7MCUzhBDToncbYnLljT0zbtQzYxGezhI8dHsEAGD9vlSr7J25mKfplYnwcYaHE9VREUJMi5IZYnLamhl3KSUzlrJwWBQkIgESs8rxb3op3+E0QUNMhBBzomSGmFxZYzLjJqWXl6X4u8swY0AoAOCLQ+k8R9PUpdxKAEBPSmYIIWZA7zbE5Cq0w0zUM2NRDw4MBwAcSyu2ujVntD0zlMwQQsyBkhlictQzw4+4IHd4OIlRo1DpkgdrUHHTRpg9qPiXEGIG9G5DTE47m4mSGcsSCDgMivIGABy/Zj11M5fyNYlVmLcTPJyp+JcQYnr0bkNMTjubiQqALe/2Tj4AgOPXSniO5Ia0xpWJYwPceI6EEGKvKJkhJleuG2aiZMbStMnMqYxSNFhJ3UxaUQ0AoJOfK8+REELsFSUzxOTKdAXA9PKytK6BbvB01tTNXLSSuplrxY3JjK8Lz5EQQuwVvdsQk1Kq1KiqVwKgnhk+WGPdzLUizTAT9cwQQsyFkhliUpWNiQwAuEno5cUH7VDTMSuom6lvUCG3XLONQSc/6pkhhJgHvdsQk9INMclEEAo4nqNxTDfXzfC93kxGSQ0YAzycxPBxkfAaCyHEflEyQ0xKW/zrRVNweRMb4AZniRC1ChUyG9d34cs1XfGvCziOkltCiHlQMkNMSjstmzYT5I9AwCHaX1OfknK9itdYdPUyvlQvQwgxH0pmiElpe2Y8nWlIgU8x/po1Xa5er+Y1jrSbemYIIcRcKJkhJqWtmfGknhlexQQ09swU8pvMaHtmOlMyQwgxI0pmiEkVVcsBAH5u1DPDpy4B/A8zMcZuqpmhYSZCiPlQMkNMqrBSk8z4u8l4jsSxaYeZrhXV8Dajqahajiq5EgIOiPBx5iUGQohjoGSGmNT1ynoAQIC7lOdIHFuIpxOcxEIoVGpklPAzoymjWHPfEC8nSEW0gCIhxHwomSEmpU1m/N0omeGTQMDp6mZSC/kZasoo0QwxRfpQvQwhxLwomSEmpR1mCnCnYSa+aYearhTwUwScUUzJDCHEMiiZISZTI1eiSq7ZzsCPemZ41yPEHQBwKpOfPZoyG4e3ImmDSUKImVEyQ0ymsErTK+MiEcJVKuI5GjIs2hcAcDKjFPUNKovf/8YwExX/EkLMi5IZYjI3in9piMkaRPu7wt9NivoGNRKzyix6b8aYbpgpgoaZCCFmRskMMRld8S/NZLIKHMdhaGPvzNFUy+6gXVytQI1CBQEHhHk7WfTehBDHQ8kMMRkq/rU+2mTmcGqxRe+b2TjEFOxJ07IJIeZHyQwxGRpmsj5Do30AAOdzylFR12Cx+2rXtqGZTIQQS6BkhpjM9Srt6r80zGQtgjyc0MnPBWoGHL9muaEm3bRsXyr+JYSYHyUzxGSoZ8Y6aWc1HbHgUBMtmEcIsSRKZojJFFIyY5WG8pDMaNeYoZlMhBBLoGSGmARjDNd1BcA0zGRNBkV5g+OAtKIaFDUOBZrTzdOyaY0ZQoglUDJDTKJKrkRd48JstGO2dfF0lqBroGY14H/TzV83U1qjQJVcCY4DwrwpmSGEmB8lM8QktENM7jIRnCQ0Fdfa3N7JGwDw7zXzb22gnckU7OEEmZheC4QQ86NkhpjEdVpjxqoNitJM0bbEjKYbK/9SrwwhxDIomSEmUVhFxb/WbFCUpmcmpbAaxdXmrZvRLphHG0wSQiyFkhliEtqeGdrKwDp5uUjQNdANAHAi3bxDTTcWzKOeGUKIZVAyQ0yC1pixfrd3ssxQk7ZnhqZlE0IshZIZYhK6fZlo9V+rpU1mDl4tAmPMLPdgjCG9mBbMI4RYFiUzxCSuXK8CAIR40dCCtRoW4wuJUICMklqkFdWY5R7ltQ2orFcCoAJgQojlUDJDOux6ZT1SC6vBccDASC++wyEtcJWKcHtnTe/MP8nXzXIP7TYGQR4ympZNCLEYSmZIh2mXye8Z4gFPZwnP0ZDWjIkLAAD8k2TeZIZ6ZQghlmQTycz//d//ISoqCjKZDP3798ehQ4f4DsmyVCogIQHYtk3zX5WK74j0HG5MZrR7ABHrdVc3fwDA6awy3RRtlVqFhIwEbLuwDQkZCVCpVa0eb01GsWYmUxRNyyaEWJCI7wDa8v3332PZsmX4v//7PwwdOhSff/45JkyYgKSkJISHh/MdnvnFxwNLlwI5OTeOhYYC69YB06bxF1cjxpiuZ2YYJTNWL8jDCT1C3HExtxJ7k69D7HoKS/9eipzKG6+vUPdQzOwxE9submtyfN34dZjWreXXHc1kIoTwwep7Zj766CMsXLgQjzzyCLp164a1a9ciLCwMGzZs4Ds084uPB6ZP109kACA3V3M8Pp6fuG6SVlSN65VySEQC9I+gehlbMKZbIADg1d/O4+FtH+slLACQU5mD94++3+R4bmUupv8wHfHJLb/uaI0ZQggfrLpnRqFQ4PTp03jhhRf0jo8dOxZHjx5t9jlyuRxy+Y0VTisrKwEAKpUKqg4Mz6hUKqjV6g5dw8gbAs88Awg1RZRlMjc0CG/6dXEc8PLrwIgxgICfnLSgUo5tJ7MBAAMivCAWQNc+Fm8vG2fJ9po7OAyHUgpxKrMcfngB9YJzqBH9BYXgKsBpz1JDjUqA05/CzYHDs38/i8nRkyEU6Bf4Hk4txtXGWW3hXk5m/Vno9WUcai/jUHsZx1ztZcz1rDqZKS4uhkqlQkBAgN7xgIAAFBQUNPucNWvW4LXXXmtyPC0tDa6uru2ORa1Wo7S0FKmpqRAIBPg3uwaHM80zvRUAUF0NTHoaVQIJrkp8UCpq4ZPu+wfNF4MRunkypKSk6L6/tb1I6yzdXvN7VyKv/CLyKuIgU/eGTNG7yTlCgRyukhJIRHX6D9QAczf9A1fJjX9P5XUqnMxt7JXxkkBdkY+Uqub/jZoCvb6MQ+1lHGov45irvaqrqw0+16qTGS2O4/S+Z4w1Oaa1cuVKLF++XPd9ZWUlwsLC0LlzZ7i7u7c7BpVKhdTUVERHR0MoFGJv3jXsSTXfH2sAgGtnvW+FzRVgCgS89cy4y0ToGeKB/hFemD8kAi7SGy+nW9uLtM7S7XXm0hmcbHgZQpkfXJTj4KwcDQFu/vfBQaWWoqI+uNnnF1UzAFV6xzgOmHN7BJaPiYGr1Lx/Wuj1ZRxqL+NQexnHXO2lHVkxhFUnM76+vhAKhU16YQoLC5v01mhJpVJIpU1XoRUKhR1uZIFAoLvO4GhfrDBnEnEtDdi4ETKlAj0K0tC9MA3ODc1sELh/PzBypPni6ICb24u0zZLtFeQeBCVTQsnlQy7eilLxVv0TmBASFgmJOgYC1rSY99H+j6KT141km+M0BeA9QjzMHPkN9PoyDrWXcai9jGOO9jLmWladzEgkEvTv3x979uzBvffeqzu+Z88eTJ06lcfIgH7hXugXbsaC1+GRwKqFmmLf5pae5zjNrKbhw80XA7Fbw8OHI9Q9FLmVuWBo7vWlgoJLg0KQpn8YHELdQ/HO1O+b1MwQQghfrH4wcPny5fjiiy+wefNmJCcn4+mnn0ZWVhYee+wxvkMzL6FQM/0a0CQuN9N+v3atrkCYEGMIBUKsG695fXFofsj2Vtrz1o5fS4kMIcSqWH0y88ADD2Dt2rV4/fXX0adPHxw8eBB//fUXIiIi+A7N/KZNA3bsAEJC9I+HhmqOW8E6M8R2Tes2DTtm7ECIu/7rK8w9DM8NeQ6h7qF6x0PdQ7Fjxo5W15khhBA+WPUwk9bixYuxePFivsPgx7RpwNSpwKFDQH4+EBSkGVqiHhliAtO6TcPU2Kk4lHUI+VX5CHILwvDw4RAKhFgzek2zxwkhxNrYRDLj8IRCqy3yJbZPKBBiZORIg48TQoi1sfphJkIIIYSQ1lAyQwghhBCbRskMIYQQQmwaJTOEEEIIsWmUzBBCCCHEplEyQwghhBCbRskMIYQQQmwaJTOEEEIIsWmUzBBCCCHEptn9CsCsccfpysrKDl1HpVKhuroalZWVtCW8Aai9jEPtZRxqL+NQexmH2ss45mov7fu29n28NXafzFRVVQEAwsLCeI6EEEIIIcaqqqqCh4dHq+dwzJCUx4ap1Wrk5eXBzc0NHMe1+zqVlZUICwtDdnY23N3dTRihfaL2Mg61l3GovYxD7WUcai/jmKu9GGOoqqpCcHAwBILWq2LsvmdGIBAgNDTUZNdzd3enF7cRqL2MQ+1lHGov41B7GYfayzjmaK+2emS0qACYEEIIITaNkhlCCCGE2DRKZgwklUqxatUqSKVSvkOxCdRexqH2Mg61l3GovYxD7WUca2gvuy8AJoQQQoh9o54ZQgghhNg0SmYIIYQQYtMomSGEEEKITaNkhhBCCCE2jZIZQgghhNg0SmYM8H//93+IioqCTCZD//79cejQIb5DsgoHDx7ElClTEBwcDI7j8Msvv+g9zhjD6tWrERwcDCcnJ4wcORKXLl3iJ1grsGbNGgwcOBBubm7w9/fHPffcgytXruidQ212w4YNG9CrVy/dqqKDBw/Gzp07dY9TW7VuzZo14DgOy5Yt0x2jNrth9erV4DhO7yswMFD3OLVVU7m5uXjooYfg4+MDZ2dn9OnTB6dPn9Y9zmebUTLThu+//x7Lli3DSy+9hDNnzmD48OGYMGECsrKy+A6NdzU1NejduzfWr1/f7OPvvfcePvroI6xfvx4nT55EYGAgxowZo9v809EcOHAAS5YswfHjx7Fnzx4olUqMHTsWNTU1unOozW4IDQ3FO++8g1OnTuHUqVO48847MXXqVN0fR2qrlp08eRIbN25Er1699I5Tm+nr3r078vPzdV8XLlzQPUZtpa+srAxDhw6FWCzGzp07kZSUhA8//BCenp66c3htM0Zaddttt7HHHntM71jXrl3ZCy+8wFNE1gkA+/nnn3Xfq9VqFhgYyN555x3dsfr6eubh4cE+++wzHiK0PoWFhQwAO3DgAGOM2swQXl5e7IsvvqC2akVVVRWLiYlhe/bsYSNGjGBLly5ljNHr61arVq1ivXv3bvYxaqumVqxYwYYNG9bi43y3GfXMtEKhUOD06dMYO3as3vGxY8fi6NGjPEVlG9LT01FQUKDXdlKpFCNGjKC2a1RRUQEA8Pb2BkBt1hqVSoXt27ejpqYGgwcPprZqxZIlSzBp0iTcddddesepzZpKSUlBcHAwoqKi8OCDD+LatWsAqK2a89tvv2HAgAG4//774e/vj759+2LTpk26x/luM0pmWlFcXAyVSoWAgAC94wEBASgoKOApKtugbR9qu+YxxrB8+XIMGzYMPXr0AEBt1pwLFy7A1dUVUqkUjz32GH7++WfExcVRW7Vg+/btSExMxJo1a5o8Rm2mb9CgQfj666+xa9cubNq0CQUFBRgyZAhKSkqorZpx7do1bNiwATExMdi1axcee+wxPPXUU/j6668B8P/6Epn9DnaA4zi97xljTY6R5lHbNe+JJ57A+fPncfjw4SaPUZvdEBsbi7Nnz6K8vBw//fQT5s6diwMHDugep7a6ITs7G0uXLsXu3bshk8laPI/aTGPChAm6/+/ZsycGDx6Mzp0746uvvsLtt98OgNrqZmq1GgMGDMDbb78NAOjbty8uXbqEDRs2YM6cObrz+Goz6plpha+vL4RCYZOssrCwsEn2SfRpZwVQ2zX15JNP4rfffsP+/fsRGhqqO05t1pREIkF0dDQGDBiANWvWoHfv3li3bh21VTNOnz6NwsJC9O/fHyKRCCKRCAcOHMB///tfiEQiXbtQmzXPxcUFPXv2REpKCr2+mhEUFIS4uDi9Y926ddNNhuG7zSiZaYVEIkH//v2xZ88eveN79uzBkCFDeIrKNkRFRSEwMFCv7RQKBQ4cOOCwbccYwxNPPIH4+Hjs27cPUVFReo9Tm7WNMQa5XE5t1YzRo0fjwoULOHv2rO5rwIABmD17Ns6ePYtOnTpRm7VCLpcjOTkZQUFB9PpqxtChQ5ssJXH16lVEREQAsIK/X2YvMbZx27dvZ2KxmH355ZcsKSmJLVu2jLm4uLCMjAy+Q+NdVVUVO3PmDDtz5gwDwD766CN25swZlpmZyRhj7J133mEeHh4sPj6eXbhwgc2cOZMFBQWxyspKniPnx+OPP848PDxYQkICy8/P133V1tbqzqE2u2HlypXs4MGDLD09nZ0/f569+OKLTCAQsN27dzPGqK0McfNsJsaozW72zDPPsISEBHbt2jV2/PhxNnnyZObm5qb7205tpe/EiRNMJBKxt956i6WkpLBvv/2WOTs7s2+++UZ3Dp9tRsmMAT799FMWERHBJBIJ69evn24qraPbv38/A9Dka+7cuYwxzVS9VatWscDAQCaVStkdd9zBLly4wG/QPGqurQCwLVu26M6hNrthwYIFun93fn5+bPTo0bpEhjFqK0PcmsxQm93wwAMPsKCgICYWi1lwcDCbNm0au3Tpku5xaqumfv/9d9ajRw8mlUpZ165d2caNG/Ue57PNOMYYM3//DyGEEEKIeVDNDCGEEEJsGiUzhBBCCLFplMwQQgghxKZRMkMIIYQQm0bJDCGEEEJsGiUzhBBCCLFplMwQQgghxKZRMkMIIWb0zz//4Msvv+Q7DELsGiUzhPAgMjISa9eu7fB1Ro4ciWXLlnX4OrfiOA6//PKLya9rSqtXr0afPn34DgMZGRngOA5nz55t8lhKSgrmzZuHgQMHWj4wI2h/Bo7j2tWm2ud6enqaPDZCDEHJDCFGmDJlCu66665mHzt27Bg4jkNiYqLR121v8hAfH4833njD6OcR0wkLC0N+fj569Oihd7y+vh6zZ8/Gli1b0KtXrw7fZ968ebjnnnuaHD979iw4jkNGRgYAICEhAVOnTkVQUBBcXFzQp08ffPvttwbd459//sHevXsBaHZ3j4mJafa83NxcCIVCxMfHAwDy8/NNkpwT0l6UzBBihIULF2Lfvn3IzMxs8tjmzZvRp08f9OvXz2LxeHt7w83NzWL3szcNDQ0dvoZQKERgYCBEIpHecZlMhhMnTmDMmDEdvocxjh49il69euGnn37C+fPnsWDBAsyZMwe///57m8/18fGBj48PAM1rPTU1FYcOHWpy3tatW+Hj44MpU6YAAAIDA+Hh4WHaH4QQI1AyQ4gRJk+eDH9/f2zdulXveG1tLb7//nssXLgQAPDTTz+he/fukEqliIyMxIcfftjiNSMjIwEA9957LziO032flpaGqVOnIiAgAK6urhg4cCD++ecfvefeOsykUCjw/PPPIyQkBC4uLhg0aBASEhJa/ZlSUlJwxx13QCaTIS4uDnv27GlyTm5uLh544AF4eXnBx8cHU6dO1fUENEelUmHhwoWIioqCk5MTYmNjsW7duibnbd68WddOQUFBeOKJJ3SPVVRU4NFHH4W/vz/c3d1x55134ty5c63+LFu2bEG3bt0gk8nQtWtX/N///Z/uMe1Qyg8//ICRI0dCJpPhm2++QUlJCWbOnInQ0FA4OzujZ8+e2LZtm9511Wo13n33XURHR0MqlSI8PBxvvfWW3nVvHmY6cOAAbrvtNt3P9cILL0CpVOoeHzlyJJ566ik8//zz8Pb2RmBgIFavXt3qz2aoF198EW+88QaGDBmCzp0746mnnsL48ePx888/G3UdbWK+efPmJo9t3boVc+bMgVgsNknMhHQUJTOEGEEkEmHOnDnYunUrbt6j9ccff4RCocDs2bNx+vRpzJgxAw8++CAuXLiA1atX45VXXmmSAGmdPHkSgOaNOD8/X/d9dXU1Jk6ciH/++QdnzpzBuHHjMGXKFGRlZbUY3/z583HkyBFs374d58+fx/3334/x48cjJSWl2fPVajWmTZsGoVCI48eP47PPPsOKFSv0zqmtrcWoUaPg6uqKgwcP4vDhw3B1dcX48eOhUChavG5oaCh++OEHJCUl4dVXX8WLL76IH374QXfOhg0bsGTJEjz66KO4cOECfvvtN0RHRwMAGGOYNGkSCgoK8Ndff+H06dPo168fRo8ejdLS0mbvuWnTJrz00kt46623kJycjLfffhuvvPIKvvrqK73zVqxYgaeeegrJyckYN24c6uvr0b9/f/zxxx+4ePEiHn30UTz88MP4999/dc9ZuXIl3n33XbzyyitISkrCd999h4CAgGbjyM3NxcSJEzFw4ECcO3cOGzZswJdffok333xT77yvvvoKLi4u+Pfff/Hee+/h9ddfbzaRNIWKigp4e3sb/byFCxfixx9/RHV1te7YgQMHkJqaigULFpgyREI6xiJ7cxNiR5KTkxkAtm/fPt2xO+64g82cOZMxxtisWbPYmDFj9J7z3HPPsbi4ON33ERER7OOPP9Z9D4D9/PPPbd47Li6OffLJJ7rvR4wYwZYuXcoYYyw1NZVxHMdyc3P1njN69Gi2cuXKZq+3a9cuJhQKWXZ2tu7Yzp079eL58ssvWWxsLFOr1bpz5HI5c3JyYrt27WozZq3Fixez++67T/d9cHAwe+mll5o9d+/evczd3Z3V19frHe/cuTP7/PPPGWOMrVq1ivXu3Vv3WFhYGPvuu+/0zn/jjTfY4MGDGWOMpaenMwBs7dq1bcY6ceJE9swzzzDGGKusrGRSqZRt2rSp2XO11z1z5gxjjLEXX3yxSXt9+umnzNXVlalUKsaY5vc2bNgwvesMHDiQrVixosWY5s6dy6ZOndrk+JkzZxgAlp6e3uzzfvzxRyaRSNjFixdbvPatP4NWWVkZk8lkbPPmzbpjc+bM0bXpzbZs2cI8PDxavAch5iRqJc8hhDSja9euGDJkCDZv3oxRo0YhLS0Nhw4dwu7duwEAycnJmDp1qt5zhg4dirVr10KlUkEoFBp0n5qaGrz22mv4448/kJeXB6VSibq6uhZ7ZhITE8EYQ5cuXfSOy+VyXR3ErZKTkxEeHo7Q0FDdscGDB+udc/r0aaSmpjapzamvr0daWlqL8X/22Wf44osvkJmZibq6OigUCt1MmcLCQuTl5WH06NHNPvf06dOorq5uEnddXV2z9ywqKkJ2djYWLlyIRYsW6Y4rlcomtRwDBgzQ+16lUuGdd97B999/j9zcXMjlcsjlcri4uADQtJFcLm8x1lslJydj8ODB4DhOd2zo0KGorq5GTk4OwsPDAaBJUXBQUBAKCwsNuoehEhISMG/ePGzatAndu3c3+vmenp6YNm0aNm/ejPnz56Oqqgo//fQTFfsSq0PJDCHtsHDhQjzxxBP49NNPsWXLFkREROje7Bhjem9k2mPGeu6557Br1y588MEHiI6OhpOTE6ZPn97q0I5QKMTp06ebJEyurq7NPqe5uG6NXa1Wo3///s3OiPHz82v2uj/88AOefvppfPjhhxg8eDDc3Nzw/vvv64ZunJycmn3ezfcMCgpqtt6nuem/arUagGaoadCgQXqP3doW2iRF68MPP8THH3+MtWvXomfPnnBxccGyZct07dxWrLdq7fd/8/Fb6004jtP9HM1xd3dvtvC8vLwcAJokbQcOHMCUKVPw0UcfYc6cOUb9DDdbuHAhRo8ejZSUFBw4cAAA8MADD7T7eoSYAyUzhLTDjBkzsHTpUnz33Xf46quvsGjRIt0bVVxcHA4fPqx3/tGjR9GlS5cWe2XEYjFUKpXesUOHDmHevHm49957AWhqaForuu3bty9UKhUKCwsxfPhwg36OuLg4ZGVlIS8vD8HBwQA0U8xv1q9fP3z//fe6QlxDHDp0CEOGDMHixYt1x27uUXFzc0NkZCT27t2LUaNGNXl+v379UFBQAJFIpCuIbk1AQABCQkJw7do1zJ4926AYb4516tSpeOihhwBoEqOUlBR069YNABATEwMnJyfs3bsXjzzySJvXi4uLw08//aSX1Bw9ehRubm4ICQkxKrabde3aFdu2bUN9fT1kMpnu+MmTJ+Hn5wcvLy/dsYSEBEyePBnvvvsuHn300XbfEwBGjRqFTp06YevWrdi/fz9mzJhBM+iI1aECYELawdXVFQ888ABefPFF5OXlYd68ebrHnnnmGezduxdvvPEGrl69iq+++grr16/Hs88+2+L1tG/sBQUFKCsrAwBER0cjPj4eZ8+exblz5zBr1qxWP7l36dIFs2fPxpw5cxAfH4/09HScPHkS7777Lv76669mn3PXXXchNjYWc+bMwblz53Do0CG89NJLeufMnj0bvr6+mDp1Kg4dOoT09HQcOHAAS5cuRU5OTrPXjY6OxqlTp7Br1y5cvXoVr7zyiq6wWWv16tX48MMP8d///hcpKSlITEzEJ598ootr8ODBuOeee7Br1y5kZGTg6NGjePnll3Hq1Klm77l69WqsWbMG69atw9WrV3HhwgVs2bIFH330UYttpo11z549OHr0KJKTk/Gf//wHBQUFusdlMhlWrFiB559/Hl9//TXS0tJw/PjxFlf1Xbx4MbKzs/Hkk0/i8uXL+PXXX7Fq1SosX74cAkH7/+TOnj0bIpEIDz/8ME6dOoW0tDR88803WLNmDZ577jndeQkJCZg0aRKeeuop3HfffSgoKEBBQUGLhdNt4TgO8+fPx4YNG3Ds2DHdjD1CrAqP9TqE2LSjR48yAGzs2LFNHtuxYweLi4tjYrGYhYeHs/fff1/v8VsLgH/77TcWHR3NRCIRi4iIYIxpijJHjRrFnJycWFhYGFu/fr1ewS9jrMn3CoWCvfrqqywyMpKJxWIWGBjI7r33Xnb+/PkWf44rV66wYcOGMYlEwrp06cL+/vvvJgXJ+fn5bM6cOczX15dJpVLWqVMntmjRIlZRUdHsNevr69m8efOYh4cH8/T0ZI8//jh74YUX9Ap2GWPss88+Y7GxsUwsFrOgoCD25JNP6h6rrKxkTz75JAsODmZisZiFhYWx2bNns6ysLMZY0wJgxhj79ttvWZ8+fZhEImFeXl7sjjvuYPHx8br2RDNFriUlJWzq1KnM1dWV+fv7s5dffpnNmTNHr9hWpVKxN998k0VEROh+p2+//XaL101ISGADBw5kEomEBQYGshUrVrCGhgbd47f+3hhjbOrUqWzu3LnNtqdWSkoKu++++1hISAhzcXFhPXv2ZOvXr9cVFjOmKRQG0ORrxIgRLV63pbbRys7OZgKBgMXGxrZ4DSoAJnziGGvHYD4hxCoMHjwYo0ePbjLtlxBjZGRkICoqCmfOnGn3FhFbt27FsmXLdDU8hFgSDTMRYoPkcjlOnTqFS5cutWuWCiHNGTJkCIYMGWL081xdXfHYY4+ZISJCDEMFwITYoJ07d2LOnDmYMmUKpk+fznc4xMaFhobqFlaUSqVGP1+7+rGhyw4QYmo0zEQIIYQQm/b/7dkBCQAAAICg/6/bEeiKIJsJAFgTMwDAmpgBANbEDACwJmYAgDUxAwCsiRkAYE3MAABrAfwpizqYuJvsAAAAAElFTkSuQmCC",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Graficamos para cada set de datos para seleccionar los valores utiles\n",
+    "def graficar_maximos_minimos(df, maximos, minimos):\n",
+    "    plt.plot(df['U2'], df['I'])\n",
+    "    plt.scatter(maximos, [df['I'][df['U2'] == maximo].values[0] for maximo in maximos], color='red', label='Máximos')\n",
+    "    plt.scatter(minimos, [df['I'][df['U2'] == minimo].values[0] for minimo in minimos], color='green', label='Mínimos')\n",
+    "    plt.title('Curva de Franck-Hertz con PC')\n",
+    "    plt.xlabel('Voltaje de aceleración U2 [V]')\n",
+    "    plt.ylabel('Corriente I [A]')\n",
+    "    plt.legend()\n",
+    "    plt.grid(alpha=0.5)\n",
+    "    plt.show()\n",
+    "\n",
+    "picker = 4\n",
+    "graficar_maximos_minimos(all_data[picker], maximos_pre[picker], minimos_pre[picker])\n",
+    "\n",
+    "# Modificaciones:\n",
+    "\n",
+    "maximos = maximos_pre.copy()\n",
+    "minimos = minimos_pre.copy()\n",
+    "\n",
+    "# Para datos1, nos quedamos solo con los maximos 2, 3 y 6, minimos 1 y 3\n",
+    "maximos[0] = [maximos_pre[0][1], maximos_pre[0][2], maximos_pre[0][5]]\n",
+    "minimos[0] = [minimos_pre[0][0], minimos_pre[0][2]]\n",
+    "\n",
+    "# Para datos2, nos quedamos solo con los maximos 2, 3 y 5, minimos 1 y 3\n",
+    "maximos[1] = [maximos_pre[1][1], maximos_pre[1][2], maximos_pre[1][4]]\n",
+    "minimos[1] = [minimos_pre[1][0], minimos_pre[1][2]]\n",
+    "\n",
+    "# Para datos3, nos quedamos solo con los maximos 2, 3 y 5, minimos 1 y 3\n",
+    "maximos[2] = [maximos_pre[2][1], maximos_pre[2][2], maximos_pre[2][4]]\n",
+    "minimos[2] = [minimos_pre[2][0], minimos_pre[2][2]]\n",
+    "\n",
+    "# Para datos4, nos quedamos solo con los maximos 2, 3 y 5, minimos 1 y 4\n",
+    "maximos[3] = [maximos_pre[3][1], maximos_pre[3][2], maximos_pre[3][4]]\n",
+    "minimos[3] = [minimos_pre[3][0], minimos_pre[3][3]]\n",
+    "\n",
+    "# Para datos5, nos quedamos solo con los maximos 2, 3 y 5, minimos 2 y 4\n",
+    "maximos[4] = [maximos_pre[4][1], maximos_pre[4][2], maximos_pre[4][4]]\n",
+    "minimos[4] = [minimos_pre[4][1], minimos_pre[4][3]]\n",
+    "\n",
+    "graficar_maximos_minimos(all_data[picker], maximos[picker], minimos[picker])\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Graficamos los datos con los respectivos valores de U1 y U2 y marcamos los valores\n",
+    "labels = ['U1=2V, U3=7.5V', 'U1=2V, U3=8.1V', 'U1=2V, U3=9V', 'U1=2.4V, U3=10.1V', 'U1=3V, U3=10V']\n",
+    "plt.figure(figsize=(10, 6))\n",
+    "for i in range(5):\n",
+    "    plt.plot(all_data[i]['U2'], all_data[i]['I'], label=labels[i])\n",
+    "    plt.scatter(maximos[i], [all_data[i]['I'][all_data[i]['U2'] == maximo].values[0] for maximo in maximos[i]], color='red')\n",
+    "    plt.scatter(minimos[i], [all_data[i]['I'][all_data[i]['U2'] == minimo].values[0] for minimo in minimos[i]], color='green')\n",
+    "plt.title('Curva de Franck-Hertz con PC')\n",
+    "plt.xlabel('Voltaje de aceleración U2 [V]')\n",
+    "plt.ylabel('Corriente I [A]')\n",
+    "plt.legend()\n",
+    "plt.grid(alpha=0.5)\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Valores para el set U1=3V, U3=10V\n",
+      "Maximos: [17.05, 35.6, 57.0]\n",
+      "Minimos: [25.0, 44.95]\n",
+      "Valores medios\n",
+      "Maximos: [17.55 36.14 57.16]\n",
+      "Minimos: [25.01 44.56]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Mostramos el valor del ultimo set de datos y los valores medios\n",
+    "print('Valores para el set', labels[-1])\n",
+    "print('Maximos:', maximos[-1])\n",
+    "print('Minimos:', minimos[-1])\n",
+    "\n",
+    "# Calculamos los valores medios\n",
+    "maximos_medios = np.mean(maximos, axis=0)\n",
+    "minimos_medios = np.mean(minimos, axis=0)\n",
+    "print('Valores medios')\n",
+    "print('Maximos:', maximos_medios)\n",
+    "print('Minimos:', minimos_medios)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Deltas de los maximos\n",
+      "U1=2V, U3=7.5V: 18.35V, 20.95V\n",
+      "U1=2V, U3=8.1V: 18.45V, 20.90V\n",
+      "U1=2V, U3=9V: 18.75V, 20.95V\n",
+      "U1=2.4V, U3=10.1V: 18.85V, 20.90V\n",
+      "U1=3V, U3=10V: 18.55V, 21.40V\n",
+      "Promedio de deltas de los maximos\n",
+      "1-2: 18.59V, 2-3: 21.02V\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Mostramos los delta de los maximos para cada set\n",
+    "print('Deltas de los maximos')\n",
+    "for i in range(5):\n",
+    "    print(f'{labels[i]}: {maximos[i][1] - maximos[i][0]:.2f}V, {maximos[i][2] - maximos[i][1]:.2f}V')\n",
+    "\n",
+    "# Mostramos el promedio de deltas de los maximos entre los picos 1 y 2, y 2 y 3\n",
+    "deltas = []\n",
+    "deltas.append(np.mean([maximos[i][1] - maximos[i][0] for i in range(5)]))\n",
+    "deltas.append(np.mean([maximos[i][2] - maximos[i][1] for i in range(5)]))\n",
+    "print('Promedio de deltas de los maximos')\n",
+    "print(f'1-2: {deltas[0]:.2f}V, 2-3: {deltas[1]:.2f}V')\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "base",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/LabAvanzado1/FranckHertz/data/u1_2-4__u3_10-1.txt b/LabAvanzado1/FranckHertz/data/u1_2-4__u3_10-1.txt
new file mode 100644
index 0000000000000000000000000000000000000000..87b6268b272fd4af9bc7b087157e070973d35fd9
--- /dev/null
+++ b/LabAvanzado1/FranckHertz/data/u1_2-4__u3_10-1.txt
@@ -0,0 +1,355 @@
+MIN=0	0	0	-0,1	0
+MAX=40	30	10	13	80
+SCALE=40	10	5	5	10
+DEC=1	2	2	2	2
+DEF="Tiempo" t / s	"Tensión" U_A1 / V	"Tensión" U_B1 / V	"Corriente del colector" I_A / nA	"Tensión de aceleración" U_B / V
+0	-0,045	0,15	-0,045	1,5
+0,101	-0,045	0,175	-0,045	1,75
+0,2	-0,045	0,205	-0,045	2,05
+0,301	-0,045	0,235	-0,045	2,35
+0,4	-0,045	0,26	-0,045	2,6
+0,5	-0,045	0,29	-0,045	2,9
+0,6	-0,045	0,315	-0,045	3,15
+0,701	-0,045	0,34	-0,045	3,4
+0,801	-0,045	0,37	-0,045	3,7
+0,9	-0,045	0,395	-0,045	3,95
+1	-0,045	0,42	-0,045	4,2
+1,101	-0,045	0,45	-0,045	4,5
+1,201	-0,045	0,475	-0,045	4,75
+1,3	-0,045	0,505	-0,045	5,05
+1,4	-0,045	0,53	-0,045	5,3
+1,501	-0,03	0,555	-0,03	5,55
+1,6	-0,03	0,585	-0,03	5,85
+1,7	-0,03	0,61	-0,03	6,1
+1,799	-0,03	0,64	-0,03	6,4
+1,9	-0,03	0,665	-0,03	6,65
+2	-0,03	0,695	-0,03	6,95
+2,1	-0,03	0,72	-0,03	7,2
+2,2	-0,03	0,75	-0,03	7,5
+2,301	-0,03	0,775	-0,03	7,75
+2,4	-0,03	0,8	-0,03	8
+2,5	-0,03	0,825	-0,03	8,25
+2,601	-0,03	0,85	-0,03	8,5
+2,701	-0,03	0,88	-0,03	8,8
+2,801	-0,03	0,905	-0,03	9,05
+2,9	-0,03	0,935	-0,03	9,35
+3	-0,03	0,96	-0,03	9,6
+3,101	0	0,99	0	9,9
+3,201	0,315	1,015	0,315	10,15
+3,3	0,9	1,045	0,9	10,45
+3,4	1,335	1,07	1,335	10,7
+3,5	1,515	1,095	1,515	10,95
+3,6	1,815	1,12	1,815	11,2
+3,701	2,055	1,15	2,055	11,5
+3,801	2,265	1,175	2,265	11,75
+3,901	2,46	1,2	2,46	12
+4	2,64	1,23	2,64	12,3
+4,101	2,805	1,255	2,805	12,55
+4,2	2,955	1,285	2,955	12,85
+4,3	3,105	1,31	3,105	13,1
+4,4	3,255	1,34	3,255	13,4
+4,5	3,39	1,365	3,39	13,65
+4,599	3,51	1,395	3,51	13,95
+4,7	3,63	1,415	3,63	14,15
+4,801	3,69	1,445	3,69	14,45
+4,9	3,81	1,47	3,81	14,7
+5	3,915	1,5	3,915	15
+5,1	4,02	1,525	4,02	15,25
+5,199	4,125	1,55	4,125	15,5
+5,301	4,23	1,58	4,23	15,8
+5,4	4,32	1,605	4,32	16,05
+5,501	4,425	1,635	4,425	16,35
+5,6	4,53	1,66	4,53	16,6
+5,7	4,62	1,685	4,62	16,85
+5,8	4,71	1,715	4,71	17,15
+5,9	4,74	1,74	4,74	17,4
+6	4,71	1,765	4,71	17,65
+6,1	4,665	1,79	4,665	17,9
+6,201	4,545	1,82	4,545	18,2
+6,3	4,425	1,845	4,425	18,45
+6,4	4,32	1,875	4,32	18,75
+6,5	4,185	1,9	4,185	19
+6,601	3,99	1,93	3,99	19,3
+6,7	3,78	1,955	3,78	19,55
+6,801	3,54	1,975	3,54	19,75
+6,9	3,3	2,005	3,3	20,05
+7,001	3,06	2,03	3,06	20,3
+7,1	2,82	2,06	2,82	20,6
+7,201	2,58	2,085	2,58	20,85
+7,301	2,355	2,11	2,355	21,1
+7,401	2,235	2,135	2,235	21,35
+7,5	2,025	2,165	2,025	21,65
+7,601	1,815	2,19	1,815	21,9
+7,7	1,59	2,215	1,59	22,15
+7,801	1,38	2,245	1,38	22,45
+7,9	1,17	2,27	1,17	22,7
+8,001	0,945	2,295	0,945	22,95
+8,1	0,735	2,325	0,735	23,25
+8,2	0,525	2,345	0,525	23,45
+8,3	0,33	2,375	0,33	23,75
+8,4	0,15	2,4	0,15	24
+8,5	0,045	2,425	0,045	24,25
+8,6	0	2,45	0	24,5
+8,7	-0,015	2,485	-0,015	24,85
+8,801	-0,03	2,51	-0,03	25,1
+8,9	-0,03	2,535	-0,03	25,35
+9	-0,03	2,56	-0,03	25,6
+9,1	-0,045	2,585	-0,045	25,85
+9,201	-0,045	2,615	-0,045	26,15
+9,3	-0,045	2,64	-0,045	26,4
+9,401	-0,045	2,665	-0,045	26,65
+9,5	-0,015	2,69	-0,015	26,9
+9,6	0,165	2,715	0,165	27,15
+9,7	0,6	2,745	0,6	27,45
+9,801	0,93	2,775	0,93	27,75
+9,9	1,185	2,8	1,185	28
+10,001	1,29	2,825	1,29	28,25
+10,1	1,485	2,85	1,485	28,5
+10,201	1,68	2,875	1,68	28,75
+10,301	1,965	2,9	1,965	29
+10,4	2,295	2,93	2,295	29,3
+10,501	2,61	2,95	2,61	29,5
+10,601	2,895	2,98	2,895	29,8
+10,699	3,15	3,005	3,15	30,05
+10,8	3,39	3,03	3,39	30,3
+10,901	3,645	3,055	3,645	30,55
+11	3,915	3,08	3,915	30,8
+11,1	4,155	3,11	4,155	31,1
+11,2	4,395	3,135	4,395	31,35
+11,301	4,62	3,16	4,62	31,6
+11,401	4,74	3,185	4,74	31,85
+11,501	4,965	3,21	4,965	32,1
+11,6	5,19	3,235	5,19	32,35
+11,701	5,415	3,265	5,415	32,65
+11,8	5,625	3,29	5,625	32,9
+11,901	5,85	3,315	5,85	33,15
+12	6,06	3,34	6,06	33,4
+12,1	6,285	3,37	6,285	33,7
+12,201	6,48	3,39	6,48	33,9
+12,3	6,675	3,42	6,675	34,2
+12,399	6,855	3,445	6,855	34,45
+12,501	6,99	3,47	6,99	34,7
+12,6	7,05	3,495	7,05	34,95
+12,701	7,14	3,52	7,14	35,2
+12,801	7,2	3,545	7,2	35,45
+12,901	7,245	3,575	7,245	35,75
+13,002	7,29	3,6	7,29	36
+13,1	7,305	3,625	7,305	36,25
+13,201	7,305	3,65	7,305	36,5
+13,3	7,275	3,675	7,275	36,75
+13,401	7,23	3,7	7,23	37
+13,5	7,155	3,73	7,155	37,3
+13,6	7,065	3,755	7,065	37,55
+13,7	6,99	3,775	6,99	37,75
+13,801	6,885	3,8	6,885	38
+13,9	6,825	3,83	6,825	38,3
+14	6,705	3,855	6,705	38,55
+14,1	6,585	3,88	6,585	38,8
+14,201	6,435	3,905	6,435	39,05
+14,301	6,285	3,93	6,285	39,3
+14,401	6,12	3,955	6,12	39,55
+14,5	5,94	3,98	5,94	39,8
+14,6	5,73	4,005	5,73	40,05
+14,7	5,52	4,035	5,52	40,35
+14,801	5,295	4,055	5,295	40,55
+14,9	5,07	4,085	5,07	40,85
+15	4,83	4,11	4,83	41,1
+15,1	4,605	4,135	4,605	41,35
+15,201	4,47	4,16	4,47	41,6
+15,301	4,23	4,185	4,23	41,85
+15,401	3,99	4,21	3,99	42,1
+15,5	3,735	4,235	3,735	42,35
+15,6	3,48	4,26	3,48	42,6
+15,7	3,24	4,285	3,24	42,85
+15,801	3	4,31	3	43,1
+15,901	2,775	4,335	2,775	43,35
+16	2,58	4,365	2,58	43,65
+16,102	2,52	4,385	2,52	43,85
+16,2	2,565	4,41	2,565	44,1
+16,3	2,61	4,435	2,61	44,35
+16,401	2,595	4,46	2,595	44,6
+16,5	2,565	4,485	2,565	44,85
+16,6	2,475	4,51	2,475	45,1
+16,7	2,4	4,535	2,4	45,35
+16,799	2,34	4,56	2,34	45,6
+16,9	2,385	4,585	2,385	45,85
+17	2,49	4,61	2,49	46,1
+17,1	2,58	4,635	2,58	46,35
+17,201	2,655	4,66	2,655	46,6
+17,3	2,7	4,685	2,7	46,85
+17,401	2,745	4,71	2,745	47,1
+17,501	2,82	4,735	2,82	47,35
+17,6	2,925	4,755	2,925	47,55
+17,701	3,03	4,785	3,03	47,85
+17,8	3,09	4,805	3,09	48,05
+17,901	3,21	4,835	3,21	48,35
+18,001	3,33	4,86	3,33	48,6
+18,101	3,45	4,885	3,45	48,85
+18,199	3,585	4,905	3,585	49,05
+18,301	3,735	4,935	3,735	49,35
+18,4	3,9	4,955	3,9	49,55
+18,5	4,065	4,985	4,065	49,85
+18,6	4,23	5,005	4,23	50,05
+18,7	4,395	5,035	4,395	50,35
+18,8	4,575	5,06	4,575	50,6
+18,9	4,77	5,08	4,77	50,8
+19,001	4,95	5,11	4,95	51,1
+19,1	5,055	5,135	5,055	51,35
+19,201	5,235	5,15	5,235	51,5
+19,3	5,43	5,18	5,43	51,8
+19,401	5,61	5,205	5,61	52,05
+19,5	5,775	5,23	5,775	52,3
+19,6	5,94	5,255	5,94	52,55
+19,7	6,105	5,28	6,105	52,8
+19,801	6,255	5,305	6,255	53,05
+19,9	6,42	5,33	6,42	53,3
+20	6,57	5,35	6,57	53,5
+20,101	6,72	5,375	6,72	53,75
+20,2	6,84	5,4	6,84	54
+20,3	6,975	5,425	6,975	54,25
+20,4	7,035	5,45	7,035	54,5
+20,5	7,125	5,475	7,125	54,75
+20,6	7,23	5,495	7,23	54,95
+20,7	7,335	5,525	7,335	55,25
+20,801	7,425	5,545	7,425	55,45
+20,901	7,5	5,575	7,5	55,75
+21,001	7,575	5,59	7,575	55,9
+21,101	7,635	5,615	7,635	56,15
+21,201	7,68	5,645	7,68	56,45
+21,301	7,725	5,67	7,725	56,7
+21,401	7,755	5,69	7,755	56,9
+21,501	7,77	5,715	7,77	57,15
+21,601	7,77	5,74	7,77	57,4
+21,701	7,77	5,765	7,77	57,65
+21,801	7,755	5,79	7,755	57,9
+21,9	7,74	5,81	7,74	58,1
+22,001	7,695	5,835	7,695	58,35
+22,1	7,635	5,86	7,635	58,6
+22,201	7,575	5,885	7,575	58,85
+22,301	7,515	5,91	7,515	59,1
+22,4	7,44	5,93	7,44	59,3
+22,501	7,35	5,955	7,35	59,55
+22,6	7,245	5,98	7,245	59,8
+22,7	7,155	6,005	7,155	60,05
+22,8	7,035	6,03	7,035	60,3
+22,899	6,99	6,055	6,99	60,55
+23,001	6,885	6,075	6,885	60,75
+23,101	6,84	6,1	6,84	61
+23,2	6,795	6,13	6,795	61,3
+23,299	6,75	6,155	6,75	61,55
+23,4	6,675	6,17	6,675	61,7
+23,501	6,555	6,195	6,555	61,95
+23,601	6,435	6,22	6,435	62,2
+23,7	6,33	6,24	6,33	62,4
+23,8	6,24	6,265	6,24	62,65
+23,9	6,195	6,29	6,195	62,9
+23,999	6,165	6,315	6,165	63,15
+24,101	6,135	6,335	6,135	63,35
+24,201	6,06	6,36	6,06	63,6
+24,3	6,03	6,39	6,03	63,9
+24,4	5,955	6,41	5,955	64,1
+24,499	5,88	6,435	5,88	64,35
+24,6	5,835	6,455	5,835	64,55
+24,7	5,79	6,48	5,79	64,8
+24,8	5,775	6,505	5,775	65,05
+24,899	5,745	6,53	5,745	65,3
+25,001	5,715	6,555	5,715	65,55
+25,1	5,685	6,575	5,685	65,75
+25,199	5,67	6,6	5,67	66
+25,301	5,655	6,62	5,655	66,2
+25,4	5,655	6,645	5,655	66,45
+25,5	5,655	6,67	5,655	66,7
+25,601	5,655	6,69	5,655	66,9
+25,699	5,67	6,72	5,67	67,2
+25,801	5,685	6,74	5,685	67,4
+25,899	5,715	6,76	5,715	67,6
+26	5,73	6,79	5,73	67,9
+26,1	5,76	6,81	5,76	68,1
+26,199	5,805	6,83	5,805	68,3
+26,301	5,85	6,855	5,85	68,55
+26,401	5,895	6,88	5,895	68,8
+26,5	5,955	6,9	5,955	69
+26,599	6,015	6,925	6,015	69,25
+26,7	6,075	6,95	6,075	69,5
+26,8	6,105	6,975	6,105	69,75
+26,9	6,165	7	6,165	70
+27	6,24	7,02	6,24	70,2
+27,1	6,3	7,045	6,3	70,45
+27,201	6,375	7,065	6,375	70,65
+27,301	6,465	7,085	6,465	70,85
+27,399	6,54	7,11	6,54	71,1
+27,501	6,615	7,135	6,615	71,35
+27,6	6,705	7,155	6,705	71,55
+27,7	6,78	7,18	6,78	71,8
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diff --git a/LabAvanzado1/FranckHertz/data/u1_2__u3_7-5.txt b/LabAvanzado1/FranckHertz/data/u1_2__u3_7-5.txt
new file mode 100644
index 0000000000000000000000000000000000000000..482167ac55658869adedafd1d500947d757b83ef
--- /dev/null
+++ b/LabAvanzado1/FranckHertz/data/u1_2__u3_7-5.txt
@@ -0,0 +1,379 @@
+MIN=0	0	0	-0,1	0
+MAX=40	30	10	13	80
+SCALE=40	10	5	5	10
+DEC=1	2	2	2	2
+DEF="Tiempo" t / s	"Tensión" U_A1 / V	"Tensión" U_B1 / V	"Corriente del colector" I_A / nA	"Tensión de aceleración" U_B / V
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+37,3	12,435	7,95	12,435	79,5
diff --git a/LabAvanzado1/FranckHertz/data/u1_2__u3_8-1.txt b/LabAvanzado1/FranckHertz/data/u1_2__u3_8-1.txt
new file mode 100644
index 0000000000000000000000000000000000000000..a64820358da37da74b359704d1c7fd2739aaa21c
--- /dev/null
+++ b/LabAvanzado1/FranckHertz/data/u1_2__u3_8-1.txt
@@ -0,0 +1,356 @@
+MIN=0	0	0	-0,1	0
+MAX=40	30	10	13	80
+SCALE=40	10	5	5	10
+DEC=1	2	2	2	2
+DEF="Tiempo" t / s	"Tensión" U_A1 / V	"Tensión" U_B1 / V	"Corriente del colector" I_A / nA	"Tensión de aceleración" U_B / V
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+26,799	8,025	6,835	8,025	68,35
+26,9	8,085	6,85	8,085	68,5
+27	8,115	6,87	8,115	68,7
+27,1	8,175	6,895	8,175	68,95
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+27,3	8,325	6,94	8,325	69,4
+27,401	8,4	6,965	8,4	69,65
+27,5	8,445	6,985	8,445	69,85
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+27,701	8,61	7,035	8,61	70,35
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+27,901	8,76	7,075	8,76	70,75
+28,001	8,85	7,1	8,85	71
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+28,799	9,435	7,28	9,435	72,8
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+29	9,585	7,325	9,585	73,25
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+34,9	11,115	7,95	11,115	79,5
+35,001	11,115	7,95	11,115	79,5
diff --git a/LabAvanzado1/FranckHertz/data/u1_2__u3_9.txt b/LabAvanzado1/FranckHertz/data/u1_2__u3_9.txt
new file mode 100644
index 0000000000000000000000000000000000000000..2a85e54fa6a0f0ad5760ca0d07cf4032f386722b
--- /dev/null
+++ b/LabAvanzado1/FranckHertz/data/u1_2__u3_9.txt
@@ -0,0 +1,358 @@
+MIN=0	0	0	-0,1	0
+MAX=40	30	10	13	80
+SCALE=40	10	5	5	10
+DEC=1	2	2	2	2
+DEF="Tiempo" t / s	"Tensión" U_A1 / V	"Tensión" U_B1 / V	"Corriente del colector" I_A / nA	"Tensión de aceleración" U_B / V
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+1	-0,045	0,43	-0,045	4,3
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+13,8	4,92	3,8	4,92	38
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diff --git a/LabAvanzado1/FranckHertz/data/u1_3__u3_10.txt b/LabAvanzado1/FranckHertz/data/u1_3__u3_10.txt
new file mode 100644
index 0000000000000000000000000000000000000000..619501049e43a9cf4eebe8a2b2203962dc738401
--- /dev/null
+++ b/LabAvanzado1/FranckHertz/data/u1_3__u3_10.txt
@@ -0,0 +1,340 @@
+MIN=0	0	0	-0,1	0
+MAX=40	30	10	13	80
+SCALE=40	10	5	5	10
+DEC=1	2	2	2	2
+DEF="Tiempo" t / s	"Tensión" U_A1 / V	"Tensión" U_B1 / V	"Corriente del colector" I_A / nA	"Tensión de aceleración" U_B / V
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