Project_Based_Learning_Case_03.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1b150291-a549-4ff5-b474-5038d78ef2c6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.linear_model import LinearRegression\n",
    "from sklearn.metrics import mean_squared_error, r2_score\n",
    "import joblib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "06c4b3d6-8766-4283-810a-af2236507253",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Missing Value before drop Na\n",
      "Movie Name       0\n",
      "Release Year     0\n",
      "Duration         0\n",
      "IMDB Rating      0\n",
      "Metascore       81\n",
      "Votes            0\n",
      "Genre            0\n",
      "Director         0\n",
      "Cast             0\n",
      "Gross           97\n",
      "dtype: int64\n",
      "(2000, 10)\n",
      "\n",
      "Missing Value after drop Na\n",
      "Movie Name      0\n",
      "Release Year    0\n",
      "Duration        0\n",
      "IMDB Rating     0\n",
      "Metascore       0\n",
      "Votes           0\n",
      "Genre           0\n",
      "Director        0\n",
      "Cast            0\n",
      "Gross           0\n",
      "dtype: int64\n",
      "(1870, 10)\n"
     ]
    }
   ],
   "source": [
    "#Load Dataset and show total missing value\n",
    "movies = pd.read_csv('imdb_top_2000_movies.csv')\n",
    "movies\n",
    "print(\"Missing Value before drop Na\")\n",
    "print(movies.isnull().sum()) #--> Cek missing volue each coloumn\n",
    "print(movies.shape)\n",
    "movies = movies.dropna(axis=0)\n",
    "print(\"\")\n",
    "print(\"Missing Value after drop Na\")\n",
    "print(movies.isnull().sum())\n",
    "print(movies.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "139f0f0b-f9ec-4627-8d17-a8b4d4f17f77",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Movie Name</th>\n",
       "      <th>Release Year</th>\n",
       "      <th>Duration</th>\n",
       "      <th>IMDB Rating</th>\n",
       "      <th>Metascore</th>\n",
       "      <th>Votes</th>\n",
       "      <th>Genre</th>\n",
       "      <th>Director</th>\n",
       "      <th>Cast</th>\n",
       "      <th>Gross</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Empty DataFrame\n",
       "Columns: [Movie Name, Release Year, Duration, IMDB Rating, Metascore, Votes, Genre, Director, Cast, Gross]\n",
       "Index: []"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Cek duplicate film \n",
    "movies[movies[['Movie Name','Release Year','Director']].duplicated()] #no duplicate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3a3c2a10-aac2-4763-ac3b-ef151d5610d0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Movie Name       object\n",
       "Release Year     object\n",
       "Duration          int64\n",
       "IMDB Rating     float64\n",
       "Metascore       float64\n",
       "Votes            object\n",
       "Genre            object\n",
       "Director         object\n",
       "Cast             object\n",
       "Gross            object\n",
       "dtype: object"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "movies.dtypes #check variabel metascore and IMDB rating"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "082c8ad6-3fa3-4e9d-90d7-bc4a3bf9a653",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Correlation Metascore and IMDB Rating')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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zeOutt3DLLbdg586dFb9h+2RM1TFlsj7+8Y/jC1/4Qvq9qbu7G5dccklFYr/wwgvp/RPY9RTMasm8Oq3Yfv2Pf/wj/f8ulwutra0IBoOYMWMGtm3bhk2bNqU/j9x2223YunUruru7c+6/OnfuXHzgAx9ALBZDd3d3+vV8T+gEUJH37zfeeAOf+tSn0sfZt73tbZg7dy6GhoawcePGdN7r1q3DV7/6Vfz0pz+dMNbY2Bg6OzuzrhKuq6vD4sWLsccee2Dr1q3YtGkTXn75Zbzvfe/DT37yk0nnT0QOVdXlOCIi27bPP//89F/mdtttN9uyrIr/jnA4bM+dOzf9e5qbm+1rr7026wqCWCxm//jHP866Wu2ggw6y4/F43piZf1H0er12fX29XV9fb3//+9/P+atrX19f+v8z/0Kc+iv8nnvuad9yyy12MplMt9uxY4f90ksvpf/d29trNzU1pX/2ne98p/3ggw/aO3fuzPpdjz32WNYVHAsWLLCHhoby9qHUv+J+//vft4855hj7mmuusbds2ZK3zfr16+0jjzwyHS8YDBYcy3KviCjlCrFEIpH1V2a3222vXr3aHh0dTbdJJpP2DTfckHW10+zZs+0333wzb8zxVza1tLTYdXV19tKlS+1wOJzV9tFHH7XnzZuXbjt//nx7x44dJfex1P5fddVVtm1nz8WJrrC8++67020++tGPpl/P7FOhqzmuuOKKdLu6ujr74osvtjdv3pzVZvv27fbVV1+ddYXNl7/85ZL6Uuxqv0xtbW32Zz/7Wfsvf/mLHYvFcraPjIzYP//5z7PG9nOf+9yE8U4++eR0uwMPPNDesGFD3nYDAwP2tddeax955JH2I488krfNv/71r6z+BwIBe82aNXn3hWeeeca+9NJLJ7wi4ZFHHrFnzJiRjtXa2mo/+OCDWW22bdtmn3vuuVnjeO65507YV5OOPxKvv/66vddee9mXXXaZ/eSTT9pjY2M5bbZs2WJ/9atfzbp68De/+c2EMTP3m8bGRtvj8dgzZ860f/SjH2UdK2zbtv/0pz9lzaclS5ZMGHfnzp12R0dHuu2MGTPs7373u1lX7yUSCftXv/pVuqaZV5pW+wox256aY0qp+RXynve8Jx1j1qxZeY+z0ivEduzYYZ966qlZcyMUCpWV33jSK8TeeOMNe7fddkv/zKc//emC7VtaWuyLL77Y7u7uznuF5FtvvWV///vfz/qcs3Llygnj5bsyuhTlXCGWugr21FNPtXt7e7Pavf7661ljvdtuuxW8in/16tVZeZ9yyin2K6+8ktVm06ZN9nHHHZez//EKMaLawgUxIqq6I444Iv1BZNGiRSq/4ytf+Ur6d7hcLvuhhx6asO2tt96a9UFqoq+8ZZ4wpP4r5as0mR+IUyelzz33XNGfyzzBOuWUUwp+HWhkZCRrQei73/1u3nalfmgt9jWslFgsZh911FHpmD/96U8nbKu5IPaTn/wkq8a//e1vJ4z38MMP2263O932/PPPz9su31f9fvGLX0wY94knnsg6Mb/vvvtK7mMh+U5ed+7cmX7d5XLlXdQ788wz0z+X+ZXWUk5en3/+edvlcqUXwwotMti2bT/44IPprw7PmDHDfvnll4v2RbIgVup8fOKJJ9J5ezyevCe1yWQyfXJYV1dX9KvSKfkWZGzbtv/t3/4t3ac999zT/te//lU01kRfWxq/sFToq58XXnhh1lhO9BVgk44/EolEoqSvSdm2bf/Xf/1X+ncfccQRE7Ybfwyvq6uz77rrrgnbr127Nqv9iy++mLfd+PeQQsfBe+65J2vBw5QFMe1jiiS/Qr72ta9lxcmXZykLYolEwt68ebN966232u9617uy2v/yl78sK7d8pAtin//857Ny+cMf/lCwfanHxj/84Q/pmHvvvfeE+/NULogBsM8888ycRfaU4eFhe86cOem23/zmN/O2C4fDWX+UOOWUUyb8g1Q8HreXLFmSlQMXxIhqC2+qT0RV9+abb6b/f/78+RWPH41Gcd1116X/fdFFF6Gjo2PC9h/96Efx8Y9/PP3vq6++esKvPGY66aST8MlPflKc37e+9a2sm+bm89hjj6W/ttDS0oJf//rXcLlcE7ZvbGzEL37xi/S/f/GLX5T0oIBC8Urh8XiwYsWK9L9vv/32sn9nuWzbxs9//vP0vzs7O3H66adP2P7oo4/OesLpjTfeiEgkUvT3vPe978XnP//5CbcfccQRePe7353+98MPP1w0Zrnq6urwqU99CgCQTCbx29/+Nmv78PAw/vCHPwDY9VXAE088URT/yiuvTN8k/ZxzzsEZZ5xRsP2xxx6Lf//3fwew6yEWv/zlL0W/r5hS5+MRRxyRHvt4PJ73Jvtvvvlm+ivbe+65J1pbW0uKPWPGjJzX7r//fjzxxBPpf19zzTU46KCDisZqamrKee2RRx7B008/nf73mjVrMHv27Alj/OhHP8KCBQvS/y70daJMTjj+ALu+/uV2u0tq+6UvfSn9XvLkk09mfW2xkHPOOafgvtHZ2ZlV44n26cz5fvTRR+PCCy+cMOb73//+9Nc0TaJ9TKmUYDCY9e9wOFz0Z/LdFN7tdmPevHn42Mc+lr7h/Nve9jbceuut+NznPqeSeyFvvPEGzj///Ky5dMwxx+DUU08t+HOlHhs//OEPp9+ftm7dmnXcqpZZs2bh6quvzvswHWDXcTLzlhoT7X8333xz+uvqHo8HV199ddaTOjPNnDkT11xzzYS/k4imPy6IEVHVZd4fw+/3Vzz+Qw89lL5HT11dHb70pS8V/ZmvfOUr6f9/9dVXs+7LMZFyPjTX19fjnHPOKdruxhtvTP//WWedhVmzZhX9mSOPPDJ9X4/+/n5s2rRJnF85Mu+r8+STT07J78y0adMmPP/88+l/j7//Uj5f+tKX0h+YR0dH8de//rXoz5Qy3kuWLMnKS1OhJ8Pdeuut6ROEM888M+d+MYXs3LkTv/nNb9L/zlw8LCRzcfj+++8v+fdVWuZ8zHfS5/F40v+/bdu2ST2pLnPRoL29HR/+8IfLjpVabACA/fbbr+iJsMfjwfnnn5/+9x133FHwPmfA9Dz+ALuO8+985zvT/y71CZzF9um6ujocc8wx6X/n69Pw8HDWfP/CF75Q9PdedNFFJeU31bSOKZUUCASy/p1536/J2H///XHhhRfigx/8YEXi5TMwMIAPfvCDWf+9733vw8EHH4y5c+dmLYYdcsgh+P3vf1/RhZtix8apdvrpp094n8eUUt5T77rrrvT/n3zyyZg7d27BmAceeGDBP5IS0fTGm+oTUdVl3lC/1CsAJB577LH0/y9atKikR2ofddRRaGlpSS/WPfbYYzj88MML/kzmB7VSHXjggWhpaSnabv369en/f+9731ty/IMPPjh9c+ynnnoKBx54oDjH8V5++WXcd9992LhxI958800MDw+nb+o9XjgcRjQaRUNDw6R/b6kyx7uxsTHrKq2JzJ07F4ceeij+/ve/p2Pku4l0plJuFJ75QbzQjdMr4W1vexuOOuooPProo3jyySfx7LPPpq9OyjyZzTzJLcUzzzyTfthEMBhEW1tbST+XeRPqf/zjH7Btu+J/hd+5cyc2bNiARx99FM8//zyGhoYQjUazrkbKvBF+5v+nBAIB7Lfffnj55Zdh2zY+8pGP4Fe/+lXJ/cyUuZ+edtpp4p/PlDmPSz0pP/nkk9MP9rAsC5s2bSp4hZoTjz/Arqt+77nnHjz11FN45ZVXYFkWtm/fnjXuPT096f/PN+7jud3uosd4oPg+/fe//z1rIXKim5BnOuyww7Dnnnti27ZtRdtOJa1jSiWNX/Qt5RiTb0xs28bw8DB6e3sRCoXw0ksv4eKLL8YVV1yBm2++WTTvSzXRVauZ9tprLyxfvhyf//znRZ+Pkslk+orVvr4+WJaFWCyWtY9kPjijlH1EW6XeUzMX997znveU9LuPO+44PPTQQyW1JaLphQtiRFR1s2bNSn9tMvMJkJWS+aFPcpLb1taGBx98MCdGPrNmzcr7hLxiDjjggKJtbNvGv/71r/S/V65ciauuuqqk+JknhamnQJZr06ZNuPjii3HvvfeKvv4UiUSmdEEsc6wWL1484Vclxmtra0sviBUbb2DXiUoxmf3OfOKgls985jN49NFHAew6YV21ahVeeeWV9NfdFi9ejMMOO0wU85///Gf6/7dv317WFROJRAKWZVX0CtBf//rX+MY3voHXX3+95J+Z6KuwX/7yl9NXEj722GNob2/HO97xDpxwwgno6OjAMccck3Mlyng7d+7ECy+8kP53KYsrhZRz3Fq0aBHq6+vTC9R9fX0FF8ScdPwBgFgshu9973v46U9/mvXU22JK+Qp0S0tLSVc5FdunM8dt9uzZOV/pm8jixYuNWxADdI4plTR+bEt5H/7LX/5ScPujjz6K//iP/8DDDz+MN954AyeddBLuv//+ijwtVWpgYABPP/10yX9M2LFjB37yk5/giiuuEO1zpewj2irxnhqPx7Nuw1Hs6+AplVqsJyLn4YIYEVXd7rvvnv4AU8r9P6Qy/4pYytUQKZknMsXyKvYo9Mn8XCQSybqH2d/+9reyftdkPvB2d3fjxBNPLGtRJ/MKwKkwFeMNyK9mnOw9lEpx+umn48tf/jISiQRuvvlmrFy5EjfeeGP6d5dzJUfmV5qHh4eLXtEwkUgkUrEFsS9+8Ysl3yMr00Rz8Ytf/CKef/75rHvPPfPMM3jmmWfwwx/+ELvttlv6fmTnnntu3n6Ew+GsMd5jjz3E+WUqZx7X19dj1qxZ6RPhShy3TDj+ALvm3gknnJBenJEo5RhUztXJ+fbpzJpLjj+StlNJ45hSSZmLH0BpC2LFHHXUUbjvvvtwzDHH4O9//zvi8TjOPfdc/Otf/yr5DyylWLBgAV555ZX0v3fu3ImtW7fi2WefxVVXXYU//vGPsG0b1113HYaHh3HrrbcWjDc2NoaPfexjWV+3LtVUv0/nU4lvCIy/aqyUr3cDOrfrICJn4D3EiKjq9t9///T/Z16JUCnlfiUzs22xD4vlfkgu5edGR0fLij1esfsJTcSyLHzsYx9LL4Y1Nzfj4osvxp/+9Cf09vamvzJp73py8ZQs/BQyFeNtqkAggFNOOQUAsHnzZtx///3przbttttu6ZtkS1R7/o13yy23ZC2GLV68GD/+8Y/xyCOPYOvWrYhGo9i5c2d6LmY+UGMidXV1+NnPfoaHHnoInZ2dmDlzZk7ujz/+OL761a9iv/32y7qnWsr4OTM+hpQpxy1Txv/rX/961mLYBz/4QVx33XV45plnEAqFEI/Hs45B1bpRfSKRSP+/ZNwmO1+0aBxTKil1VS+wK9diV3KWaubMmbjsssvS/960aZP6vRB32203zJ07F+9///txxx134Pvf/3562+9///usB1Xk86Mf/ShrMexd73oXrr76ajz55JPYtm1b+iuTqf8uv/xyra44TiUXOonIWXiFGBFV3ZIlS/DnP/8ZwK6/rr/wwgt429veVrH4mX/5k3zNJrNtqX9l1DD+L5dPPPEEjjjiiCn7/f/zP/+T/ipPIBDAY489VvBJfJIaa3D6eE/WZz7zGaxduxbArodDpL7C9b73vQ9z5swRx8us5+LFi7O+QlkNq1atSv//Rz7yEfzud78r+MRDyRzo6OhAR0cH4vE4Hn74YTz00EN46KGH8Le//S39NcRwOIxPfvKT8Hg8WfcJGz9nJntFlN/vT1+dV815XO3jD7DrKsX//u//Tv/7hz/8If7jP/6j4M9U6ziUeVPwcsfNNJU+plTK9u3bsxbElixZUtH7FI6/L+iGDRvwvve9r2Lxi7nsssvw8MMPpz8fXXrppfjoRz+a92u4O3bswI9+9KP0vy+66KKiX202ec6Va/zxqtTjsMa3E4jIGbgcTkRVd9xxx2X9+3//938rGj/zq0svv/xyyT/34osv5o0x1ZqamrLumzHV95m599570/9/8cUXF1wMA6p/c16nj/dknXjiien8Mxevyv1q0+zZs9P/X+17HG3btg3PPPNM+t9XXnllwcUwoLz56PF4cPzxx+O73/0uHnroIQwMDGD16tVZ++HXv/71rJ9paGjI+gpib2+v+PdmKmcepx5ykS9Guap9/AF2PaU09bXN/fbbD1/72teK/ky1jkN77rln+v83b9484QNHxpMcq6ZapY8plXLLLbdgZGQk/e9KPylw/ILy1q1bKxq/FGvWrEnf286yLKxYsSJvu6eeeiq9gN7Q0IDVq1cXjV3t92oNXq83a8Gw1KfbTuVTcInILFwQI6Kqe9e73oXFixen//3f//3fFf3KWuYNf59++mkkk8miPzM0NITnn38+b4xqOOqoo9L/X849dCbjtddeS/9/KVeGPPLIIyXFzfyKQiW/Zpk5Vq+88kpJJ/A7duzAk08+mTeG07hcLpx++ulZrzU3N6Ozs7OseJlz780338RLL700qfwySedA5g30g8FgSU+MLXU+FrL77rvjkksuwc9+9rP0ay+99FLWIiqQXavUTcfLlTkHH3/88ZJ+JvPJlHV1dTj00EMnlUNKNY8/QPYx6PDDDy96FVAsFsM//vEP5azyy6z59u3bsXHjxqI/Mzw8bPQJeaWPKZWwfft2/PCHP0z/2+v1VnyBbvxVQ16vt6LxS7Fw4UKcffbZ6X//4he/yLswl7mPHHTQQSU9yKaUY+P4rxJW+5YIpcj8nPLAAw+U9DN8wiRR7eKCGBFVXV1dXdbXX1577bWy722xc+fOnBP2d7/73en/HxoaKvqEKWDXX55TVyTMmDGjKk+XypT5mPibb7456ybX2kpZQMx0/fXXl9SusbEx/f+xWEz0Owp55zvfmb53j23bJV1xeO+992YtnGXOGScaf/+krq6usp/0uc8++2Q9geuGG26YVG6ZpHNAOhdffPFFrF+/XpzXRD7ykY9k/XtgYCDr3+9///vT/7927Vq89dZbZf+uzDl47733lvTEuJtuuin9/wcffHDFvvpbzeMPIB/3W265pWr3AWxtbc26qvJ3v/td0Z9Zu3atuI9TrZLHlEr40pe+lHXP0X//93/PujqvEsYvai9YsKCi8Uu1bNmy9FVi8XgcP/jBD3LaSOfPAw88kLWINpHMYzRQ2fdqLR/60IfS/3/nnXcWvbJv06ZNXBAjqmFcECMiI3z605/Oul/HD3/4Q1x77bWiGG+99RZOPPFE3HHHHVmvL1q0KGtB61vf+lbBr7EMDw/je9/7Xvrfp5xySsU/aEudd955aGpqArDrypQrrrhiyn733nvvnf7/hx9+uGDbW2+9teQrYzIfsZ66J00l+P1+dHV1pf99xRVXwLKsCduPjY1h+fLl6X8fcsghjr5CDNh1FU3mzZNLubF8IV/5ylfS///jH/8Yzz333GRTBCCfA5lzMRQK4YUXXijY/uKLLy56RYPkiofx99wZ/0S7c889N71IEI1GcfHFF5cce7zTTz89HSuRSODb3/52wfZPPPFE1lPoPvvZz5b9u8er5vEHyB73xx57rOCC3NDQEL75zW9ORVp51dXVZd1o/mc/+xn6+/snbB+Px7Peb0xV6WNKuYaHh/GJT3wC11xzTfq11tbWovuHVCwWy/l64oknnljR31Gq/fffH2eeeWb639dcc03Olc+Z+8g///nPgvfOSiaT+OpXv1rS7541axY8Hk/635V8r9byqU99Kn01XywWwwUXXDDhQz0SiQQ+//nPV+yhL0TkPFwQIyIjzJgxA7fcckv63g87d+7Eeeedh4suuqjolRHbt2/Hf/3Xf+Htb3877rnnnrxtMp8W9Y9//ANnn3121tPAUizLwmmnnZY+gZkxYwaWLVtWbrcqZvfdd8c3vvGN9L+/9a1v4Tvf+U7RvwoPDQ1hzZo1+MQnPlH27z722GPT///Tn/4UPT09edvdfffdWV/tKCZz0emee+7Bs88+W3aO411yySXpv6hv3boVp512Wt5FsUQigXPOOQdPP/10+rXMOtMuZ511Ft7xjncAAEZGRvC+972vpCuv/vnPf+Lf//3fJzx5zpwD1113XdEbIC9YsCDrKo0vfelLeffjZDKJL3zhC/jTn/5UNMfu7m6cfPLJePDBBwsuju3YsQNLly5N/3uvvfbKefhHS0sLLrnkkvS/b7rpJlx44YWIx+MTxg2Hw1k3w06ZNWsWvvCFL6T//bOf/SzrK5uZXnjhBZx22mnpk7o5c+bgnHPOmfB3SlXz+ANk3xvq9ddfz3r6XqY333wTH/rQh6p+b6QvfelL6cXMkZERfOQjH0nf3ylTPB7HJz/5yYp+DXk6SiQSeOyxx3DJJZdg/vz5WVfd7b777rjzzjsr9nRJYNdXCY8//visr92edtppWLRoUcV+h9Ty5cvTX1+MRqP4z//8z6zt73znO9OLQPF4HF/96lfzHs9GRkbw8Y9/vOSvFM+YMQPt7e3pf69Zs8b4xaNAIJC1KH777bejq6sr6yv3wK7j5oknnoju7u68DyogotrAp0wSkTHmzp2LBx54ACeddFL6Uv6f/exnuOGGG3DCCSfg+OOPx7x58xAIBBAOh9Hf348HH3wQf/nLX4qeSJ900kk455xz0ifmN998M/7+97/jc5/7HNra2rBz5078/e9/xy9+8YusrxFccskleOc736nXaYFLLrkEjz/+OG677TbYto1vf/vbuPbaa3HGGWfgyCOPRDAYxNjYGN566y3885//xCOPPIIHHngAyWQSRx55ZNm/93Of+xx+8IMfIBaLYXh4GEcffTQuuOACvOc970FjYyNee+01rFu3DrfddhuAXVeTZD4RbiLHH3889txzT2zbtg2jo6Nob2/HoYceir322gszZsxIt8t8jHypDjnkEHzzm99Mf/X2vvvuw+LFi3H++efjiCOOgMvlQk9PD375y19mXe10xhlnZF1dRru43W7cdttteOc734nBwUH09/ejo6MD733ve3HyySdj0aJFaG5uxsjICLZu3Yqnn34af/3rX9O1Pfzww/PGPeOMM/DDH/4Qtm3jH//4B+bOnYvDDjsMgUAgfZ+ogw8+OGsB5OKLL05f3XD33Xfj8MMPxwUXXIDFixcjkUjgmWeewbXXXotNmzZhxowZ+MxnPlPwahbbtvGnP/0Jf/rTn7DPPvvgxBNPxBFHHIF99tkHzc3NGB4eRk9PD2644Yasr2gtW7Ys5/46wK4F1e7ubtx///0AgJ///Of44x//iE996lM48sgj0dLSgpGREbzwwgt46KGHcNddd2HmzJl5n5r43e9+F3fddVd6sfiiiy7CunXr8KlPfQr77bcfLMvC/fffj2uuuQbRaBTArnv+XHvttVlPO6yEah1/gF030j/11FPTV/9++9vfxuOPP45PfvKT2GeffRCJRLBhwwb86le/wltvvYU5c+bgkEMOwV133VWJrovNnz8f3/ve99I3/3/iiSdw8MEH44ILLsCRRx6J+vp6bNy4Eb/4xS/wwgsvYPfdd8dhhx2Gv/71r1XJ1wT/+Z//iVtuuSX9b9u2YVkWhoaG8Morr+RdVD7uuOPw61//Gvvss4/od33wgx/Mec227fR+Of6PcG9/+9vx85//XPQ7Ku3tb387Pvaxj6VvAfDzn/8cl1xyCVpaWgDsur/Zv//7v2PNmjUAdj0detOmTTjvvPOwcOFCjI6O4vHHH8evfvUrbN68GU1NTTj55JOzaj6RM888M30fw2uvvRZ/+tOfcPDBB2d9nfL000/Puc9cNX3961/HAw88kH4o0B/+8AfcfvvtOPjggxEMBvHGG2+k358CgQB+/OMfp+9Bl7rlAhHVCJuIyDBbt261TzrpJBuA+L+Pf/zj9muvvZY3biKRsE8//fSSY33xi1+0d+7cOWGeDzzwQLrtggULSu7f5Zdfnv65s846S1SbZDJpX3jhheK6HHnkkXnjXXfddek2xx577IS/99e//rVdV1dX9Pe8+93vtmOxWNZrL7/88oRx//jHP9oej6dgzPEWLFiQ3vbAAw8UrNfXvva1kmt02mmn2du3b58w1ssvv1wwr3xKra9EZv+vuuqqScfL7NMf//jHgm37+vrsgw46SDz/rr766gljXnbZZQV/dnzdxsbG7A984ANFf+duu+1mr1mzpugYZO7Hpf53/vnnFzw2RKNR+yMf+UjJ8fx+/4Sx+vv77YMPPrikOC6Xy/7tb39bcAxNOv5I9Pf32/vss09JtdywYYN91llnpV+7/PLL88Ys5xguqd8Xv/jFovnOnDnTvvPOO0vKVyrz91x33XUTtqvWMUU6j1L/LVmyxL755pvtHTt2lJRP5jFA+t8nPvEJe9u2bZOuSUrm/JF8brBt2964cWPW+/A3vvGNrO0jIyP2O97xjpLm3Nq1a0uey4lEwn7Pe95TMOb4OVvqe5/k/dy2Ze/Do6OjdldXV8G8FyxYYD/55JP2n//85/RrRxxxRNE8iGj64Fcmicg4e+21F+68805s2LABnZ2daG5uLtg+GAziwgsvxNNPP43//d//nfCvxS6XC7/5zW9w00034YADDpgw3sEHH4w77rgDa9asKfo0s6lWX1+Pn/70p1i/fj1OOOGErCupxks9Ze573/te1r2FyvHpT38at99+O/bbb7+82wOBAC677DLcf//9WfcbKebkk0/GM888gy9/+cs47LDDMGvWrIJ9kvrRj36Eu+66C4cccsiEbfbdd19cf/31+P3vf8+/DBdxwAEH4KmnnsKaNWuw//77F2zb1NSEU045Bb/97W8LfpX2+9//Pu6//3586lOfwtvf/nY0NTUV3O9mzJiBO+64A1/96lcxc+bMvG0OPvhg3H333fjiF79YtE9tbW349re/jSOOOKLo3DvssMNw22234eqrry6Yo9frxW233Yb//d//xcEHH1wwZnt7O1auXDnh9r333huPPfYYLr/88gm/FrbbbrvhxBNPxFNPPaV6lUa1jj/A/9XhlFNOybt9t912wwc+8AE8/fTTOOaYYyb9+yphzZo1uOGGG7LulZfpsMMOw4YNG3DSSSdNcWbmc7vdCAaDOOCAA3DUUUfh85//PH71q1/h+eefx/r163HmmWfmvUJzMhoaGjBnzhy8973vxWWXXYZnn30Wt9xyC/bYY4+K/p5ytbW1ZT3Y46qrrsLQ0FD6342Njeju7sZZZ5014b75rne9C4888ghOO+20kn+vy+XCvffei+uvvx4nn3wy9tlnn6o8cVOqoaEBv//97/HnP/8ZH/vYxzBv3jy43W7sueeeOOqoo/DjH/8Y//jHP3D44Ydn3ZONX58kqi11tu2A5+cSUU0bGxvD448/jldeeQWhUAjDw8Pw+XzYc889ceihh6K1tbWshauenh489dRT2LZtG+rq6jB79mwcddRRaG1tVeiFjtRXhV5//XW89dZbqK+vx6xZs7Bw4UK0t7dX/IPd2NgYHnnkETzzzDOwLAvBYBD77rsvjjvuOOMXk1588UU88sgjGBgYwI4dO7DHHnvgsMMOS98bi+R6e3vx5JNPYtu2bRgeHkZjYyNmz56NRYsWoa2tDS6XS/X3Dw4O4oEHHsDLL78MYNeiSXt7e9Y9byRGRkbwj3/8A319fXjzzTexfft2NDU1Ye7cuTjiiCMmXBAu5uWXX8ajjz6KgYEBjIyMoLm5Gfvttx8OP/xwzJ07t+Q4Y2Nj+Nvf/oZNmzZhcHAQDQ0NmDt3Lo499tiqnLRP9fEn5aWXXkJ3dze2bt0Kr9eLuXPn4uijjxbVcirt2LEDDz30EJ577jkMDw9j7733xqGHHlr2PCUqpr+/Hw888AA2b96M+vp6zJkzB//2b/+GhQsXVjs1I33xi1/ET3/6UwDApZdeilWrVlU5IyKaKlwQIyIiIiIiopoTi8Uwf/789L3jbr/9dpx66qlVzoqIpgq/MklERERERETTRinXfNi2nfU08z333BMnnniidmpEZBAuiBEREREREdG00dnZiW9961vo6enJu/3vf/87TjrpJPzP//xP+rVly5apf9WfiMzCr0wSERERERHRtHHUUUfhscceAwDMmjULra2t8Pv9GB0dxYsvvph1I30A+NCHPoQ777zTuIcpEZGu+monQERERERERFQpmU8hHRoawhNPPJG33YwZM/C5z30OP/nJT7gYRlSDeIUYERERERERTRuRSAS333477r//fjzzzDN4/fXXYVkW6urqsPvuu2P//ffHcccdh7POOgtve9vbqp0uEVWJoxfEdu7cif7+fjQ3N3NFn4iIiIiIiIioxtm2jeHhYcyZMyfritHxHP2Vyf7+fuyzzz7VToOIiIiIiIiIiAzy+uuvY968eRNud/SCWHNzM4BdnfT5fFXOhoiIiIiIiIiIqsmyLOyzzz7pNaOJOHpBLPU1SZ/PxwUxIiIiIiIiIiICgKK31pr4y5RERERERERERETTEBfEiIiIiIiIiIiopnBBjIiIiIiIiIiIagoXxIiIiIiIiIiIqKZwQYyIiIiIiIiIiGoKF8SIiIiIiIiIiKimcEGMiIiIiIiIiIhqChfEiIiIiIiIiIiopnBBjIiIiIiIiIiIagoXxIiIiIiIiIiIqKZwQYyIiIiIiIiIiGoKF8SIiIiIiIiIiKimcEGMiIiIiIiIiIhqChfEiIiIiIiIiIiopnBBjIiIiIiIiIiIagoXxIiIiIiIiIiIqKZwQYyIiIiIiIiIiGoKF8SIiIiIiIiIiKimcEGMiIiIiIiIiIhqChfEiIiIiIiIiIiopnBBjIiIiIiIiIiIagoXxIiIiIiIiIiIqKZwQYyIiIiIiIiIiGoKF8SIiIiIiIiIiKimcEGMiIiIiIiIiIhqChfEiIiIiIiIiIiopnBBjIiIiIiIiIiIagoXxIiIiIiIiIiIqKbUVzsBIiIiIiIiIqlINIHQSAJWPAmf14Vgoxv+Bne10yIih+CCGBERERERETlK/1AMl67diPW9ofRrHa1BrOpqx5xZ3ipmRkROwa9MEhERERERkWNEoomcxTAA6O4NYenajYhEE1XKjIichAtiRERERERE5BihkUTOYlhKd28IoREuiBFRcVwQIyIiIiIiIsew4smC24eLbCciArggRkRERERERA7i87gKbm8usp2ICOCCGBERERERETlIsMmNjtZg3m0drUEEm/ikSSIqjgtiRERERERE5Bj+BjdWdbXnLIp1tAaxuqsd/gYuiBFRcfXVToCIiIiIiIhIYs4sL64641CERhIYjifR7HEh2OTmYhgRlYwLYkREREREROQ4/gYugBFR+bggRkRERERERERUYyLRBEIjCVjxJHxeF4KNtbXIzAUxIiIiIiIiIqIa0j8Uw6VrN2J9byj9WkdrEKu62jFnlreKmU0d3lSfiIiIiIiIiKhGRKKJnMUwAOjuDWHp2o2IRBNVymxqcUGMiIiIiIiIiKhGhEYSOYthKd29IYRGuCBGRERERERERETTiBVPFtw+XGT7dMEFMSIiIiIiIiKiGuHzuApuby6yfbrgghgRERERERERUY0INrnR0RrMu62jNYhgU208aZILYkRERERERERENcLf4MaqrvacRbGO1iBWd7XD31AbC2L11U6AiIiIiIiIiIimzpxZXlx1xqEIjSQwHE+i2eNCsMldM4thABfEiIiIiIiIiIhqjr+hthbAxuNXJomIiIiIiIiIqKZwQYyIiIiIiIiIiGoKF8SIiIiIiIiIiKimcEGMiIiIiIiIiIhqChfEiIiIiIiIiIiopnBBjIiIiIiIiIiIagoXxIiIiIiIiIiIqKZwQYyIiIiIiIiIiGoKF8SIiIiIiIiIiKimcEGMiIiIiIiIiIhqSlUXxIaHh/HlL38ZCxYsgNfrxdFHH40nnniimikRERERERFRjYtEE3hx2wiefi2MF98cQSSaqHZKRnBqXaR5a/bTqTWcjuqr+cvPO+88/POf/8SNN96IOXPm4KabbsL73vc+PPvss5g7d241UyMiIiIiIqIa1D8Uw6VrN2J9byj9WkdrEKu62jFnlreKmVWXU+sizVuzn06t4XRVZ9u2XY1fHIvF0NzcjNtvvx0nnXRS+vXDDz8cJ554Ir7//e8XjWFZFvx+PyKRCHw+n2a6RERERERENM1Foglc9NunsxYsUjpag7jqjEPhb3BXIbPqcmpdpHlr9tOpNXSiUteKqvaVybGxMezYsQMejyfrda/Xiw0bNuT9me3bt8OyrKz/iIiIiIiIiCohNJLIu2ABAN29IYRGavPrbU6tizRvzX46tYbTWdUWxJqbm/Gud70L3/ve99Df348dO3bgpptuwiOPPIKtW7fm/ZkrrrgCfr8//d8+++wzxVkTERERERHRdGXFkwW3DxfZPl05tS7SvDX76dQaTmdVvan+jTfeCNu2MXfuXMycORNr1qzBGWecgd12y5/WsmXLEIlE0v+9/vrrU5wxERERERERTVc+j6vg9uYi26crp9ZFmrdmP51aw+msqgtiBxxwAB566CGMjIzg9ddfx+OPP45kMon9998/b/uZM2fC5/Nl/UdERERERERUCcEmNzpag3m3dbQGEWyqzXs8ObUu0rw1++nUGk5nVV0QS2lsbMTee++NcDiMu+++Gx/+8IernRIRERERERHVGH+DG6u62nMWLjpag1jd1V6zNz13al2keWv206k1nM6q9pRJALj77rth2zbe/va3o6+vD1//+tfh8Xiwfv16uFzFLxfkUyaJiIiIiIio0iLRBEIjCQzHk2j2uBBscnPBAs6tizRvzX46tYZOUupaUf0U5pQjEolg2bJl2Lx5M3bffXd0dXVhxYoVJS2GEREREREREWnwN3CRIh+n1kWat2Y/nVrD6aiqV4hNFq8QIyIiIiIiInK+1JVTVjwJn9eFYGP1Fo5MyoXkHHGFGBERERERERHVtv6hGC5duxHre0Pp1zpag1jV1Y45s7w1mwvpMuKm+kRERERERERUeyLRRM4CFAB094awdO1GRKKJmsyF9HFBjIiIiIiIiIiqIjSSyFmASunuDSE0MnWLUCblQvq4IEZEREREREREVWHFkwW3DxfZXkkm5UL6uCBGRERERERERFXh87gKbm8usr2STMqF9HFBjIiIiIiIiIiqItjkRkdrMO+2jtYggk1T93RHk3IhfVwQIyIiIiIiIqKq8De4saqrPWchqqM1iNVd7fA3TN0ilEm5kL4627btaidRLsuy4Pf7EYlE4PP5qp0OEREREREREZUhEk0gNJLAcDyJZo8LwSZ31RagTMqF5EpdK6qfwpyIiIiIiIiIiHL4G8xZdDIpF9LDBTEiIiIiohqXuhrCiifh87oQbOTJoBRrOPVqpeYm9dOkXIgmiwtiREREREQ1rH8ohkvXbsT63lD6tY7WIFZ1tWPOLG8VM3MO1nDq1UrNTeqnSbkQVQJvqk9EREREVKMi0UTOCS4AdPeGsHTtRkSiiSpl5hys4dSrlZqb1E+TciGqFC6IERERERHVqNBIIucEN6W7N4TQCE9yi2ENp16t1NykfpqUC1GlcEGMiIiIiKhGWfFkwe3DRbYTa1gNtVJzk/ppUi5ElcIFMSIiIiKiGuXzuApuby6ynVjDaqiVmpvUT5NyIaoULogREREREdWoYJMbHa3BvNs6WoMINvHpccWwhlOvVmpuUj9NyoWoUrggRkRERERUo/wNbqzqas850e1oDWJ1Vzv8DTzJLYY1nHq1UnOT+mlSLkSVUmfbtl3tJMplWRb8fj8ikQh8Pl+10yEiIiIicqRINIHQSALD8SSaPS4Em9w8wRViDaderdTcpH6alAvRREpdK6qfwpyIiIiIiMhA/gae1E4Wazj1aqXmJvXTpFyIJotfmSQiIiIiIiIioprCK8SIiIiIiIjGSX01zIon4fO6EGzklTGm4RhNLxxPmmpcECMiIiIiIsrQPxTDpWs3Yn1vKP1aR2sQq7raMWeWt4qZUQrHaHrheFI18CuTRERERERE/18kmsg5MQeA7t4Qlq7diEg0UaXMKIVjNL1wPKlauCBGRERERET0/4VGEjkn5indvSGERnhyXm0co+mF40nVwgUxIiIiIiKi/8+KJwtuHy6ynfRxjKYXjidVCxfEiIiIiIiI/j+fx1Vwe3OR7aSPYzS9cDypWrggRkRERERE9P8Fm9zoaA3m3dbRGkSwiU+9qzaO0fTC8aRq4YIYERERERHR/+dvcGNVV3vOCXpHaxCru9rhb+DJebVxjKYXjidVS51t23a1kyiXZVnw+/2IRCLw+XzVToeIiIiIiKaJSDSB0EgCw/Ekmj0uBJvcPDE3DMdoeuF4UqWUulZUP4U5EREREREROYK/gSfjpuMYTS8cT5pqXBAjIiIiIlWpv/pb8SR8XheCjdU76TEpFwmn5k35OXk8nZy7KZxcQ0nuTu6nSVhHPVwQIyIiIiI1/UMxXLp2I9b3htKvdbQGsaqrHXNmeWs2Fwmn5k35OXk8nZy7KZxcQ0nuTu6nSVhHXbypPhERERGpiEQTOR/kAaC7N4SlazciEk3UZC4STs2b8nPyeDo5d1M4uYaS3J3cT5Owjvq4IEZEREREKkIjiZwP8indvSGERqbuw7xJuUg4NW/Kz8nj6eTcTeHkGkpyd3I/TcI66uOCGBERERGpsOLJgtuHi2yvJJNykXBq3pSfk8fTybmbwsk1lOTu5H6ahHXUxwUxIiIiIlLh87gKbm8usr2STMpFwql5U35OHk8n524KJ9dQkruT+2kS1lEfF8SIiIiISEWwyY2O1mDebR2tQQSbpu4pWSblIuHUvCk/J4+nk3M3hZNrKMndyf00CeuojwtiRERERKTC3+DGqq72nA/0Ha1BrO5qn9LHxpuUi4RT86b8nDyeTs7dFE6uoSR3J/fTJKyjvjrbtu1qJ1Euy7Lg9/sRiUTg8/mqnQ4RERER5RGJJhAaSWA4nkSzx4Vgk7tqH+RNykXCqXlTfk4eTyfnbgon11CSu5P7aRLWUa7UtSIuiBERERERERER0bRQ6lpR/RTmRERERERE/1/qr/5WPAmf14VgY+X+6i+NrZkLTZ6Tx0cz9wErjvBoAlZ8DD5vPQINbsz2eSoS26RcJDXkvj/1TKq5Sbk4ARfEiIiIiIimWP9QDJeu3Yj1vaH0ax2tQazqasecWd4pja2ZC02ek8dHM/fXBkexbF0PHu4bTL+2ZGELVna2YX5L46Rim5SLpIbc96eeSTU3KRen4E31iYiIiIimUCSayDkJAYDu3hCWrt2ISDQxZbE1c6HJc/L4aOY+YMVzFqAAYEPfIJav68GAFS87tkm5SGrIfX/qmVRzk3JxEi6IERERERFNodBIIuckJKW7N4TQSPknItLYmrnQ5Dl5fDRzD48mchagUjb0DSI8OnV10cxFUkPu+1PPpJqblIuTcEGMiIiIiGgKWfFkwe3DRbZXMrZmLjR5Th4f3Xk+NqntlaSZi6SG3Pennkk1NykXJ+GCGBERERHRFPJ5XAW3NxfZXsnYmrnQ5Dl5fHTneeFbYRfbXkmauUhqyH1/6plUc5NycRIuiBERERERTaFgkxsdrcG82zpagwg2lf+EL2lszVxo8pw8Ppq5BxrdWLKwJe+2JQtbEGicurpo5iKpIff9qWdSzU3KxUm4IEZERERENIX8DW6s6mrPORnpaA1idVf7pB55L42tmQtNnpPHRzP32T4PVna25SxEpZ7sONvnKTu2SblIash9f+qZVHOTcnGSOtu27WonUS7LsuD3+xGJRODz+aqdDhERERFRySLRBEIjCQzHk2j2uBBsclfsJEQaWzMXmjwnj49m7gNWHOHRBKz4GHyeegQa3VO6GDZVuUhqyH1/6plUc5NyqaZS14q4IEZERERERERERNNCqWtFU3e3QSIiIiIiMlLqKgErnoTP60KwsfgVKKW0Lac95WINJ0973jp1H6qVucWaUz5cECMiIiIiqmH9QzFcunYj1veG0q91tAaxqqsdc2Z5y25bTnvKxRpOnva8deo+VCtzizWnifCm+kRERERENSoSTeScnAFAd28IS9duRCSaKKttOe0pF2s4edrz1qn7UK3MLdacCuGCGBERERFRjQqNJHJOzlK6e0MIjSTKaltOe8rFGk6e9rx16j5UK3OLNadCuCBGRERERFSjrHiy4PbhjO2StuW0p1ys4eRpz1un7kO1MrdYcyqEC2JERERERDXK53EV3N6csV3Stpz2lIs1nDzteevUfahW5hZrToVwQYyIiIiIqEYFm9zoaA3m3dbRGkSwyV1W23LaUy7WcPK0561T96FamVusORXCBTEiIiIiohrlb3BjVVd7zklaR2sQq7va4W9wl9W2nPaUizWcPO1569R9qFbmFmtOhdTZtm1XO4lyWZYFv9+PSCQCn89X7XSIiIiIiBwpEk0gNJLAcDyJZo8LwSb3hCdnkrbltKdcrOHkac9bp+5DtTK3WPPaUupaERfEiIiIiIiIiIhoWih1rah+CnMiIiIiohqU+mu4FU/C53Uh2Mi/hkuZVEPNXKSxB6w4wqMJWPEx+Lz1CDS4MdvnqUgumrT7KYnv1BpKcW5Vpr0mzZpr1kW7hpK6SHPpH4ohEkvCiiXh97rg87owZ5a3YrmbjgtiRERERKSmfyiGS9duxPreUPq1jtYgVnW119SH7skwqYaauUhjvzY4imXrevBw32D6tSULW7Cysw3zWxonlYsm7X5K4ju1hlKcW/n7adKxRbPmmnXRrqGkLtJcXh0cxfI8sVd0tmGBwfO8knhTfSIiIiJSEYkmcj6cA0B3bwhL125EJJqoUmbOYVINNXORxh6w4jkniQCwoW8Qy9f1YMCKl52LJu1+SuI7tYZSnFv5+2nSsUWz5pp10a6hpC7SXPqHYjmLYanYl63rQf9QbFK5OwUXxIiIiIhIRWgkkfPhPKW7N4TQCBfEijGphpq5SGOHRxM5J3IpG/oGER41c25p91MS36k1lOLcyt9Pk44tmjXXrIt2DSV1keYSiSULxo7EkmVm7SxcECMiIiIiFVa88Afq4SLbyawaauYijW3Fx4rEK7y9WrT7KYnv1BpKcW7tkttPk44tejXXrIt2DSV1EfezyIJXrbw/c0GMiIiIiFT4PK6C25uLbCezaqiZizS2z1P4VsjFtleLdj8l8Z1aQynOrV1y+2nSsUWv5pp10a6hpC7ifnrNGf9q4oIYEREREakINrnR0RrMu62jNYhgE580WYxJNdTMRRo70OjGkoUtedsvWdiCQKOZc0u7n5L4Tq2hFOdW/n6adGzRrLlmXbRrKKmLNBe/11Uwtr/Igtl0wQUxIiIiIlLhb3BjVVd7zof0jtYgVne1V/Sx9NOVSTXUzEUae7bPg5WdbTkndKmnr832ecrORZN2PyXxnVpDKc6t/P006diiWXPNumjXUFIXaS5zZnmxYoLYKzrbauYp0HW2bdvVTqJclmXB7/cjEonA5/NVOx0iIiIiyiMSTSA0ksBwPIlmjwvBJjcXw4RMqqFmLtLYA1Yc4dEErPgYfJ56BBrdxi5YZNLupyS+U2soxblVmfaaNGuuWRftGkrqIs2lfyiGSCyZbu/3uqbFYlipa0VcECMiIiIiIiIiommh1LUiM+8ISERERESTkvorsRVPwud1IdhY+at4NGKbRtJXaV00Y2tycj+zrrTw1iPQUPxKCyf20ySafZWMp7ZaGX9JzaXjUyv7nDSXzeEohuNjsGJJ+L0uNHnqMS/QMIUZT19cECMiIiKaZvqHYrh07Uas7w2lX+toDWJVV/ukvwqhGds0kr5K66IZW5OT+/na4CiWrevBw32D6ddS9+KZ39I4bfppEs2+SsZTW62Mv6Tm0vGplX1Omsurg6NYnqeOKzrbsGCK5/l0xJvqExEREU0jkWgi58M2AHT3hrB07UZEogkjY5tG0ldpXTRja3JyPweseM7JOQBs6BvE8nU9GLDi06KfJtHsq2Q8tdXK+EtqLh2fWtnnpLlsDkdzFsOAXXW8bF0PNoej6jlPd1wQIyIiIppGQiOJnA/bKd29IYRGyv/wrxnbNJK+SuuiGVuTk/sZHk3knFSmbOgbRHi09sZTm2ZfJeOprVbGX1Jz6fjUyj4nzWU4PlawjsPxsYrnWGu4IEZEREQ0jVjxZMHtw0W2Vyu2aSR9ldZFM7YmJ/fTKnLimLndyf00ie6xqPTx1FYr4y/bh2TjUyv7nLifMXNyn664IEZEREQ0jfg8roLbm4tsr1Zs00j6Kq2LZmxNTu6nz1P41smZ253cT5PoHotKH09ttTL+sn1INj61ss+J++k1J/fpigtiRERERNNIsMmNjtZg3m0drUEEm8p/qpZmbNNI+iqti2ZsTU7uZ6DRjSULW/JuW7KwBYHG2htPbZp9lYyntloZf0nNpeNTK/ucNJdmT33BOjZP4cLvdMUFMSIiIqJpxN/gxqqu9pwP3R2tQazuap/UY+Y1Y5tG0ldpXTRja3JyP2f7PFjZ2ZZzcpl66t1sn2da9NMkmn2VjKe2Whl/Sc2l41Mr+5w0l3mBBqyYoI4rOtswL9CgnvN0V2fbtl3tJMplWRb8fj8ikQh8Pl+10yEiIiIyRiSaQGgkgeF4Es0eF4JN7op98NeMbRpJX6V10Yytycn9HLDiCI8mYMXH4PPUI9DonnDxxMn9NIlmXyXjqa1Wxl9Sc+n41Mo+J81lcziK4fhYun2zp56LYUWUulbEBTEiIiIiIiIiIpoWSl0r4pdOiYiIiIgqIOtqCG89Ag2Vu1oldUWBFU/C53Uh2Fj9qxs0cpHG1myvOZ79QzFEYklYsST8Xhd8XhfmzPJWJLaUtIZbwlFY8bF07s2eesyt0NUqmuMprbm0n5L5Is1F0l5z3mrnIq2LKcdFp+YN6M8X03FBjIiIiIhokl4bHMWydT14uG8w/VrqfjnzWxonFbt/KIZL127E+t5Q+rWO1iBWdbVP+SKKZi7S2JrtNcfz1cFRLM8Te0VnGxZMMraUtIaauWuOpzRvaXvJfNHMRXPeaucirYspx0Wn5g3ozxcn4E31iYiIiIgmYcCK55xUAMCGvkEsX9eDASteduxINJFz8gQA3b0hLF27EZFoouzYJuUija3ZXnM8+4diOSfPqdiXretB/1Cs7NhS0hpuCUcL5r4lHJ2yXCTtpTWX9lMyX6S5SNprzlvtXKR1MeW46NS8Af354hRcECMiIiIimoTwaCLnpCJlQ98gwqPln+SERhI5J08p3b0hhEam7gRKMxdpbM32muMZiSULxo7EkmXHlpLW0IqPFczdio9NWS6S9tKaS/spmS/SXCTtNeetdi7SuphyXHRq3oD+fHEKLogREREREU1CsYWAySwUWPHCCyTDRbZXkmYu0tia7VXHs8iCl8njqZm76ngK8xa3F8wXzVw05612LvKam7EfOTVvQH++OAUXxIiIiIiIJsHnKXxb3mLbC/+sq+D25iLbK0kzF2lszfaq4+l17nhq5q46nsK8xe0F80UzF815q52LvOZm7EdOzRvQny9OwQUxIiIiIqJJCDS6sWRhS95tSxa2INBY/tPDgk1udLQG827raA0i2DR1TybTzEUaW7O95nj6va6Csf1FTrArSVpDn6e+YO6TOYHWHE9pzaX9lMwXaS6S9przVjsXaV1MOS46NW9Af744BRfEiIiIiIgmYbbPg5WdbTknF6mndU3mEfb+BjdWdbXnnER1tAaxuqsd/oapO2nRzEUaW7O95njOmeXFiglir+hsm9KnzElrODfQUDD3uYGGKctF0l5ac2k/JfNFmoukvea81c5FWhdTjotOzRvQny9OUWfbtl3tJMplWRb8fj8ikQh8Pl+10yEiIiKiGjZgxREeTcCKj8HnqUeg0V2xk4pINIHQSALD8SSaPS4Em9xTevI0VblIY2u21xzP/qEYIrFkOg+/1zWli2GZpDXcEo7Cio+l2/s89ZNaDJtMLpL20ppL+ymZL9JcJO015612LtK6mHJcdGregP58qZZS14q4IEZERERERERERNNCqWtF/MokERERERERERHVlKo+OmDHjh349re/jZtuuglvvPEG5syZg7PPPhvf+MY3UFdXV83UiIiIqIJSXw+w4kn4vC4EG6v39QCaPOl4pr5OYsWS8Htd8Bnw9TAT5qKkLtK8NdtnfcXGW49AQ+Gv2NRKzSV1kdZQSnM8nTr+0uOQ5nFO85iofazQnLvS2Kmvtabq2FzBr++a1E8JU/Y3p6jqgtjq1atx9dVX44YbbsDixYvx5JNP4pxzzoHf78eXvvSlaqZGREREFdI/FMOlazdifW8o/VpHaxCrutqrtihC5ZOO56uDo1i+rgcP9w2mX0vdcHhBS+OU5Jxi0lyU1EWat2b71wZHsSxP3is72zA/z3jWSs0ldZHWUEpzPJ06/tLjkOZxTvOYqH2s0Jy70tiadTSpnxKm7G9OUtWvTP7tb3/Dhz/8YZx00knYd9998dGPfhQnnHACHn/88WqmRURERBUSiSZyPpwBQHdvCEvXbkQkmqhSZlQO6Xj2D8VyTlgAYEPfIC5b14P+oZh6zikmzUVJXaR5a7YfsOI5J3KpvJev68GAFZ9ULpo0ay6pi7SGUprj6dTxlx6HNI9zmsdE7WOF5tyVxt4Sjhas45ZwdMpyMSW2Kfub01R1Qezoo4/GfffdhxdeeAEA8Mwzz2DDhg048cQT87bfvn07LMvK+o+IiIjMFRpJ5Hw4S+nuDSE0wg9oTiIdz0gsmfPBP2VD3yAisWTFc5yISXNRUhdp3prtw6OJgnmHRyeXiybNmkvqIq2hlOZ4OnX8pcchzeOc5jFR+1ihOXelsa34WMH2VnxsynIxJbYp+5vTVPUrk0uXLoVlWVi0aBFmzJiBHTt2YMWKFfjkJz+Zt/0VV1yB73znO1OcJREREZXLihf+cD9cZDuZRTqeVpGTu6kcf5PmoqQu4porti92kjl+e+3UvPS6SGsopTuezhx/6XFI8zineUzUP1bozV3x3FKtozn9lMU2Y39zmqpeIfa73/0ON998M37zm9/gqaeewg033IAf/ehHuOGGG/K2X7ZsGSKRSPq/119/fYozJiIiIgmfx1Vwe3OR7WQW6Xj6vOaMv0lzUVIXcc0V2/s8hf+WPn577dS89LpIayilO57OHH/pcUjzOKd5TNQ/VujNXfHcUq2jOf2UxTZjf3Oaqi6Iff3rX8fSpUtx+umno62tDZ/+9Kfxla98BVdccUXe9jNnzoTP58v6j4iIiMwVbHKjozWYd1tHaxDBJj75yEmk4+n3urBkYUve9ksWtsBf5KSmkkyai5K6SPPWbB9odBfMO9A4uVw0adZcUhdpDaU0x9Op4y89Dmke5zSPidrHCs25K43t89QXbD+ZhSWT+ilhyv7mNFVdEItGo9htt+wUZsyYgZ07d1YpIyIiIqokf4Mbq7racz6kdbQGsbqrnY8CdxjpeM6Z5cWKzracE4DUk8Cm8qlXJs1FSV2keWu2n+3zYOUEea/sbMNsn2dSuWjSrLmkLtIaSmmOp1PHX3oc0jzOaR4TtY8VmnNXGntuoKFgHecGGqYsF1Nim7K/OU2dbdt2tX752Wefjb/+9a/45S9/icWLF+Ppp5/G5z73OZx77rlYvXp10Z+3LAt+vx+RSIRXixERERksEk0gNJLAcDyJZo8LwSY3P5w5mHQ8+4diiMSS6fZ+r6tqj4A3aS5K6iLNW7P9gBVHeDQBKz4Gn6cegUZ3wRO5Wqm5pC7SGkppjqdTx196HNI8zmkeE7WPFZpzVxp7SzgKKz6Wzt3nqZ/UYthkcjEltin7W7WVulZU1QWx4eFhfPOb38S6deuwbds2zJkzB2eccQa+9a1vwe0uPmhcECMiIiIiIiIiohRHLIhNFhfEiIiInCH1F0srnoTP60KwsXp/sTQpF5o8k8ZTMxdpbO32mrlrMqWf0jyyrijx1iPQUNpVWRr91MxFmnfqSisrloTf64KvwJVW0rw3h6MYjo+lYzd56jGvwNVHktxTVzalYjcXubJJkru0n1Kac0synlJOPg6ZctxyklLXiib3GBMiIiKiIvqHYrh07Uas7w2lX+toDWJVV/uUf23OpFxo8kwaT81cpLG122vmrsmUfkrzeG1wFMvW9eDhvsH0a6l7Ds1vaZzSfmrmIs371cFRLM+Ty4rONiwYl4s0b0lsae7S2JLcpf2U0pxb0rpIOPk4ZMpxa7qq6k31iYiIaHqLRBM5H7YAoLs3hKVrNyISTdRkLjR5Jo2nZi7S2NrtNXPXZEo/pXkMWPGcBQ4A2NA3iOXrejBgxaesn5q5SPPuH4rlLJ6kcrlsXQ/6h2Jl5705HC0Ye3M4WnY/txSJvWVcbEnu0n5Kac4tyXhKOfk4ZMpxazrjghgRERGpCY0kcj5spXT3hhAamboPXCblQpNn0nhq5iKNrd1egmOUG1uaR3g0kbNIkLKhbxDh0akbT81cpHlHYsmCuURiybLzHo6PFWw/HB/Lek2Su1UktjUutiR3aT+lNOeWZDylnHwcMuW4NZ1xQYyIiIjUWPHCH2KHi2yvJJNyockzaTw1c5HG1m4vwTHKjS0fn7EJWubfrttPvVzEdSmyQJIdW5i3IPaunxfkIo5deu7Sfkqpzi1hXUSxHXwcMuW4NZ1xQYyIiIjU+Dyugtubi2yvJJNyockzaTw1c5HG1m4vwTHKjS0fn8K3fB6/XbefermI6+KVxBbmLYi96+cFuYhjl567tJ9SqnNLWBdRbAcfh0w5bk1nXBAjIiIiNcEmNzpag3m3dbQGEWyauicZmZQLTZ5J46mZizS2dnsJjlFubGkegUY3lixsydt+ycIWBBqnbjw1c5Hm7fe6Cubiz1hgkebd7Kkv2L553MKSJHdfkdjjF60kuUv7KaU5tyTjKeXk45Apx63pjAtiREREpMbf4MaqrvacD10drUGs7mqf0kd7m5QLTZ5J46mZizS2dnvN3DWZ0k9pHrN9HqzsbMtZLEg9OXC2zzNl/dTMRZr3nFlerJgglxWdbVlPyJPmPS/QUDD2vEBD2f2cWyT23HGxJblL+ymlObck4ynl5OOQKcet6azOtm272kmUy7Is+P1+RCIR+Hy+aqdDREREE4hEEwiNJDAcT6LZ40KwyV21D1sm5UKTZ9J4auYija3dXjN3Tab0U5rHgBVHeDQBKz4Gn6cegUZ3wQUOzX5q5iLNu38ohkgsmW7v97omXDyR5r05HMVwfCwdu9lTn7MYVm7uW8JRWBmxfZ76nMWwcnOX9lNKc25JxlPKycchU45bTlLqWhEXxIiIiIiIiIiIaFooda1ocnfWIyIiIipB6i+QVjwJn9eFYGNpfw0ttb1mLpo0c8m6SsBbj0BD5a4SMKmGUibVXJKL9j4kyd2kfqautLFiSfi9u67iKXSljWYuqatbUrn4ClzdIo2dulopFbupxKuVNPopHX/JGGnWXPOYKI2vuT+bdKxw8nuFJtbFHFwQIyIiIlX9QzFcunYj1veG0q91tAaxqqs974mLtL1mLpo0c3ltcBTL1vXg4b7B9Gup+8jMb2mcVGyTaihlUs0luWjvQ5LcTernq4OjWJ4nlxWdbVhgcC5O7qd0/E2pi+YxURpfc3826Vjh5PcKTayLWXhTfSIiIlITiSZyPvgBQHdvCEvXbkQkmphUe81cNGnmMmDFc05YAGBD3yCWr+vBgBUvO7ZJNZQyqeaSXLT3IUnuJvVzSziasxiSyuWydT3YEo5OWS79Q7GCufQPxcqOvblIPzdPYT+l4y8ZI82aax4TpfE192eTjhVOfq/QxLqYhwtiREREpCY0ksj54JfS3RtCaCQxqfaauWjSzCU8msg5YUnZ0DeI8Oj0qKGUSTWX5KK9D0lyN6mfVnysYC5WfGzKconEkgVzicSSZcceLtLP4Snsp3T8JWOkWXPNY6I0vub+bNKxwsnvFZpYF/NwQYyIiIjUWPFkwe3D47ZL22vmokm3n2OT2l74Z82poZRJNZfkor0PSXI3qp8xvbpo5uLofkrH35C6aB4TpfE192ezjhXOfa/QxLqYhwtiREREpMbncRXc3jxuu7S9Zi6adPtZ+BaxxbYX/llzaihlUs0luWjvQ5LcjeqnV68umrk4up/S8TekLprHRGl8zf3ZrGOFc98rNLEu5uGCGBEREakJNrnR0RrMu62jNYhgk3tS7TVz0aSZS6DRjSULW/JuW7KwBYHG6VFDKZNqLslFex+S5G5SP32e+oK5jD9518zF73UVzMWfsXgjjd1cpJ/NU9hP6fhLxkiz5prHRGl8zf3ZpGOFk98rNLEu5uGCGBEREanxN7ixqqs95wNgR2sQq7vacx4zLm2vmYsmzVxm+zxY2dmWc+KSehLYbJ+n7Ngm1VDKpJpLctHehyS5m9TPuYEGrJgglxWdbZgbaJiyXObM8hbMJfPJcdLY84r0c94U9lM6/pIx0qy55jFRGl9zfzbpWOHk9wpNrIt56mzbtqudRLksy4Lf70ckEoHP56t2OkRERDSBSDSB0EgCw/Ekmj0uBJvcBT/4Sdtr5qJJM5cBK47waAJWfAw+Tz0Cje5Jn/ilmFRDKZNqLslFex+S5G5SP7eEo7DiY+n2Pk99zmLYVOXSPxRDJJZMt/d7XVkLM5OJvTkcxXBGP5s99TmLYVPVT+n4S8ZIs+aax0RpfM392aRjhZPfKzSxLvpKXSvighgREREREREREU0Lpa4VTe4OgkRERGSs1F8grXgSPq8Lwcbq/QUy6y/K3noEGir7l3lNmnV0amxtmrlL52LqChQrloTf64Kv1CtQSoituV9o5iKNLRlP6dhrjmfqqqxU26YiV2WlroRKtW8ucCWUNG9JbEBWR2lszZpr7vuSPACz9iHpGElo7nMmvQ9JczEpd9LDBTEiIqJpqH8ohkvXbsT63lD6tY7WIFZ1tRc8AdDw2uAolq3rwcN9g+nXUvccmd/SOKW5SGnW0amxtWnmLp2Lrw6OYnme9is627BgXHtpbM39QjMXaWzJeErHXnM8JW2l7TXzBmR1lMbWzF1z39fup+Y+JM1dQnOfM+l9SJqLSbmTLt5Un4iIaJqJRBM5H+QAoLs3hKVrNyISTUxZLgNWPOfDMwBs6BvE8nU9GLDiU5aLlGYdnRpbm2bu0rnYPxTLOQlNtb9sXQ/6h2Jlx9bcLzRzkcaWjKd07DXHc3M4WrDt5nA06/UtRdpvyWgvzVsSG5DVURpbs+aa+74kj3L6qbkPScdIQnOfM+l9SJqLSbmTPi6IERERTTOhkUTOB7mU7t4QQiNT92EuPJrI+fCcsqFvEOFRcz9YatbRqbG1aeYunYuRWLJg+0gsWXZszf1CMxdpbMl4SsdeczyH42MF2w7Hx7Jes4q0tzLaS/OWxAZkdZTG1qy55r4vyQMwax+SjpGE5j5n0vuQNBeTcid9XBAjIiKaZqx4suD24SLbK6nYh/XJfJjXpllHp8bWplsX2Vy0YqXnIo6tuF9o5iKPLamhbOxVx1PQVhxbMe9dP6/YT9V9SHHf1+6n5j4kzF1Cc58z6X1I3k9zcid9XBAjIiKaZnweV8HtzUW2V5LPU/h2pcW2V5NmHZ0aW5tuXWRz0ectPRdxbMX9QjMXeWxJDWVjrzqegrbi2Ip57/p5xX6q7kOK+752PzX3IWHuEpr7nEnvQ/J+mpM76eOCGBER0TQTbHKjozWYd1tHaxDBpql7SlKg0Y0lC1vybluysAWBRnOf2KRZR6fG1qaZu3Qu+r2ugu39GSeq0tia+4VmLtLYkvGUjr3meDZ76gu2bc6zIFKofeZCgTRvSWxAVkdpbM2aa+77kjwAs/Yh6RhJaO5zJr0PSXMxKXfSxwUxIiKiacbf4MaqrvacD3QdrUGs7mqf0seGz/Z5sLKzLedDdOqpVIUeM19tmnV0amxtmrlL5+KcWV6smKD9is62rCeNSWNr7heauUhjS8ZTOvaa4zkv0FCw7bxAQ9brc4u0n5vRXpq3JDYgq6M0tmbNNfd9SR7l9FNzH5KOkYTmPmfS+5A0F5NyJ311tm3b1U6iXJZlwe/3IxKJwOfzVTsdIiIio0SiCYRGEhiOJ9HscSHY5K7aB7kBK47waAJWfAw+Tz0CjW6jF8MyadbRqbG1aeYunYv9QzFEYsl0Ln6vK+cEutzYmvuFZi7S2JLxlI695nhuDkcxHB9Lt2321OcshmXaEo7Cymjv89RPuGAhzVsSG5DVURpbs+aa+74kD8CsfUg6RhKa+5xJ70PSXEzKneRKXSvighgREREREREREU0Lpa4VmXsnWyIiB0v9VcmKJ+HzuhBs5F+VANZluuF45sr6y7m3HoEGwRUFJbSXkI6PJBfN2FLauWjOc0ku0rxTVzdZsST8XheailzdJJG6WiUVu7nI1SqS9qmreFJtfUWu4tHOXUJSc+m8ko6nJL52zSW5aO6fmschaS7SmktiS+eWScdzp+LnIefighgRUYX1D8Vw6dqNWN8bSr/W0RrEqq72in7AdBrWZXrheOZ6bXAUy9b14OG+wfRrqXurzG9pnHR7Cen4SHLRjG1SP8uJLyHJRZr3q4OjWJ6n/YrONiyYZM2lsSXtNfPWji+JLZ1X0rwl8bVrLslFc//UPA5Jc9EcT+ncMul47lT8PORsvKk+EVEFRaKJnDdFAOjuDWHp2o2IRBNVyqy6WJfpheOZa8CK55wkAMCGvkEsX9eDASs+qfYS0vGR5KIZ26R+lhNfQpKLNO/N4WjOyXaq/WXrerA5HC077y1FYm8ZF1vSvn8oVrBt/1Cs7LzLyV1CUnPpvJKOpyS+ds0luWjun5rHIWku0ppLYkvnlknHc6fi5yHn44IYEVEFhUYSOW+KKd29IYRGavONkXWZXjieucKjiZyThJQNfYMIjyYm1V5COj6SXDRjS2nnojnPJblI8x6OjxVsPxwfKzNrwCoS2xoXW9I+EksWbBuJJcvMWp6LlKTm0nklHU9JfO2aS3LR3D81j0PSXKQ1l8SWzi2TjudOxc9DzscFMSKiCrLihT88DhfZPl2xLtMLxzNXsZPpfAsFk4lX+Gdl4yPJRTO2lHYumvNcVnNh3kUWMSaVtzC2pL1m3trxRf2UzltpzQXx1WsuyUVx/9Q8Dolz0RxP8THRnOO5U/HzkPNxQYyIqIJ8HlfB7c1Ftk9XrMv0wvHM5fMUvi3r+O3S9rJcZOMjyUUztpR2LprzXFZzYd5exbyFsSXtNfPWji/qp3TeSmsuiK9ec0kuivun5nFInIvmeIqPieYcz52Kn4ecjwtiREQVFGxyo6M1mHdbR2sQwabafOIM6zK9cDxzBRrdWLKwJe+2JQtbEGh0T6q9hHR8JLloxpbSzkVznktykebd7Kkv2L55UouQhWPnW/gttb3f6yrY1l9kIaEYae4SkppL55V0PCXxtWsuyUVz/9Q8DklzkdZcEls6t0w6njsVPw85HxfEiIgqyN/gxqqu9pw3x47WIFZ3tdfsI5hZl+mF45lrts+DlZ1tOScLqadvjX8kvbS9hHR8JLloxjapn+XEl5DkIs17XqABKyZov6KzDfMCDWXnPbdI7LnjYkvaz5nlLdh2sk9rk+YuIam5dF5Jx1MSX7vmklw090/N45A0F2nNJbGlc8uk47lT8fOQ89XZtm1XO4lyWZYFv9+PSCQCn89X7XSIiNIi0QRCIwkMx5No9rgQbHLzTRGsy3TD8cw1YMURHk3Aio/B56lHoNFd8CRB2l5COj6SXDRjS2nnojnPJblI894cjmI4PpbOu9lTP6nFsExbwlFYGbF9nvqCC0qS9v1DMURiyXRbv9c16YWZyeQuIam5dF5Jx1MSX7vmklw090/N45A0F2nNJbGlc8uk47lT8fOQeUpdK+KCGBERERERERERTQulrhXV3p3viIgMk/qrkhVPwud1IdjIvyo5nVPHNOuvvt56BBoqfxWPVk00c9fMw6SaS9qnrm6wYkn4vS74Sry6odRcJHXRziV1ZU4qflMFr7SSkPZTM760JqmrslLtmwtclaU9PpL4mrE1909ANp4m5aJ5DDXlfQLQr7lmLk6lWfNaqeF0xAUxIqIq6h+K4dK1G7G+N5R+raM1iFVd7RU90aGp49QxfW1wFMvW9eDhvsH0a6n7gsxvaZxUbO2aaOaumYdJNZe0f3VwFMvz5L2isw0L8uQtzUVSF+1cpPG1aOchiS/NRdJee3xMmeea+6c0d5Ny0TyGmvI+AejXXDMXp9Ksea3UcLriTfWJiKokEk3kvIECQHdvCEvXbkQkmqhSZlQup47pgBXPOVEAgA19g1i+rgcDVrzs2No10cxdMw+Tai5p3z8Uyzm5TeV92boe9A/FJpWLpC7auWwORwvG3xyOYipI+6kZX1qTLUXab8lorz0+kviasTX3T0A2niblonkMNeV9AtCvuWYuTqVZ81qp4XTGBTEioioJjSRy3kBTuntDCI3wTdRpnDqm4dFEzolCyoa+QYRHy89buyaauWvmYVLNJe0jsWTBvCOx5KRykdRFO5fh+FjB+MPxsbzbKk3aT8340ppYRdpbGe21x0cSXzO25v4JyMbTpFw0j6GmvE8A+jXXzMWpNGteKzWczrggRkRUJVa88EnMcJHtZB6njqlV5MS+2PbCP6tbE83cNfMwqeaS9laRxZfJxN7VvvS6qOcijK9FOw9JfHHNJbGVx8eUea65fwLKNVfNRe8Yasr7xK7fpVtzzVycSvU9sUZqOJ1xQYyIqEp8HlfB7c1FtpN5nDqmPk/hW4oW2174Z3Vropm7Zh4m1VzS3ufVi72rfel1Uc9FGF+Ldh6S+OKaS2Irj48p81xz/wSUa66ai94x1JT3iV2/S7fmmrk4lep7Yo3UcDrjghgRUZUEm9zoaA3m3dbRGkSwiU+ncRqnjmmg0Y0lC1vybluysAWBxvLz1q6JZu6aeZhUc0l7v9dVMG//uBNgaS6Sumjn0uypLxi/eYpOoqX91IwvrYmvSPvMhQjt8ZHE14ytuX8CsvE0KRfNY6gp7xOAfs01c3EqzZrXSg2nMy6IERFVib/BjVVd7TlvpB2tQazuaufjmh3IqWM62+fBys62nBOG1BO4JvNYeu2aaOaumYdJNZe0nzPLixUT5L2isy3niVrSXCR10c5lXqChYPx5gQZMBWk/NeNLazK3SPu5Ge21x0cSXzO25v4JyMbTpFw0j6GmvE8A+jXXzMWpNGteKzWczups27arnUS5LMuC3+9HJBKBz+erdjpERGWJRBMIjSQwHE+i2eNCsMnNN1CHc+qYDlhxhEcTsOJj8HnqEWh0V+xEQbsmmrlr5mFSzSXt+4diiMSS6bZ+r6vgwow0F0ldtHPZHI5iOD6Wbt/sqZ+yxbBM0n5qxpfWZEs4Ciujvc9Tn7UYlkl7fCTxNWNr7p+AbDxNykXzGGrK+wSgX3PNXJxKs+a1UkMnKXWtiAtiREREREREREQ0LZS6VjR1dxAkIiLjpf7CZcWT8HldCDY65y9cTs3dpLxNykXKqblr5p26KseKJeH37rq6ZaKrcqSkeaeuEEnl4ivxKi6NukhjZ11V4q1HoGHiq0qksSXtJXkA8ppL4ktz0eynSfuQZg2l4ymhuU9I22vWRRpbk2Yu2uPp1Pdbk7CG5uCCGBERAdj1ofLStRuxvjeUfq2jNYhVXe0V/VqOBqfmblLeJuUi5dTcNfN+dXAUy9f14OG+wfRrqfv2LGhpnFRsad7SXDTrIo392uAoluXJfWVnG+aPy10aW9Jekgcgr7kkvjQXzX6atA9p1tCk/Vmauyl1kcbWpJmL9ng69f3WJKyhWXhTfSIiQiSayHlzBoDu3hCWrt2ISDRRpcyKc2ruJuVtUi5STs1dM+8t4WjOSSIAbOgbxGXrerAlHC07tjTv/qFYwVz6h2KTiq+Z+4AVzzlRTOW+fF0PBqx42bEl7SV5APKaS+JLc9Hsp0n7kGYNpeMpoblPSNtr1kUaW5NmLtrj6dT3W5OwhubhghgRESE0ksh5c07p7g0hNGLuG7RTczcpb5NykXJq7pp5W/GxnBOclA19g7DiY2XHluYdiSUL5hKJJScVX0IaOzyaKJh7ePT/2ktjS9pL8gDkNZfEl+ai2U+T9iHNGkrHU0Jzn5C216yLNLYmzVy0x9Op77cmYQ3NwwUxIiKCFS/8gXq4yPZqcmruJuVtUi5STs1dM2+ryAnypGIL85bmoloXae5FFg4zt8tjl95ekgdQTs0l/RTmotlPg/Yh1RqatD+Lx8iMukhja9LMRX88nfl+axLW0DxcECMiIvg8roLbm4tsryan5m5S3iblIuXU3DXz9nkVYwvzluaiWhdp7p7Ct9rN3C6PXXp7SR5AOTWX9FOYi2Y/DdqHVGto0v4sHiMz6iKNrUkzF/3xdOb7rUlYQ/NwQYyIiBBscqOjNZh3W0drEMEmc59849TcTcrbpFyknJq7Zt4+Tz2WLGzJu23JwpZJnXBJ8/Z7XQVz8Y87qdWsizR2oNFdMPdA4/+1l8aWtJfkAchrLokvzUWznybtQ5o1lI6nhOY+IW2vWRdpbE2auWiPp1Pfb03CGpqHC2JERAR/gxurutpz3qQ7WoNY3dVu9KOgnZq7SXmblIuUU3PXzHtuoAErOttyTnRST1+bG2goO7Y07zmzvAVzGf9ELc26SGPP9nmwcoLcV3a2YbbPU3ZsSXtJHoC85pL40lw0+2nSPqRZQ+l4SmjuE9L2mnWRxtakmYv2eDr1/dYkrKF56mzbtqudRLksy4Lf70ckEoHP56t2OkREjheJJhAaSWA4nkSzx4Vgk9sxb85Ozd2kvE3KRcqpuWvmvSUchRUfS8f2eeontRiWSZp3/1AMkVgy3d7vdRU8kdesizT2gBVHeDQBKz4Gn6cegUb3hCet0tiS9pI8AHnNJfGluWj206R9SLOG0vGU0NwnpO016yKNrUkzF+3xdOr7rUlYQ32lrhVxQYyIiIiIiIiIiKaFUteK+JVJIiIiIiIiIiKqKVP3SA0iIqqK1GXZVjwJn9eFYGPlv3qkEdvJsr5+4K1HoKF6X8uQkObt1H5K523qKzlWLAm/1wVfga/kSGNrtpfG3hyOYjg+lu5nk6ce8yb4eph2PyVzSzM2IBt/aWxJzVNf30u1ba7gV2ABWT+luUhiS9qWQzJGkvGRttd+/9SsuXSeS+aL5vuQ9tySjKlmzbXnFj/70XTCBTEiommsfyiGS9duxPreUPq1jtYgVnW1T/pDoGZsJ3ttcBTL1vXg4b7B9GupG9TOb2msYmaFSfN2aj+l8/bVwVEsz9PPFZ1tWDCun9LYmu2d3E/J3NKMLa2LZmxJ23Jo5mJSPyVjpNlP7fdPzZqbtA9pjqeUZEw1a649t/jZj6YbfmWSiGiaikQTOR9aAKC7N4SlazciEk0YGdvJBqx4zodWANjQN4jl63owYMWrlFlh0ryd2k/pvO0fiuWctAC7+nnZuh70D8XKjq3ZXhp7czhasJ+bw9Ep66dkbmnGBmTjL40tqfmWIm23ZLQth6Sf0lwksSVtyyEZI8n4SNtrv39q1lw6zyXzRfN9SHtuScZUs+bac4uf/Wg64oIYEdE0FRpJ5HxoSenuDSE0Uv4HF83YThYeTeR8aE3Z0DeI8KiZdZHm7dR+SudtJJYs2M9ILFl2bM320tjD8bGC/RyOj01J3oBsbmnGBmTjL40tqblVpK2V0bYckn5Kc5HElrQth2SMJOMjba/9/qlZc+k8l8wXzfch7bklGVPNmmvPLX72o+mIC2JERNOUFS/8AW+4yPZqxXayYiemkz1x1SLN27n9lM1bq8hJUmZ7cWzF9s7uZ+lzSzM2IK2LYmxB23Jo5mJUPyVzS7Ofyu+fquNp0j6kOJ5SouOzYs3V5xY/+9E0xAUxIqJpyudxFdzeXGR7tWI7mc9T+NacxbZXizRv5/ZTNm993tLbi2Mrtnd2P0ufW5qxAWldFGML2pZDMxej+imZW5r9VH7/VB1Pk/YhxfGUEh2fFWuuPrf42Y+mIS6IERFNU8EmNzpag3m3dbQGEWwq/4lAmrGdLNDoxpKFLXm3LVnYgkCjmXWR5u3Ufkrnrd/rKthPf8aJjTS2Zntp7GZPfcF+NmeccGn3UzK3NGMDsvGXxpbU3Fek7WQXoCX9lOYiiS1pWw7JGEnGR9pe+/1Ts+bSeS6ZL5rvQ9pzSzKmmjXXnlv87EfTERfEiIimKX+DG6u62nM+vHS0BrG6q31Sj8jWjO1ks30erOxsy/nwmnoaVKFHx1eTNG+n9lM6b+fM8mLFBP1c0dmW9UQtaWzN9tLY8wINBfs5L9AwZf2UzC3N2IBs/KWxJTWfW6Tt3Iy25ZD0U5qLJLakbTkkYyQZH2l77fdPzZpL57lkvmi+D2nPLcmYatZce27xsx9NR3W2bdvVTqJclmXB7/cjEonA5/NVOx0iIiNFogmERhIYjifR7HEh2OSu2IcWzdhONmDFER5NwIqPweepR6DRbewiUSZp3k7tp3Te9g/FEIkl0+39XteEJ1DS2JrtpbE3h6MYjo+l2zd76nNO/Keqn5K5pRkbkI2/NLak5lvCUVgZbX2e+kkvhmWS9FOaiyS2pG05JGMkGR9pe+33T82aS+e5ZL5ovg9pzy3JmGrWXHtu8bMfOUGpa0VcECMiIiIiIiIiommh1LUiM+96S0REZJDUX3KtWBJ+rwu+In/JTf311Ion4fO6EGys/FV5GrE1Zf1121uPQEPhv/qb1E9JLtJ+atZFWkPN2E7tJ/B/V/2k9v+mEq7iSrVtLnLllCS2pC2gOxel/ZQcQ6Xjo5mLtOaS9tL3FSlJfO1cJEyat5q5m/QeJyUdo1rg5PGsdVwQIyIiKuDVwVEsX9eDh/sG06+l7vWxoKUxp33/UAyXrt2I9b2h9GsdrUGs6mqf9AmGZmxNrw2OYlmeGq7sbMP8Ka6hlCQXaT816yKtoWZsp/YTkO3/0mOFZmzNuajZT83xkbY3KbaUSblImDRvNXM36T1OSjpGtcDJ40m8qT4REdGE+odiOR+gAWBD3yAuW9eD/qFY1uuRaCLnQxEAdPeGsHTtRkSiibJz0YytacCK53x4BnbVcPm6HgxY8azXTeqnJBdpPzXrIq2hZmyn9hPYdbVPof1/cziafm1LkbZbMtpKY0vaArpzUdpPyTFUOj6auUhrLmkvfV+RksTXzkXCpHmrmbtJ73FS0jGqBU4eT9qFC2JEREQTiMSSOR/8Ujb0DSISS2a9FhpJ5HwoSunuDSE0Uv4HI83YmsKjiYI1DI9m521SPyW5SPupWRdpDTVjO7WfADAcHyuY+3B8LP1vq0hbK6OtNLakLaA7F6X9lBxDpeOjmYu05pL20vcVKUl87VwkTJq3UpJcTHqPk5KOUS1w8njSLlwQIyIimoBV5GRgOJ693YrL2otyUYytqdiJxvjtJvVTkou8n3p1kdZQN7Yz+wnI9n/xsUIztuJcVO2n4viIczEotpRJuUiYNG+lRLkY9B4nJR2jWuDk8aRduCBGREQ0AZ/XVXB7syd7u88jay/KRTG2Jp+n8O1Kx283qZ+SXOT91KuLtIa6sZ3ZT0C2/4uPFZqxFeeiaj8Vx0eci0GxpUzKRcKkeSslysWg9zgp6RjVAiePJ+3CBTEiIqIJ+L0uLFnYknfbkoUt8I/7kB1scqOjNZi3fUdrEMGm8p84pBlbU6DRXbCGgcbsvE3qpyQXaT816yKtoWZsp/YTAJo99QVzb846yS3cdvyJoiS2pC2gOxel/ZQcQ6Xjo5mLtOaS9tL3FSlJfO1cJEyat1KSXEx6j5OSjlEtcPJ40i5cECMiIprAnFlerOhsy/kAmHoy1finB/kb3FjV1Z7z4aijNYjVXe2TegS3ZmxNs30erJyghis723Ie1W5SPyW5SPupWRdpDTVjO7WfADAv0FBw/58XaEi/NrdI27kZbaWxJW0B3bko7afkGCodH81cpDWXtJe+r0hJ4mvnImHSvNXM3aT3OCnpGNUCJ48n7VJn27Zd7STKZVkW/H4/IpEIfD5ftdMhIqJpqn8ohkgsieF4Es0eF/xeV8EThUg0gdBIIt0+2OSu2IcizdiaBqw4wqMJWPEx+Dz1CDS6C354Nqmfklyk/dSsi7SGmrGd2k9g1xMEh+Nj6fbNnvqcBZGULeEorIy2Pk99wZNtSWxJW0B3Lkr7KTmGSsdHMxdpzSXtpe8rUpL42rlImDRvNXM36T1OSjpGtcDJ4zldlbpWxAUxIiIiIiIiIiKaFkpdK6q9O98REU2B1F+KrHgSPq8LwUb+pcgk0vExaTwluWjnnbqqwIol4fe64CtwVUHqL/Opts1F/jKvmbs0dtZfw731CDRM/NdwSdtycpHUXNIWkI2RNLZ2e4nUVTyp2E1FrvqRjJE0b839WdpPSXvNXLSPFZL20lxMOlZoHkM190/tumgy5X1LuyYm1ZxosrggRkRUYf1DMVy6diPW94bSr3W0BrGqq71qX0Gg/yMdH5PGU5KLdt6vDo5i+boePNw3mH4tdT+WBS2NZbfVzl0a+7XBUSzLk/vKzjbMH5e7pG05uWjW3JTY5bSX0JyLmrE154q0vUnzVvN4Ls3FpGOF5jFUc//UrosmU963tGtiUs2JKoE31SciqqBINJHzQQEAuntDWLp2IyLRRJUyI0A+PiaNpyQX7bz7h2I5J0QAsKFvEJet60H/UCz92pZwtGDbLeFo2f2UksYesOI5J2ep3Jev68GAFS+rbTm5SGouaQvIxkgaW7u9xOYi/dw8ibkozVtzf5b2U9JeMxftY4WkvTQXk44VmsdQzf1Tuy6aTHnf0q6JSTUnqhQuiBERVVBoJJHzQSGluzeE0Ag/LFSTdHxMGk9JLtp5R2LJnJOWlA19g4jEkul/W/Gxgm2t+FjWa5q5S2OHRxMFcw+PJspqW04ukppL2gKyMZLG1m4vMVykn8OTmIvSvDX3Z2k/Je01c9E+VkjaS3Mx6ViheQzV3D+166LJlPct7ZqYVHOiSuGCGBFRBVnxwh8Gh4tsJ13S8TFpPCW5aOdtFTnpycpF0BbQzV0+/mMTtMzdLmlbVi6aNTckdjntJTTnompsxbkibW/UvFU8nstzMehYoXkM1dw/leuiyZT3LfX3foNqTlQpXBAjIqogn8dVcHtzke2kSzo+Jo2nJBftvH1eQS6CtoBu7vLxL3yr1cztkrZl5aJZc0Nil9NeQnMuqsZWnCvS9kbNW8XjuTwXg44VmsdQzf1TuS6aTHnfUn/vN6jmRJXCBTEiogoKNrnR0RrMu62jNYhgE5/CU03S8TFpPCW5aOft97qwZGFL3m1LFrbA7838gF5fsO34kxzN3KWxA43ugrkHGt1ltS0nF0nNJW0B2RhJY2u3l2gu0s/mScxFad6a+7O0n5L2mrloHysk7aW5mHSs0DyGau6f2nXRZMr7lnZNTKo5UaVwQYyIqIL8DW6s6mrP+cDQ0RrE6q52Ppa6yqTjY9J4SnLRznvOLC9WdLblnLyknjSW+aSpuYGGgm3nBhrK7qeUNPZsnwcrJ8h9ZWcbZvs8ZbUtJxdJzSVtAdkYSWNrt5eYV6Sf8yYxF6V5a+7P0n5K2mvmon2skLSX5mLSsULzGKq5f2rXRZMp71vaNTGp5kSVUmfbtl3tJMplWRb8fj8ikQh8Pl+10yEiSotEEwiNJDAcT6LZ40Kwyc0PCgaRjo9J4ynJRTvv/qEYIrFkOr7f65rwhGhLOAorPpZu6/PU55xUTlXu0tgDVhzh0QSs+Bh8nnoEGt05J2fltC0nF0nNJW0B2RhJY2u3l9gcjmI4o5/NnvqcRaJMkjGS5q25P0v7KWmvmYv2sULSXpqLSccKzWOo5v6pXRdNprxvadfEpJoTTaTUtSIuiBERERERERER0bRQ6lpR4bsXKtt3333x6quv5rz+hS98AT/72c+qkBERSaX+SmTFk/B5XQg28q9EUqzh1NOuuSR+6i/tViwJv9cFXwX/0i7tp7R91l/yvfUINEz8l3ztXCTttXORkNRQ2l4aWzIXpbFTVwilYjcVuVpJEj91FU8qdnORq3ik+5zm/ixprxkb0N2fJaR5S8dfQnP/NOl9iJ9D8nNqXZyaN1E1VHVB7IknnsCOHTvS//7nP/+J97///fjYxz5WxayIqFT9QzFcunYj1veG0q91tAaxqqu9Yif00x1rOPW0ay6J/+rgKJav68HDfYPp11L3YlnQ0jhleZTT/rXBUSzLk/vKzjbMH5e7di6S9tq5SEhqKG0vjS2Zi5qxpfGlsaXtNfdnSXvtfmruzxLa/ZTQ3D9Neh/i55D8nFoXp+ZNVC1Vvan+Hnvsgb322iv935133okDDjgAxx57bDXTIqISRKKJnDdcAOjuDWHp2o2IRBNVysw5WMOpp11zSfz+oVjOiRwAbOgbxGXretA/FJuSPMppP2DFc078UrkvX9eDASs+ZblI2mvnIiGpobS9NLZkLkpjbw5HC8beHI6W3c8tRWJvGRdbus9p7s+S9pqxAd39WUKat3T8JTT3T5Peh/g5JD+n1sWpeRNVkzFPmUwkErjppptw7rnnoq6uLm+b7du3w7KsrP+IqDpCI4mcN9yU7t4QQiN80y2GNZx62jWXxI/EkjknTykb+gYRiSWnJI9y2odHEwVzD4/+X3vtXCTttXORkNRQ2l4aWzIXpbGH42MF2w/Hx7Jek8S3isS2xsWW7nOa+7OkvWZsQHd/lpDmLR1/Cc3906T3IX4Oyc+pdXFq3kTVZMyC2B/+8AcMDQ3h7LPPnrDNFVdcAb/fn/5vn332mboEiSiLFS98sj5cZDuxhtWgXXNJfKvIgtdkcpH2U96+8Ilm5nb9XAQ1V85FQlJDaXtxbMFc1IwtjS+OLc5Fb38W1Vy9n3r7s4R2P0W5qO6fBr0P8XNIXk6ti1PzJqomYxbErr32Wpx44omYM2fOhG2WLVuGSCSS/u/111+fwgyJKJPP4yq4vbnIdmINq0G75pL4Pq9eLtJ+ytsXvgVp5nb9XAQ1V85FQlJDaXtxbMFc1IwtjS+OLc5Fb38W1Vy9n3r7s4R2P0W5qO6fBr0P8XNIXk6ti1PzJqomIxbEXn31Vfz1r3/FeeedV7DdzJkz4fP5sv4jouoINrnR0RrMu62jNYhgE59mUwxrOPW0ay6J7/e6sGRhS962Sxa2wF/kZK9SeZTTPtDoLph7oPH/2mvnImmvnYuEpIbS9tLYkrkojd3sqS/YvnncQoIkvq9I7PGLFNJ9TnN/lrTXjA3o7s8S0ryl4y+huX+a9D7EzyH5ObUuTs2bqJqMWBC77rrrsOeee+Kkk06qdipEVCJ/gxurutpz3ng7WoNY3dXOxzuXgDWceto1l8SfM8uLFZ1tOSdRqSekTeZpUNJ+StvP9nmwcoLcV3a2YbbPM2W5SNpr5yIhqaG0vTS2ZC5KY88LNBSMPS/QUHY/5xaJPXdcbOk+p7k/S9prxgZ092cJad7S8ZfQ3D9Neh/i55D8nFoXp+ZNVE11tm3b1Uxg586d2G+//XDGGWdg1apVop+1LAt+vx+RSIRXixFVSSSaQGgkgeF4Es0eF4JNbr7hCrGGU0+75pL4/UMxRGLJdFu/11WxR6NL+yltP2DFER5NwIqPweepR6DRnXOiOFW5SNpr5yIhqaG0vTS2ZC5KY28ORzEcH0vHbvbU5yyGlRt/SzgKKyO2z1NfcDFEus9p7s+S9pqxAd39WUKat3T8JTT3T5Peh/g5JD+n1sWpeRNVUqlrRVVfELvnnnvwgQ98AM8//zze9ra3iX6WC2JERERERERERJRS6lpR+V+ur5ATTjgBVV6TIyKa1lJ/KbTiSfi8LgQbnfGXQmnemv1MXbFgxZLwe13wKVzFVWreJuUiae/k8ZS0T10JlWrbJLkSyluPQIPgCpQS2ktIYqeuykn1s7nIVTma/dQ+xknGX5qLpI7S2CbNLQntY4VT+ynN26nHZ03a/XRqXYhqWdUXxIiISE//UAyXrt2I9b2h9GsdrUGs6mqv2CKKBmnemv18dXAUy9f14OG+wfRrqXvULGhpnFRsad4m5SJp7+TxlLSXxn5tcBTL8rRf2dmG+RVoLyGJbVI/tY9xkr5q7s/S2CbNLQntY4VT+ynN26nHZ03a/XRqXYhqnRE31SciosqLRBM5H84AoLs3hKVrNyISTVQps8KkeWv2s38olnPCCgAb+gZx2boe9A/Fyo4tzdukXCTtnTyekvabw9GCbTeHo1mvD1jxnBPcVPvl63owYMUn1V5CEntLkX5umcJ+ah/jJOMvzUVSR2lsk+aWhPaxwqn9lObt1OOzJu1+OrUuRMQFMSKiaSs0ksj5cJbS3RtCaMTMD2jSvDX7GYklc05CUjb0DSISS5YdW5q3SblI2jt5PCXth+NjBdsOx8eyXguPJgq2D48mJtVeQhLbKtJPawr7qX2Mk4y/NBdJHaWxTZpbEtrHCqf2U5q3U4/PmrT76dS6EBEXxIiIpi0rXniBZLjI9mqR5q3ZT6vIItOkYkv7aVIugvZOHk9Je3HscQtH443fLm0vIYltUj+1j3Gi8Vfcn+X7kDlzS0L7WOHcfkrH05nHZ036c8uZdSEiLogREU1bPo+r4PbmIturRZq3Zj99XsXY0n6alIugvZPHU9JeHNtT+Dau47dL20tIYpvUT+1jnGj8Ffdn+T5kztyS0D5WOLef0vF05vFZk/7ccmZdiIgLYkRE01awyY2O1mDebR2tQQSbzHzykTRvzX76vS4sWdiSd9uShS3wFzmpLUSat0m5SNo7eTwl7Zs99QXbNo87aQ00ugu2DzS6J9VeQhLbV6Sf40/ONfupfYyTjL80F0kdpbFNmlsS2scKp/ZTmrdTj8+atPvp1LoQERfEiIimLX+DG6u62nM+pHW0BrG6q93YR4FL89bs55xZXqzobMs5GUk9CW4yT46S5m1SLpL2Th5PSft5gYaCbecFGrJen+3zYOUE7Vd2tmG2zzOp9hKS2HOL9HPuFPZT+xgnGX9pLpI6SmObNLcktI8VTu2nNG+nHp81affTqXUhIqDOtm272kmUy7Is+P1+RCIR+Hy+aqdDRGSkSDSB0EgCw/Ekmj0uBJvcjvhwJs1bs5/9QzFEYsl0bL/XVbHHqEvzNikXSXsnj6ek/eZwFMPxsXTbZk99zmJYpgErjvBoAlZ8DD5PPQKN7oIn5tL2EpLYW8JRWBn99HnqcxbDJpO3pL32MU4y/tJcJHWUxjZpbkloHyuc2k9p3k49PmvS7qdT60I0HZW6VsQFMSIiIiIiIiIimhZKXSuamrtHEhGVIfWXNiuehM/rQrCRf2kjZ5DMXc15Lo2ddQWCtx6BhsJXIKSubrFiSfi9u66GKnZ1S6m5pK7KScX2FbmKS5K7NLakvWZsKZNqKJ1bmnWRzFtpLtK8JblIY0v3OWldJCS5mDS3NGsizVs6nqa8D5mkVvpJRKXjghgRGal/KIZL127E+t5Q+rWO1iBWdbVX7KSISINk7mrOc2ns1wZHsWxdDx7uG0y/lrpHzfyWxpz2rw6OYnme9is627BgXHtpLpLY0tylsSXtNWNLmVRDzbkl5dTxl8bW3uckJLmYNLc0ayLNWzqeprwPmaRW+klEMrypPhEZJxJN5HxoAYDu3hCWrt2ISDRRpcyICpPMXc15Lo09YMVzTs4AYEPfIJav68GAFc96fUs4mnOimGp/2boebAlHy86lfyhWMHb/UKzs3KWxJe01Y0uZVEPp3NKsi2TeSnOR5i3JRRpbus9J6yIhycWkuaVZE2ne0vE05X3IJLXSTyKS44IYERknNJLI+dCS0t0bQmiEH1zITJK5qznPpbHDo4mck7OUDX2DCI9mt7fiYwXbW/GxsnOJxJIFY0diybJzl8aWtNeMLWVSDaVzS7MuknkrzUWatyQXaWzpPieti4QkF5PmlmZNpHlLx9OU9yGT1Eo/iUiOC2JEZBwrXviEZ7jIdqJqkcxdzXkujV3s5G78dqvIosRk+imJnS+38TK3i2NL+qkYW8qoGirOLSmnjr+85gbNRckx0aC5pVsTYd7i47kZ70MmqZV+EpEcF8SIyDg+j6vg9uYi24mqRTJ3Nee5NLbPU/iWouO3+7x6/ZTEzpfbeJnbxbEl/VSMLWVUDRXnlpRTx19ec4PmouSYaNDc0q2JMG/x8dyM9yGT1Eo/iUiOC2JEZJxgkxsdrcG82zpagwg28YlAZCbJ3NWc59LYgUY3lixsydt+ycIWBBqz2/s89QXbZ57QSXPxe10FY/vHnahKcpfGlrTXjC1lUg2lc0uzLpJ5K81FmrckF2ls6T4nrYuEJBeT5pZmTaR5S8fTlPchk9RKP4lIjgtiRGQcf4Mbq7racz68dLQGsbqrnY/IJmNJ5q7mPJfGnu3zYGVnW85JWuqpZ7N9nqzX5wYasGKC9is62zA30FB2LnNmeQvGHv80MEnu0tiS9pqxpUyqoXRuadZFMm+luUjzluQijS3d56R1kZDkYtLc0qyJNG/peJryPmSSWuknEcnV2bZtVzuJclmWBb/fj0gkAp/PV+10iKjCItEEQiMJDMeTaPa4EGxy80MLOYJk7mrOc2nsASuO8GgCVnwMPk89Ao3unJOzTFvCUVjxsXR8n6d+whNFaS79QzFEYsl0e7/XVXAxRJK7NLakvWZsKZNqKJ1bmnWRzFtpLtK8JblIY0v3OWldJCS5mDS3NGsizVs6nqa8D5mkVvpJRKWvFXFBjIiIiIiIiIiIpoVS14rK/wI8EZFhUn/5s+JJ+LwuBBsFV8N46xFoKPzX2VograGUKTVPXSFgxZLwe13wVfDqE0DWT815K623tL0k983hKIbjY+maN3nqMa+Eq3JKHSNJ7tLYkn5qxpbG16yhVOpKm1QuzSVelaXRT2kupuxzmnkDsrmo/V4hIc3Fqf3UZFI/TcqFiKY/LogR0bTQPxTDpWs3Yn1vKP1aR2sQq7ra854YvTY4imXrevBw32D6tdT9O+a3NE5JzqaR1lDKlJq/OjiK5XnyWNHZhgUVyEPST815K623tL0kd2nNpe0luUtja/ZTOv6S+Jo1lNIcf5PmluY+pz2ekrmo/V4hIc3Fqf3UZFI/TcqFiGoDb6pPRI4XiSZyPkABQHdvCEvXbkQkmsh6fcCK55woAMCGvkEsX9eDASuunrNppDWUMqXm/UOxnJPKVB6XretB/1BsUvEl/dSct9J6S9tLct8cjhas+eZwNOt16RhJcpfGlvRTM7Y0vmYNpbYUGf8tkxh/aT+luZiyz2nmDcjmovZ7hYQ0F6f2U5NJ/TQpFyKqHVwQIyLHC40kcj5ApXT3hhAayf4QFR5N5JwopGzoG0R4tPY+dElrKGVKzSOxZME8IrHkpOJL+qk5b6X1lraX5D4cHysYezg+lvWadIwkuUtjS/qpGVsaX7OGUlaR8bcmMf7SfkpzMWWf08wbkM1F7fcKCWkuTu2nJpP6aVIuRFQ7uCBGRI5nxQsvYgzHc0+KCscrvH06ktZQHt+MmltFFrymsp+a81Zab3n70nOX1lzcXlIXcWzFfkrHXxBfs4ZSmuNv1NxS3Oe0x1M0z5XfKyTkx1Bn9lOTSf00KRciqh1cECMix/N5XAW3N4/b7vMUvn1ise3TkbSG8vhm1NznNaefmvNWWm95+9Jzl9Zc3F5SF3FsxX5Kx18QX7OGUprjb9TcUtzntMdTNM+V3ysk5MdQZ/ZTk0n9NCkXIqodXBAjIscLNrnR0RrMu62jNYhgU/bTiQKNbixZ2JK3/ZKFLQg01t7TjKQ1lDKl5n6vq2Ae/iInnsVI+qk5b6X1lraX5N7sqS8Yu3ncybl0jCS5S2NL+qkZWxpfs4ZSviLjP35xRrOf0lxM2ec08wZkc1H7vUJCmotT+6nJpH6alAsR1Q4uiBGR4/kb3FjV1Z7zQaqjNYjVXe05j+ue7fNgZWdbzglD6glchR5LP11JayhlSs3nzPJixQR5rOhsm/RTrCT91Jy30npL20tynxdoKFjzeYGGrNelYyTJXRpb0k/N2NL4mjWUmltk/OdOYvyl/ZTmYso+p5k3IJuL2u8VEtJcnNpPTSb106RciKh21Nm2bVc7iXJZlgW/349IJAKfz1ftdIioyiLRBEIjCQzHk2j2uBBschf8ADVgxREeTcCKj8HnqUeg0V2Ti2GZpDWUMqXm/UMxRGLJdD/9XldFH+ku6afmvJXWW9pekvvmcBTD8bF022ZPfc5iWCbpGElyl8aW9FMztjS+Zg2ltoSjsDLG3+epz1nIKTd3aT+luZiyz2nmDcjmovZ7hYQ0F6f2U5NJ/TQpFyJyrlLXirggRkRERERERERE00Kpa0X8yiQREREREREREdWU2nuUGtEUSV3ybcWT8HldCDZW7pJvzdhEEllfyfHWI9BQva+dSnKR7kOa/Ux93cuKJeH3uuCTfK2tSC7SvFNfyUrl0lzi19pKzV1CGluSu2bNpaS5SOaudJ5Lx19Cs59S0n6acmwx6bjFzyH5ae6f0vHkGOViTYhoPC6IESnoH4rh0rUbsb43lH6tozWIVV3tkz5Z1IxNJPHa4CiWrevBw32D6ddSN22e39JobC7SfUizn68OjmJ5ntgrOtuwIE9sSS7SvKW5SNtLaOaiWXPtfkrmrnSemzSemu9zmuOveWwx6bjFzyH5ae6f0vHkGOViTYgoH35lkqjCItFEzhsuAHT3hrB07UZEogkjYxNJDFjxnA/nALChbxDL1/VgwIobmYt0H9LsZ/9QLOfEPBX7snU96B+KlZ2LNO8t4WjBXLaEo5PKXUIaW5K7Zs21+ymZu9J5Lh1/U/opJe2nKccWk45b/BySn+b+KR1PjlEu1oSIJsIFMaIKC40kct5wU7p7QwiNlP+mqxmbSCI8msj5cJ6yoW8Q4dGpm4uSXKT7kGY/I7FkwdiRWLLsXKR5W/Gxgu2t+NikcpeQxpbkrllzKWkukrkrnefS8ZfQ7KeUtJ+mHFtMOm7xc0h+mvundDw5RrlYEyKaCBfEiCrMihc+ERwusr1asYkkip0gT+YEWkqSi3Qf0uynVWTRaDK5SPMW5yJsL6GZi2bNpeS5CPopnecmjafme6jqPufM2FL8HJKf6v4pPZ5zjHKwJkQ0ES6IEVWYz+MquL25yPZqxSaS8HkK34Ky2PZKkuQi3Yc0++nz6uUizVuci7C9hGYumjWXkuci6Kd0nps0nprvoar7nDNjS/FzSH6q+6f0eM4xysGaENFEuCBGVGHBJjc6WoN5t3W0BhFsKv9pNpqxiSQCjW4sWdiSd9uShS0INE7dXJTkIt2HNPvp97oKxvaPO3mX5CLN2+epL9h+/AmXNHcJaWxJ7po1l5LmIpm70nkuHX8JzX5KSftpyrHFpOMWP4fkp7l/SseTY5SLNSGiiXBBjKjC/A1urOpqz3nj7WgNYnVX+6Qe76wZm0hits+DlZ1tOR/SU0+9KvQo+GrmIt2HNPs5Z5YXKyaIvaKzLeepV5JcpHnPDTQUzGVuoGFSuUtIY0ty16y5dj8lc1c6z6Xjb0o/paT9NOXYYtJxi59D8tPcP6XjyTHKxZoQ0UTqbNu2q51EuSzLgt/vRyQSgc/nq3Y6RFki0QRCIwkMx5No9rgQbHJX7A1XMzaRxIAVR3g0ASs+Bp+nHoFG95QuhpWbi3Qf0uxn/1AMkVgynYvf6yq4oCTJRZr3lnAUVnwsnYvPU19wMUSau4Q0tiR3zZpLSXORzF3pPJeOv4RmP6Wk/TTl2GLScYufQ/LT3D+l48kxysWaENWOUteKuCBGRERERERERETTQqlrRVN312MiIsor9RdLK56Ez+tCsLHwXyy122vmrkmSi5NrLpG6KseKJeH3uuArclXO5nAUw/GxdPsmTz3mlXCFWCnxpblI26eu+km1by5w1U/WlRbeegQaCl9pIclFkgegO7ekuUjqIp0r0ppL4ktjS2suGX9pXSSk/dSci5rz1qTjrfQ4RPmZ8p5IRDQeF8SIiKqofyiGS9duxPreUPq1jtYgVnW15/3Qrd1eM3dNklycXHOJVwdHsXxdDx7uG0y/lrpX0oKWxiltb1Iurw2OYlmetis72zB/ivupObekuUjqohlbGl8aW1pzzfGX0KwhYM4x1KTjreZ41hJT3hOJiPLhTfWJiKokEk3kfEgEgO7eEJau3YhINDGl7TVz1yTJxck1l+gfiuWcyAHAhr5BXLauB/1DsazXN4ejBdtvDkfLji/NRdp+S5Hct2TkPmDFcxYVUm2Xr+vBgBUvOxdJHoDu3JLmIqmLdK5Iay6JL40trblk/KV1kZD2U3Muas5bk4630uMQ5WfKeyIR0US4IEZEVCWhkUTOh8SU7t4QQiOJKW0voRlbMxcn11wiEkvmnMilbOgbRCSWzHptOD5WsP1wfKzs+NJcpO2tIrlbGbmHRxMF24ZHx51wC3KR5AHozi1pLpK6SOeKtOaS+NLY0ppLxl9aFwlpPzXnoua8Nel4Kz0OUX6mvCcSEU2EC2JERFVixQt/oB6Ojz/x120voRlbSpKLk2suYRU5WcvJW7G9UbkUWZQYv121n4pzS55L6XXRjC2NL44trbni+Eto1nDXz5txDDXpeKs5nrXElPdEIqKJcEGMiKhKfB5Xwe3N47Zrt5fQjC0lycXJNZfweYV5K7Y3KhdP4Vunjt+u2k/FuSXPpfS6aMaWxhfHltZccfwlNGu46+fNOIaadLzVHM9aYsp7IhHRRLggRkRUJcEmNzpag3m3dbQGEWxyT2l7Cc3Ymrk4ueYSfq8LSxa25N22ZGEL/ONO9po99QXbN4874ZbEl+Yibe8rknvmYkGg0V2wbaAxe3wkuUjyAHTnljQXSV2kc0Vac0l8aWxpzSXjL62LhLSfmnNRc96adLyVHocoP1PeE4mIJsIFMSKiKvE3uLGqqz3nw2JHaxCru9pzHkmu3V4zd02SXJxcc4k5s7xY0dmWc0KXekLa+Cd7zQs0FGw/L9BQdnxpLtL2c4vkPjcj99k+D1ZO0HZlZxtm+zxl5yLJA9CdW9JcJHWRzhVpzSXxpbGlNZeMv7QuEtJ+as5FzXlr0vFWehyi/Ex5TyQimkidbdt2tZMol2VZ8Pv9iEQi8Pl81U6HiKgskWgCoZEEhuNJNHtcCDa5C35I1G6vmbsmSS5OrrlE/1AMkVgynYff6yp4Irc5HMVwfCzdvtlTX/BEXhJfmou0/ZZwFFZG7j5Pfc6Jf8qAFUd4NAErPgafpx6BRnfOokK5uUjyAHTnljQXSV2kc0Vac0l8aWxpzSXjL62LhLSfmnNRc96adLyVHocoP1PeE4modpS6VsQFMSIiIiIiIiIimhZKXSsq/4YGROQYWX9V9tYj0FD4r8qmSP1F0Yon4fO6EGys7F8UteObIvUXbiuWhN/rgo9/4RaPveZckY6PpL10309dUZKK3VziFSWl1CV15UwqdlORK2ekuUjiS+si6ad0PE3KRXNuafZTm2bNpfOccpk0V0zCuhARFccFMaJp7rXBUSxb14OH+wbTr6XuOzK/pbGKmRXWPxTDpWs3Yn1vKP1aR2sQq7raK7KYox3fFK8OjmJ5nvFf0dmGBQaPvybp2GvOFen4SNpL931pLpK6aPZTuy6a/TQpF80aavZTmyk1p/xMmismYV2IiErDm+oTTWMDVjznJAQANvQNYvm6HgxY8SplVlgkmsj5IAcA3b0hLF27EZFowuj4pugfiuWcbAG7xv+ydT3oH4pVKbPqkY695lyRjo+kvXTf3xKOFoy9JRzNel1Sl81FYm8eF1uaiyS+tC6SfkrH06RcNOeWZj+1adZcOs8pl0lzxSSsCxFR6bggRjSNhUcTOR+2Uzb0DSI8auaHotBIIueDXEp3bwihkcnlrR3fFJFYsuD4R2LJKc6o+qRjrzlXpOMjaS/d9634WMH2Vnws6zVJXYaLxB4eF1uaiyS+tC6SfkrH06RcNOeWZj+1adZcOs8pl0lzxSSsCxFR6bggRjSNFftAbeoHbiteeKFmuMj2asc3hVVkwWu69FNCOvaac0U6PpL20n1fnIugLpr9lLYX10WznyblolpDvX5qM6XmlJ9Jc8UkrAsRUem4IEY0jfk8hW8TWGx7tfg8roLbm4tsr3Z8U/i8tdFPCenYa84V6fhI2kv3fXEugrpo9lPaXlwXzX6alItqDfX6qc2UmlN+Js0Vk7AuRESl44IY0TQWaHRjycKWvNuWLGxBoNHMpw0Fm9zoaA3m3dbRGkSwaXJ5a8c3hd/rKjj+/iInZNORdOw154p0fCTtpfu+z1NfsP34RQtJXZqLxG7Os4AiyUUSX1oXST+l42lSLppzS7Of2jRrLp3nlMukuWIS1oWIqHRcECOaxmb7PFjZ2ZbzoTv1dK9Cj7yvJn+DG6u62nM+0HW0BrG6q33Sjw3Xjm+KObO8WDHB+K/obKvJJ01Jx15zrkjHR9Jeuu/PDTQUjD030JD1uqQu84rEnjcutjQXSXxpXST9lI6nSblozi3NfmrTrLl0nlMuk+aKSVgXIqLS1dm2bVc7iXJZlgW/349IJAKfz1ftdIiMNWDFER5NwIqPweepR6DRbexiWKZINIHQSALD8SSaPS4Em9wV/SCnHd8U/UMxRGLJdD/9XldNLoZlko695lyRjo+kvXTf3xKOwoqPpWP7PPUFT8wlddkcjmI4I3azpz5nMWwyuUjiS+si6ad0PE3KRXNuafZTm2bNpfOccpk0V0zCuhBRLSt1rYgLYkRERERERERENC2UulbEGxTQtJL6a5gVT8LndSHYyL+GmcapYyTNW7Ofmrk4dXy0SeuSdTWMtx6BhspdlZm6EsqKJeH3utBU5EoridTVLanYviJXt0hy0a6hpL1J+5BmP6Uk4ynNQ1oXyVzUPm5pjr8psbVzkTDp/ZaIiKY3LojRtNE/FMOlazdifW8o/VpHaxCrutpr/uthpnDqGEnz1uynZi5OHR9t0rq8NjiKZet68HDfYPq11P2S5rc0TiqXVwdHsTxP7BWdbVgwxbEl7bVrKGlv0j6k2U8pyXhK85DWRXNuSWmOvymxtXORMOn9loiIpj/eVJ+mhUg0kfOBCAC6e0NYunYjItFElTKjFKeOkTRvzX5q5uLU8dEmrcuAFc9ZKACADX2DWL6uBwNWvOxcNoejOYsEqdiXrevB5nC07Nj9Q7GCsfuHYmXnol1DSXuT9iHNfkpJxlOah7QukrmofdzSHH9TYmvnImHS+y0REdUGLojRtBAaSeR8IErp7g0hNMIPRdXm1DGS5q3ZT81cnDo+2qR1CY8mck7kUzb0DSI8Wn4dh+NjBWMPx8fKjh2JJQvGjsSSZeeiXUNJe5P2Ic1+SknGU5qHtC6Suah93NIcf1Nia+ciYdL7LRER1QYuiNG0YMWTBbcPF9lO+pw6RtK8NfupmYtTx0ebvOaFF6WKbS/4szHFuSWMLWmvXUNJe5P2Ic1+SsnGU5q3OXNLSnf8zYitnYuESe+3RERUG7ggRtOCz+MquL25yHbS59Qxkuat2U/NXJw6PtrkNS98a85i2wv+rFdxbgljS9pr11DS3qR9SLOfUrLxlOZtztyS0h1/M2Jr5yJh0vstERHVBi6I0bQQbHKjozWYd1tHaxDBJj5tqNqcOkbSvDX7qZmLU8dHm7QugUY3lixsydt+ycIWBBrLr2Ozp75g7OZJLIj4va6Csf3jFikkuWjXUNLepH1Is59SkvGU5iGti2Quah+3NMfflNjauUiY9H5LRES1gQtiNC34G9xY1dWe88GoozWI1V3tfPy2AZw6RtK8NfupmYtTx0ebtC6zfR6s7GzLOaFPPYFvts9Tdi7zAg1YMUHsFZ1tmBdoKDv2nFnegrHHP61Nkot2DSXtTdqHNPspJRlPaR7SukjmovZxS3P8TYmtnYuESe+3RERUG+ps27arnUS5LMuC3+9HJBKBz+erdjpkgEg0gdBIAsPxJJo9LgSb3PxAZBinjpE0b81+aubi1PHRJq3LgBVHeDQBKz4Gn6cegUb3pBYsMm0ORzEcH0vn0uypn9RiWKb+oRgisWQ6tt/rylkMKzcX7RpK2pu0D2n2U0oyntI8pHWRzEXt45bm+JsSWzsXCZPeb4mIyJlKXSsSL4itWbMmf6C6Ong8HixcuBAdHR2YMWOGLOMycEGMiIiIiIiIiIhSSl0rEt9w5Morr8Sbb76JaDSKQCAAAAiHw2hoaEBTUxO2bduG/fffHw888AD22Wef8ntA01bqL3lWPAmf14VgI/+S52QmjadmLib10yTSumjWMXVFiRVLwu91wVfCFSWl5iGJDQBbwlFY8bF0+2ZPPeYWuXKq2jUBxl31461HoKHwVT+S+Nq5aNZc0l4aW7Pm0lxSV4ilYjeVcMWf1j6kSVpzSXsnvw9pznNN0vEkIiJKEV8h9tvf/hbXXHMN/vu//xsHHHAAAKCvrw+f//zn8bnPfQ7HHHMMTj/9dOy11174/e9/r5J0Cq8Qc57+oRguXbsR63tD6dc6WoNY1dVetQ/GVD6TxlMzF5P6aRJpXTTr+OrgKJav68HDfYPp11L3HFrQ0jipPCSxtXORkOb92uAoluVpv7KzDfMn2U+TctGct9LYJvXTlNjapDWXtHfy+5DmPNckHU8iIqoNal+ZPOCAA7B27VoccsghWa8//fTT6OrqwksvvYS//e1v6OrqwtatW8tKvlRcEHOWSDSBi377dNYHqJSO1iCuOuNQXnHjICaNp2YuJvXTJNK6aNaxfyiGr//+mawTopQlC1vwg4++I32SJs1DEhvYdZXSJWs3Tth+dVd7+qolU2oC7LrC4qu/+8eE7f/z44dkXXEhia+di2bNJe2lsTVrLs1lcziKSwvUcFVXe/pKMe19SJO05pL2Tn4f0pznmqTjSUREtaPUtSLxUya3bt2KsbGxnNfHxsbwxhtvAADmzJmD4eFhaWia5kIjibwfoACguzeE0EhiijOiyTBpPDVzMamfJpHWRbOOkVgy7wkRAGzoG0Qkliw7D0lsALDiYwXbW/H/e/80pSYAEB5NFGwfHi2/Ltq5aNZc0l4aW7Pm0lyGi9RweBI1lI6/JmnNJe2d/D6kOc81SceTiIhoPPGC2Hve8x58/vOfx9NPP51+7emnn8YFF1yA9773vQCAnp4e7LfffpXLkqYFK174Q+9wke1kFpPGUzMXk/ppEmldVMeoyAl1Zmxx3oLY2rlIiPOO5/6hq9B2UT9NykVx3spjG9RPQ2JrE9dc0N7J70Oa81yTdDyJiIjGEy+IXXvttdh9991x+OGHY+bMmZg5cyaOOOII7L777rj22msBAE1NTfjP//zPiidLzubzuApuby6yncxi0nhq5mJSP00irYvqGHlLjy3OWxBbOxcJcd6ews/YGb9d1E+TclGct/LYBvXTkNjaxDUXtHfy+5DmPNckHU8iIqLxxAtie+21F+699148++yzuPXWW3Hrrbfi2WefxT333IPZs2cD2HUV2QknnFDxZMnZgk1udLQG827raA0i2FR792FyMpPGUzMXk/ppEmldNOvo97qwZGFL3m1LFrbAn3FCLs1DEhvYdQJWqH3mCZopNQGAQKO7YPtAY/l10c5Fs+aS9tLYmjWX5tJcpIbNk6ihdPw1SWsuae/k9yHNea5JOp5ERETjiRfEUhYtWoRTTz0Vp556Kt7+9rdXMieapvwNbqzqas/5INXRGsTqrvaavDG5k5k0npq5mNRPk0jrolnHObO8WNHZlnNilHqKXeYNu6V5SGIDwNxAQ8H2qZu7l5OLhDTv2T4PVk7QfmVnW86NqSXxtXPRrLmkvTS2Zs2lucwrUsN5k6ihdPw1SWsuae/k9yHNea5JOp5ERETjiZ8yuWPHDlx//fW47777sG3bNuzcuTNr+/3331/RBAvhUyadKRJNIDSSwHA8iWaPC8Emd80uKkwHJo2nZi4m9dMk0rpo1rF/KIZILJmO7fe6JjzZluYhiQ3sevKhFR9Lt/d56rMWZiaTi4Q07wErjvBoAlZ8DD5PPQKN7oInlZL42rlo1lzSXhpbs+bSXDaHoxjOqGGzpz5rMWwysaXjr0lac0l7J78Pac5zTdLxJCKi6a/UtSLxgthFF12E66+/HieddBL23ntv1NXVZW2/8sory8u4DFwQIyIiIiIiIiKilFLXisR3m7zlllvwu9/9Dh/60IcmlSARkZOk/hpuxZPweV0INhry13BvPQINlftruLSfqatyrFgSfu+uK0omuipHmrtJNZfmkroaJlUXXwlX8ZQaW7Mumrlo91NScynNeavZXnqscGo/TdqHpDRzMem9goiIyETiBTG3242FCxdq5EJEZKT+oRguXbsR63tD6dc6WoNY1dU+5V/5eW1wFMvW9eDhvsH0a6n7pcxvaZxUbGk/Xx0cxfI8uazobMOCPLlIcjep5pp1kcbWrItmLtr9lM5FCc15q9leeqxwaj9N2oekNHMx6b2CiIjIVOKb6n/ta1/DT37yEwi/aUlE5EiRaCLngz8AdPeGsHTtRkSiiSnLZcCK55zgAMCGvkEsX9eDAStedmxpP7eEozkLEKlcLlvXgy3haNm5m1RzaS79Q7GCdekfipUdW7Mumrlo91NScynNeavZXnqscGo/TdqHpDRzMem9goiIyGTiBbENGzbg5ptvxgEHHIBTTjkFp512WtZ/RETTSWgkkfPBP6W7N4TQyNR9+A+PJnJOcFI29A0iPFp+LtJ+WvGxgrlY8bGs1yS5m1RzaS6RWLJgPyOxZNmxNeuimYt2PyU1l9Kct5rtpccKp/bTpH1ISjMXk94riIiITCb+yuSsWbPQ2dmpkQsRkXGseOGT6eEi2ytp/CKTdHvhn5X10yqyyJDTXpC7WTXXq4s4tmJdNHPR7qd0LkpozlvdmsuOFc7tpzn7kJTu/mzOewUREZHJxAti1113nUYeRERG8nlcBbc3F9leST5P4UN2se2Ff1bWT59X2F6Qu1k116uLOLZiXTRz0e6ndC5KaM5b3ZrLjhXO7ac5+5CU7v5sznsFERGRycRfmSQiqiXBJjc6WoN5t3W0BhFsmrqnagUa3ViysCXvtiULWxBoLD8XaT99nvqCuYw/4ZLkblLNpbn4va6C/fRnLN5IY2vWRTMX7X5Kai6lOW8120uPFU7tp0n7kJRmLia9VxAREZmspAWxww47DOFwGABw6KGH4rDDDpvwP6L/1979R8dV1/kff6VkpjPJZCYhFwqRlh/bQcB23CIcRerwZUWBBfxas6Ic/ALij12XLr++agt78McqbaqLZ1fY5ZcKX/e7wBeNdRVlEWVtWkREBFP5UVIFi1bKTkxmMkmmMyXz/cOToWHSydwkn7mfm/t8nNNzyP18+PT9eX8+N8195869wEKSaAmrpztVdQGQTjra1J1q6Gvml8Qj2rBmZdWFzuSbw5bEI7Me2+08X9fRousPEMv1a1bqdR0ts47dppy7jaWrPVozL/u/gc3t2CbzYjIW0/N0k3O3TO5bk/3dfq/w6zxtOofcMhmLTf9WAABgs6ZyHa+L/OxnP6tPfOITamlp0Wc+8xk1NTUdsO+nP/3peQ2wllwup0QioWw2q3g83rC/F0DwZMeKyuSLGimU1BYJyYmFPfvBf0+uoKHRonKFfYpHmtXRGp7TBc7+3M7z90NjyhX2VfrHI81VxbDZxm5Tzt3Gsnt4XNnxUqV/Iho6YGHG7dgm82IyFtPzdJNzt0zuW5P93X6v8Os8bTqH3DIZi03/VgAA0Ej11orqKojZioIYAAAAAAAAJtVbK3L9DLFjjjlGg4PVr3IeHh7WMccc43Y4AAAAAAAAoKFcv2bmhRde0CuvvFJ1fO/evfrd737nOoDf//73Wrdune6//36NjY1p+fLluuOOO3TSSSe5HgvA/Jj8KESuUFI8GpLTykch3JryUZVoszpaDvxRFTd9Z2Pyo2S58ZIS0ZDi8/hRMrd7xfRc62XTHnebE5N7Kyh7xab1tykWvzK9t9yMb9N62hQLAAA2qrsg9p3vfKfy3w888IASiUTl61deeUU/+tGPdPTRR7v6y4eGhnTqqafq9NNP1/33369DDjlEAwMD6ujocDUOgPmze3hc63r7tXUgUzmWTjrq6U7N24XxQrdrcFTXbN6uh3e+ejft5MOMl3W2zrrvbPx2cFTXTjP+9WtW6sg5ju92r5iea71s2uNuc2JybwVlr9i0/jbF4lem95ab8W1aT5tiAQDAVnU/Q2zRoj99urKpqUmv/V9CoZCOOuoo3XDDDTr33HPr/svXr1+vhx9+WFu3bnUR8qt4hhgwv7JjRa29+4kpP0BPSicd3XjBKn67PIM9uYKuvvfJKRdbk1Yv79QN5/955U4EN31nY/fwuD7xzV8ecPwv/NUbZ31h5HavmJ5rvWza425zYnJvBWWv2LT+NsXiV6b3lpvxbVpPm2IBAMAL8/4MsYmJCU1MTGjZsmV6+eWXK19PTExo79692rFjh6timPSnu85OOukkvfe979Whhx6qVatW6fbbbz9g/7179yqXy035A2D+ZPLFaX+AlqS+gYwy+WKDI/KfodHitBdbkrRt56CGRouz6jsb2fFSzfGz46VZj+12r5iea71s2uNuc2JybwVlr9i0/jbF4lem95ab8W1aT5tiAQDAZq4fqv/888/LcZx5+ct/85vf6Oabb1YymdQDDzygj33sY7r88sv1f/7P/5m2/8aNG5VIJCp/li5dOi9xAPiTXKH2Re/IDO2QcoV9dbe76TurWGYoYsxlPd3uFdNzrZdNe9xtTkzuraDsFbvW355Y/Mr03nIzvk3raVMsAADYzPVD9SVpdHRUW7Zs0a5du1QsTv0t0+WXX173OBMTEzrppJO0YcMGSdKqVav0q1/9Srfccosuvvjiqv7XXHONrr766srXuVyOohgwj+KRUM32thnaIcUjtb+t7t/upu+sYomaW0+3e8X0XOtl0x53mxOTeysoe8Wu9bcnFr8yvbfcjG/TetoUCwAANnN9h9gTTzyh5cuX64ILLtDatWv1+c9/XldeeaWuvfZa/dM//ZOrsQ4//HCdcMIJU44df/zx2rVr17T9Fy9erHg8PuUPgPnjxMJKJ6e/AzSddOTEeObITDpaw1q9vHPattXLO9XRGp5V39lIREM1x0/MUASpxe1eMT3Xetm0x93mxOTeCspesWn9bYrFr0zvLTfj27SeNsUCAIDNXBfErrrqKp133nkaGhpSNBrVT3/6U/32t7/Vm970Jv3jP/6jq7FOPfVU7dixY8qx5557TkceeaTbsADMg0RLWD3dqaofpNNJR5u6UzyEtw5L4hFtWLOy6qJr8i1m+z+w2U3f2ehqj+r6A4x//ZqVc3rTmNu9Ynqu9bJpj7vNicm9FZS9YtP62xSLX5neW27Gt2k9bYoFAACb1f2WyUnt7e169NFH9frXv17t7e165JFHdPzxx+vRRx/VxRdfrGeffbbusR577DG99a1v1Wc/+1mdf/75+tnPfqaPfOQjuu2223ThhRfO+P/zlknAjOxYUZl8USOFktoiITmxMD9Au7QnV9DQaFG5wj7FI83qaA0f8ELeTd/Z2D08rux4qbKeiWhoTgWO/bndK6bnWi+b9rjbnJjcW0HZKzatv02x+JXpveVmfJvW06ZYAABopHprRa4LYocccoh+8pOfKJlM6thjj9WNN96oM888U88++6ze9KY3aXR01FWg9913n6655hoNDAzo6KOP1tVXX62PfOQjdf2/FMQAAAAAAAAwqd5akesn065atUqPPfaYksmkTjvtNH3qU59SJpPRv/3bv2nFihWuAz333HN17rnnuv7/YNbkbxVzhZLi0ZCcVn6raFpQcu7XebqN26Z5TrkbItqsjpYD3w1hep5u+ruJ2+3YNq2PyVjcjm0y55N3n+XGS0pEQ4rP491npsf/3dCYRgr7KmPHIs06oqNl2r6m95bJ8xkwhb0IALCR64LYhg0bNDIyIkm6/vrrddFFF+ljH/uYksmkvvrVr857gGi83cPjWtfbr60DmcqxdNJRT3dqXi9e8Kqg5Nyv83Qbt03z3DU4qms2b9fDOwcrxyafl7Oss3VKX9PzdNPfTdxux7ZpfUzG4nZskzn/7eCorp1m7OvXrNSR04ztlsnx3Yxtem+ZPJ8BU9iLAABbuf7IpE34yOT8y44VtfbuJ6b80DIpnXR04wWr+I3ePAtKzv06T7dx2zTPPbmCrr73ySkXz5NWL+/UDef/eeXOEtPzdNPfTdxux7ZpfUzG4nZskznfPTyuT3zzlwcc+wt/9cY5XRSbHP93Q2Na19t/wLF7ulOVO8VM7y2T5zNgCnsRAOCFemtFrt8yeSC/+MUv+OjjApDJF6f9oUWS+gYyyuSLDY5o4QtKzv06T7dx2zTPodHitBfPkrRt56CGRl+NxfQ83fR3E7fbsW1aH5OxuB3bZM6z46WaY2fHSwecRz1Mjj9S2Fdz7JHCvsrXpveWyfMZMIW9CACwmauC2AMPPKCPf/zjuvbaa/Wb3/xGkvTss8/q3e9+t04++WRNTEwYCRKNkyvUvnAYmaEd7gUl536dp9u4bZpnbr+L9ZnaTc/TTX83cbsf26b1MReL+/UxmPMZClJzzbnJ8d2MbXpvmTyfAVPYiwAAm9X9DLGvfvWr+shHPqKDDz5YQ0ND+spXvqIvfelL+ru/+zu9733v069+9Ssdf/zxJmNFA8QjoZrtbTO0w72g5Nyv83Qbt03zjEdqf4vfv930PN30dxO3+7FtWh9zsbhfH4M5j5rNucnx3Yxtem+ZPJ8BU9iLAACb1X2H2D//8z9r06ZNymQyuvfee5XJZPSv//qv2r59u2655RaKYQuEEwsrnXSmbUsnHTkxnvMw34KSc7/O023cNs2zozWs1cs7p21bvbxTHa2vxmJ6nm76u4nb7dg2rY/JWNyObTLniWio5tiJGYpOMzE5flukuebYbfsVoUzvLZPnM2AKexEAYLO6C2K//vWv9d73vleS9J73vEfNzc364he/qCOOOMJYcGi8REtYPd2pqh9e0klHm7pTPPjUgKDk3K/zdBu3TfNcEo9ow5qVVRfRk2+l2/8h6abn6aa/m7jdjm3T+piMxe3YJnPe1R7V9QcY+/o1K+f8ljmT4x/R0VJz7MkH6kvm95bJ8xkwhb0IALBZ3W+ZXLRokV566SUdeuihkqS2tjb98pe/1DHHHGM0wFp4y6Q52bGiMvmiRgoltUVCcmJhfmgxLCg59+s83cZt0zz35AoaGi0qV9ineKRZHa3hqgLHJNPzdNPfTdxux7ZpfUzG4nZskznfPTyu7Hip0jcRDc25GNao8X83NKaRwr7K2G2R5inFsP2Z3lsmz2fAFPYiAKCR6q0VuSqIff7zn1csFpMkrVu3Tp/4xCfkOFN/43P55ZfPIWx3KIgBAAAAAABg0rwXxI466ig1NTXV7NPU1FR5+2QjUBDDQjL529NcoaR4NCSn1R+/PZ1yt0K0WR0t9d1RYmKeNuXQTV5M59CmWNxwO/bkHUK58ZIS0ZDiNe4QMj1PN/1NztM0m/aWybyYXE+/smmepmOxaa62ICcAAJvVWyuq+y2TL7zwwnzEBWAau4fHta63X1sHMpVj6aSjnu6UZxe69dg1OKprNm/XwzsHK8cmn2ezrLO1qr/JedqUQzd5MZ1Dm2Jxw+3Yvx0c1bXTxH79mpU6ssHzdNPf5DxNs2lvmcyLyfX0K5vmaToWm+ZqC3ICAFgo6n6oPgAzsmPFqh8sJalvIKP1vf3KjhU9iqy2PblC1QWuJG3bOahrN2/XnlxhynGT87Qph27yYjqHNsXihtuxdw+PVxVDJmP/+83btXt4vGHzdNPf5DxNs2lvmcyLyfX0K5vmaToWm+ZqC3ICAFhIKIgBHsvki1U/WE7qG8gok7fzh8uh0WLVBeikbTsHNTQ6NW6T87Qph27yYjqHNsXihtuxs+OlmrFnx0uVr03P001/k/M0zaa9ZTIvJtfTr2yap+lYbJqrLcgJAGAhoSAGeCxXqH2xNjJDu1dyhX2u2k3O06YcusmL6RzaFIsbruc5Q8Fj//7mc+4mFnPzNM2mvWUyLybX069smqfpWGyaqy3ICQBgIaEgBngsHgnVbG+bod0r8UjtRxC+tt3kPG3KoZu8mM6hTbG44Xqe0fr7m8+5m1jMzdM0m/aWybyYXE+/smmepmOxaa62ICcAgIWEghjgMScWVjrpTNuWTjpyYna+tamjNazVyzunbVu9vFMdrVPjNjlPm3LoJi+mc2hTLG64HTsRDdWMPbFfwcT0PN30NzlP02zaWybzYnI9/cqmeZqOxaa52oKcAAAWkjkVxMrlsh566CF973vf09DQ0HzFBARKoiWsnu5U1Q+Y6aSjTd0pa19jviQe0YY1K6suRCffHLckHply3OQ8bcqhm7yYzqFNsbjhduyu9qiuP0Ds169ZOeWtZ6bn6aa/yXmaZtPeMpkXk+vpVzbN03QsNs3VFuQEALCQNJXL5XI9HYeHh3XFFVfoF7/4hd7ylrfohhtu0F/+5V/qJz/5iSTp0EMP1Q9+8AOlUimjAe8vl8spkUgom80qHo837O8FTMiOFZXJFzVSKKktEpITC/viB8s9uYKGRovKFfYpHmlWR2u46gJ3fybnaVMO3eTFdA5tisUNt2PvHh5XdrxU6Z+Ihg5YDDE9Tzf9Tc7TNJv2lsm8mFxPv7JpnqZjsWmutiAnAACb1Vsrqrsg9uEPf1h9fX26+OKL9d3vfleLFi1SuVzWP/3TP2nRokX65Cc/qVgspu9+97vzNomZUBADAAAAAADApHkviL3uda/TXXfdpdNOO02///3vtXTpUj300EP6H//jf0iSfvazn+ld73qXXnrppXmZQD0oiAHY35Q7UKLN6mipfQeKybEnf3ueK5QUj4bktM58R0k9fWfT3w2T83Tb36a82BRLUJjci5N3k+XGS0pEQ4p7eJcdeyXYWH8AAOZfvbWi2q9+2s+ePXt07LHHSvpTcSwSiWjp0qWV9mXLlum///u/5xAyAMzersFRXbN5ux7eOVg5NvmMomWdrQ0de/fwuNb19mvrQKZyLJ101NOdqrrodtN3Nv1tmafb/jblxaZYgsLkXvzt4KiunWbs69es1JFz/F7hFnsl2Fh/AAC8VfdD9ScmJnTQQQdVvj7ooIPU1NRU+Xr//waARtqTK1RdPEvStp2Dunbzdu3JFRo2dnasWHWBI0l9Axmt7+1Xdqw4q76z6W/LPN32tykvNsUSFCb34u7h8api2OTYf795u3YPj8/zbA6MvRJsrD8AAN6r+w4xSfrKV76iWCwmSdq3b5/uvPNOOc6f3jIzMjIy/9EBQB2GRotVF7iTtu0c1NBocdYfnXQ7diZfrLrAmdQ3kFEmX6x8HMZN39n0d8PkPN32tykvNsUSFCb3Yna8VHPs7HipYXfmsFeCjfUHAMB7dRfEli1bpttvv73y9WGHHaZ/+7d/q+oDAI2WK+ybU/t8jp0rlGr2H9mv3U3f2fR3w+Q83fa3Ky/2xBIURs+5cXvWh70SbKw/AADeq7sg9sILLxgMAwBmLx6p/a1spvb5HDseCdXs37Zfu5u+s+nvhsl5uu1vV17siSUojJ5zUXvWh70SbKw/AADeq/sZYgBgq47WsFYv75y2bfXyTnW0zv5jJ27HdmJhpZPOtP3TSUdOLDyrvrPp74bJebrtb1NebIolKEzuxUQ0VHPsxAwFs/nEXgk21h8AAO+5KohNTEzoa1/7ms4991ytWLFCK1eu1Lve9S59/etfV7lcNhUjANS0JB7RhjUrqy50J99KN9vnh81m7ERLWD3dqaoLnXTS0abu1JRnwrjpO5v+tszTbX+b8mJTLEFhci92tUd1/QHGvn7Nyoa+2Y+9EmysPwAA3msq11nJKpfLOu+88/T9739fb3zjG3XcccepXC7rmWee0fbt2/Wud71L3/72tw2HO1Uul1MikVA2m1U8Hm/o3w3APntyBQ2NFpUr7FM80qyO1vCcimFzGTs7VlQmX9RIoaS2SEhOLHzACxw3fWfT3w2T83Tb36a82BRLUJjci7uHx5UdL1X6JqKhhhbD9sdeCTbWHwCA+Vdvrajugtgdd9yhK664Qv/xH/+h008/fUrbQw89pHe/+9266aabdNFFF80tchcoiAEAAAAAAGDSvBfE3vnOd+ov/uIvtH79+mnbN2zYoC1btuiBBx6YXcSzQEEMNpv8rW+uUFI8GpLTym99beNmjdyup03rb1MsU+76iTaro+XAd/3YFHdQYjE5tpu1nw1b1sh0HCbzaHqNABNsOfcBAPaot1ZU96vX+vv79YUvfOGA7Weffba+/OUvu4sSWKB2D49rXW+/tg5kKsfSSUc93SnPPpaDqdyskdv1tGn9bYpl1+Cortm8XQ/vHKwcm3wu1LLO1il9bYo7KLGYHNvN2s+GLWtkOg6TeTS9RoAJtpz7AAB/qvuh+n/84x+1ZMmSA7YvWbJEQ0ND8xIU4GfZsWLVD2eS1DeQ0frefmXHih5Fhklu1sjtetq0/jbFsidXqLrYlqRtOwd17ebt2pMrVI7ZFHdQYjE5tpu1nw1b1sh0HCbzaHqNABNsOfcBAP5Vd0HslVdeUXPzgW8oO+igg7Rv3755CQrws0y+WPXD2aS+gYwyeX5A85qbNXK7njatv02xDI0Wqy62J23bOaih0dnn3KSgxGJybDdrPxu2rJHpOEzm0fQaASbYcu4DAPyr7o9MlstlXXLJJVq8ePG07Xv37p23oAA/yxVKNdtHZmiHeW7WyO162rT+dsVS+xcm+7fbFXcwYjE7dv1rP7vx7Vgj03GYzKPpNQJMsOXcBwD4V90FsYsvvnjGPo18wyRgq3gkVLO9bYZ2mOdmjdyup03rb1cstf+52b/drriDEYvZsetf+9mNb8camY7DZB5NrxFggi3nPgDAv+r+CeeOO+4wGQewYDixsNJJR33T3MafTjpyYrz5yGtu1sjtetq0/jbF0tEa1urlndo2zceyVi/vVEfr7HNuUlBiMTm2m7WfDVvWyHQcJvNoeo0AE2w59wEA/lX3M8QA1CfRElZPd0rppDPleDrpaFN3ileBW8DNGrldT5vW36ZYlsQj2rBmpVYv75xyfPItdkvikcoxm+IOSiwmx3az9rNhyxqZjsNkHk2vEWCCLec+AMC/msrlcrmejpdeemldA37ta1+bU0Bu5HI5JRIJZbNZxePxhv29QD2yY0Vl8kWNFEpqi4TkxML8cGYZN2vkdj1tWn+bYtmTK2hotKhcYZ/ikWZ1tIYPeLFtU9xBicXk2G7WfjZsWSPTcZjMo+k1Akyw5dwHANij3lpR3QWxRYsW6cgjj9SqVatU63/ZvHmz+2hniYIYAAAAAAAAJtVbK6r7GWIf+9jHdPfdd+v555/XBz/4QX3gAx/QwQcfPC/BAjBr8renuUJJ8WhITmt9dzfV09+msd0yOb4tOXTbf8odItFmdbTUvkPEdOxumBzbdF5MxuKGTeezTXvLDbdxmFxPt/x6fgIAAMxG3XeISdLevXv1rW99S1/72tf0k5/8ROecc44+9KEP6Z3vfKeamppMxjkt7hADZrZ7eFzrevu1db+HzqaTjnq6U+pqj86pv01ju2VyfFty6Lb/rsFRXbN5ux7e78Hak88QWtbZ2tBY3DI5tum8mIzFDZvOZ5v2lhtu4zC5nm759fwEAAB4rXn/yORr/fa3v9Wdd96pr3/969q3b5+eeuopxWKxWQc8GxTEgNqyY0WtvfuJKRchk9JJRzdesGrKb+jd9LdpbLdMjm9LDt3235Mr6Op7n5xyYT5p9fJO3XD+n0+5a8V07G6YHNt0XkzG4oZN57NNe8sNt3GYXE+3/Hp+AgAATKfeWtGs3zK5aNEiNTU1qVwu65VXXpntMAAMyuSL016ESFLfQEaZfHHW/W0a2y2T49uSQ7f9h0aL016YS9K2nYMaGm1cLG6ZHNt0XkzG4oZN57NNe8sNt3GYXE+3/Hp+AgAAzIWrgtjevXt199136x3veIeOPfZYbd++XTfddJN27drV8LvDAMwsVyjVbB95Tbub/jaN7ZbJ8W3JoftY9tXs+9p207G7YXZss3kxGYu7se05n23aW264j9vcerrl1/MTAABgLup+qP7f/u3f6p577tHSpUt16aWX6u6775bjOCZjAzBH8UioZnvba9rd9LdpbLdMjm9LDt3HUvufg9e2m47dDbNjm82LyVjcjW3P+WzT3nLDfdzm1tMtv56fAAAAc1H3HWK33HKL4vG4jjnmGG3ZskUf/ehH9Z73vKfqDwB7OLGw0snpC9fppCMnFp51f5vGdsvk+Lbk0G3/jtawVi/vnLbv6uWd6mhtXCxumRzbdF5MxuKGTeezTXvLDbdxmFxPt/x6fgIAAMxF3QWxiy66SKeffrra29uVSCQO+AeAPRItYfV0p6ouRtJJR5u6U1UPMnbT36ax3TI5vi05dNt/STyiDWtWVl2gT77x7rUP9zYduxsmxzadF5OxuGHT+WzT3nLDbRwm19Mtv56fAAAAczHrt0zagLdMAvXJjhWVyRc1UiipLRKSEwvXvAhx09+msd0yOb4tOXTbf0+uoKHRonKFfYpHmtXRGq55YW46djdMjm06LyZjccOm89mmveWG2zhMrqdbfj0/AQAA9ldvrYiCGAAAAAAAABaEemtFdT+xtd7ng33rW9+qd0gAszT5m/ZcoaR4NCSnld+0m2ZTzt3GYlPsU+6GiTaro+XAd8P4eZ62cJNvyd85NBm72zya5Gaefl5PAAAA0+ouiPF8MMAOu4fHta63X1sHMpVj6aSjnu6UutqjHka2cNmUc7ex2BT7rsFRXbN5ux7eOVg5Nvm8pGWdrVP6+nmetnCTb8nfOTQZu9s8muRmnn5eTwAAgEbgI5OAj2THilp79xNTLnAmpZOObrxgFb/9n2c25dxtLDbFvidX0NX3PjmlqDBp9fJO3XD+n1fuuPHzPG3hJt+Sv3NoMna3eTTJzTz9vJ4AAABzVW+tqO63TALwXiZfnPYCR5L6BjLK5IsNjmjhsynnbmOxKfah0eK0RQVJ2rZzUEOjr8bi53nawk2+JX/n0GTsbvNokpt5+nk9AQAAGoWCGOAjuUKpZvvIDO1wz6acu43Frtj31d3u53nawk2+//S1f3NoMna3eTTJzTz9vJ4AAACNQkEM8JF4JFSzvW2GdrhnU87dxmJX7LUfWbl/u5/naQs3+f7T1/7NocnY3ebRJDfz9PN6AgAANAoFMcBHnFhY6aQzbVs66ciJ8UyY+WZTzt3GYlPsHa1hrV7eOW3b6uWd6mh9NRY/z9MWbvIt+TuHJmN3m0eT3MzTz+sJAADQKBTEAB9JtITV052qutBJJx1t6k7xkGQDbMq521hsin1JPKINa1ZWFRcm39a3/4PJ/TxPW7jJt+TvHJqM3W0eTXIzTz+vJwAAQKPwlknAh7JjRWXyRY0USmqLhOTEwlzgGGZTzt3GYlPse3IFDY0WlSvsUzzSrI7W8AGLCn6epy3c5Fvydw5Nxu42jya5maef1xMAAGC26q0VURADAAAAAADAglBvrYiPTAIAAAAAACBQGvd6JADwscmPHuUKJcWjITmt8/fRI7djT/n4VrRZHS31fQyunvFNx2KSyXmaXH+bcohgM7nP0XisJwAAtVEQA4AZ7B4e17refm0dyFSOpZOOerpT6mqPNnTsXYOjumbzdj28c7BybPIB38s6W+c0vulYTDI5T5Prb1MOEWwm9zkaj/UEAGBmfGQSAGrIjhWrLiokqW8go/W9/cqOFRs29p5coap4Iknbdg7q2s3btSdXmPX4pmMxyeQ8Ta6/TTlEsJnc52g81hMAgPpQEAOAGjL5YtVFxaS+gYwy+dlfWLgde2i0WFU8mbRt56CGRqf2dzO+6VhMMjlPk+tvUw4RbCb3ORqP9QQAoD4UxACghlyhVLN9ZIb2+Rw7V9g3w3j7XvN1/eObjsUks/M0uf725BDBZnKfo/FYTwAA6kNBDABqiEdCNdvbZmifz7HjkdqPfXxtu5vxTcdiktl5mlx/e3KIYDO5z9F4rCcAAPWhIAYANTixsNJJZ9q2dNKRE5v9G7vcjt3RGtbq5Z3T9l+9vFMdrVP7uxnfdCwmmZynyfW3KYcINpP7HI3HegIAUB8KYgBQQ6IlrJ7uVNXFRTrpaFN3ak6vsHc79pJ4RBvWrKwqoky+lXBJPDLr8U3HYpLJeZpcf5tyiGAzuc/ReKwnAAD1aSqXy2Wvg5itXC6nRCKhbDareDzudTgAFrDsWFGZfFEjhZLaIiE5sfC8XVS4HXtPrqCh0aJyhX2KR5rV0RquWTxxM77pWEwyOU+T629TDhFsJvc5Go/1BAAEVb21IgpiAAAAAAAAWBDqrRXxxF4AMGDyN/O5QknxaEhO68x3K9XT17QpdytFm9XRUt/dZzbEHhTkHAAAAJg7CmIAMM92D49rXW+/tg5kKsfSSUc93Sl1tUdn3de0XYOjumbzdj28c7BybPJ5Vss6W6v62xR7UJBzAAAAYH7wUH0AmEfZsWJVwUKS+gYyWt/br+xYcVZ9TduTK1QVwyRp285BXbt5u/bkClOO2xR7UJBzAAAAYP5QEAOAeZTJF6sKFpP6BjLK5Iuz6mva0Gixqhg2advOQQ2NTo3FptiDgpwDAAAA84eCGADMo1yhVLN9ZL92N31NyxX2uWq3KfagIOcAAADA/KEgBgDzKB4J1Wxv26/dTV/T4pHaj5R8bbtNsQcFOQcAAADmDwUxAJhHTiysdNKZti2ddOTEwrPqa1pHa1irl3dO27Z6eac6WqfGYlPsQUHOAQAAgPlDQQwA5lGiJaye7lRV4SKddLSpO6VES3hWfU1bEo9ow5qVVUWxybdMLolHphy3KfagIOcAAADA/Gkql8tlr4OYrVwup0QioWw2q3g87nU4AFCRHSsqky9qpFBSWyQkJxY+YMHCTV/T9uQKGhotKlfYp3ikWR2t4api2P5sij0oyDkAAABwYPXWimo/NAYAMCuJlvqLFG76mrYkHqlZAHstm2IPCnIOAAAAzB0FMQBVJu9AyRVKikdDclq5AHfLphy6iWXKHWLRZnW01L5DzCYmc+52bDf9bdorgCnscwAAYBsKYgCm2D08rnW9/do6kKkcSycd9XSn1NUe9TAy/7Aph25i2TU4qms2b9fDOwcrxyafIbass7VhMc+GyZy7HdtNf5v2CmAK+xwAANiIh+oDqMiOFasuWiSpbyCj9b39yo4VPYrMP2zKoZtY9uQKVcUwSdq2c1DXbt6uPblCQ2KeDZM5dzu2m/427RXAFPY5AACwFQUxABWZfLHqomVS30BGmTwXLjOxKYduYhkaLVYVwyZt2zmooVF7195kzt2O7aa/TXsFMIV9DgAAbEVBDEBFrlCq2T4yQzvsyqGbWHKFfTOMVbvdSyZz7nZsdzm3Z68AprDPAQCArSiIAaiIR0I129tmaIddOXQTSzxS+5GSM7V7yWTO3Y7tLuf27BXAFPY5AACwFQUxABVOLKx00pm2LZ105MR4I9hMbMqhm1g6WsNavbxz2r6rl3eqo9XetTeZc7dju+lv014BTGGfAwAAW1EQA1CRaAmrpztVdfGSTjra1J1SooULl5nYlEM3sSyJR7RhzcqqotjkWyaXxCMNiXk2TObc7dhu+tu0VwBT2OcAAMBWTeVyuex1ELOVy+WUSCSUzWYVj8e9DgdYMLJjRWXyRY0USmqLhOTEwly0uGRTDt3EsidX0NBoUbnCPsUjzepoDVtdDNufyZy7HdtNf5v2CmAK+xwAADRKvbUiCmIAAAAAAABYEOqtFXn6lOTPfOYz+uxnPzvl2Otf/3o9++yzHkUEwK0pdxRFm9XR4p87ilBt8i6OXKGkeDQkp3V+7+IwOb7p2E0hJwAAAEDjef7asDe84Q364Q9/WPm6udnzkADUadfgqK7ZvF0P7xysHJt85tSyzlYPI8Ns7B4e17refm0dyFSOpZOOerpT6mqPWj2+6dhNIScAAACANzx/qH5zc7MOO+ywyh/Hmf5NRADssidXqCqGSdK2nYO6dvN27ckVPIoMs5EdK1YVTySpbyCj9b39yo4VrR3fdOymkBMAAADAO54XxAYGBtTV1aVjjjlGF154oXbt2nXAvnv37lUul5vyB4A3hkaLVcWwSdt2DmpolAtuP8nki1XFk0l9Axll8nNbT5Pjm47dFHICAAAAeMfTgtib3/xm3XnnnfrP//xP3XzzzXr++ef1tre9TSMjI9P237hxoxKJROXP0qVLGxwxgEm5wr45tcMuuUKpZvvIDO1ejm86dlPICQAAAOAdTwtiZ599tt773vcqlUrpzDPP1Pe//30NDw/r3nvvnbb/Nddco2w2W/nz4osvNjhiAJPikdrP+5upHXaJR0I129tmaPdyfNOxm0JOAAAAAO94/pHJ/bW3t+vYY4/Vzp07p21fvHix4vH4lD8AvNHRGtbq5Z3Ttq1e3qmOVt5k5ydOLKx0cvpnOKaTjpzY3NbT5PimYzeFnAAAAADesaogls/n9etf/1qHH36416EAmMGSeEQb1qysKopNvmVySTziUWSYjURLWD3dqaoiSjrpaFN3SomWuRVQTI5vOnZTyAkAAADgnaZyuVz26i//+Mc/rvPOO09HHnmkdu/erU9/+tN68skn9fTTT+uQQw6Z8f/P5XJKJBLKZrPcLQZ4ZE+uoKHRonKFfYpHmtXRGqYY5mPZsaIy+aJGCiW1RUJyYuF5LZ6YHN907KaQEwAAAGD+1Fsr8vQhP7/73e90wQUXaHBwUIcccohWr16tn/70p3UVwwDYYUk8QgFsAUm0mC2YmBzfdOymkBMAAACg8TwtiN1zzz1e/vUAYMzknTm5QknxaEhOq3eFCTex+DXuIMXiV25zSM4BAABgEq+BA4B5tnt4XOt6+7V1IFM5lk466ulOqas9am0sfo07SLH4ldscknMAAACYZtVD9QHA77JjxaoLeUnqG8hofW+/smNFK2Pxa9xBisWv3OaQnAMAAKARKIgBwDzK5ItVF/KT+gYyyuQbdzHvJha/xh2kWPzKbQ7JOQAAABqBghgAzKNcoVSzfWSG9vnkJha/xm2aTbH4ldscknMAAAA0AgUxAJhH8UioZnvbDO3zyU0sfo3bNJti8Su3OSTnAAAAaAQKYgAwj5xYWOmkM21bOunIiTXuLXluYvFr3EGKxa/c5pCcAwAAoBEoiAHAPEq0hNXTnaq6oE8nHW3qTinR0riLeTex+DXuIMXiV25zSM4BAADQCE3lcrnsdRCzlcvllEgklM1mFY/HvQ4HACqyY0Vl8kWNFEpqi4TkxMKeXci7icWvcQcpFr9ym0NyDgAAgNmot1ZEQQwAAAAAAAALQr21ouYGxgRYZ/IOhFyhpHg0JKeVOxAAvzJ5Pvv1e4Vf4wYAAABMoyCGwNo9PK51vf3aOpCpHEsnHfV0p9TVHvUwMgBumTyf/fq9wq9xAwAAAI3AQ/URSNmxYtWFoiT1DWS0vrdf2bGiR5EBcMvk+ezX7xV+jRsAAABoFApiCKRMvlh1oTipbyCjTJ6LRcAvTJ7Pfv1e4de4AQAAgEahIIZAyhVKNdtHZmgHYA+T57Nfv1f4NW4AAACgUSiIIZDikVDN9rYZ2gHYw+T57NfvFX6NGwAAAGgUCmIIJCcWVjrpTNuWTjpyYryFDfALk+ezX79X+DVuAAAAoFEoiCGQEi1h9XSnqi4Y00lHm7pTSrRwsQj4hcnz2a/fK/waNwAAANAoTeVyuex1ELOVy+WUSCSUzWYVj8e9Dgc+lB0rKpMvaqRQUlskJCcW5kIR8CmT57Nfv1f4NW4AAABgtuqtFTU3MCbAOokWLg6BhcLk+ezX7xV+jRsAAAAwjYIY4EOTd33kCiXFoyE5rVz02samNdqTK2hotKhcYZ/i0WZ1tIS1JB6Ztq9NcQMAAACAKRTEAJ/ZPTyudb392jqQqRxLJx31dKfU1R71MDJMsmmNdg2O6prN2/XwzsHKsdXLO7VhzUot62yd0temuAEAAADAJB6qD/hIdqxYVbCQpL6BjNb39is7VvQoMkyyaY325ApVxTBJ2rZzUNdu3q49uULlmE1xAwAAAIBpFMQAH8nki1UFi0l9Axll8hQtvGbTGg2NFquKYZO27RzU0OirsdgUNwAAAACYRkEM8JFcoVSzfWSGdphn0xrlCvvqbrcpbgAAAAAwjYIY4CPxSKhme9sM7TDPpjWKR2o/JnL/dpviBgAAAADTKIgBPuLEwkonnWnb0klHToy3AXrNpjXqaA1r9fLOadtWL+9UR+ursdgUNwAAAACYRkEM8JFES1g93amqwkU66WhTd0qJFooWXrNpjZbEI9qwZmVVUWzyLZNL4pHKMZviBgAAAADTmsrlctnrIGYrl8spkUgom80qHo97HQ7QMNmxojL5okYKJbVFQnJiYQoWlrFpjfbkChoaLSpX2Kd4pFkdreEpxbD92RQ3AAAAALhVb62o9gNmAFgp0UKRwnY2rdGSeOSABbDXsiluAAAAADCFj0wCAAAAAAAgULhDDADqMPlRwlyhpHg0JKeVO6kAN2w6h2yKBQAAAN6gIAYAM9g9PK51vf3aOpCpHEsnHfV0p9TVHvUwMsAfbDqHbIoFAAAA3uEjkwBQQ3asWHXxLEl9Axmt7+1XdqzoUWSAP9h0DtkUCwAAALxFQQwAasjki1UXz5P6BjLK5LmABmqx6RyyKRYAAAB4i4IYANSQK5Rqto/M0A4EnU3nkE2xAAAAwFsUxACghngkVLO9bYZ2IOhsOodsigUAAADeoiAGADU4sbDSSWfatnTSkRPjzXRALTadQzbFAgAAAG9REAOAGhItYfV0p6ouotNJR5u6U0q0cAEN1GLTOWRTLAAAAPBWU7lcLnsdxGzlcjklEglls1nF43GvwwGwgGXHisrkixoplNQWCcmJhbl4Blyw6RyyKRYAAADMr3prRc0NjAkAfCvRwgUzMBc2nUM2xQIAAABvUBADDJm8AyFXKCkeDclp5QLMNHI+Pb/mZU+uoKHRonKFfYpHm9XREtaSeMTrsOri15xj7lh7AAAAf6AgBhiwe3hc63r7tXUgUzmWTjrq6U6pqz3qYWQLFzmfnl/zsmtwVNds3q6Hdw5Wjq1e3qkNa1ZqWWerh5HNzK85x9yx9gAAAP7BQ/WBeZYdK1ZdEElS30BG63v7lR0rehTZwkXOp+fXvOzJFaqKYZK0beegrt28XXtyBY8im5lfc465Y+0BAAD8hYIYMM8y+WLVBdGkvoGMMnkuiuYbOZ+eX/MyNFqsKoZN2rZzUEOjdsYt+TfnmDvWHgAAwF8oiAHzLFco1WwfmaEd7pHz6fk1L7nCvjm1e8mvOcfcsfYAAAD+QkEMmGfxSKhme9sM7XCPnE/Pr3mJR2o/3nKmdi/5NeeYO9YeAADAXyiIAfPMiYWVTjrTtqWTjpwYbxubb+R8en7NS0drWKuXd07btnp5pzpa7Yxb8m/OMXesPQAAgL9QEAPmWaIlrJ7uVNWFUTrpaFN3SokWLormGzmfnl/zsiQe0YY1K6uKYpNvmVwSj3gU2cz8mnPMHWsPAADgL03lcrnsdRCzlcvllEgklM1mFY/HvQ4HmCI7VlQmX9RIoaS2SEhOLMwFkWHkfHp+zcueXEFDo0XlCvsUjzSrozVsdTFsf37NOeaOtQcAAPBWvbUiCmIAAAAAAABYEOqtFdn7ZGIAgTd5p0WuUFI8GpLTyp0WAGADvj8DAAC/oyAGwEq7h8e1rrdfWwcylWPppKOe7pS62qMeRgYAwcb3ZwAAsBDwUH0A1smOFasutiSpbyCj9b39yo4VPYoMAIKN788AAGChoCAGwDqZfLHqYmtS30BGmTwXXADgBb4/AwCAhYKCGADr5Aqlmu0jM7QDAMzg+zMAAFgoKIgBsE48EqrZ3jZDOwDADL4/AwCAhYKCGADrOLGw0kln2rZ00pET401mAOAFvj8DAICFgoIYAOskWsLq6U5VXXSlk442daeUaOGCCwC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      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Mencari hubungan antara variabel metascore and rating -->linier\n",
    "plt.figure(figsize=(15,10))\n",
    "sns.scatterplot(data=movies, y='IMDB Rating',x='Metascore')\n",
    "plt.title('Correlation Metascore and IMDB Rating',fontsize=25)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "94efac80-587e-43ed-9909-6af98c03610f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.7509057667744898"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Mencari nilai korelasi antar variabel\n",
    "movies['Metascore'].corr(movies['IMDB Rating']) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f672b90b-f62f-49c1-8aeb-4fa69d3989b4",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Deklarasi target dan input/feature\n",
    "X = movies['Metascore']\n",
    "Y=  movies['IMDB Rating']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "139a356f-806c-461d-af02-b4a81c8dc37b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "X Train = (1402,)\n",
      "X Test = (468,)\n",
      "Y Train = (1402,)\n",
      "Y Test = (468,)\n"
     ]
    }
   ],
   "source": [
    "#Cek jumlah data target dan feature\n",
    "X_train, X_test, Y_train, Y_test = train_test_split(X,Y,train_size=0.75,random_state=0000)\n",
    "print(f'X Train = {X_train.shape}')\n",
    "print(f'X Test = {X_test.shape}')\n",
    "print(f'Y Train = {Y_train.shape}')\n",
    "print(f'Y Test = {Y_test.shape}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "75a91d57-a649-4d76-874d-d2eda0ee5ad9",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train=X_train.to_frame()\n",
    "Y_train=Y_train.to_frame()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "4168c2d3-5493-46b5-a7de-c670fe12c15f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-1 {\n",
       "  /* Definition of color scheme common for light and dark mode */\n",
       "  --sklearn-color-text: black;\n",
       "  --sklearn-color-line: gray;\n",
       "  /* Definition of color scheme for unfitted estimators */\n",
       "  --sklearn-color-unfitted-level-0: #fff5e6;\n",
       "  --sklearn-color-unfitted-level-1: #f6e4d2;\n",
       "  --sklearn-color-unfitted-level-2: #ffe0b3;\n",
       "  --sklearn-color-unfitted-level-3: chocolate;\n",
       "  /* Definition of color scheme for fitted estimators */\n",
       "  --sklearn-color-fitted-level-0: #f0f8ff;\n",
       "  --sklearn-color-fitted-level-1: #d4ebff;\n",
       "  --sklearn-color-fitted-level-2: #b3dbfd;\n",
       "  --sklearn-color-fitted-level-3: cornflowerblue;\n",
       "\n",
       "  /* Specific color for light theme */\n",
       "  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
       "  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));\n",
       "  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
       "  --sklearn-color-icon: #696969;\n",
       "\n",
       "  @media (prefers-color-scheme: dark) {\n",
       "    /* Redefinition of color scheme for dark theme */\n",
       "    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
       "    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));\n",
       "    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
       "    --sklearn-color-icon: #878787;\n",
       "  }\n",
       "}\n",
       "\n",
       "#sk-container-id-1 {\n",
       "  color: var(--sklearn-color-text);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 pre {\n",
       "  padding: 0;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 input.sk-hidden--visually {\n",
       "  border: 0;\n",
       "  clip: rect(1px 1px 1px 1px);\n",
       "  clip: rect(1px, 1px, 1px, 1px);\n",
       "  height: 1px;\n",
       "  margin: -1px;\n",
       "  overflow: hidden;\n",
       "  padding: 0;\n",
       "  position: absolute;\n",
       "  width: 1px;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-dashed-wrapped {\n",
       "  border: 1px dashed var(--sklearn-color-line);\n",
       "  margin: 0 0.4em 0.5em 0.4em;\n",
       "  box-sizing: border-box;\n",
       "  padding-bottom: 0.4em;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-container {\n",
       "  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`\n",
       "     but bootstrap.min.css set `[hidden] { display: none !important; }`\n",
       "     so we also need the `!important` here to be able to override the\n",
       "     default hidden behavior on the sphinx rendered scikit-learn.org.\n",
       "     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */\n",
       "  display: inline-block !important;\n",
       "  position: relative;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-text-repr-fallback {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       "div.sk-parallel-item,\n",
       "div.sk-serial,\n",
       "div.sk-item {\n",
       "  /* draw centered vertical line to link estimators */\n",
       "  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));\n",
       "  background-size: 2px 100%;\n",
       "  background-repeat: no-repeat;\n",
       "  background-position: center center;\n",
       "}\n",
       "\n",
       "/* Parallel-specific style estimator block */\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item::after {\n",
       "  content: \"\";\n",
       "  width: 100%;\n",
       "  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);\n",
       "  flex-grow: 1;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel {\n",
       "  display: flex;\n",
       "  align-items: stretch;\n",
       "  justify-content: center;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  position: relative;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item {\n",
       "  display: flex;\n",
       "  flex-direction: column;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item:first-child::after {\n",
       "  align-self: flex-end;\n",
       "  width: 50%;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item:last-child::after {\n",
       "  align-self: flex-start;\n",
       "  width: 50%;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-parallel-item:only-child::after {\n",
       "  width: 0;\n",
       "}\n",
       "\n",
       "/* Serial-specific style estimator block */\n",
       "\n",
       "#sk-container-id-1 div.sk-serial {\n",
       "  display: flex;\n",
       "  flex-direction: column;\n",
       "  align-items: center;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  padding-right: 1em;\n",
       "  padding-left: 1em;\n",
       "}\n",
       "\n",
       "\n",
       "/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is\n",
       "clickable and can be expanded/collapsed.\n",
       "- Pipeline and ColumnTransformer use this feature and define the default style\n",
       "- Estimators will overwrite some part of the style using the `sk-estimator` class\n",
       "*/\n",
       "\n",
       "/* Pipeline and ColumnTransformer style (default) */\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable {\n",
       "  /* Default theme specific background. It is overwritten whether we have a\n",
       "  specific estimator or a Pipeline/ColumnTransformer */\n",
       "  background-color: var(--sklearn-color-background);\n",
       "}\n",
       "\n",
       "/* Toggleable label */\n",
       "#sk-container-id-1 label.sk-toggleable__label {\n",
       "  cursor: pointer;\n",
       "  display: block;\n",
       "  width: 100%;\n",
       "  margin-bottom: 0;\n",
       "  padding: 0.5em;\n",
       "  box-sizing: border-box;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 label.sk-toggleable__label-arrow:before {\n",
       "  /* Arrow on the left of the label */\n",
       "  content: \"▸\";\n",
       "  float: left;\n",
       "  margin-right: 0.25em;\n",
       "  color: var(--sklearn-color-icon);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {\n",
       "  color: var(--sklearn-color-text);\n",
       "}\n",
       "\n",
       "/* Toggleable content - dropdown */\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content {\n",
       "  max-height: 0;\n",
       "  max-width: 0;\n",
       "  overflow: hidden;\n",
       "  text-align: left;\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content.fitted {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content pre {\n",
       "  margin: 0.2em;\n",
       "  border-radius: 0.25em;\n",
       "  color: var(--sklearn-color-text);\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-toggleable__content.fitted pre {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {\n",
       "  /* Expand drop-down */\n",
       "  max-height: 200px;\n",
       "  max-width: 100%;\n",
       "  overflow: auto;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {\n",
       "  content: \"▾\";\n",
       "}\n",
       "\n",
       "/* Pipeline/ColumnTransformer-specific style */\n",
       "\n",
       "#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  color: var(--sklearn-color-text);\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "/* Estimator-specific style */\n",
       "\n",
       "/* Colorize estimator box */\n",
       "#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-label label.sk-toggleable__label,\n",
       "#sk-container-id-1 div.sk-label label {\n",
       "  /* The background is the default theme color */\n",
       "  color: var(--sklearn-color-text-on-default-background);\n",
       "}\n",
       "\n",
       "/* On hover, darken the color of the background */\n",
       "#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {\n",
       "  color: var(--sklearn-color-text);\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "/* Label box, darken color on hover, fitted */\n",
       "#sk-container-id-1 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {\n",
       "  color: var(--sklearn-color-text);\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "/* Estimator label */\n",
       "\n",
       "#sk-container-id-1 div.sk-label label {\n",
       "  font-family: monospace;\n",
       "  font-weight: bold;\n",
       "  display: inline-block;\n",
       "  line-height: 1.2em;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-label-container {\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       "/* Estimator-specific */\n",
       "#sk-container-id-1 div.sk-estimator {\n",
       "  font-family: monospace;\n",
       "  border: 1px dotted var(--sklearn-color-border-box);\n",
       "  border-radius: 0.25em;\n",
       "  box-sizing: border-box;\n",
       "  margin-bottom: 0.5em;\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-0);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-estimator.fitted {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-0);\n",
       "}\n",
       "\n",
       "/* on hover */\n",
       "#sk-container-id-1 div.sk-estimator:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-2);\n",
       "}\n",
       "\n",
       "#sk-container-id-1 div.sk-estimator.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-2);\n",
       "}\n",
       "\n",
       "/* Specification for estimator info (e.g. \"i\" and \"?\") */\n",
       "\n",
       "/* Common style for \"i\" and \"?\" */\n",
       "\n",
       ".sk-estimator-doc-link,\n",
       "a:link.sk-estimator-doc-link,\n",
       "a:visited.sk-estimator-doc-link {\n",
       "  float: right;\n",
       "  font-size: smaller;\n",
       "  line-height: 1em;\n",
       "  font-family: monospace;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  border-radius: 1em;\n",
       "  height: 1em;\n",
       "  width: 1em;\n",
       "  text-decoration: none !important;\n",
       "  margin-left: 1ex;\n",
       "  /* unfitted */\n",
       "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-unfitted-level-1);\n",
       "}\n",
       "\n",
       ".sk-estimator-doc-link.fitted,\n",
       "a:link.sk-estimator-doc-link.fitted,\n",
       "a:visited.sk-estimator-doc-link.fitted {\n",
       "  /* fitted */\n",
       "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-fitted-level-1);\n",
       "}\n",
       "\n",
       "/* On hover */\n",
       "div.sk-estimator:hover .sk-estimator-doc-link:hover,\n",
       ".sk-estimator-doc-link:hover,\n",
       "div.sk-label-container:hover .sk-estimator-doc-link:hover,\n",
       ".sk-estimator-doc-link:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,\n",
       ".sk-estimator-doc-link.fitted:hover,\n",
       "div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,\n",
       ".sk-estimator-doc-link.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "/* Span, style for the box shown on hovering the info icon */\n",
       ".sk-estimator-doc-link span {\n",
       "  display: none;\n",
       "  z-index: 9999;\n",
       "  position: relative;\n",
       "  font-weight: normal;\n",
       "  right: .2ex;\n",
       "  padding: .5ex;\n",
       "  margin: .5ex;\n",
       "  width: min-content;\n",
       "  min-width: 20ex;\n",
       "  max-width: 50ex;\n",
       "  color: var(--sklearn-color-text);\n",
       "  box-shadow: 2pt 2pt 4pt #999;\n",
       "  /* unfitted */\n",
       "  background: var(--sklearn-color-unfitted-level-0);\n",
       "  border: .5pt solid var(--sklearn-color-unfitted-level-3);\n",
       "}\n",
       "\n",
       ".sk-estimator-doc-link.fitted span {\n",
       "  /* fitted */\n",
       "  background: var(--sklearn-color-fitted-level-0);\n",
       "  border: var(--sklearn-color-fitted-level-3);\n",
       "}\n",
       "\n",
       ".sk-estimator-doc-link:hover span {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link {\n",
       "  float: right;\n",
       "  font-size: 1rem;\n",
       "  line-height: 1em;\n",
       "  font-family: monospace;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  border-radius: 1rem;\n",
       "  height: 1rem;\n",
       "  width: 1rem;\n",
       "  text-decoration: none;\n",
       "  /* unfitted */\n",
       "  color: var(--sklearn-color-unfitted-level-1);\n",
       "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link.fitted {\n",
       "  /* fitted */\n",
       "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-fitted-level-1);\n",
       "}\n",
       "\n",
       "/* On hover */\n",
       "#sk-container-id-1 a.estimator_doc_link:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-3);\n",
       "}\n",
       "</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow fitted\">&nbsp;&nbsp;LinearRegression<a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://scikit-learn.org/1.5/modules/generated/sklearn.linear_model.LinearRegression.html\">?<span>Documentation for LinearRegression</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></label><div class=\"sk-toggleable__content fitted\"><pre>LinearRegression()</pre></div> </div></div></div></div>"
      ],
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Proses Learning\n",
    "lr= LinearRegression()\n",
    "lr.fit(X_train, Y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "4a8d2c06-bb4e-4180-9cb6-a5372b37c3fc",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Intercept = [4.63382777]\n",
      "Coefission = [[0.03752054]]\n"
     ]
    }
   ],
   "source": [
    "#Mencari nilai intercept dan koefisien\n",
    "print(f'Intercept = {lr.intercept_}')\n",
    "print(f'Coefission = {lr.coef_}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "a58e21c4-1938-4e0e-8e13-b98f341fe10d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Persamaan:   Y= 0.0375X+4.633"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "74eb2509-4485-4499-aed1-ecb5fcec3ef4",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Proses Test\n",
    "X_test=X_test.to_frame()\n",
    "Y_predict= lr.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "85345f5e-38c0-4d45-8dcb-b92e2c0f6f02",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Hasil prediksi vs Test IMDB Rating')"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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y2wsXLpRuueUWaaeddvK0D5WgHEeaJOnPl9/97neWn/3pT3+qLnPnnXdabreSjrRcLqdzB37961+3XM7vvW3Tpk3S5MmT1c8ceOCBvttmh19H2uOPP647Tvfff7/tsm+++aa03XbbSTfffLO0YMECqVgsmpZZunSp9J3vfEddXywWk/7zn//YrtPrPdFIKY60kSNHSrFYTLr22mt19z1JkqR3331XGj9+vLrstttuK4miaLv9E044QbeP119/vWkM8eKLL0qTJk3yda8hCIKIGiSkEQRBVJmwhDSjGGNHNpuVDjzwQNNEzch3v/tddZmf/exnntYtCILl+1EQ0rzsyyeffKILz/zud79ruZxxogJA+vWvf+3anv/7v/9Tlx8xYoS0YMECx+V/9atfqcvvsMMOlhO4999/X9eOn/zkJ573r9JC2rp166QpU6boRBcmKFjxl7/8RV3WTiAzYtfnghZVVq5cKcViMXV9n3zyiePyxu3PmzdP9/9CoaCKFbFYTFq8eLGndtjtb7l4FdL++7//W11m8uTJtmIz44ILLlCXP+qoo0z/58MdJ0+eLOXzede2hvWdW1GukLZs2TL1va985Sumz4miKE2YMEEC5AcYTJgPU0iTJEnad9991XXYCcde7m3ZbFZavHixdNddd6n7BUBqa2uTPvzww5LaZoUfIS2bzepCE9PptLRhwwbb5TOZjKO4xHPZZZep6z311FNtlwtTSAMg/elPf7Jd55w5c3TXtldeecVyuRdffFG3zttuu812nStXrtQ9mCIhjSCIWoOKDRAEQUQIp6TCdj9vvPGGp3W3tbV5Wq65uRm//vWv1dd2Sa/XrFmj/u01wXoikfC0XLXYeeedccMNN9j+f6+99sLVV1+tvv7b3/6Gnp4e1/XuueeeuPbaax2XkSRJF+pzxx13YLfddnP8zHXXXacus3TpUrz44oumZe69917170mTJuFXv/qV7fqM+1dJli9fjkMPPVRNkL/ddtvhrbfecgzlinKfmzhxoi5B+SOPPOK4PP//KVOmYMqUKbr/b9q0SS3OMXr0aOy4446e2lHNcyyTyeDOO+9UX8+cORNjx451/Mwdd9yBkSNHApArIxpDnfnvfOrUqUilUq7tiPp1xonttttO7duffPKJGt7HeO2117B69WoAwAknnKAeu7AZNWqU+ndXV5fr8nb3tpaWFuy00064+OKL1f064ogj8NZbb+kqhIbFvHnzMH36dHzyySfqe1deeSVGjx5t+5mWlhbE496mVDfddJNarGHWrFlqaHc1Oeqoo/Bf//Vftv/fb7/9dGHn//nPfyyX4+81e+21F6688krbdU6cOBG//OUvS2gtQRBENCAhjSAIgjBxwAEHqH9/8MEHlss0Nzerf8+bN6/ibQqDH/7wh0gmndOH/vCHP1Qn6plMxlK8MvK9733PdaL14Ycf4vPPPwcgCydnnXWW63pjsZhuuVdffdW0DC+Efv/730dTU5PjOvn9qxTz58/HIYccguXLlwOQhaS33noL2223nePnot7nzj77bPXvRx99FJIk2S778MMPq3+fc845pv/z+7px48ZQc2CVyqxZs9Qqqfvss48p55sVra2t+MY3vqG+NvZh/jh8+umnkcgBV2lmzJih/j1z5kzd//jX/HJhM3z4cPVvu8q4pTBt2jRcfPHF2HPPPQNbp5GXXnoJxx13nO7niCOOwKRJk7DXXnvhzTffVJc955xzcNNNNwW27SFDhmD33XcHIN8/FixYENi6S8WuWjAP/5Bg4cKFpv8Xi0U8//zz6usLLrjA9Z537rnnorW11UdLCYIgogMVGyAIgogQTkmF7Xj//fc9OQJ4VqxYgVdeeQXz5s3Dpk2b0NfXZ/tkvKurC5lMxjTg3XffffHPf/4TAPCLX/wC22yzDc4880xXISrKHHfcca7LjB49Gvvuu6+a7HvOnDk47bTTHD/DT0Ls4Cdv06ZN8yxm8Q6ujz76SPe/lStXYtOmTepru+TqPMb9C5q3334bJ510ktpnDzroIDz77LO6ibkd++67r/r3c889h+uuuw7XXHMNhg4dWpG2+uW0007DJZdcgkKhgNWrV2P27Nk4/PDDTct98sknauGHWCyGb3/726Zlhg8fjsmTJ2PFihWQJAmnnHIK/vznP5uca1GC78N+kog79WHelbRgwQJ873vfw29+8xvLJPz1wumnn44f//jHGBwcxMMPP4zf/OY3SCQS6O/vx9NPPw0AGDlyJE488cSqtZEXNGOxmOvydvc2URTR2dmJhQsXIpPJYPbs2Zg9ezb2339/PPHEE5g4cWKg7QaAdevWYd26dY7L7Lvvvrjhhhtsi+3Y0d3djRdeeAEff/wx1qxZg97eXuTzed0yy5YtU/9eu3Yt9tprL1/bCJqDDjrIdZlx48apf7OiHjwLFy5UC7wAwJFHHum6zra2Nuy///6eXfUEQRBRonZnOwRBEHXInnvuqXuq64UjjjjC80B04cKFuPTSS/HSSy85umWM9PT0mIS0733ve7j99tvR39+PTCaDc889F5dffjmOP/54HH744TjssMOw0047+dqXapJOpz2Hz+2+++6q0MSqmjmx/fbbuy7Dh3DNmTPHk6gH6N0grOoqg6+aCEB1QrjB71+QfPDBB3jiiSeQyWQAANOnT8fTTz/tOez4sMMOwz777KOKLbfccgt+//vf4+ijj8ZRRx2FQw89FPvuu2/VQvtGjBiB448/XhWYH3nkEUshjQ/rnDZtGiZMmGC5vssuuwyXXnopAOC9997Dnnvuib322gvTp0/HtGnTcMghh3gSIMOC78P//ve/1bBdN/iKh8Y+PHHiRHzjG9/A3//+dwDAgw8+iL/+9a+YNm0ajj76aBx22GGYOnWqq9Oylhg6dCi+/vWv4/HHH8f69etVB9VTTz2FgYEBAMCZZ57pKcy1UvAh7V4qR7rd2wqFAp555hlcccUVWLNmDebMmYMjjzwSH3zwQSCVKf3y+eef6ypPutHV1YWf/vSnePDBB9WQbC94SQ1QabbeemvXZfj7P7t+83zxxRfq37FYzPO9f9dddyUhjSCImoSENIIgiAZh9uzZOP744y0HwW5YTQzGjRuHp556Cqeffro6Gdi8eTMeeughPPTQQwCA8ePH4+STT8YFF1xQ9afubgwbNsyzAMPnJbJ6Om+kvb3ddZktW7aof69atcrXJI5hnJTxTsXW1lY1N48blcq7xIcxpdNp3H333Z5FNECeoD311FM44YQT1DDYwcFBPPvss3j22WcBAB0dHZg+fTrOO++8qjh2zj77bFVIe/LJJ3HnnXfqBA9JkvDoo4/qlrfjkksuwaJFi3D33Xer782dOxdz587F7bffjng8jv322w9nnnkmvvvd71bdmcf34YULF1qGgLlhJSzcd9992Lhxo5qbSRAEvPrqq2oYaEtLC4488kice+65OO2002o6RxrjO9/5Dh5//HEAwF/+8hccd9xx+Mtf/qL7fzXhna5BCF2pVAqnnXYa9ttvP+y1117o6+vDihUrcO211+pybwXBjBkz8OCDD6qvmYP0nXfewW233YZ58+Yhk8ngkksuAQD86Ec/clzf+vXrcfjhh3t6qGLEj+hWKdLptK/lrR7C8ffBIUOGeHamV/uaRRAEUSqUI40gCKIB6O3txWmnnaaKaO3t7bj00kvx7LPPYsmSJWpopyRXc/bsVps+fToWLVqEq6++Gttss43p/2vWrMFdd92FvffeG+eff35JIl5Y+JlM8O4XLxMhL4momdOkHIz5o/iQolL3L0gOOOAAddKdz+dx7LHH6txIXpg0aRI+/vhj/OEPf7DMo9Tb24snn3wSJ510Eg466CCsWLEikLZ75etf/zo6OjoAyG7B5557Tvf/2bNnqwn0m5qacOqpp9quKxaL4a677sIbb7yBb3zjG6bvpVgs4v3338cVV1yByZMnuxY4qDSV6MOALNTMnj0bM2fOxEEHHWQKJcxms5g1axa+/e1vY4899sDHH39cdjuqzbHHHquGrz7zzDP49NNP8dprrwEAdtllF98pAIIkl8vp3IdeHLdemTx5Ms4//3z19UMPPaQLGawEqVQK2223Hc4++2zMmTMHJ5xwgvq/K6+8EnPnznX8/He/+11VRIvH4zj99NPx6KOP4tNPP0VXVxdyuZzu3mrlUm1UvBZpIAiCiBp09SIIgmgA/u///g8bN24EIOeq+fDDD3HHHXfghBNOwA477IAhQ4boXBx9fX2e1z1mzBjceuutWLt2LRYsWIC77roLp59+uq6qmyRJePDBBy1zQUUFP/vML8tEk3Lhn8xffPHFuomX15+VK1fq1sm3zc9k1M+x8MMuu+yCl19+WQ1HXLZsGY488kjXfEVGmpqacMkll2Du3LlYu3Yt/vrXv+KCCy4wTejfffddHHnkkb5zCJZDc3MzvvnNb6qv+aICxtcnnHCCp9DMadOm4emnn0Z3dzdefvll/PznP8e0adN0ro+uri6cffbZag6tasD34dtvv72kPvz6669brjsej+M73/kO3n77bWzatAlPPvkkLrnkElOV14ULF+Koo45SC1nUKslkUi0kks1m8e1vf1t9wFFtN9oHH3ygE+m9FJXwA59TcnBw0LbgTSVIp9N4+OGH1Wqz+XweF110ke3yn3zyiS5k9bHHHsNjjz2GM888E7vvvjuGDRtmeohRqetrNeHP/f7+foii6OlzYV6bCYIggoSENIIgiAbgpZdeUv++9NJLXXOB+XUJMXbbbTdcdNFFeOyxx/Dll19i1qxZOtfQP//5T11C8ijR09PjeVDPu5xGjx4dyPb55OlM9CwXvm2CIKhOKDcq6eLae++98dJLL2HYsGEA5BxzRx55JNavX1/S+rbZZhucffbZuPfee7F06VJ8/PHHOiFr1apVuPPOO4Noumf4cM1//etf6sQ5n8/jySeftFzOC83NzTj66KPxy1/+Em+88QY2bNiAW2+9VZe/6Kqrriqz9aVTiT5sxciRI/Gtb30Lf/jDHzB//nwsWbJEV3mwu7sbv/71ryu2/bDgBTPmAIvH45ZVXsPkvvvu072eNm1aoOtn1wZGqdeGcrZ/yy23qK/ffvttXfVjHv7eesQRRzg6TBml3l+jzLbbbqv+LUkSFi9e7OlzpYR/EwRBRAES0giCIBoAPhHwfvvt57r8O++8U/Y2E4kEjj/+eLzyyis6d9qLL75Y9rorhZcE+5Ik6RwSfFXBcjjwwAPVv999991A1jllyhSd07CU/asE++67L1588UXVxbB48WIcddRR2LBhQ9nr/spXvoInn3xSVzUu7D531FFHqY6WbDarJsp/7rnnVLF26NChOOmkk8razogRI3D11VfjrrvuUt9bvny5ripgmFSiD3thhx12wP/7f/8PM2bMUN+z+s6NYWR+Cq5Ug6985SumKq1HHHGEbXGKMFi6dCn+9re/qa/33XdfT/cUPxgfaHjN7Rgk55xzDnbeeWf19Q033GDZX/zeW1esWOHpOsf31aj3U0B2G/P5LlkYshOZTAZz5sypZLMIgiAqBglpBEEQDUChUPC1PJ+IuVxGjRqFQw45RH0dhFhSKR577DHXZd544w2dQ4IPQyqHo48+WhW9Vq9e7Wki4kZrayv23Xdf9TVLXu6Ecf8qxf77748XXnhBDT9lIXlBOJlisRi+/vWvq6/D7nPxeBxnnnmm+pqFc/Jhnd/61rcCy0V3yimn6F5X6xw79thj1b/ffvttU9XYSsMfB6tjYCxskc1mK92ksuHFQaC6YZ2ZTAannXYaBgcH1feuv/76wLcze/Zs3euJEycGvg03EokErrvuOvX13Llz1SIiPJW6t/J9tRb6aSKR0J3/9913n6sA+PDDDweSV5EgCKIakJBGEATRADB3DAC18p0dTzzxhGkiY4Wfp+R8TpggKrxVioceekitBmmFJEn4+c9/rr7efffdA3NjbLPNNjjjjDPU15deemkgxRnOPfdc9e8nnngCn3zyie2yxv2rNAcccACef/55tarpZ599hqOOOkpXEdDYPq9Uu8/x4XevvPIKli5din//+9/qe25hnaXuK1C9c2zq1Kk4+OCDAQCiKOLiiy+2LB7ghyC/82HDhqG5uVl9HbbQVwpXXnmlLoecUVgLiyVLluDAAw/UXT9OPfVUk4hbLkuXLtWJTWPHjsVXvvKVQLfhlbPOOgvbbbed+vpXv/qVaRk/99YVK1bgf/7nfzxte+utt1b/Xr58eU240vjw6o8//hi///3vbZddvXo1fvazn4XRLIIgiIpAQhpBEEQDwFcJu/POOzF//nzL5V544QWcd955ntZ59NFH45577kFvb6/jcs8++6wugXjQ+XSCRBAEnHzyyZa5xERRxCWXXIK33npLfe/aa68NdPu/+MUvVFFp/vz5OOaYY3ShQ1YUi0W89NJLOPbYY7Fo0SLT/2fMmKFO9orFIr75zW9i1apVpuVEUcSPf/xj3f6FwUEHHYTnnnsOQ4YMAQAsWLAARx99NDZv3mxa9vLLL8d1112H1atXO65zxYoVuPvuu9XX1ehz++yzD3bZZRcA8rE955xzVGfJuHHjcMQRRzh+fvbs2TjppJPw+uuvO06iRVHU9cOtt94aO+20U/k7UCK33XabWgThxRdfxDe/+U10dnY6fiafz+Ppp5/GgQceqHM7sfVddNFFln2bZ/PmzfjNb36jvrb6zhOJhC5n4x/+8Ieyhb56pre3Fy+++CLOOuss7Lbbbrr7xv7774+//OUvpgqqpVIoFPD444/jiCOO0LmUfvrTnwa2Db8kk0ndufXBBx+YqvDy99Z33nkHM2fOtFzXihUrcOyxx3p2YE2ZMkU9j7Zs2YK//OUvfpsfOscee6zOlXbVVVfhv//7v01C/yuvvILDDz8cGzdu1KV9IAiCqCWS7osQBEEQtc4PfvAD3Hbbbchms+jr68PBBx+MCy+8EEceeSTa2trwxRdf4O9//7ta8e/73/++KaG0keXLl+Oiiy7CFVdcgenTp+Oggw7CrrvuihEjRkAURaxcuRKzZs3CU089pU5W99tvP91AO0qMHz8e2267Ld5++21MmTIFP/zhD3HYYYehpaUFixYtwn333YcPP/xQXX769OmBJ/3eYYcdMHPmTJx66qkoFot4++23seOOO+LUU0/FUUcdhYkTJ6KpqQk9PT1YsWIFPvzwQzz//PNqGJuV4NLe3o4777wT3/rWtwDIE7o999wTP/zhDzFt2jS0tbVh4cKF6v41NTXhuOOOs02uXQkOOeQQzJo1C8cffzwGBgYwf/58fPWrX8Wrr76qcxZ1d3fjf//3f/Gb3/wGBx98MA4//HDstdde2GqrrZBKpfDll19i9uzZePDBB9XJW0dHB3784x+Hti88Z599turwe++999T3v/3tb5vydRmRJAnPPvssnn32WUyYMAHHH3889ttvP0yYMAHt7e3o6+vD/PnzMXPmTCxYsED93E9/+lPXdVeSQw45BP/zP/+DSy+9FADwj3/8AxMnTsSZZ56Jww8/HNtssw2SySS6u7uxZMkSfPDBB3j++efR3d1tub5sNot77rkH99xzD/bee28cddRR2HvvvTFmzBi0tLRg8+bNePfdd3H//ferTkajAMJz1llnqbkC77//fjz77LPYY489dKF0Z555pi40t56ZMWOGLgeZIAjo6elBZ2cnVq5caSk0Xnzxxbj99tt95S6bN28ejjvuONP7oiiiu7sbn332mcmB+61vfcuxYmYYzJgxAzfddJMq3t900004/vjj1f+za9DcuXMBAOeff74qII8ZMwabN2/Gyy+/jAceeACZTAZ77rknmpubXfNVdnR04KSTTsIzzzwDADjvvPNw8803Y/vtt9dVAf3Vr35lqlxbTf785z/jkEMOwerVq1EsFnHTTTfht7/9LaZMmYKWlhYsW7ZMfVB14IEH4uijj1YLgxirmxIEQUQaiSAIgqgqM2bMkABIAKTDDz/c9+cPP/xw9fMzZsywXe4vf/mLFIvF1GXtfg477DApm83q3luxYoVpfRMnTnRdF/+z4447SqtWrbJs2wMPPODpGPD7+sADD/g7UBa89tpr6vomTpworVy5Uho/frzrvuy3335ST0+P7XpXrFihW94vs2bNkoYOHerr+AKQPv/8c9t1/va3v3X9fDwel+69917phhtu8NSn3PqIJEme1yVJkvT6669Lra2t6vJ777231NnZqf6fP1e8/LS1tUkvvvii5bbK/Y68sGzZMst2ffzxx66f5fum158f/vCHUrFYrMi+GI+X2/n3wAMPSE1NTb73IZvN6tbD9x8vP8lkUpo5c6Ztu/L5vHTkkUc6ruOGG24o+TgZvze788J4POfPn1/yNq2229fX52k5rz/pdFo6/fTTpTfffNNzm/yer/y2brjhBimfz5d1THi83ietuPPOO3Xte/nll3X///TTTz1dr8eNGyctWrTI831sxYoVrvej1157TfcZ/pjb9eNSrn1e79GSJEmLFy+W9txzT8d2H3nkkdLGjRula665Rn3vJz/5iae2EARBRAEK7SQIgmgQzj33XPzjH//A5MmTLf8/fPhwXH/99Xj11Vd1eYTsuOWWW3DKKaeolRftGDVqFK699lp89NFH2HbbbUtqe1hMnDgRH374IU455RRdtUtGS0sLrrzySsyePVtNkl8Jjj/+eCxatAhXXHEFhg8f7rjs1ltvjfPPPx+vvfaarsqckSuvvBKzZs3C9ttvb/n/HXfcEc8++ywuuOCCstpeDocffjj+/e9/o7W1FYCcZ+eYY45R3Uo/+MEP8N3vfhfjx493XE9zczPOOussfPrppzjmmGMq3WxbtttuOxx00EG693bbbTdPOZ+mTJmCG2+8Efvtt59lX+TZZ5998PTTT+Oee+6pWhickfPOOw+ff/45vve975mS/BuZNGkSfvSjH2HOnDmma8+pp56KH/3oR7b9lpFIJHDiiSfiww8/dEzIn0ql8NJLL+HBBx/ESSedhAkTJlSlKmRUaWlpwdZbb42dd94ZRx11FH7yk5/gb3/7G9asWYPHHnsssOIqjFgshvb2dkyePBknn3wyfv/732P16tW48cYbkUqlAt1WqXzve9/T5UL75S9/qfv/7rvvjnfffdf22KRSKZxxxhn45JNPfIVdT5o0CXPnzsUtt9yCadOmYfTo0TXh2tpxxx3xwQcf4N5778VRRx2ltps5ax999FG89NJL2GqrrXTFZSjMkyCIWiImSTWQvZIgCIIIDEEQ8M4772Du3Lno7e3FqFGjMGnSJBxxxBElDdKLxSI+++wzLFq0CGvWrEFfXx/S6TRGjhyJKVOmYO+9947MhMjI66+/jiOPPBKALKKtXLlS/d/atWvx1ltvYc2aNYjFYpg0aRKOOeYYNYdZWBSLRXz44YdYsGABNm/ejFwuh46ODowfPx677babo3hmhSRJeOeddzB//nx0dnZizJgx2G233XDggQdWaA8qwxdffIH58+dj1apV6O7uRiwWw9ChQ7Hzzjtj//33r6jQGTb9/f345JNPsHTpUmzatAm5XA5DhgzBuHHjsN9++9mK41Ehn8/jvffew+LFi7FlyxaIooiOjg5MnDgRe+yxByZNmuRpPRs2bMDcuXOxYsUKdHV1oVgsoqOjA9tvvz2mTp2KkSNHVnZHCMKFBQsW4O2338bmzZvR3t6OcePG4fDDD490kZ1qMmXKFHz66acAgOeee84y/JcgCCKKkJBGEARBNCxOQhpBEARBEJVhzpw5mDp1KgA5r+GXX35JYjhBEDUDhXYSBEEQBEEQBEEQodDX14fvf//76uuvfe1rJKIRBFFTkJBGEARBEARBEARBlMXg4CCmTJmCu+++G2vXrjX9XxAE/Otf/8LUqVMxb948ALIb7brrrgu7qQRBEGWRrHYDCIIgCIIgCIIgiNrn008/xcUXX4yLL74Y22yzDSZNmoSWlhb09PTg888/x8DAgG75X/3qV9hvv/2q1FqCIIjSICGNIAiCIAiCIAiCKAtj1eB169Zh3bp1lst2dHTg9ttvxw9+8IMwmkYQBBEoJKQRBEEQBEEQBEEQZdHU1IQVK1bg73//O9588018/vnnWLduHQYGBtDU1ISRI0dijz32wFe/+lWcf/75GD58eLWbTBAEURINWbWzWCxi3bp1aG9vNz05IQiCIAiCIAiCIAiCIBoLSZLQ19eHbbbZBvG4fUmBhnSkrVu3DhMmTKh2MwiCIAiCIAiCIAiCIIgIsXr1aowfP972/w0ppLW3twOQD05HR0eVW0MQBEEQBEEQBEEQBEFUk97eXkyYMEHVjOxoSCGNhXN2dHSQkEYQBEEQBEEQBEEQBEEAMBdPMWIf9EkQBEEQBEEQBEEQBEEQhAoJaQRBEARBEARBEARBEAThARLSCIIgCIIgCIIgCIIgCMIDJKQRBEEQBEEQBEEQBEEQhAdISCMIgiAIgiAIgiAIgiAID5CQRhAEQRAEQRAEQRAEQRAeICGNIAiCIAiCIAiCIAiCIDxAQhpBEARBEARBEARBEARBeICENIIgCIIgCIIgCIIgCILwAAlpBEEQBEEQBEEQBEEQBOEBEtIIgiAIgiAIgiAIgiAIwgMkpBEEQRAEQRAEQRAEQRCEB0hIIwiCIAiCIAiCIAiCIAgPkJBGEARBEARBEARBEARBEB4gIY0gCIIgCIIgCIIgCIIgPEBCGkEQBEEQBEEQBEEQBEF4gIQ0giAIgiAIgiAIgiAIgvAACWkEQRAEQRAEQRAEQRAE4QES0giCIAiCIAiCIAiCIAjCAySkEQRBEARBEARBEARBEIQHSEgjCIIgCIIgCIIgCIIgCA+QkEYQBEEQBEEQBEEQBEEQHiAhjSAIgiAIgiAIgiAIgiA8QEIaQRAEQRAEQRAEQRAEQXiAhDSCIAiCIAiCIAiCIAiC8AAJaQRBEARBEARBEARBEAThARLSCIIgCIIgCIIgCIIgCMIDJKQRBEEQBEEQBEEQBEEQhAdqUkjr6+vDZZddhokTJ6KlpQUHH3ww5syZU+1mEQRBEARBEARBEARBEHVMTQpp3//+9/HSSy/hoYcewvz58zF9+nR89atfxdq1a6vdNIIgCIIgCIIgCIIgCKJOqTkhLZvN4qmnnsJtt92GadOmYYcddsCNN96IHXbYAffcc0+1m0cQBEEQBEE0ML29wEcfAZJU7ZYQRLCIIvDuu0AuV+2WEPVMPi/3M1GsdksIwp6aE9IEQYAoimhubta939LSgrfeesvyM7lcDr29vbofgiAIgiAIggia888H9t1XFtMIop7461+Bgw4Cbr652i0h6pnbbpP72YMPVrslBGFPzQlp7e3tOOigg3DTTTdh3bp1EEURf/3rX/HOO+9g/fr1lp+55ZZbMHToUPVnwoQJIbeaIAiCIAiCaAS++EL/myDqhdWr5d/Ut4lKQtdQohaoOSENAB566CFIkoRx48ahqakJf/jDH/Dtb38b8bj17vz0pz9FT0+P+rOa3QUIgiAIgiAIIkBYOBKFJRH1hiDIv6lvE5WkWJR/s/5GEFEkWe0GlML222+PN954AwMDA+jt7cXYsWNxxhlnYLvttrNcvqmpCU1NTSG3kiAIgiAIgmg02OSPJoFEvcEENOrbRCWhhxFELVCTjjRGW1sbxo4di66uLrzwwgs4+eSTq90kgiAIgiAIooEhsYGoV0jgIMKArqFELVCTjrQXXngBkiRh5513xtKlS3HVVVdhl112wfnnn1/tphEEQRAEQRANDIW/EfUKCRxEGFBoJ1EL1KQjraenBxdffDF22WUXfOc738Ghhx6KF154AalUqtpNIwiCIAiCIBoYCu0k6hXq20QYkGBL1AI16Ug7/fTTcfrpp1e7GQRBEARBEAShg8LfiHqF+jYRBuRII2qBmnSkEQRBEARBEEQUIdcOUa+QU4gIA+pnRC1AQhpBEARBEARBBAQJaUS9QgIHEQbUz4hagIQ0giCIOieXAy66CHj22Wq3hCAIov6h8DeiXqG+TYQBhXYStQAJaQRBEHXOW28B99wD3HBDtVtCEARR/5AjjahXqG8TYUCONKIWICGNIAiizsnl5N99fdVtB0EQRCNAYgNRr5DAQYQBOdKIWoCENIIgiDqHDUiy2eq2gyAIohGg8DeiXqG+TYQB9TOiFiAhjSAIos4hIY0gCCI8yJFG1CvkSCPCgPoZUQuQkEYQBFHnkJBGEAQRHiSkEfUKCRxEGFBoJ1ELkJBGEARR5/BCmiRVty0EQRD1TLGoXWcpLImoN5iwQX2bqCQk2BK1AAlpBEEQdQ4T0opFoFCoblsIgiDqGV5goEkgUW+QwEGEAfUzohYgIY0gCKLOYUIaAGQy1WsHQRBEvUNCGlHPUBJ4IgwotJOoBUhIIwiCqHN4IY3ypBEEQVQOfuJHYgNRb5BTiAgD6mdELUBCGkEQRJ1DQhpBEEQ48BM/mgQS9QYV0iDCgBxpRC1AQhpBEESdQ0IaQRBEOPAuNHKkEfUGhXYSYUCONKIWICGNIAiiziEhjSAIIhzIkUbUMyRwEGFA/YyoBUhIIwiCqHNISCMIgggHEtKIeoYEDiIM2LiVnI9ElCEhjSAIos4hIY0gCCIcKLSTqGcotJMIAxJsiVqAhDSCIIg6h4Q0giCIcCBHGlHPULEBIgyo2ABRC5CQRhAEUeeQkEYQBBEOJKQR9Qw5hYgwoH5G1AIkpBEEQdQ5JKQRBEGEA4V2EvUMhXYSYUBCGlELkJBGEARR55CQRhAEEQ7kSCPqGSZwFIuAJFW3LUT9QqGdRC1AQhpBEESdwwtpmUz12kEQBFHvkJBG1DN8nyZXGlEpyJFG1AIkpBEEQdQ55EgjCIIIBwrtJOoZvk+TyEFUCnKkEbUACWkEQRB1Tr0Iab29wP/7f8CmTdVuCUEQhDXkSCPqGRLSiDAgRxpRC5CQRhAEUefUi5D2wAPAD38I/Pa31W4JQRCENSQ0EPUMOS6JMCAhjagFSEgjCIKoc+pFSOvqkn9v2VLddhAEQdhBOaSIeoaEYiIM2LiVrqFElCEhjSAIos6pFyGN7UehUN12EARB2EGhnUQ9Q/2bCAO+Oiw/hiWIKEFCGkEQRJ1DQhpBEEQ4kGOHqGcotJMIA37cSv2MiCokpBEEQdQ59SKkSZL8m4Q0giCiCoV2EvUMCcVEGFA/I2oBEtIIgiDqnHoR0siRRhBE1KHQN6KeIYGDCAPqZ0QtQEIaQRBEncMPSEhIIwiCqBwU+kbUM+S4JMKAfwBMQhoRVUhIIwiCqHP4AUkmU712lAuFdhIEEXXIkUbUM+QUIsKA+hlRC5CQRhAEUedQaCdBEEQ4kJBG1DMkcBBhQI40ohYgIY0gCKLOISGNIAgiHCi0k6hnqH8TlYYfswIkpBHRhYQ0IjL09gKHHQbccUe1W0IQ9UW9CGkU2kkQRNQhRxoRFr/4BXDMMUA+H872JImcQkTwFIvAN74BXH65/Noo0NZaP5Mk4OyzgR/8oNotISoNCWlEZHj3XeCtt4C77652SwiivqgXIY0caQRBRB0S0oiw+H//D3j5ZWDBgnC2ZxQ4yJFGBMEXXwDPPAP86U/ya6Mjrdb6WVcX8MgjwJ//HJ7ITVQHEtKIyJDLyb87O6vbDoKoN+pFSCNHGkEQUYdC34iwYPdCo/BQKWrdKUREEyY2sf5U6/2Mby+NV+sbEtKIyMCEtK6u8AYFBNEI8OeTKNbujZ0caQRBRB1ypBFhwfoXCWlELWMU0mo9RxoJaY0DCWlEZGBCWrEo50sjCCIYjIOSWnWlsf2otUEVQRCNA1U1JMKi2kIaOS6JIODFpmKx9gVbvv0kpNU3JKQRkYEJaQCFdxJEkNSLkEahnQRBRB1+0kdCA1FJwhbSjIJGrQkcRDTh84iJYu0LaeRIaxxISCMiAwlpBFEZ6kVIo9BOgiCiDoV2EmHBBAcK7SRqGX5MJ4q1H9pJjrTGgYQ0IjLwTyRISCOI4DAOSjKZ6rSjXEhIIwgi6hiLDTAnLUEEDYV2EvUAOdKIWoWENCIy8I60LVuq1w6CqDfqxZFGoZ0EQUQd46SPiicRlaBY1O6JYYm1tS5wENGEH9MJAjnSiNqBhDQiMlBoJ0FUhnoR0siRRhBE1KE8UkQY8P2KQjuJWsYY2lnr/YyEtMaBhDQiMpCQRhCVoVQhbXAQmDcvOqFJJKQRRHl89hkwMFDtVoTLkiVAV1d426v1SWC9UCwCn3xSvfvFwIB8vlWKaghpxr5MoZ3Vp7MTWLq02q0oDwrtJGoVEtKIyEBCGkFUhlKFtMsvB/baC3j55eDbVAp8aGdUxD2CqBXmzgV23x2YMaPaLQmP9euBXXcFTjwxvG2S2BANHn0U2Htv4Fe/qs72Z8yQz7e5cyuzfnKkEQBw3HHyNW7Dhmq3pHTcig3U2jWUHGmNAwlpRGQgIY0gKkOpQhp7yvnFF8G2p1T4/ai1gRVBVJtVq+TfK1ZUtx1hsnq1fK0I8xpGoZ3RYOFC+Tfr92GzcmVltx8FIY3uw9Vn5Uq5L6xeXe2WlE49O9Jqre2EP0hIIyIDVe0kiMpQqpDGlotKsmy+HfSUjyD80YjFOti+hnkNI7EhGvT1yb+rdf9i263URDoKQhqJBNWHfQe8GaHWoGIDRK1CQhoRGahqJ0FUhnoR0vhwThqcEIQ/GjHHIJuAhXkNI0daNOjtlX9XS8hk2yUhjagk7DsYHKxuO8qh3hxpJKQ1DiSkEZGBQjsJojKUK6RFJR8ZOdIIonTIkRYOJKRFAyakVetBEJtMV0rIo2IDBKB9B7UspNVb1U4qNtA4kJBGRAYS0giiMtSLI42ENIIonUYU0tiEJswJP4V2RgMW2lmt41/p0E5+v8J62FXrAkc9Uo+ONArtJGoFEtKIyGAU0qLigiGIWocNSmIx+Xcm4+1zbLmoCGkU2kkQpdOIoZ3kSGtcouJIo9BOopLUg5BmzJFW6/2MHGmNAwlpRGTghTRR1J4mEgRRHmyQ3dYm/yZHGkE0Ho3oSItCsYFamwTWC9XOkcb6XD2FdpLbMlpIkvbd17KQRo40olYhIY2IDPyFFKCCAwQRFCSkEQTRiEJaFIoNkNhQHapdtbMeHWnktowW/LWlXqp2Uo40opYgIY2IDMabAOVJI4hgKEVIE4TqTEKdoNBOgigdCu0MBxIbogGFdgZPrQsc9QZ//OvJkVbr/YwcaY0DCWlEZCAhjSAqQylCGr9MVPIVkiONIEqHHGnhUOuTwHpAkqJTbIBCOxuDbBa49FLg9dfD2yZ//GtZSDM60oz9udb6GQlpjQMJaURkYEJaXOmVJKQRRDCwQcmQIfJvv0JaVBxpJKQRROnwjrSoiOOVJgqOtFqbBNYDmYz2nZMjLTh8icQbNzbOhQbASy8Bf/gDcNNN4W2zXhxpVGyAqFVISCMiAxPSRo+Wf5OQRhDBUK4jLSpCGoV2EkTp8OdPVM7pShOFHGm1NgmsB1hYJ1B9R1pDCmkvvwyMGQP84hcVb1NUYH3Oaw7aIKgXRxoVGyBqFRLSiMjALqRjx8q/SUgjiGCoFyGNHGkEUTqNKERT1c7GhBfSqu1Iq6fQTs9uywUL5N+ffVbR9kQJJmSFKdzy3wcVG4gO5EhrHEhIIyIDuwkwIY2qdhJEMJCQRhBEI54/UXCkUWhn+LD8aED1jn+YoZ1hRVB6FjiiVqkoBNgcplpCWj050mpdSCNHWuNAQhoRGYxCGjnSCCIY6qXYQCM6aggiKBrx/OH3s1qunVqbBNYDUXCkVbrYAL/eyBUbYJ0+KoOHEKiGI61eQjuNOdIotJOoFUhIIyIDCWkEURlKEdIyGfPnq00jOmoIIihISAtnm7XupqgHopAjraGLDTSgI63aoZ21LKTVmyONQjsbBxLSiEggSSSkEUSlMAppvEhmB4V2EkR90YjnT6TzSBEVgw/trLYjrZ6ENM9uS9bpozJ4CAES0krHmCONHGlErZCsdgMIAtBfaEhII4hgqZccaY3oqCGIoGjE84ccaY1JlBxp9VRswHdoZ1QGDyHAhKxqFTapZSHN6EgzRgTX2jWUHGmNAznSiEjAX0Sp2ABBBEtFhbRiEVi1quS2+aERHTUlk88Da9dWuxVEhGhEIS0Krh1ypIVPFHKkUWgnGkpIq3axAaraGR3IkdY4kJBGRAL+BsA70qzylAqC9/ylklR7F2AiWErtA34+UyxGe7JkFNIEwX3/PAtpN94IYdL2wL//XVYbvdCIQkDJnHUWMGECsHRptVtCRIRGFKKp2EBjEoWqnfUY2klCmj0U2lk6vJnCqthAlMfXVgg57Ysp5M0T1qCvCTTXrR4kpBGRgAlpiQSw1Vby34KgHwwBQFcXMH48MGOGt/V++9vAttua10M0DqefDkyc6K8PLFkCjBgB/PSn7stKEnDYYcDee0f3Zs8GJUOGaO+5udK8Vu28698TMRQ9+M+LA6U30CONKASUzMKF8he3bFm1W0JEhEYUoqspNiQS5jYQ4VBtR5okVb5qZxSENKraqUFVO0un7hxpA9qXUcjpT841a+R57qWXBre9b35Tnud0dwe3TsIbJKQRkYAJaek00NKivW+8MSxcCGzYALzxhrf1vv46sH49mTIamZdeAtatk8Uxr8yZIwtvs2a5LysIwNtvA/PnRzevHxtk8+cW/wTQCq+OtDc27oIM2jBn1ValN9AjJKT5gI08o6ruEqHTiOdPNR1pTU3ybzoFw6faOdJ4/SgMR1pYepVntyU50kKhHh1pdVFsIK/tQCGv35m5c2XB6/XXg9veK6/I8xyvc2MiOEhIIyIBE9KamoBYDIgrPdPu6ZfXG1UDPhQjGGvXQurtU51ofgYZA4q5as0a92VrIRcCG5Qkk/L5BQQX2lkQ5JNVDGGg04iOmpIpV0jr6QG+/DK49hBVpxHPn2rmSGtuNreBCIdqV+3kL7sNGdpJVTtDoV6EtHpzpAm8kJbTT0CZaBjUPbhYBPr75b/fey+YdRLeISGNiAS8kAZoIRF2QprXe3MDPhQjALlSxfbbI3PUSep3X4qQ1tnpHgLJ91E3l1e1YMcgHpfFNCBAIa0YV5apvFrdiI6akilXSDvgAGDnnbWTgah5GlFIM07QwoBth41nam0SWA9U25HGb7OhQzsbaPBdjWID/Lao2EB0EAu8I62yQtrAgHZvf//9YNZJeIeENCISsAuLm5Dmd27ILlQNdC8nAGD1aiCXQ++SDepbfgYZvHawbp3zsrXkSOOFNLe2ehbSRPlkDcORRkKaD9gBKnVUv3SpPBvdvDm4NhFVpRHPn2o60ii0s3pUO0cav81KiQB8v4qcI60BhTRypJWOW7GBWhPShBCFNP5aN2dOQ51ykYCENCISGB1pLLTTrnILOdIIR5Q7VV++SX2rFEca4B7eyfetenKkZTLmz1vBHGlhDB4b0VFTMuU40iRJ+xwd6LqhEc+fauZIo9DO6lHtqp316khj20xBHuxQsQENNsYMc75BxQaiiT5HWmWFNP5a19sLLFoUzHoJb5CQRkQCr6GdfueGDXgvJwD1DtWbb1bfKlVIW7vWedlac6SlUvLffkI7nc6fQjGh20YlaURHTcmU8xQh7AOdyVBFmBAgIS2cbdZcaOfAALB4cbVbESiN4EirZmhnE3KmNuhowKfYUXCk1epcp96KDQgF7YsoFMJzpAGUJy1sSEgjIgFftRMIJkdasagt10D3cgJQ71S9xTb1rUo50mohRxprY0VypLHQzhAGjySk+aCc0M6w1eEzzwR23LHuJvNRoxHPHwrt9MCMGXI+xE8+qXZLAiNKOdJISGsMqi2kAdEdg7pRd440gXek6f/HvqOg9omEtOpCQhoRCfw60rzcm6uRP4KICCy0E+3qW5VypNXC5LSSxQYESSk2IFb+USj/tLXWBlahU05oJ39ww+jUy5bJv1eurPy2GhhypIWzTaOQFvlr1TvvyL/ZeVjjiKL+Hl7tqp31FNppFNJs942qdoaCcVu1Gt5pzJFW80JaiI40PrQToIIDYUNCGhEJjMUG3HKkeblRVWMATUQE5khDh/pWqcUG/IR2RvVpYEWLDSihnSKFdkaLcoS0sB1pbBu1NlquMRpRSKuq2FALQtrAgFZRp5bL/nH09+tfV8ORFnZoZ1ghfeRIs6caVTuNx79WT2GjI411GztTRdTRh3bq/8e+o6BDO3fbTf49b55+/E5UFhLSCEvWrQMeeii8i7JXR5qfh1zVGGTUGgMDwMyZdViYz0JICyO00+nGOGcO8Pzz3tsQJKqQlh0IPrSzKK9QFGNltNAbJKR5Z3FhMh7D6ZCEGnCkse1FWnGofRrx/IlCsYFITwJ5F1qtzsINGEOdqu1Iq6fQTrbNtFJsgIQ0jSiEdtaiI02S9PvBh3bWxMMIC0RBm3Tahd/y96aVK4GHHy6t77Dr3e67A2PGyNv7+GP/6yFKg4Q0wpKf/Qz4zneAZ54JZ3uVKDZQjUFGrfHgg8B55wG33lrtlgRMiKGdXh1pJ58MnHhidUTL4qDcsMQNPwu+2IDEig2EG9rZKEJASYgiLsC9OBOP4YPlI0r6vEoYI1hypIVCI54/5EhzYckS7e86EdKMoU7VdqQ1ZGhnA1b64qt2hu0QNLahljDei3ghjeXNjvQ11AK9I03/kJnNE/g83pdeCpxzDvDqq/63xa53HR3A/vvLf8+d6389RGmQkEZYwib7W7aEs71KFBsgIc0d9j3XnSONVe0s0ZGWyWh/r1/vPBD26vLYvFletqvLezuColiQT4b4Rx8gmZRv8ORIq2MEAesxFgCwpTfl//Nhh3aSIy0UGvH8CduRJklmIS3SjjS+Wm6dCGnkSKscFNppjSTpT5+wHYKMWhTSjA+g+dDOmngYYQHvSCs4FIRg96eNG+Xfpcy52fWuowMYOlT+m0I7w4OENMKSsOc1RkeaXY40cqQFCztGdTepCjC0UxSBDRvsl/WqObBjXY08asWiLHLFcxkkRZcBsIJnIU1Kui4TFI0oBJSEICCLFgAlTuLDDu0kR1ooNLojLQxBi98GC+2MdLeuYyGttVX+TVU7g4OENGuMpw4Jad4x3ov4YgM1K6SJvJBm7UgDtH0vZwjEC2leU7cQwUFCGmFJOXmqS8FvjjTA3TrNX5wbyF3ui7o1gliEdpZabABwDu/0EtrJW/2rIqQp246jiGROttsFVmwAzJFWTgu90YhCQEkUCqqQJhRKuPhVy5EWaetO7dOI50/YjjS+C9tOAteuBZYvr3xjvFDHoZ3Dhsm/q6HlhBHaWY3K9FS10xrjqRPWrcy4nVo8hZ0caWlJVgZrbY6ifxbpLqSx90rZT3a9a2/XhDQaSoUHCWmEJWELLMaqnV6ENLcLBTnS3CFHmjVMSBs1Sv7tVUizO458X6zGQEctNoAikoP9pjZZwYe3enGkiUUK7YwMOkdaDQhp5EgLhUY8f8IW0vgubBvaedBBwF576S+y1aKOHWlMSCNHWvDbJEeaHuP4Mqw+V4+ONF2xgdXy9anWhgb60M7wHGls7lxrx6uWISGNsCTqoZ1W/zNCQpo7jeRI8zrAkCRNSNtpJ/m3U+VOvm/Zuc3441ud0E75dxxFpLK9pjYZEUXvE1AK7YweUkHgHGklrIBCO+uSRnSkhT0O4LdnGdpZLAKrVwP9/UB3d+Ub5EQmo39KVKdCWrUdafUkpFGxAWuqJaTVfbEBt+qwEUU3hBIr60ij0M7qQkIaYUkthHaSI618yJFmZnBQG/sxIS1IR1p1QjuVHGkoIjnQbWqTEWOiUseqnZCT2YshJfJWt1tvfTZA8hkBknJ7L+kaTsUG6pJGPH8iF9rJv6h2f1+2TP+6ToS0KIR2+hmrlkoUhDRypMmQI610jGNiQeCKDbj1s4iiG0JV2JHGh3bazZ2JykFCGmFJtRxpblU7yZFWJitXAosXqy/rdv5aRtVOPj+aXyGtFhxpyULW1CYjRiHNOUdaynWZoCBHmjey/VqnLOncDnOyL4qawlN3F6JoEcnzZ/FiYNWqiq2+mo40Np7RjWP4A1/t2Q6fHw2ozs2pAjRiaGdYxi8S0qwhIa10SnKkdXUBH35Y+caViMCJZwVRL7VU1JEmySssKTduqWzeDDz2GPDCC+FtM0KQkEZYUu3QziAcaVRswECxCBx4ILDffqpSUu+OtFKKDTAhrbkZmDBB/tsptLPmHGmQG+P0nXsV0kQRmvOJcqRFBl5Ii7wjLUoOnTonco60TAbYd1/g4IMrtolq5UhLJIBUSv+eqUHV7u98fjSgbhxpRiFNksIfA4ZRbKCaOdKYwOEa2tkgQhoVGygdx2IDdv3s3HPlucy8eZVvYAnohlAehLTAqna+M1tez2eLHT4RMIsWAWeeCVx8cXjbjBAkpBGWsItAtUI7KUdaBejrAzZskH8ruVnY9xuJSVWQlBHayYS0tjZg/Hj5bydHmpccaV5ca5VE50hThLQgHGmFnPaPMIS0yAkBESXTz30vURfSouTQqXMiJ0Rv3iznClu3rmJKR9jjANaFEwmbxM/8i2r3dyakdSj3yVqchVtgDO0Ewh8D1muxAc+OtAar2kmOtNJxLDZg189Wr9b/jhj89y9JMds5gNGRVkq/0YV2rpcnK2LvgMMnAobtBLNgNxgkpBGWUNXO2uW++4CjjwZ6egz/6OrS/s7r7dLVfjAeOPk8ioihv4RiA0xIa20Fxo2T/1671n6eV2uOtBQKpjYZ8SykZQXXZYIkckJAiBSLwOmnA9df775soKGdITjS7sEPcQxeRP9A5cVYxqpVwLRpwDPPmP/36qvAoYcCn34aWnNCIWpCtJQdxHcwE1fgfyp2AamWIy2Z1BI/24Z2VvvGq4R2PrjVVTgBz6K7L1Hd9gQEc2gMH669F/YY0K3YwOWXA9/5Tnn6cZSFtGXZbTANb+DZ/sNd1ylJwFlnAVdfHVQrw8c4vgzbIci3Y80a+d725JPhtKFcrBxprqGdEQ+nEQzzU76ZpTrSnn4aOPxwvXYoCFrx544OINm9yXL7FYXtEAlpBKFRC6Gd5Eiz5p575Ingf/5j+AdfIcwgpEX0XlQ6+Tz6MUT3VimOtFGjtPfKcZtFRkhrHxKsIy2jdZxwQju5kuL11mddWLUKeOIJ4He/c182m9GOUy040v6EH+JlHIN3V25d2W1xzJoFvPkm8MAD5v89/LB8/ayViYhXoiakrVtVwEP4Du7AZRWzcFQrR5qtIy1KDkzFkXbjhh/iOZyAJ1ZNrW57AoJNLIdwQ4CwD7XTQ19RBO64A3joIWe3uxtRENLsjutz/YfhTUzDQ/3fcF3nqlXAo48C//u/QbUyfCruSOvrA2bPNn3RVlU7//1v+3tbFDHeizwVG4i4C0A0VOp0E9K85Eh74AG5C7z0kvYec6MBQHuxB8lMr7Ke8B5KkpBGEBZEtWqnn6gIXSLWLZ3lNbCGYDd00wWZF9Jy+ptTRO9FpVMo6MI6gdKENJbjBrDvb15cUlUX0lho5x67aTnSBuzDeLxW7SwMagelGEZoZ1b7EqMgBIQJ60ODg+7XPl5IqwVHGitYUciHl8iov1/+bXU+sl3urLPbRtQcnT1b5H4mIY6iUHlHWhjjGbYN3pEWyaqdvb3AmjXYgNFY1S8/MXpvyw7Va0+AqG4Wbl4XpdBO/v5azjUmCkKaXRcWlPGAILm7HJmDsJbHoRUX0n7yE9mONGuW7m0rRxrrU7VyPJ0cabUqpAlFeyGNj6AvFLzXWzK61wBNSGtqAtJfLEUC8oEL9cEB+wL5CVMDQUIaYUm1q3ba5Ujz40jThXR0GeMc6xd2LE0X0gZzpAUhpLGJEGB/LtSUI23UCM2RlrFvSCmhnaIUgiNNaFxHGt/PBlzSX9SaI62oDEXCrDTFjqHV+cjO13oT0qLmSOvr4kLDC/XlSPMU2llNR9orrwAA3h97ivrW+907VakxwWIlpIV9qJ1CO4MS0vyMh4PCqtiA1YM25sgpehgXMCGtliNHKi6kMeuiofKVk5BWbcOrV6xypBmLDZjG31aqUoTw40jjXzvNua1yl/OFBrBkiTa+D+HBtgo50gjCTFRDO0t1pBXFxinbWYqQFtGHOqWTz+sqdgL+q3aWIqRF1pHGhLREDMmYPEIRcvajVs9CGudICyW0M2JCQJjw34GrkDZQQ8UGBAEiEuzP0GDH0Gr3WDu2bAmvPWEQNSGtt4tztFZASDNO8iNRbCAqOdKeew4A8N74b6pvLchMUp2atYwq9kTEkWa8BrPQU6D2HWl222bviZL7NJOJAUD41VWDouJVO20qg1lV7axXR5qub0R88iIazgknIc3rLYEdE34Zdu60twNYulQV0kIVUanYAEGYEQryVUCsULiFkVKKDfjKkUZCmr7YgCG0MwqTqkDhHGntaXlfvTrS2CC3rU3rh4D9jammHGmJGFIJucFCzv5Oyw/0AW9Cmpcnz+UiQdtG3fVZF3wJaZwQKoglfC9hhp8VCqqQJgrhO9Ks+hE7p+vNkRa10M7eHu37rkRop3Efq+VIi1zVTknShDRhX/XtIhL44IPqNClIasmRVo5Yr0tfEtKl00pIs7pFsAdrXsYFfJ6nWnWlVdyRZiOksWMfi2ntqAdHmrHYAGDoGxGfvAhFvbwSpJDGf6/s3OnoALBUC+0sadxXKuRIIwgzQq88kxZWrHFZMhhKKTbgK0dard6dS8C2jHKDOdKYkLZVq/yIfXDQ22CTd6TFYjauAo6ayJHGhLRkHMm4fBCEfACOND60MxRHWuMKaWKX9tjej5AWeUcaH9pZBUdao4Z2RuGa39fDOSfzwc/6jPsYudDOan0JCxYAa9ag2NSCOctHAgB2gFzB8/33q9OkIGHHm0/ZQznSgsG7kCb/LsJ7aCe//lqjWkIae7u1VWtHrQtpVsUG2PumF1G4kVlgHA8HGdpp5UgzhXaSkBYaJKQRlrCTUBzwaOMpE6OQZpcjzc/AQe9IK699tQTlSIMutHN0i/zIplj0ds/lhTTAxlXAEfXQTkkCJD60MyHPpgs+Qju9FBsQi5W/nTSykFbs7Fb/rrgjrWqhndFwpDWCkBaF86e3T+ublXCNV8OR5iu0s1oz3eefBwAs3v9s9PTE0NIk4rv4PwDAe+9Vp0lBYiWkRalqZy0LaWybvMBhdWy10E7vxQb4z9UaFRfS2IGxcaSxCrWDg5rLsVaENHNop2TpSLMU0qJwI7NAECvnSPMW2klCWljUpJAmiiJ+/vOfY/LkyWhpacH222+Pm266CVKtBtdHEFZpR4hY1U4/jjRdsYEGCe2UJI9CWgNV7dyqSYsb8BLeWY6QFsXQTv6yGE/GkUwoOdIK7kJac7P821toZ1nN9ETUhIAwEbnva6Df+WDrHGmlTEzCrNrJhXYKIX6nLHzZyZHW1VW7EzsrIhfayYd0VSBHGjnSbFDCOt+feBoAYJ9dsjgE/5HfqwNHGv8d2D2UrTT89opF/etaFtI8O9J8FBuox9DOwPfDJbSTF9Jq3ZEmCpKp2ABg2J+IT16MxbcqVWxADe1sKQAbN2qhndUoNkBVO2uHW2+9Fffccw/uvPNOfP7557j11ltx22234Y9//GO1m1Y3sAShghDOyWis2uml2ICrI42rANcoQhqfkNOLI83y3rx4cbCPpQcGgGef9Z7tPwj40M60VrHVSxMq4UjzIrZVCv48iSdjSCW8h3ayY2ArpHGuNl1S4fffl/tRwDS0I43LIZXpd774ZbLacSrpySQVGwAgX0v5y2atEzUhuq9fu2aIDsJ+qVQ1RxoKSM7/WPee6UU1Zrp9fcCbbwIA3pOmAgAO+Mog9sFHiEPEmjXAunXhNytIeFcgE9Kq6UgzvvadI62rS3YRGi6Q1RTSbAUOpTEspLNRQjurXWyAjdV4IS2iGpMJkyOtUHQXbNlxiOhOes6RtmINCnM/U1879Rsxr4RtcmN3NbRT6gYALrQzRHmHHGm1x9tvv42TTz4ZJ554IiZNmoRTTz0V06dPx/v18CitAixfbk4e7gZzpIV1U7NzpBkHB75ypHFCmhSGXSYC8DdzKyFtM0biS4xxDO3s/uqpWHvI6erdWJKAhQvLuF/ddhtw0knA/feXuIIS4EI7hyX71AcllXCk8X3UiyMtTD0RMAhpibga2ink7c8JNtBnTzm9CGlF9gSsqws49FBg+vSS22yHsQJfrTy9XrnSPRzTDZ0jrcf5ZMwOapOXsosNNHCONCC48M4VK8rvA+USOUfagBb2VW6xgc5OYP16/XtBOdIWL/Z+3VZFnHVrkLjhenM7qu1Ie/dduQ2TJ+O9RcMAAAfsI2AIBrBHXJ7QBfkcbc0aoKfHfbkgsQqvraYjjW8TUIIj7ZprgOOPB/71L93b1RTSkhAQZ+4XYzcWRa2AjM+qnbVyTzcSRGgnG2tbHgMXRxobr3Z2OuRJjgC9vcAXX+jfY7vUBPkgCnkJomJ+SEHbX7WfSRKyQhLLMTkaNzILjP2eNdOYYqbwm/9B/pzvqq8dHWmr5SccwqJl6ntqaGdOVuSZI80qZ3F/vzwOcSKblTUDJ3I5YOlS7XVPXxwvYDre69rJ+YN1Sk0KaQcffDBeeeUVLFYcD3PnzsVbb72F448/3nL5XC6H3t5e3U+jsHQpsP32wBlneP+MJGl5DcJKWGis2mn3FNFX1U4ueXGjONKchLRiZzf2wUfYDZ8h1y9f1a3c0YeufhQ7iZ+hb5U8wvvXv4BddwWuv77ERrHZTZiPuTlHWkesX+1XpQhpbsUGop4jTe9I44S0gruQ5upI43OkMbdYZ6d8IL78suQ221G0GZxEmVWr5GvwN75R3np4oWGg13mEzAtpJYV2VsuRFmJeDy+ONCAYIW35cmCHHYBvfav8dZVD1BxpvZnghLSpU+X7FC9SWFWD88tbbwE77wxcdJG35VVHWiHD5avhFqh2jjRF1SqMm4S5c+W39t9XPvZTIT+MDqpyZ1cXsOOOwBFHBLM+r0TRkcZfU3wLaWzsZFCKqymkJSBq7hcHIc14z7aiHkM7S+lvjzwiX8N+8xuLf3oM7eSH2VEU0qZPl68JmzZp77ExcbMipImFono/kPuZfr6CYhHn4K/YHsvx+fphIbXcH3bFBkyFFTI5FAa1E8hRSFPmtGKf9kRODe3MbgDAOdIshLSTT5aP/cqV9ts46yx5vLpwof0yF1wgr2fOHPn1Z+uG4Ti8gLNe+a79h+qYmhTSrr32Wpx55pnYZZddkEqlsPfee+Oyyy7D2Wefbbn8LbfcgqFDh6o/EyZMCLnF1YMpy8uWOS/Ho6s2FNLExmuOND9REbzjplGENF6kMR6f3i4Rq7EtujAC3T3y98o70iQJgCRhCXZABm3Y8KV8zFjf+fTTEhvFNlKl0M6OWJ+a68uPkMaqINV6jjSTkKbsT6FSoZ1WiRwCwhgmEgUxwI2VK+Xj5+cabIXOkeYmpOW0W3tJFn+nknNBw+dIq1NH2mefyX3A7UlvpYmakNaX1XKqlCOkSZJ8fvX06EPlgnCkse/so4+8La8KaWLOWmiodmin0uH7E0PVpoybKN8Uti7Ks/CgnjWvXi3fc91cEEETBUea19BOT9cX9kUZVlrNYgO8kGbqxoKguoxFD9NMcqTJsDGC5VjBptiAMbRzw4by2lBpli2TL0Fr1mjvsV1ShTShqI53LAVbQcAS7AgAWLG5PZR2+4VFdTERkO2jcbxRQAp5aCGRjkJakc3btHGwGtrZKx/QJHvwbzHuW75c7hPz5tlvg93vnMQ2JrKx7C3swW1LKpphtpWmJoW0xx9/HA8//DAeeeQRfPTRR5g5cyZ++9vfYubMmZbL//SnP0VPT4/6s3r16pBbXD1KKWyiG+eFcFPjra5+ig243XB1YWcNIqQ5OdI6u7XTnTmJjAMxKV9AAfLkhh0/1ndKnlDa3UEqSaGghna280LaC2+4tqOc0M7IO9ISMSSTzJFm/xk20Gdiom3VTv4cY440m0F/EBjbEQUxwI2gUnnoHGl9zhc/XkiLfLGBBnCksXVUe5IYudDOQU1IE/OlXy/sDJRB5EhjfWHNGsgxj/PnmxeSJGDWLGDtWk3EEfNa4ucohXYqN6Bcsk19KzVEHnjFIR+goPopu4+E3e+tig2ELSo4VZwPSkjzMx4OCt6RZtm/lTdUR5pPIS2K4o8XghDSHOdrHh1p/BgpiunDrPaRjYlbIJ8YoiCp4504ikjGDP1MEFTxqVwnc6VgD5bZPjkJaWzOBbgJaeYUGGpoZ5ccL5sYO1pZ1jyW0t3LbGDXEafrCRs7sesY+92oQlqy2g0ohauuukp1pQHAlClTsGrVKtxyyy2YMWOGafmmpiY0MYWmwSilsAm/bBgTG178MYZ2Og1G3EM7tQUaPkeaIKBzgHvqMWh+Ul4oAMnBPCTlBiXk9MuUPKGstiNN6lWFtNxPrgNG/xA491zbj9Zb1U6jkJZi+xNEaCfn+jQ50iRJ/okFdw0xVgCLghjgRlDFpXxV7QzSkdbgOdI8JQN3ISpV1KLmSOsd1MZl5Tzs0o1ZuvsBDDG9D5QnpG3eDOSmHYOmoc3Axo36hd55BzjxROD44yF8dxYAIFnMRzO0kwlpCfkpSVMTEGuWvwc1v05AzaqWkBZFRxrfF/mcxdms/NPS4rAym6cx/Eu7h11B4ym0k3OkNUrVziCKDbDPWN4HPeZIK7cNlYa1yVi5EtALaTpHmmR2pDEhTRSiObdjjrRmDKIPHcE40pRzybJq5xo5v2Vy/NbAGuvQTrbutWsdtuEhoMQkpCnjzZZUBDtcCNSkIy2TySAe1zc9kUigWKtX4ApSriMtbCHNrWqnr2IDnJDW8I603l5swUj1pZUjTRCAwkDetAzrOyVPKNlGwlSQdEJaj+ZIQ7NrrrZKVO2MjJDGhXYKDgMQNtB3E9J055jRkeb0wRKRDLesKIgBblTEkeZDSLN6MulKnTvSRFG7Vqph7Yb/M4JwpLFrZ7WHKFET0vry2gSiHGcB/1CgsKlb+zsARxrfF9blR8rJfYwrYrmrli/nqnYK7qGd1XSkcUIaG3jViyMtCjnSvBYbADxcYyIU2skXG3AK7VSLDSABNyi0U6YUR5oxtLPcNlQaL440oSBBVK7pcRTNOdIKhZpxpLFwVba/RsHVjyONVQIVuO9VDe0c3ABMmYLkjpPl7RfN8g7rD05CWimOtMygIqQ1RbDDhUBNCmlf+9rX8Otf/xrPPvssVq5cib///e/43e9+h2+Um825DillEqcP7YyWkObLkcYNrmv15uwX/ljqvvOuLnRihPa/nFlIKxSA/ABXIUcJ22PLdHWVeByr5EhTQzuLPVqxATS7tsNOSLMblNSUI40X0jyEdpaUI61COYCsnrhHQQxwIzBHGid8ugppeW3yEvliA1yOtLAG/nz1TElyvs9QaGfl6C1oNhzecekXdj8DAGFAu74HGdoJAGswXv7D2GG4/AeuoW8RcaTlE/KxT6chq03JpNreehLSouhI8y2ksT4TASGNz5HmKbTTgyOtHkM7yxHtS3GksdBOq49ECSdHmpojTQSKouZIM/WzOgvt9O5IY859LkfaFnmF7egDfvc7JFLKMhZCWsVCO5kjLR3N76LS1KSQ9sc//hGnnnoqLrroIuy66674yU9+gv/6r//CTTfdVO2mRY7yHWmV7yLswpJOa1FggTjSuIF5wzvSurt1QpqtIy2jdRRjjrRiscQkxNV2pIldekdaI+dIS8aRTMknmdM1IZDQTuPfZWLVhiiIAW7YVWvyi86RNuCwIPRCmtWAypXQhTT5JLMKR6gExuNnqqRVISGt2hObqDnSeCGtnAkRXz2Yd1UHGdoJAGsxznrFnJDGHuDZOnaikiMtLh97NetJU5PqSKun0M6oV+0EfDjSHEI7w3Okyf3brWqnGtrpMs2UpPoI7QzCkWajlcm4FBsYsm6x7fqihNU+WuVIY440u2IDkQ/tVFxmRkdaWTnSlDG2LrRzo3zMOo7YB/jqV7X5SomhnW5CWrFozo3GxpstTTV68pZJTeZIa29vxx133IE77rij2k2JPGXnSAvRkcansbPLkeav2IB2gW2UHGm2VTsNQpqdIw06R5p5mc5OYNgwn42qsiOto9itF9JKdKTVQ460WDLhuj+AudiAFyHNMrSzQkJaDEVIiEdCDHCjIo60jMOCALIF3pFWgpAWYminVNC2FVZop5WQxucoqlSOtGpPEqMkpBUKwGAxoBxpFXSk8ZcwWyGNXdRFEeLAIIAWe8dOha6PnnEQ0hID9eFI44sNVMuRVu+hnW5VO72Gdg4OVmc/gibI0M6ScqTddweAuy3/FxV497djjjRRux/IoZ2GfhZxRxrfhwMtNsAcaWyctGIFevPbAAA6brwSABdBI1UmtNOY3xEAsnnFkdYcve8iDGrSkUZ4pxRHms5QUiUhzUtop7sjjQ/tbAwhzcmRpsuRljM/eS4UgEJWMC3D952SJpVhO9KKRRTEGLKQVaD2QqdWbABNjkJaoaDtb5A50ryIbZWC3RDjEIFEAqk0K6Ft/xmjI822aqfOkWZx0lYotLMJ8ndYbTHACxXJkZZxvi5n8tozspIehvDfW4VH42Ku+kKa8ZysV0dalEI7eRcKUGaONE5Iq6QjTQ3ttHOkARB65M5lmyMtKo60mHxTrKQjjU26yJHm7EhzHVdFKLSTz5HmFNqpc6Q5VEIwXQdqdC7OhpUsqiZwR5qbkAazTb3a9xsjdvcfo5AmCNqDQztHWg7yhStq+wjozwcvjjQ+tNNpf4xCWm5jD/LKcWjfazsAQCKpjO8dQjv7+uyji9yENH7sxK7vWWW82dLUGPNsIySk1Tm1ENrpR0jz40jTCWkU2qkP7TTkP2N/O4V2AiVOKu2ybFaKQkF1owF6Ic3NkcY/bak3R1ocRSDBOdIcbthsoM/ybtg60ri+UURliw3wq2pEIU3vSHO+LmcLmpBWkiMtxNBOMc+5iUK43wDhh3ZSsQEzxoF8OSE6OiGNv4eF7UgDIPTKNxFPoZ1Rc6RVKEcaK+AcFlHIkeZUcT4IR5oxt2OkHWkOjTNdByIojHiBOdKYiz/0YgM1IKTZjYPZ33yONHY/4B1p6mmQE1BkOfgi6EjjjzvbJzs/gT9Hmj6XLC9CtytTHpa6xUlIA+xdaW5VO/mxk+pIUyIgWlsaY55thIS0OoefxBkHMhs2AFdeCSxcqH9f5/rykCi0XJiukdZE+eAdaRG7oVQKr0Iaq7ZoKjaQERyXKWlSGbYjjQvrbEYWqULGc7EBdpNIJMyFL2o9R5oqpKVZwlL7z5SbI+13uBx/wxkVC+1MQz6I1RYDvMCOsySVN9nROdKyfoS0aFftLOb9OdLWrgWuuAJYutT8vw8+AK66yuxyMBJFR5okATfdBPzzn+Vvzw6+/4liuOKGkUo50oSMvSOtnMkt4CFHGgCxTxbSPBUbCNiR1t8PXH018P77Dgsp9798TL4pBuFIe/xx4LbbzO/zgpHa1zZvBh55xKwmBUgUHWlWoZ2jRsm/PRcb4PqLcf2VFNJmzgTuvFNpgtIUxxxpfLEBxH0JadV+2FAqTEhjY6ZyHGlWl4WPBnfDT3A7erJp3fts2RZkEYvpL+hRE9Lsns+ZQztjqvnBqp/ls9qKopgjjf/+Ai02AL0jjZ07bbEBdZ5iF9ppHH/aCWl+HGmakCYLgS0kpBH1iJPw9NBDwO9+B/zv/9p/pqRE1T5hF5agc6Q1etVO3fdtqNpZsBDJBME9tLMsIS0sR1o+j/UYCwAYgU4gl/NcbIDPj8Ys+nXnSGPFBgR70cL4dNWLI409LVu/MYEr8TtciHsotBPWA8ZS0DnSBl2ENIF7whl1RxpXFMZLW2fOBH7/e+Cuu8z/+9WvgN/+Fvj3v53XkTHkmHNypJVcrZhbV0+P/LfTej7/HPjv/wYuu6z0bblhFM6qef6YJtDlFBvgqgfr7mGVqtrpFNrZJ88ubEM7K5gj7bnngNtvB375S4eFDKGd6gPMMhxpP/oRcM01wPLl+vd5rUxd569/DZx9NvDww/424hF+whj1qp3jFF22FEeasQtWShQvFoEf/AC45BK5na5VaZU3dKGdDge/XkI7g3CkOYV23tL/I/wPfoJnNh6se19QxgUpFNCc1H8RURbSHB1pRTgWteAf+BdLKkteWawcaYHkSGMuT+XhaH+//H5bXLvQ2oV2GvtCsEKaEtrZYvGBBoCEtDrHKJTwsJu3cUAbtpBWamin202Cvxk1SrEBz440i9BOkyNNESJr0ZH2PqYCAPbGx0A+j2almoxXRxp7qgj4E9KsnJ/Gz1ZdSGM50hzcP+rAplm/DiO6YgNKaKdaGhstFXOkMSEtasl0rXC6BvuBD08fGLRP4CxJeiGtJFdxiI40XWinh/sN619GMYz/Hxtguq2D4eRIKxY1IawUuru1v51OB9Ymt4qs5VCvQprOkZblRK0AcqTx39k6bCNf55xCOy2EtLCqdrJzwrH/MyENwTnSWJ/dsEH/vqWQtnGj/HvTJn8b8Qjf9mSyeo40L6Gd5QhpYTnSCgWte/f1eQztFEV9aKeDykeONA2nYgMDRVml6Mk1694XlWUTENGU0H8wauMju2GFyZFWjFkWG1CnEoNaJxEjto+A/rsPzJHGnVNs7M6ihtIx7WCqoZ1SwvhxHWvWWG+mJCFNYI60cHLcRg0S0uocp/kQG3QZdQXdA9MIFxtwdaQJvCOtMYQ0p6qdumIDBcmUY0MQgMIgl2smH3CxgRBzpL2HAwAAB+A92ZGmDDDcig2UIqQ5DZit3qu2kJZK6+3hRgRB+wwT0myLDejCwJWBs+IwKiJOoZ0Ibt7MO9IyOXshrVAAipytXyg6V02z3liVcqR5uN845ZGxG6waccuRZuy25YR38tdMp3uW0yQqKIzbr+b5Y3SiBJYjrYKONAEpbMJW5g7Ch3YOyDNqT6GdAas77Drt+L06CGmlOtLYbhjPE0shLaikkS5tAaLlSLMK7WRCmudiA9wxC0Ik9gJ/Lc1mZbcQ4LPYQJ3nSCsWzUWqyhHtrc5fFqqXKaR077N5ThICmuP6DxaL1Q3fN2I3rGB9TC02IMYsBVsrIS2K+a/5aChj9ETJjrRCQRPSlHESe5CdjGkHljnSjKGdxvWW6kizrNopKkJaKwlpRB3i5IZgkwmnp/ElTcJ84iSkOYV2uudI0/5u9Bxpxa4eQ440yXIuwOceEPK170ibivcBSUJzTD4wXh1pzJ4P+HOkKZs3wX82LD2R4deRxrff1ZFW0NbBHGliQZmMuQyg/VKroZ2BOdL4HGm5pO0A2Zh6qCRHWohCWrHgz5HmJDh51ezdHWnKADUp/y5HSOM/63TPCkNI8+1Ie/dd4MUXK9KW3h59Y8qZELEn8wAgDFZOSAOU8E4nR5oipPGONN22/V4Q1q2T45k93DjYNkoV0kp1pDERdMuD/wL+/Ge1rVEQ0uzShFQapwdsbDIaZGhnpfaP73aZjLUjzSlHmluxgXoI7eSPUaUcaUwY4d3mgCbayEKa+RoRpeNp90DZypHGjp+lI43PkRZBIY1VIk9AQAryzpXtSMvnTaGd6nfPCWl2xQa8Cmn+ig3I288I8k2EhDSiLnHKz8NOCCdHmiBVJ7TTzo5PjjRn7IS0vi15tcoNID/JMF5YBQEo8E/2lYt0YFU7QxLStmwUsRQ7AlCENABNojxy9ZMjjeFXSLOaxETJkZZMM3u49bntT0jT/lZv8kq/qaQjrZaEtEo40iQppoaSGDEKaSU9DAlK/fMAnyPNiwPai5BWjiNNkgBByR+4VZt83QhKSKu2I823kHbiifIPH58aEL3d+oNRVmgnJ6QVOCEt6NBOQCk44JQjbUDufEYhTf2IX0faddcB550HPPGE66Js/xz7UEUcaYrg/OQrckKtv/8dgI2QVuGObiekRbHYwPjx8m/PxQaqIKQZHWns2ui1amcjFBvg78WVypGmCmmiXkjjQzublXERP5eKksPPzZGm5UiLqeYHK2ev3pFWseaWDHuYk4DoSUgrNHdon7W5LEq5PCRDsQEmpKVi2odCDe3cIo+PsqIsBLa0kZBG1CFeHGmOoZ0hCmleqnb6cqRx+yHV4M25FOyEtM4t+hmUIJiFNNmRxj3ZD9qRFpIV6/2PZOVrp8RSDEc3AKC5yAlpJYZ22vU3v460QiFcu71d1c6CByGNDchshTT+WqHkQmHCiIQ4JIFCO4NKN2Z07Njl0qo1R5rfHGmVENL45fl+NrpZtkvUiyPNV2hnoSA3nq+WECB9XfqNlxPayackEPj0BBVwpLkJaWJGvr/wE0Ddevwq66tWKRu2sRBw+AntzEvyhLxcR1qxCHWC19k6QX5TyYNWDUcav9pkMjqhnVY50jwLaRYXh2oIaXxYV1DFBuohtJMJafG4dj4F70iTO3JWMFbt1BxpTYoQNXq0eZ1RwK7YgMmRJsWdQztzXLX4CFbtFAflHUp6daQN3Up9Ldjsj5jlXM/KOElzpGnnV6VDOy1zpBUVR1pb5SPYoggJaXWO0yTOkyOtSlU7vQhpbgMHfn9r8SlXKdgKad3677FQiFnOBXTVz4JypIUc2vn+PLkjTW2epz6Obhbk7MuVKDbgZXLqMO+qOHZCml0+KvY1pVLuYTH60E55wMznhwhSSKvV0M7AHGmGQ+ldSCvhGh6U+ucBvZDmPhBjx6FSjjR+vaNbZCGtpNyQCsZrpp2I7hZSEQS+HGn8rLkCs7HergAdadw1RyeqBSA2eBLS+NDOjLUjTf1edU8qPXzZrAN5EDN9hXZK8oScr9rJhDQ/x0k3zhi2nW4bfBeqdmhnlIsNZDKwdRjrPlxlRxpfxIJCOzXYd9fcbD938YKTI01Qjidz/6jvK8c+CUF9YLyVpstESpi0G1YYc6SJxZhu3Gp0PvKhnVHMkcaENCtHGpt+xJShcwEpFIYMVz/Lu6t16+SENFNoZ9witNPgSDOeoxs3Wo+T/AhpLFevJqQ1pqTUmHvdQJQipOkS0EvVyZFmN4H3MwbVhYFG8GJbCeyEtC19hptvwZwjTRD0lmnWX2qt2MB782Vv/QGtn6qzhGZBHq1VotiAX0ea3TKVgs81gUQCqWaWsNTZkZZOexDSBE1IE5EARFEfqpcPbhTHt8E4OIkyQQlpXh1pxmqWJV3DjY60CloodTnSPIh+7BgGWWyAX57/jsa0yHaJoIoNAPb3LX6uXKnD7cuRxnekCpxovd36A1HOBFof2hmsI419X0PicqexzJHGh3baCGklh3balVe3wJeQVjQ70pjDyM/kWyekScN126h2aGc8Hh1HGi+Us+vNmE9fUdtne43hLwhVFtJ40cu2Kq3yhs6R5qdqZw2O1cMQ0tTQzqJ+LM87t5rFiAlp2Sxw331ynkdDW6wcaSy0U5ASalELV0dahIRCBit+4+RIY3OMAlLIx7VKrLZC2iB3j1GiSayKDTAhzfgAlR2nVEr+kSRg/Xrzdnw50vKKkCbJN5HWdnKkEXVIScUGuKe7YYZ2Bu1I85NPrV6wrNqZz6Mz16pbriBYzwV4R5pg8eC4s7OEY8nbRCoc0yhJwPufDQEAHND+mdqpmvPyCLBaOdK8iG2Vwt6R5iykNTVpQpp91U6DI00UdVb7IAfF2n5oA6taENICKzZQcmhnCddwpwtvwPDCqxdHWqVzpOkcaU2yCyio0E7A/vrp16hUCr4caXxHqsCJ1mcsNhBQjjTd3wE60iYm5VgYN0ea2C8ft8BCO3040nxV7TSGdqbTZTvStojD5D+8FBuo0MVbFRaUS0nUHGm6fFrnfBPDh8kL2l5jbC4Mxq5TqaGVkyPNKbSz5BxphQgqIy7wc5hyhDTbe5skqcczKzZZfiYJAc2i/AXxoZ1VFZr+9jfggguAX/4SgHdHWlGKQ1TygFkWG+CEtCjmv9aKDXCONEX0shLSCjEt751dqKpOSDOGdsa50M6U/D8R+oJU7Nil08A228h/W4V3+hLSCilIEpCVZCGwpT1p/aE6h4S0OqekYgP8xKZKjjS7m5E/R5o2ybcaZEhStEpDB4GlI61HX7ETsA7tFATtYi8vo/8NyBdX31Z8QVArOlZa+Vi+HNjSm0YaOew5ZLnaqZpy8iSklNBO1hdr1ZFmEtKa5ZtdwUa0CNKRFuSgmJ2rcRRDc6QFIcBXotgA4F1I46/hnvcnxFhknZDmw5EWipCW7gYQrJDm5kgz/h0kJYd2VsKRZsyNVEauG37Mok9PYNiGxbF3OyfYZybGVgPwUGxAaUsSAmKQhX+2nmIR/gYxg4Pa9xC0I00MyJHGfW+dQoduG9Ws2snu26U60sq99tuNXflj0iL2YUSbfKxsrzE2F6d6De2MYs4rNyruSCsWNSGt2GT5mSQENYXJqFHm/1eFL7+Ux/6KLdurIw0ACqK5qIW1I81fDtgwTBWWxQachDS+aqfN/vBCmhraKbBiA5wjLa2NoXTRZcqxSyS03IxWQpqfqp2APJ1ShbQh5Egj6pCSig1wT3RFKVFxsalijjR+WYObY3AQmDIFOP54n42NOJZCWne3SUgTbBxp/A2KPe0wLscP+O67DxgxAnj7bfs2/S3zdQxDN17EMRVXkN6Xi3Rib3yMpuaYFto5WLqQVokcaVUV0ppYaGcAQppoIaTxjrQyXCZGWBtikEIR0pYulUMkbrqpvPVUv9iA/CWuWwdsvTVwzTUeNubFZhkQos8HN5UuNsCvd1SyG0CwOdK8ONIqJaRFKrTT+ECmDPdqgb9v+XCkffihfP/64x/t16060oorALiHdrIJLxOl2O9162QnwCUfzDCv3A6+8wSdI60o39isig34cqRx529noV23jWqEdqoOHeW+XYoj7bzzgMmTzSKPH+zGruyYpJFDHBJGtsgXI9trjEdHWjWFNKuqnaUWGwhyzBAWVkJaOe5X06nBC2mSwZHGCU4sd+zIke4PgMPgvSUjMAKduHfpkQDMGSOMfzNHGgDkRe066uhI83Hf6O4Gtt0WuPBCHztRAiyliS60U7kvWYZ2SpojTbApAmbtSJNf8440FtoJ6I+3KrgmtdyMVpU7/TjSACCbkZBFCwBypBF1inOONPkClMvq74JCTn8GVVrBZ+1KcudgEDnSdInQDeuZMwdYsAB46SWfjY04lkJaV5fZkSZ6cKQpbiNjv+EHfK+8Io/v33rLvk2vFKahDx14BUdXPE/aypXy713xuawEsdDObBcAdyGNzR3rKUearZBm4/7x50jT1sFCO/nQ8CAdafx+hCGkffCBPI998cXy1lOtYgMJNslRvuePPgI2bQJefrmEjVVwNM5PnKIU2plEAR0xeSZdzoS6Zh1pfkM7v/gCuPtuc5I+G/r69defwIoNWLiq1W0YNvGf/8j3L6dxAPsuthWWAQD60IG+XsOB5IsNQL5hJFvkhzhsEvjuu8CGDcC/v9xX+5zbIIbvPAE70vKiWUgrxZHG8gEBQGdeuXF6Ce2MsCPt+efl7rxoUentsBu7smPCRINWKaN734RNTj3jd1QNIc1LaKebI61ehbRAHWmiqF5XslKz7kLOhLQkBEzHixjWIeLIQwtIxPyfy0Hz9vIx6MEwvLJhCgB9P+H7lTG0E9CENKvQTt08x0d3WbBAdmGVO6ZzQ8gqxQZi3EPfnJMjjRPSbIqA6YQ0yT20E7AeUyQSwHAllaXVLcWvkJbpKSAHxZHWkbL4RP1DQlqdYzc4lyTOkdarFxaMyQ4r/USDT4LICNyRZhj3vveeto4oJqssFUshrbcXWzBSt5wgWFftzHOTELsJKz+2ZzcFp4pTeeXJdydGVFxBYm0biS16IS0j/yOMYgNRd6SpxQZs3D+8kMYqC9k70jgbeYUdaWzsGJYjTa0QVeZ3Va0caUMgz3rY98yOlafrXdVCO70LaUEUG2DnuVVuySQEtLhNcj1gdJrYOtLWbdT+joKQ5teR9rOfARdfDDz5pKe29A4YhLQyLhU6F1rBfA+z2wb7Xp2+X9YfhkldGIpuAMDaDYYn73xoJxPS2uWn9GwSuGmT/H/VtWXVQCM+HWm+cqQpQlrZVTu5gjLduVaIiEcqtLMURxq7HpRz2XML7WSiQSIvn2e2x9zmBlLNYgMxFBGH5N2R5hDWYkoVUsNCWrk50thnikXD9ymKqjCZQauloJqEgO/h/9D5+nwcvO5JJIRcye0IClER2ZnY5ceRxsaW7o407+1hx7TSUVaqIy3uLbSTd6SJxbhl+6yqdqomFIuqnYD1pSOZ1Obaxusbv12vQlrXJm0jJKQRdYmdI21wEJAk+YTLCfpBoVFIq/SFmFfKGV6ENNccaVzYmWRQ0piQBoQralQaSyGtUFAdaamUfBwKFkKa7EjTXhcME1Z28bUS0pyMZiypcSdGVNyRxto2Ap3yDIGFdg7Is1m12IDNnbQeq3ba5UjzIqT5Ce0sWuVIq0BoZ1iONLa9crtstRxp7ZBnKKLyPbNte7qeVyu0E+E40phGNGyY/NvakSagpSgf5HKENM+OtF5NuIpcaKeXBi1fLv/u6vLUlt4B+bsewvppWTnSeBead0eaFyGN7w/jICeVWbNRXzlPV2yAhXYOaQFiMdW1s2GD/P9eoQ0FRWzz5UgLOrRTcXyUnSOtoD+oXRgO5PNyEuoqVu0sx5HGvs5y7tPG7bF2sdOKiQbxwaxz+yIU2slEL9ZPbHOkccKP19BO9TpQqD0hjY0RynWk2T50445nFi3qCS5JWigg+05iPd3AokUlnctBI+bkdrI2ujnS+Bxp7AF8HEWT85F/4O/HkcYLlZWECWmJuOQxR5p+Dm71nbECBoDm3FfvTXxop02OND60025Owx8Xr0Lalg2ckDbUcF9sEEhIq3PsJnH8yZA3hNOE7Ugz5rQAvBUbcHek8aGderssy6UF1JeQZlm1UxBUIW30KPmgCUjoQjIA5kjTXrNiDeyYs0pAvhxpxaLsAgNkV1yFDzZzf4zEFln5Y8UG+jkhTZJsO3VD5EhjxQaklKWeaCWk2VbtNORzKBYqnyOt1oS0qjvSEG1HGt9H3MKAgGBDO1mIg1WOtCCENFGU87Lw2DrSHJxUQVHR0M4vv/S8rCQBfVn5OjRMcXmVkyNNsBHPghTSEhBVIW3tJsOEwcqR1tYENDerYsNGzXAoi038yu0whna6WCnY/gmCw6LKBS0nmIW0ch1pgPbAzHjdDMuRZnwwG3VHWnww49w+m9DOauZIM+b/KzW0U5I0cS6I60C14EM7y6kSa+fYshPS+MPKrjPo7gZWr46EkMbSBLGcXlb7x0cF6UI7i/IDeEtHGtcn/fR7t7DFoGBzq2RMREoRudgDHqOQJiCp7qv6eYtLo67YgKSfm6U4IS2e0ubzdqGddo40L0YVk5C2UV4whTwSaSo2QNQhdo40/mFzEQn9CVfQ38jU/z38MPDmm4G3kVfKGXZOmFIdafx6vvxSzn/BqCchzdKRxglpY8bIbxWQUuP4GYWCYRJiyJHGPqsT0vrkEcRgr81BFARVSKuqI61PjqsZVGL57drhJKTZ9bdacaQlIOqENP5/POzQeHOk6W+cYl7Ui921HNqZl3ck11/el+U0sffVnpIdafqnwZFzpHHCq4Ck6wQ7SCHNzZHWKsrHsFQhzSiiAQ6OtKgJaX5DO5mQ5qHxuZx27QhiAs270ASL75Jh3Iaf0E7ekbZ2sz7hN2/bthPSWGgnAC1nqdvJyMcFFwrOORSg/35tvwbmSLMQ0krKkWZ48MpSOJiKnnAOeecGlodxPOnXkSZJ3kPEvbSDYRvaOTjg3L4IhXYahTRvoZ32QtrAgNZn1euA05jhn/8EZs3y1vBFi4C77gplsKUKaU1FJD6dCyBgRxpfbIAT0vhtsO+ECWm2bsEQYSK7mhzfwpHG31pYsQQeayGNT6jvvWpn2KGdiZiEZEKJAnJypBmiQyyFNEtHmpIjLaGdM7FEXM2Pa2VmLd+Rpj94nZvlBVuQ1XLBNBgkpNU5dkKaVQlb9TNWoZ2rVwPnnCP/VKiNXkI7/TjSmBAkL6ud/HxYJ9AYQhrLkTZmjPIkA0ndEw5lMX1JahshjR/b55fLE4vBz5dbN8gopIWUI00V0liOtF7ZDuBVSGtt1d6ruxxpLZqQZrVPvkI7i3XsSPv0MwBAblMZmeYRXGhn6Y60pK4dkRPSdKGdlRfS+PygXh1pHvPnm2DXo45URh3cenGkVcpFULGqnX192kH10Ff4JMcdkF+IQTnSuPu+yZFmuB75De0cD7nM2RqjkMY60JgxWmhnqyyksQku70hThTQ/jjTAteAA//3afg1MSCvI1+4gq3YC2n3eeM7USo60oB582D0EZn2tFfIBYo4022MeIUcac48xYcOLIw0AJJv4O9adEzERbZCvH7Yh3pkMcOqpwDe/6e2B7NVXAz/6USgVxdQcaV0bkHj9ZQDBO9LUYgOckMYf92g60piQFjO1he0fv59p5NX7JCPe3GQSbEt1pIUV2sn2OxEvIpVkQpr8P8scaUVDeiU3Ic3wcDQZ586ZRMLyu/eSI81PaGdc2Qa7RbXGysh/UeOQkFbn2D3hcBLSjAMjQYD2aN3qEXuZWDnSrIQ0J3eaFXwZYf4JBB/WCdS/kCYVOEfaWEUcQwqCQUgrFLS8aIDm6GP9xtKRxkI7+22+jEIBeciusKo40piQlpfzy+TQBAmw/dIbIrSzhasQ5CKkuRcbMDjSCkXdQDjIfCfsHA5LSBP75dFxTizPrh5UaKdXRxqbwDIhjTnSohra6VdIs6ts5tVJIucHlf92zZEmyDO9Uh1p7KHDiFS/q0ihc+bVmiONudEAT41nE/I29KvncrGsHGnWm9fCMhURU7QW0pyEUsvQzs4W/ULc0ybVkTak2Ta007MjzSikueRJcxXSJEmr2imYhbSScqQZQju3YCSQy5nOmVrJkaZ7mBhGaKfbMfeYI61SLhsvjjQrIa3ITS/txgHsOtCezKrrtH341tcnfyG5nLc8jBWcsxhRHWnFTFkClpccaYNogZR3ENK6uiIjpLHv3Sq00yoPoSyk6RucaGs2O9J4bdmmyqUVYYV2asUGOCHNJrSzgBQKPoU0Y5QB70hDImF5XlqFdpaTI20k5MFNZ6e8Xy0xZ7d0PUNCWp1TkiPNKrSTragCVyCnHGn85vyW++bLCPPLNpojra8/BlEZ3I8erTnShKz+KioIQKHAPc0X9Y40yxxpisU4l7e5mXGOtCxake2rnM9ckhxCO5UkphLicqnpEkI7vTrSrPqTcZkK64k67HKkASE40gLMd8LaEFZoJ2u7MX+FXwJzpBm+A7vJvym0EwEUG6hgfAjfR8pxpPHHx+n84u99TEizdaQJ/er/S5mQqNejZI8qpHkK7SxUZlbsy5HmJ0caL6T5cKR1oFebQJcxtNA50qSE2gbWlDTkL1g0HFd2DvkO7TQKaawDbb01J6TpQzv5+2alHGm8mGL5NYiiuhBzpJVdtdPGkWYrpEXckWaVBL0U3BxpmpDmcsyrHNrJX0v9hHbyjjS7cYB6HUgMaNcBuzEDH9bsRRzzdcMrD1VIi+fKup55yZEGAIP95uOuClArVwIDA5EQ0lh0kzE5PmDtSEtANAlp8VYLIY2bbxQleFaRVXNBpUM7lWtiIiZxQpr8P2tHmuGBtMV3pneksby38nEwOtKshDSr0E6/jjRJ0u6Zo7AZANDZKbehJR7ipCZikJBW53gpNgAYhTSL0M4K3pSsQjutBj9+Bw5WOdKKRWDOHP1y9S6kdfbKV83meA4dHfJ7siNNf0ALBSDPhcV4cqQpbp3BvM2lhBPSAC2evhJkMtr+mxxpXDWgQTT7EtISC+YBqLHQzo8+Av74R6BYdHSkWbVVFdK+XOVebMA4ACgU9S7SQpnXi3/9C3jqKXldIYd2MkEwJ5UnpAXtSEsreUS85kgzhnZ6GuBX05Hmco+xE9Ks8q9YwY5bs2wYAuDkSNPCel3SU1nCrpUj412uEyxdPxmsjMggSRYPyezwU7WzDCFNFRLKCe005tlTTgLWbJZ7J7DQzq42/UJsn7feWgvtbGvRhXbysFQLoTvSuBMjlw/IkRYxIc34YDbqjjRX4cUltJMJoZEqNmAQfuzCNdXrQJxz7No50vwKaexYVUJJeuIJXcioWrUTubIELNv5DpcjDYD6QJpfRr3OzJPHq5HIkebgSDMKS+lYHjFwzjqFxJAWC0calyNNqRbvhYo40t57D/jTn3SDZMHSkRYDNm5EfukqALyQllbnUernrdJWcMXhjDnnUgZHWqVCO+UHivKxV4W0bhLSSEirc7w60vJcQm1HR1oFbkpeQzuNm3YN7eTcMqxq58KF8s27pUXCWKwDUF9CmlXVzs4e+WCOTPdpTyIshDRBAAqCdsxY2J5jsQFRXuFgwaOQ1mm9mF+efRZYvFj/Hlt3Ki7IYW1c1U7mSADshbRiUZs7qkLawACSD8+UdyVvffetVrGB7m7gscdsnEmXXgr8+MfAf/5jEtLizWnElEGroyPt/bcQX7YEgJMjzSyk6fIYlpMjTRCA008HzjwTGBgoK7RzwQLgxRe5dhfksfCGDfafUR1pUrqsJ5hB59xhOaU8FxsIwpFWQsNffRWYO9ffpspxpLkJafPny3MfXixnA0orR1oCIlrymnDBjuvy5cA//uHtqbbmkO1yd6TxYlDO/31WFIEnnwTWrrVfRurSCzFuoZ0fYW+8gWnu3//69drfPkI7eSHNNjeSB3ROaqTUL8voSLMT0gRBa/bChcBzz2nLqA4nLrRzY1+L/pBYhXa2t+gcaTxeHGnz5wMvr9pR/2a5OdJ4IU05Zm450j76CJg9236blsUGKhDa+c47wNtvuy8XFUea99BOH460iAlpXkM77cYB6nUg1ud+HYiKI23LFnlMcsIJWPL8Mtxxh9Yvm5ENLLTTLkcaAGT79duIQ0QcynH7/HMAiIQjTRXSDKGIgLnYQCom/9NbaCdnkkDc9v60erX8HNaYG63Uc4WNG/nnRviv/wIuvFC+YCuIyjUxEeccaQKAu+5CbulqAPqH9YOC39BOZUyniFqsoAEAIB53De20i7JxK+bHjznV0M5u+bslIY2oWzznSOvU3hDy4QppVo40KyHNryOtIPJCmvybTez23jmjJnvN52qv3LYdVo60rj75qjksldFi45G0caRpx8zoSLMK7cwVmZBmk0eqAkLawoXASScBZ5+tf1+dtDZnEAN0oZ1xSKqTZxDNliNkfuCv3uT6+5Esyp8z5pRjVCtH2q23yuO5//s/i3+ygWZPj0lIQyqlClGWQtqg3HGakEP8tVcAOLhoDEJasSDqkoaXJaTlcvLgWRCAwcGyQju/9S3guOM0keHf/5Y1umuusf+MVT6PUgjakcYEMl/FBiQp1GIDGzcC06cDX/+6h00FVLXTTUj7xjeAY49VH9ijrU2bhOpMH6wSFgQkCoPqNZMd1/PPB045Bfj4Y8dmAgA2yw9tMaK42d2RxrviShDSXnoJOO004LLL7JcpKpVoWV4mt9DO4/A8jsFL6O5xyUNToiOtHX0lhRMa8exIs6nayf99xhnACScAy5axdcu/kxAwCpuRQh6SFNNph3xoJxOuPQlpDifjyScDxy67C19iDDBScbAF6UhTxgpWjjR+PdOnA8ccY6/h+XKkcaGlfi6GPT3AUUfJbXG7FkclR5rf0E7brmDjSGN/sutTGEIa2wbr00GFdrZLHpypURHS+vrkAyEIOPtMEZdfDrzxhvyvjnh5IZW28x2Dw48JafxDHwwZIr9QTuwoCGnMlMFCEZ2KDdgJafH2NndHms215OKL5foUr78O3fZLPVcsx43smsxdmwUrIa0AYNMmNWc0L6Rl8h6ENC4XpanYgE2ONCthrBxHGhtzppBXx6GdPXLbWxJ15EjxCQlpdY6tI61ff7PKdWm2FqMjTRS5D4eUI80qN1M5jjQW0sIGMcOac+pTaiYc1ANWQhoTCpuTBb0jzTBZEwQtLxog57/ix70sLJQfz+T9Cmnd5V9ymBiyaZP+fVVIa1Ku9lxoJ6CFd+bQZOlI44UJtWpnPq/dxG3Crfw40tigPgghjbmpjMdBt0FBMAtp6bSj7Z+5U9PII/7qywAcHGmGst1ysQHttTG5ty8ME4hyQjs3bpT7MUv+zhJ/6ybDBvhKv+XktAsuR5rcHr9CGgt98DWvKDO0c/16eTtMSHKC7yN+hDRjk/jXVucX6wMvvCC/5h1pBQsRKwkByOfRoqTDYsfV7vpjxTrZ9Iyx4hpXx0W5jjR2PXB0pCkXc3bvK2ywf7JRHMhiE0ajgDQ2dKVtlwPgu9iA6gqEh9xIHhAEZ0eaJqRZO9L4v43fLy+kxSFhG8XJvmYNtyILR1qio802tNOLI23jRqCIBNZhG2DyZPnNcnOkcQkwczl7Rxo/4dyyRf6YnYZnFNK2YKS9kFbixXDOHHncMTDgXvijXEcaf60PwpHGCvYE4kizyJEWpiON4RraKXgrNqBeB4p97sUGohLaya1vdU87AFl4v/BC4Pyd/uMujDrg5EjjhbRMvz6iIAlBCxlRqLqQViyqD1XZA1enYgPpmLzDJkdau0VoJ/fA38mRtnCh/JuNQ9g5UmqEARsv6sY1Fuoc6+/JhKSNMYQYkMlYCmkDg/6ENBFJSBIgMHGMd6RxoZ1+HWlehbQ2DKjXr85e+bslIY2oW2yFtG79hcdJSNM50iQp8EyNpYZ2uhcbMId2qpNxMa9OJnID9SmkqVqK8n0m40UPjjTtZi2IcV3/YRd+3UBTEdJygo2QxlXtBLQw03JgF3PjvVMV0tKckJbWts2ENLvQTrbelhZt8K0X0qz7iWqvj1u3C9C+CybQBSGksXVYDpSchLRUStsni3DVfL+8A2nkEXvvXQD2p72x2lBR0FftLKcSn+5AFotlhXayY2R0MznlveIFwXKEtOAcafI1zKuQxpYrIgFJEEN1pLGQHctrdC4H3HabGgoRliON7cKrr8q/W1u1y4MutHOQc1vkciYhze76YwUTZcYXVrhOFHWONC850t58E7jrLvXEZO2x6xcAICmbVoW0fz1vu2yhX+v0fQMuQ0VekfZwYPgBedA50koJ7eT/Nn6/fGgnADVPmk6wtCo20NFaliON7VMf2oFJk+Q3g3KkpdPqn06ONNf1wcaRZhfa6fViuHYtcPPNqprJV1qvNUcau8aw3WWpGDznSItQaCfDd7EBm7ap1wHRQ4g3f7P2UrWzXEfaa68B99xjfp9bXx9kIe0PvxNw993A2PiGwBxpTkJadkAv1iUhaCEjClUX0rJZ9VporDIJWDjSYC2kxdtaTcIQn8vZzpEmSdrDDuP1rNRzhXVB3ectBFvVkeZRSMvm3XOkGasjF4tcsQGDkOYU2hmEI40X0rb0yitrSVYwYXHEISGtzrEtNtClvzvmega55RyENCDwK3OpoZ3+cqTpfyfEguZIy9aHkKa4zVVU8YAT0twdaVyOtGJC1394IY2JGnklEbsxxp9fqc6RFqCQZuwPmpCmzOJtHGluQhp/g9MJaTnrgT87zmzC7eRIi4SQxjnSClnzPuUHNCEtXtCuC5ZCmtGRJkj6Ih/lVO3UJVvTiiaUEtppHOuw304CGd/2cr6voKt2+nWkAfIgLMwcacw4Y/nM5YUX5NiIa6+VN8UP9ioopLH/f/GF/NvWkcYLaRaONLvrjxVsID8uv1ybKNq4M3SDXpt8jDr+67+AH/1IzYnDPu8kpLE+1BRXzp/5C20/wK4DANDb7zJULMORVo6Dw2qT5YR2iqI2WTL2M3bNVCt38kIa60DbbAMxJneq5LAhZQlp7F+9GApsu63yIqAcaem0eu1TnzWl06bvwmn8pbbTT2in14vhH/4AXH89cO+9APSV1t2uxcYIh2rnSGPH1zK0c6ut3B1pESo2wPCSI00npNk8PFCvA0JP8KGd5TrSvvc94KKL1Ourcb1iyxAMQA6n7Fj+ify/TIYTsPyPfezON0ksQuRzpGUk3TIJiMBWW+nWVfViA5mMlp/VIrTT5EhTxnSmYgPtrRahnQZHmsVOdndr55qxK5R6rrBrpq5LWahzqiMtbhDSBgZUIa2lBWquYiNehDRBgDrWTtkIaXahnUE60jI5JbSThDSiXvHsSOOFNMP5IIqGFVVISAvSkVYsAkWJu9hK+s/EhZw6uK4XIc0oChhdOAnuoi4gaRLSCgXoyjAXinFLIY0tC3ChnaJNZUODkMaeXpSD3USWhe2NTFkLaU18jjQLBcVUaAAwCGnWHY71KasKgIzICGnxuD6008L5ks/I76WRVwe3gJ2QphdQTVU7y8mR5iW0M+9tsFqSI43bj6BCO8uqAqe4av0WGwDkQZgvR5qTSuUBNt+3vEazSZCifPMTDi8VuEoR0iTJvLxtsQGDkNbaqqUFkCR/QhoTW8ZhreY8salkK/CTKC+ONOZOUg62J0caC+1MKS42JDX7oAF2HQCA3ozNgxKGzxxputBOizQOfil4De0UnIU0vnCLsbikrZAmSdrC7e0QdtgZAJBobQJaWpyrdtp0Irm/yvvU2zYWGDZM/oeLI81raKeU8uZIs3XIcKgP6pRrMhPSjEVwfAlpbD83boQk+RPSouJIMwpplqGd22+viZc2D+rcQjvZNSzgQBGVkkI7RVEf2mnjMlOvA1K/e4g3f7KGkSONud50Mdza+vratlbfai90qm1UhbSC/y/Ebr5mvGcwR5ru2hQ1R9rAgCakGQoeAd4daVZVO3NcaKeIhOWJyj/oMGpdpZ4rXh1pTEhTAkAAmB1p6TSQsnjIAvgX0ozFBtxCO+0caV6LDbRhQM0xzmhJVkuxrT4kpNU5dk76gR59p8/3aTNFx9BOIPBHX1ahnVY50vw40ozLSiYhLV93OdKMAx6TI423GSNlGrgVClArdQKyo88qtBOQhQVRhPqUzE5IK+YFFPjQzj6XCZkHXB1pSWUQnkrZh3ZajA7dHGmizQSYHWcmpEXCkcbNAh2LDWTNAxA7Ic3qtDcKaUWhQkKaXWinF+cOzOKLFyGNH9BHIbSzHEeakCsxtJPNsoMM7WQdVzn4RV5A8uFIkyT7+4Px/LJapV2xAV2ONElCS7PcDzIZuR+wbbp9l9msNhcbjzXBO9IM6rA3IU3+nY4rn0HKpuyvXkjryzpct0VRSzrItccJnSMtqaRdKCu0k/vb0ZHmHNrJHzvjPDwBEWhpUUM71fk1v/F0GkLrUADKeMbgSBs/Xv7t5kjj+3Vf6xhgqLzOoEI78+kh6ltOOdK8CGmsP4+KyzfgbgyDOFgoL7ST/a+3F6tX66sr+xXSquVIswvt1AlpY8dqQl+3zXcbQUdaUMUGLEO8o5IjjW3PmAyTCWlx+ZxMIY+mvHLD4xxpRcH/du0cacZ7BnOkRTq0M5NRQzu9OdLkP0yhnR1DTP2MT0Fj50jj9c+gHGmsS+iOqVVopzLnSiQkpNLy/c3oSEungVRMf1Fthv6+xWMU0kSRE9KSpYV2BuFIY7SmyZFG1Cl2TzgyffqTMterzRSNF96ohHb6caSZLxCGHGkFTkjLVmgEEjJujrRkXNIsvUiaJmuCYHSkJdU+k0hoQhHbFt+f7IQ0o9uvs7/Jcjk/uAppcWVAWmKxgbbutdrgiXek2UxujUJapB1piYT+RmvlSFO+s/To4YintAm0er798Y/Aiy/Krgnov3ejI80234kXDEKaZWinx4q7dqGdYTvSyhHSmAbAHGmFgnVfyyiDbF1oZ6GobtvTIJIt7NSpHXAM7WTrUmaUfB8RkYRU8CakGZtl6C6uIoAnRxqAlibNkWYltNjBnoi3tRbRgV73HGl83pe8h3usQenhhTS7J+5qaGeCE9LsQju9OtI2bfKWTItDL6TJw9DyQjudHWlqjjRuQi9JeiEtk9EfCuZ21bk+hg0zO9L4/U2l9EKOodjAjjvK6+zBMNmlYdOJ+GPR2zxaE9ICCu3MpayFNM2Rpp+o264PnJCWkFVjCXF051vLC+1ky/X16dxo3C7YEjVHGju+lqGdTU2ID5EHBcUum+/WZuwdhdBOz8UG3BxpXkK8w6zaKUmuQlpvTD4nO9CLWEbZET600+NDPqsmAwb91HA/YH1IF9rZ1qZ7ChwFIc0ptNPsSLMW0hIdFlU7RUNop09HWslCWp+8nWI/d6OwUOdE5R6f5N1fYtzCkaZvd4sPIU3vSOP+4SO0M4gcaWrbU+RII+oUW0dav/4syfVrZ5Rl1c4IhHaW40hjoZ3sM3Gh/qp22gppNo40wXBhLhTkvGgMQdIcaamUqsEAkAdX/AArV7QW0nIGkbJzwKX6mwdciw3Eu+U/TEKac2gnW2/ruiXAAw/IL3RCmvVg0BjaaTXwZN8FG+cEIaRZ5mtgOAlpsRiSbABsIaTlmJDW0YTY1P3V94tFAMuWAT/+MXDBBZY3e5MjrZwcaZ5CO91HRHyhBF+ONG7VkXCkKceVD9m00kCsQjtLdqSVKaQ5OtKYkGZoj22Ik6FpgPOxdZsQe3KkAWhpKqrN1QktLodEzY+2VR4xaNX57EQyPsTVkyPN0Jn5wtp2/VUtNuDBkcZfu3uzDiH5fFgn3xAHrIQ0vkquX3RhsQ6ONH5Cbzz3TULp8lW6dSQgAsOHm4U0vqOl0/rxjMGRtv1kbfvdGGZ7MvJ9uTc9SiuZHZAjLZfUJtxlO9KUY9ocz6N9iPz5zsIQ1TWja1sJQhpfaABwvxYbH8xG1ZHWigyQSiHeJidhFHttrKQuoZ1VE9Kcqn8bHWluOdKi5kjjd9pFSGtHH9CvPLTShXb6+0KcHNYmR1rWQuRPp7UQcERASBsY0Bxp7LehK0sS50iTFCEtpt/XeLuFkMY50uyKDfBCmlHrKllI+3yFvL4Vq80r1znS5N98GKVYjEMa8CakWX1nxj4gikDBKrSTr9rJzeWtQjuDdKS1pOpjHl0KJKTVOXZP7Af69cvphDTDySUIME1qg8QqtLPyjrRcwzjS2AQtmTAWGzA70vgqjLwjjX2ODbpzOcNEVUpZdguTIy3TbF7IJ+6OtG75D2PVzoS8M67FBjCgTVh4Ic0m54UfR5pTQQK/lOxIA5CMKS4Wq2IDyvmQbk4gPrRdfb9YhBaz19mp288mxe0nFor6YgMVD+10n3xbCS9qrg2HSVn0HGnycW1BFgmlT3oV0nhHmqfCy2UKaXzaLdO22LrU0E5DKoGc8/3FTjwrRUizdKSZhDT5damOtHEj5P3040hzOwa6BhgcaYB9eCfTqtIJ5TNOoZ2DWjv7Bn0IaT5DOxOqkOb6MVtMjjRln5wcaUbHlEko3SyrwbrwKYMjTZKgP/CplKOQNnpUEUPRDUAJ7/TgSOtLDvfsSHPNkaZcyPLJVrWNaoXqUnOkKaJvMiZixHD5vU6MUPM4MXyFdgbgSGNjlmo70hyLDaTTiCtJAm3vlS6hnewaFrqQ1tLiPbTTpm2664BbjrQwq3by29q8Wf8/FtqpVOzsQK+2I7wjzaeQZmym7mu3ye2oCzvnhbSOjmgVG0ASkCTLfTQ60pJx/XGzLDbApaCxc6TxoZ3G61mpOdJYLnFdigCrHGnK95VMaqGdACAM5ByFNJZ3zK8jLWUX2sk9kOPvSxVxpDWRkEbUKbaOtIx8ArKqIbkB85Muhlgo6t8M+I5tFdpplSPN5Fzw4UhjSZbVqp28kGaTRL7WsHekyb95R5pVaGehAOS5nFeClDAN1tig0CikWW0fMDvStmRaPO2LE+xibnyCpxYbiHVqjeWLDSjJMF1zpGFA25lcjgtf8CakRSJHGi+kKQNTnZAWV/bJYsLOzod0S0J1iwCGiVAmoxOxVMdHoQh+jFEJR1oMklZ11IOQZmWm9RLaqcuRlil9kGAXruEXJoIkIMp9FGbBpFAARGVw1YqMen0XC0V/z0KMym+JjjTAQUizcaS5ubHKFdJiyrjWzZHGzvuWdHlC2vjh8odcc6Txgq8fR5oPIY050jyFdnIPQXoHHZzE69frX/t1pKXka1KxjHF4gRPvvVbttBTSuNyxQp9+HUxI2wbrAMi3iC1boO2v4vZ1Cu0cMVTACMj3py0Y6c2RFh9aMUdamv9aXap2ujnSErEiRio1FGyFNK9PFZT/Cb0ZfPih/Ba7lZeaI60UIS2Iqp2s3UZHGhPSVKHP7l4Z1dBOrm8HGdpp60wNM7STvzjYOdIgn5O2QprPh4iWKXXY34b7QTYb0y2ThCAP0pmQNnly9BxpgmB5j9YcafI1mp8HAjaONLFKjrQB5ZgWOenEIrRTy5EWQ6pJWzaf0XJGp9NASvIR2mkYN8hCmrxu3oTCFxvgP8M/YLArNlCWkJauj3l0KZCQVufYTeIGlAvxMOXpKJ8PxeRIyxdtb+Ze6eoCjj8eeOQR+zb6De10uhiaLhCSwZGWH+RCO/U37i1b5LY+9JD9+gcGgJNOAu67z36ZsLEV0jj7r86RZpEjjU8eX5ASnh1pgLUokTMc287BVsd96O8HTjwRuP9++2XsJrOqIw2KomZ0pPFCmpUjrV9uaxsGdJlQTU/21q4Frr9efeTFjrOT5hA1IS0VU/bJKkeaknfMKKRJEnSDhsKAthPNMVYVr6gKOex1yRjEe6vQzkUr0thtN+C88+yfMlo60jJKmO+gw+e4ppdT2TdoR1ocRVshjR//tyCrezLp6xIeUGgnYHGd5osNFIsQpZju35UU0pqagF12kf+2c6SppeuZIy1VmpCmhnZ2yAfDlyOtjNBOwEFIY1U74y6ONFFEnltfX87ekXbz3ybjLDyMYusQfbscUCskYwDxlP8cafPmAV/9KvDuu8omRf850iyFtE3asSj0Dep2JwERGDYMTchjq2bZcrl2LbiZYFq3vJUjbWSHJqQ5OdJ0Qho6gKFDsQrb4qvrH8KsWdr/fv974Fvf0of1qu33IKRxz5nkCZjBHegl9Z0mpEkYMTKm7ltZQpqy3IItWyOTkXXEnXbS7YItdjnSSgntLOvBh0top+ZIU5a3E9IKBTyLEzAdL2B1QasUaXS8lSoOXHIJcMUV9v+3LTbA9W3TVymKJRcbsM2rahTS3GxF5YR28tuyKzagONLa0acT0twemLg1l6F78GUM7RyM6T5jCu2cNKliQtrjjwPHHWc26pkwOtIEwdmRxkI7OVUihiJizU3ujjQXIc0pR9o//wkcfbS5OKsVgxlF7OXGLHcLP8Ap+LturqM50qBzpGUGtGXSKUl14QFAPC6pD3y8CGmiCAhFVmyA+wfvSLMJ7VRzZRtNMw4RYICbI42ENKJOsRXSBuULERvU5ZyEtJxYtpD2xhvA888Dd99t/l+poZ2+cqSZQjs5Ic2QsHz2bLmtN91kv/533gGefRb4wx/slwkb26qdbGDPx8ZzjjTNlSEhL2kTJkFKmhxpvoW0LJuUyp0vIzQ5uoBeeQWYNQu48077Zfh5n6WQVtyiNZrPkaZMiG2LDXTK7+kcaVZC2l13ATffDPzpTwC85UgLVUiTJN2Xzybu+tBO+T1LRxqbF7YmzY40bmNsohlDURXmREGqjCPNENq5HZYjDhEFIY7PPwdmzrQfCFldQ8RFy9T37L4L3iETlCOtHCGNXcMSENUQACsxAJC/kybkdE8mS3KksU7ts+GeQjsLBSCX0024AOs+adU0flXGvwHrCXEqJU8CAGDnnT3mSFOS6JYc2tkmu4jcHWk+hDT+HPcT2qn0IebOtXWkDQ6qISgA0JuzLxLz2zf2x6M4C4vGTIOpITao+SiRQVzJlOxHCHjiCfle8fDD8ms7Ic3sSNPW4SakCf1KuDpLjaA40gCoQtrmzdB3Lm6bVkLaCKOQZnMi6kI7i0OAjg78AyfjFfEI3PlH7YT69a+Bp58G5s+XX/PnmmX/ZEJaQr4RNRm+1ng6qdu+L0davIhRW8nfwwaMQTZTvpC2uG8sAGDKFOf7q649EXOkuYZ2xhVRxE5AEgTcgwvxEqZjVuEY/m3d+ksR0vr65LHW739vG+GNvIXrOwERaGpyDO3kHWluOdJaoQlQts5UfuBYKJhPYCPsAJVyYDwIaZaOND5Hms9CS8bTwUlIywzqHWlqaOe228pv7L57xYS0e+4BXngBeO01lwU9CGn5vDbUtnKksf1iD07VYXnR4EhzCe20up6xa+V99wGvvupsnGAMKrnp+Id/vy/+GP/AKfho2VBte+yamIDOkTYAzUiQToi60M5UUnIMxzU6HG0daXyxgTAdac1ljPVrHBLS6hzb0M6cfOaNSMpPy/kQPJNKLZQf2unksrYK7bTKa+HHkWZa1lhsIG8vpLHB05IlmjhjhF3Q3e7lYcLaxEKXTEJa0uBIU55WMCeVUJDkSQjYMvY50vgboHH7uveUpzSjsFnN6+SU3oLd/JzG2FYJv7NZbewzoqg8KjMWG0jJHcbWkbZBThzo6khjOYEUtcBPjrRQhDTDSW8ppDmFdjIhbUga8QTnLrMR0lIoIB5TQqeNjrQKhXZuG1uDZdger/3PR67Rh5aOtEFtYTthlznAAK0Ag19E0cPk1iO8I0+9dhn6EbseNWMQMc7iL+TE0hxpAYR22jrSAKC/XzfhApxFpGLR/ngajy1/ivNax623AosWAV/7mvWAUs355CKkuR0SNbSzRRb2XR1pvJBmk49RxeLGqKvKbTMpZscunZA/b+tI46qLAUBv3j63ZU5J/JwZPUnXHicGBjT3byKtuKB8XCsMafbUCQUAXWinb0faFu1iYHSk8UJaOl7Q1m9wpDmGdrYX/DvShFZg6FBsxigAwNo1RbW9LJ2BRXSRsyPNRkhLNCV16/Eb2jlunPzeWoyzLjbg9amC8r8tWbmdW22lCUZu907jeDJqjjR2urUgKxcbUMe69o409t3zRZ2CENL4Y2J3HzRGFQDeQjv5ByR2x77kHGmAe3hnUI40o/VK2dleSXakdaBXKzagy5Hmb+zjFNppdqTFdcuojrQbb5SfKp5/vv13UyZsfa7nBhfaycIvrcRCXfEN6EWhOIpAOq068Nm5k+dyOVs50gYHtWsjYO1EMxagMhY1sWJQGVOojjRJUvfR6hlBIhVDPJ1EXPkuBtCmLpNGXiekpVOS43dm7E+CALkSKMxCmlZswDyv54U0pzm11fWEd5KTI02DhLQ6RpIcig3k5bvviBb5ZMhlOQuo8YKeKz+00ynJo5UjzarSUnk50uTfWminfY40/rNz5jiv38ldFTZs4sjEGldHmnJhVgWgvKSbPBWkpPFhe8mhnc0YxHDICpqdOAlok0+n79bKFcLWmUwC7YKi1BlDO9OckGaVI01xI9g60thEl92hBf3TWD9CWjnJ6xnlCWnKRNqiYm2+oLhW2pKIcXW1jROhQq987UihgERceVInSPpiAwE60nRFE1pbMQmrcMQuX5py0BhxKjYA2H8X/MQmlyltkGDsC0GEdiYgugppLcgCyaRandW3Iy3A0E5bRxoA9PX5cqSZ3NIO83I7R1oqpYWJWU3OTUJaUv5wyY60tOxocAtd8pUjzeJ+7C20U/7tWmzAIKT1OQhpgpIvJjtyPEwNscEyR5qPS4Ua4qN8b26hnZ5zpHVqFwMWuq5L6K0k/WcO3EIBMN4kHR1pQ/IYqaQecHKk6YS0fDPQ3IzO+FYAtH61bp22jOdQTFVIkwVyO0dasRjTmR5t1wdN9E3GjUKafjmTI61QsA/PU5brLMrHe8QI70KacTxZjiMtyGIDdqGdLJTNKUdaJ0bI7eGrqhuEtFISqPPHxG4sa3zQDGhCWiWqdopBCWlOT+/d4Le1ZYvlRKRPGgKAC+0URV1OXV1Ceg84OtKMxQZy+nB4VUgbPRr4zneAtjZ7t2CZGOcVtnCONAlxFHMFS0ea7nwAkOAjk2JFIJUypbLIi9pCVo40/trIt5nfvvGa+d577udQLq+4RyVtgsr2kf+OVBdzEkAqpQpm/ZD7TBwiksKgP0eaQ2infbEB59BOcqQFAwlpdYzxRNA50gT57jt8iN4yKy9nkbOmzKqdrC1WFyonR5qTkFZOjrQEBE5Is/+ssWKUcZlaEtISXLEBPkcaL6TxjjQBSf2kAP6FNDYIa0JOexLvIKQxR5rTd+skpI0YAcQKnEOALzag/GnrSHML7WQJRtnGbIS0qod2GoU00UpIk78Xqwk7E9LSQ9KIcQkrnBxprGS5XGyg8lU71QM5OGib74Fh9QxA5N6zdaSJ5TvSnAbHfily++9JSEulkIhZC2muk0pjaGcZVTtN23IR0pxyywQhpKn09CD1pz+ammQU0lqT8oqyWfuwciOiqOXgH5eQHayBOtJKFNJYH2pKckKaTelXnSOtYC+ksbya2eHbmNtmg15IY+GEMYdP6DEKaQUbR5optLPoLKRlurVOIwzkFAekkoemOaWqFk5Cmk7I4SobAsDIITlPjjRdaKeSn64zNRoAsKUrgWzWuiqda9VO5YDl4zZCWpN2gngV0vgcaeMVLXUNxiNjOL4mIY1vuBEmpCkC0siR/oW0IBxpQRYbEEV5d9nQQsuRxkI7bVbECWl5pNRjZky7UYojzZuQZn4vCcG1amfRpyNNC+30KKQ5hTbw1uVyhTRJ0g9aWWinIqSpoZ2D+urMfkM7nRxpxvsBE9JMoZ2MZLLkdnhtp+th5RxpACAMOjvSNCFNuw+w/TIJaS6ONGOaD1U048RNo7li/Xp9XjUrBgvKgwZJC/thjnr+vs4KvCWSMSCZVAUz5khLIy+PPwyONOfQTrMjjc1JjMUGvIZ2+nWk8ecrcxAyWltJSCPqELtJnCAAecUiPmKYfLbkcmblmiEKUmCONKuT0yjWAN6KDZSVI003GTVfoBh2dl+2TBDOoqCwFdJYsQGu7LGApHphVtMgFQyONKRQUNx6llU7DU8qnRxpvJDGW66NlOpIY+scMQJcPI8htLNJboutkNYtf842tFM0CGnKdlifsouC4yck1QnttCg24BTaKcj7mW5vQiyVVCs/6ooNACh0y1+EHNopv1cUK5QjzRDayQtpbhMlN0ea3QSCv1ZFw5Emfy+lONIiWWwAqIojTeXpp5Geea9p2SAcaRs2yIcwkQDGFGVFzd2R5iNHmsWO+3Kk8UKal9DOgnW15WJRdhsAQLZjDEwNsWmDNiDPIJHSJ7j3AuueqiOt6NWRpq3DrWpnIVPQHebkkGb1BqoT0myKDViFdg5vzfmv2pmRt8kcaYDsuHBKps3vuw7mSFOENF3VTmihnYDcNL850nSONCshzekEtnifCUilONKCyJEWdGgnf6/xWmygmBfQheFye5BSd9DKkebXlaa7x9mMZdn4uB3aRd0ttLNY0Pdrq31TDFwAjKGdNo3140hzegLvBeO2+DxpTEgrGoQ05ToalJDmWGwgbxHayd/cuPA+v0UPvLbTjyMNkO/rVvtoEtJSmiwRj0nWQppkcKQZGmMUxNT55xqtwrTVwwc74wTb+KCkhO9bOdIsulwyGdM50nRCWm+v3pGWQulCWop7CMWn9HApNmC8vrmdNo6OtBbvD8LqDRLS6hi7MQs/yB4xUu4CuqplRidbXtSvrIRHX35DO61ypPlxpJlu7MaqnbyQZhhA8J+1s/vWlCNNrdoJvSNN0OdIK+RhdqSxxNtWjrRB/RdgKaSxRKLIe3KklRvaOWIEtM6cSulDOxVNwFZI65P3x86RpiYY9elI4/clMjnSlBxJlo40JedRur0JSCS4svT6jRV65IGjMbSTLw1e1tNQwzXHGNoJwJMjrVQhjf+cMfzbK17njV7w4khjmkgrMvJT6Zg2qA8rtFOSfIR29vaac6Q5uLGcHH5eiw2ocE+EdY40FqrGhLSEvKJMxruQxq5jY8cCiYxsz3N3pPk4b0p1pLHJfVIJ7bZzpBlDOwVrIY3fZjYxxPymBXKlXPla2tYsuueIssAc2lm+Iy2TAQb6tBNDyOpDkRJDWjQhDf5DO4cMAdIx/znS+gbikCRgS2yk+t7atcEIaU6OtGLRvyONCWnrsA0yWf3EytKRZncSGRxpfoQ0Y4SDX0caPzQIstiAIJirKiOdRiLBxqbW/b93IKG6u/JI2wppQHlCmq0jTTkGQ9GjvudWbMAonFkJabx+X5IjrcpCWl9RFkXU0E6TkOZvk05jBVNoZ14v3qihnQxeSAvYkWaVP9ESo5CWLZj20Tq0k3OkxYreHGmG64pRSFPbnM2b3uPPAUchbdMmee4AvSPNOrQT2r7YCWlGR1ran5Amh3ZaONJiMe0BqoWQFpQjzSykmZdvFEhIq2PsJh3sZIhDRMdo+cKQy3MDUVNoZ/mONL+hnVY50spxpBld3vxklMW9W31282ZgxQr79RcKpd2nKwEb8JiFNPm30ZFmypFWkJCHNrIuIK3m0LLMkWYId7OqbMgGpV5COyXJf2gn69OWQprRkaY8McmhyXKEnMloCbAtHWnFhN7mr2zcTXOohJAmSQ5CmiHrKRuYxlFUTywW2lmwEIhYaXFXIY3LkRZX1lcUijp3SCnhJpb7IYq2oZ3suuFFSNPCErQLkSdHWra0wWhVHWmplBpy68uRJknuNksHBgf16/ftSHNwYwXqSMtmLY+jyZEWz7HFPRcbYNexceOgJqLWHGnW+8c/wHIN7bTo1H4caU28kObBkdYvtlr2GV2BA4lVrXHu5Hzb2lqK2r2+WHpop5UjrVjkhEPo850B5t3OZoGBfu24OzvSOAHWptiAUUhjbmm/VTslKYaBAaCzOEx9b80affiSMUxJbZsRVUiTb1Z2xQZYGzwJaSJzpEkYO1auGJxHE9ZsTOu2UYqQtgWyeFiLOdLY9vjQTnZ9TsYEebKrc6RZr2dLnz5KgB0zY2gnv02/bQRKENIccqRZ5XMywq4DMRTRjEH3HGlqSWrlXHcS0sqcr5gOBl9wgDnSRM6R1t9vFtJ8uvH9OdLkzm0b2qnLkxXsBKXk0E4vjrRkUnZxKRgdaYIg98e8pHV6K0eaMbRTdaRx34mVkOZYcIAT0lRHWrGoPgjUzVWZkJaK+3CkxRzz2nkO7QSQVB+gWod2lpsjrRUZs5DWSo40og6xG7PwlTeaRso3g5yY0J50GXKVRCW0szxHmv4zTq4O42etLq78sY1KeKeae0OZzzCrv8iFduodafrlcznzhZCJY0YhLZ83C2mD/eZBsSqk8U/ibYS0Xq6KuGUXW78e0mWXqxXfABdHmrHYgCKk2TrSsnKns82RhoSc/EmdvXlzpPH9KSghzfF0tHOkxbTjlkw45EhTEhqnO5qBREIOpYQ5NMeu2ADvSKtEsQFjaCe7bvgL7eTyn9mcv7qqnYM+ZyiG7dm99gN7Cuo5R1qpxQb4f6px394bzrvRgBKKDTiISI55ZEoQ0jw50myENC+OtPHjoQppmiPNLrSTe5jlFo5Tcminkv/QTUgz5EgDtMJ0umZw31UW3tyLrG1NGESiJY24EhduG9JlgTm00+xI4w+R59BObh+NOX10Qhrfb7jOJXFDJWNo58iRAATBLKRZPF0UBvWdq7cX6BSHqq/tHGlec6TlYtZCmtGR5irMAWo+oGS8KOc7T8r7N6i4ZtrauDZ6vSCW4UiLWo40K0daa0K56aRSWo40m/Z19mvnoZsjrSJCmpIz1UpIswvtNAo/VuMA1d2SzCEGcI40m8ayBm6lhDiHKaRZhnbKHVsN7VS+XE0Q9LdJPw+JsoWE7n2TI43PkeazeqgbQYZ25vPmKramYgPptC4f18CAvnqtkyPNKKLz/dDq4cMHHzh8b5s2yQ/h4d2RlkzJjjQ2lnAS0tJNnCPNYlxuJaSx4iOptH7upj1AtQ7tTH2xDIC53osfR1oaeTXtC0BCGlGnuDnS2jCApq06ACguHWWkzIS0ZkVxFvLFijrSnEI7nYQ0p2a4FxvgXB2GZY2ftbL78stEJbzTGNoJKPZfJqSluCcRFkJaZtB8IcwOKO4Mq9BOo5DWZx5ps4FoU0LQqpXZCGlWEwMdDz2E3P/eo+a7AzwIaXyxgVa5U1kKaZKEgYJ8czYKaepgEUngiy+0zygbdzPvVEJI04ViuwlpzJHmWUiTv+z0UDmUyYsjTS+khVO1EwCQzfoqNqAKadzDgkGb/Gc6R1qJ57ixL5RVBY6r2smEATchTR1QFSTvl3B+wRJCO41Cmt9iA6E50ga1qln5POdaVoRndt6XI6RZOtJsRDLeVSW4He5SQzvVHGn+QjsBfQEJBl/1Nyt5E1358QdaWizTOLhhdKTpqhkiBWkgozse7F5vFdrJtp/NAgNcOGJhUD/xS3S0uYZ28vtg50jTVe202XGjkNbdDXQXhqivyw7thEdHGjd5YzkxjfCONECrUsvQCWleHWnK+0EUG4hS1U71+hzPqf9kQprdvbIzoxX6cMqRBlTWkTYM3ep7SQi6vm16yG1w3VqFrarXgYQ+Sb9tiDdr4Nix8u9qh3aK8hgkqNBOX460AivQIr8OM7SzHEea1ZzU5KI3hnamUkijgKRyr+7rA0RuvU450lhXUdvMHQura+bAAPDZZzb7s3mz2ZEmasUG+HWzB7WJlJ8caZojzSpPrNHJbhvaCc2RZhfamfzzPer7duKZm5AWA3SutJa2xpWTGnfPGwAvQlp6uHxi59CkzoCYLZVN1oSCwZEWcI40p9BOflNO8dx261SXtciRpk1GrUM72VzdSkjj1+/HkSaKwKpV3pf3g6uQxsfGI4WC8qSRzZWNOU0AIDvgENppzJE2YBHayYS0pOhabIC3Y1vepPv71RsRg30PbJ0jRxT1I1g+tLNV7lSWQtqmTRiQ5APXiox1aCeSwMqV2mdsQjuDdqStWGE+HuUKaamkFvJnJKckVE0Pa3UO7VSrdgqGYgPehLQtW1wq2BcK6MZQdGK4LrQzBkmbnZUc2qm9ZyUAA0YhTd54LmcOG3Ci6o60UnKk8f8sIbTTKLhYhXZ+gQmqw9OUI60KoZ0A96Td6EiLDbLFPQtpVqGdWjJtL440HznSfDnS5N9NKX+hnYBZIAUAIattNCsq11qLvpLJyAny+ba1YQBobtbu9T7me+bQTkMfMuTj0XKkae+xc2XECO31wCAnyImA0C9/9zEUER87xtqRxj240QlvBkeaMbSzG8MgIm55MoqD+mNoHDOUK6TlY/J35ZojjQsLK2SsrwFMMEjE5Y2Pa9Lf4IcM4drmI7RTQrDFBpyueStXascuKEeasdgAH9rJC2lajjTr9XQOaF9SHmmTEz4oIc222ICdI62lxd6RZsznZPE1q9eBuN7J5epI44Q0SQKWL7eYV7g8NervBzZutNkOvy0ARcSwcpl5ENErGBxpBiHNT85HY5MBg5BmzJFWsAjtDKnYAOszQTnSTA//dKGdUDs4C+80Fmt1qtq57bb6NruFdgL2edKkjVyONGgXFctiA8o6k06hncYcabwjzVJI07+WQzuVnMcp/dyNPUDlw4t5w0qqS+v8duNCNyENICGN0bh73gDYTTr46oRNQ+WbdA5N6gyIDeibId9MxELR/mzzSCVCO0vJkWYZ2lmwFtKmTpV/f/SR89MiP460q68GJk0CXn3V+2e84i6kxXTHOKdUZ9QcaXpnCGB2pOmqdnoR0pRw0aaU6BrayU8MLL/bfN4kpBlzpA3v4D5oDO1sc3CkrV6trts+tDOpn9HYhHY6zRXsxDY7Xn4Z2G474Ior9O/7EtIsQzuVfxsn7KKoTqCNQpqpaicT0uKCOokSBUkrygB70SCXA3bdFfjKV+wTJBdzBXwFn2BXfI5CXnItNuArtJN3pPVYzyB0oZ3KImedJQ/OFi+23paRQHOkSaXnSBMLPnKkWYV2luFIM36/czZPxkR8gYtwt+/QTqfJhu9iA5wjjV9eDVVjQpoyWPQjpK1eLf+2cqTZFhuwcNraUqIjTa3amVJyJPoI7bQS0gpZrR3ZYpO5bQonnijf99at06eWQEsLJ3R4Dw1xCu0EACGTt3Gkae9ZCmk5rYMUkILQJY+JkhCArbfmhLS8tqtc5+L7HHOksT42Yrjs7B8OeSYoIY5uDLM8XrxACeif3wCyMZoJk/x+eQ7tVEKUTFU7m7ncQyIg5rhQfpuCK5ojTX49vkUvpJUa2plBq5qzNYhiA3Yi0wsvAJMnA9ddZ15/EI60Ju60UK/PijgftCMt6GIDkgQUlHGinxxpJkeaU2hnTL4guIZEsgZuvbX8u6sLf/4zsP32wF13GZZ1caQdfDCwww7W1zQAurjvX+AGTJ55I/7xD/36ehVHWgd65QPQIx8fLUeav1A3p7QFRiEtI+grBJscafE4EtDc6EHi2ZGWyZToSNOu5Yl4Ub1p2wlpIhK6E7VYBNYrxTknTDC0mTuO7Fxhv3fdVf5tlyetsKFTrVBtXbWTc38pc+hEKg4kk+r9pxdyBJiVkJZKx52FNMM5JAiAIFlU7QSQjNs70hIJINW7xfQ+oL8eWM23+Sq7gDY2SqKAZEsKjQoJaXWMrSNti9z5ZSFNVlHySGtCWpGFdso3LpMjLYzQzr89bNpU0I40NyGNPc3I5ZxdRn6EtAUL5N9Ll3r/jFdshTS1RLJ+IjmoPNVq1sZpAIAEtJ3LKPnIUikAkoSmeXPUbXkqNpBnOXkkNc+BMTcNwzW0Uxlc87DvQc09kua+mFRK70hrl/fXstiAnZCWy2nhC0hCWskJacoJxdrq5khLJvU55rwwa5b829hfSnOkaW+z0M5C3nBCDgzYCmmmHGkDciNSMb0jTfCQI+3LL+VoiVWrgOw/XgQuv9x0UAp5CaswCRsxBr19sWCrdvp0pOVz8n4sWCBfwz791HpbRoIU0spxpAkFvSPN0blQ4dDOxX2yo2AxdipbSAvSkcaW0U1OYC+kWR6Su+9G8ff/i7lz5Ze77gr1vuoWaqPL81Wpqp0Se7DhHtqZ4wrPANahnXwIYlZkCTjNB2buXPntRYvMoZ1qsvUAHWmFrKA2Iw5R/S5dhbSCXkgTO7nJMS+kSdaONHZ/HzVKEZCam/EtPIVpeAPfOSMPFApIQVDDlAbRbO1Iy+k7s9GRNm+etXvA1ZGm3NeY69joSIs1aZPxYtEgpNk4RdUJGgvtbOvW/b/U0E5WaCCdENDaqn+I54RuPLl+PeJPPaF738jChfJvFtJl6Ujr6wMuuQR45x3njXNYOdLUZN2xrPpPNUeazTV5S1Yrhxd2jjT+67Kq2mmXYsBcYdBBSFMm5XE1F6tLaCcT0rq7VfcQO+9UHOYrogjMny9/pbbucratjg7MxV4AuDGYKCKPFHJF+cC3Q7kwKhY39Trv87twDO00OtKElO4zpmIDsE44HwR+Qjv5e7uYd3aktSIj5xPjRKF4DLLyk0h4dqTl89rL4cOVZdTro70jbbfd5N9WxeUAYPDLbu2zXI405k7jx7rsu2fFBiZDXukn+AoALbQzyc210k0xTfw0XmuLRVMxHrFQtHWkJdWUHtp7utDOHk1IsxsXGq8lVg+m2NiIVSBuVEhIq2PsxiwDW+SbX1s8q+aN0jvSlMG2cpOsZLEBPqGtGtopikhcfaVuGavN+nGksQsf+4xuMmqsUqp8lh9kBuVIYzcNv08OvWCs2gmYHWn8RDIrWAtp6VhBFdOyipCWTAJYtAhNH7ylbouJCwyrXFNMSGtK20/+GaU40th3pU6UuRuTyZE2RN55K0dafsVaCOCefFmEdgKAuHK1aeNeHWnJpPen6gw2UDT2F775JeVIY+KTQbQQu/tQVAY/6SFp5xxpA3IjUjGDI82DkMaH92ZvvBW44w7g8cd1yxTz2n4URQmSMggyFhtwSyZtGdrJu836bUKWOGcdO95s8G8XnmwkyNBO1p5EXPIspKmOtFJDO9lFsIzQTmPfZX1OQNI6tDMsIc3OkSYYQju9OtL6+4Ef/QhLrrgH3d3y9WDKFGiONOX8sw3t1AlplotoWKjD/hxpwYR26hxpTIQyNF4UtRDuLVsME+imppJypJkcaZJBjOUKBSQhWoaNWQppgnbTF5B0cKRxQhrXuZibYepUpbhgczP2xid4A0fg4K9k1GVVgRtJa0eaIUcac6SNwZcAzGMO/znSrEM7Y81NiKuOGuhDO3PW/ZaFHCVZaCcnpMXjpVftVMM6mzOIxbw/hNKFdt5zDxJvz9a2b70pAFp/sHSkPfYYcOedwM03O2/coh18jjSjCwvpNOJJ52IbnVltQBd2jjT+WFg50tgcwfhZo/BjtW+qqCjJfySaErbL6jbCCWlszGgS+R0cabwQY3edVLc1YYIq6KrHShTRh3Z10faksqySRy3BnT9+8HJvY3mrmZCmS0NgEDLUMVnAjrSSQzvzRct5lGnMkuIdaeyGlfbsSOMvMWxMrs4/HXKkMfcaPw/hyW3U+r+6XzpHmjZeVAu8pWUhbSrkG8P7kMOcrHOkaddQkyOtULDMJVuQbIoNcDmLtTbJv41Cmp0jzXgt4ZdLQgCGDFHNEcxN2KiQkFbH2DrSOhUhLZnXcl7pcqS5ONJKyJFm50jjL6yqIy2bRVzU7uB2F26nZrgVG9A70gxPs5XP8oNMp5tcVIQ0Y9VOgDnStMSXvOtv0E5IiwvqJDKb5RxpXV3qwMkytNPKkaYc26a0/eSfwT8dtPxuvQhpMeWNeFweScfjasdqchDSBpZvUP+2C+0EAGEl10gbIc3JkeZHSCsU5LBiwHw8HB1puhKEAorK47F43F1Iy3dpI8t0U8xctVMnpMnbScVFfbEBPrTTLu8LF96b7VF25vnndctIXBUQUZA0QdCnI81qQKoL7bR1pHFCmtJENvC2C082EmSxAdWRlk75Du0sqdhAPK512AAdaWxwx4S0ajrS4pDUhwaqI80Q2sk7aR2FtHXrAEnCe8pged99gVSiqH6ITRC8OdIsF7HeeEmhnfJvP8UGLHOk8Y60PKdocze47m7tZWcnN4FWHAisaqdY9D4cNTrS+GIDgN6RlooV9A8DWHuthDRRH0YndnNuwrFjOUeavGGjkMYefBxwgLKSZFJ7Qjg4qDY8FeeENIuT0S60c1d8rgpdPL5DOyW5AxiFNDQ16Y6Vt9BO+XdCcTmPb9cmnC0thtBKH6GdaqGBtPwdlJQj7aOPXEMG2fqshDT1bxbLb2end2iHpZDGqhCmUu450nIGIU3Qh1NWQ0hjxQbYHMEk7PoJ7SzK3288rXdZmXAQ0kzXJoebHX/v9iKksX5oJaS1tACpduWasXkzAN6RVl5op5UjjbnfsmITJElzm1kKaTGzmBIEfhxpbqGdphxpqZRvIc3KkcZgY3IrM4ZfIW1ws1bSWXWkFYvWxQbUOZcspB0A+cbAirxYVu1MOxQBy+d1x5Jtz96R5hzaGe/uVO8jXh1puvyfEIH2dvUhYysy5Egj6hPXHGlpg5Cmhnbqc6QFEdrJPuIkpKmOtExGvRnxyxg36y+0M677TAIi0s3yBvOCwRHBnv5wApPTTc5PsYHqCGlaHL1OSFNCcfjlASAVE1VBKquM95JJAP39OiEtZxLSzDvFwmab0rANA2C4OtIKBQ9CmvIHf1FXOnlzh/yepZC2Sh4EJeMi0ijYOtJ0QppNsYGgHGnz52vjOWN/8ZcjzRzamUoqN2yjkMZVZkun4VxsQEk+nYqJ+mIDknY+2eZ94YU01m9eeEF3UhcL2raKQhESEwRR1BUb8BPaqV1LOCGt3/qD+hxp8t9+hbRgHWlK3o10wntopzJhFwtF/460RIKrTuK94b6EtN5ek5DmNPAPWkgDNPHdNrRTki+Cg4Oqucxye/hSdguxp84HHKBsQzl540nmuPAipLlMwix23FdoZ9p/jjTXqp057j7KtY8/V3ghrQ0DspAWQNVOkyNNkNSn+ikUtATg3KE3C2mS7v4iIAmhW/7CTY40XkjjQjtNQhqg3WAHBz070ngnGKAJaaOHZLG14krj8e1IK1qHdqKpSeeo0TnSjGkAWFvZ5UL5+scN1U6SlhZD4SgfoZ2qIy0pX1BKEtI+/phL/m69vCdH2pIlzu21wCm0sw396j/jSk4ou1DAzkGtT1qFdvLXNL9CGn8fsBrHsmMRh4gh0L5X5kjThDSDs90U2mlet3osREVIUwpdWO5Dsag1his2wB6+moQ0B0eaLyFt/HhNSGPXbVFUc121t0MbixgdaT6FNKd7Gzue/HeQywGCcv21Cu20ciUFATucFXGkGYQ0du1AKuXsSONTjijnbCymnRuqI4279xrzZjMhrbfX+l7HC2lsvyRB1PKm8V2uqHek7YcPEIPWsS1zpPGONAshzcqRpuZIS+vnsGw9VqdBMiEB3d3qtr060nSmFwhARweFdiqQkFbH2DrSehQhrUnQ8k5wQhq7CIQR2qmzi3KONC9Cmp/QTstiA8PkJ312Qhp/XXBKBBo1R1pTk75SFUt8mUzGEItplm8mpBkdaam4oA70WXtTKZiENFNoZ9a8U6ojrTlWkdBO1qdNoZ38l6f8rRPSDI0YWCPfndualM/bONLEzdwoTOkErE+x+ZJXR5pbH+CTnvpypHkJ7bTRR/Ld2hN3o5AmSfoPqEIa70gToT4ls2ybgqWQtnkz8MEH6vt8aKcoSOpT7nJCO1VHGjfItQpJBvST7lwhBkHQjnupjrRAcqQ1aY404+SHaSKtyCihndpg2vMl3EpICzK0k30HATjSyi02AMih7PzyLH+eKqQVtdkWH9JrJ6S9B1lFmToVmvIWiyGhPDX24khznfy4ONKstDEAkJQ+ZCo2YPySSnCkZQa5+yjXGEchLZlUBRg/OdJMoZ1GRxpSKPTLJ0cSgidHWiYDXQ7OAlIQvtysrsOq2ADvSOssDlPzKO2/P9cYdoPVCWlcaK2VI80Q2rlBMUyPnNyBcTBbJozjG7VtRljVTo+ONP5hhruQpuRI44S01lYJ8cULtbZ5uSBKkj60M94NoIRiA4P9wLp1wTjS2Bfr4wLOtscXG1D7vhLOqCs2YCOCbckNUf+2Cu1MffC2+v9KOdLSyKvOXMAspIliTD8hNzwscKwAKCh5CJuSlp8FoL/RKY60TFdODRk3CR8BOdKk8ZwjLZtT18eEtI4OmIQ0tb9V0JEGyP2VPSxIQjCF1rFxflWKDRQKQKGgd6TlvTnSeFGIuVxdHWncwWJ9NpUyFxoRLap2smvn0KHK9wlrV9pgp9b/mTGDf9CgG2cW2UNPWUjrQB92xefq/0txpFkLaTZVOy2+e/W6KOSAYlEd39g9YHWa88ZR1DnSSEgj6hZbR1qvfIa0NYta3gldsQFF/FBEE0GA/dnmEV+hnTaOND+hneogg1XrgkVo5wh5gJIXrYW0VMq+dHoUc6TxQhovLvCONEBzI2VF+cJndKSlE6IqSLH2MkeaOoEfLJqEtNygeaeshTSL5XL6cuR2xQbsHGna923hSBs/HojF0LztaHlbaDI70jbJN8m2Fs4D/v/Z++8w27KzvBd9Z1ypqvbetbtb3b271RJqCY6ELhKhG0wyJhkw12AfLjbGgDEHY+PH5wA2trmGiyMGn4NxOAZsTLCR7cPlggyIKBMOUQgUQBISip3UaceqWmnG+8cY3xjfSDOsqpbQpsbz7Kdqr1prrjHnHHOEd/ze76trl0jjeHWASLOcTV4hrW37HyOehvtURBoJaayZ07PmiA83xXXIolLE+OmKkbbWNiWyjTpEWmB1bMRI426Zn/kZ/VlbSNvR2ukV0tgz78s2C1hEWhEZ4sQHJ0aaeKiTyXgirRoTI4032B2EtF4ijfrz5zhGGn/EO4k0Hu8KmgbzCWm8r3cuyVNPYYOJCk798MPQQtpiocmcIURaX8a3Ha2djU9Ik/2cUTxCWj+RxurMKsOfFSdGWpoyIWH4wtMl0qw2hBTVicwqjNK7uKVn5fJlqnKk4kPSMer3iCj/CRqxyiIhrXGJtN+++RIAwItfrMU5AHpgWK+1kMatnQNipFE5fNk9uA9uhPTxRJp4EJy1DyPSHGtn4LlU3YVcBB7sNdiH6ARmSYn4nSOFNNmeKTbVocxyOpZIS58RqftOS6S1dbOTkGYTaaaQpom0JO0W0q4XWkgrkKs6qDnPf/lPzneOrSPgn8dSH5qjUItmQF7T2UwJafy9gLsR0GntlJRVPM2dOnkrJ4W0J5q71UtjrJ28P+oT0paLu1Tm2Pp4pY5H1k6fkJbkoo84rZDmI9Im2Or4xWugLsNCWvocEWmhmNVGkZMlg0jbDoyRxoQ0NWfti5HmIdLy3F2/8fh71CbVmjCWWbbhEdKKAhsWS7emBAPMwmwSaXLNNdGbkWTvBDqINNmH1mW/kFZXYSFNJRuoXCEtLeQcf0ciLYlqsZo+J9JUORfSbuMSis+zPBZPyGLW+K2ddY+1c4cYaSFrJz8st3bGDIO1O24b1/UVRZWRkOZLNkBCWoBI4zsaH8pCGsWsSnNKOiD+tmn8QloW18hiOVjLc8syAMfHmkhbNyjk9xGybOP9gBbS8kk3kUbpqqkMJdIcayc8K+af+Ang138d0xeIiZfX2lnIRAMzdg5FARQFYrTqHA0hLRAjjdeH/50LaUC/JfhMhLSyDCQbiJy3AkBxJCmdmLavwtZOWuy5MdK4tdN/bgaRVrN7xeKkOdbOxi+kUVsfEiNN7abyRAJrfyUbS0jjk+4PKpE2KkbaB55Isxc1o4m0jmt0ptZOItIQINJyOUmtNoYlPljPJ5/Em/AKlMhx56USDzwArT7t7fXGrOHPTW878ajDg2KkyZ8qh4RMsOIgbMzaeVEKGd5kA1xI40TaKGsnxUgbL6RRH2pbO0tkKqtwiEijUzZEL+sY1XseFcdIWuEV6iDSXnftQQCSROSFE2my4srCE4iRZls7qRy+4vm4kjztvD46RloTINKyzCC4aoNI81ZJZ6gjemQyUdTcLLPi0w3ZWSDCj4i0RlCBo62dT78fAHqJtC4hrW2B+rH360neDkSa19op44Jxa2dQSCu7ibR0u1Txjp5LIs0R0ljWTvvzQ9wjTtZOae30Wlzp4Eki/JRZhidwRf15V2tniNyl77teHaiXmhMtpHVaOy+I+9W044S0LtpahxuojeQ3lYxbmMSyf2JFJRsIbNzsWgZZO+WFNYk0V0jbbn3WTt2XJwOEtDFEGt/YpVAhg4S0q1eNLNYqLlqASFOJobJEjRmUcACQkIov2cAoIq1F2crxaBKwdnrmfOlWXEcfkTYk2YCCXC5cOBfSZDkX0m7jErR2noiHdTGHP9mARaTV9emtnb4dU7uOavehh0ij53VIsgFbSGtYnKX8sthVKurE+1keJ7hr/vdHRUijAcQl0mjXQlxgRaQ1MnaYnWwgqZW1c7WWn7GsncW2VUQa4ebeHc1KfPdkHgftaIAeuGhOsnOyAR+R9oIXAJ/wCaytT9FuLCGtzOX3cz/fVl1Uao+2kNa2+l7y68gn42oASsxqdS0Ibt0C3v52/f8ua6czobHUBVq4cyKNsvwMEdKCyQbkYJ8lprVzdIw0MCX3da9TW8ZcSONEmm3tJJFjlLWTE2keSzJgim1FGe8kpHVNjscW2gVNpunwrJ0K8R8BFXPlN4QudhSbXOoj0sYIaV279kOENEMQUzHSTCJNLcSnqTqQvdngredTTylb58MvPRbrGiLS9vYMatNXuBhU9Q2xOxJpKtkA5ZBALp5u+wOMSLsM8Tx6rZ1sIbHeRHoxN8LaqUi9HaydBA7TgoJKiUwTaS0Xc1wiLSSkVUhVTEzVbnxEmjzX3372BQCs+GiA19qZ9RFpdtY2WQ6fl+HKg7oxGvHHYD5rnUJaLRPw2EJanptEGlvQhYg0O0Ya8lwLaSkTMet22M6CfE0lG6ifocPyUwgWVZ8nxb3rI9K6rJ0AUL7jPd317amHl0gjIa1HSG4a4Hq5r+vqiZGWVhsz/MKIsquQRskGEjRI5ZyLf96xdnYSaSJ7b6fFlW7OdCr6mIsX8TjuU39+rqydfULawQGAPSl0UrKBAzFHPVNrp3rGWlNIk89nGrvXV2/cjKrG4Hp2ziHkhbVjpHHYHTDvmxLSciakeaydN2+a5zqGSOPXguaX1N6iSAtpj9vQ79WrYgOefyfCRJq2dnYQaT5rZyAJWMjaWcv1iGvtlIKcZ36USCHNJvGBoUSa/INt7TzP2nlebsdiC0/0f9qFWSwwMNkAOgemISVEpPE1m9pQ6YmRxnf4QoWqS8JPS9bOjeg1EtRBIY139qFF+i5EWtuGg8efRVEYfh6wduYUK038bd2KgcEh0pIGGcVI2zCKjcdIW7dqkqWFNHfisK3I2hl3EmkkpD3/+fo1Z0I1JNlAqwM/24ULXdsyMm7CshIPwoIfXhJpgEUQsPrwOoaINF97osOHyu/8jtlGRhFpTtZOEtICMdLe9z7gK74C+L3fQ3FLDIx5oqmkEFFANEsWN4ZtrWbDyqCsnZCp3T7yI8WJ/vzPi3Mu9Xc1VeO3dq7Xu1k7m34hzSDSdhTSSkvXPZsYafkIa6e4AUUZGW2ok1zgyu9zYe2Uwm6NBFgunzsi7Wf/B/C7vwugj0gzryXZKtOpfPN2O15Ie8lN8RoT0vqItJ2tnR4ibbv1j4+2tROQ98FGM5iQdgfEAtFv7dQ3d70GfA9jH5GmrW3jiTRA3DdaUOSZ7qc1kcaENHbp6VmZzz2CEkT/Vt+SWTtlHWlgTS1rZwvgdU+/AMAwIa2PSAsJaZcvA/c9dK/6/z2ZoGBoQXdqIc0m0oxkA94qgRK3KEdBniv76Swt9LUvq2FCmk2klU/RYfkpmO//2q8F/vt/Nw6ZPPkYgNMRaQBQvH03Ia3T2lkfqT92EWnHxzDsxjxrp5o7MyHtNERaV7KBEJEGwJu500k24KmX0Q/s7Wl6yHef6OD0LF28aBBpzDUtv3AYkdYrpDEakAtpXmun/B4lpLXjltddYxtdT1tIU9bOxCOkJeZnz6qMIdIMIa1s1WdpPOVzBW3t1J8hcdVINmDNvcYRaexzVp8ZxyIKDOAh0p591hDSFJHGLJiKdmu1K4NbOz8Sb8FMxhnMUQDbbZhIGyCk8VA6oWQDvvlRuhZzkrHWTk5FAji3drJyLqTdxoUavp1NcLkSt32xFxk7082ReMAo3ogRI62q8F34X/ET+PxTCWlBXJT3EasVImjLoG3tHEKk2TGzFJG2Fb1snKXI98SBuoS0kLWTdz5Ds3byicYHytpZVfp+qhhpcn24acVEKM9NKjxPahXDheLeOMkGNlpIO5DxUDZbdyFUEJE2AWR2c6+ARDtAXEhzmtmgZAMeIk0WLnRtMDUG31VFRBr7LCPS+MLncVzBN+Gf4rHNnUYd+aLER4yRWNy1s/6a1wB/5a8A/+AfmHU+m2QD+mWiE6sawH/6T8AP/RDwnd+J4ljc3zxRfh1jkt5WNf53fANeg8/VQlrSGNZOLjYOJtLmczz+cV+Ib8I/xeP/t1i4GERaDTNrJ0WFPTrqtXb65tScNgsJ4Yb985RCGt3Hs4mRNpBIY9ZO+9kcQqT9aPH/xHe/Rj6QZ2ntlAtvaieniZHmSzZAfVnx9vcA//bfGp/zxkhrrRhpSkgbRqSVJfAt3wL8ld/+Gvw8PgsA8NCLBMWlhLT9/f4YaQaRdroYaYB/kUgbSryv8mbu9AhpR7fcenPBZ72GV3h9Log0fvo8xuI0b9Q5VSvxcPAYab5kA7OZu5kESCKNdvwlwevN2lmWeC9eiGvrBfIc+KiPsg7UYe3kwggvJGDxTG+AoOeu/OmXq//fv32XOK9HhGjks3b+8i8D/+SfyHMfIKSZRJq+v0HrvNpz8Vg7YyakbatutcCquIqRthVxH4Lj5m/8BvDv/p14CMHIiWeEADeUSCtL8Vl7Ple+6xEsMcc34x/hjccPOp9/3/uAb/qmcHgKusZ1zTaxGy2kURISn5Bsx+L0Emn19kyEtNHWTon8kJDGr5tLpLnHNvoBFkPSS3LZQtqFC4aQBlhC/1kRaYWmARtyMYSsnbKQtXOskNZJpJGQlmghbbXSRFriEdK0mPLBi5FmWzvptlB/e0vkmUASNyIuc5YJ8UkWLs4rIe2meInszKNipHFrZ2X2C53WTkdIS4Ttmwlp6nrUtTpvTqRlqPDReIOoG/TYRMUk0vqtnZsBQhq39WprJ8tEjbBToStGGoBzIY2VcyHtNi70gFCnRX3NUsYymR+k5uJf0ig2kVbXLd5zfCe+Dt+Fr8H37BQjLZRswEZ9AahO2N5JtAm7XWKkEZEWzyfIJ+I1mlT66nSWMdL4hP8Dm2xA7qLnppBGljoeUxwAsqRV1pP1llFsPNnA1hXStoWHSJMi5SRvmQAaOdeTEg3cqzfbz5xIM+KTWQkHiEibz8EwTb+Q9r34a/g2fBO+9/hLjPMIATx2G+8S0r76q4Ef/EHgt35L/P8TPkH8PFWyAYotxpMNyMl7WUX64v/hH6I4EQfO00ZVmttG3vXsBfwd/O/4KnwfE9JqPWEpamPAD2YiYwuEFebAfI7vfsefwrfhm/Dvf/djxGe7rJ2Uq/z970eadBMHvUSah6QUdWdCWmUKaeu1lSQhUOyJ46mINCmCxNPxRNrWel/nJFhW8q/e+j/wN77zQTyDO0dVvNfaKf9Pk82zJtIIViyQq865m0iTdnVFpMk+b6aVf5/QQsf8lV8B/vE/Bn7w+p/FNdyBHFt83APymeJEGrM/26VttVAq6vAcCWla69Dngcx9M4uRpq2d7qBVbvuJtKHJBupm+HSUX0OuAc4mjEiTWYWNGGlMHO8T0kpkTEiTdVPWTtFmiEh7G14KAHjpSz3ilJdIa1U9vUSaXCBfTE+M1w8PgQc/+R5EUYsrl5bYy0Q9mq3cMPQQaV/3dcA3fzPw678OnbWz0RtcRslzK0Yat3Y61ZTvk8IzW/R+ON4BALh7cayvfTGQSLOsnYfFU0BVhcdNalBEwdCCUS5ShxJpgGgTjrXz3Y/ip/Bn8E/wzfjWq1/rfP67vgv4tm8DfuAHzNe7iDSVATPPEcsL5xOQ7A0bb4y05oMkpEnEfgiR5ks6pERFS0jzJiiyhbTJxLB2Ata400GkjUk2cG091+dAooRt7bSFtItCfDtLIk3F7QxZO80hVNRDbW6OqkZvGUSkLZdoYdKUdaljpNlE2iyTf8gyJExIi2n31xMjja5Dg9grpHmzdnL6qtLzWvFdHdZOS0ijz5nWTh3WgOY0nEgDgE/B/w1Ab07ZRFqihDTr+31CGpt/2kIaCatea+dqGJEWinOokq/t7+MeiN2Du/HUuZB2Xm7PEiLSSBxxhDQZH8mxdlbArUL0fCvMnzNrpypyhks7iSFr5xAiTQlplGVFTjjj2RT5VOK5beJdbPOO+CxipPEJ/wdUSFNEmmntpEEuSczrn6eNWoBTW3GJNLhEmk9I40TahMWcsiartuBAdTfKkBhpDfO3WiWKgOlUEjpWwoFlLR4Sg0jj1k5qB0hxCxcAAMf13GiDXEgLEWm8avY1aBrgKbGJjm/+ZuB7vxf4X/4X/Tdedsvaya2dkgqqIz1bf9e7sJWZicgiZRNpy424EE/hHmVvyJJWxcdpqmaQkOYQaYsFrsnd39VWxp/gyQZqK2vnvfeKC1rXSEvdT/mKbzLB6R9bZKJiEGlV4ky6h1BpZ0qk0fM6HZhsgMVI22zNoX4IkXbSimftBHtnnGzAJNLOWkijdU2BXNXbEdLqWl08J2unXNCmc02mdhFpdL4P4H34dnwjfg6fjUuZFEAGxkhziOe6Z2rWY+0E/ItEEpIMmzsmO1s7eVDkIUTadqtCCTFrJ9XNPX6o8NPnVZ/m4iAlMiWkmUTaOCFNPXNkN/IJaWWpFlkEyhrFJ6QlzNrZQaRdys2beHgo9hBe85oIP/k/FkqE6bJ20sLzqaegiTQ5LjvDpEWk8T64DDyXilRgQtpfwH/Df/4T341/8hm/PF5Is62duA4cH4eFNI6U8fqgBu69dzCRBviFtOI9j+MGLgEAjmtz/gFoEs1+3jpjpElRwLB2etq/PcZ4ibRAMo0h5VRCmpzw0JxQfb5pjPAOgF/MsYk0LXp0EGn0oE4mDpFmjDunJdJk53B9rTsGLqR5rZ2y7CqkdcdII/t0q0RYYe0UdfJaO9XGzXNj7ewj0pxxvcPaOc91EFPKegpoYQl5rs67LOUYRqAHEq+100+k6frYMdL6rJ082QAgw5j4iLSy1ETaxKQU/h7+OX7oM38Yfwv/GoCHSKN1hk3lb7ceIU2/h2IeU0k7YqSlmzCRNirZwMEBvgrfh/+ML8U34jvOhbTzcnsWe4ee/r8uxEM+O8hMSudoK+xbcK2dm0KKTkg+INZOwBXSbHtOVzXsZAO0mKuJSJtNlJDG389/fy6JtB2gvt4SFtLMxYDT6dpEWtpoIq1I1HsMIW0LFPIaqBhphdudEO2X592B9un68no416gohJDLSpBICwS+nEgxzxDS2hbLRgppe5FJpMn3pKkmCGjRVDamAMuTCXQRaXR4+xocHelz/qZvEnQaTTg6ibSiW10gWwW3dlKWn6piQtqzz6J4Rqy6VAwlS0jjE4dH8IA4VtKoHbC6tIQ0zySubf3WzmUtLkwrL6pNpBlZO5NE4YvJZumcNi9eaycn0rb+YbBhE+FdhTS7D9452UDTqM2AeKIXL0OJNFvk7hPS+G4yF6SGlM4YaW2rBMqgtbODxhpNpFkik+oWWKdNfYYi0iim5ExbO+dmt2N8Hx37hXgvvhH/An8Sv6L7Fi6kydPyxaxxzqsvXpjVqOta9xEk0nRZO+M0Vn3VBtNOIa0r2cAQIs1+Th4TLkRGpFGMKOucVyvgK78S+MmfdL6Xnz4/z/lMC1TV2kekife17Uhr50SeV0BIo2vlXUt4rJ0ZF9I6iDSfkAYAn/M5wCtfCUec9Qlp65vSpvZMpYW0cgcirfK3SSKp1BxuMkGOEl967y/i7vgZU0gbaO1swZIN4NowIU3+NIS0j//4UUTaauUh0t73hKL3CyupBaDbt30qvpi+PiHNsXbWNfA3/gbwwz+sjk2Zc7kVmAtpRkKgrvL7vw986ZcC73638/7RyQZCRFpdO326r152jDQ7cYZRPERap5B2VjHSVszOx6x7hrWTkg3IEl8UfzutkOaPkQaTSJPPp4rhyIqOkTaqGr1lkLXTF/u01JnDbWvnLNOLOzPZgPyFEWlUdiLSuFBkbT7wZANPP21NeaxkA4B0X3AhjZ5fRo9xaycAHOAYX/ZJ78GBXDM5MdJog3tAjDT+vPJrBsBLvytoZXVkfPfQGGlGvwoA+/tYYIUvxatwiBvnQtp5uT2L3Wm1rXgY1pUW0uJYCCcAsF1WxkOlrZ3ARk68GsQ7CWmnsXbuFCNNdkTa2ikn63JbNZllhpAWIohCyQZ2IdKea2tnMGtnS9ZOM1YaFVtIy9NWE2lSSHOydpYigDnAiLTS5ct5LBaeotlHY6nvga67UYZYOzuINICtaTDVlahrddzFXuy3dmZ68b9JxHt9QtppiDSa4M3nup4U76lTSFtaDTBIpOmXvUQagOJdjxl1tLN2chHgvXghALEoVJPgAUTacmnZaSSRtqym6hiATaQ1zNopi7R30g7bKGsnm+T6BGDAJNIKy9oJjCPSTm3trLVlNpkNtHZmmZpQjSLSqkoJLsA4Ia1ptHbEX1OF7daGiLQhln3f/71CWohIY5123m6N92hrp35Qu4g0FdwYnt0VuhiLhboXvmfCOa+RyQb47bkYi/64y9oZp7HZF3ZYO1WMtGO3TpxIqyqgTOWFChBpgHaSE5GmqAF74flLvyT8cv/sn7nfGyLSJoxIW2siTVFJ8pkuCn0t5nNTSMtkohVOpClRlYS0mlmGi2K4kKaINGbt9HQKdF0PJ/rk9vfd/aFYxkCkeD++GGnrY2mVfMP7GJEmN0v7YqQZ1s6QkCZ+8kUvAPFdJyc7WTvXmGErF66DiTT50yAnPuqjTk+kbRstpDXuBh21b95v8fvQKaQliUukvelNwHd/N/DN36yOfTcEqu61do4h0r7ne4BXvUr8s97flWxggu1wa2dVOX26z65p2FzvuQdxYNPaOLh8lqpshidxDwDg7rvFn56TGGlL/YAMJtIuSSEN7ny4q9iPgjdrZwor2YAk0tIwkdabAXpE4e2lcy7jJdI6rJ0pE9KYKEibLD4hbQyRppIN8GfUEyPtzjtFH9u22h0CALh50xHSmrL2Z+20rZ2pJb5fvqx+DcZIs6+tT0iTz2uCCpHl7dXx8fS1VP3iUlz0XYk0Ze208evzrJ3n5XYstrWTXlvXYmSf7en4VYCIccXHHE2kRdhUjB7YAad6LqydnQsuORHV1k6560d0ThIFrYZjY6QNTTbwgYqRxjtkn5DmI9L49c+yVu2YG0Ta8TEj0qJBQholcphMI8STTMUtGUKkdVk7pzIWjpNsYIyQRheMCXSLPSsbAAlpKRPSJhfFxywhLY6HEWl9QhpRB3RMoMfaaZMcdtZOX4w0GYeiaiIjaIgi0lhwbYNIY+f7PrwAAJCl2tpZl40RYNb3jNoLa0WkyYQPTWUuDgGxq6qTJsiHR2amSDfHdKre4hfSdFv1tVvAjKe0rdNTEWmntnayXf6uGGkkKsyxktZO8X9bLOwj0vikbYyQtlzqvm1frDXMvo5NMs/C2ukjiQcRaawzzqw+SRFpCy2oc6HFvpc2/UyfAWBYkuKOGGkOzdJHpFkLRf7fC1FYSKM2FCWWkGbHHeDWzviGPJXIaQZlYQ5k60TSGeyN1L0kME+S2mhMWTvtMZHukScYoU9IS1Aho4UIUlQbcaG50EBiHT+kTaRdnBf6GGTRoQyuuxBpdHBPjDQujPBCAtalma4oHxeoEOXYSaQ1oh1ff1qPZ9syLKSZRBq3dvrbJC3WzkxIK0uVaCBDIRbQx8dBkjtEpKWogMPDnWOk0XhZIsNakvBdRFoIguLXmISDBZYqy5OOkRbrSgDAyYl6dp6Hp8X3e6ydCerhQhohQLJ/GkOkJWiQRaX6zi4hzSbSas/GwPKmOPgCK+AbvqE76YglpD3d3oUGCZK4wYMy/8MQa2ddAzdvsjr0CWknekKqxMC+GGlSSGtGCmn2HNh3CkliE2lk7XSPR2L9WRJpHaCfWVYrM8M9gKp04Q5FpKV6gOZrESWqsaydVGaRuEdDiDSvtdOTtTOOgXuEPmvGSSuKAUSaroAaNxK4AlNASBNEmvjdSRDhy9oppxgpKsvSxe69Z+57aiKtDQhp50Taebkdi01D0GsraaGaLcTtJxvXtoyNh4pbOymmxq7WTl/6YTo2MM7aOYxIs4U0so+Iv8dJWNgZIqT9USTSQtZOIxUztChExbV2AhlZwkq5cLBjpBURtnJxrpIN+Ig0uYM7mQDI86AlzUekdSUbuLCnJ5Ntq+/HUCHNSDbAhbT9AJEmhaUaCTa5UAjKNjGsi3F8OiKNJs18wTSISLMX3UFrpxsjraxjk0ijBSGJzLa1kw3wN6T1Jks1kVbbRFrrTqDtTGRKSCulkFa7RFpdQ1s7I9kwJJGWLI/Ve3zFa+3kRFrln/Dy9zRt7Fjb7PPwlTMj0tjiJCSkVcw55Vg7y3FEGr+HW0wGC2l0jZJEry9sIq1XSPtAE2nyWioijfrLhV658zH0wgUY7/cSadS3MP+giiPosTu71s4RMdLq2iTSWiF8dRFpUZqYfSF/83YLtK2KCXM5vaX+ZMdJKwuzk1ZCmqyfWLiKL30h3mu8V8dIIyEtsCHgaXu8/ZKQlqJCprKQZyilkOaLkUa3hfps4/7uaSJNWTtnlpDGKcaiUNfKEaYAPeis1+q68FABXdbOea6D7PuEtIiRwOL89N/KUvyrZFKY61db1S6DQlqeh4m0ACVJ44+iYvj4yYW0cri1U8VHS4/EFujRkZFM2yhd1s79fX0+gVhRvA/lfTyPtbi6ILCnbevOK3xCGr8PfCpCwoES0gCXSFMK6NpPpHmsnYOFNCJk5YfHCGkAMI/YJrclpKn74iXSrAO3LZY3xXku/txnAx/zMY4NzyiWkPZELe7HPfsnuCTC1w2ydt68ac6lepMN3NITUiUG2tZOW0g7vKB+H8Mc2Jtuoc1Yn5DWae08QyLNJ8x4S8DaSZ+nc9RCmmxoaWqsBSkRjZdIi0SDs7N2dhFpPmsnTzYABOKksTiY6vNlbfQpah7OibQUrpBGDRY+Ik2uMzwQQcja6RPSVLIBz2PQRaR1CaXGBgWgd0oBsVBJxgnHt1M5F9Ju4+Ij0spS71AqIo3mPZaQptDZBiaRtkuMtI2MVWbNgrqsnaci0ixrJ3WWms6JgMwftJvHYgslG/iQytopd1FJPLH7dZtIy/NWxdnh7zGydpYRisoi0jyChLJ2TiMZO8VP0vjIxC4i7eKenkzye3NqIu2ABTozhDQZUwwptplYLJbI1EIjjsVY4svaaZ/bGCKNhDR7QsYfo34hrYNIqyNji1YJaVNXSGtb/2IkY4JzY8dI82wve4m0xUILaVKsM6ydFbN20umStVPusIUmdj6xxUg2EBDS7IW9Xe8PNJHWZ+00KBuydsoJlU2kdU7wrRg3Y4g0EloODnR7M/q6omDWTvGwODHSqkiMAX/5LwM/9mPW3xD8P/0+KNmAh0ij99Q2kWYJaRcvmt/XSaTR90ynTuDjzvMaI6RZ1s4LtWiYXUSaY+3kRJr8nfqCRVZgKhdvtphc9RBpt24BrXyOXoR3G+9VMdLigJBmCSTG93qItBSV6mNLZEqMMoQ0+R30mdlM9CeGkHYgFyFxrp85KXYoIY23mTEx0oZaO5VlS2/8M5BBFZtIs62dvE+4fiNS15Jo8n4iTR+wP0aaXvSKL7GJtHqwtVMJaZnsUHaNkba/r7+/9nd6vEq0sAd0P1Iiw/qCwFSK1pw8laV+JkKLUN4m6H5wIS3JSEjTC3F68/Xr4vqTkNaXbKB3XklCGsUhHSmkEQXEY6Q5yQY8Qprd57X/149g2YiHbvEPvg4AFz06kg3IZ+nx4i4AwJX9I/V8DLF22mO2V0irdTu9fuSJ99pn7TzUpM6YpZISmQrRCI05JHvGDGunFINs9yDgj5N12tKV1dEoXiLNjZGm9pkSPUBzPUYJhF4hjUES7GINJdJ81k5Ax0mzhTQ72UBdNVayAf38Bok0K45AMEZah7Uzks/6dhvpY9hEmko24Fo705ObxnePTjbgI9IkXfvHtZwLabdxsTstoFtIK8ooQKRFpxfSHhOpjdqladPgyLIqgRhpY4i0cis6EuosaAFBnV0cIyik8WQDoRhpH1JCGvfrwx10HSItE5kYefERaUVpEmmbyvXIE5GWT4XvMSSk0b1MkrCdkQtpF+YaS+b3IqvWrMJu8cZICxFpq5W6URTM04iRhgz1VjRKqrNvsn8W1s5OIs2OLWQLaR5rZybjA1Zb8yJrIU2+2SHS3IcuS1udbKBqrWQDztvD1s5CCiu1K6TVNbN2yphtikg7ueWcNi+91s7a31bs60rZ70Ln4Ss2kUZxKkcXbu2c+QVp3r9MsZFEGglpw+OQea2ddT2o06JF5f5+4Dlmu7WAsNzT/yk2VVVHwC//MvDDPwz8839uHH8QkTapdb1D1k4PkaasnfK+JwtCtrZeIm1QjDRm7UzGZO3ckUhLUWLRiBVlH5FG3ZwjpMmGpPqCtFF9vEukWUJavDDqR8/IHo6VGEBFCWm0C2+fcweRxk+fzjNFpW1RSBWRZhA7MIk0uq+mUCpp3SjXRBqNmbsIaXRwFhwy6yHSaIGWppHa+PdaO6lNeYi0qjL7hGu3UvWGrUw+4tS3k0gLxJJkY7dx0KIAjo/18UqPkOYT6DmRRjHihghpsnMNEWm+JB/28biQRjHkC+RY790hfreEND4mhMJy+ShFL5HWWEJa0wiKEFpIq5GqcfGDQaTN5OY6z9o5xNpp12vz339OJTVbvEjQZSSoe/VOm0jbivtxZe+Wej6GEGn2mG3nWAFg7FJev8modKqXbe20kg0khxf1VxfDB3slpG3d+UwoRlpV0usfeCKt87g+Iq3Sn7FjjioizRbS9uQY7Es2EHcTaVnWHSPNZ+0EtJBmWDu9RJoppKn2wUQvh0hbLIJCWp4PE9Im8llcdxBpytppjQcAkC5vGd+9s7VzsdDi2R9jWydwLqTd1oULT9RJrNfau69jpIm/bctYo8IyQgggHqCNJItaxGgDO3tdRaUahtnhe4m0s4iRZls7KdkAiQpp3EukfShZO9s2IKSxmFUkpPUTaXCItCxtzWQDVewSabW7LaasnQOJtDjumAAwwetgGhDSSoYaeIqxePQRaQv2JrZqNJINxMI7xoU0qrOPSLPty31CGicPQkTaLtZOPtamJAyW5oFpQTiZyTfbMdI8YlWWtpoqqcwYab6JfZBI20qxvjYXh3Qcbe00hTTaYRtl7US/kBYi0mYyDfsuQhqwI5XGibSp7rc4majgp6QQvWya6mQD5QghzSIKqE0MqTgtZg4OAm2X7dYC4nmi78pl0puqifSBrJVOVz+shLRkq+u9A5GmYkoGiDTaiPUSabb/7Lki0ix1WJ0fSrXg8C0SKYmEEyONq26KSBPnn6eNyszsEGlWdrF1QhiPJDpocwDXRdB4VnSygR5rp4dI81k7M5TKGlMiQ7X1WDvbgJA21edx4VBuMkTZMCGtL9kAIYy3bjEiTbwUJNIoS18aqfa2S4w0g0hb6sqRkNZLpLE+OCykSVqGrtEZWjsvz0cIafJ3HjsM87luXwFrZ4hIU5mWkWGdXxSHh3mD+RgwxNpJhdo+AMSSSFMbNzy+4LPiQBQjDYDKlMutVmchpHUlG9BCGnOLdGTt7Es2sDzSF4uALrLxDSHSntiISdJ98xvq+RgSI02N4UzbDn1XC0lxWufQVj3WzssX9VevBgZQZlWmObY/2YBJpKm1ShYW0s4y2cBga6ePSKvasJAWa2snX4vEe/La+og0KaSFiLQ8d9cSfK7sy9oJBIi0qvLGSDOSDXisnbsTaS6drYQ0SeJtJJHWae1kx1Ft6OiG/hzGE2nK2pnnmkw4F9LOy+1auCBEzzIfbGb7ZLsT/98iV5PPlAlpVR0pix5gLnCHFtoNHJO183Qx0sRPGpRUsgG1e9qeSkj7o5ZsgA9qxgAyUEgzibTIIdJSiEmwohTrWC3OSUir28QZXA0hbSSR1mXtvDDTkw1DSCvkYBsQ0nqtnQvoBsbSDxpCmhxQS2RKIO4SyT5YRForf+9MNkBklvxStSAkIc3O2umZlGVZB5HmeUYpthhdD0WkWUKamWygVecR2ULa6pREWuOfBNjXlWw29+Mx+X//9/Hio4J3FdL6YqQpcYAC97J4I6OENB+RBgyydw6xdvJjcyFtkkkhrY60OiKfUTpGl8VeJRuIGVG1E5EmhTTaDQ/ESLOFtAwl8MADRr0NIi1xxQ51HRwhrSfeSIBI40IaLRL59VdtKEv6rZ2R7AuyVvXxtpBW2kJaZBJpKu6jJaTFaMRYkqZIsvFCWsjaSTHSKqSKljOEhoCQNp/oA168Q/RDPGunWqfsQqRRTJybN1XFKZ5YKNkAzV/SDN1CmhUjrdPauZmr3/mmm1GYkNY05lwvJKSpLLc0hwtZOxmR1qob5RfSKNnA4ULeexYjra6tS1YUaNnvRiyfPFfWyTFEWp6z00COdbqnfucPcEhIC1k7ATH35KI7JRvgMdJaCCeBnWwA0BTorkRayyo4nkgLx0gbk2yA+qZJWqtnS4WH8N0mtiEBAE+sxDN1ZXbNb+0MqJp0v+TUoVNIW8X7yj4HaJppW0QqLIHX2smFNDujekdRRJq8nn4iLRZJWgCslq1q0z4hzRdw/rRlMJHmy9pZ+edDADCTm18OkcYoV5dIY9bOoUQaF4oCRNrgGGlVY/QpwWQDfHE7nxuxlhwijULIeNY+asNRJvygzRA/kQZ5HI+187REGhjRQjfyj3HGTuBcSLuti8+iSINNhAb5QtruZGDxLSaoZMp4W0jj1EZd9o3WblE7ps4AK34mj74XePObxX+eixhpMHe7hsRI40Ja10bqHwUijYt5BpFW1I6Q5rN2OkSalU47q8VJkpAGAMdbcSNokWXXA9BWiMksHk2kOR15UWMrB7MLE50Ig9p5HAPxpptI6002MIRIa8XfS2SoN+LLk3oL/N2/+8FJNuAR0v7f+Cd4Ph7FU+VlnWzAI6SVckKIF7wAuPNOvSCcy8p2JBtQx0qZLaO2hDRPsgGazFJ2pBXmQkjbyAWFh0gT1k55HiSk3XEHMJ2qfmJIjDQvkRYQ0uy636BJuBTSxiQbsDMnjy6cSJuk3UJaomeSRJaOFdKcGGnAICFtCJFmC2n0XYaQJlc47XqDT/904JM/2Uwqoj7vI9LkYo8nSdiJSNuXfchAa2eOQgtpNCgYRFogkDA852U/010f6BDSvv7rRZWeeUb8XVk7GZG2xUSMuX/wB8Bnfibwl/6SOC/Zd+dZ20Gkmf9fx4TxmETaZVzDZegHZpFuxIg8hEjrsXYaMdIoiQoyRe54ibTfEnMNEp1nkR64Lt6RqWM4RJocnHYi0m7e1EQayy7q6xCUtTPrsXZGpl3YIdJWur++Xh0ogYbmQV3JBpwYaSEirSUizRPfgAlpddEAZYlX4UvwvOpx/CY+3t8Z8hhp+/LhYkQanRuVqzcSvADvwzfi2w0hLUEN5DnizBxX7OIj0vKc0eXIlGWZxygDhhFpSWKucxfTWrT9QIy046MWD+JdyFDhD98jGgq3RRfb3YW0H7v2qbgLz+AXH33Qeb9vHqsywZOQVou+5bTJBpYn4hwWU33/Y5qzDomRtrwIALhvctVv7QwQaTRmy4TfKApPE6SMndN7vedwtNZrob09mEJamiKe68G+XrubAKFC9aDrabgapCCSZoxIW+mYY93WzrOLXWVbx4PFm2ygw9oZ6zmLkWyAupwswwxrFR8MAKbyM7XVh3YTafrY5KxSQtpT7we+8Atx5aoYG/qsnQ6RxmKk7WLtzDKoTaXKvmecSIv7iTSftVNvMOg1vqyu8x4gLKQpIi3Lzok0Wc6FtNu4dBFpM6wRSU/nZOoX0hIVuwTY1PpBCU1IukrtCYZr1PHoGvD93y/+Ixcf9uTAFtK6iTRTSKNJimHtTP0L0or1E0OItD8KQtq73y1+HhyIfloTaa6QZm8eyFAXqmS5h0grReV9Qto+NLnFr0VVaRuxTaTZghsn0rzXvK6xbPUAdHGyVt9hLJKtCZddemOkcSGNiLQ8V5ahCim2kSbSKAZGvF0D3/EdmMSlc362kOYT24BuIq3L2tm0sdmeyhKvxhfgcdyPN5Qvd3bcAEakEX5/eAi8+MWdQlrb+oW0LIu0+DmASKPzJIR+jRmKyb4iG1pP1s6malxrZxQB991nWNB9xSbS2lZOvmQpMPE+j3VrTk6ISHs+HjXOo6ucGZHGdvnjiX8DwBHS0lRlirQTgexk7RwgpNHjN5kE2i5LNgBYRBpZO+tYqSPPbvbxi78I/PqvG0APr6rz+6I90fUOEWmsMw4SaSSkFYWyeQFaF7F1nl4ijeJZeZCLUxFpAWvn8THwfd8HPPYY8Hu/J/5OG0oOkbZcije/9rXAW9+KFkBJNu9MWzsZpGucO5U15kb9QtbORUIBXlIVI8rZEOhINmBYO5eaPMv4hodcaEywZUKa+I71q38OADA7eVb8rPWmyYWL+hiOkBbHQByPI9J8Qhq3dvqINLVAjvGZnykW7J/yKe6hFfXZuEJKWQLrE33sLaZYY4Ztohf+fUQa7+97rZ3UZIPWTkGk/Rw+G8+2d+KX8SeDRJoej+WC0hLSeJN4w+N34VE8gJ/E57tC2mSCZCKzAwf63SCRlooDFcixlnMP3qcA5hgQipFmJ7RbEP1IRJoU+qj9v+2RBd6DF6n3fxjejf8Jf6D+X24bQQvKe52iMqjxrvJTq0/DVdyJX37CFdLq2r0dNpH2mfh5XMBNfAx+d1SyAUdIW4n7upjqPyhBfYCQdm0j2sed6XW/tbMnRhoRaYCHSiMhLb/bew60KTVJK/H8cSFtPjdErTFCWieRpuzTkeqLj4+0kOa1drL121mVwUTatWuOtbOu3WQDVOaxHg9CRFoEYJ7qAUfFVQPQFq6100+kudZOlbXzp38KePWrcfgzrwJgtSdPsoHGTjZAG0FsjuO1dg4i0sJCGhFpm45kA9rW6xJptFHSR6SFwmgYRNq5kAbgXEi7rQtfwNtE2hwr1fgNIW0jrQdsd7eqI2wa3RnsZu0UP1srRpqhclP2wIHWzq6OnPB3O9mAJtJwqmQDuxBp3D1z1kLa614nfn7cx1lxxgpt7aSdz75kA/kkcok0GcSfd/yFtPvO5pHa5eDXwqDkRhBpoQU4Ta4jNNhLA0Ka7dmxyihrJz0sea4Jgu/4l0pU5kIatdVZJhoGF01tIS0kznZl7ewi0gDrWlWViuFR1rE/2cCMMicyIe3BB11rpx0jzWftTFt2TsOFNELo15hhmV5gn/EQaQ1U1jUjOdDzn6/J2YHWTt85+OzZdjxHipcyxtpJbXMy0fUeoEe5JUCkcZuTT0ijncnTWTsngytO7ZRbtG2RN2TtzD3WToqFA4h7NIhIk6JIZ4w01lEZokjbavGECWmdRNpSfD5HIchOqixg9Edx4Lm3zwM4GyLtDW/QXZjKWi3HwSiJ3WQD73yneOFv/k2UP/4adfg8h2MXVdVwrJ1+Is0R0vjCSS747OdtcLKBY0lvWUTaaiuDmWOpA95byQbmlVgtzY6fVcdTQmmbov76bwRgrVPSdDch7cYNVXGeFMEfI01+VRbhf/vfxNTo4z7OPbS2dgaItGPz2l3DZRT5nvp/L5HGhbSAuMsX+XQMAH5rJxNZtpgEhTRFdEz1xJXPUYywaJLQoufdWPBxIs3rGfQTaZMJkDXiS8psgXWlMw03ha4zp5J9IgNl8+ZzrsXE3BFWyQbkQpzmFC/Ee3D9F34X78CHY4YN8kjPnfh3DSbSigLXm4viffLzThKAjfMRUVU53nwL/jGu4TI+Au8Yae00j7tcy2dzpisQciIYB5cTuKOtaLgH7W5ZO+++Wz87QSEtvct4WYkxcl5CGyNGsoHZzJhnNZvxRBoRZ94YaVms+tFr11oFKPhjpD231s7ODcF3vctj7YzCRJrMBttl7QSARaYnamqeA7OfUm3WQ6TxLsCmeOP3CwQt2a6MzwDwE2llYz7znhhpY4k0Fbu4Q0gjEo8ysfuJNDaXksWOcTY2RppDpCXJuZAmy7mQdhsXTlb5iDQlpElrZ4FcEWkJaiSZfqi5/SkUa6KrhKydxqTHCjDdZ+3sJNIqi0ijrJ3UaZ4y2cAfNSKNhLSHHxY/vdZOOSntSzaQTWJkttgmibQIQA5TdcjnnskUTHEin6eDY6R5rzkXu7BE1ooDjCXSQskGVpKkmM/hWju5kHblAfUVJZtUayFNVOY0QtrYZAPOsapKpWcv20RbIhM9qDpE2uXLJpEm+wTH2ukT0vJIBwquWmMncrCQlhzoz9CkhwWKaHzWTgC4//5ea6e9wPGdw2btPpA2kUaBW3eJkcbF6lPHSMu1kAbo9q80Gxa4lybTlHWZHa6z0oaQlszML+oonH4cnWwgIzuCtnY+vr1TvZcLaXRsr5AmxZGdiLSq0v3lgaarZhN9EiSk1bXox8tbYrzKUgB3yvraWTunU0UHDoqR1vpFC+8HAkTab/+2fgt9p0o2kHqINBLS/uyfRfEZn6s+2yWklVa9V4OJNJ1dWfUdIWun9dC2rXkNySaWoUSWayFtuRH3cYGla+2UIttsKwIvz450DCp9fyNU9woPmLH5ZAtpu1g7uZDmeRhpjkWbX0mgOSghzUP8Nw2wvGUe+zoOsc30wt/eVOsk0gJCGiXGcIS01QrYbPTxqtpYZAaFNNb/JDO9qcXnBlZ+AfETudfaSRm3Q30e79ZoLzfPgbwRz25xcAfWGz1vLdd+Is1ni6L7YwppzHsGnRGcaEmiXDKUuIQbSIkgicXPsmiNyzZYSFsulWXWFzMK8ITmsIQ0AEjAJmuBrJ29RJoM47CY6/ZFGw2+cBCc7AW4kBbI2tkjpF2+rEEyR0iTY4MrpJk2ajUPsYi0KAJiWruMSDbQTaSJn1xIu35dCyXUT/CSJAGb4CnKICJtvQYee8yTbKDL2qljpBnJBui0SEhL9AJjlugHl4vbXUQat7na1s7oqScB6LWO0TV5s3aGrZ0GkZYkesLSR6QpeMWls3WyASLSuoQ0WSdG4NmxI8fGSLM3KBBF50KaLOdC2m1cvNbOW6LzN4U08bctJioLId/drZtIBY0HdiTS5EMctHai0tuBlpBGD7QSBl/7M8YxfcVNNkBEmnidkNvbJWsnLZoeegjAf/kvSN7+FgBiIqwWhvlwIi2ziTTKhgnT3gn0C2kRGiHcjCTS7IDCtEhbYImUdovL0xNpzbZUliRvsgEupFUwhLSakg2QkJaeLZE2JNmAfay2ZEQaMkVyGdbOqQ6orb70wQcVvq7GRSvZgG9X37ZA80m0L94J7eJza+cq1os7JbpzbL5uXWsnANx//2hrp2/ttjl2RSKHkJHlPoidS7lO7Cy8bfI2NLrU/qydgG4LRLzOE7a7q6ydI4Q0O0ZaIh+akULa0GQDKkZaLmP/NNra+USlFzNcSJt6qqSSDRQ3xVftQqQxW4YS0qBJU0ALLYC4jsUtSevuT0xbG2ASaSOENMfmaBdrReMT0nwT5DaUbOD4GHjPxb5ITwABAABJREFUe8QLDz5o9C951uoA14yqBoCyNJ+RNUzRNZRsYCETQnRaO303F27bXa2YtTPXtsxl4Qpp1PaUkLYSdZrdeL86HulegG4mxpiZJLsRaZuNGlN4dtFOIi3vXgRHlpBmt63jm2EhjVOyqmTZDkRaINmAVCg0kdYAZame9y4iTT2Dc3MH2Bdf1CDSikJTOnLBGOdmEhu78GNxIY0o/PLCHVizfr5Yu8IM4BcZ7ED6ALDI2Q43tLWTxhuDcmeYVR7rTQF+2RLURviFYDk5UUKaInRGEmlG6cja6RBp1jyAEgstFlxIi7zvNQ4+naJtWXze9tZwa2dR4Nr/eBMAMd0JCmnyu67FdxovU73omVDzkCTR/b6MAaCeoVNYO00ijWKkQcWavH5DE140t+dFx8l6bmKkBecQchyp9y4aL/O5l73PPYv0xkonkZbotceU2Tx3ItLsZANPiuwCJKQNItJ4soFWC2lOkhqaeMznYmIkz8ch0miD275n263ecJT9wKYj2UCvtfOOO5zYsPxa2L8DrE8jIQ04F9JkORfSbuPisygeyYlVSEgzkg1wa2erPQC7xEhTO6Zd1k4aCa0YaQ6R9oe/L445gkhzkg0kkSGkhWJahZINnDZrZ292pRHl+Bh461vF7w89BOBf/AskV8UOe13oBbgdo4uKj0hzxLaiQ0jby92As+z3CbaIsvFEWsjaucASab0bkWYE2JaVWJ3oL/ImG7CENAWyIUMts9xSW53LuA1jhbS27bZ2jiHSlptELZhLZMr2E7OxloQ0w9r5cR+nbHxcSDMJBTgly9gk2BLSfG4aX4y0ZcSENFr086yddaT6EGPxx4S0kEBlU0uUmRjQO8ebm64iRgt7HuAWAO7Bk0hgEjeh4rPX706kiesaTzLTYi3bgtJsKHB6miqLti2kdfY/trUzng2u+FkQaRUj0p7AFfVen5DmjZFWCMqoU0gLEWkDhDQutFQVUC7F5/NFFhbSptPO4M8ukWajQh0fCAhpvDSNuch2kg28853iAuQ5cP/9qk3FsSBmgtZOq962kBZMNsAWTppIGyak2d+5knVKUSnhqUSGZSFu9gJLxIlpn1sX4mbM1teA9RqzazqyNBdKaTjptHb2EWk888bVq+IQfUQazYs8pAkvNpFmP9dHN80XruMQ21SMo46tU55AiEir2yQQS9KydloH1kRaM9ramUzNTS2vkGYTaRY5oWKkDSDSjBhplZjzFHuHWK/1M1ushhNp1G4MIi1nK324MdKISLOFNCLSiu2ORBoT0kJE2ighLY53TzYghbT5XF9XnXTEU3c2r9tsNLGzX99URFqvtfONb8T1p0QlL+8XvULa9eiy8bK6ZkSk8UeTDiY3cJNIrl02w+M4UJVpfk3EM8DIswQ4TMWJXrsRo5SUvE9IUzHSniMiLTgdeNe7xHvve8B4uao7rJ3wx0hziTQ9bhtEGs8uPDJGmi2kJaVLBKKqvFk7GxaArglZO6kygNNOgjHSmg4iTToOtmUHkUZzzZC18667vPPmIURaikqfD00izrN2npfbtXiJtBvi6eBCGk1O7BhphAtXdWR0Irtk7VQ7Al3WzgCR5ghpLD5QqBCRlsWN/t62VYP0EGvnh0qygd/9XXG8+++XmRCvX9fXrmxUYHXqXPuItGwSO/1iVurZhiOkLTx4P/Q1nWArvmRk1s4uaycRaVxIS1PsRKQtj/QXzWbQCwESdpmQxomMEpkKiK+INImo83utFkXW9ecD2NGRft9pibTjtb7BJpHGrJ0+Ie1FL0LxRV9CpyzKQGunFj/tGGnmJI4LhmEhzbRQ0O9qwhOwdg4h0uoairoFtGVte3Ntf0z1VRSzhMoeTgx7RVc5KyKNJ15IpikSNErMc4Q0T+DeU1k749MRabYgbhCLIogAAD+R9jju4x8dJqStr8pjp2qsGkOkqUkwF9JYPBYutJQlQHGOs6RlSr2bbEBZlzqINIo1WVkL0eAH5O9cSCN6jBdHSPNZOwHgwz4MSBJjVx9Z1mHttIk088Zwa+c+jpHI8XgRUarN1MlaqIpPLUEfkSbnLEixLOTiC0vEE3Hj6ZleSVpthjXwnvdg9sz71PF8QlqntbOPSItjfdBnn5WH0OScl0ij3f+8ux10WTsB4NYNj5CWdQhpnEgrG0V3UfF1AXXI2kl1DFg77cD9qnB7tSQ06HnyCmmyTjaRpmKkEZEWmLaGkg3QnKfcu2SM+yEizafd0P3h61wVMN0S0miOahBpDLPKE2nt7CDSuoS09vgE1yDEoZDwOlhIS1MV/G2nZAMkcu/pZ17FSuyydk6nhmC2V900iDTV/gNEmsoG+9ib+4U0+d6JdBnQXIaunYqRBug4aUSkkZB2CiIN0PdZidVJhMNMXICyjHBrI/pbv7VTfvYMN+0HWTtliIDq/hcYL1d1pOPAOUJaD5EmB26VlADANNUPAV+TdhFpnM4ja6dKNnAkNuBC1k472UBdNkZWY0Wk1Tqcjqo/DSCUtUgOvireGEwizaEIDSGNiDRxz7uSDdBx2tYiyu68U49hBTuHjvt7TqSFy7mQdhsXHw1xfOQKaQaRJmkNsbtLccVMIW23rJ3iZ6+1s237kw1Q3LOOAYJit9Dko0EMNI1e6FlE2gci2cBzJaTZ8dFw86a6dtuNvkhDibR85hJp2bZDSNvL3ckUTCIN6XAirS/ZwAJLZI04uEOkMQLEV7xCmiTS5vFafLfH2kkDE89a50024BHShhBpNCGfTs1JRphIMxsQP9bRyhLSiEjjyQakZcYQ0gAUs4t0yqrSRtbOkJBGIlGraThfvVcrfe91jLQ5ThotWjRtJAgsI/4ElLVzLJHmWDs3+o0kOmyO3AkvETK2kLbAcrSQxp+xXZIN8BggMWVbtp4lh0jLMhUr4zTWzm1sUkad9eyzdnqSDXRaO3cg0uarq/zrjJ8+Io0mlEUhsn/RxkOSxeqmzZiNhAstov8RDTJPGxaEcWN+D4uR5lvYOPFxxsRIG0ik8WcxTq1kA1Re/GIAGCykOURa6yfSDnEdEYDDmbgecyakKSItlGzA+t3+zuVSW1x4soFlJZ6TOVaIZxP5HeImrEsmpL3xjZjdfFIdb4yQVlWizXQKaYDGGKXXlVtQfQ9j1UGa8NJLpB2Z/xdEmrZ2OoXHSCsqNXZQ8QppNpEWEtKktXMUkTZESCt0jF8UhUqA4RJprkBT1+Y1M4i0Qgz25eKiMZ4XbE7Vl2zAS6RRwHSKkUZCspyjeom0ONZEGttQiKMGMdpBQtrq6koR57ShPFRIs+d8fFdwULIBLgy0LVaVFNL29fv0vK9bSKM2vY8jxOVWCWllaVJx+sv1AkIJaW/+pX4hrb0EALhjX4YAsYk0vqFHB7OFtB2INC6k6TCRJKS1mGelilP87Fp8bxeR5sTbOkXh7aWXSJPxJfn7w0SaFtL4s+JYOyP9IHJKfDCRxkRah0iTzxAJacbmky9GWmVZO0m0KisHXhhCpJnWzjCRpizetdzw88ZIk3Op2gxppN5/xx062cCWU3Xw/g5Y7rFzIc0o50LabVy8yQZUjLSNesppQlUg9wppVR0ZavxOyQbIrhWwdqrdN+YNtCcHo4g0EtIyRqQ1jdo9jVOxm+Yn0uQO90//xCAira6HUSaGkGbPcE9RDCGtFtdRCWksiHqXkGYSaYn7Hiak2buT+f6kM0YaJ9JoQnZqIq3S+LXX2hkg0nzJBpZSHFNxezqsnacR0ux4KT4hjScaADqItE2HkLbWN08QaWTt7CDS5BcbC2hZWYNIk88ip154sgFaUFKxbRp0nnkO3HGHfv1GoQP2NoiBojAmRzw+WzDZwMb/EIaEtASVul+bW64/u5bDo034jBHSfH3wLkQa33FNpuJAPIsbwIU0HX+K2lrZnIZIG561UwXujcZbO6U+KCaRAWunPRH3CmnLZ3Xdq9ioepe1syxNgiBNoR4ETqTRwo2+UxFpXEgj1Y9VWAlGHUSaEtKsQM3BD8jfR1s7s9TcVKDy4IMAhgtppVzgxXLhuKYQELJ+PEYaABxOxXVf0DOVZcNipLEBw7F20hosqoxsmMtqIr9r6QppFRPSfu7nDLGcC2nUTELWTgCoima4kCZvgmHt9HQI1M/2C2kmJeMKaWYHfA2XUaTzcF151s6i7pz3UKlk7LSh1s4hMdIUFSpFMBrX1VzVINJIlMzQbEu24KvF+EU0omfaap8PkWd5DmQbMdivp5fMpjggRlpnsoHUsnZSMgQk4vpQVkhOpKWpJtKKVp+jXDAPEdKuP6nHOBJmdkk2ICqnFcLRyQY2Gz2XO9DvU+Eheog0LaQdA9utkTRT0WoeVbMpKtyAEMcOf+On+oW0RnQEtpBm04biREyBJJZxZccIaZ1EGmXGTSJEeaYzd27EyStykxUFAZxhjLRBRJoU0ipLSCvrOCyktYxQ7rJ2RnouNs10BUJEmh1vuR4gpCWFHgvUOQZipHGohNaWfN7qjZEGKAFqjLWT5gSTxGxTXdZOOl/bCs6JtKoYJqQZ7jHb2nkupJ2X27X4iTTxU2VJgUWkcWunSsUbnxmRFrJ2pqjEKH7jhvrbaYg0FW8gFR9uEQkiTcUHDRNptKOZ/qfvH5RsABhGpRlC2rve0/+BgcVINCBnGUpIYxOjodbOfJY46bSzjebp+e5kjBrJ3qxTSMtRiC8YQKQFhTRGpM2xQlqLg59FsgHK+qYCmXYkG3CENDmA0yBMC7JdiTRu6wS0GOEIaduwkEaBeKmOWkjT7/EmG8AAIU2ey/MzHZxbWDtZ8GxW7N1ltbA+NG/Rsyf6Py0iYL02Fj513fqzdl64oGxSIRtFyNqZosI0Fo3HS6QFrJ1zrE5FpJ3W2klWpbwNCGks3oiTlU+WPiLNENKi5zbZgNpp5UKax9o5NNnA7PgZ/XVykT3U2kkxQgF5v+TgyMfLvT19bg6Rxq2dvBOYzQbFSNtJSNslRppt7aQyUkgjcmp/ImNDNvrGNI0ezrWQJu6rqqNBpA2LkeZaOyW9FdWa+kSGZTVV30ViSosYbQusJRHjE9IWC/2s9hFpVDUS0ryUF2AG1oOOfVYi8xNpRKCc0tp5dGS2tes4xDaZh+vKibSyGmbtbCkQeqSOYdSRC2kDiTRljbKENL+1U59jua705mwmAjV2xUgLdWl5DuRrgacdxReNv5062UCqk8EAQCxTpDeIhQjF5xRMSKMwJUWpLXJpbM4/OoW0ZxjB0/iF11HWTnkOQ4g043vWay2kXWBCWhqwePODM2vnAcTGexxrZ6Xan/YQaTdvRYqWP3znbylRxk6gopINVBcBAHceSCGNKD6ftdMm0uLxRJpPSKP2ScHn0xRAlhnxJgF/P6FipH2ghTRp7azvuc94uWBkXFBIC1k7p9SX6wk4F9JCRJodb9mIkWZtPlBSLR4PWjWjEJHGr4dst8amZ0hICxFptMHdFSMtMfvMFJWzqNM0oo5drP4mkw0oIm2gkHZu7QyXcyHtNi58EaeINDkIzZKAkMaJNPJrt5a1syNr52/9FvCWt7iv08BtE2mGkAYATz2l/tYXI22IkEbZJxvEwrJkWTttQqptNQ6blmtvsgGfxW1IwgFDSDujwAVPPCH+JQnwMR8DtXLR1s5+Ii1JzH44m6XIrH4x3egBjAtpOQpgb6832UCftZNPPIdYO3uJtBHJBmhxqCa4I4g0J0bajkIaF5h4CWX66xLSjjYBIY3HSCOE3LZ2eoQ0nrWTJmX3TzX1k03iDiLNWsgxwTBLWxXn6+oJ618giCTeV9R15Ld2gmHsAVI2lGwgRYWp3N3zZe2kiQtfZE+xRoJG7whfcz7m/e4hMdJ+6ZeA7/5u8e9XfsWqC5+czST9YvVdXUSac26jhLThRJqKNxLvQKQRzNQkwHKJEyxwBI0HDbV25kdXVayxAhnQNIOTDThCGhFpTEjjQktVAYUUk7K0Na2dfFU6mYwi0lrEvQkh+O8hIY3q6bN2Gn0hRHyzVz/zJ3B8PJ5IO5iJCqybCSok+JE3fzj+1b/S7UELaeIAakGUZeEYaSOJtDSqTSKtYULaTKtGQkiT9xVr4Nln1TMex+IW0nEGCWlt4mY7tostpHFrpzdGmpyDeEgTXpRYHRBGjo6l0AmhMPQKaUmChJI8FY2TXMYvpMkYaRSnKYqMSYYSeeqBQhojmpSQZlk7+TyDC2nFqtLJBmR9VIw0j0Bjz0Oo5DmQrcU1owzYVLbrhqqprKCAn0jzWjutDTsjRhoT0gwiLcuQeWKkkZDGx+hQufYsXzD7+6LRQloga6dNpBliDhfS9vX7tOhh3qemAX762sN4P+4xiDQS0gC4mTvrGk/jLrwGnysEsLbF9RviuHs4Ro4Si5siuHyQSKv2AQB3HJjrDW3tZJ8JWDubzfAYaTQv4dfaJdIAZJmRARkIWDtpnukTJncsvckGNhvgscfE3+++Yvxpy8JLDBXSFJEmM0osau3kmaQ1Irmp6iPSuLVTgRxsikhrMMfayYS0fiJNfy8RaeRSATqsnQEiTcErdmgHw9ppTt5SVBYeyeYnsk7dRBqLRTyASPMmG/hjLqT1bHuelw/l4iXS5MRqFuvOui9GWtWYRFrI2nl0BHzqpwKXLhl6mPgMoeT2AMtVbqBTSLOJtLYV/5wU7tA75TkX0ppGTaacZAPbFkBkdB5ZufLGSPMNIKOJtDOKkfamN4mfL32p7KNl/nafkOab1MVRgyiKXSItNS+qItLyHJPCEtIWC2+MNDPZwKXOZAO9RFpZYgUxSRFZO3tipI0h0iTRsEhJ+TPtSVxI45Mur7VTWpa6hDSfoDKWSNt2CWlbvUIKWjupDjQEXBKWB3XPJvqNvmQDB/kWl3EV13AHFrNG7YA5Qpo1GBOhcukSgM0Gc5Q4xgGuHunPkZDGd7W5EBBbz7sSuwM6j2Pt3Op7NkkrYAtsT6wPt62XSCNB4Q6IOFx2P2eXockGHn8c+PRPN4WoRx/VCRn45gXRNfazpIk0f+BeXvqsnfzajxHSxiYbMGKkkTjWCiKN2zqB4UJatjlCjgIVMpW5syzFOYwm0uQE8SDfqM/P5+JnUUgilo813NpJN2QyAeLYCQDMiy8+TlW2yCeBRVCHtfMibgIA4rjFy18e4Y1vHEakfS/+Gr7uH74C39ICn/EZ4m95Li7EQh7TIdLkuL4/1ULaj+J/xl/80S8CflS85wJuqnh+z5uKhdDFVhyvk0gLJBtwhTQpOkWNSaQ1YgwQQpoWZJsG2NSMSANwAUIRuXhRxVAX5zPA2llSO8MIIY0yooeydg61dpL4ELJ2nojvuYIn8HYc4DoOcRKJRWlgrwlx3AKNsMINsXYqIY3PGSYT9WZNpLWGSDaESEtnA4i0ivVVK0akyWtHVnjfcxck0rIW2Uq0iVvVwvhbsZGE003zM13JBgwhjUJIUIy0vENIo808Zu0sykhvko8h0q5xGxq8799FSKO53+CsnasVTiAQsgW7tCFr56/9GvB5T34fPh8/gZ/wWDsBuJk7qwp/C/8aP4Ivxmvx6fj0usaNW+JmXIKYhCyeeQ+AFweFtBulqOPlg0qeg0n3xF3JBuIdrJ1FBSARSVNQoESuY6SphB7wCmlKcOavSSH5LIk0fh+9c4j3vEcMNAcHqPcuGn/a1rpN2NPzeasJZS+RRkJaqZXrPGuRCDe04ZKia8aTDShbLiO9mqoxxkRl7dxaRFrboi1LbOU4OYvWWLczGSNNf56uc1W6a64QkTbBFmnaoq4jzGbAMRFpHUKaTaRlcPtQ29brCGmHh0jxCACTSPNtBth/8xJp51k7z8vtWvgCXhFpcmI1T/XAaGTtZEKaQuIbM0ZayNp5dCQG3qefdgmtEIDVRaT1xUjjf7OLSjaQkZCWCCGtCQhpMoAsn1ilxUovfn7jdcBnfzZw65bxHhI6hghpHCFvvTm+xxcipFRsLVtIk4JLhEZN6nifl0byfif6QgoizRx8UxLSLl82iLQJtsBi4bd2ShHvrIg0sg3mKJBVOrPOLkSaIaQpIs2ydlIZY+1sXLvAWVg73WQD5v8Na2dhEWkUW4yNzZrcyNAu9tQ598dII8tRjO/GX8f/B9+Kl1xZqnPqI9KMEHarlVrIXr2lJ4INYuDkxFhY1zX8QX6hibSQwB+2dtYq89PmxJqMNI2auPAYaSSkvQxvBQC88Y3er1TFt5nhW7w9/bSYf06nYnHRNII0VfX2EmkBIa3VRFqvtfO//BfRr1keJZNII89lvye1uX4TABA/+r7ByQYca2criDRu6wSGZ+1MUelrIzMD7kKkJQmUMHZ5tsJ3fqegBTnBK2KkiRPNbCHN6ovGEGmAGbsk+AHAIdLuwDX8C/xtfO+33yJ93BHS4izR8FwsJvePxQ8AEALucCJNnPvBTNRn3eR4G14KQLhE//znrfHv8DfU+7/hFf8Df/NvAl86lSpbmg6LkdZh7Vyupe0p1kSaLaQlczZ/qRqUckFF9/7D8F784//5zfi3/1a8p49IS9AoGmKQkEY3QhaeXdRv7ZQLZ88CmZeoL0baiXi2rkB0JtdxiDeuPxyA2HzzlUSeV1MOi5HmFdLYhaCNDztGWjBrp5FsgN2Ith0kpKmMp5L0UjHSPIJCkEiLCuSN6COOCnMuQfFJbVv/YGunJaSp9i9jpNE4ZghpWYYs0XNU1bXI8WuQkHaD2dp2EdL4SZwm2cB6rWKV8cdC9Y/WnOHpp8XP9+DDvNZOwEOkVRWexD3i83ie6CMleUPB2hdPCAtiSEjbSrF9PpXX1rJ2dsVIU0Latn/MpFJt9Aafst0pIY0RaXk+jEh7DpIN9BJpMj4aHnzQEfC2NSPS/tevNv42a+RNCCUbUELaTfW3PGs1ccbmft1Emmnt9AlpPB50VQFoGmNeS5lD66o1kw3IfpDP1fqSDaSo8X9+2zG+67tEG9bWzg4iLbGItMgdP9TmMlFytrXz0iVlFQ8Rafb/vckGSBH9Y06knQtpt3HxJhs4kZQFE9IMIo0RNjqDSDIoRhp/6OxY+vxvvPNyhLQndfasPmsnf80uikjL9Je1Va12u0JCmqHcM2tn/Wu/Cfz8zwM/8zPGe6hfHE2knZGQ5iwQLSGN4DGeZpkPVNQJU6cKAPncFdKytZy9XLpkXH8i0tRkiiU3IAsETzZwGiJN7VKjCls7e4g0b7IBSTQsMhvHopMMCWk5atva2cgAxTvGSBucbKBDSDva6mdVEGl0LJdIA4Dm8p3OcX1CWtuySWSW4Ivwo/hW/ENEeSaSd6CfSDPu1XKphbRrbKcwQKS1bZ+1E94SJNKiGlMZQ9ER0ljmSh+R9hBEYMLXv76b7uLn25VsgF67+27gwz5M/M77UCNG2tQU0mjTQhNp/sC9vKg+/Lu/W/Rrv/RL+o+2kEabKEOItLf/oajjW39vtLUzJ7tbk/QSaV3JBlJUyCOydhKRJv9GXx0i0ja0MK3NDL5Fga/7OuCv/lXzOFXFiLSs9cdIo8XVWCJt3XG9O4g0APjb+D/wVX/6cWNTglONBpEWi0FsuS8WnrQhBvQLabRIu7AQ37uqJuq+ffmXAz/6L96HL8F/Ve9/6f5j+Df/BrinlTEWubWzK0ZaB5HWyjE9i0whjRPM9MwAQLNcq02ZNNLX5B/8nS3+4l8Uv9sx0mwiDQCyZISQ5lg7mZDms3Y2Q62dJM4GYqQtxefvi8T1vobLeN3R/wRAxlT1HlP8HJxsQNITytoJmELaXDQ06sOGWDvVWC8XliLmRtUvpG103CKi/hSR5rG4BYm0aq2epVvHZrukuaJt6x+cbMAW0jiRGbJ2pilyKaQVZaS7ltSk/rqcDtdv8fHUL+p3JhvgUf17hDSHSOP1Wq919ky2cUjCjy2k0XW9jsNR1k5qQyqsi2x/8SQDZjMsqpsAwkJaJYWRyYREalO0NmKkkSr9ER8h/kaWw9FEGiSRJm13jrUz8ls7u5INPEfWTu+8hwlp9qNNwiQAzH7m/2f8jQtpndbOrT5vItIAaRuXjb+LSONtq60bM9yBfIbirZVswLJ10vPbVGayATo23wBT5/KSl4ifHy42MfhG/1f/1Rp/62+J33XIleFEWhq7NyJk7YxRi4ApFy5oq/hAIc2bbIDOh87vj2k5F9Ju4+KjIWhiNUv1w8izdtayE+Ax0qp2mLWTD+K2kMYXDz6Vexdrp30sXmhX0hDSambtTIR/Q1s7u4U0heu+853G5IuQ8mFCGqvLB0hIo4kR37XwEmn877PUSTaQruQNPTx0Y6RxIW2lj7OVQXl9RJpDLLId3FCyAUNIkymqjWQDaav/M4RIoxhpZO3M5GcHCmmAFirpes/r3YS0UIy0MJHmn2wC5g66SaT5hbTy0l3suOKnl0irWz2hy8zd6VCyAZsyMY7PibSr+j0+IU0QaeJ3m0jTcQxHEmlRrQLWblbuDKKLSHsp3oa9dIOTE+AP/sD7tbJO4mdfsgH+HFOfwvtQvssZsnYSBTln8UaCRBpdK3oQ+QNpLYQUkTZESFuL48S3bo5ONjCZMmtPj5A28Wh7SixDpW1QyFFvSlWHXiJto9uG+KNn5Q5LSKsDMdLoO3Yl0gJZaI0PAA6Rpsr164aQ1lb6QTCFNCH0LfdEPzBGSCMibX8mjr2uc3XfrlyB63+jijJl0xASeGMJEGkhwTyNdbKBY+yrwOJ2jLT61okeS+6+Qx/gxS9Wv/YRaYDM0grRhncV0kLJBlQ/OzBGGvWNDpG2kkTanrBEXcNlvP6mOM+HH/YfkwSCpmocJ0EXkWbMGdgYGi9E+xospHEibcbGk83GL6Qx4qZY14yatoi0MTHSqpXqF+y5LM0VxxBpppDGUoOy93RaO7NMtbeyYkJaYtlnu4i0I30tdyLSaGCyTmyXZAMkpPGNwxCRRk3kOg7RToZbO2kuooQ0yoYat8Bspsb1kJBWNuYGDwlSXiLt679eBNn/si+Tl2cHIo2FnLCJNCWsZ/igWjt7hTSZaAAvfrHz9w0T0vg4BwCzmsXM9Fk7pVK6aPTDaGTlRKIqxOdSnVk7LSGN4gxGdaXuX1XBEdKmMlt6XTYWkSbbCXtNtZFXvQp45BEtPPGNfrYgS4dYO9N+Io36YkXJcZoMEEm66BzLYUKa19r5pV8q7vnf/ttOHf44lXMh7TYuvmQDZUVEmp4RhWKkKWtnOyxrJ3/o1IDm+VsnkTYg2QBfLASJtNol0ppKWzuTNOon0ri1kzrHd73LeA9Z3kcnGzijGGm9QpqcCPHO1k+k6b/n8xTZxOwaKF5In5C2ZYIE/a6ydg4k0kLWTpXJC7US0gwijSPPPTHStphoIm0jvnCesa0sXgIx0gBgu2GTXugJwZAYaUOsnUEizVrQGNbOMkCkBYS06qJeTDpCWprqQMZsYWVkicoyZU/ps3Ya7bVLSPNYO4lIM2KTgFs74S1OsgG1WVBjmovfN0urI+kh0hI0+NiLYveVsub6ytAYabyN0O4670NpERChQSSzvAWtnbS7m6am3YqfHglzVEH+QLJzB9g9HSKkbeXCbnmEWD4TfUSajpFGRJoQVGxrZ1eMNAmsACAhTXzpFhOUa33B+2KkcZFVVIpZNVkxkw1Im2DemiI8rfhsIs2zoKc2yfvWzkVYR7IBVSwhzaAaMy2kbWVW1uVU9AN9yQYMrUsu8A4WJKRlw4Q0hssb1raQkMbaZ2jMT6NG3d9bLEnFHCtDSGtOVqoNZvffLV48PDR8Zn1ZOwFoq91zSaRNu2PPaHE2YO1cibpeuSzHZ0xxVC0wmwEf+ZGBYzIirbGu9aBkA4BJpO2ZQho974OEtMkAIa1ioj8j0mj+SjTimBhpk/JEE2m3zL/Z1k5fQio72YBh7YTe6ADYfIeENG7t7CXSxIUYIqRdO9b3pB6YbMDIvO4j0gJZO/uSDfiINB0jzbKFSpfMFlOsGsvaWRRA23qJtJCQFkctkOfBzQG6uCSkKSKNhBJF+LPPxLHwssudz12snRxicIi01iTS7KyditxkJVFE2tkt832EklG6iLRGVChCY4xzABPSLIpeXWPZ9ngiHYNIQ6weZj52dRFpTdV6iTRZDX2OTEibTltFgDV1a6yF6TrTWJ5EtXZPTCbA85+vv4xv9LO+ku6jk2yo09rpPvTK1tskxtxIASsXLmiieqCQ5k02EEVGu//jWs6FtNu4+GgIKrPMJdKEtdNHpCWDiDTeqXQRaXyu7CjlzNppTw56ibR3vxv4lE8BXvMav5BW1goxj1PhIcwpu9vGtIfFqBGXWy16MCGNL45Jr+kj0toWWK/ZNTgrIu2GGICyJ94nXrCzdm5l/JgQkSavexaxxWYeqaxi6n3LbiFNJRtggoRj7RwYI22QtdMnpHHEeUyMtLX4wkXeT6S5Qpr4qWKklaLhcyFNtXGLSDtNsgGeqYx/BwAclVpEDBFpvA10CmmcSKsalTTEICWYYOMKaVa9+fG5tdNDpPGsnU2rqYvIGrTVpCewwHasnWRfj2pMJ1JwWZsziLaqFdHiCGnyoX9o/hYAwOte5/9ewNzMGEqkOYsCaOEriRrRKDzPko6R1m/tVEIaVaaLSBslpOmFXSSPaQtp/Ng1EodIo+d8TLIBI0kMSuSS3iiQm0Lal36x+NApiTS1MVXqzakshdl3kIjkEGkeIa3U4y4JkLSp5S091k4ALpFW6s9EWcr6QkmkZRcBmETaZAJDSKtrsxmQ4LO/EPVfV5kSQO+7D8OItJRZO/nDOjDZAJU01skGSEibJiUSNMpeCJhCWnrf88SLDz5oHMsm0nzWzjTm1s5xWTtpo8obI61pUGOgtVNZm8TP1uoEN6Wo610HG5XJFhAZvkO0qiLSynoUkRYU0ohIq3awduaxvhnbrfdx5LGXinWt48vJzR6ydraIgyES7HVgXhyrfsER0ramkHbnBUmoLC1LGALWThIDyNrJqZpQjLQ09RNp8XAh7fqKickU72tXIi2QbKBt4YQGEN/D5r6rbiHNsXYye+T1zdy0dspK+mKkOdZOLqRNJmEhjaydFEcxN/tt27brK+qejhLSNJHGN3cAsGQDAWunV0j7IBBpPEaaTaQ1ksCUo37EhKteIi1JgPncFNJsIq0yKT4/kaZvmmPt3NOZL4w1SFmqGOHTqXZE1KVJ7KqsnfT8egQufcIBIo0RuLYjRxNpZpvKYreNcTq4aTzAysGB2oAuWV86mkg7LwDOhbTbuviSDVCZ5YxA4skGmJBGE5AKmZlsINA/tE8/o34/umXOWIxsKSHfNaCJtPl8fIy0n/5p4Fd/FfiBHzDj1lD9aitrJ7S6T5Mjbg9CUbiiDrN2SsgKQL+QZhNr7RkhaeXb3y3q8u63ixcGEGk+IS3lQlqmgyGr15biuF4hbTrFlIQ0RqQR5TfBVoxMZ0SkpaiQlUIsMIQ0OscsQ0hB8Alpq620AE3CRBodzrZ2qoUWEWkeIe00yQZ816JtNQVDkxFDSKtsIU0eiwlp/PJUF7S/Qu1A91k7c441dglpw4g0vkDzE2k6o65j7aTdtwEx0toWKGW7TKMGE1ldHtsPMOkdR0i7W1AsDye/A6BbSONxKruSDXDBzWftVIsAmnx2CWmMSLMt2lRqipcVINK8Qhpv1IFCRFqEFrHMfjXU2plPmbgALaTde1Ecp0tIs7NS5Xmr6s4Fqeynfgz4vd/T57K3542RpibBA6ydZC3Ls9YvpA2JkSbjlKSoVJ88OEaaTaRRna9dM4U09iBEKUs2kIoFxGomOh/H2pmmxgLGyFwsqY2DPXG9rq3nuCkDiXuJNPuG2THS+MM6MNkAlTTWRNpNXASgE8gYMdKOl3oseZmIaYRP+iTjWGOsnTsRaSoWjodIY5tGfckG7BhpzcaPxs8nNQ5jrQiFbJ3imOJnXeqNEype3YvqamftpOPtCWy/kWLxKGtnAjZoh6yduj/h/bht7QTcuSs1KxJiqOTrI9UvuOEcLCGtFdHw61v6wehMNhAQ0ohIM/r6Ey0w5ExIIxv/LNnq93rOj5fr67n6/dTWTk+MNLVg91k72RhwfL1ELdvMkBhpFRfSTnKlLe5D/rLdutZOD5GmEkPF6CbSNhs0iNBQjLQp1Uuei4qRhmChv42ydhLJxKydLpEGv7Uzd+e71K86NsFTlN5kAwRC3H+/h0iTcSlRIYLe9IljqORhwWQDALC/b4xDk9wi0uQXDibSaotI+7AXqN/TgLVzMonU3KCpWzNrJ9kopZCWxh0PI892yVR8LqQZ18+IkdZPpFH9ARnOhAMraQrMZoqo5iFR7LHVJ5wayQbOC4BzIe22Lr5FHBUupBlEGtsZ57scFYt9FLR2FvrJP75pPpF8IB1k7bx4cZCQZtMOAIDlUu1KZiwbZVNxIU0KbTJwox0jzRXSZKWffRbVDTFap6kxx+ss9hq07ehjx5RS1jujrJqWkLbxEGmGtbMV14wTaXkOJwtQp5CWZTr7Ibd2KiKtEKNlB5HGrRAhIo0GEkGkeYQ02pkJ2DoBK9kAxUjbiAuymFgBmNRJhmOkkVB5VkKanWzAR6QJm6P4A4k8hrVzgJAWx9Dky0Aira1Y/Bm+wMsydWw32YA5KeYZlTiRxkuLqDPZQNDaOYBIA3S7TOOaPb+W8F/oDzkx0p4nKJaHqt8AALzlLZ7JuCw+e32XtZMTadzaaRBpwDAhLcuUvcMuo6ydsbxItijiKc1Gx+yJNjIob4+1M0SkEdn0YXfcUlUMJRtwhDR5rW0iLUUlxhjqsPf2TCKNQhvQdR5g7aQ4YVkGuSogf+Eto7KauIBTaj7u0iJqKJHGhLQUFXCXjHnoWDv1jeDWzs3eHcBjj2EJYZ/xWTszVKp/5W1dEWl74qSeORGi3CLdiHYsCWlVbGunTaTxxjIw2QCVjMVIIyJtkYg2GDPhvzlZ6WQDH/dK4H3vA77jO4xjDbJ2xlxIk3ELB2bt7IyRtt1qoY/HCPMU1abkIejyTSLLOjVpcJjrDiWUaABgi0/W31PpjJHG5wyGtVO0iUYSxnUkzq0ra6c6/xT9Qlqjbw4fd6k+RsZWa95Fx3GEtM0tY55pfka0dYpremcsfvHFAfYSaa2cRPhipJWlSaSpk0mVFaswiDRxn1X4hS4hbauJm+HJBsRxhyQbAOTz0mPtvHZVHHMab42pWih7b81iRV6/GbtE2nbbSaRR/KzB1s7NxhijaAigtcMQIk3d0yLQWXkKJa7i1s7TEGnKTXOGRJqPUFKlbXUDmk47iTRAr+NmMyCq9ETJa+0EgIODbiKtNK+ZP2snm1PaWTvvu1fdbGNOaVg7TSLNa+2052q+Esh2aay5edPZbvWGY2oe15dsgNPBVWUBKwcHQBRpIo1vYg+wdhrJBs4LgHMh7bYuQ4k009rJdsY9nTPQYe1kWcGOrpkzrj5rp5o0kFJx4YJ6rcvaaXTW9IbVClXjj5FGnV2ckt9cWoC25iFSVEBdI6EUwZWuf/nuRwGIa7qrkNacWbIBcZxscywulEOkkZCm742XSGOTtiyDEyMtPRHHxeGhm7UzTTGVMfcMIU2KE5NYWyb7rJ08a2cXkZZK2sVINkBiYMDWyf9kWDu3JKRZcZGoTCZqUmLXm4RKJaQVYvG8Xut2rgYga3eazrlt+62d/FrwOpDIYxJpesIcEtIALa6WB1q988VI8xJpXEhjRJqdbCBEpNnJBozP+JINNFHQ2tlHpDk7o2s90Qk9v51EmhTS7jt5O+69V1z7N7yh+7v7YqRxwc1n7VQZx+SCqVNIY/FG0lCMtMpqnJ3JBuTzMEBIawttNYqlkNZHpKkYaTNNpJVI8TTEdX7R4U1VRWrndN9spyAghbSJFnbLDS1QSrGUf+qpMJFGQhpNTgcRaeJ8VKbjiXW9ZGWpnXI6W12H0kOk7WrtDAhpwWQDmwi47z61oDw+1s8DCWmAzmpsEmniQhzsm+PZfbNrou+ia0BEVlnSToD4PxPSeMBo9V7P70FrZ+LGSKMMazFLjmJYO1MADzzgEMx0HGom/qydsv88ayKNPSOhORgVsna2VtZOylpLZTZpcDjV/dgwIq09G2snEWkgwXQkkcbE7F4hbcOoa4qRxoi0UBZSR0hb3TRt0qzQXJHG7LsasfnL57idyQYaKWiGrJ21R0jLMuQZEWmxI6QNipFWaqKsbv1CWieRFhDS+MYqCWlusgF9bdSm4cTclQwmG2BC2rVrelzcp6QNjEgbEiMtifuFND6P0USaFSOtA/RSc7yiow+3Co0BPiKt4gk9fEKaR3Cn59Fnad612HS/F2QAgMnE3R9oRXtX4WTk8zWbtob65bV2Ag6RJogzeW8GEmm1JaQZRNr9V1RfQ/Z2Iiy5kGYQaZzYUkSa+H8nkUZCmrUwH0SkOckGPEQa62+4kJaiAi6IsTFLzXBGwDBr5zmR5pZzIe02Lmpx9k3fiPQPft/422yinxCetdOwds78D0uISOMT9eMb5iTEQGo9Krci0qhcuKAmBzaRxt9rPPh0sOVSxUib5FayAUKkFZEmBaet2anQdyQe61z13sfEe46uYfrkewB8EIk0sm62hZhlhIQ0tmvhJdLYpNEm0uK4RVzJLwoSafL7GNnjCGkDiTR7F4k+YAhphYdIo3bRQaSpBThyNBu5MCQhbWotntVJ5iaRwMpGTtxVjLSNIDDaVp9jX7KB42P9nsP/8x8Dn/M56qR8yQb4tfMRaUe1tnAMEdKqfU1L9MZIIyGNL/BYwHBuAQc0haDqQzH9/vCtwGpl0F76M661k096bGunvp4B0cie0Ml2mUYNpjPxGRJE1WcYvRMS0nDrFh5+SBwrZO8cm2wglLVTLQJo0sQTpYxINkBxkmoKMDvA2qnu6RAiTVpZYjSI16IeQ4k0bu18EvegRYwMBe7bF987yto5dYU01cdxIm1/X11Hbu1Uk+BBWTtj462qcpa1s4tIM2KTEim6a9ZOj5DWtpaQFkc62YDszmlB2bYaJONC2lzayAwiTS4euOsLAK5MJa5D1+DOO8XPsjTrbls7+4i07/s+1H/9b8JX0rhV90Vl7IxE/xLleoFiJBsIbKx3EmlydUZE2hoz9X07CWl2B8UT62TdU3Rt7YTxcxKZ7XU2bXF5T9y/5y2OjbjXdhlNpJHoxevKrZ37RKTJhWY0IkZaH5HWtihafXNWLA6tipHG5rEha+dkYt67fHmjg0gTP5WQtn1cVNtDpHmtnUSkBZMNyM/YRFpKRBoT0qJhQlrbAterC6x+pihEZbCQxhTCGK2iVYcQaddviN8Pp+bYH7J2cnvk9eua1D7IZWW3Wxxk4oIcv/UR8VpnjDSMItJoU6axsnZ2Wjt3ENJqtpnSR6TZyQa8WTvZ2B+i9ceWLuufsRmX5+4GZsuItIsXVUzjWbQxrf4hIs0W0ibReCKNzUftGGnR/fepTiBk7RREmjxmZSUbkP2bsujGHeol9WnWgJFMBwhpmU2kuQ8974u5tTNBrYQ0X6iRcyJtt3IupN1m5b/9N+ALv9BcnKdveSOyt/+e8b7Z1BXSnGQDgd3Q0GBtEGk3zDfxXfhOaycVRqRRJ8Dfm8j3h4k0ObFlGKwRIy0jIk0cwBY9aCAjsYHvzJbvFROnrFxh+ti7APRn7XSEtB23iP7jfwS++Iv195WSIMxQigWiLaSVcicrQKQljTzPpjD+nk31/TIWEZcuuUJamqrOfeMR0nKyXE4m6rNDiLTOZAOFGFD5bktGu/ADiDRev2UhiQsS0jqsnXbZFBaRttFWJrrnIWsnvU4T8smkxexf/XPgZ38WeNObAPQTaWSrMKyd9TAiTe1IffjLnGOr8T2OtW2ETTziCZsAdMVIsxbHxXufEMf/vdcHrZ0kpPFkA3UTMWun+f6UzmOgtVMtjuNaCWlbS0gLEWlzrFSMNDQNHvoo0Z5DmTt9CV/6YqR5rZ2SIIuZ5bCXSMsyJ0YaPX9qAjgkRlpLgadu+k+SFbKyxGgQrcVCqSvZQEhIU/HR8H4Vf3GIkBajRozWS6QpIe3xx/V5MyLNsHbG+jqrL2eFJxtQRBr1q71EmidGGrd2RgOItLrG9+Cv4UvwKlRNZI4DJPR2ZO2MIpOmbltzQUm2NYNIS10hrZQixsEF85yuTK6a14ALaQY+ODLZwH/4D6h+/23eS8JjpFFZtNrmrLLI2kSap9BxGDhn1BnQRNoSur8NCml7e0bHlU07iDRu7ewG0hDJ1bwdA2hiiUCzGXB4r7jhD73kZmeSNSJtRDDtbiGtbaHiXQWJtANbSBPvr5AZbZJ/SShGmtr0LfR7+Ziz2ug62Fk7Aa9mqarL99/y9a0wkVZYMdLWwqHA57hdyQbmtZ9IaxGjLaugtZPcFTzZwDySxCWFXwhMK9drc5PLtilS4UKa2AyUG86hGGnyQZkm4lptt/AKaVwcu35TnDAnJAG20WAtS/mGwvXreoPJENKe+AMAwNEjN+WHqnDWTotIW9l7eT1Emp5PIVjUHHZMsgHaLGNEmhLSFPUZqeQvPEt9F5EGiC7mP/wHc+2wS+kT0v45/i6+Gt+LNtdEWiJFKUNIm83UeD/H0pgAdcVI4xuvXEg7EyLtrju0tZOyrkprJ082QC4lkXxLf14Ti5RsoGONF7B2RpNch1zhTYf1iba1M/NZO5mI6hBpcoK5K5F2nmzALedC2m1W/uW/BF79auAXf9F8eLLa3GqaMyKNnuklFmbAy0B8jkFZO29aQpoV5FG9bls7qXiENP5e7w4cE9IcSgBEpJG10xTaCNc3Ys2wehmLv0ffr94zaUTH/oEi0r7924Ef+RHg9a8366uENDtrZyEHYLZr4RBpbYusZlnsciBlwUupw8VkYmToBNwYafw8ifKbJLsRaZ3JBlh68F2INEBTSEpIm40n0raWkJZvjtQihSZofTHS1A7rfqvEBzz7LIBuIi3HVn0vHwyPGr2wq5Cq3WeHSNsX16l6yUvdY7NLQASYQaRZMdJo0uZYO63FsVrw33i2W0jrtHaa7ye8vxpJpCVRi8lc3IxNYcVl6SLSLl5UE66XPyBm9e98p/erdyLSvNZOm0ibTh1RWglplWxQHiJNCa92sgHL2mnESBsjpG11jLRQsgGbSFPWzrkW0p6BoKruxlOYyDoPEdJo42MiF51eIe1979P12d/XGYc3XEjTFlqqNy8GkSYD7pN4p1b7wRhpHiFNhVSoNSnaY+38dvxd/Fd8CX4XH+MX0uxkA1JppgQlfL+gKEyBjLLoGkJaIu6DSaTJZAOWNe6+XCYeGkCk0aZWjSRMpNHvFi3CS5q0jpA2J/onTXWoiOW6V6iyX/daO2NXSLP3YFSJIoNK6yPSlLWzR0jT99eMkZXDXC3PZsBL/5xIrPDZf/X+zmNqIq1xbMgUk5UKv11ha6clpHHatfQsQcZYO4vCENJ81s6uGGm+DOwAkFfrXiKNHu/LrRir+Ry3y9ppC2m8bbVl5Z8TZ5km0uqEEWmmkBba5CbRT9VvgJDGH9MJtkFrJwBMpetgswHsGJuASeFePxKfOVyYk+ZgjLTCL6TtT+SN2G4V5bes5cBQ12EiLcZgIi2KtDtDCSU0n+oi0oiS9wnFgUJhwnjWTjfZgBDSIgCHc339+oS0uhZhIH/kR4Bf+7XBVXKK3V54G2k3W3wrvhX/AV+NRx5P9Fg9MYW0FJUIdi9DIcywGWbtPDjAZVzDIa7hHrwfk2mk59IDs3Z2JhuYZMza2ejzM5INsPlwn7Uz6VjkBYg05Lk/tAPrE4cQaXEaK0GurrutnWUZJheD7rFzIc0o50LabVZoILx1y6Sr0sqaWE31yEZxma7jUC8kWNZOuwStnQzbOj4y38M7MP4+vhNvFE+MND7BsEU2cTBxjOZkpYKx84l1UzUK7XWENDsGsiWk8cm7ipGGEtNajMJ9Qpq967VrzAI6Dn2fIaQ9+aRDpBXVgBhp2y3SYm38nXbMAY05Y28PyHMvkUYx99bMWkHZrSaMSBsTI62TSGMxJNQ1aOVBO4i0NAUiORCSeLIsSUhjgiEvnUSaFCrl9Y7WK8yls7KPSLNJS57wgVayvmQD3G7hE5uXrUWkyc9Sm6eSWrHFOALuF9J41s5EN6Q0DScbsIS0Qg7aeXkCvPe9nUSanWwgFOSXqKvByQZk803jBlMp3thCGiclnGQDk4laFNOiKLTL64tT2RUjLWTt1ESavJnTqfEs1bVuF/PqSH1pWEizYqR1EWkUg2gskeYLgN1BpE0YkXYEocwc4Ah5O5xIIxEq7xLS3vteXZ+9PRW0erPRz6yaBPcIaWUJVE0gRhr5I8fESIuYkFZ0TMSrSu2Sn2DPFNJCMdLkuEuLbt5NHh+bupUhpMmT9QlpRKTtXzDP6Ur6jHkNQkJakpgkSihGGl3/zcahXahkSeP00wsSLbJMh4o4WetkAz1EGhV/sgFTSIsiJ9SaWTxCWonM7RC4tbPreNBJk+gZaxWR5s73vuFvR3jjG4Gv+ZqeY8r7UZeNKzxtzM6U3y4j2QC3dlpEWsP7Fp9WNcbaaQtp2zMi0qpVB5Emrg/NxSh7pC8zPT1/dB9nMyAuzdTYfDyri9ofIy1NkVGfUzNrp+zPeRxTX7n+jNnGhiQb4Pcmj2uzw7CFtES8OWzt1Cd57Vg8XIcL8+aHNho41XX1Ktt4nGxVRTPpUCgpQ6WHSFNjqCWkrVbWfJwRaVnmCnx0jbuFNPkMdfXhVlHZHtn81ibSKEYaABzO9NzJZ+3kNHpd6/b6+OODq+TWsYNI2x4X2ErBicczpfA69LcEoi3Rszxrl4OtnRMU+H28HG/EKxFniUmklZosl4dys3ayOWVbN8Z9j9KEEWl+IU3ESJO0WmUKcbVseyrW3Q5EGrLMzdotMm11JBvwtLEkMTbZDXFe7nqpzUBO1VmH8mXtPLd2uuVcSLvNCnUiwtrJPPe1uWDlkwbKFLjFFMerRH0mnuZq95qXUKB8w9ppCWl8l4nHaqm2YSHNjpHGRa4uIq1asWD4FpFW20QaLbjI2sniFAABIu0d71LvmVbDhDSXSNtNSdta5JwhpD32mFrlUP2VtTNEpKECVitkJUOmc1NIU5lP9/aALPMSaUpIY9dhK3+fyMyoJpFmCa3yg8nnfw6SX/kf4rUOIo1PNIxrAHQSaVGkd8gUkVaKRrKYWXYudkH6hDRqj1it1Nc7QtoPfh/wZ/6Moorsdp20bNSyiDSftdMnpNlZRYWQFiDSLKuhFStWFYoJ0Tb6+UnSCEoxTNMgkWYHEC+5dfrNbx5FpNEz42TtzLqJNHudullTjJMG0z1JpFXWxL+LSGNC2mQrRJiQkGYSaRKl//7/5CjpXHDzWTt9RBoX0nj/Mmt4sgGzPvTsKiHNZ+20kw1I66KTgdEubYtG3uB4MfPbjTzJBtQEURJdNRJDSJu0mryzhbS2Fc1LkcQ+IY0yG9tEWpYBea4WwgBw40QKLNTGerJ28uveGyONLIw+Iq3UbZI2PaouWxATG5ZYoCzYOQazdhKR1pr1hUuseIm0OCykZdPEWGdfyQJEGt/5iGMgjs2shSOINEdQ91k7a4kNZZneENiBSBsipOW5S8sahYS0OFaik5dIG2HtjB1rp/g5ac0JyWwmFpWveEW/OKeJtNagrAAYGXABs+oJo9gNIm1hJhugGGnAQCJtjJBWiM9FaFSSgSEx0lwibdVLpKl8JRD97RAibbGAqd7BbMdNEYiRlmW6T+Mx0uQmD49j6ivXnjDbg21TpHPn81hDSMvabiEtNoU0utcUm9cg0k5En3p537y+RqxEVjiZ89hjejw5mGmamuavRAfzZANu1k4YQlrbWvPzgJBmX7MkCT/sSowek2yA3XebSCPyN+FCGrPGpnOXEOLPY13rIewshTQ+tzq+rvtr2twDgIlVNUWkyc2EWXWsL2pPsgEAuBdP4nl4BjzDp49IM7J60kZzwNoZoxZt2RLSvFk74wCRRv0brbtPS6StzYn5GCINSWLABl4ijcJTsER658kGdivnQtptVqizPDoCy1ZWuUQamzTs7ekB75nlQn0Gk4krcAHBoN4NE8iOjq2YQxypZYM9LVgda+fFi1okKE3hoY9Iq9ZMSGNZO3mMNBq0FZEmdxlJhNPZLMVPvvhTgyxKTCsxiRotpO1IpNH30CSHOsEMJfCOd6j3OTHSWGfrEGmrldrRo7/TjrnxWUmk+bJ2UvIKviNMbVEJaZxIs4SH+lhaFK5fRbx1A+gbQloaBYg0nXq7q0zl2lgTaVJIm1t2LnWSXUKanOBQ+12vMZNkmyOk/exPAa95DdKbV43X1d9bNrGUQtpYIo1TTIAU0mQ3HxLSfFBSL5GWRsArXykmNw880JFswFwcKyINBfCWt+xEpAWzdtb+4cxZp6oEHC2me+IibErzBvM+aproPnCBpWhfJKRtxELdS1bAjH2WPiZIqOr33wY8+qj3fSFrJ/WBISKN9y9EnQnLrT9GmiOkcaHIJtJISOsj0jYb1b9Gd9/t3+ywkg3UsjcHtGZVIcUxxKT5AEeYNGtVRVtIA6yJ4hAijTrR2UyQHqhU1mElpPUQadSHctJYZTq2rZ02kdYhpKVRo+Ny9hBpppAGfY60M7Zcqph6prVTfBePk0Yx0ah4Y6TJDJg+a2c2S405xX3Jk+KXLmunL9h6H5HGRCbS8amkaev004vyFv1Rt8dlf7IB+3WvtTNyhbTOcumS+rzqe/uydvYKaeKnEyPNFtIWw6f6lMCgrtpea6chpIWsnXPRyMZYOw0h0WPtVN1VQEjjcXyime4s7IVikEhrN0EijcYPW0irPESaV0gzUlebbaspa7VRHfNN7DTVC9+GCWmtZe0MWAmvP2lOuGxRiJ4ln5AWoRH3lu+uWSc24dZOthFDm7BG1s6VOM7hgdnug0Qa29SiPZA4Zq6a7ZYRaXpSE7J2JomIkcZJc8PeycT6NNXxlEfFSKO+vuzow63ChYpgjLQ0ZkKarrTPPWQnG6B7+8QTg6sUrKPv/0fX9f3km16TibnYUUSazNI9297Sf2TiGOASaUZJUy+RxudSXUSaKaQ1hpBGG5Z9RJrP2qkE0a5kAy97mfi+l7/cfJ0TaRu9QGihSV6eQA9gjiFemJDmWDttIm2gkGYkGzgX0oxyLqTdZoUGv6Mj/SD2EWlRpP32z6z21GcwmbgCFzqsnWzxeXxixTngRNpIayft6gwm0thCLcsjRdU1datFhcxU92mBX52I60CTqIQLabMZcOed2haCClPoRV5XOSsizbZ0GjTW29+u3qeENEna8N0RR0hbr1UWTPp7NmNEGgWz3N/3WzuzDPMJEWlMSJNtcRCRJv+bfMRL/CIpm1wnWdxt7ewg0gBgKidg20qIPMtKDJ5KSBtBpNFCQD0nTaMmeHTP1QSpEi8kMlOqk422YRP3HYm0TiHNsnbaVkOuFfA2ElEd6kbH6kgj4Od/XghCFy+qSVtrDSlOjLSSCb/b7XAirY36s3YG5qwu8CFFi7jBdE+c6LY2Z8Va4K+MdOM2kZavb8ljut8riXxxvvUG6et/C4AU4i3lnQtu3qyd8uTU5CwgpE0mLWIplCBNkVpZ/7SQZlXQsnYaMdIohkafkHZ8rNvaPc8bbO1sPEIaEWn7OB4lpJE92hDSuO2Rl+lUNR6yCWkhbViMNINIs2OkBbN2dghpcaM2tfpipNE4JIQ0do4Lbe2OWz1OKiKDLdBDQprsfnqFNDUWThKj270SPynaVleygdQky2x61ZtsgFk7HSEtdmOkLaTIYRJp5kLZV4ZZO0VbO4GYM/WuLYhIyzLd9/Zl7eyzdlpEGj3OZIcGgAk2is4aUlT2xKpxibQOa6dXSEtTxDkTNGAuZreV5wSZEDOWSFv5hLTpxIgXZJwPW3Tz9pSjcPqLvVS0/6KMDIpJWTvZHNdONkD30SDSLCEZIGsn9DlQ4UQaj5HWWkRaac2jZbn+lNl/2THSuoS0HAWiSW7Oi2wiLfJbO0lI4+3o+kp0FIcXzZsRipFWsdtA+08HB+K+AvAKaSKMixTASEgja7u0dsZoVWxfW0jzEmkkBA+KkSav75gYaey+uzHS5DyTEWmXc01S+4g0WuPQcc5CSOuy/h3d0P8xrJ3WdJqSDWQzca94gi5kWTjZgB2I00Ok1bWuIyfS9EaDX0iL0JpEGhfSWBgFm0jzWTsVkdYlpL3oRSKm9Q/9kPl6rNc29UbHG+J9JodDAH+ygU5rp02k1cOEtHNrZ7icC2m3WTGsnSzemS1UzebmBOlwLiZeT6/31Wc4ZspLKBaRYe1c2kKa7hENIU0FWQ5bO4l0G0qkcXtZmkV6QVfW2uZmWzvlYrE83hj1IbtdjUT0zA8+qHezUSr64wNBpPEFo5dI6xLS+qyd2xP5vloGWGVEmtx598VIm2BrEmks1hRlQlSefiakba3rpSYnly/5RVJOpOWxP9lAM1RIE9+1wRRtUWohjdafSWJ6dPI8uKDZ2EIaoK+FTaRRm2r0ThH/e1IzNaaDSCPRxiekcTsgYAlpthUqQKSlqflesnY2jFBQEzq5OEwy/1DixEirGJEGeIW0FhGwXJpZO+tIXYNQjLTKE3tKfNb8/0ZSk0nSYiKFtE1tJUlgogOPSeFYO9c3AfiFNCM54b//d0hPxISxQup8wJdsYL1mE+kyHCNtu2WJBnjT74qRVrdmBa1kAwaRRkLaZtPd0R0d6bZ252HQ2sk3Ovgi2CekjSbS5DOmFtzIUW4tIo2KJNIALaQRLaGedydNoPweeQqcSFMxoqhytDqTN0UTaW47VWEY4lrvhncRaSyY9hILJcRlKI2g4LEcv3xEGj8929pJt9kQ0qKVcVpoWz0WMiItQYW78Iy4OHRjhhJpXBHipBYjJ4NEWuIh0qR9i8dIO7NkA2OJNCakdRJpo6ydpiDSeGKkzbAeRRAoW1rVqraayb7GJtKMcHfc2kkNa2/PycY4OtnAKGunDv+g3jyZBIPxB4k0FI6180KuhbSi0P2atna6Qtpoa2cZENI4kVYnqt8hIY3PcX3l+rPidUrcMoZIo83SbmunjmPJF/40dhpZO7fiyw4vmpNgW7CiwpObUZ0ODmCQijR/JSGN+kN1vLpGY8VIA4BFLg7I+zSszf7BJdKkDb/D2pmQKLgjkUZjlUOkJczamYidtgiNEQdQlTRFKo/Dha3nzNp5izkPjDAMlhMClZi/LESdZ4wMHGLt1AeyiLSqMqY0NpEmMgwzoKPpItLYvNpKNhAk0mARaT5SjJfLl707JSkJYESkWZuPfGMXCBBpsQkbeIk0OW8eau08TzYQLudC2m1WDCKNxU3hi4gIDSYz89Zf3hcD4TPbiwDkw5ymXiEtlBnIENJWllWKLYq91s40NmeNBweMSGO7A0Bv1k6+UIuzxAjEatM5Ou6EXIwvt/L8SUhjx5xMgBe/WO9WRbWR8a2rnIpIaxrgcz8X27/2t9RLikjjQhpTUbS10xXSfNbOdCMmIrSDSLtFAAuCH0o2kGU6LtiWTZKJSKOOP02Ry2O5RJoknRYTv0jKhbRMWzvbVmsAWSNvQo+1c0LzckyxPdqqncv5QrbRKDK30bqsndISyCmPWd4jpNWFcX7q79x+bSUb6CXS5HM0hkgLCWn2GGnEhFBEmnks+9hUHCKNt1f4hTSvtZMRaU7WTiniDc7aSYJh3GJ6IE52U5snTRRsgtqISaGENGnTmqyEOOYT0ozkhN/57Xpig9QRZnxEGqAfaRXgmIS02cxLpPEkMjybKhWDSPNZ5wDH2tk0kf4/2RV95fhYiZ/x5cMOIk0/TNwKTO3OsXbWYqLNhTS+6PVaOw0hrZ9I28+lkLYUnYNDpAVipNGCNkOBiKKB21vwsj/qJtKo/o0OdDzG2smFtNlMrc6jhglpcgOLPz8hIo2KKaTp4NwAjDhE6VQLaffi/aKPo5h6SaJtjVxIS03qyugrPHZHtK1BpNn7JVnqI9KYkEZE2koTJ2dBpI0W0pi1s0TmJdIMIamjUJuiLOBnKaTxmLIkwJcWJdkbI21vz1zswhLSfETaAGtn8Qu/IjabbCFNjseG/WgSmFOgI0YaCmRW7KGLuWj4RRkZArpPSFML9McfAV75SiQymdMwIS3S50AlTdXpGMkGGtG+1Rw3EJPr+lXx9ztj8aCTaG3HSPMlG1BCmo9Ikw/KNGLzYDZ+KCKNJxvYCqGfkpxRURRXh5BGZX8fppC2EQMlPdeGOBBINgAAi8wS0qoKaBqTSCMhDbGIAzrK2jmcSOP3nYsggLbQpzmzdsY31fu9zzejknh7fc6snTdNIU0RadZ0XBFpMg6zMQccY+1koluNBChLJzwJ/3zbDrd2qoQ/HmvnUCKt09rZUdLItXYaQppt7eyJkRbM2klUNJs3d93fcyItXD4khbQXvOAFiKLI+fe1X/u1H+yqfdCLIaSxh4cLYlNsBKrNyuGe+OAz5UXxmVh0LF5rZ2B+b2TtXJsz1GCyAbK0pFAPOABgfx8JJRuwskelqLpjpKmg9CWi1BLSiEiTg6NNpJG1U9NDLNBjngOf8zn6+EnzgSHSHn0U+JmfwfYH/6t6yUukUckyLaTVZO3UX9hFpOVy4pNOmZBGlslLl/qFtJKRLDKWCN9B0ckdrDgYcqIVL+ZOtlZxonpXJp0kRnuma5s1sl59RNpME2nLG3rkZY6o4UJaZcVIAzDLK6NeRmwBsDZlWzsr1kgsa2dvjLQhQlpPsoGgkEZiHn9+LNJpMJEmCQQSgXicEuMznmQDvVk7G7+QVlkTcRUjLWkw3ZdEWmtlG1WBiVttTQaLkSYndZxIs59pY3d0eQPZgdiJ7yPScuaiofupJmc9MdKIhkSaismUFSON+qumtogfK9mAvZgpLkiiqCvhALd2Xtj3EmnN1hSztvt3qt9D1s68coU0HtjdcAsqIo1ZO+1kA1QoAjuAg1xcl+tr0Xek1I0NtHZmKPWLtpA2INmAtoOwZAMdQlpbVqgMayerB1v0ciKNaBWftdMm0qgYQhpMIq3ZlmoTIpvrMeAKnhA3hBrvhQvMRxK2draI9RyitO5VWap7sBORlqbK8tys+q2dg5INRDsKaTaR1mHt3JVI4zTVDOtRCx8uAtCYq4S0jdkmlYURtch6R6VLSGNzwaL2qBFDrJ1Ha+DXfs0V0iqPkDadjibSJtg69/OC7COKKlLPfYJaCQF1m6i+Ti06n3wceNObkD75GAC/kGbHSAtZO+kWFk0SFtIqd74OaKH8jlRshChKawyR1mntZEKakWyAiDT90euFGDsv32ltxsk5uWPt9LhVg0SaFKb5mF8jEaJh7RHSUktIkxeAP39GEoS6ZtbODiItIyJt+ES/arSQ5hJplGyACWkQnXaKyt9RMCGNW1efecbtXoeWLiLt6JZJDvYSaZS1k4Q0K/mMPAVdTkGkUd2NDcK61S6HMUJaxI7HrgfBImo+30ekBYr67gCRZls7QzHS+qydikhjsYXPkw3sVj4khbTXv/71ePLJJ9W/X/iFXwAAfNEXfdEHuWYf/KKsnTcqhTmncWssInw7lIf74qHdtHJHPm4MVZuXoLWTCWlH68xYQPGOwIyRxoQ07oGfzfRuA5tcAMOJNFrc0E50W+mJoSLSaGJWSaqlK9lAngNf/MUo//0PiuN/oIQ0+eFNoyfDXiKNyl13aYGloQmN/kJvjDQi0lKXSEtLWfn774c3a2eaKhJmU6bqnmx9QpqMI1RYA7mKkbbQk94gkZbHRrtUVAhZI/uSDTBr5/KmqEiGwjhn4/noipHmE9Iyv5Cm2pS0oNrJBpKSNaKxyQakkKZSw0NMmEtkTpunYhNpyjLqCGny+akbM+gtf08XkcYe0sFE2nrtJBtoWzYRZkURaSFr59oSb6T9OImhkw20E+Mi8yQoXiJNrrom5Yn6mz3h5/9PUSHdF5/xCWmWtuBk7tSLgB4hTcZ8weEhEEWOwDnI2mkRaQAT0rripHEhLY29fbQtDhVf8dXqd1oXtYhxC2Kyx4k0vsudpmb7daydso/bYhKOkcasnfuZuC43NjN1fKNSPckGqB80PkOFkg2Q4Ntp7WxUPMsuIY1T3YJIgz7HNNUUXI+1cxCRJs+LRClalFXsueJE2hU8IW4IpRDe3zdV+4C1E2DWNHulVxSqjYaTDbh6kUmkudbO0yUbOCMhzWPtHJpsIKIYafKWEhF6JkRawYQ0KZSEkg0kqM2LxK2dlpDWGyMtRKRxIQ25ePi2WzNGWpXr+tDnOJFmEVudRNrEfE4vTKSQVjIiLNoYY78SNOVPcjSkKyEq9xFpdaGFmiCR1iGktYGsnddvimPeMZHx3CiTZYeQxkNI9AlpE4RipEnxWgq8bQtcr4QgcniHNYewLMDqmnhiMjtCGifSikLFYlXHq2s1hiax/uwiFSdpC2lBIq2q0JB43GXtpL4+cD98he67N9kAaN7FrJ3tNfV+b7pgBkJwIa1tgSefHFwto3TFSONhRUwizdp0JSJN9rFqDihfGJNsIESkxbE4jjG2NGbb6rR2clDDTjbAHRps85baPBFeyY7qigrtQPRvH5HWk2wgZO3M8sioLzDM2nmebMAtH5JC2p133om7775b/fupn/opvOhFL8KnfuqnfrCr9kEtXCE/epr5/C8sDOHBK6RZGXTSuDZUbV5CyQYatgvUtLEhHtlIraozkRYJTCJtPtcTsLJxFqWhgPQAJ9LETo2yGNWt2kEnG4IrpImBVSUboMDwSEQnG0WoMk0t0MI0lGzg2WfNGEZURlk7SUiDFoiUkFZ3C2lUQkRagloQaWsx0aMFqEGkydTiuP9+f9bOLDNi7tFkbFt2EGmlObjS4jJezPS95ZMQPrmemEKaokJqlo2vo9DicYsJVkfiOAsszdXTYCLNtXbOZQbA0dbOlt3DW7eAohiebICINBmngnYru4i0ULIB19op61A1mhTYkUij3a9eIQ1mn1G3cdDaSTtrTRt7Bep6Y4ogmkhrFZG2xcRYvBtEGpu4KCFNNiIupNl9AB0ujhrEaJFKobZE1kmkAW7mTiXsyUlWWEiT5yp9MzaRpqydcoJYI8bTuKvT2gkAxcEd4pcuIY3HSEsir7XTjhmzZZsDvN1dh6h/yNoZEtJUsgFu7RySbCATF5Di96jnfbC1kxFptpCvkg2EiTRl7UzaQdZObl1yrJ1cSJPxGM/E2tkhpHmJNBLS9vbMzsZSjQ0ih/p8S7g8XsY4virbbsDaydsEFZ+1s15tFc13KiINI4U0sreeabIBItJM2/BphDRFpBU66QgFky9lm3z/+2UYu0JvOBgXaai1s/bcgFCMNG7tRC4aYlEY9vB1len6+GKkWWNBZ4y0ifmcXpiKa8qJtBlWxlzLpsxjqbokJ2Jjy5e1kz+PTdVocZIn1eFEWp2q759XYoDoTTZwS1zPO+aiw1Ki0FAiLc/Nfs0K/jaN2IYyF9JS09p5cgL17B3eZd57mkO0MMdxH5HmWDvl/LVEjnZbeK2dakxPwIg0UW+HSEv1hoojpJFI2iFycyKtqoCnnw6/V50nxZ9NIk+yAZdIu9yIzVbfGk0eSP3t5MT8065x0jqJtGN9zYdYO+nxVK4Ez3jQl2wgRKTRs2KI1LWZDKtpOpINMJoLZWklG6DjWdZOWMkGdiXSaPwPWTutfbos8cwTLGtnd7KBcUTaubXTLR+SQhovRVHgh3/4h/GVX/mViHyqPIDtdoujoyPj3+1Y+Cbu0Q1t/UhnmbGImGPlCmkXzNEqiUTHMiZGWmulzVOXuWmMjsCwdlKnYxNp8zkj0ppRRBrtUJKQpggnJvQpa6clpJXLUn8WUIHhK6TqzaqzTttOIu2JJ4D77gM+93OB9ZJoANfu1FvkwbmQpqydljABwCukJV1E2mqlsg+SJYriFwBAumVCWohIY5NQmuQR+cNRZJqc1nVkYtEUe2t/7o/3YRBpiXG+Skgja2QvkSZ+bjDF8tZuQhrRDRtuJZFlNlJIM5Dpe+7RI/XVq71EmhosJclxdEPU6zLEynhIjDTb2mmPkSprJyM6beFseLIB09rJhTSqD9XXSDbQRGqx6Fg7c/2Cj5ZV2Y9koQQRadJisi+e6TVmhljCibRppg+qrJ2ywedFWEhT911OjNKZ+K4uIo2uvZ25U8dIkx8ICWmxKaQFY6TVooJ/Dd+Le/Akfu/m842K20Ladu+y+GUHIs1YFFniEL8MPiFtH8eYVCfqvVxI49pMKNnAUCLtICUhbSGPb8VI48LOP/tnSH/yxwBYQhoNWEEizbW2UTGINJpId9iC+ALGS6Qpa6cW0nxZO6mqISFtMoEW0lpxH2jRWa51JbJpohbjDpHGhbQ+Io2ENDaZqRHj5a/+R3jZJ19CjbjT2hkk0tJU7/Rzki6wGB4UI21XIo3FSPMSaWOsncouDPlT/P9URBodk/X304SSDbT48R8HrlwBvuM7YMSSNFa99H37+53WzjCRxugUn7VTEmn1ujBiLq5rNvdj1k614bQK97u9RJoS0hiR1nYLaUSkZUthifdl7QR0cPOmZEQa28xEmiKXz6pJpIlnTAtpASLtWHzXHXvS2j9CSLPt4lQf/nPayg3lf/PvgRs31L2mRT7N78hCPsEGs4tmP8k3+gw3S8jayTY5SEgDgHpdGI+UTaTFcaSFtMQvpJW5eKadrJ1VpSx8XURaLG3OdQN8+Ze1uPde4B3vCL5dvFc+F+n+LEyksaydh7//K+L9kWfSAxhiCo+RBuweJ60rhtbx0hTSRls72XhA894+a6cRX5MRaXRs/nkbcm5quERazvoPuNbOyYQTaTAyxddIRAIeItJOa+0kIs1ONjCESItjw9rpTTaQu06O82QDu5UPeSHt1a9+NW7evImv+IqvCL7n277t23DhwgX17/777//AVfADWPhc/+YJI4qmSa+18/JF8wlKkzZs7QzEImosjFkJaWXZT6RlsUOkKSGtGkikyTe9DS8FADyAR4AkUTvRfBGnrJ0T8omL+Ba2tdOJkQbWoWToTDbwpjeJe/LLvww8+37xIdp9CYmR3tJJpA0T0jpjpK3XeEX1O/h0vBZf84XPiOPl+h5nFRPS4hiThBFmkkhLZ5nKEESTvJXMjjjPdN34Li8f2LxE2taM4aSJtAQxWkTyvu5KpHUKaT3Wzv2JzIZUe4S0RLQJmrwMJdIS1MADD4hsPgBw9aoTLBXQz/kEWychx/HRcCGNJs9UT5pMsqR/4nMUI60MC2mDkw1YBCUX0mie5CPSmrbf2gn4d6+rjfksUKa4JAFmF2SyAUwNVYcTaXdMT/AleBX+Ov4dcpQGkZZul6o+ISKN0pOnc9G+umKkhaydTgBbS0gjfetCJm8mEWm5ebHsZANvxcvQIsbbjtmYWNew7TXF/lghjRFpbLZpW6v4mMXXaTcg6J0DHGFSuEJaknRbOxcL8d0rzAcRaftSSLtRkJAmGz31JXwl8p//M9Lrop+kvqfT2unESPMJafK84lbZ8LuING7H6LR28mQDytppXgJAC2l2P2cQaY1ojD4hLc0ifNmXAQ+/fIU/hx8LE2kdMdIARiyyweEWLuCR5Z147P0iCQWNA3Yw6f5kA+LX7Vq3waFE2plYOz/qo0Sn+7Ef25lsoFlvFTkxWEhrTPHBiZG2E5GmN0CnMRFpLd70JvG+t7xF368UlXmRPvqjxf8ffrhbSGvcE+SZJzutncul0QYBLaQZRBrbTLVjNI4h0i7OKEYaE9Kw9gppaoEuhbQvjH8CDz0EfPH/i1nq2T1R8fuKSomi8YQ15ixDJuniotFE2qyyhTS/qLLciHtzYU/OFyxrJ082QO2I5rQqxl6XkHZdKDObR54CXv3qoLWThLRDXEc0N+dptLkNmI+EL+ybY+1c3VJ/K0+2JmVDsc2IEoyhrv0k0mMoP+kqFR0jt3bWSAzb9aAYaUjw5jcLcultbwu+XbyXiLSDhUOkVRSmJ4uBV74SiGO8vH0zPhevwd94wc8EKuGPkQbsLqR1WTuPTnh8ZEakWcMhEWl/6S8BD9/3BP4Mfkr8gQvL8lB91k5FhyHpJdJKK8FZt7VT01yoKgVn8DGnrjxEWtMwIg07FbWR5rF2RpHrMuizdtY1UG1ZqCIi0iZ6PkLnYQul50TasNIzTP/RL//xP/5HfM7nfA7uvffe4Hv+/t//+/j6r/969f+jo6PbUkzji5Lra71dK0SOHmunLaR1JRsIWTut15VnvixRM/zejJEmv88m0mYzpehz3B3oJ9Jeh4cBAA/jdf1EGqOlylLvVuusnZa1E5xIQy+RRnX81d8Q3zfHCkvs7USkcQtDP5GmJxaA2dn6iLTp8hpei88E/vqbxeu22AYIIQ0QMaPk/VALyMkEM6xxjIwJaeKcFxPd9vigWhR6Iaezdk6RQDScpmCTZMPaKePHxA3KOnGJtB4hTc3LMcXySJzIWCJtf1rg1maCTc2sJLLMZCr4YIy0mlFB7GeKSlzjoyPhCX72WUSsW2tbMZByIk0tTmTbpoCvXEijRZWdIMCmnuinPV/hFuux1k6asFMpJIGQxzXQmELa3p6IZe+1djaxItJC1k4gQKRZi4stI9JmezKuBTJUyy1S6WAkIS2JGkR5hlfhS/UBWIw0bDaYTMS9DglptMOYLSbyu/qJNNva2RcjjRYolzP53EsxNhwjTXwpxYKhbHf0R8fauSeEuX4h7W4AQBQzIo2NCzZlFRLSTljWTpR+Io0Tlepay4Xr/p58HnAwkEgTQtlJbVk7SVXmK5GTE2envzPZABFpJFB49i85vaiSDQwk0oRYaNXDY+3U4rAeNO1kA897nrnIMoS01hTSyHoSoUGSxPiCLwC+4MMfAV76bqC81E+keYQ0H5FGQhUgBBQePyzP9dibZq7w5LN2btf+TSVeBhFpsj0NFtLuu09E+p7PkUqrl49I4xtIg62dbWTMKTiR5nMgdB7TS6TJ4OdFq/qkorCJNHbRPvmTRV+xt4f4J8VL3hhptbsg4/Zvx9oZlRARTQWRVqxsIY3FOGLnrDac1qa1k/e7xt4ZCoPKB4ALM9nfVokhpPG5tbLi0aJTbsQ+dP1n8bq3wwwOy4W0qAFaSMJOjrFcSEtTvenLibRKPJM62YBffN/IJFDzPRaHzEOkNY04hyyDcY69WTtbttnLNmKUtVPO70iwv4xrwMzcseOEl7GAD1k7q4CQtiq7iTRm7bQFKxqQykyPAwaRVug5V2eMtFx/ZnkivtcWs4zStqjovh8swkRangCf9mnA008ju3ULrwGAF7zAf8xAjDTgObJ2LvVzbRJpVrUkkfZ5nwd83rf+LPBVEtWzhLTK0ua7snZSe+4i0oQwpTvyzmQDFpHGY2oqIq2ByrQK6LkurclObe1kRBq3+g8V0oxkAycbAHviNXkd+XEqCZl1CaXnyQbC5UOaSHvkkUfw2te+Fl/1VV/V+b7JZIKDgwPj3+1YjMRrLbPmTVOXSLMm+3Yq6jRpRhNpQWunhaYGrZ12jDQZU6YuW+OBjtF0Emm/jYcAAA/ht4E0NbK7qWOQkMZ2HbdbV0hLe4i0IUIaADz2pOgIaWK/U7IBD5FWkZDG8e7nPc8l0tJuIU1HqT9w3pOhFPeGMhWy4Ot5VImVUJ4rUYQmYMutPGcmpHG7hBGWiYi0SaYmKHXI2iktDzTgqMUsxXIbY+08FscYS6TtTcU5kZDG7VKzqFtIIyLNTjaghLQ77xQvPPusGT/FCh9kxkiT1k45n/THSDO7e5t6spqAKiTetB3WzsHJBuSua3avOEcfkUaWTptIC2btZNSVj0irLbKHFhVJYmqu6yNmJ5P9UozGXVUzIg3rNd8YN4odtyud91s7qZ3ZIqdamPUIaYfRTfmLtHZagqci0hoYQtqqZOfosXYWCxnfaWjWTp5sgC3ubCKNXwafqLGPY+TlUr23P9mAuJAH+0xI47QW2esAGTlYnOdBYq401CSThDQeZObkRI2nXiItFCOtI2unqn+iibSuQNWd1k6etdMXI40dxybS7r7b/B5DSKv9RJoxR+B+W5+Q1jSOtc3OWigOrp/FFfSmYIHcsD3ybjpN3EfVyNophbSiZbR+YGP9ORHSAOHtiyJ1vBaxI36o2Dj293oKJ9L4IuhssnbqjZNJLBf2TEjbbk0LvKP6yWfHJdIYudKmzuqNC8hpCsPaOWnEA6eEtLXZn6yaqa6PIVTJxe8mLKQ5RNrUsnbOxJuLejiRRqFB8OyzYpLIJz2++q018WRbO8klsGlydRglpEk6KpS1UwlpCyYKeZINAHou6whpvF9zkg1IZ8a9LxLXQcVIs4i0a+L/h7jubHhS3GLAEtI83WAnkbYqjRhpir7zWDtp40V1N3JAKmWMtCyzkiBst6odD4qRhgRLaXm07ZVG2Wz0BsHB3I2RZs+77rgDeNGLxL+Q2t4RI+05sXau9AUZQqQBEKFMqLDOjn415nqTidXhW0RaWXYTaRa92nQQabaQRvOkNDVjpDnJBppG0eJZtqOQ1pFsIEncOd2gZAMna/1eeXH4Woyu23mygd3Kh7SQ9gM/8AO466678Hmf93kf7Kr8kShWfF5V0nneT6TZQloctnaGbIk2kUYTrrYozSCP3NpJC8Qs0iv4KBKZlliMNP0QV4jAduAsIq1GjN/BxwKQRFqSqPfyCZpKNsCEtKLQQppKNuAR0lRnnUedQppv10cLaSM62a4YaSRMHLLdmrHWzqMjPWui3Qr7PYzgNDQmOcEmIg0Qh6prkcETABa5XhTF01wtdnl7JbtTnCX6vnNrJ9+VmZhC2lgijScboN3C0UTazBTS+E7PTAbeDQpplUmkGQOUJaR1WTu7snZe9glplthlU0/00xXSaJLeBIW04THS5HP3wisAhls760YHII4sSwWfgDtCWl07gsS2JKKlNdYGq1ss2QBl+IoadzXLYqQRkQa4/a8Sx0iU3xNfNibZgM7aSTSRroNXSJOZvELWToNIq6rhRNr8ovilJ9lAy+LHeK2dldnv0WVIEtHtJ9Z4I6yd4iLwjZBgsgElpIn/H2PfFJk4ic6zdibmKicopLXteCJNtpXuGGnye3nWztJ5m6pDyeKadGftZEIaWTtZEHNq/ySO8XUNYGbtnFtCGgk+BunHMUEupPFniDpGH5FWW50cXCKN784b66osch5Vg0iTAiXP8hhag3ZaO+V/bCHNvu1dhQ81NnnIYzr2Cmks2cBZWTuVOMeENE6kUZ+03cJMNhC4mFxIa2D23VtMnNU57yOSBKa1s2ZC2nLpEmltgEiTi1M7XmaXtdMh0uZy3mIRafFU33g32QCr3+OPB4W0RAl9XEizrJ1SSLtVa5JrVopBO5I+slCMNJqnLPbZ2MqINH7uNJelvm2QtZPmwR//J4Eocqyd1Oddf0ZcD5+Qxucn5gJeJgeKdTuxhbRkdaziD5frysxEaGftTKGJtFYSaJaQRtZOLpyMItJoMxgJllboDG9ZLnW/5iXS/POuztJl7fzx3wZ+4zeGH0uWTiJt7RfS7K6HiDQA5s6Nx9rpdCmcSrNjpPVZO62Mw94YaWTtbJm1kwlpWaZjn/HPA1qwJS17Z2unHP/VpqMlpMVZoto6oMVqo9jWzhPxfHIKzSbSgG4hzSDSzq2dRvmQFdKapsEP/MAP4Mu//MuR9s02/piUoJBmJRsYJqR1WDtDQpq1YFWLQCsuhUmkye/jMdJmMyCKWIw0TaRRfeinLaS9FS/DEnvYxxE+Am83dqL5hJWItGSSIpbHKgqglPGU7BhpFXQnqzvrqDNrp2/Xh2KknRWRVtZywnLXJf1+H5HGOnWHSHvmGf2CHKjiGOq6ZCiB5z9fvYUHu8wluo88V+e2Xpu7b4spqwvL+mkQaSybqspux62dHiKNYk8pIW0XIm2IkMZEXSokpFHWQZ4NxybzjAEIrpDmWDt3ItLEH0kMuxwLcqhLSBtq7aQ6NFUTnESGFqROjDQSfj/sfuDBBzH7f7zEqU9f1k6bSAvFVgEAPP64alu53DXf1toaFkXAlO4XJ9JKEq5ad9LArZ1DiDRpD08HWDvtGGmKSCOxlRFpRAEUhSaKDiv5LPckG2gsIo2y3VHFnRhpc9k375JsgFs7LTqQ2rJKAsfI2ixtMMFWCWm8BJMNkLXzQLRPh0i7ckU3aJ61Mza37NWury2kSX+pLaR1xkgjUYuTDVZRi8WkVdciaO2sa9UXAlJI40IiF9Jqn7VTH9euajeRJhqjItJorOQ0dB+RBrAOWweXVqfmiZHWZe201/bdMdJMIS2OGqcvsU+DH9v+D82pVmOINM/x+KIfMIm0Xmun7NPb1pwLnSprJwm+VesKaSUsIo3NlwYIaU4SE0yc3Y8gkbbdIpfxWkNE2rqd6vr4iC9rLsoX3pzKylEgmk2N+6SEtDoxRKbo/vvUXMlJNtCw73vsMXM3gF0vnVG28AtpzNp51OjnYVYKEkvbcf2Tc4rlSqEMKKYUtRlOd3qJtDw3Hzaq+0d8BHB4iOmHv0B8z95l4O/8HTSRfEbk/FARaQOFNJ+l7I6p7qPtrJ1YLtXzWK5Kb4w0P5EWsHYmLEYaF9J4jLROIU38rJBitRYH6BTSVivdrzEHUVUBaPVzaNv6OgtLFkftldrzE9vLwM/+7PBjydIZI22t22uXtdMg0k4ppNlEmi/zPL3HFtLarqydvF3wsDIGkWa6s8h9QS6h1CdwDShOjFQ7i7EFuHjlDyvZQL0U40HC5sp8o+CcSDtd+ZAV0l772tfi0UcfxVd+5Vd+sKvyR6b4hLQ4bhHPp71E2uU7zabQmWzAT48HrZ2OkNawhZUS0hiRJmc0hE43tSbSaNKu4p5Z1k6ydX4sfgeJ3GXwvVcN2llmCDs0iR2UbCCPB1s7qSghLezaccsQIu15TAm9806PtTPwOyqdmzvPjXahSBqLSPMKaRaRRpOGCA2mOZ/hTxwhjYuKcZ6q+27EtvJZOyMtgAJMSBuTbCAkpPUlG5iJ7ybS0hDSWi0oAjsQaXfcIV7oSTZgCmnSyiZTkB8mYoLdIFHXLUSk9Vs7xU+DSLPwckfckgSAQ6RJESufp8Db3obs9b+hJku2kMazdjYtdBBm67uiLFWUo0Okvetd6vyV/aQkokUcX8W0O9Yf5jHSjHYRx4ZQgfWaJw8zilqkteIP6b5ol13JBsJZO6UI0mftLJ6Sv/QRaZEppPFYRT4ibTpeSFNEGrd2dhBpgCnK7M9rRAAm2yPnq3qtnSRE2kLafK6Fah4jzRLSvESapNHE93QQaQFr5yAijVk7g0JaVXmENJbEI0kca2fb8mQDLpFGxUukBZINKCItClg7qUPZ3/cLaV1EWoeQFrJ2Zp4YaTTe8g01ijXaFcPGPk6XkEZlVyHNziY3xtoZ0abTGQppXJRRQlpKhIxJpNWcSAuokiaRZr7HJ6QFY6RtNsrmrYS0jTmRIiHNJdKkUDWCSMNkYjTbCwtRz4LFZZ1jBdx/v7FoBRjp0rJze/RR8wvZLhn1680mECMty5QV66jZk4doVZKCWPYtrcfaWVXaTjs/EA3KtnbGMZwNoUEx0i5dAp56CtO//lcAyKnqt3876i/886LatrXzWVG/Q9xw1OogkSaF5rvmuo82iLSjI6CutZC2rnpipGkhLUykTdRp2kKatnb2C2kn0PTgYCIti00ijW2ccPq+t3iItAceED+fwBW0RRn4YLh0Wju3+nkbbO286y79HLDOzptsABhNpPFjlVbSKW6Hd6ydFBvbR6RRe2hasKUsWsRoq1q11135HkWkk5BmEWmIY0tIG2DtlEIanw/GWaI2AIYIaefJBsLlQ1ZI+6zP+iy0bYuXvOQl/W/+Y1J8VFSatMBs1kuk7V9KDVsNEWlnYe00LHqwFlaUKjiNNJEmhTQVK6scTqQZiQYAi0jTb45z2cv1CGlpIzMs+qydk7gzaydZOxd6HXAqIo0nG1BEWiOJtLsv6/dfvqwmjlQ6rZ0kpFkKCi2QbEuU4XpM9GjpE9LmWCHK2Bd6iDQjkcQkVQJHw+Mp8V0hS0hT9S3kl/YQaUayAfmRBZbmM9Fn7Zyb3x2jUfGXuJDGB2vVpipmr4OOhdBHpHUKafKZOpZzzcupjhlC7WZ3a6f4yYNP2zuF9v9JYHWJNNle8wjIMkR5puZUfUQaic+2tZOTsz4hTcX5cYg0cUFVTDsmpKkYaTaRRu3CY+0MEWkUZzE7CAtpISJNZ+0UP1WYu5CQtnm/+IWSDVgTbyWkNTCtnRVr+14hTVZoJyJN97u2OESXgdpYwgLhU5yzfOsn0rqSDajrh331vChKhXbBubUzJKSpwH2tUM0sIW1Q1k6iw1K3XVNRVGrSqnY5jkiTQlrcSMzSTTagYqSxx2eUkFaJPmWzEfX1Emm8o6S2YhNpSn3MVH3IquKLkRYi0hxrpyRMFc2ASlscs0y1MSLSuoQ0e53gzdrZmjuXZ0Wk0XwpQpiYo8Lj7p01kcYJZC2k2UQaE9JCdRxDpDWNCkyvPsutnZxIWy4dIq0CI8Q5kcaEKl66YqRhMlGHyDJgNpVCbG1aO3HffYaNiv80rstjj8GLzCAQI4333YxIo807Xt+YrJ0eIo3PTReXxPfa1s44NvRKAAOFNADIMkznsfHZJmDtvHZVfOHl/NjJGsTpaV+MtDvn2uZgCGly8ONCmjdrJ51rgn4iLdZEmiHWDLZ2ip/H0MLPYCJtkuhzkULaWVk7X/hC8XOLKa4djRdDOq2dG90+hiQbEP9J9Xx3CJHGJ6c2keZJNgCEiTRHSGMbUBTbcAyRBgg7pko2sKuQRhtpLNmATaTxfsVrIbWtnStxYYyN1SwzxDZ6r3E+7P8GEHBOpBnlQ1ZIOy9u8RFpqdzR6yPSokmuApQDshOwHlgqvmDJQNjaae8CGgsrWkDksUukkZDGrJ10HiEizRHSkkRxLTzmjLKD2UIaiRoy/hYFhudZO0NEGhfHViu9juAh/LSQNkJJ81g7NZEmJ/UyeDsA4OJFEXOOFd6px7EeDAwhzfL0qWyDlpCWTLToyq2dJKStVjAFKkuIsIU0PmmKs0QtDuxkA2qiMcuM+lFRQtoYIm0V+evZl2xgbrb1BLUS0uaNWGyvf+HXUP9/f8x8DzSRpgavG0fyfBqRNi8QI63b2imJtBPxgSFC2uisnczqY09w7AVfljAhjd1gRaSxy0u3i+Afn5DWNFGQSOOCv0PLvvOdHiGNJkWSSEukkHaiPxwk0qjxDEg2oBZpzXgiLZy1U35gNvNn7Tx5RPzSY+10iLQm1x2Yz9o5VkhLIkVLqA2WujYWyUA3kXYg7ZkxGmfXNU2BVAoZ1ff9ILN2iotO1s4GCW5tWIa2PNdqEbd2RpaQRhNOGWYAgBDRpJBmJxsYlLWTBaC2i46r0qqJsS9xBv0hKKTJ505bO0U9m4a1oQ4i7dIlp+vTQlp5U72+Wumx0kukAToxxd6eqXBZRJqok+wvTkGkpZl52AWWmmn1WDu9sWXoWM8xkcb7MPs+03VVNu6u4wSydp5FjDTD2pm5QlpR8BhpYcS+S0grkJsXgLXtJGnFo8etnYV4/raYeIk0Kp1E2pd9GfAxHwNst0EiLUNpEGnzuY6nWzSpI6TZya9UsoGBQhptIPAYaWqzFwDS1AgODmhhD9Dz2T4hbXZBfK9t7ewS0uZYadxTddTmA8K0TnF8edpusgHx+mFu9rf8HPjn+e937WklyrB2ysFPUVyb2hDSdLIB+T2cSJNjs0OkJWEiTd0fe0OPFbpMR9DCT5eQ1i5XSnxM8sS0djaNX1ztK2yDkVz2BwfAXZObAIAnbswDHwyXLqHlqDCFtEFEGqA3ttjY4U02AHQTaZ5kA/in/xRJIdZcPmsnuaNcIo0lBGMbjkaMtCZyhbSSJxvAToWOrzbSbCJtiLXTztq5ktbOidWncMEWI4i0cyHNKOdC2m1UvEJahkFEGnJTSEs6kg34sugApmUTYIvAogq+T2GwWQR89EeLnv5TPkXUIdVCmrK/tWEi7WSb4a14GQCZsROQRJpEZT3JBpCmppAmxRuatBhCmk2kTRMlpLWtadEgW+diAXzGZ+jX52mp3j+4eKydikiTyH523/OAl74UeOUrgQsXkFiiid3ZUiefoNYx0iwFRWUbtKydyDK1IFdC2sGBl0hbYGl+OSPSaBHtEGksaxg/YbWAIiHNEnmzrZwtDIyRtsUEy7X4LjVZpNJBpMUxMJ+FhbQZCWlFjOqndBwKbe20iLSrN8Xr84k4+C5EGsVIk0LaYaYpHtqlP621s62boJBm/19NoLuINFmGCGkiRlpk1EeVgUQatbtNJRdq8p7OEvH6eqnreaZEmpyUpQdi4upLNmBPAHfO2nn0PvmLFNKsiXcoa+caM2Nb0lnw5vLmdGXtPDrSQlrMYuvRgGFlb6a6A2x9Fuvnav+ivtH8cYwi6bB9UiC/1a/8Oks2IA642I8V5XR9JekCEtI+8zPFAR96iAlpJvWWUvuMY40UMyGNnmW6jUEibTJRF0Itdr1ZO3WMNEWkVYFBgk3sASEWnmykuEMvk7WTCWldyQaoLBbm88+FtFl1pD67WumFSTaESOOV8wlpJHRQnz8g2YArpMXG16j4aPLF0xBpXiHtFERaFOn4UXafRUQafxZChSx9vUTamKydss9oGiakpWQBikxrp2yjibWpZdRxjLXTpi8A09ophbQKGZrlerCQpoi09RZ41auAN7wB+IM/8BJpWSIs5ZhO1WWbzfThitoS0lgoDSfZABcYu4g0olzWpbYO8kVvlhmJsQBgPuNCmqYI7ULiVoZCJaXyWTt7iTRA923WhNL+rBLSMktIuyFDT0zN5C6AtikDtrVTvH7XXoBIk2OSYe3sTDbAYqQ1ZgZ1lbWzI0YaH+NChf42VEirj/W5Jbled5Wl6LeVyDaSSLNDEEynwJWJUDMfv7kX+mSw2EILXbe2BY5LPZjIUKIAXCHNINIALaR5rJ2dMdJYn+4l0n7/94Fv+RbEcs3oEmmtIqCdZAMU0kdaO2nMEe0hUn9rPERa1ZzW2mnFSPMIaVyg70s2UFVQSfTSCbugHiLtPNnAbuVcSLuNildISyEmBExIm2PlFdIu45r+XNKOt3Zag3jQ2sliX6kFYp6IQNDPPAN8z/cAYLutNbd2hom03z35cDRIcB8ew714Ul0AZe3c6jcruyEThYoCKLfivakM9EpCWgU9a1cL5IkW0gBzbUy2zvvuAx5+WL8+l4H3T5tsQBNpUpiYZ8Cb3wy8/vUiUYMVv8FO1a2SLqHSFzEgpDnZ7pgYNsnkPb/77tFCmpdIy1OWNcwk0tQCai53EyOTCEi3OxBpMhBsZ7KBLDNOYToFMov4M2Kk1aIea8xQHa91/UhIK60YadcFPZbuye/sIdK2G2l5Q6GsfnXVoiiAbSGFNN+O76mtnSOENE6k1brNFzI5A18UDLZ2yocmskctz4RAlQFE2pyEtBPdEINEGrULD5EWytpJfa9BpFlvVn1KwNrpJFpgQtrxsZ4oH26ltVMKaXaGJy2kRaa1EzPdgbGJG5Uil2LGzZvhzosRaVGkxZGWZWLkJJV8CUCASLvAhDQWlzFJAPzmbyK7IUjaqo4cIi1KExxMxPlcWwkBM0Mp7uU3fANw6xbwiZ+ovngftpDGzp/HSbOENCrBGGmsL+om0piQRkRaKISNRaQBUFmPVT810NppL3IWC3MY4EJaBB2Qfblk1k6WTS9IpPG/WdZOgG2MDSDSgtbOzCQBDCEtTRWVpIS0joVOZ9bOMxDS+HecikgjS19zdtZORaQhYUSaXIxWfmunTYcbxxtj7bRsVOJkmLWz0ONaebJFsfVfI9t+RNeyfuIp3Zk+9ZSXSJskWgGgQ8xmnEizrJ17e0EhbbS104iRZlo7HSJtQthb0plsYHss52rYIr77LvG+sdZOqi+9yRrw7c/ScWmRr7J23pLzE4+QJgSCyvg8wKyde3qu3Wnt3NRqXqzOlYuGRow0i0iT96eKdR9hiDXM2tmVCGQskVafsHni1CTSuDPDjnnaWTzWzukUuG8iNs6fONoPfTJczwCRtlrpMQhws3byOcgQIm2nrJ0GkdYCX//1QNPoTdatWfmm1s+Lk2yg0defbzgKKJOItDZApJ3S2qnGfz0W7pJswGftTKamOD+GSDtPNhAu50LabVR8QlqWR8Bs1mvtRJZZ1s7WUb7zWKr0jbujDrgx0tQicCiRBhg7+GrhUWsiTYkRHiLtrSsRAOCVeKN+0SOkxah1D82snTydO8Xh8lk7OZHGJ6wcoSci7coV4GUvAy7lJ4jQ4I65GDDPjkhLVV04em/vXKWWsEZjlrEgtBSUVJJ8KSqhCFLJc9wFMRhfzuVNHiqkeaydDpGWEZEWENIUkWYtZgdaO2lddw2XsVwnup4+a6ecSTlCWm5ezxiNFtJkSvo1ZirtNK9vUq6N866vS2vnnqw3JRu4dg0Ry0qhiDS5s5ajMDKsnTDtbD/bmAtc9Fs7eWxwXigmWZeQZu/O5h4ijd9nfv2e9zzx88oV6M/ATjYQMSLNjZHmtXY2DfDudzvJBijTKlnBZqkU0lb6WhtEmtV+xYfkvaprTGQyjZC1M0UF7O+r3cCuGGkha2dNu+lE0TAhTU1wkhYHOBI3hw5gTbp0jLTIJdLYA+kIaelCV3S9hrdwa6dBpLkTQip2jDRO4RxciNS1n2Q8xmMLfN3X6V37OmYx0kp13vsTcT7X1kxIo+faIiv2ELB2AoOEtCCRxvqirhhpZO1M0kgLLCFtwiOkUVG70z5rpydr5yAijbV/gvOWSz1WZryf4R2DLaTRcTqINCUE0A2dTEYlG+CHdYk0GeNKJRtAsDzXRJr4flEfbkMDWHiJDmKOSpyShTls7fRunHYUFSONCV+0YXa0ylQfa8ZIC9NzfLHbK6TZ9AVgWjs3R+qtxaoKCmkukSbr8MT79Zueesrod+8SGhPumMl2w6ydppBmEWnzeZDscIg0XzR0aKGv2XIhzSLSZua1U0JalqkxsfHYRTaPirnaFBskly+K9+0SI01eEwBBIs12GVCMNBJZbh6Lc7g492ZG0xZvD5F2z4UVJhMh5htCmiRfuZDWRaQZQlpthtlQRFosjr0rkTY2RhrfcE1yPZ8pS1NI29XaudRNGnenVwEAT58sQp8MlpCQdnRkvs6FtCQxhfYEtTnwUKgF9kzIEK+4dMmqwNAYaTefBV77WgD6GSwLs69oGgSJtLRh7SJIpEUOXV6XDaqGhLSw9berDCHSRls7ZXillAtpbN48hkg7F9LcsqNmel7+KBY/kRY5RNoQa2fqsXbO0wJFkTk4K5XWegqDRBoT3KjT8Q0Q2trp7vD5iDSKv2QsipJEZSnTQlqje58sU4vL9ZoJaSTWyIHWm7VzmiKCoORqpF5r55UrovP76Yf+IZ7+tT/EYwd/CnjmDJMNcCGNFZtIC1k7jQWhTaTFkkibpebAl+f4r/iLeC9eiBfOZXw1LqQdlVguZVydHYi0RBFpAWunJNIcIa2Wk5Eea+dHfZT4+QZ8ND5h9Yyup488yl16wSekGdZOKaStMDeENGq7aWlZO28IBSvZt4S0pkF08waAy/RfAJABlhMppEXAVhNpgNj9S1NBhVVsZ9YWV23qqZdIq8Mx0pxkA3LhRfFJANP6zHfXv/d7BUj50EPi/ySguUSaWR9VQtbOJ56QMU1MIY2oOHpGZjKQ9nqpH0plA7GtnXaMNAB50gCIg9bODCVw6ZJOaNgRI43amZO1k4Q9D5FG5dJBjegGBI1GKpacUNGlN4g0JqStMDeENCdGWjwVX940YuFCaBKVsgQ2G2OREccAahYTkz3DVNwYaczauQ/xHFaVFCvFm1JUwOtepyeBHiINSYKDaQEcAdc2HiGNSqo3TBYLveAwLBBcSJMPix0fKxgjjbUTGuNOTaRZyQaMepCQpqyd4p4aRBp7/xhrJwAs5i2ASBBpUtA3LIiRFD+rqt/ayY6rxvNKi65UoeV2qLWzg0jLMsSx3DAjIa1j9jso2UBjPsPjhTTx0xZMaeE8TEh7Doi0TLdTRaTJzYJrS922DSHtOSDSKEauYe1kiUeKZTlYSFNE2uNP6Tc9+aQBiF25Avz4jwNX/q8fBP6b+F6DSJuKEynbTEGVJKR1Emn0PNy6ZWZI59dIxXBji2aetTNNnTnHjLKhZ5l2b/isnY88DeA+TNNKJ/CiuGFMSOO0KWALaYTrDbN2KiItM4m0ohTfP5l5VKgksfoBWVd5rIN5hZ/8SfbcU13kxMBINsD6RyGklQoAiJNICya1n0jrEtJ0jDT3FNipANiRSJuEibTTZu2cToGC4sJV44WekLXz+Nh8nScbSFMhpJUt2wDvIdK+//uBt74V+MiPtCowNGvnO96i3kbXwBcjLWjtrE1rp0mk6Wthx3yty0YnG9jR/ag20jqINCPZQEBIM6ydlERvyirlIdJsodQk0sQzeW7tdMs5kXYblaC1cwiRZgtpaWssUAEhpAEd1k7rIVTJBiwhjafopqydxsJFFiWkDSTS1GKECyycSJMimcrQAgBZZpBU1Hllc9Pa6Y2RNpcT6qgyXgdMaycAfHz82/iz+AlECzGAtIFr6C0eIk1ZO0NCmkOkwfv/LiGNFkjpvrVoznN8NN6IP48f0wc6OMAskQG4ry5PRaQpawkT0tptoQSRVN4btWiWRS1ue4i0l74UmKdbHOMAb3zybl1PH5HmEdImkx4hbSNIDE6kxahVkO9ECmnUpqubknKRMbSQ54pui689q68BEWkbRqSpwNCNYSWMslQHHpeFB/MF9O1eLsU9CCYbUBbrJrgb6yQb4ESafEh5/8S7n4/4COAv/2WTXOA/AUmkyfN3rJ0hIu3qVTRMNuCLS0AvvGeZGUcEYERaHIiRxhSIiYwf1EmkXbyoJ0gjiDTb2unL2knl8p78v7R1ig/4ibSmiVAXtcoA12ft3BaRat/ehAOyoiSCCiFNtgFaCbGEIVS6YqRx6kBZyAGVmTO9IASWqomd8UEIaeKiXpdCTJeQhrrGwQGj3nxC2vHxc0ikuTHSnMQZ6s1jiDRtlVJExo4x0gBgIWNDLpcs2YBFvqrrQI16RIw0h0hbLMLWzrg1hbTctNTY1k47RlrXWmBIsoF0ba4exwppJDJUASJtmLWT6F2cmZCW5C6RNs1FnSjeICAJ/pI2HMITml1jpPmsncn6RDgKIDaU1FiYmM9jgtp4DjWR9qR+k0WkAcAXfAHwcZfepb7XR6QBeqycYQ0sFt3JBi5c0H3nt3yL+PnSlxr1VfXbdBBpU8vamWvvHMUXazxxFTePCwJpmtWmKGQRaZw2BcYRaeFkA/R94tqppCgzT//FiTQmCGrCR4S3/LRPs75UFiUKrMwNG23tJCIt7k82EGvhxLhmPGvnWQppS7bhOrGINHZP7Q3yzsIEF3IrTKdAIufNdSgGZ0fZlUjj/YNDpP3JPykan4yNDQAvfznwF/6CpwKWkGYQaWWphfGTa+KXT/1UTaR5snbSWlQJab7YeQ6Rps+9bsxGUJcNKika2+FfhhYna/cpibS6BuqtuOcJF9IGEGlG0g+Kh2nfv/NyLqTdTqVLSOsl0mxrp+eBnWfd1s7WwsoHJRugwIyeTkctPIwYaWEizRuXwiOkJZa1kzJpciGNqCeVYRF6t0JNvmZhIY0TaQDEbiSASG77nTZGWlmKY1Ag+V4hzbq+w4g0uVC6YAlTWeb+HkWY7Yk6rK+vw1k7+4i0SabtiiSktS1qNrFK55RZxxOnCOjt5NMU+NjnCaXz2dWev54jiTTD2vnYHwIwhTQDbS8sa+ctuTi/wFB7GSctuuoT0mSMtLhWzbiuzCQESFOHaAjFSAOERtCXbKAra+eQZAMhIs35nt5kA2Frp0Gksd1jAI7wpIg0KaRxxyKJP8EYaXGsRR65iOsk0piQ1pVswI6RVhSS/JBtJWZ2J/t8DqVt3BDS4tjoDxWR1kYqxhUwwNpZYJCQ1kQpfS2iiCiJfmtnUEiTz3LOROGUkqBImwIn0lQfkCTYl0LajWKAkFZVOOBz9KlHSNslRhon0jISPWKn/1dCWqotIV3WTp5swKiHI6QxIm1AsoH53BMjjT3cXEgjq4wTFN9WqOiAHUKaylrYI6RtMdFEWlSZQpqGzMVH+5INdAhpg6ydy5vGe3aOkVab/Zmi4gcRabKvtLJ2OvO9EQRBLNUPk0gTB7+xNjfzNJE2TEgbkrUzaO2sKuD4WM8fto2KF7qXW/FS7RhpNE5ev6nfZMVIU4U6JTtGGhOyqAsMCWlGsoEs0zFm3/IWUZl/9I+M+tKQ1mwZfWItem3xSQlpjEhrPer75gkhKkwnrUPwdAlpBnVH7YfuxY7JBjqFNLb4N+Ioy3HfEZFCQtra7B+7snamIWtn1G/tPMsYaYZzIe8g0kYAaXxexJMNaNrq9ELaECLNtnY6RNorXiEeqL/39/orEBDSnBhp1P9dvqyJtD5rJ5vTGe2ig0iz8uuhqViMtJ2FNPFTrXl6hDRv1+4QaZJynpuxEEZl7ZTzOOf+nZdzIe12Kl3JBnqJtCjC5fim+Tkr2cBcLjiNzoPN3mjH+wBCNDo6kjvrQ6ydE3dg1URa2NppEGm0czWESKMemBNpq1YN9LaQ5rd2ShHL6owAj5AmVcVoLjogX+a2YAkkG+DzT3tishORZsdIIyLt4p75Yd/qBcD8QPy+vrnpJNJ4cgdA39sIDaIsdVO5WwRGMqNAsWaDVwvlrq1CWR668oTx/z4hjU9geq2dVx8FIIW0pTjXLiGtOhKznOSAXWdp7+REmrJ2yp21SdYwIa01JxGph0izhLTJRN/KGzf0ZOtssnbKOjMhTdFHqBDn7vOuYmoFkw2Y9VElZO20CCieGASAyvI3y10hTYI8YoETSkIhVw8TSWJ2JhvoIdKUECS/ao81haMjqN30LiLtcCIfOotI40Iaj5E2WkijgCW+zJ0kpEl1Io5ZsgEaMDzJBtwYabpOytoJTf0B+lmiZzBIpM1lfDDaIe4R0vYXbNect0+avPcJafQQhIg0RoTa8URNIo2qFBgjuog0aqokpFU6RtrQZAP0/JNLU6SYlFZ9TqRRjLSkR0gbkGxAjecsMQVVKBgjDdVwIi3LlFihrJ0dC51ByQZOzOdgV2unHSNNBfAfEHhFkUiIdQw81P0bpx2Fx0ijPpisnTygeFUxMfW5TDbA1d5r17SQhhzFifh9b2oKacEYaXzJ4yHSRKW0kGYQaUxIu3VTnHefkKbqwZM1fc3XOESaCmDeIaS5RJq8bnnOkg244sj2KdFOJ9PYvA6WtbOTSAvElqQSTjYgr4fMLk9tPSSk+Yg0JaTZGStHE2nya1jWzqwWFXaSDUQukdYiRrsZFyNtDe3mGEKkRWgQT3ODSFOxsjCsT+CV8Fk7VUbKKvTBjnruQKSRtVNVy042QG8aUvjkNMv0/Ncm0mhuNJ8HY6S1bYtGEWmtGOeUtbPQ58c2rrJMOzTqJuok0nZONkAbadQm+6ydvnHMTjZAmaDn5tptp2QD02FrrD9O5fxq3EblVEQagMP0yPyc9cAuJjQplw/uD/2QIGd+8zfF63ISfBE3AXQkG6jdQdKXjUYnG4CzULInLuJYMP4m/pMoc1dVMiGNVhNpasT2qshWsCdmBj4hTU2+Fqag02XtVETaYgciLZBswCB8+oS00xBpXUIam4HOLojX17eKnbJ20u6tDqCvLWF8YpQuiEjzCGkDkeOHH3jK+P8CK3O11GHtnE5doipBra4ftacGCdZLuSjiO3I82cBmg3otxbZL7PoPIdKyVsd+YTHSchRit8lKi21bOwF9y9//fvc1KirZQEeMNCfZAO1Ee4g0g97xHKPf2jkw2cB2a7SboLVTLhLXGxagmGKkxRaR5snIOIm7ibQx1k56T5Lohc3xsbbAKyJtMkEil6ZUDlPZ4XZYO3mMNG51sK2dToy0oURawoQ0Ze0ME2nUplWWLmZnM6ydXEiT50OZNY1kA3SuaYqDuUfsCgW/qioc7LHvCMVIG2vt9BBpgEkZADAyfSWKSBsnpEVodAwdFSNNC2lDrJ0qkDdktjWqAglpU70wo/aT2USa/WyPsHY6MdLm87C1s/ULaV4iLUnUs6OJtLCQZjcTo38jIa00V8ZnRqQpa2f/MdSmE2KDrnDmeyNWdXTMCqmyfk8n/gkL3cohRBon3Kh0WTsT1tepEhLSJt1CmrHgpmLFSFOF1CArRlo6SVR/e+uWuB5zrIDFojvZQJ4Dz3++eOHiReBbvxV2oSGt3mr6JJ6a86wkNzMwE0ltxEjzUEabp8Xcc7qIjXvhEGlv/g0AwPL94v2d1s5A1k472QBRlZQMo5RxjCl0inkRtLWTh/VQG+T28xoQ0qp1aRBpjrWTCWlpbYbZ0EQaE07Yc9iyZBBDhDReOok0ueGayFASXODgY8Uo/YKt36g7nU7ZmLADkRaKkeYT0gwijY0RCT0Tu5SxRBqLX+izdlIcZkVpB4g0Lu53EWki2YBcQ+bh8aWr6I20s7F2VhVQ05gyM/uUnZINzK3dt/NyLqTdTkURH6zTyjL4iTR7KxrAYab53DRpDVUbAOYTKV4RTfXzPw9cuwb86q8C0OTBBUmkHR+LALj2ooELaWqQ9MVIo53RgUQaLTbD1s7W+CwAk0i7pRfeSqypJMHBsnaqBbJMSJC1pqpfVcBTUqe5cgXixkiKI74gFhWnTTZQFD1CmhWU1J6EDIqRJgW09CUvNOsTEtIOhbCwPq5GxUgz4onICSNgWsIMIe1OQcakhZlCPUM5GDl++IXPGP9fZJYK0mfttIW0JFLReskqDADHMisov85EpFUVgMcf121uj61qSbQ4PtakltIVpZCWMyGt9hFp3dZOQC+aSfjllJr6XNIvpDlEmmwWvhhpOQrvTNMW0njWzhqxojidyaRnQgCg39pJRJrs19Zb9n0qayec9qsK2Q6jkr7OKMb9GJhsgC/geeZOh0iLY0OUBoDDSBIyASItRq0FxzZ+bqydTEhT1s7a/xzzoq2dus3u70NTfymbOJKQRllQA0Ta/swcd3qtnXMmpPVk7exMNuARWwHz+bODgqsQB6nuq8cKab46RD1Eml3VONbDgHGp5HG5kKbCIHQRaVmmD9RBpClrZ20JaV1EWluaQ1GuryHAhLQ0BaLIY+0cRqTJjzt/tNvAmQlpdF3T/kkCj7tHG5YRWlNIy2rrBLoLuQO4GBHan1qu5JwrCte1N0Yan8iwtq2GCI4FXbumiXbkKJbis3tT81l/Log0nuFd7ou6RFpphhxR9fj8zxcP1nd9l04mZFwjTaQp66BFpCFJrPvqE9JcQXPzrOibp3tZN5H2h28AACzfISYDJKTNsdIX6LM+S5DJH/uxxndwIq1t9VyFbkHdxmbW7oXnYeHWziFEmvXAhaydzrnyGGmVRaRRjLRIz/v4VMW4Px02S5/gtVq5QoU6R0mkpXLjjs9ndGbckQiZBUIAYvpi0FYjS4hII2iC6thFpKVpO6o/Mkog2UCNBCgKc86VCPhhUNZOR0hjAiuzdppEGlQSDSpnkrWT5okhIs1al3vHMdvaSeECFmz+2kGk0YaBj0gzqLbzAuBcSLutCq2D7liwDDBeIm3jHQUO8xPzc4CRRY2ENEWkWak+aBJMQhog1h22kGYMkm3Y2qmCzjfDiLQ+a2etrA9+IW11S0/iMonRdxJpezKOAkwi7emnRQeUJDKl+hNPiNnFdIpIBuI5ayLNSGuMMyLSnn+v+PnAFeP1kLVzdlksGlcnzSgiTYkWMuCnyhpGQppNpL3kw4AoUrtGqr4jiLT77tzibujAw4vUwjk7hLTJxBXS4lQLaTkKtXNM6c99QhoANI88phcOqWeFu9moOYci0uRp5xnbaffESMtSy9rpIdJIrCErsm3rBDQFNYZIy86cSDu9tTNIpEnaYr1h30f0TijZAMCINL+QtguRxr+KZ+50YqQBjr3zMq7JXy7r97AJVYpK95s+Io0akCfZQK+QJrekfURa25FsgIqydjJRxiDSYjZxlBsXFMcsaO1cjBPS9meBXd6zItLY5oY9JtaGkCarFFroBLJ2+oS0uPLFSPNWTxGQnEjTB5dE2oQRaXJhYgv2xsXjHmV6fWSygRWzRxlEWjOQSMt0m6RjAEDmoeCt0xXfYzfZgJDm2ZvsLJmse9XGxoRAWzv7F2JcSKPnzCHSsnELcBonDCEtQKSRJrprjLRByQaiSDdUm0gjIW1mnqPKlkn/59kqqRwfq02pkJDGiTSkqRbSjuTYEW2B6dQR0ozNwTwHPvdzhfr25V/efY1aXcfEyrDHvx8AZqm8x9za6SPSrok+a3ohD8dIO76FxVJsLi6f1TGDAYtI+wf/ALh6FfjwDze+g7d9LqLweYCx8esT0vqSDQwk0sqN2T/SHERl7eREGotFpioPqKyfNpHGhbSxRBqgYUe7VCvxvUncAnluEmk8yPuYkqbOZ4S18+yFNCLS7sBVAG6yAYNI21FgAtBLpNmuDOS5nhuW5rPRNtDWTktIM8TGDiLNJ6SVkkjzxQEeUqivUm3SQ6SNydpZV61yYxlCmmcDWomfHofHOZEWLudC2m1UqBO5PNNEDMVIcyZWnh2ByxMtpFFnlxhCGsXJkC8EhLQ5VmqAOj4GmsKccBK51rY6dkIXkTY0RpraubKsndRJlvL6cGuLQaQd650ssg0ZyQbsGGlSmbdVfaJ77r1XdnyPPSZeuO8+FdPktMkGOJEWoXGESPv/ISIt4aKipaLQ3MkJZhki0u4Qi6b1Sk+wBxFplFGGiDTb2skm11EExPMpcP/9zmJ2TBDMaDrBw3id+v8is4Q0y9rpxEjrINIiaHsnCWkJS4yQbPXzWT/yuLtwoC8BgM1GTxa0HqGqRrFVvDHSbGunh0ijeQkJabatE4AK7r8zkWbFSDNEB+N72GdgCmk82cAYa+cgIW0qrZ1b9n1k7YwsIc0TSH4SFfR1RgnFSPMlG+Cp4qnwzJ0Nm5Ty7zeItFragANEWoZSL/ja2Ii9oqydspHZiwVDSHvmGZ0GjAoRaTLbWRSZlmC6IGOINC6k5T4hTfZxXEjjyQZGCWl1rWKq8ZcBjE82MCRGWmnWzUg2IPs/h0ijDiCQbMBXB55soM/aOUxIE+dtEmnWYMafFy6kDcnaeQoijZ5nJaTF5vechkjz/fHMiDSkRselkiINcGPGPJ6ZJNIcIS0ft2ImwZeuExAWCVdrOeey7b28jjsKaUZfRxW4ft0U0tbi3PZm5vencWPMcRWxhViM0/K5LBXdzT5MaodNpDEhi8aiWV4bggUJ5EayATp4B4WTeK6RYcPyEGlzEtI4kWbHSFutsFmKykwvzsLWzscfVcLz6rrOYg94klV4FCTej2w2TEiTbbhpo34hjcVI49ZOtdk+NEbapvYnG/ARaXZ8YyLSWHB5Q0jb7G7tBML2znolw3skprXTJNJGKl+WBRCwkw2MO5zvM7a1kzbzuLUzTU0hbVdSC4C5RrGJNNvamWXi2egg0lqCK2wizcraGYqR1liJ9+qqRUVr2l2TDWSWkOaJkWYkG/BZSLm1c13qZ2jBHtSOZAN0fN/62hDjzguAcyHttiqKSJswi6Yk0gyLZl7BVw6nupdXRBrrAOdywakCLHIvI2DsiB5A9KxHR9qfTYWENN4pdwtpkaOUjyHSaP6iUrXzAYkLaSeaSEsnHiLNzto5z4AocjojJ9EACWn3368Wl2dJpPli/9iTjiREpPFdedvamZo/nQ9bf5zdJT6/3kSjsnbS5JNipFEg+sZDpKmve/BBY1KZJjLB+tBsMpMJHsJvq/8urKxfNpEmCBvxkldIY0Qa4AppPMMoJ9LqR59wz42+BPATaVxIo4mxz9pp3bcuIo3EXy+RJr+jbZrgJHJIsgEHuw99D9iiRxbD2ukhREJEGl3bOG6dSSUtGOdTSaQVTOgYQ6RFoo8ICWm7Emnc2ln7MpbOZoY4eFhIP3lASEtRIZmIL6jbGCUT0mqkKFeluld0n+lxMoS0f/2vRV/xJV+iv0dZO7VoQVVVyQY8MdJYNUUdGZFmJBuI9fOZNOI+ZnMppLWxFnUgN4miCPt7Zifba+1kAcu9QhpLbTuYSGP9ESfSHCGNku6kEbP8sYfsjW8U9/Vf/atR1k6DSOtJNkBCmtfaKRsmzR0MIs0iX4NEmi2kGckGrBhp1Ml5YqRxIY3Xn+YQytpJlLH8HmpjKtlAh1AVGOLAD3R6IU3ciBKZKaQpa2f/MeKUxUiTi0Lb2hma7wWPmQ+3dpKQlp5h1s7O8fDGDVNIk1Tt3tz8fh5rEdBjRo1EBP6/+25xjl3WThYjbT6HQ4QBrpBG8e2Mjd8BGVN9ceR8QppJpOmJQJBIe+wx1d4nXdbOxx5RQtryprgf3mQDgcKfw81GL8Dp1Os22ZlIo/VGr5Am7YMhIq3hFlFLSHOJNH+MtHpzOiKtT0hLEgC5P9lAV0KPUCW8RJp0cuwipNnWVNva+UeOSMsyJ04cP5eQtZPPJ9uiVMKqENLo85Hf2knJBnYV0iiJEt2fPiKtJ9lAtWLrJyvZgBsjTY7p0CEhqNDG3jmR5pZzIe02KjT+35Fpa2WQSPOUg0mhPO7a2qkf2PlMBw4VkUMtIo2CeaLBPkTPenTkLhpokOQduTdrJ8XKYtbOIJHWtip2WzBGWkn1CxBpJ43ucIhIK1mMNJtIy4R48pwLaSEibaNJE0dIc2KkmY+6EtK4IGRbO8cSafdcFNUtknEx0gomjrIYaap9BIQ0Y1eGFuADrZ2YaCItQoNpZs0qHn5YBPz/039avcTXqNnUvL5JAmPR7AppbJHOYrtxIc2mjQD4hTRydEwivSNXe6ydWX+ygUHWzpTIIi1u9SYbkE1kFyKtlU9o2NoZJtJCMdKSxBU/FJEmb9uKCWmU0SoZIqRZWWipGJTUwKyd/LJwa6fOOMY+ZBNpa3kTuZDGJlQZSjUJatoI5dZsH6vjWlWErhtpw0UB4E/9KVMY+fEf141SEWlMSKNJLsvE6KUvwYS0yxfVawcH0NQfE9IoyQjFqCyRoeRCmjzYwZ456/cmG+DWzknhvAxgPJGWJI6gBZjPHycuALYJlOrNDYNI+/VfF9awX/iFcUJa6Qpp/PEZTaTJDYfVignFZ0CkEdHkEGmTSTjZQGMRaZa1c56ZKgn1G2OFtKHWztFCGo+ZyDouZeUaa+2s9NzorIm06cxfl7FEmjdG2hAijRpq05hCmqzj3sIW0qxzStnmzP33A/fcI45RiteNexeKkdYhpCki2rJ2GkRaR/GJjXZgcB7TCABmiW7fKnurR0ijeeN0alHfnEh79H1aSDtp0TatAvMcIs1TWMJDbLdmfCzxfZpIi9CYZAw7iC9GmhImbCu2LaRJAaIsmp4YaZE6Hy5YqcoDOsRLh7WzK0baUCHtC79QDKvFSs6BrWQDpyLSfNbOSatti+FHNlj6iDQupIWSDewahB+AiJXz8MPAp32asG32EWldMdJa3c4cIo05HPhYLfRs2Zc0UJu7VMxkA7vJKyprZ4e10wgV4xsnuLVzo9dPxns7iDRbSGsaoG3PibRQORfSbqOirJ3xTfValgGYzRCjxSfgN/ASvAN3TY+8n4/yDH8Kv4j78Bju3xfHoJ29HFvVAdZIxJNlEWlkP4rRqIDr67UbD4YIBT5/smN8AWaMNNva6RBpLG6MsTvqE9KsvyshbcmENNrdrlwhzdjF9AhpMq+ADlVkCGm7Wzt5soGyFEFVgaFCmtnZftIniUXyK/berV+0hLRP+iQx+fqYj7HqE4qRRkJalWK51DbfUIw0leFpqy0pSFMtoNJIb8UoAAC8+MV+IW0Ekfbx+C08ED2CT8avIsqtieILXyiC3X3zNzun6iPS4jQ2VqXUpt6GlwIA7oRObpBs9GyqeuzJ0dZONUHJEyNG2nNl7aQ2O8baqYIMU1+B4THSAEGlhYi0XaydSdw6k0p6xqnJrEu2i62INISFNBJ52gFEWk+yAR8ZQcLGaqUnvbGlghhC2lL2M1xIY4uTFJUS0uo2drJYrU+0h95LpP2JPwFcv65jpG02ItkMoGbSLRPSItVuXWunbRVTMdLuvUu9ZsRIi5jI1ZCQJjc2kJpEGglp+wOINJ61c6LvSZ+Q5ogotjhMJziSSBPWzsh4DYAWn1arbiHNyq5nWjslscQO6xPSXvEKAR9+4ifyg4vj7k/F8Y6P9Xhq9zNeNZgdw5dsIBgjLcvCRFpTeIW0T/okcdk/bvE2oz6OtbNDSPvAWDvlfbatnWNipMlFXYvIyNr5PDyNB/FO/An8OuJJPxFlHNNHpIWENBlXcmiygSHWTi+RxjoMGluXWKh7OZtFRkbLxE60k1hC2t13o0asFoehGGmf+Inivj78MPxC2rQ1CJFgsoGewmOX/f/Ze/N4246yTPhZwx7OeIfcmxAyMSQgIJCEEEAUEAcEiQwioiCggIAo3dIg2nbbdtsO3YrN5yza2p+i/bXKIL/uBm1sUByYbVsQmRMgQhJyk9x7zzl7Wnt9f1S9VW/Vqlqr1rDP2efc/f5+yTln3733mmt46hmCGWmJZlx6GWmf+5wBpHk90m75rBqz72QDjD5/h95OAJAG6EvEGWn9ftEjrSwUSi2Qs+MIlnYOJJA2nsPJSKOFuDQWyJ8FWAHQqZ25vge79EjjQNpsBrz1rcC73gXcenZLbY+HWozHDEgrYX36dqIQNpBmbO5UH9Cq8kjj0k4jbIAxRBPHODS44hj4m78B/uzPjACZMEaayyPNYmlbAOtsZnqr2dJOm5E2zzqQdtJC2kx7kfuAtAQzRKnjZuPSznHmnmO4GGkZG0dBP8cG6WVLK29WJWoFpB2hUkBadEa9RtJOAHgPvgYfxUP8Joj9Pv4ET8KncX+sST80WkkYYmTICJBlBUZaPtfSAlfqDBU9rFVAmpJ2zqOCmXSBkcZR+6G5nEym1zqJz2SkKdBvN9crUSTtlIy0GdJCamevB2BjowCk0U81fvrc58RPzkgrHK2n8twp7ZxMyoE0Wyprr4785E8KwO9B27fqFy0U5Yd/WJAgrIAmPyPt3icACL+lnbPinghipE0ZOJokaiBPrKCFMNL6fWxgF5/K74//jSe6B4qWp0kpI60nB2eSwrMWiWv253g8ABgyUsMj7QtfrM1IU+wkDqTZjLRer3BIjRlpDBAJDhtwMNLUc1HBSKPP8dTOeR7rgbDdfLHBki9sIEmiorSTUjvXxXY4kKYmQjYjzZHI2PcAaXUYaQp0MzFnOgx9za17xADSzt4sfuFhAwBS7pEmgbQccYFBt7ejqb80WaDDVe/t9YBjx4BLLhF/0yKBYqRp6W9B2smuh/2YKkaajcGUAWnrDEibFIG02tLO/qjwst4RhDPSoPebHygHgAuMtEzLQdSCFX8LAWl7ey0YaeJ8VIUNXHKJWEP4rd/iXy6BtL4G0jQjzd6RCkaag36pA4FMRlqWDjCCnnT7PNISzBBJPfmP/7jo2x62+RljuzQBUmEDJdhAqbSzIyBNhQ3YjDQChQPwL4PtZXikzfAPeDDeg6+pvWOJHDtwIG2w5h4z7o72ySON3ahkG3IOW+paDoY6PVnsj3VMKVsElkAaZ9w5PdKGQ7z85QIk+LqvgxtIG8yBOC54pBXCBiqqUtrZ66GQ2hlT6pCWdqq2lsrDSCv4ht32Rc1IwwZ2/+FmvZ2aQBpnpPUkmJDloUCabAdY+6iACZvhY6d2yjH7dJIXGWms71ELipaEEoCWduZ+RlpXHmkcnLhrV0oKZRCCWtzfg/IKbuKRVmCkxRMWOFTxecdqvz+1U7zXJ+3kUmt7kb92SesG+m4gkJHmknbajDRJreREDc5kS1OtCpjncIcN0ByyIfOukNpdIu3k4x2jeGonkzobfZmDkWZbKDmBNBeb9AKvFZB2hIomOxuze7AmwSGSdgJAgrmYVPk69n4fEYA+G5CnsXiCBhiriecccSUjja/02KvvJDEJlXZm86iakcYbG/5daaqm4zRe86V27u3pwSMlwrmkncak18FIK7BLOCOtbtgAm3AXPNLqMNIcNON+H4avlwtFcd4qPkbattgHAaSJcxyU2jk2wVG6fqXSTpuRJu/TOow0QIAMifRmqypugVQA0og9QECaBKI/iq8EACPYIGEyz+zWL7k7OUWT2isw0tTgd9BjQFo7jzT6rDu1U1PZg8MG+owBYEk7fR5pfIJvy4A4e4D2R1UAIy3tFQei9EwoIG3GBt/KmB1ugATQjLT5Hm3OqNKwAQvFMsB5WRxIo9Vj49jt1M7RF8QvnJEGIIkYkMYGQfb+7u1o6q+TkcbriivET1okcEg7VdgAA0d8jDQbSBsO5bmwAh0APcgzgLQZ8/YgRpp1L1emdvY8QFpoaqedSAIU2iOyTuB94nyufQHTXqTDBnyMtMw00zaOrwCkjdU2QsMGAHGajHUE+b3E2jt7FvqcWxJyr0eajUg5gDTOXgRgJHYClrQzG6vLmWJmfN9gwA5OAWn6O1y74zuExUk7HYy0PNeM4wDmBl2jOWLkY/GMRKBnYSaAiZo7Fve1ZFp83xz9oQdI25MAcKBHWqW0k4HEPiBN2YZgW13L/iA2A0kKjDQ2dpVAGn+GfIw09sPPSINmC9mMtGBpp4ORFqex3rikRhmMNALSyhhpXmlnYjLSkGFDpq7vYAN7/3iL2Gw0E3OGhkCalnYGAmmRwyONGGk2ABPHxn715GL8dOwA0sZjzSRjQJo/bEAzeAwgbTLrjJHG/afu3mVtkjUnUcB6XY80ZutANUymjPVX8tm3vU0sIL3tbcbLtM+RxngAAGfvEftIjLTx2AobYN6nTSWPrgphpHmBtDwqAmkAMBgYRBDD289ipM1hjkWzcdFnu27R+VFj2RJGmm8sbUg7p5m7TWVSce2RJv/JGk8bpJfNFZBm1wpIO0KlGpHpjlq144w0VSVAmqqEJFHizyFGaiJOq1lFjzTxZ4y5yUgLkHYaLDJZtL05k3aWMdJUA8bZbWmqGGlTGqDyQR/vtEYRawRlwyOBtBwx8l6YtJObwQNo55HG8rILQNrI35hWpXaqIiAtjsNBKD6oYr/TV+1hTUk7a3mkyeuiwgYckjB1mPe7nzGRUUBaDY807zF5irY9HAK9NfP8KtmBPIdr1m5wRloEICIGxrmdSmmnj5EW9TmQFjk80sx9cAFptpTTmdpJg/zMD6QVPdKKQFodaWcRSEsUI61M2ukLG3B5pNHAfG1DbIcDaXo1NcAjLRfPaIGRJp/PYthAD/lIvznP3R5pdRhpcZyLNj+OCwgSPVcpZiLxVtZobJ7HRkAatW0yrWKekB8V87xzhA1UMdLUIVBqJywgLYqUYbVX2lkHSMsybPd0CIhxnkM80qLM7eJvHagrlc4YpKZM2sHDBkKlnRztB1TYQJ67wwbSVP+9bmJW1peL60pAmmCkSVmcvStVjDTH34maQJthAzt5EUibRXLSyaSdzpV5G0hr6JG2aGnnFD19E8xmehIfwGgwQKqRbAtggVp1gTTZTxBIlcR5YeGIalcmHdvm/r59pOefzm8hbIC1ET5pp5uRFmHAgLTCQg8xo4iRdumlBiOtDEhTZQFpHGAkaSsZwzcNGzCknQmEidZDHwpcdZXYT9buEOs9OGxgYJ6XfDozAL+NB10JQAJpn/pCYRtVRW9h4c8sbCAMSHN7pMnzYUs76aBk9dYkk3KSG+1jhsQLpBXGDSTtnHsYaaNJkEeaPR6ie9nLSBuLds5mpO3u6nsqsZ/rqoqighzUZKSVtC+/+ItiZ//kT4yXaZ/ptCtp5z3ljDRD2um6jg0rJLXTFzaQz3PtK1kCpHFpZ5IwebQrbGDC2F8Nj7PgkVrikeZlpDGWrFfa2esVGJk+jzSD9LIZOE+8gGoFpB2hUhPpyXm1ascZaapqAGnESBtiZDLSOJBGqZ0eaacvbEAzxLKiRxVMRpodNlDKSLO8JZRHmtSc29JO1WkZQJo8fm4Mn5rSzjRFqbSz14PoCc9Iqa0BpAXSfvf05I4DafM5MN7RTBNbhlgA0nyrQDR72toqjWc3ysdIIxIV1nF+V2yvdmon2/dSRtramrEyQolNdRlp+gvCGWlejzRAnc/1TX0uTwx2cA0+aUwq1fwdCWap2GeftNNmpOUEWPd1/DdfOVOMtBrSTt/fgF7Nz0uknYB4jqnKGGmh0k4jbMBI7SwCaU5ppx02YK3oKkaaAtL0fa2CUyL4gTRiS2W7tDmjpjvihR5mwNaWccjzXO8sH6R4GWlzx7EzIO3EdibYJydOFEbxhrSTMdJGE/N9e7sa0cvk80aPk31sBSDtU58Sx9WTTCgGpM0d0k6fRxrdVwrQJVZIzthimAGbm+r6TdGDVDAazKStbfM+qWSkJbuFlwHo5/bOO9VDVmCkJdbyvsMjDWATRdYnGkBaL1L97IwP0j3Szu2+7h/cqZ2akUaAJm/mo0g3NZyRVigl7eSMNLnPTYE0g5EGuZ8mI80JpCUSCMsmXkYaAJPNg6K088AZaVzqTY0AD+QI8NgJAtIC+jZeCQf4IEBOnx3I7ogWXOsBaapdwQD51A2k1WKkDWP0Ez+QVsZIi2Pr/bR4WQGkrWMX0VDei5HpkVY3bCBhHm4GUPNf/yvwd3+nvqPPmLlORpqNtXgYaYAYh/P93Hjo/QBIIO0zIgF6PR6pbVQVnS4OovBxgOEZ6mWkkcS7yEiz7UqMjQLoUfjMFKWMNAXkDAZFRpocpKiAg9RiyjdkpJ0+LX76GGlnJqKdTNLYmJPkuW76k7qMNKDgXTiMxtVA2vnzwF/8hfid/FBl0XWlW5r6AFdqpxE2wBii+8pIY9LOWSkjjf1Dv29KO5WFwRxRpNuSLI8wt4G0Thhp3Uo7s7FH2skYaQpIo+eWgDQJzPMxarq1AtLsWgFpR6hUIzI+p1btej3IZW4H1cEuB0BCAyTBSPMAacRIY6tbHOm2/WBoQG+wzBz7pIG0uCDtLGWk8Q43SVQjmZG0xZfaOY4LrDZipAEaSKvFSKOJ5uYmcOxYK0YaDxsAgF3J+upF5qQOCJN2AtADGhcVyVc+jzTWvu6Mxesh0k6bkUZAmqKeewyI0+N6ktaj1egaHmlGtQTSCtLOTb2jN574pCCAb26qnl8BYEiRrW0Y3682ApQy0uJBTwNyc0dqp3WILlPSEEaakuhVAGl89dPwSGsQNuBipKnUzgbSziSJCulGKmxgU/zcm+sTplI7bUaawyONpJ2F1M5d6eU1FPoQ/jXcJ42vlFYy0lI3kHZyU27cknUCJiONR5cXGGl70G15ZDLHShlpe3uakSYvfBSx+8bxHFdJO21GGiWj0nFga8uQxjkZacccQFpJaud2slN4GYAGgxiaaIMovcSawTZlpPUivSLNpZ1k0G8x0o5VAWmsn1STBqsrqAOkEWvv7Fl3QIY4CI+0s4SRpifQ8oUSIC1LJFNqpqWdzjalhbRzfxhp4qfhkcZZtAGMBheQFtkOrHUZafI7OSONEnKpNiCYmZqRVs8jjdbvcsSYjVmjzcdxrv4QwLYEvDkjrb8Wox/r76lkpDGPtMLpoefcHktYQNoa9tSHfdLOYI80xqwp9LEMyekxMEWxxXzSzjwvBdKySWYCaddeA0ACaTd/qbCNquLSThU20POEDXjor6q9munj8IYN8I0C6K1rIK0QNtCCkQZoEKupR9rFMkPHy0jDcQASRGFzEgA4vyP9wOqGDaD4XA6iAEbau96lO3xKTpNlh0goRto58V0XJfeo1+krhLSzQ480VrUYadY0ifeJPIDHx0ij9kh5pM0jZCgB0hoz0sRBzej62CzdEEaaFTbglHYyRppP2kkLfnyMEm+VDRQuzFoBaUeo1ER6dNaUdgLmoMDXsTsy31MDSGPSTqdHmlzxrggbsKWdlUBaXgwbKGWkeaSdVYy0vUmiwwakdC+Z6A5tFvfN/Q5hpBGQduWVQBQhUilbgSWXo2ZxX7FEqHbPSaaJC0izGWmu1TxAD2hcVCRfBQBpVC5pJ02KC4w0eV1U2ADdNi5GGoD0hEZ9lORhvxhp1tvVII+AtGP6HN04/Hu9b3K7BFBnSDAbhAFpyiONACXDI83FSNMDpQhz5c/HK4yRRkBaVDqI5M9Vr2+B7rCAPkfnXxo2gBhzObCoI+00GGkWkKbCBghIyzgjjY4JAYw0MTouMtLEBaG2hF9fDqTxfa5mpLENcCBtXU54rKABQLMlepgatHwnI42knZHJSCsF0j79afH78eMKgHNKO2uEDaj7UCWjOhhpDIggvy4+sBxspOixiW9lamcVkMaqIO20gTSvRxotOulnJQhI80g7jw30eXGmdjIgzSXt5LsaBKTN7wbQPSONJnzqvBCQlpk3ygR91Q83lXaGhA2kqft3/kLrsAHKXuCMtPGYTcTqMdLII62ttFMv8sjzFqEg7STmye64HiONwAyOo4xH7LM+RhqXdsp73mSkJQYr1A5qUEFZww2xWsQYaYbHX5YV9WvqSx1AmurPTSCtftiAZm6VLVbxsZ4CW/p9wwZF1T33AOfP+xlp00z7JmKOjUc+GIC47mc/JwCRpkBakZGWhEk7HR5p3rABvlEwIG0WlYcN0EKcyyPNwUgD9NiGp3aWSTvrA2knxOfSGOj3McBYpdCeawGk2d6FBiONjc2Mesc79O8+RtqXv6j+ns+B8zvinJzqn1XvVUw6i5Hm8sNuWjYjzQi0Knikme2pl5Hm8UijdGrFSGPjYapsov1LvaF+FZXYHqm2byTzvgsKGyiRdhbCBmwgTS7OaAl4hmhzBaTZtQLSjlBxRpoh7QTMjquWtFM8WSJsQHbW3tRO3SmXhQ3Y0k6fj4T2yiqGDZSmdvbNUbAyxiTDbt65pKnBSNNhA7LhmlUz0myducFIY4mdABDJln9eU9o5OnFp4Z92zhMjrdgZNpJ2hpZH2tnrFVfAghhplNpJjDTpl6dWzLjchV/ai47pbVNi1z4AaYNB8e1KNvn0pwNXXIG1+95L/duj8vfqfaPgDw6k9cKknU6PNGKk2R5pvZ7BSIsxd6Jf9YA0lA4iTUZaO4+0HJHXIy04tZOHDaTFyZVipG2Jfdmb60l7HY+0/swTNrArZYCSzcEPeYqek5HmA9Lo2BOPtPOigRyhVzHSOJA2tYC0EbS0MzIlWKVAmpR14pprFNgpwgbEyy6vwypGWkHaOWf+ZciKQBq/t+SXRb1U9YPq33zSzvnceK9xezrYE5XSzmc8Q/gaPeYxxsuKecUWlwz/kZQBaTl7yGhWMh4Dk4nqpwpAmu2RxoE0Je00+54gIO366wEAW//lFwGI+2FnKicM9nCiESNN/CwAaXOzPR9jgFksn6eSsAEAraSdjjVFXQtmpOk264A80qz2NYnnhVT107gDgAbS0iAgLUF2pZAPlgFplWEDA3Hez2JbsfT7ayaQllis5eSk6NiyGx4lXrjkEg3CcSCNN+J1gDTrue4ibMDVx/JkUicjjad2SkuRcSxO9nBofud8NldjrxhzbDzgMvVvX95d08cot1FVZWED9Dognxv73MoitQhfaNDj+gpp56b0MJ5rZQngYKQxIM3LSJP+lHTYqt0eN5N2uoA0DnoSkJb2BCMtgj73BFKVBXp498Majw8xYkBa4jAOy4G3v13/7QHSBhD33mymbEMBAKcGug+l620z0rqUdtqMNCPQSko7vR5pec5Y2qZHGidq2AtGpArg42EqU9rZjHlHn1MeqY6wAdq/umEDtrSzipGW7U2Mf08xqxgoXJi1AtKOUOmJ9LjISOMAg6cTc0o75TM6xEh11oWwAWKkMZp4CCMtWNppM9KiyMlI84YNKCBNfm8AI00Bacz3iSQlRsNaldrJggYANJZ2jrZOF/5pd0ec1148K/ybHd7gpVN3KO0EgLW+Pl+DaCwMUivCBgqMtIH4TjXQ8Eg7e6cYkEYT2wWGDXBGmj0JU4y0V78a+NznsHaxPp837v25+GV93clIy+Ii0FIq7SSvsEFPTRiyeTkjLcbc6YEXFDZAAwdEpYN8DqT1h916pDWVdvJJmZ2CR8m861vi5xQ9PaCglfoYlUDaYHaeNmfUbCQZaevF6+tjpPHzWie182RPrgQ7gLTUl9ppMdJ29/S1CpZ23nor8PGPi9+vvlr3AbFmWeQMHPEx0ujae8MG5kVGGmf0GP0DncReT/WDdPxeIA0i7ZpYAMbtmSQFMK2Skfba1wI33wxcfrnxcplHWowMUS/VA+m5A0gDgPPn1X19fOgB0qIIGAxMaae6p83Oh27p0vHxa18LnDiBrX94r3rpzhExaa3nkT8vvEEp80iLrQk0hQ04GGnUXnJppxNIsxhpNAFanrAB8XOKnuGR5gSSPLUIaWdBFhmLRZuUHa9mpNG+VgNpADD71d9Qu0QLmka7yRZEvdLONbEfprQzQT9lQJp1T1IS6fwZ3ype6PUwPS7QjR6ThHIrjSBpJ6V/S8DCGTZQwyPNKe1kxcd667lEZfp9ZdtgJDFK1GaUiOd0MLCkndM5Y6Tl6K+n6px/Gaf0McptVJVL2tljgRkGkOZ5+OieyCTDOM+1X2elR9qGXOhGz2CkFcIG6ByUpXbOzXtQAXxTze7pVtp5Qn9OnmsNpBEjrb1H2gDjciDtE58APvtZ/bePkQbNVDoru9gUU2wP7YECqQH2l5HGpZ2KkTazGGnzSLG0SxlpMzNUh6d22oy0OQetGgKGuv/XjLRWYQOTubtN4Yy0iby/bUbaWPy70Z6tgLRCrYC0I1Q02RlgjG2bkRYi7SxhpBU80ri0U3mkuaWdnKYNaImJMflxABkaSLM80tbXyxlpHEhLkkpp5zqE58Ze1teNIMmx2ISJBvAGUOaQdqpVEReQRsbtDkbaLbcAf/M31ovESBsI0KiHCQbSn2BHrgQZA0E67EUy0kpmGRQHDwAb0W7xPSWMNLouKmyAMdKc0s7TGjTo0UT7oKWdMHfjvvgMTt/5j/pFGngnjJEWORgSZWEDBCgN+2rCwBlpCkjrW0Cao2ox0hCrQa2z72bPVX9QlHYag5wAaacvbMAl7VSDBpawVJB2Wil4xLBd29YnnvAKJc2JYV4Y3o6S7HDqkXbuSUPY9b46PsWOdXik2cbG3LzZGbTAgbRYSHGcjLRYM9KizQ0FFo2m5jXYG0XesIHJROznO94hjYUvvVQc0GwG/OVfijddfbW+N5m0U7XR7DkO9kijc8wYaba0c4oepg6PtLpAWrS7U1yAorLax0pGmqdoQubySKN914w0h7QTAM6e1dJONnEpTFAtIE1LOxsw0k6eBH78x5FgLljGAM6MxQd6drqkj5Fmn1QOpBHjg/npAcDOzLxRJugryWE6G9WTdibhQNp+SDsNRppL2hkw31RsZUTIJ2J/4ig3d6YtI02ycul4E8xwHHcDAHYmsj8IYKQBuq2LY2AQiz8m45rSznXxwBjSzrUE/VQ/U4l17rgFAtXkpGCN9/lCJDXicey8X7lXo1PaOTPHpTHmQWMLs48tY6Q5pJ29nmLE55yRRkBaLBpxZ9gAAWm9BIgi1QYoIC0PZ6Tx1E5b2kmvA1VAmgmoc9ZWKSNtONSpneiVMtLUeWVAmlrMkoOoqVy40ow0eV2ZtDMUSEsxxfHj4vdKRlqqN6qANBncZYNiIcWfy34fiGcTE0izV8iIjXb/+4ufd9+Nd70L+OIXzX2mccdspoMGtnEW8bBfXGROAG7P25Sp5SofI42HDTjVCrCknRYjzfBIk58jCThnpLmknXXab1cVrB1ahg3MWIqtl5E2NZ83FTZgSTtXjDR3rYC0I1S8ETk5ECiLwhXqSjvlE7eWigdqE+cVo8Of2kkr3lFp2IAdqetbtVOm8zYjbW1Nr+wzIK2SkSYbJq9HGtaYtFMOvtnqLqWFhTLSjLABCaTRgMnFSHva04DHPlaQPFTJFdJxT0xIBhijJweMOmzgAKWdNiON3WYbc9nDehlpcvI0cUs753OIE+ULGzh9XO/GmdvELwsMG6Bj29ysBtIICHgU3qdvdC7tlMc6Q4pZJBkTHmlnWdiAGkgwXFuFDQy6BdL4oKFS2imBtByxmsBXMdKMdCwHI23uSq4EnAMCAMXUTusZoHZiuKXvBcIrlDQnQTUjbephpI3FPvU29PfTV03QdwJpvPp/Jga1k1vvUKBywn2T1tYUqEFSqzJpZw9TYGNDtZ0FIG0cMY+0orTz934PePKTgX/zb+TOXialQJTwdc01BiONh1TQgdL18FmV0fZOnJD/4JB2uj3S2L8xVM6Qa7qYz/yk7+zgJIQcqtCMWD5phbCBNGySE7s8gGwgjVakXdJOwALSrAAEC/R1M9LMfaKm/9gxlNfLXw488IHYkmAjJc0VvLxCPdLY34nNSLM80hL5fE/QV/59aTZSY/p17BYfoAWndkZsv/jmQqta2ln9Hco/EzHmI3EvxMjNG7huameBkZYboMM2zipAaU8Baf7vMxhpZOeRAAOZsmm0m56+3pB2bop7xADS1lP0GSu0wEizQX0A05OXALCeZdoZ18UMknaagHDdsAEOpLmAGs5IW8vlQqUvtVNq7kaRB0jjHmkSiKPn6Q6cLmyjqoyFH5qQs48R2a8MSLM90gzZexmQtrGhxhw2I60g7WSMNNuWxS/tlN/FUjtDPdI2oj11XoMYaV4grYm0U/dLgwGA8Vj3CZLFZdSf/qn4+ZznAAA+tPcgPPGJwPOfT/ssvk8x0sZTxUjbwjkxvnd0sQYjbVivPSqrNow0U9rJ/sGQduYKVCXmNSk0srlpPwJ0BKQNLUaaQ9oZ4pFG7dpkAvc+cUbaWN4TcsFWAWljE2gmW41VmbUC0o5Q8Ynq95x4K17yEuAlL5H/2DBs4Jmn/gLfi1/Hq/DzfmlnZoJacS82EP1sZk4yQsMGVLhBHisd/gZ2gLU1nX7mDBswAcGCR1rsBtLmSLAXy1X2YaJaVxos0wDex0hjY2H97z5GWuFoBYCW58Btt7EXiZHWFwjHECPl6bFDYxwXI83qrLyrQE96EnCf+whvr9DyeKQBwNq23u4GdoEHPQi49lrjswpIG2m6PMCknfL6ZUjESfUx0tYYQBFlQkb1hCeEHUMDRtqP/zjw/d8PPO5xJR5psp73POBFT/wM/iV+Sr/oCRvI4pKJg4ORZkg7WafehJEWltqpB6hUVYw0brRKg5Uqj7QyIG3OIO2ysIGM+zFajLTEukb0TMRrA+X5oRlpcvWxTNpJbKnJOdqcUVO6Hmv6WAmsuAfHCtJO+57q/42QBE++fI/2h7MYaa/AL+PFD/hzvOBiuZLsDBtgQBpj845mNpCWaCDNwUj7yEfE77fcIj9A8k4aSdvSTvn1OWOkVUk7X/xi8d+LXiT/gYC0jAUBhAJpLkZaibwQOzv4j/ghvOoR7zaaLADm4PHYsSIjLQ2b5Kh0vzZA2rlzGkhb0zddQd5oAWnaI83cpx/7MeD7vg/4hm+o2PleD/j+71fnlIC0YEZambQzcgNpuzPRxp/AXQCIkSaf6ekYj3408M+Gv46fwL+uZqTJtjKHOUl2VRQVWZKq2HY4CFN34uQMG9jdbSHtJEba3GynWnukmYy0LZwzmFnqPQHfR31AkkClbI5DGGlc2rkp7mlD2rmeot/Tz1QhWMbFSLvqGvHZyXn9IqE9dYE06s8tRlqwtFPZJ1Qw0jiQNtfSTmfYADHSoIG0gkcaAWlybF9kpNUH0kxGmv73IEYaSSgtH2WgQtq5sYHeQDPSQoE0YxFcLtoC2p9KSTsjPVYNYaTxf9uIdiqBtB2IdtIl7Ty3K++HkmRcX6XsM8MhgEkFI+3mm8VPOY7+CL4SgGakESlCMdLuuEs9MuvYFeN7xyIZ9yzsUtpJ9zMBaQVGmpHa6QgbcLG0OSNtqkEoupcVoSR3M9J0iEmzY1KpncRIr5J2up6lKMJpKb+/fWfd3aakqZ67Tsx2ayXtrFfd3dGrOvDijcj9TtyFN7yB/WPDsIHTw3P4dbwMAPAXXNrp9EiTA/U0RW+8p/6pKmzAK+0k0/k8NujDPkaaWsldMwFBJe0kRouHkQYAZ3OBJKSpPB8jYc6ZIUU2j5Dn1sS3jJHWy0s80orSTguXFEUeaX2xX0OMMJUrr7u7cvXABaStmdfYC6Q95jGmJ0JIlTLS9HFtPOIrgA/+g/lZzkgbmzInGoyq645EHL8PSGO/95789cD/+Hz4MTQA0p78ZPGf6+32aumVVwK/+ZpPAP/7I/pFDqTRhBpJ+Qr8aIToWA4gKnikibABApSjIiONMbB8QFqait2iebqTkZaGAWmGRxpjw81ncySg6x15GWmAGICSiStP7RRhA35GmvaDMBlp/NzajDR1zQYDrGEPYwwZI02b5hsXmyNAVYw0osMzoOHkSeCOO4AzOFnOSPvkJ9G/4wsABOCcydVJg2kxHOIr8VH8xiN+XaPvFdJOk5FmXoO9cazbcpkUwIE0YsqqyQABaVQ2Iy0qMtJm0H49xj7KS/GABwC/8RvsHwhIm+2ql1LMgK0tJ5BmyIbTtFrayW/knR08C2/Cs77xAUD8BPN9HBA6eRLpPXcY/xzMSCNgKwBIy0oYafQsbgxmiDBHjrgIFNrSTnlxImsC+PVfL/4LqssvVyy/M1PRJxWAtAaMNMLGC9LOqQbSvozTmERDneI320OaAq8f/jAwuhtIf9b8fo+0k6oK+OpJ67LC+0i3PJ+jF2cYzcVt5bCgLC0nI21npxYjzQDS5KQnihC2cOqpAiNNsmRcjDSqNNAjjQNpg5QYaezE2Ql1VFzaKfuoorSTsV5CGGmPeDTwJqB3/m4gv1ScOGrEXcz2ACCN+p/6YQOa9V3GeKKxXi+dI8n0im2c+YG0sTxHw6F5j2bTuWqbbUYaAWnr+Xm1japyAmmMrRrCSFMS75kl9YYHgKFzazHSXNLOAtPPDhtgoJLyxSJGGjFmJ7Pi9zjKYKRBA2m7uhszr5Usp7RzT7YHLRlpQUAaLYqdPAkcO4Zb7xGsczU3mWQAEvX8Z1++C6ORMIAbYFzCSGN/DwMatsCia0DSzgIjrd8v9Uibzxy+oYMBEjlumM1yrVIiUJV5pC2GkSY+qBbSmoQNALgs+RKQAV/YOYFNCarZjDTFyJzMked6XqqBtFXYQEitGGlHqGgM0MekOCOu65FGTxx7SGOftFOldsr3BTLSKqWdzCON2vdtnDVYFa6wAQNEShI2SHcDaX1MlG/QNGeNJg2SWLAB79h90k7FDJrs6EgbG0grHK0HSCNGWiImJEOMFPthh4A0hz9PMCOtSZUw0rgnt7O9lecb0NLOAiONwgbkAMgbNtBz/x5UJZO6Jh93yg5sCjT3SIuLQJpzBX4+L/dIk+B2NofJSOv1TGlnib8GbyqcYQNy4FAHSHMy0uT1Luv8jYlhpC+2CaRZH2IDAlpZAxAs7SQgDQD2dk2vCC61oPeqkteoPxbAwmxmTdTUYNwE0gATSHMy0t7+duM50cfOjoGBrZTQVhU2YABpMwtIm5Qz0ghIU5MBDqQdOwZcdJHFSJNtHZ2TkrABL/uGWH+ZBaQVwgbYAJAx0ipTO7lxHR2Yi43Cn+UTJ9oz0pgE2ctI46vdfAbGGGm9Xq7kvZXSTjVpCNpVd93rXgqc3JmLxr5gGxAKpBlhA5D7Kc8LhQ3IZFDFSIv6yORKfTKVAx47Vo2qIO20nv+KiY5jCFT4R7JVqOuPxr/fCBvY2WnMSDM80loAaUVGGiqBtFBGmgrWiP3Szqqwga1j4gtHWMOOBOb7g8hI37StFpyMtK94GACgN9vVdNuG0s40IaZpU2lnPUba2oB7OVQw0vKhOqQoghrrFjzS4GCkMdZbVVWGDYxY/x/okVaHkZa2YKTlOZDt6htxpuR81n5NG0g782pGmvE5C0hTjLQugLRxRdjAPdJrdXsbOH4ct8IE0uYTNpYAkN15twJIhxg5gTQRNsD+7lDa2YaRlufwSjuVwoEBaXQvU9syZ2EDaUSKiHlnQFqWxyDmRm1pJ4DL438CANw2OoYRhvrzVEz+OR3nRtuhjn8kf5L9zoqR5qwVkHaEymhE7BlxQ0aaMdjl0k7eABeknUkQkDbjBtEuRhp5pCE2dfjr66WMNNVQy5VjWm2YzokizfYnTY2oafayOh88EZAfti9sQI1vzopVAJw8qRAmHTZQONxyIK2nGWm0Krm7R4y0YgcbDfpqwAR0uwpUhmAZHmmu9jaOlZfJWHbABUZaj91nFiPNMHH1gGpBFUWlzLqqagykOTzSnBMHdiIpha2Q2jnsM4+0uBEjDdBNxfq6R7IpB/l8ldc1GeeKS35+nEBaCSMNkEAaQ8zmiNXxR4WZHo/6ZsdpSzuta6QmWxxIO6efdSDQI22sWU98UqgG4+w6uIA0JyPNANJ08IbNSANQCaSRf0+KmdF2jjILSJsmLGwg4YdYzUi7+mogilR7HEXsWrIkRg0AmewI76SEUjunfmnnFD1MORhF/1BgpHkGnfT+UCDt+PGiR1pg86EmZD5GWspSO5HqDs4j7eylCAbStLSzJnWKFwPSqLqQdhJrUqUOEiNtItpoMrefYKC8Y9KZZWgYGDbg2k1X0e463ye3RYtYbYA0m5HWJGyAM9LiKG8l7bRPI7FyS6WdJaCCn5EmpZ2TyHhD6cISNJAGAHfiIgDiEA0gLYSRJkN++phok/UyaWcco8+e+3XsOqSd5kJM12EDNPZb6/OVMx02wLMGNJCmGWl8X4VHmty+D0hjgQZV5WSksQW18YhZDFR5pGWBjDTa6OamsGNBkZFmp3bysAG+IDLb5Yw0uf/KI62etNME0s47gTQvIy2OgSQpMNKaSDtrMdKyTC/8HzsGHD+OL+ByAGxuIhe9lbTzzNnaQJqhGGpZBiMty1TokNMjLStKO1VqpwdIm82Yv1jPVERkuQbSegpI64CRxvt/mXbQBEg7nZxBDxPMkeCLuLS4T1Gk04anJpBme6RlOyO9vRWQVqgVkHaEaiFAGntIaSI6R2zGhCtpp/gzYp5F0ykKqZ1qtWnMUG6XR9rAL+0sY6RRSp4yBZYTB2fYgATbyoA0nvpirJB5GGmKXnxerKLjXvdSn/FJO5k9g1PaOU4EEDfAWCXE7Y6IkeboYFlaDeBgDbSpwLABzk4zPi4HvMXUTvG3sco0GvnDBtoAaYA5WG4JpNkeaQBKGWkJ3b9IFIXbJ2UpAGk0kBv0lPl8No9MWnuaGoPYMiCNGGkuWSegvYX44NTJSGMDPQNIk8/7ZMz8NSqAtBxRCSMtKnyIzmetsAH6eg6knZUDiJwdZ5VHmgdIm87E9jjQQBZmd+IiPyNtbw9497vVYHU8ib2pner9d94pfndKO9ng0mCkmTfx3iRVI33y7aPneTyuANKuEX5DhrQziY3X7AEhvwW8kxIl7azySHMz0gwgrR+59Xf0RXRgAYw03rYCNRhp9NyXpHbShFENpPPcGzaQlgFpBWmnBNJaMtI4yw9owUjj0k6bkaaANIuRhr4G0qZyDOJjpD3pSUIrLP0/aSFQ7XcbII0YabLvbQ2kMUZaa2kn0C0jLckLYQOcmaXeE/B9LiDNUJdxiw5+/OyZ7B1bx3AgzvtdEO1dvw/0+/UYaUZ/SUBambQTlkeZIe2U39+QkRbskSbHfmsDtqrLgTTeDFHYQNYzDokn5Cpppxzb05iNAMo6QBodphE2wPq+0W41kGZLO3l/HvdLgLSNDQNIq8tIA4DpjrwRU9afECuVwMeKMAgqU9p5HhtDcd2CGGkA0OsJoBbA+ZGDABBYfD8GAxSBNM4MOMfadQ8jjfqtAVmK3H0eox3xfT4gzZZ2LoyRBhQZaWweRAESVPM80ve/BaTxOZ/teZYwiyPaLgHc2WRuLBY2KSXtRKri0mundkL0d5fii/K7THkqFfVf08ncDaRNJKB4XvS1CTJzkrcqACsg7UhVKZDWVNrpY6RxIE1JOzVNPEjaKQd+vrABmlBkSExpZ4VHmpJ2JtThyU45JyDN2pDlkyZfKgBpoYw0dR32JE2aGYD7wgZ4p+qWdopVAM5I29mTjXgIkLZP0s5KRhr7+MTqnAmIMVaZxuMwj7R9BtLiGIjZ+a0r7UwiPZhRnj/WahG9V62GysusPNKGA2V8ysMGdGonA9ICpJ0+IC1K9ACVqjJswAGkTcftGGnz3BoIs1JSWc5IY0BamhZXtJ1A2jkyVyWPtKjA8lElb3b1nMOcFNLALZSRps7Zu98NjEaakTaLNLDHJ4i0L/fco0forrCBmA26GJA2zsyLuDdLgbvvBgDMY3PyNZ/rOaaXkQYTSFOgKCHA1iTZGFxXSTulD506DhtIy9i/OVI7I8zdzyjtDD+wACDNTmwMZ6QR46LaI22GVNwck4lJYQ4F0oZDBcKXpXbWquEQ232TjcTbGbVT9JOfS/uZN8IGxM+MTqkC0sR7KE11gp6Wdk4sRpr9/ddfD3z848Aznym2YQHwVdcsSNopAaQmQJoRNkA3wfnz3Us726Z2ysWELj3S4tjPSKsKG8DGBra3zO0NBsCAAWl2kqyLkWb0l3/5l8IfqkzaiTIgzc1IqyvtzJBUMNLEF6/1M3YAXNrJjntnBzn8QNp8mun2OjUZaRMM9DECjRlp/JEc74VIOy1G2oT6Ls9nPEBawSNtNCpN7QQYI20wKPTJ6pwx8KSWR1pPStVDgbR+X0s792Rb30DaWQgbsKWdfMBCss7BQPznknZKUkT/pOgPZ/MIo88Jf9ZSRhq7fRbGSIMFjlekds5z7ZFmsLTZfZFxRpqd2smeVWoX5rP2jDRjIW06bcxIQ5LgMtxqv2RUSnPjqVvaSUCaYqRF8/pmoBdArYC0I1StGWmO1E6vR1oJIy3uszSQWZGRRqbHsz3WGJSFDTAgbQvnKlM70w3LG4UaWzURtwZ9DiDNxUjLMpORliQoZ6Ttyo6JsUS0tNNsjBxKWVEUNhCLpcIhRqrR3h2RvGQ5GWmVQBox0iyfArV6XCdsYJ+BNEDTuYEG0k7GSKP7stDxyvdGuclIIxN+4ZFWxkhjHmkB0k6XPxrg9khzDSL5iim/Rej6UrhEHxP/KhqfGEb6PRlSndqZFDfOKeqqLEmwDSarXYhjrMnUzt2zJkCfJHmltDMaj9TxGtJOOanhQIMBpE0sI1e6/u94BwCgf/q4OIyZvkecjDSK1IoiHQvKj5Mz0gxpp9jp9VTs9O60r4C0TAJprsXHMiBN+ffFmn3LFzuM6xECpBEjjQFpFMFuAmmRPkbWd21LIM3pj0YVAqTxh+PECfExNgnjsrKy0qmd+jWDvZIk5or0dGqy0QDg3DltgNyL9lfaCZ2aSOVlpG1umoPuEkaaYnwwPz0A2BmL41GMtLzHGGl7EiHkhob+SixwpRNGWtocSPMx0g5a2ulQzldLO0uGFy6PtCTRLM7xJFLMcx/73DiejY3Coo9gpLH9qcNIW++JHfvf/7saSGN+tAaQltDxmYy08LABvUhNqbKlHml9k5EWpaQWifTzIO8l+r4CkMY90vomkGYco9xGVdEpG41YP5DGasFhvBci7SSPNNlOjsVnE2TVQJpMx/Yx0lxhAwYjbVd7ztl9Mgds6nqkrWPXCaR5pZ2AMSc5P5J9ZkfSzpiNPQ0gTbEVxMM1PXYKt+ES8bu16N0f6vt1/BnhxeULGxB9vW577SC0NsXbP76fLkbazGKk5aj2SHMy0tg8mLZLz2U2LYYT1K1KRlqsPcjL/IaRJLgcXzC/28tIs/y/rdTO2TlxLza5By+EWgFpR6gMIK3rsIEoMiitxozR8kiLKhhp5MtgSDsrPNLOnRPfUcZIU5O0dTeQRv/uYqQRjdo4/BKPtDSVc4SSsIH++aJvkY+R5gXSiJHGgDQyON4hIM0lK7KAtJDV7eBqyUijsc9kKkEgyyPN6BzlANsl92gVNsB3pOEX8LRUp3+HrW3lYQNk1opETQwL10g+s2qV1mKkxYMeEubXUGCkcY+0Fow0O7UzjubORSkjbKDKIy0kbMBKFXCCSbRttbLmZqS5gDR+L60nAkhTHmmKWWV56Tmkndjbw2CQ0yZVNWak/emfAgD6X/84AMAk09JOJyONEjtPnHAinAQyFoC0udjg9kDsx17WY0CaKe3kpSYDp0/rc+OQdhbCBpow0ghIY/JZZ9gA+dFZK7TbCQOZfP0evT+UkSYvIgfSOvNIs4G02awIpDWVdsqbupW0E6ZHFQDFBFFF+2AvJISEDTA/PQDYGTmANLrW0z1H+o+/6ko7HaT8wj/2eu2BtCl6rVM7c0QmkNZpamdUyUgrG1/wvsKUdkog7dwY+IqvEAnigYy0rW2zD6gC0koZaZfIRvlP/qTcIw1+IE2HDYh/ayrtrFqsorHeen9mhg1I2WOOSL++s6NMxvkhKdA60yyURH7eCaRJz66qou/nzVWSRqoNGu0F9P8KSBN/0xzB8L7kRfdFFZA2nRaZZIOBYBbL8fQiGWnriXhe6kg7NZAmdqKttNP2SKPzoooYaXIx7ovpFQqEVUCanMv11zSQNrrFz0gjr1TOEF2EtJPaDDtwy/RIs6SdiDWQxm9HLu3M9LxR3QtMmaU80kja2UXYQI9ZqXgYaSHSTsRxgZHmA9J8jDRihGa7Utq5QoyctTotR6Tmcz0WW0jYQJqaNFoHI01JO/upCaRZHYaWdhIjLXPSRWlwUGCkeVI7VWNznyuAxz8eeOELAeivps610CEFMtK4R5pqkErCBpRHGgfSVGpnZMh1qhlp4voNMUI/Em/eHRMjzdHB2oy0ho26s7pipEkgTXmkuRhpi5R2tggbAExGmtO/I47Nk7C+rlewZXT9DKkykvcy0ko90rS006a180OKnTmxouoy0nzpURygNhhpyiNNDsKimZceTi/bqZ2AjgN3AWkkLcosRpoRNuCTdgJYi8X12DtPAD2Z+wM4dQp42tOA5z/fPDC62edzDyNNSq8ZI42Ul67UTrU/XxCriP0bHiYOI9OBFE5GGt0YDn80AGbYwMaGajvHUvKzPRQ3zt5MM9Lmkg3osgqaTOQ+xzHw8pcDX/M1wCMeQadC7GfsmLyWMNIqPdJsaefWlgFETF0eaQC2UtGuBzHSaqR2qu+UVZ+Rpt9fANIk8OplpO3tGYN7A0jjD72d2snB4Ra1fcICpMsYaa7X1Qc5kCafX5KmESNNLhYRkJYhRUYLD+PdekBazdROxUAokXbSpGcRjLSQxS/eXpK0M4rQrUdaimpGWgWQFpmXVQBpPSnt/PtPArfcAnzoQ8BnPlMZNoCNDWwfcwFpbLJuB8uUMdIukitIn/1stUeaDaTRGJHGxq6wgRBGmgNIK5V29pi0k3ukcXDEA6QpH7Kp9kWywwaMYwwcG7mAtDiNdX+jUjtn3gbf9kgz0gJdD+xNNwEPfjDwzGcaQFpB2sl+ckYaoBeaplIhk/cHOiyBwBO2wBfikcb/bQM72Eh1X6+UGGWMNCbtPC9ZuUnJYqivCkBambTTYqTdGl2u/skG0gZr2n5gdEb0my4gTU0jGZCWbiyCkZYgQ6yUPs7UTjtsADFymSphdIk8tTNDgWHGCSW2tDObzlXieWMgjfcLcrC1MGmnZFRPfWEDyiNN3L+pS/20KjS81KtatuJATCceaba0M02LJvBUhdTO8rABldpJq02xhbTRLsiVizkSFSazjbNmameWA4jMsIFhKnyGZFEjqRhpNpCWpsHSzgJ7xGCkiX0pZaRxIG0+V+e3ipE2lgOiAcboRSR7IUbaPgNpfGDVwiNtlsWYz3XnrFI77ftsOsVMHv9SSTurGGmAmEzSMiSXds7ETZINNgrGtqqIkcYmwwDUKmHUZ0BaHhcYaZyoGJf4a4Qy0tQEx7Myyl/nx0LXVyUqeZ53wGKkRWavP83FNYocQACZXc84+9VmpFneHHxQsZZMgCmwtyOBDg46RBHw1rcWd5a1qcKfJ7IYafL5ZIwdagp42IDRpszn6n7p3/sUAGCSp1pO4mKk2V9uFQ1+elEmV1vFwJe8c7bXp8CdwF7WB+6SgEWkB4NpakraAbGLx44BeP3rjdfNsAGSdro90vj5r/JI64/P6eMhjzR5v38S12AkAZcCIy3dBcYdSDsdQBpnpNkMGF8FpXbygbRkpH0Jl+D78Uv4PvwKnoh3GUlitaWdLZdPt0+b56cxI80VNkCMNAWkiX8gIM3YzGTX4bXgr8Uw0poDaU6PtDbSTjnpieN20k6nR1pl2ED1fvLxk2CpSMn/OTaW/OAHkeEmACXSzs1NbLsYaQM/kFbKSNuUF+KOO1pIO0nSaUo7fWoLuwjkrQLSVNhAb2Z0HAaQRgd2/rwC0vp9fQ7UuZgtBkij9QhAtIuKAb0X0v+b0k5DteI6IV/zNcBHPyq+950SELMYadTnuFI7aX/GWU9JO2d9rSRQ0k6+wNfEIy3W84udHbHpUEba7qQFI60qtdNipP03PBtv+cJL8Z93gC9kOiQty8R6HbXPvXVNchhJX1kXkKbaUO4atOZ+tpqUAsjjFJO53rBaVOr3vR5pOSIvI82V2ulipOmwASZTp31oGjZgAGk7jcMGwqSdNG6GG0iTQGO2O9bbX1WhVoy0I1J8YaETRpo9imSMtMrUzl45I62Q2umbmDsowIXUzpkeePtMWqmR1ECa9aU1wgYKCXuckSZTCdX45pwE0hxhA3PExompZKRFjJEmt7crjZj3HUhryUjjEy8BtJqMtALzcWk90irCBgDzOeRhAzPRMWVrm4ZvjFEORhr3HI/7qZ+RlqYmI61kNfMBDxA/pTqvULa008tIY89xkqBgHDyRc5R+Mit8Vn+H+OkC0mYuVpYsbpqqygobIMmc+gxnpElUhoA0JXkpe244kCYZSeO79CyCwk1CpZ1pCgGcy4vcv+w0AJFUWMpIo3IEDQDAlcM7xM/0VrEgYkk7t9bF33tz5pHGWCGu7oJLVHiZ0k4pY3dIO2t7pOW6fSYg7corxd97WEeeR1jvT3ER7jS+7L79W5FghqtwSzWQxqRSheKg0PHjej8A9DBB1AtrYBOLcQE4GGnyqzKkgmW0t4c/wLPxJjwLv4TvF59h7eHV+BQAiGP0SDv5JKgtI23rYlPvWwDSGjDSEhvoICBtz2SkGR+3gbRKaWe9sIEQRhr5UC5TamdbaWeRkSYCV+6DmwEAD8AnaoUN8O/kfZ1qM8H6YV/Ygi3ttIa3NpBmsyRLGWnEkLnjjsbSTs1IEz+bhg1UAWn3Wb8dAHC/i8+7wwY8jDR++lzSznggtmuP2daxGzw2osP0STsVI60ESEssaacOG/Cz2KiI+T1DWo+RRtLOPTmO7+uToBlpRWlnqEfaBnbQz8eF9ZrQsAGqJmyglM0NnKmdFiPtJ/Cv8d9ufyLe+lbg1vFp47umU73P/XVxYmZIS1M7nYy09QUw0qLUeHbUwpnBSHNIO5UahvUNTNqZzaMgRlpPtgvjqd5GJ4w0l7QzjkVfD+BKfK4WI83eJ81Ig1PaOSdp5564T6ra+Qu1VkDaEalKII33pJ5BQmnYQK9XTFOkotTOXEs7y8MGTNq2L43Glsul0UwM4LhHGq1gc0aa1VioRDCajNrzCEenRauwgJuRprbBGWkjucJKjPuzd4pfnB5pkdFyVXqk5eKaDTFCT64G78iVqsPGSOOD3CzTcjwajO6btLNDRppT2gmYk0kPkOYLndNhA2wyzFlm/VR5q3BGmhNIK5F2vvCFwPvfD/zwD7v/PbJWy32gnM1Is9k3mpHmHxCWA2kSCC+TdtK8Os8LYQOJBaQZjLRUfHBvlxhpLLXTVyxZlWRKk+94gZotTudykLVWZKS5pJ29HqCot1GkGWno68E7nyDaBmYeRtorr3wr3o9H4uXrv2MBaaJ9294Qx7w3HzAgTQ/cmgBpUcTCBui2aBM2wCbuBKTd//7A3133QrwVT8Nbf+iv8Xf/5i3YxI7xZfce3Im/x0PxdjzZ/4zbD14VI80C0ogBGlKxZaYN+IE0QJr97u7i87gCALALwZbgYQP/Cv8e78cj8Ty8cX8YaZeaDXshEdoHpBWWwx2MtDnEs6uANHEPuYC0ZGJ5pFUy0ixJaheMNDl578wjrUVqJzHSogit+janR1oU4ZeTf4YP4Xo8Hn9elHZWnEvaT1PaKQEWmM+bE0i0pZ0We7oVI21Lbr8VI028RpexbtiAyyPNdf2fdsl78QHcgJ9+9t+ajDRi/1pAGp1bfvqMsAHq5xYl7UwinRIdAKTp9tEh7awo2k2nRxrY+N8C0mhBlKSdTkYaf84aMNIwHqtzS31naNiA+s4m0k6bwF6R2kn9zPveB9y6Z44nplM9LhpIFmeGBKNdP5CmwCfGBlYe1h2UmitEKSZwMNICPdIiC0hTRJBMA2lljLR+vCAgzRU2EEX41ugt+ABuwE/gX/s7CodHmv1WYqTZQJqaX0tG2myHGGmrxE5XrYC0I1LUHsby8e7MIy1E2qkYadoEXTPS8iIjTT6wWtrpnlgn1grydron8goNRhp9mYXasyqEDdh3/Xd/N9ZObxrvj2OUhg2osUWvpztii5HWv1usHnYCpIEDaRK4I+lYAJDWKSU3jnVrbw2yuL++F0hjgAYHWgvSA0PaWQTSWocNtPVIY4PqUmknFQ8bmInrmg03ih5ZVA5ppwGkDUxpp5FYVGCk+cGrJAEe+Uh/s0CD9DrSTsFIMwfFauKSlAyk6do/9Frkl11u/NtcPt+u1M7EZqTNZkCemwwoi+FqAmnSJ0wSyrRHWsXAQbarNLEc33GPAqNmEkhL2aSOmoJdbKiVXAOcJyBtYwN9CcCZjLQG0s5ehEfigwLwYCu0xFbY3hbnbG8+ZB5perLQnJEWHjbgnZSsrwsZJ2aIuNebfK4etn0znoa34WmP+AKuPiX23biwaYoH4R9xCndWM9KoqoC0rS0hwQxJzrKKUq/mAYw0QKZl7e3hVlwGAGqywKWdfUzxSHxQgOUhQFrb1M4rjhl/Fxhp3/ANwPXXA9/1XebrIR5pGbSOCMDOrrgxNnFeBbSoj493TEZaBWPFBuBDPdKc7/vu7wYe8xj0TgpEpzUjjR6oxtLORPv9xOiUkUbnbb0/w/X4W0SAwyOt/J5yAml9xkhjbFrnOC4ktXPIJut1GGlb8lyNRsAZqSLweKQNUv0F69jV/TmxSF3SzhBGGp2fCiAtShPcgA9hGE/MsAE+ZqKOljHS+OlTC+JZrhY54rKwgcD7xyftVGEDIUCaagcs+5eoHpBWj5Em5yojuQCW6rmSDhvQ3xXikVYA0iaTApAWKu1U/9Zx2IAt7Tx/xx7OQrTt73sfcOs58yEzGGmbuh8aS8kupXbye01NH7l/YYdAmmakJUYYVoK5uHhxrBQUtLBJZTDSrLZGkyeKjLSYpXbajLRRh0Cauj6OuW2cxrgBH8IAk1JG2r3xT87vpuoxRpoG/zO1gEznhxhpVQsmF2qtgLQjUmqSKv2z9lXaWUjtZNLO8dwbNqClnR4gzWoftlPZQ7OwATUhKQHSaAXeCwT8yI9g7enfpP7khp+ARuedYQOASu6aTnLkOWOY3C0kVXyCqyaXiOpJO+caSOvn5iC2CkhLMPN5uzcvuleaMNIYg4GnutrY7dJLO7lHmi+JyAbSyCNtKq7rbLBRLe3MtbSTA2lRj0s7KxhpDVYz1WfVClw5kMYX9VxAmpq4lEgUVArd774R8yvv435PCSNNeaTJk+HzSBODBf35tb5kpMlBoWKkVeEjBKRlom0aY6C2Pc2JkaZv1GPHoFLC7jqbyH0W/2Yw0jY31e2ZQcsWmnikqQOVRjmKISDBeRnShb2cMdJyLV+xU7iAUCDNfK0RIy2KgKuvFpP3lGQ+mW5oFBrBPAT4l/GHoCq1k6oKSNvcNMzXmzDSQqSdADA7c9YA0uiaKd+WvvUseKSd8zmTdrZcVNm68oS5SYvpiauvFsbxz362+XopkEZ+elANRQ5gh7p87BZ8uQwgLU29ASZ6G97NO6tU2vma1wB//dfq2faR/MvKANLI6JtJO+sw0gDN3uk8tZOxZKgGx0w2bIhHGmB6pPW5tPOVr1TvrSvtjJGJdmrYkJG23tPfL4NevIw0ZjzqYqRRE1Q7bEDuH2fVOM8p3xAPG+BjczrJzCPNZKTJ986qpZ1dhg2o3S1lpMl9WwAjzQeklTHSdABWO2lnbUZavy+AWuM7FwCkMUbarV/Ujcn/+T/Ap28zGcWCtSSl7NsD9R2jXJzHco80BjCtNRmsu8vFSFNzYHlDqLYnMy+Y4ZHmYaQBus9V/QGNuVlqJy0OT/aDkWb8Av+NmCQYYoxTuMP7VvXMzCKjzaL2IJtIr0KZaJtWLSxfoLUC0o5IUXuoVgptWUUHYQPBqZ2MkTYdZVp+KSuXspZsKn6mPoaL9dBvJdq0XXUGjJHmlXZWMdJgAkA+IM3JSIM2HJ5OczP0oUNG2lh2VgOM0cvNCYVznMOAtJDVvNpFG23gkUaNNOBmpBnMR0vaaZFNnL8HV1sgjQFCdRlpSS5ZjsMNv7RTnsxuGGktgLSe+SAGM9JocG8BaUGMtLl7oAmgYBoOOKSdUqJjpHYysNP2eVvrEZCmtw+4QTujyAx/KtomE0iT7REDGqIIOLEm2s477xGvG20KAWlbW0ZzTBMi49hDgTR6aAYDIIrEai04I00c4x7WnEAaf0zIlywESIvkxeTSTh8jrXQiLs37aICcDuJiY5FlcD5I/PeuGGkSSDMYaYENUGKBy0ARSOPnYnbXuVIgjXvPiJ1hD73NSMs7YqTd9yLj7wIjzVclYQPKt4kBaSMMVQrbBnaKBvc8tTMAdaoLpJVKO2XRIbQOG7jnHvFHQ0YaAMwmrB9tETbg9EizvmdwylyoDQXSDI80zkh7znOA+94XQH1pJyXm9dl9mNZJ7exHwGnpB9UWSLOkncFhAxYjLYpyNy6sqW9Gx8HTW12MNMMjjUCh2RzzvHtpJ2ekxSlbuJFTk7KFtET5qoq/6Z5uw0irChvwMdJ6PY3NL0LaWZ+R5t+er7inFUk7lZrHYqTdeps+Z5MJ8MF/MMHy6RTIKBVTsjizuKfvsTKPNMYQrWT51ygXI00BtQpIk4oKOaZR3r2IkZM/s8VI40DayAo644y0QtjATI43W5AXKj3SjF/gb3zl61ze6WekuYE08q/ORsRIWwFprloBaUekqJNSbCUbSOuAkVYAOKiIkcY6ZfI9m02yammnp2O1O6ptAtIGgwLbpZW0E+bpUeOGkrABFxtqOjGBtJ6cXLvCBuoz0sRGhhihP7cYaVVAGusUOisaNTUA0qJBX8l0OJCmaMs2YHsIGGm1PdKI5TjYUM9DiEdazryVjLAB2yOt1+sOSLPAJJ9XB3+uDI80Je0U3xPCSCsD0pypnbKDnxWANH3f8JVQe2C+1hd/7+5qzzmgWrKkGGljwSgZY6C9z4iRZgENJ9fFM33mfN/Y5zQFcO6c+GNz0wmkGQMZPtIHvGED6sGi9iyypJ0nJTMOPUzvEkCei5G2sQFceqn4fddcLFdFYRg+aaePkVaqyrv6agDAIBfnLWFAfCeMtBAgjVNgLCCtFiONpEsORhol0xmMtLvPI9/dwxcgZM6VQFqZtDMjj7SWQNpVFYw0X5Ux0jh7UXaG5AcHFIG0GBmiydhhWuov+x4LDRtYFJBWxUirC6QReyeK0DEjTW6EDnZrS0m7qKr21SntlI/ZZPuUAMuvuw5AACNtc9MC0sRxG9JOa2GrlJHWB3DqlPiDgDSPtLMKSJtZjLRQaSd9XsnTfO0hN2NzSDtzRJVhA8ozOGMLHx1KO2kxSiQ3c2mn7P8DUrupfVSMtBJrCqrGjDS26A8As57o0139E2chLQJI44v4XYQN8P2wwwYM0BXAF+40gTNin1FNJ7kaF/S3xQ01SwYmkNbvVwJpXfo1a0Za4mWkEXBM0k6yEuIeab6wAUCPk0IYaQSktSEvqEccPeTjyWKBNMVIM9ssWnSeS7JLJoM4CuONVQEAOrylV3WQpQYFNNg8AEYaMQ+iJBJyx4lYUSow0uRsixhpvpWWgrQzlmyNXk98JmMTklJGmunx5OoAubdXbUaaPG3TqSP0odczRic0iantkTbTQFrPAtKcjRszFV8II+37vg/4m78BHvIQ4+UQII1WfGboGdLO2Lrl1H12++3LCaRxRlpdaae8NpO+/neftDOmgc9cmo/LyXQ86CkJSwYHI40PBFsAabYnmU9i4PdIkx4VJGF0SZFpP0MYaWVhA9TWyAdxlg5BCeHJmm7fikCaNNwfmQb5oYy0wd7dAKoZaQBwcmMMfFkDaU5G2uamcUvuQbIT+aWIIrF9mrmEMNIgJ1I5MCYg7YTev71JjB7Yokisu4XLL0dhMmCXyyONSztrp3YCGkib7QA4YZ5PFyPNR1ttA6Rdeinw7d8uznGvh4JHWleMtHTdZBndfR5nklxdKwLSlG+L5QVVKu1ULMugXfXWxlaMCHPktBq/FjiMLAPS2OReBQ1AtI39NEM6ywwgTS0O0b0fcP7teyyUkVZ2b3YBpE3R04y0mmEDHEen8VTBI61m3+ZlpNH3nDyJwTByv6fiOw0g7QGC3jq+9lHiQK69Fnjzm91A4rFjwAteIL5oa8vAtSkFus9CXWxpZykjrQfNSLtVTjprMtI4UYz/bCrtFH2p45yGSjuzDBiN3GEDxP7kjDSftPPGhwHf8cTK/QeKqZ1xDCBiqZ0hC2nUPtJiu2SkLRJI0zY0UuLJGGlqv2oy0vi/2UAaLUK5xjcmI83sZBftkXbr3e4Bex9jTDDA9G4N8vePi3OUJQOMpn5GmuJhXHaJc5/alpORFnGvDD3/U+OxeI5JZko7o8QE0kIYaRkS1Qf2pe3EONPbaFq83ZvvjpDM582ANHlyLscXvG9VjDRb2jkUF5EYaZRom6yANGetgLQjUpVAWggjrSK10xs2QKmdTA6V9mIFpGVWm0Ir44q27ZmY2x3VVrSj9iVOAGRhjDQabDaVdvKwATcjjaSdJiCWYgacvMQY7TZmpGWckcbOPfzj5CSaA/mCgLR/82+cLwcBaf0+C6PQ19BmpCnm4+c/v6RhAw2ANBp4y+Mfp/okhTDSOJAW9Xt+RtoCPNKovNLOxAbSxO/kY0iMtDJpp5KozDW7qWp/AIBivAuMtKSvgDQeu24PzNcHYp/2xpKRpsIGvLsqihhpuyJVcII+MJkI4IKMaC2g4aJNcaHO7AyMfTbCBjY3RaZHNMMsTzUjzQW2hgJpipFmHvvmCX2j7GEN2/GOgUnRY3LZZfWANNXW0XVkXh9NpJ3ESDOAtDqMtDapnVEE/H//n/FdbVI7MwakKUWqvFGjSF/32T07uG2q6TeusAHvsXhTO9sNhqMI2Ip3cXYu2rZGjDSV6CNKjS1yqMHMTu84MAU2BjNgBgNIU4wBuhEXIO08KEZaa2mnndrZlpHWcwBpa/biSth+UlsXx8Dg4uMAgPFVDxQvSkaa1yPuv/wX9avBSEs6YKQRkKY8UjxAWk8/twYjjdKzM/opgLC6YQOVIKpL2lkIGxgptKYsbGCeMSDNx0j7X28DrGAHX9E2SKySJGJjKtwmAEhTEm/LI62OtFOkXOsTWJnaSeFdxEhLTeCEf6ZLj7T9kHZygLsqtfPW8+JCX3/1Pfjwp4Rx6unoDkzzVABpZ85hLm+G/obsh5K+AmspbMDJSGO+yF0CaXrR3e+RpuetcuyR5MC0nJHGgTRaxFSMtD4x+PUNQvf0iIC0FnMug5G+M4aY6lptIm/4O2GkxQb4r4A0YqSNCEhbiRhdtTorR6QMIM02tgHqM9LqhA1YjLQ4jtRK+Ww8V3RgqsJqk2diHkWajQMA29E5tZ/UqShPJMt/hxetwNcG0mwZ3szDSBtoIE2BGelcrCdak1sCCuoz0sRBDDFCL7OANJ+HdhS+mtdVhTLS+DnVjDQJXnBG2m23AefOOa/twTPSGHDkm0zypXOHtDMESItzxiqZ6A5+2TzS7L49tgbFXTHSnNJOShZ1AWkoAmkFRtpQ7NPeWK5eq7CBQEaaBHlI2snDBG0g7eSWuFBn9sRnfYw0QE8SnYw0tn3xxc2AtP7WAEM5aN/DGnD8uJoQ1gHSOPBpMNKYR1rtsAFAM9Kk/6dhVrxfjDS7WNhALUaaYoP4PdIAKN/Q2T07+MIden8KYQODEnRoQamdALDV131QsEdaSYOtJ/fQjLRETNo2hhIocTHS6EZsIO08aI80A0i75x5xI0wmzaWdctIT2Yy0mjtn3x4FaWdXjDQLeMG11wJAEJBoMtLk/bGuP2ADaWoyzZo+JyONqi6QZjHe6oYN2NJOb3sYykiT/chI9humR5p8b4ZqRpqp9ist+5TFsfhfgZFW2v9bQNo0fAxLtycH0cTfVdJOaTPSISMtBEirChsoAGkLDhv4wo4YPzzjCXer1y7v3aaBxrvOq7aJnv8qjzRXG9qltFMz0uISRpr5GQK95oiVWsIY5zFbHKAo7aSFXB4MQt857hpIOy/62S6knVHktzeYZhYjbU2GSWQi4Yz8AwsM+FUBWAFpR6YMIG1zszgaquuRVkfaaTHSokQDadNxpjoeKhrQU1BAWtaxQvc2W5BAWq+nJ2mMkeZbzSuu9hW3Fxo2MDPbaPE7Hes0KiYTdgSkjWdipwQjzexgex66LcmIFsJI81QXjDSD+fipT4n39cWXLRWQxmQe8cDzTFV4pI0TrSn2STsNj7SJvlHifqqlnfvISPMRWviKaZJo0IAYqZOpZKSl/kFxe2mnfIFSO1MNpPHYdZt6r4E0Op/ESAv0SJMgD0k7OZBmp1Sd3BbX8M49ce0Nm6cKIM13j4gvDpN22inJvc2BGrQTkKb8MhiQViXtNIIwYg14Kq8Va7GDH0upR9q97gVsbJQDaYtO7bSrrUdaJp7nT3xC2zIZQJrsP2Znd3HrnX4grZSR5pV2tgfStod6AlZIDvUVvxbW+aLFrmyuPZ52UsGKOCggrTS103pP67CBs2fVsdSRdhqMtIy91hJIixlwUQgbuOiiIiOt4lwGAWmXXQacOhWUWsoZaZTmO1jXH+AMGL59PrZiOFQRSKvrkUaMtLm5nbqMtGAgzVrVLQBp8l4a9bcLh8N9yMoYaWlab1hkN5s2I20sEw3LpZ1y32ixfUpj2HAgza5qaacEisbSgqICSFukR1rXjDRrXaVc2jk5BQB42MPU2hUuG57RQONdekGbbuksCgwbCF00q1mckUbPjuoniJFmtU009ssRISdGGu8Th0NE0CQOW9rpZqTJ4BSpHCrzAayqroE0kna63uZN7SRGmiTNZGPR3ya9Di/eEaoVkHZEygDS+HIdVdOwAdYSeqWdNiMtiZFuyAH/SE+eqAhIm01kJ1lGkWYd6Dak/KHX05P0RmEDxYF/aNiAy9uYWAHTGbsOJF+zDMANII31pHzirV7OczXKHMlByABj9GZhjLQ0XqBHmqfIa45PwAvFqNMZ87mjzswAbD/5SQDAbENMqpYKSDMYaRXSTumrZHukcSDNL+2UQHVuMdIYYJ0hWRwjzZZ2BkixjbCBmfZhACoG0iFAmkPaqcMG5ANGhv+x9rApk3YqIG0iGg81wagavVJqpxy8EZBmhI7YjLRj4nqeGW3IfZbvczHS5MStkpEWRcDx4+59LDDSzOvXG8RYx67ezvHjmuYfhzPS+PWKIv08kydmY0ZaFAFXX+0G0rjUiUcCqoMLANIaMtIaeaQxxsUP/RDwwAcCP/MzcjcMIE3Koe/Zw61ndBtRANLsFeKy1M6OpJ0AsL2h+5RghkEZkKZAVxQZaWviGExpp7zZWkg7uwgboFuqE0aaAtJ6ldulMoA0zrhvIe0EzP5CbYMx0jj7S+xrPUYab1cUkBZFwI/+KGYX3QtAOJDWPynbyjaMNAoboPIx0uQ+R5grKRvA+p/MXOCtm9qpPNKqpJ184aAg7ZwEAWnzLC8w0vj76rDRAD+QpsIGJhJIC1lII6+5Bow0u6pSO3u5CaTNEtP3TuxXpL4jhJHGP7uO3fphAw4gzWeBU1Z8IXAwQLm0cyZ8zC67Xx+PepR47bLNewxGGh07PQezKK0NpC2KkUbPDoVH2B5pavuUWsulnRxIOybnGvJ7Cow0+V7uw6fCBubESOvGI61LRprrvGtGWmyGDawxIG13VwcD2gz4VQFYAWlHpgqMNLuahg2ESDsptVMyD6I4Qu+4nCTuzQqMtIK0MxRIy6Uhb6+nI4jlgCWfzoyEPl5RQNhAXY80U9pJQBpjpBG9uA0jjZ3j0URLO/uZGZnX89BtadLWxviybl11FfDN3wy89KVFUqSqAiON7gNT2pkjRv6lL4n3bYgBYadAWluPNDYgtAfuquhZpBvM8kibxPq59IEkcW6HDYiKIr06lmOBqZ1NPdLYgB0AJhIM5vKYwrbkZ/K8nrRTzS9sRhqXdm6UMNLk5dmbSkbaXA66mzDSLGknB/AA4ORxse0zY9FGGuA8S+0E9Lkq9UgDBIhWMaBSQJrNSOtHWItEW7OHNeTHTEbac58rVFff/M31GGla2ulmpNVapb76arwQ/wU34AP46qs+X/xgV9LONK2gx8lq7JEmd3eW48MfFr9vbQFXJLfi2fgDte9XXiTa+I/fdhxfuFv357XCBiwgrauwAQDYYkOM4KazxK/OADrkAzFN5ARGHhI9YwBbHFogI+3Zzxb3/ZOf7H/PM58JPPzhwLd8S+XmC1UIG5DHkiXtgLSIQkiomgBpLgueMo+0QCCNY90EvPCxD/75P0f2yEcDqCHtlGNNA0izrBZcjDSypdveRrC08/KNu3AT3oaX4deEdUchbIA80uR2kdcCeYMZaXsMZClhpI174kE1pJ0lQFoc68XQtkBaIWyAEg3Lxvu00KAW28n+ZQGMNLp2Ekijbal2h4+fGIkgxCPt2DHRfjz//n+FDQmk0WNI47TSsIH9knZSW3t+jC9BANiXP2ADL3kJ8JVfCTzn6g9qIO2eXSWbVYw0JEHSzhDcp0lxGxjl1RbJfqLnfpYMIC0zF/EBqLYg8THS5PcZQJqcC4zncs7YgpFmtOk7lD7fAEiTX/QgfAxP2fhzvPjFxbcQm5wDaTHmys5ljlgkSct5R9LvEAU9QrU6K0ekKoG0tmEDIdLOXKcvpsckkDb2M9KIiVQm7eRA2lbOGGnUgMqB2XyqG64iI80C0hztToi0czbTPkAGiEON0UyDGcrwsgxIqwobMIA0cfKHGKE3taSdHmnNQUg74xj47/+94k2MkcYXVm1GGiAa8gRzzNbEyLnTsIHW0k4GHK15nikPkKYYaZEGSArAoytsgDHSogiG+Sfdm25GWvBhFSqyRr7elF1r8qXCBsgjLQvxSJGfqclIs1PTtEeaHkxxaWeBkbYu9m1vKr4oOLXTAtIobGA6EWbTEeYFtuJFJ8SXn5mKe8MA5++RjDQ5UyQgjVgqXkaaT9YJ6AaR7j3r2Hs9YC0eA5kA0uYnThof/a7vEv8BNaWd8r4hyX/j1E4AuOYavBQ/g5fiDcDFr9Svdx02EMJGk9/VyiMty1Xz/v/+v8AzXvFI4ItfBNKfAADc+MC78X+/cBLvu+0+uHWuUYMMKTLEfkZaibSzU0bacb3dbhhp4uc8j9RgJpeaHNpfg5Emg3QWGTbwlKeI/8rqa78W+D//p3LTziqEDUg26iweAFnYhNPwSOOSsxapnQAKCczG95w8icGOyYpv4pGmzOEn5ntdxFK7+BBXsQI39HEmgxKgVtaZM+LnyZMAtsOknVEvxdvwNP2l8ou1tNME0pK+q2MvVsEjzXc+XUBaGSOtJ9oOI2yAzoUDSANEG7+7Wx9Is6cVagpBCeUSSAvp/2lcT4y0kMXgKiDNGzaQi767nJGmvyuEkRZFwH/7bwBe/kbg0xBMMLbmw3+uYRd7EOglf9aIJU7VSdjAZKL6BM5I+9InzyHHKfQwwen7bOCSa4C//3sAL74Vvb8QD+34Lr0/ipGGFHMKtCgLG1g0Iw2xCegBmpFmPUsuRprRJ66vA8MhUukLZocN6G3qBoru6XEuF0FakBd42FC2K5UVUU8Ex9G5q8FISzDH/3jADwK/+OHCWxQJxAbSaBFUMtIyxUhbSTtdtWKkHZGqxUjzTRbKXCLt1M6xXh1W0k5l0B0jPSE68Nk4KwBpipFG/gclz2YM3eluz+9W+6kedALlprrhKoQNKAAwTNpZ5pHmChugxmWaMUYaAoC0KkYayxEfydM9xAj9mc1I8wBpB8BICyqbkSYBVfIy4P0C3TuzYRFIO3BpJxsQkqdAoWjpnJZ5LWnnCMVBmyoHI4080si/gRhpxn65PNIaRKerz4ZKOxnoJBhp5uryZBbOSCtN7XSAW7a0RgFpcSAjzQLSKCClkpE2ZINIMGmnTABLMSvMMKhJODMV90Zp2IBncqJ3fM38UlcVGGmWtJOANAC7WMf82Anv9pox0uSLJdLOShIYmbYAZv/WNSMtFEhL00bSTu6RRl3ocIjCvj/qYWIy8L67HoBbd44b3zFBv1nYQE5AWvth3/ZFunHpgpGmPdKgHog8lROhpAikqRV/YnAugJG26DKAtNEIuOsu8Xe8XNJO9TjRd548iWR9gIQl27UB0gxGGliKbcnxJ4luBhSQZjDSrPvLwUgzgLRARpqvPbE90tSkNNBTyGakeR9R2j5fyO71zHElDxuQYUZOj7RMgwE2kAZ0xEgDDJ9joELaSXYQ5DWnpJ3V45coAhLHovHcknYWPNLmFiNN2kGYvAINLIR4pKliRoA2kEbHeBx3q7fzuccAY0Ts3DVhcpWlduaIkY9Fm3rrp8Rc49LoS+Y9e/y4msuM7tFzPjqsLI8VEyw0bGDRjLRhbgJpiTVepCCfHJFmpPH2K4qA06cL0k4Xu45KMdJoPN9yzkWfV4y0SI+bCjtRpUQAvAsDKqCDhZXFmGvFl2SkKWboCkhz1gpIOyJVCaQlCfDqVwPf/d3AxRe7v6Rp2ICc9dLqVhRHCkibTnJv2AABaWWDME7p3s7EQNPFSKMHne8ylc1Ac7U7dcMGDBBHppbNMiavk3Rxn0faHHG4tHNtDeOx+KBgpFlAmke3roC0fUztDCovI61Imad7ZzbcKPzbwQNp+ncvkPbIRwpN3D/7Z8Y21SotzNQvo4iRNi96pNHg1CUpXXTYgJeRdqmejJjSTrHv0xl5pLRM7XTsQErG3QSkkbQz1ow0E0gz94GAtN2Z9IaglXoH+838oEfaOWIgiw2kXSS++86Z8OIw2hQbSBuYbWMjRhp9SO6HvY4ggDRxvvawhmz7ROGjVHVSO+k6dSXtVMX7NxcjzdcwhABpoaBDQ2knl1VR8+4C0m58hPj7A7sPxud3zD5kjEEYI82WdlrM3za1dV+9T10w0tRElYUNzOVD7WKkqT7tIx8RP6+8snLzywakGWEDgGAkQrdZIfvHyU5eRloDIM1mFwMAvvd7gSc+UdD0BgNTaluxr4px5fBIsxlpLjzcVbRGpYA01laml5jPDO9XqFoDaew9Kj2bGGnyJ2eMl1XRI60GIy1J/GEDSTmQpl5bAJBGu8oXw4Hy/qVkhSIAANpvSURBVJ8W6ebWHCFUKuczec9RktpJjDR5bzoZaTWlnapKgDT6yYE0zkiLAAxTDVY3aa/KwgYAPZ689bPiIby8d5v5BR4gTUk78/hAwwbcjDT5bPTMhRiqSmknAJw+XZB22ow0XoqRJsfzbcIGAAak7cpxbFsgzfMw87kjLexxRlqGRDDSJnLh3mdhc4FXq7Py7/7dv6v9mSiKMBwOcezYMVxzzTV4xCMegW3uHLqqRlUJpAHAz/5s+ZdUSDsNRhoH0gAgy9REKk4jpCfFNZ1N8gBpp3+XkgQgctdWdrfazzJGmt2uRBa13iXtJMKQ/HpRDiCNBmLG4roE0qZzjer3aVWkjbSTBkvDoTrdA4zRZwNYoARISw4JI42MeeV94JKrLGdqJxkKF1lHqoZDU+tqSzvzkkmTyyPNBtIcjDSXtNPnaxZS9qq615JhwwxOUNLOuTloD2Wk1UrtJEaAxUibSUZamprnyj4faxuS4j5PxXMemtrpY6TtTgEMxX3eM1cDT54S2zqTCSCtlJFmPdtej7Q60k4XIy1xA2n29qidrMNIUwBb07ABALjmGv1714w0/v4a0s62jDTVpg9Q2PeHXNvDBs7jfL4JRvwBQEBagEfaYIAImuGhGWldSDvZsxQ6MSrR9xhABzHSEj+QphbY3vte8fO66yo3XzdsYNGlGWlyRySQNosqDOdZuYC0KO7CI83BSPu2bxP/AcBwiAHG2IVc4GrgkeZjpIVIOwHhbfbFL7oDH+z9sUGM6VR7pF10EbTHJL2hLpAmv3+WycUD8pisCaRVJrbaQFq/L3zIbGmnPKmjuAikEUinFp3QDZAWx+L02NcviTJwLK1X0lTyMQMAZDPySAsbv/TiDCMHhpEh8YYNhDDSSMXCv6ctI41+nsBd6u08bAAA1tIp9mbh7YFdhbABC0jLJjMkAL5wi3jtsuGd5hcwIG18tgikjacxZrLdCQHSoijwvAUWZ6QR4DWwGWm2tDPVQFouL0JBpVSTkUbgXFeMNLLf6AxIq2CkARpIS5CpdmuOGDh7VnkPp8MVkOaqVmflx3/8xwsgRd3q9Xp42tOehp/8yZ/E1XzVeVW1KghIq6ooEk/WlE0MfGEDYxPMQZYZSXc9AtJmRUaaknYGAGl80uxipNkyUdf32cBZXWmnkTDpIj1IIC3PIzU56s3l+elC2rm2hpHs34YYadkobf+QSzvLGGkaSBMXaGFhAw0mGz0JCMWYh++AFTYwnpcAafKmdDHS6D6yB+oR5iLRrktGWgFI84UNmL/HzA+Ksw7KTlXEBtKNUjvnJYw0fu9YyaFrm3rn9/a0tDOUkWamdu5gtsf8s3pbxkcuOi2+cyffwHhcwUgbmtv3MtIs5qtRIdJODqRtHS98lKqRtJOuSRtG2qWXChRvd7eakebzSOtS2rlgRlpy8hhuwAfx53gCAGAdO5ilQ0xmCXbBAGtbalEm7ZTXpxMgbVtvLngIWCrtJBkwY6QlZdJOeTA33yx+Xntt5ebte+ygGWkqbED63+Cf/gmAnjSF7l8czTHPtW9enKC1tLNynjYcmsBmBWDkknZWMdKqjp/uQSeQVhjziZ/URt2lsQsRdhzHog29/Xbxomfi6Wsr0p5moomgHDkWDjTnLnikVQFpIxMsKDDS5IkeyzAjFyNtmulrxhn1TYE0QJwS6s+0tDOckWaz5WaTemNYzgRK4rkKDXJ6mxEjbU6MNMmCY4tvar8YiaBraecx3KP32QL5RL8sweoGi6Fl0k4AyCR4eOs/ifddtnG3+QUnTmhG2jk976BnbTRi3x8g7eySjQZ4GGl5GCMtR8SUB80ZaUmUqePSQFrz8bb4vAWk2QB7CJDGd9TzMPPxg8FIS5lH2h13aG/bwQGvPi1ptcaG8zxXK530u+8/13smkwn+6I/+CNdeey3+7M/+rO3uXLDVCZAG6IafWg320yvtBIDZTHnhRHGE9CIpW8oTLyNtRoOqMmknB9JmZ/S+yAmubUoqPmN+hw2ctQkbcHmk9dZ0j7srVZf9TDbmFpCmUglrhA3kA81IG2JcBNK80k55PMmSAWmWtNP2KbDDBgBglhaBtIMOGyAWVIIsfNZjeaSNs5KBs5J26rCBfFou7VSTm0JqZ9juucoGk3wDyCKQJn6fZ7lxf5fN64Kkna7Uzp7PI80DpNmMNAtIa8VIG48x3WNsJeuEbV/UUx53d91VwUhbq2ADhnik0Y1A954LSEvFTuxhDfPt4+rf6kg7C2EDsgFSW2vjkRZFWt7JI/sOyiPNDhsInCHwiaIBpNk0ju1t3Ij3q89dji9gIIH789D9ewFI4w+9AaTlmIMWujqQdm4VN1dZAYy0bB4VwwbKgDSqBoy0ZQHSZpE8iRJIm9nsg4qiRRLDI43ahThuNHt1pnbysqSdXXqkhTLSCtLOEiDNBjFI1mmEHXN5ZwtpJ28HXYxxVxWlnZ430vaJTkdyfXuRm6Sd0bq9q2r82zUjzd6OwUhjVdZmcDsIQKtWwhlp+uQPUiZhdAFgBKTJdoXmI2WMtNCwAb0T1Yy0AcZYS8SzVGCkJQysbtBeucIGDCBtLKWdXxI7d/n2WfMLuLTTAaTxorAB1z3g8krrotQ55RLTuQmkFRhpDBRV19K2Czl1qsBIo/uh0LYgU8+UAtJazrlofEoLslmUmNvuStrJSBimtJMx0m6/XS+ArjzSnNUKSJvP57j55pvxqEc9Cnme4xnPeAbe8pa34POf/zxGoxFGoxE+//nP4y1veQue/vSnI89zPOpRj8KnP/1p3HXXXXjPe96Dl7/85YjjGLu7u3jWs56FO++8s3rDqyqUAaRtbZW/uax++IdFRNv97if+fupTgSc9CXjxi2tIO2Okp44DEIO7ApCW00fkalOvBEhj/7bFwgZsRhoBaVGUFzq4AiPNMZGo65HmA9JogtmbBUg7PYw02gYx0qbDLXXOhmuRMaEANCPOLjWQabk60nn1+wY4qea/qYeRdskliiG0VNJO6liRhdMybGnntHhcqpS0k8I8gLmMoabJk73irUDWDsMGCqmdAQtgNpBmMNICPdK8YQOu1E7GCACggTQ2KTX2zzofyVpfSaYNRlrD1E7ySHMl5sbDvpJz3HmnfvbTFNo8XQJpg3XzZBcG7y98IfAN3wA85zn+ffyO7zDe4wLS1nth0s5QIC2K9HWazyNxMdukdgLAa18LPPnJwqeJqg4jrePUzmaMNC21dIYN0Pesr+NR8QfU5y7DrRj0xQnmjLTSsAE7tRPaw7RtERuoVrMZRXr/rA/SJHGeg0k7iWHlknaye3h93fTQ89TSAmkkDCEgjWS7wYw0KRfm0s5LLwVe8hLgR36kBmVQF2ceOAEDKe1U768p7QzxSFskI83wR6MKAdL4fcuBNLIWyE0gLZSRZocNVDLS/uZvxM8HP9j4/BwxcNttOmwADkZaoLST252ElgHYNWCkaY808bfyUQ4F0hLd3/ZZqEEZI43aceWRJoFtY/yUFIG0th5pPCVxezA2v5MYaTFr8xosgFQCaeSR9mWxvctO7Bmfx6MfjZ68JqNPf0G9XAhBkjO9g2SkqbCBuWQzqNROswHrMWknXcuC7y6TdlJqJx1DYX4Z5eraKBlo27ABCcTN9jzSTr4TvoYyQNoZ9XsqNMZkpDEg7Y479AJo1cLyBVqthhLnzp3DN37jN+Izn/kM/vAP/xDf+q3fWnjPZZddhssuuwxPe9rT8KY3vQnPec5z8I3f+I344Ac/iMc+9rF47GMfi2/5lm/BU5/6VJw9exa//Mu/jB/7sR9rs1sXZNFD0JqR9qM/av591VXAO94BAIj/VrzkBNJmMybtjBSQNkWvRNpZzfrg/7YFOcnkjDSigFOHG80BC7iz5ceuxrxuaqcB4rgYaaTT94QN1GGkjYfH1L8Nh0BvL5CRtqweaTYjjQYUiYeRduWVzpCHOBbnM8+XAEgLLamFSqTvGT23ZUBalDFp51R6OlCaU5oiwUxRv9VkU3oaRpgjR9wpI61qAYyuCw1+s7lOs00wQ1RiktI0bIAYAeRRY0s7SYJG5yq15amDAdawhwkGJiOtyuPGFTbAUjt7tsGV3NZJnMGdOIUzd+aqHTQYaXIxpL9Wce6/+quBP/3T8n284QbjPbY0VzDS9KCRSzt9jDRq53jZQJoRNiD/kUs7QxZVjfrO7xT/8TpARlozjzS9u2XSTkQRbtz6R5Dq5zLcio/L3d+RUh+gQtrJgLQ81+zerqWdtarXE42+zUgzwgbEszsv8Ugznt+HPzzoBlo2IE2FDeRy3ylsINLPSEjFMYCMM9Ii8QC+4Q2N981OYC6UBaQVvPpc+4h6qZ0hHmmAG0izz52PkWYAaadO6d8bMtJm89jwAw1lpNWWdlI/8eQnA7CAtM9/Xh0LpYKbHmlyW3O9kXitG2mnC8yMrbCrckYatQPib+WjHAyk6W0NeyYjzSvtlIuPU8VIK5d2NmKkTSZeRlqCDFuDCW7bZdddMdLCAz1cxUkKw57oI/mtRdLOL5wRqOllpyzLnosuQu8B9wE+BoxzfXHtaziENvws80jrGkhzM9JMIM1m8iWua1kjbKDASIvmaqxLjNJeZ4w0aSvEFiALOxEiEfE9zGmKHqbIkKrxCAfSMiSSkXZp4StXpasVI+31r389PvGJT+DlL3+5E0Sz61u/9Vvxspe9DJ/+9Kfxute9Tr3+pCc9Cc997nOR5zne/va3t9mlC7Y6k3aWlCHtHI9xC67Ez+LVuAfbhkdalMQqtdPJSLPDBkoYabFkwwyxhz6xbRweacRIK0yQUWwkCzReiP6OQK6ysAEXI41HrStGGk2urGsR5JE2zYC/+Avgfe8DAIyYx1J/LanNSGur1++8mEeaMf+V90EUCWYhIO+1K65wAmn879YeaS2AtFr+Y5EwglapnfJSlkk7DUaa5ZGGJDGAPM5IA7RnSBtGWnDYQGz+OwfFjPapZESopM95zbABYqRRQiSFDUTmxIRMXAvtRL+PNZn2VIuRRtLOoXifndrpYqQRkAYAZ+7INDif5EVpp+V/2IVRr9389XrAWl8DafOtY2pbNpnFZqS9613Af/7P4ne6XlFEjDTx4TyHajgbSzt9xRlpLk3YojzS0rQZI03ed5NZrHbXFTYAAJcfP49LIVhKgpEmXudAWmGiblF2lUSDMdIOTNrJP1CQdjJGqcVII0DWC6QF+KOJbbh35aBK3boEpBEjLW8p7exgslMJctvSzhYeafsh7bQZaSR8MdY5OSOtpkdaV9LOSiDNbmccQNrezbfh5973NfgYvgKjvAik0fM/netrFg+6AdJcjLQEdYA0WnwTfytpp8eX1S7eLgyqGGlyR/iiLgBMCQzxMNK68kjjQNr2mngICtLOiD1jDZ5r/lxS+xmz65FNhJLo1rPiYbr8XsWFv94D7gtAA0pxnBduQwWk9fulQFrXixcuj7QB7YtipJknjsIGckT6nrBVDoyRRovUpYw0Odahe6e1R5pipE2NfSgAaa5BGqz3AP72jFlUGIw0Hjbw8Y/rlPADXnxa1mo1LP/DP/xDRFGEZzzjGcGfIcDtzW9+s/H60572NADApz71qTa7dMEWTVQHGC8MSDOknXmOn8EP44fws/h9fCcwnRoDddJez5AWGGnkl6eSQMqknXKlU7HRAJORptht8v2OBqwo7SxuR+IbYn8sRhrvaF2MtGg4UD4LipGGiVjutBq5ICDtr94LPP7xwE/+JABgb3Bc7U68Pix6pHmBNLGxpfdII0Ya68zUoKMCSKNTfOwY6ldnjLSa55cdfxAjzRE2oOQSaWoAaZyRBnAgrd4u8goF0hRYZQNpzCOtir0TlNrZK+6A1yPNosQTsFUYmEtGGkAeaVK+UcVIk7OOwSlBj1CMNPJIi/2MNAA4c/tMg/OYaD2rAtLMj3YCpLkYaXL1fg9ryDa2vdvijLQ8FwSxF78YuOUW9hyTpIcz0mbmymrtsAH/wYifPkZaCJDG31+DkUby3JM4U5uRtjvR7x/2+cxb70t0/Bi+Gn8JALgan8JA9k8EpMVxXpSO2QCV/HdD2tkBkHapWKDGiRPl7yuUZ+XDFTagpZ1FIM0AgwP80YDlY6TR9nPEyBCrwcOMPSMhVfRIa399Kz3S7LCBmh5pcaxvgabSTroHiVWWpgJcS5LiEDiIkdbCI00v5GiAHHD3Va6yPdK87Ty/GBdfrEBkDij89099BV7zwW/HD+AXMZ6L7zPDBqiv5ECafh4vuUT85KcjtFz+WI0YaZbSJJyRpt/X7zHAyJXaKWNGFSNNXjdafDMZad17pHFp56XHxdjj+HHaeXHd1mMttWzSR26vzxBhjosG5xBNCUjT52g+zXD2LDCaiWO+172K39GTrGcCqpKkuC9DjMQJi2MnM5SOSx1fR6XIHZyRZgFpdttEgog5Yv/iEgPS1OfKGGn2elYg8Osr+jwtyHo90spuioCwAReQliBTNjtzxMD7319kxK3KqFZDic9+9rMAgG3iWAcUvfeWW24xXr/qqqsAAGfJRHNVtWrfGWkA7oFAL85hCxiPDXSf+3/YjDTVSZK0s2SySit622D3RZqqxlEx0iZyguwC0uywAc9Ac21NTKLLpJ0sSFPXYIAeppiibzLSHAbgQdLOO6We5/LLgUsvxblnvwj4cyll2Nw8Iow00dnNZhoMTRiQZkgVrrgCs78Sf9uD6z/4A+COO8SYsna1BdIkWGyb6YZsV3mkBQBpcaYZaSpsgAanFpCmjM9tIG0fpZ1FRlputk8lvXFjaadK7bSknR4gzSXtVPLMMcTEFo6VSrse9zjg6U9H/5pnAj9blHamkeMgBgPVnp29SzPSehmTVUiDmoIXSQcDGRczp9/T0oRs85h3WwSk5blgdXzpS+Lvs2d1c0ffb4QNVDDSGh9XlUfaAqWdr8Qv4BLchu/AfwXS/xT0Mbp1OZDGTbGNfd/exs/h1Xgc/gLfid/HLw1+FYAOG0iTvHjibCBt2Af25PPkM1ZuUA98IPC7vws84AE1P+hhpBkM8wlJOyUjLU2A17wG/fc8Angvfbw9I+2gJwX8FMyQIpH9ussPtKzscVkX0t3DwEj7vu8TC2jf/u3i7ygC3vpWYTNpT0k680gLYKTxQHtiKldVbY80APimb1If5ONKOrb34VG4jzyZBsBFTSZnpK3pN7z85eK8ltlu+soJpNkeaZ6UeUCP3ym4rC4jrcdYaAMGpHkBsH4fKfVNcj4y3SePNM5I+/nv+CBuOn0/fMM30IF0w0i7aGuCP8KzcNETbwTG36O/SyaaZpPMALIHJzcK30HnYfyIxwIfEvMnJyNNHquLkXbVVcB//a/Afe5T/xjKSvUbeeQF0grjVwakeRlpp04hgWkE62OkLRJIy0bESGsApIUw0hiQTPeB4ZF2/CRwn2uRfeFewJcPfvFpWavVaenJG/UjH/kIrr/++qDPfOQjHzE+SzWXPdzxriHrC6T2A0gzGGnQk6I5YmAyMTxYyoA0HTYgfpYy0lKLkdbrAVFU9EgjxpLDD6wo7fQDaQBrLCxj+CzTjDMXkAY4GGlWBTHSJOsIP/3TwPOeh7PSV3ZrC8CxY+jB9DHwAmlEp27ZqHdegwFSCAmbSO0ULzdhpD3uce32Q1UrIK0mI41JO9UqUIm0M8odHmkkJ7WknX1MBNohbzTyamjDZCqGDbifn6K0U68ud8lIcwFp5NFDk1DNSDMHIEmUG3+rsoC0YI+0zU3gLW/B4F3QQNp4jNlYeqS5GGlpim3Znp27O9P3NgWUbGyoE7EQRpoDSFN+RdEAWV80bq57khtQf/KT+nd+vRQjjQZjy85IawikncKdeAV+pfgdJUVs6N2plkoYK998348dw5X4PL4fvyx2TU7KiZHW66F44myml2Sa5HnUadgAADzveQ0+ZKeBy3Iy0mIJpEUA/uN/RP/fQwNpfELxlV8ZtGn+7MRxN89Sm7KBtAGlB+b1Vv/tsIEupLshjLQBW9xsAqS1ZaSdOAF8//ebr/EcEl61GGlRVDuYRAFpeay8hvoYG0yvsgr2SOPbl7JOwJK4SS+r89jCx78kDtgp7cz1RuKhbhtPniye19BySjvrMNLkvmWSWa6VJmHb50EGffa7V5LZ76O3S4w0UtEUGWnJAqSdnJH2gPvN8ABu/0lhAxFjpDUxek9TPBNvAU5v6Qet10MCsYCdTTLENP5GhvhEUdpB12t0w1cDH3Iz0iixk+06bV5VE2C2qjgjTYUN2Iw0a36pmcBa2ukOG7jHeMnHSBPSTvO11h5pNH+W48jWQFoNRpqQdorPzq9/JPBnf4vZSwD85sEvPi1rtRpKPOxhD0Oe5/i5n/s5jMfjyvePRiP87M/+LKIowkMf+lDj3z796U8DAE434ROval8ZaU4gbTzWNNlUA2mlYQOysywzqqVtKkaaRdedy5Q+HZNd/A574uAbaNIksSkjDbA80qygASCQkSbZdWQCQkF+29vifwVG2pp7xKmlnUsGpDGPNMFII9CiaHCsGGkeIK3tfgCQLvT1ewgC0mp5pAH1GWncMNz2SHMx0jb0quJCPNI818D2w2jikUbH5UvtjDB3M9Ikc9VmpNmD4jQmRpr1BRxIG+V6sFzFSNMfF5uVqZ3TsfRi8wR9bKeioTh7D5O9zmTjwtrvRTDSXNhLvy9O9rS/rkFEx7aSRE/KPv5x/XqWFYG0qETa2ZlHGu1kCCOt49RO73eUlGKkTcXnjaAB+3ssWs1ABk9Qamea5MXt2ow0NpHvkrHUuHweaTSB5kBaKhkF8pw5PbC+4iuCzZxCgs72s/gtNGNr2tSGhe4jtZnaI20fGGl22EDJYihQDqTlufkIhDLS6lQQI43CBrhhrl2VYQOJTuPFyA/ee/Yvr2I7cbq3oi+x44tTBSgAwDQT73emdrJ7LhqE7WdVBUk7SxhpMUs1BpiPcjAjTf9OLGuggpFGY9GMfK78jDQuEe3SI42P2fjG1wgUQsM2i/ePahDW10FQ07keW2NWpHKCAWkj/ZV1GWmLqiaMNC7t9DLSjh8XKaSsyhlpNljXkbRT3v+ZvbjSFZDGGGnO1E56DgMDYC7UagWkfc/3CKroRz/6UXz91389/vEf/9H73o997GP4+q//enz0ox8FALzoRS8y/v2d73wnoijCwx/+8Da7dMGWMVElF9aOy5YQUIdjM9LiREs75zIYmZf2SAuQdsoH1wbSbI+0bFYSNmA3fJ6VHWpr7LABboxfBaQZjDSHgUwYI022WrJTI7Xz9jYkIy3QI00e5zJMGozypnYyqQG/11hqZ6cNOSGnoZNnq+i8Jy2ANHpuSz3SoAeXBUaayyONATGKkdZicmUPMnzS6LKwAYOR1kLaGSF3jmCVRxoBaR5GGrUPhfM9GCiAejyaa/lGFSNNf1x8Vko7NSPNLfvdSkVDcu5srgey02ogrRuPNPNvwUgT52/S21CDJt+2aMz/iU/o11xAGt03IWEDraWdnJHmA886ZqR5v6OkiJG2M+nrzRkxfyYjTVUUoW8x0tLUen8UFS4aZ5poD62gXV1M+aSdtDDGgLQ5Z6TBvDQKuAn0RwPM4z7ooAGgyEijqi3tlKeiS6C0kpHWUtoZx+bjyFlpoYy0OmWDGBQ2YABpZA5WBsz6PNIYI1ql8TYA0uz9LRR93403Ggu1qt+MUgUo8HJ6pMl7LsIc0bDZGMi3e3yf6jDSDIk36k/geww8S9NcSULLgDTlkZaZ58VY6KH2CTHmdfyiWgNpLRlpfKOElAwG+mUbSHOYDbuANPt+HWKknpuy9NyuS933DEgbYCx2MqL5pXmh5PqMBaRZ5zaOC0y2Mkaa7bvdlryg8E95Ly5M2skYaUZqpzxnBcXXss0ll6RanZbnP//5ePOb34y3ve1t+Ou//ms85CEPwXXXXYdHPOIRill2xx134EMf+hD+9m//Vn3uqU99Kp7//Oerv++55x784R/+IfI8xzd90ze12aULtg5S2kkpnpwmyztLMlClyqmTJJunEkYabdOQdqLISJuplU4HkGY1ksHSTouRNpt5gDTWGRuMNAegGcZIkydGfp6AtK0t1GOkPeD+wN8D6dVXOf/9wMrHSGP3Aa3wZC98MXDZZYtpyC+/HHjFK4Arr2z08d5X3A8AkByvCVw7wgac/aGUMUcSeM5z7pHmBtIKjLTjG8BZIL6q2TECxeelipGmgDQ2KK6b2smBtDSaqSS7GHM3kKYmMgnyHIgISLMGIMnmOrAHJFdcan7BYICBDACYtGCk2R5pPS8jTTQkZ88yRtpUovD7yEiLkSGOE8USmKZrlZOXjQ0xEQ0F0uZ5vHhp5wF4pHm/o6RoErs78zDSLI80VWtrGAwcQJqV0lnY3pZuCxTQcoCENK+0Uz33jrABByMtvfJS4EE3Af/8nwdv2ndbHFRR4Fqe60VJQJvAB0s7Yzu1s1tGmhN4tRhpoUAa/35+C0yneky1CPaDj5FmiAYe/GDgJS8RP33lY6RJRjQH0gYYByO2wUDaTTcBf/qnBe2lZqQlGGXlQBoBBOp+wTwY8Kuqth5p9nVS474GjLRemiOO5RqLK2xA7nCBkSbHGj5Gmr2vpRUo7SzM2Ujame+qlxo9D3yhiTPS5Jgjm86RBzLSFGMp1ms2dAzDS44DP/IjfNeb73ONUufUDhtgF88ew6WUJo6Iqag8Y8op/5z4afefSZwXGWltPdKYNRKgPXtrAWkhYQMORlqCTLXnK0ZaWLUeTvzRH/0RXvnKV+LXf/3Xkec5/vZv/9YAzajyPEcURfje7/1e/OIv/qLxb7PZDH/8x38MALjhhhva7tIFWZNxDiA6OGnnZGI0Sny8wanmAJd2ypXXACCtmpHml3YWwgYaAmmckca9glyMtB6m1ptEBTHSpiaQZkg7HYy0dM09WEtOi+XW9PRJ578fWHlTO4uDlPlrXqveB3Q8AYoi4Jd+qfHHexvSQ+9YzeeNeaTRoNt5XDJKNt4TJ8jJSLM80mwgLV0X++jyvgit4iDf/fwUgDS6hi1TO9NoDvl4e4E0PpGbz4GEwgas2PB0YwDcAaTb1gqwJe1sxUgbjzGbEEPWA6T1xYU/ezbSScDESGMA/KIZaYIxl6jtTJL1ICANMIE0fr2ojVPSTkT7y0jbD4+0Ckmlr2jXdqcsTS+Ekba2pnZNhQ3YjDQXkHZcT4yWCkizpZ3cT4/CBixGmjFBO74NvOlttTa9bNJOQOzHdGpLO+sxyem4ugTSaqd2tgTSOCNtEezzII+0OAbe8IbyL/IA8y6PtDqMNPtYvcd+xRUiUcEqPTZPnIw007vMlDDGmHdG0XRLO+sAaRKwIsuWVow0c85SzUgTG3Ey0mRfxgHvfZF2ciCtDSPNlnbuaWnnvAEjDRDnh75y+IiHAC9+CH19YfOLKhcjzQbS7LZJq6ViQ0VlV9qPwfMG6CujSLA4lQw7mhcWlwvWITWrCKQtnpHm9EizAe0l6TeXrVoPy9M0xa/8yq/gQx/6EF72spfh/ve/P/I8N/673/3uh+/93u/FBz7wAfzar/1aIWjgoosuwuMf/3g8/vGPx4bdoKwqqCZ7olXez9ROX9hAnESlQBp5H80cTCTfNhWQRuAWl4KAP+jFlYCCR5qHZVIHSAuSdpYAaXPEwUCaIe20GGkppoj6HiAtoK09kOr3NctvmgtfHJgdnj3oWMaGnJqx2uAGk3Zyzxhnra0paScPG1CT4Shyhw203UdWRWl0+fs0kEasUX2coYy0PGdAGpNHeqWdrA2ZzaClndYARHmlOaSdCkjbm9dmpNHgUTHSpEeaj5G21RfbOnc+Uvd2byJHbfvISCPpaU+ynabJoMAss4uaNR42ECrtzNgkpVOPNB+QFsJI4+8PZWY0ZqSJn4qRlu/qxi2KTJTLA6QZYQMV6BAH0pZC2kn76AkbyPKYMdJM4K+tZGgZgTQ6DXRtcmiWfTAjzfJIW+bUTv6dXCJmjH8WIO0M8kgLqSpGGrqRdtZ9RrW0M66WdlLCNWekddQouMMGTHuD3qBkvJ/oMQPAQNXAe6HH5Hg9BqRlSBTw4QXSpC0EhTC4GGkc8A46ZWpgMDYwLcBipC0aSLOknQqwnGR60a+GRxr/CZj3135KO9Xhza2wAc5IC5J2OhZn++bO8/uBy5XjqLi43GvrkWYDaXkDRlqIR5oPSFt5pNWqzm7za6+9Fr/yKyLBajwe4+677wYgUjgHDT2IVhVek1EGIEU/mvnR55blk3aWpXYCGkiL4xzzeaQ80mjVqYm0U2m47ZUrFyOtaWqnPI+NwwYcjVeQtJPwbcsjTad26jeXMXxs8GBpijHSsumcMdKKQJrdkC/Tsfg8EyprY8MAv4CS4xoOVdiAyUjTb0mgO/WCtLMDIK1AZa9gpNmmrFke6cCoGh5pBLhzn7EqaScg7xU5KqAEPNon7/jDAtIUIy1w8MrDBvLxhDHS3AOq7YHY1tnzEaZE0plUSzu7ZqSlckDYl/LwSRwm7QT0wBqoChuIgdlMMNPYPnTKSPNJO/nodxnCBuTbdmeSkfaZfwD+5CPyH62TUJB2ys9S2EAKHZSSZc7jOyyMNDov8xyF1M7SsIEatYxAmo95wP+tqkjauf+pnSxsoGQMZ38f/7vfF+3IfjLSZjPgnnvE350BaRQ2kLcLG7D3N7Q488peuAYsaacLSOuo2jLSlKeZ/Iga94VKO9np7vX0Yp4XAOM2I3KsMJ37pZ38e1p7pM2EisjJSCNpZ3ZevVQV6OEsn7ST2tvZHPOzuwA2xX4cK/o620AanT9ft3kQjDQA2IOYb1VKO3vc707OWV3STst72lj4Y89MEs8L48S2/UtqPaOFsAF71dpVIYy0mmEDy9JvLlstZG1yMBjgkksuwSWXXLIC0fapFCNtGC9spGxLO+2wASXtjM1nmDp2SrBTq02UTtX3NwY+aWdBw03pPo6VgKLHU2DYwPY28K/+FdKve4LYX59HWgNGWqm0E4l4o+xcbWknZ6T1MPVOEJcWSNvY0IOXnbFmDbH7QIEwh4CRVnuw8MpXIn3k9cZLZUAaZ6Tls2IKJ1/x3R9GWljYgBqsZfUZaaa0sxpISwZMGjWDGjQ2YqTtzPSktBd2cambyxFjNpphOhHXxxeDvj0U+3d2J2GMNDloXjAjjbeHvUQy0p7wWADA9PSlwUAaL369FCNNnrscAGazwiSkkvUSUvYM2f6ypfNIEz93ZmI7A4yBv/978aJ9EioYaWqTJQ29i5G2FEBagZHGpJ1y5Wg+EJ3sUWak0X7QWKoZkCZ+KmCkCXPFqspnswOPNEDfBvvJSLvrLv26Iw+qvBYUNhAs7fQUH1cSI+1i3Kb+vSxsYFFAmitsIMEMUa+s/7e8j1VfFHZPc0Za2mPKxhIgTTHS5DM4Yz6e6jNNGWllQJpUniTIikDHxRcDANbP6WvYqbST9mU6x+xuMe5I4SZh2B5pVYw0zjTdL0YaoPvFgrTTml9yjzTNSCs+cMnQ7KNKGWkFp4eWjDSLqdzIIy2EkTYcusMGJBvPnn+tGGnuOkiS/6o6rMlIPLj9tcXd6fQQ5dI+1Bc2QGaU1JhQ2ACtKuUKSJOT3JJBWEHaaXukScqrSgB1HH5jRhoA/MRPIPn6rxXbqstIcwBpOua8jJGWiMm0HB3Z0s4CI+2wAWn9PlIySD63p++bC0Xa+XVfh+T7Xmq85O2gQhhprFPvYWqmdu4jkOb1SGNhA0080no1pZ2ckWYPQMqANAKoJ7uzUsq/q/gEYjyGknb6BlRbA7Gtc7uJ9o8bV0s7O2GksetH57Z/n3sDACa9TXXe6wBpWaYZhMWwAWEgb4ME+85IWwIgjSaEipGGEfClL7m/w2Kk0e4rII0mjd6bGohPHle/K3D4IEd9Po80Lu2UaoZ8TfSfiwDSliG1Eygy0mozXmDK1wA4/X7qViUjLU0x4B5pJYuh9vfx71TejI7UzkUx0kjWeexYg/uoUtqZLDa1s+Lz3CvqcXiP+ndXmqbySKubOl5SLjYS//7K/l9J9UylSeh14mw3wUgTv3ufK85Ik+8hrzSDkWadM/5aadE9Mp8byhaAjeVcYQ+XXw4AWJve497v0HJJOzmQhhizM2KCkca5c5WlzCONysbf6HD2k5FGTG075COEkeYMG7CANJORxhay4zkSexstjzu1AkEaSTtDwgYYkLYKG2heKyDtiJQIG1gskMafyzliv7TTGt8rRlqimTWApm+XsT5uvBHo9+Z4BD4kXlCMNNNLQYUNOL4q1CPt0Y8Wx/iIR5iv876oFiOtStpZxkhjhuOV0k7PrOCGG9zHswyVygHP7PxIs4bYfeBNb1oiIO0rv1JgpTfeWP+z9n0aykhTHml8osNWlPeDkeYDootAWtEjrVHYAPMZ8zLS2ETOYKRZAxDv+KPfdzLS6oYNAMBoHGE2JUaaR9q5Lm7os7upvrf3JPV0Xz3SpJcbY4bQoMl3z/iANK+0E7GTkbYvHmn7BaQFXhiaKO5kzBiZgLRARpoOG4jMz7mANBYysszSTuWNlEcaSJMLUReEtDMWF5c/I6H7SNdTXd/98EiDGJep93TISFsE+4HSOb/0Jf241ZZ1AtVA2qJTOys+P58Do1g8N48fvheXXQY88pHmM19gMO6jtLNsvCr2jdoB8XftsAEGpKVpVA2AuRhppJRx9E+NpZ2AChOiuUo2EQeXICv2TcMhcPo01rCnt9dE2sn7R0KrBwO1mJYhwewOQdH0BSPV9UiTmyi8ZxHVhJFG98gcMQvIK55bO8TNZKTpxd0kzgtj4rTlQk3Krg9QtCipzUjzSTvX1lZhAx1UJ0Daxz72MfzgD/4gbrjhBpw8eRK9Xg9JkpT+l66uSKc1JiBtY3HnlXdAGRITSBuPDWknoBsDG0ijh3PuMJm362d+Bjjzwc/iYZDyF9nhEBXXZqS5bqsCI83DqHnRiwRo9fSnm6/XAdKqGGlhHmmJwUYwpJ01GGnf/u3ieJ73POc/H2gRg2h2fsQYabrhPwyMtCuvBO64ozroy1V1gDQa6HIgrZSRdsDSTuWRxoyDlaoAk9LOX4Vx1ATSol6KmAIseNiA5S3hJe/EMQaxHFDsZu6Er5JKEj0QHY9yJe30MdK2N2Rq6zTVSb/jorTTxnU6Z6RJaSdnhjSRdoaEDRwII23JpJ3ESJvMZdhAGZDm8UhTYQN0OIFA2lKEDXiknUZ4kATS5oPFMdKWpR9RYQMb4jplCZt4N5Z27gMjDcAgZe1yhQS+zCMN0OMftrbY6TW63/2EjHM8Bt79bvHaIoC0GdKDZaTNI4wGxwEAFw138elPA3/5l+7vVvdLh4w0p7TT9nAtubC0b0raOfOP613lY6R5gTSeII8UGAwwlds0gBPrnBW+x1f8Hvn/fg8AkN12BwDhTwZIdpPrgl9xhQGkdeqRlmigJjtzt3ir556zpZ0uey4fI23R7Sy/BpPgsIFAaee6+ewawCp7ZlzSzhL1clBxRloO7dunbqcFSDvLgLQVI628Wve4P//zP49rr70Wv/ALv4APf/jDuPvuu5FlWSG50/Xfqror1UauL06zwB+ibhhpEngrGYRFEbBx5UX6BdsjLbfCBhxfVZR2+m971ySR2wzQpNcHpNF+tPZIK2GkJZgr0KBqhW9ZQ3DTgRx47mhJsCu1c9lXRNbXmzE8gj1RGCNtPvd5pC2WkVYIG6gr7cyjVoy0EGkn0lQHWBhhA+bqctn4YyBBpfFuVowbD6jhQFyT0STWjDSftHNbn0OJGxwMIy3xM9LqAGkuj7Q6jLTGx9UFI42/PxRIs+/hUI806zgHGANf/GJxP4AAj7RqaWd04rj6fakZaUoGHCsTq0VKO5elH1E4sATSZusaPA1tswtAWgdhA/xW9O3HoEceTzNEFVqmKkYajV+pn7f3oW1FkWaOv+Md4ucigLQcsVps3U+PNGUZkgOjvhg7DodiF332AIuQdjoZabHFSCuVdsrxPEk7yWYg0B+MJ4KmvajwbIj9YR+4731NRlq/7xxrNpZ2pqlqwJJ3/xkAzUTL5KKo91pfeaXJSGsCkPPJC5d2Er6GBLM7z6pddZXPI61s/Wm/pJ2u76/0SHOFDTjmhOm6eVA+jzSntLMtI62vgTR+z/XtxbN9YqStwgbKq9Vpecc73oFXv/rVAIAoivDoRz8aj3jEI3Dy5EnEB7rseeHVZCoevP7G4oA0W9pphA1YHmmAH0izGWmVK6jHjolWbKpBo2JqJzFAHPsdGDbgK/pOAtEAP5BGFZTaWRNII0YaIACTEdYqUxCXtRSQtjuGK23MFzZwCA/VWcHzcI+002AMLBkjTQ2gfYy0QCCNAPcQRhrSVHmQlEk7SzAHDNIMmFJqZ8/Yn5Aa9uc4v5tgPGHAoedQ02MbWMMu9rCuAcORBNLYs78QjzS2sk1AGmekNfVIo89RG6cZaVGBkRbHHUk7XYw0/sX892VI7bT6oiFG2v28jJG2vu5O7eSfcx3f8eOIkUE49CwBkEY7XQgbcHikDUX/eSFIO6frEkjbOAacE8cXep1sj7RoP1I7wYG0rPKCVHmkUXvJSPqdX6NHPQr4kz8B3vc+8XeXQBqNZwA9TjwIRhoA7CViIWaw5m5UC8DrghlptTzS1OKb3EfyPg4G0qo90oxzfd11SHGzfs9goPvuCo+0oOczisRJGY2QfFkwj9WchcIGfNf6iiuwhn9Sf7YKG7ClnYyRpjzSKoC0OtLOg2CkqX2pYqT1i0Cai8yRbppjAS8jLS5em7bHTcDcDKnyGAdaAGlBjDSRIlsm7Twq86+uq9Xlfv3rXw8AOHHiBN72trfhsY99bBf7tKoGtd9AWkHaaaV2AmwlQwFp4u86jDQAojM6dUqs3FtAGn1HWYcb6pHmK2o8zp/Xr1UBaUGMtDJpJ5tM29JOQAxIRlhDCjbyPESVypTF2e5UM9LYbcD7fwNUWZIJUNtqIu2cz5kcgE8K7dTOzRPq7wMNG2CsQoORVtIbOxlpSRiQpiQaXNopB63BQBqAyWjekJEmfnJGmve6bm9jC+ewB91GpLsSMV84I40DaZI5twCPNEp+msME0ggkWBpG2j4CafaizhAj/Yd9Eno90dHs7ZWndpbd1MePKyB+qaSd1r4a0s57hMF216mdvtviIEvhwJKJlq1tGq+HVCGFsYOwgRCPtEFf+tI2ANLsMeKiGWmAANIAPZZYBCMN0PYebYC0us+oYboeSa+o9fIFr0UDaWo8YC/0lUk7qR1QC+Q1pZ0WI61SknnddejhDwCEMdJ0G5ojCkW6CUhTYQPyGCWQ5k3ZveIKrOHd6s9GQJpH2snBd5Xa6ZGOLnPYgFNZYHkTFhlpmimvgDTH4kOybh6Un5GWO4C0dosZnJHWGEjjN7pvXMMYaaO9IpCmEmZX0s7SatXjfvCDH0QURfixH/uxFYh2wDWZiUs52ArruJuUT9ppp3ba0k6V2pnWl3aqOn1a/LSkncQ4KetwbeCsbjy8DaQliTUQ9zHSakg7+QDS9kgzpJ1pCqyvq4TBXsQ+eIgqHUpG2t7EmSbHARV+bo4qkBYi7TTCBrhHWrzPjDSPp2FR2kkrf5EOQwlkpOW52yPNK+3s9UxpZ92wAQD9nthHwUgz2bUhNWDSTs1I80xStrZ0EjEdwl41kNa5R1pqMtKaSjvrhA24BuIL90iLIv9G9pORZr3NANJc30HyTpbaOZftZYGR5vr8iRMaiLf65wMp6hOtmZeWdkINEMoYaUdO2imBtNmaWECr8zwcmEdaCyDNJlG6GGldT9oe+UjzbwogqFU+IG2gXycgrU7YQFfSTgDYzcVzM/TMBRbpkeZO7dSvhUo7VdgALYQFM9L0iev13WEDxrl90IMUazyEkdZoMULeJwpII5BwRoy0MiCNhw10KO2kRU6e2lkBpNkLbCGMtEUDL67r0Mck2CNNkT8c14AnwQPW/cCeGSeQ1lba2Ssy0owhTB1G2mDgv2G5tJOAUmSqPVt2a51lqVanZVdymL/6q7+6k51ZVfMiIK2/FTgRaFC2tNPnkWZLOye2tJM6ydxPqy0UAWkqbIAG3hYjzdEgFsMG6rXuNpC2tmZNRhbISJtMdP+nsLVjx9DbFR/oxYcTSEuG4jrO9qoZaRcCkNaGkZbY0okD8kjzhg0glub7kRxIl6V2iZ91wwYK0k7FSIuNfSplpA3F/o73GjLS5GByNE30wMNnEOwA0tIdwcRZNCONT7RtRlrTsAGXR5qSdlqMNNc16ISR5tKk0oH1+34EaVkZaYBo9L/0JYORVtiFMiDt2DHVfiyFtPPlLxed3XOeY7zM2woAwHCIeSIO0MVIOyrSThU2IAE0+lmLkWYDIy3ZEEAYI60v78cUs9bSTiLLLFLaefq0CB34zGfE34tipNE4UTDSwtC6LqWdJP0efvd3lL530R5pCnCpwUije5n6bRUiFmi0zxlpHEjjjDSj/ev1kN73CuCT8nwMBqrvLpN2tgLS5JxFjeV8wPcVV2Ad2k+mUdiAV9opX+aMtL57P3wB1csg7Ywi8R+RM4bYE9AYZ6QNzJ1wSjvdQ0rv34kdNmCBnG0ZzyqMjQFpxhCmDpDmk3UCDmknVmEDDarV0tVll10GAJjQA7qqA6tJJu7wRQJp/CHKkJgeaQ5pZ6EhImmn7ZEWAqSdOiV+EiONmbvmOXvQHYPIYthAM0YaSSwL7VKSFJhhXXmk0TYBpvbc3maMtEMq7RxKNuNo5mSkqRWzC4SR5j2utTWDkabDBth3LThsAIAKtwDqSzszJCrFso5HWhfSzlkdaee6eNN4r35qJwAMJRA3mibOVW2jtrawhXPGS73daiCte0ZaUdpZxyON9s8p7aTBmOwfyhhpjY+Lr7iXMdLKJFYH6JE2wJj/Y/EDjJFm71qQtLPfV0DaUkg7r7sO+O3fBq64wniZJpPKR+/4cTU5oj6TH/+RY6RJAC0bWrLdgCp4pHVwgYMYadKPqktGGu/rF3GfkrwT6Ngjbahf390RN+5+eqRxcGhvJL5s+NU3lG5rv6Sd/PtTzCqANHOBvDYjbahPXOpgpPHgA/WZa+6j39Pvq3uxVNpZ55z5GGnS/qHcI60lI80j7TSAtLOCQpl4gDT7crn674MKGwDMZ0ctTJV6pDmknY5DtxcT+DNmMNKS3DGebyvt1EAaWSMZTUkdIM0XNCD/TTPSGJBGthyrsIGgatVV3XTTTQCAv/qrv+pkZ1bVrPJcx+P2j5Wgzy2LNyR1Ujup6LnW0k7JRArpICxpJ28c53Od7uMiu9grtHWlD3QcnJFWeI/VQQdJOwMYaSTrXFtj5/PYMdX4HVZGWromLtRsNHMy0njYwCJXqQ+qfM9GoRgjLc85I03f04uWdgJQYB7gf35syr/yO0GMyXiu96+mRxp/tiJfVDwD0rJZrh4o2yOtbPwx2BAXZTzKmzHSZLswRl8Bh95V5O3torRz527xy6I90npFII0zQ+p4pBEekmW6XbelnTkiYDwuMNJCWC+VxScKLkdcegDKloj5+xee2tmAkQaUA2lljDToQf9SMNI8xdsKAAaQdiFIO6cD8cw3k3ZaHmlNJtyF79S/+4E0+e8tPNJ8jDR74tpVUXIn0DEjzZB27j+QZoQN7BV2z/ndGhSqt62yahs2oBZQKWygBZDmYqQ51+C+4mr9nkBpZ63rQ0AaLRZItp2SdvqO7d73xlqkF1oWIe3MkGB2j2C98cAMXnbXWUfauR/trLEfDiCtwEjr6XFJmd2BL7MIMMfccVQcEzdiD/LPexhpeqOOi2BXCCMtSdCLZVr9RBJbMNeKr1XYQFC16nFf/epX4+TJk3jd616HL33pS13t06pqFgdh+tsl6HMHFUdaJmIAaY7UzuKiPUk7tXcSAIV+l9a97iV+SnCKU+mzDJhlEoxxhg2Yt3ndDskl7bSLs2YAybzpkJHGA9xw7JhmpMWHlJG2LoG0cVaLkXZUGvI60k4Csbi0M+LnigFNImxAAzGdMdL4ClwoIy3Wk+NQRho9HzxgopfoezzG3DvqUdLOPf0w1Qob2BQnazxCM0aaTEkbYYjZRAKHvnmUS9p5/m7xy8IZaUz+YjHS8lxPakMYaQSklUk7qX+wwclOpZ0+RhotZrj0qFT76pFWE0gjI6ft7WaMNOhnl/rrZQTSjHsFAI4fL6TAdintXLqwgQ3BPMw2to3XQ4r6Ap1+3b6RCAG5SQq/CEbaovr51ow0fuOwB5KPYXcMaWcYkNalR5qSuXmmAi7j/K7KGTYQhwNpKr2XwCbZf5Mcr6oMRtogLYKGjkej9+BrABSlneVhA0G7I0r258kjrwfApZ2SAeRb2E9TDC89of7sNrVTvowEs4noN0OBNFf/fVAeaYB5LRTDmzPSrPllE0ZaAUy0GWnWnLI1kCavBQfSjP4/hJFGB1XGSINOlh+N5Xw8MokM/OdRmX91Xa163Hvf+9744z/+Y2RZhq/6qq/C//yf/7Or/VpVjeLK2kUy0gDdKRbCBgKknfTA5jmAOTP0DpF2vuAFwItfDHzf9xU+M5/NkcnvcjVgRY+0ZkAaNSYhQFovhbPVUUAB4nIgTSJnxEgzgLTtbcZIO6RA2pr0SJtkTkaayyNtUavUB1FNgDTBSCNpJ2OklXikEY4QOJ73FrHiAP+Ajjp66re57xGFDVQOpFkHroE0xobD3PEpmNLOEiCN9s01tqCglskEjRhpgzUp7cRQM9J8g1+XtDMfq3+jWgiQxgZ9vZ7JSAOK6Vx2UVt06pTG/JxhAymTdo5Giw0b8KV2PuQhwGteA/zH/1j9HUD4g7JfHmmvfjXwkpcAz3xmNSPNgw7ZjLQDlXZ6Sk2gS6SdR5GRprwJH/U1wItfjOmznwugGSNNMQ47ANJcwT92bayJB36IUWMgzcdIW9T1ue46fc5J5FCrfG1FmiKR/Q8x0gYYHwgjjaoKSGvk91VRVdLO8LABE1BLAsfshkfa9lqRSVbFSGPSzs480n7sx4CXvxzJM74FAAtIq2KkAYiuvAKbcpwwXGsw+A2Rdspzkw7c16WJR5onU2YhVclIs1I7ew080gqMNCNsoHgNWwNpPd2mOxlpXXmkQS+mKjJKrKWqq7CBsGp1Wp74xCcCAE6ePIlPfOITuOmmm3D8+HFcc801WHfI2nhFUYQ/+7M/a7P5VcnKc+BJx9+Hyd076B8vP+9tizrFgrSzJLWTSkk75zkwm9UD0i6/HPiN39DfxRrH+YQlwrk80gqpnc2ANConkGal8/WH7m00lXayufXRYKRtiBHXbDx3TvA4oHIUG/HgFWgrbCAnaScHHRnN3PZIe+ELgVtvFT/bVBzlIHWnb1+/+ZvFdr7ne+RnDCCN7V8gkEaVMpCaS0yN4qmdI/0w2ffOD/yA+P2Zzyx+RX9TjFTG06ghI00DaTMZbd8b1AgbkPvPJeF88ETGum3L9EiTP9lgmYA037E/9KHiPD7iEcBb3iJeK/NI80k7O/dIs18DxAkrA9HsHTlIRprrOx75SBU3aM/Jg8IGIM9ttuTSzp7FSDtxoiDt5Kf8qABpBEqfTU4Av/EbuEcOickaL6SKYQP7w0i79l5fwvfjF/FovBdIfq18HwMZaYtmPgyHwC/8AvCpTwHXXNPgC3xthWREZ0jNsIFA6uNBAGmLTu1sJO1MTSBtRmFBoWEDVhsRAoD1jm/o9wwGmN2tP6/2KzG/p9b1ecpTgKc8Bckb3g1AA2mVjDQAuOIK/Ox7X4ObcR9cfuk31tiorABpp+qX1+oBaWWMtH/xL4ATJ4CnPrX+LtetSo+0gXkAdI8ZqZ0VQFpR3soWd+OiyqkXyKD0Fd3vXmlnh0Ca/WzFcW5YrAArRlpVtRpOvPvd70bERmV5nuOuu+7C+9//fu9noihCnufG51bVrra2gHfc52XA//k/wLF3LHRbvGPKwQa/JamdVIa0kwNpIdJOez8Y+JaNpppB4uiU2jLS7OMIAdI4xZxXJ9LOo8BIW5eMNCRO0MIl7VyWyU8XFWyxVGCkOVI7bekEA9Ie+EDgd36n/f4ajDRPZ3rqlPARV5/hQBqXdgZ4pBkBE3zQ4gPSXNLOJEGm0nzFS496lCnv4TU4JkaD42mi2rZaHmmU+gnts5L6ZOSWR1qS5IgyCBCNbbStnM1VLkaaC0jzbS+OxWQUAP74j8VPDqRRG2eEDYzHi2ekNf2yA0ztrAwb4O9tKu1sI0vapyqkdjqknUki/suqlYTubSwhkEbywjNnzJ+k6A0pOnddAmkhHmnx2gC/iFfKN/2G+02O7+N/U/u2X9JOAHjZy1p82NdWJAlSTDDBADvCu72VR1rdZ9T1/mCPtAUz0goerqn/nBAoTB5pJIMM9kjrmb8XgDTHfaXk1QGMtDbnjLy6NCNNhg2UHduVV+JleJ3c0Sc32Khb2skDShQjbegGfZt4pH3N14j/9qOqPdLMi07XO0dcytLm31vKSFuEtJPdk62BtCppZ88cU8cxCkDaUZyDdVmtTsvjHve4FSC2LEWIC/PXWUTRpJ2SRAA9UapM7eTSzrqMNHs/PIw0VwMWxe2AtC4ZaXRu6jLSbI80DaR5pG5LXoqRhtQpo1sx0mQNh4glU8n0SONhA8wjLc7a6zgdxZv50ElOd4w0HjVeJu0UA8VsLG+YwaDWStpgW9yTexlbzazDSJPjFcFIE797VyYtaWea5ECGQvvtWuFvWyaQJl9LxPfP59qsOuScccDbJ+0MYaS19khrk0hykIy0Y0PgHvrHhkBaCCMNy81Ic3mk2dJOQDwPe3tHh5FGgBkBaHfeKX7W8e+ypZ11U8ldFcJIMyZoLT3S9kva2bp8bUUcq4Wc3V1x/vfTI81+ppPEfw5tcKkDJbAqd9iAfk0AaX7VDPn7EdikGGmeREm7fIy0Uo80YkWiB2xulnqkaWZb/WfMC6SVgS483bhJJ+kC0hgjjSuLKADMrhBpZ2i3uYiqTu00HwR+PGVAWi1Gmi3tDLxffcXB7sZAGk1UjcljsXo2I415pK0YaWHVmpG2qiUp4pMvGEgjmjY93IA/tdM315jnETCdtgLSDEbaRBvWuzolGzizNfNV1QRI63lo0i5GWp6b80CXR5oh7dze1tLO5JACaZtiED5DGsxIO0qNeD2PNAG4+FM7GSNt0OGomBVnggUDadQZ24y0mkBaL0TamaZIZFT8bMSAtAp2Fa/BcfFg72Ysja0WI038HGGIqdwF7/WwpJ3qGE+cMN62CEYabw95G93vCzZaFSONFx+nF6SdnGW0aEbabGZSl+pUkxmBb3ZRUXZfNLz0RHsgLZCRttRAmuzPDY80h8SYgLQ2c0pgecIGCDAjAI0AtVpAmsUwshcOm1QII81JPwr4Pv72g2CktaoS0J2AtJ0GQFpbaSfJ/quCBvi29i9swGakNfBICwwIsxlpIew71YUkA+BVr8L024vfVThnTdof6QuspJ0ZSTtLvowDaU1W0jhj25faqTzS3PvRRNq5n1UVNpBYTDv+bJUF8NTySFtGRtpNNwkPjuc9r3Rb9mKvi5G29AscB1yr03JUap+ANC8jLSRsgCXDtWakMWPM+WTG2A6LCxugctn/2Z1Nfz0ASJOtE2ejAbJx3xLn15faqRhpRwBIczHS+AT9QmCkeY9tbQ2xnGnnOZBn5JHmYaStLWYGwplgzYA08fsA49rSTg5Sl0k7VdgAeaT1+8h2wveZgLQ9aKS8ztiVJhEjDDGbUdqY5ws2NgwgLaXJhjWDXjwjjfml9UwgLWR7ZUCaEaxSkdrZ2iMty5oDaU0YafbOB6JTBUbaFaeBf6R/XBAjzZb+LaG0U3kjcWnnP4lfbUYacHQYaT5pZz0grfvru2KkeSoASKP0u/0MG6DvoPNXD0jrDll3hw3o12p7pOX1gDQb/KjFSMt7wPXXq7FHGZDWCMiXgA71g1kWIO3sipE2m/lTOwlI81yWJmED+1lV0s5Caif7M1TaWcZIS5LuGWnBQFpZQ3nihPbgKCkbSONhA9SeLP0CxwHXEg6pVlW75nMoYwaDutR9UYPDGWkZEiNswAekJXLAl+dW2EADKULE6LrZJKsIG7CAtJrbC2KkWQ1tNSMtVjNPG0irlHYeAUZaIoG0zOORtpJ2ymIeaVzaaYYN6N993nxtixsGh07UXEBaKCPN8EjjjDSfMTID0rKx7P09Ufa+GpwU3nIcSGvMSJPebF5GWhxja03T7pTXYQmQthCPNPb9tK06jDS+cmmbwxsy9kVJOzkjran+gO9Q6M3d0Pm+kNp55cX6j5pAWiFswJfaaac6LiMjzZZ2OsIGgBWQ5iq6vl0CaUGMNGrwAlJQlskjrVWVAWmW7UCdsIG20k7AvARlwMZ+eaTpfqBGaqcFpGUtwgZcHmmu80qfIXsC5W/qWOjpxCONQtpkd1VKJFiwtLMJkOaa3y0LI83pkWYx0rqQdiaWtNMmZ7QOG+iCkRZYdiBWGSNtadvlA64VkHYUandX/75P0k4XI60qtVNLO2MTSGtyF7K48fk0K0zSeEXWBupuLyhsoCYjDUAtIM1O7Tz8jDRxEqsYaRd82MDamjL659JOr0eax5uvbcVRc2lnhqQlkMYZaZ77vdfTYQNS2pn3B2ogELLP/RMCSJuhnUfaGAM1cC9bmdzeYEBaJA/YmkEnCVvZ74qRxvbJZqQBzTzSnNJOBqRiNFqMtJPvQNPRHoVz1FmEagik2cyKwX0uDf4em9wSLO1MDgGQZslPXWEDgD4HTRk7VMvSl3QZNtDl9Q1ipBFqEnAx6jLSlnbCRnKEtbXCTqrUZVn7Ke20vyOEkVZmwN+0XAs/SY3UTgX6k48YhQ0E2rH4gLQy9h3fndkMpWEDrTzS1pgdzpwx0srYdhdfrCccFemLzqIbYW8P+NznxO8tgbRDwUhjN6INVBrXO0Dya/8OmCzLJDHHVMA+MNJ4O9Syev3i/HgVNlCvgk7L5+gBBHDllVc6X29S/LtW1aLmc+C5zxXyzg4erLKiRqtR2ACXdnKPtIZAWow5Mghz8TLKdUHaWXN7QYw0awWit+EeQPFBbj7LEMEFpKXq5PlSO/u4Q2wn7c7fYj+Lhw1UMdKWXu7RoOpIOw1GGvlqcGknA5p6HgC3bTUB0rihbSiQRs+HCaS598MoQ9opAfa+Ht0FSTsvKi5CNGWkUXtUxhDc3pwDXxa/q0mYYwbdxhfKVQkbWPJ2qwkjLUTamVvSTrr8/Psbg4SckeaKEwupyy8HfuZngKuuCv9MV4y0+1+m/1iUtDNdfmmnAboCpWEDwNFhpHURNhBZIGTXjDTv91GDF3Ayq4A0GgMtfV9/+jTwuteJiGqrkmgO7jxwkEBamUJ9v6SdzRhpkpmqpJ2yz2gZNqABsPLPTKdu0KATRhoD0ox1nzIgLY6B3/xNAYJddpn/fb669FLgq74K+Ou/Bj7+cfGaR9rpu+cOe9hAQXbZgbTTYKQlQGIx0hYOpH3btwGf/CTwPd/TajtAUTWxYqTVr6Du6r73vS8AIIoizNgMh15vUvZ3rapFbW8Db3zjvmwqJGyAHkJf2EBB2tmYkZZhCpOR5gTSWg5Smkg7+xtuSr8BpM1zN5AW6Q1Wpnamh5SR1tOTuwuRkdZE2un3SNNv73mSl9oWH4o080gT39DHpPQL3B5pYWEDStq5J9M7+/UkmoNTRUZSE0baCEPNSPMY+ALA1jZjg8nn2TWDJiBtIR5pDEijNow8idt6pPHP56MFhQ3whoKQlyZf9trX1nt/R4y04b1PCkbczk5zIK2KkSYH+cvMSOOgOwADSFuEtHPZwgbOnBG377JIO2t5pDVgpNnSTlpoWXppJwC86lXOl53SziVkpBWknR2e68480kCMNPFzP8IGgGpGWhceaYDsL0OknQDwnd9Zf2NUUQT8p/8EPOpR+rWOpZ2c+XcQVemRZu2bi5FWN2zA8EiLi/fnwoG006fFde2gCkBaEnmBtKM0B+uygq52nufqP9/rTf5b1eEresCaSTvJ/yDuBEgjmRdP7XQ96L5BXGgFAWmWzry3HgCkzdxhA1mkD8In7VQeaYeVkcY6irLUzgvFIy1E2ml6pLkZaT4At221Dhsg//9GqZ1s9a+EkaaknbvdAWl1BsxG2AAx0kpSVLeP639L5+VAWt19KSsuk3EBaXWknXzAZUvxeFs3H08X65EGtAPS6lZXjLRTm2JQDCyOkSaR9rJJw0GXi5F2IUg7KaQ3y0Rf3wxIk9/RIVAa5JHWobTz0DDSSqoNkGafwiZj4sbSzg4ZaWlazHxJGjDSCEAjRloTIK1u2ABQzUgrY7ZVlcFIG880yydQttq4brzRTG7s9402o6208yBlnYDFxHSkdoYAaXU90uz20b6GZeO+kKoE0josWzXBGWmrsIGwCuqufvu3f7vW66s6ukXsl0LYQEBqZ6fSzl5PS7nGWelKkT2wXIy00/zS3qab62wz0gCPR5osn7TzSnwOAHDF5t3e/V7m4h2Fi5F2oYUNeI/NYqSRtJP7/hkUdA+A27ZsT4igz7DJ8Zgz0up6pPEBbQkjjQZRox0JqPXW+D9X1mCrOFKpMyl1MtKG/g1vHtf/1svlALAESFs0I61raafNSMuwaXzm2DFh6bm52eLYXDu5xEBagZF2eksAaTffXLnf5JdHg9tC2EAgI22ZpZ3cI80l7bzqKuBDHxJq3KbbAJanL1lbE//t7QlZZxsgbd7h9V00I40+cigZaZ6ygbSDSO2kqpXa2eG5jiKBr45GDaWdiRU2IAG1MmY3ryqPNJ9iJYrE+MrHSKPPdQak7U0wl+P/SkZaF/XTPw286U2iodneNhjAZSQEwA+k0fsPGkirYqSVjbVDpZ2F4DxD2hktLLUzQ7LvQBpP7aQF0v1cozyMFTSceMELXlDr9VUd3aJO0eWRVpXaSYy0HOjEI41YWZPRfKGMtKCwAcsjLd109y5BjDQGpDkZaRsbeE30Ojw+/3M85oH3B/Dist1fygplpB1VaWehY/Z1UDxsYJ67PdK49GlzMb1tm7CBgrSzJiONhw2UpXaewF0AgLvuloPwmoy0JAESzFSqlmC4hY8ceNhAiEdavL2JTZzDeWwhzeRM0uORFnoMIcUH7nzllMaeiwDS5uNpYTKztgZ88IPi+BqzaA4KSGuIytiMtMFmT/stBez3YKCzhQrSTl9qZ++QSTs3NoBezynt/M3fBF7zGuCRj6y/jWUE0gABmt16K/D5z2tAqVbYQMvxTdV3HgQj7TBO2NIoM/4eJrNglOFggbRuGwQC0pow0hI7tZMYaQ3CBkI90uhzk0m4R1ojaScH0kZTZDLZO5Rt16ouvxx461uBD3wAuOGGVtLOZWak1ZV2Nk3trGKkLULauSgfut6aeeG5tBPwL2qvStcSrk2uapnLGzYQIu3sMf+DDoA0YqCM9+aVK05lf1dVmLSTTUgxQbTuDn3ohJEWRRgcG+Jr8JfBK3XLVitGmvl3CCNtPs08YQP67b6Qi7ZleEI0knY280iLIiAJYaQlCS6CcOq+824JHPTqhQ0AQD/SD2Mc1fMfdDHSyoA0bG1hGwIp72VyALgfjDQu7WTtls1IC9kef059YQMAMdKKix0PfCDQwmrV/eDsxyw8ivTouk1q5wDB0k7AXJUOlnZSEt4hYKTNEQPHj4vfHdLOEyeARz+6GRi4zEAaAHzqU+Jnv69D2UJqEUDaQXukLdP1CS2bkdY/vh58o3YNpJVNuou+Yd0CaXZ/VccjTTHS5NxgRn1Gg7ABzkirAtJol6jvs78rRCJaVYZH2u4YGSWKL1raSfWN3wj86I8CUVQLSCv6g4mf9B0HGTTA9wOoz0gru57ljDT9e5w4PNJazsv4M7pwRloBSDPPB5+fHsYFjv2oVl3u7/zO7+B3fud3cJZoMwF1/vx59blVHb6iB6wQNuBI7SyEDZC0E5GTwVarOJA2yg8+bIBPSDHxjoQN36CsHEjLc0/YACB0UcDhHHFixUhr4pGWT6fKWzJO3UDaohhpfKgd+rx6gbQa0k7h16C37gW3oggn47sBAGfOioaGA2mh+zyI9cNoT4yqypXama6V3LTb29iCQMrTAwPS2nmk2RIAIJyR1km5vmy/GooGQFrM0r16mIjdJyAt4Hv4pCUcSBM/l5mR5gLSXIy0NmUsOCxJ2ACg2WcEpJ08We8a2edn3zzSOpB2HiVGGu8vhthDdPJE+GeT8r9Dil/3MEaaBJfSbhsEm6hYkHaWPHy2R5oKG2jJSKsCwOy+jz6v9isQkCsrvviZjaa6v9wPaadVdYC0KHL7mS6LtLMNI625RxpfWI6Mfh3Yh7CBDqvokRZ5gbSjNAfrslqdlhe+8IWIogg33HADHvzgBwd95rbbbsMLX/hCxHGM5z//+W02v6oDKJrTFoA0B8PMGzbgkYLWKouRVibt3BePNIORNg0C0iiBkRqqtd4Ue9OeGjyMRhpQ2LJ90AlZW6YZQY2qYqS5wgYO4+DaV8ED515PgVjzkX7GvB5pW4sZ1XTKSKsh7YxjgIcplA35T8b3AHPgzDnxTMz662p/QyeXg2QG0LZ9MlLfZ1nYgGaklXSxnJE2r/ZIW0TYQMp+b+uRZgMfxqLBaFLpxdKoDkraCbRmpA3jCYA+cNll4oWNjcrPO4G0zU3zp1V0HQ4DkJYhKQBpXe3vYWGk1fFHAw6QkUaLeQH3bZVH2tEIG9D9xRAjdR+H1EFIO9XfC5B2Alzaqf8tNGxgTmEDtPjSAEgLTe3kn+NAWteMNEBbR2SjKbK5lHbuFyON70cNIA0Q58Iehy+LtJM/K66wgbKxdlmfWAak8XvaJe0sVSIE1L4CaZavsi3tJLYwcLTmYF3WgXVXq9TOw1kuaSc1RqHSzhwR8vEEeWuPtB2xL6N8odJO+zhcGBlvOEMZaTaQNkwEkDbPY+S5lnUCjjkSDWIPKZDGO3IXoLqSdsqKIkRpAsyAfKzl0yYjjaV2bi2GZ9/aI23WTNoZx+ZAvwzcOpncA8yAM3dJKdu9r6i1v4AE0mQ1ZaSNMQgKGzCANEzFwRaop/sn7bQ90kK2F+qRlo8npazhxsWdou2dWnS1ZKQNE9nwP//5wJe/DAR4znIgTTX9P/iDYtLOk9n4NjuaBC6yDI+0EmlnmzqqQFrbhUJXufriQj30ocDP/Axw7bW1vg8oMtKOQthAGmuPtAHGSwuk2d+9KCBN9wMNPNJgytG7ChuoknZWA2nixab3Z4JMAGl7E8znkt3W3//GqAmQZjPVDysjLUmEsmGex42lnTygI06iokdaS2nnvgJplmoiScxjXwFp1bXvT3Aml5zSZRrJrCq4qMEpeKQBAamdDEgbjQvfWat6PbX6MBnnCw0bCGKkMSCth6n7Tda2C0BaPAEgALj53AwaKOzzBcJIO6rSziJb0//euBcDM2DOgTS2JJawgXBv233fta02QFqGBJOp+KOKkUaTQsMjjU/qSoC0i9J7gDFw5ryUdl51v1r7CwCD3hyQA0avH5unXNJOe5Bi1NaWlnZiJmbQjsZpkYy0Mo+0kO0psPSgpJ2AuJ+4/mC/kKKWjLRBKifeF10E/ORPBn3eyUi7+urSzx86aecJIYnrWtq57EDaJz8pftYJGgAWI+0MYqRFEfDa1wZ9X5VH2pFgpMXNGWldSDubM9K6bS8L0s46HmnESEMM5GyBPNCQv0ra6TuvLkaay7PX93doJdKmYzaaIZuLm/+wMNKobI+0gwbS6nqkCbsQYJ41DxsoMNJsj7QOpZ00114YkGb5Kq8YafVr39cmP/7xjwMATtZddrPq1ltvxfOe9zxcdNFFWFtbw0Mf+lB88IMf7GIXV1VSZUBanbCB+Ug/nV14pB142EATRpoVNjCM9DnJMk9iJ9UhZ6RVeaRdaIy0sg4qSsU/5uOpBqt9Hmnbi5J26t9DO1MXe3WAcW2PNB4t7k3tBHCyJ0CpO6cCZM6uuE+t/QUkkEb70kHYQLpW8nxub5uMNE+f2DkjbaDPv7EA0MIjrTJsYLwgaSffCdr4fiFFbRlpaVbyTnc5gbSqbVqTyWUG0ri080JjpO3smH+H1iKknU3a+9Dv4995lBhpXUo7G3lwsc+UGcDvl7RTAy7hjDTDIy3LdJ9Rxuxm1TZsgCci83anMyBNJrsa0s4DCAzj7W3IAhc/r4edkRbHUAFeoUCaL3ABEM9PlCaIoMeLoferrw5W2mkeH81P93Noddiq1tX+i7/4C+frH/jAB/DlL3+59LPj8Rif/vSn8XM/93OIogjXBtDBfXXXXXfhsY99LL72a78Wb3/723H69Gl88pOfxIkT4eaeq2pW1IgWPNLYT3oIi2EDmpHWKZDGPNIODEhbsxhpIUDaTHSqGkjTkUFZ5knspLr44pJ/XP7iHQWBQz5G2mFepfZVmQFq4b0SSJuPuQ+hJ7VzCRlpI+iRVrOwAfd+2HUyFaDUGYiZaHb5VbX2FwD6PXacNT3SOJBG18kepBi1tYVt/BMAxkhz7VPXjDQOpLHVyLYeaTbwsa+MNHuH9qNou0090vr1gTRnamdF2Yy0ZZR2Goy0ffBIW6b1J5uBtgxAWhAjreH38b+PVNhAzMMGDpFHWsdhA3Z/ZTLSZqU3qMFImwk/MaCZRxpnpFUBafYiUhlwUvY9VZVEcyCXYQO5XBTtHZy0c464NiPN9kg7bKmdCQFFGTAv6RPLwmmM9jGNgCRBggwzOe47VNLOAiMtdjLSjtL8q+uqdWqe8IQnILJGNXme43u+53uCvyPPc0RRhJe+9KV1Nm3Uf/gP/wFXXHEFfvu3f1u9dt/73rfx960qvOgBcwFpdaSd87GW4nQJpIWEDdQdpIQx0vSG+5h4pZ2ljDSYQJo3sRPQvjjf/d1Vu7+UxTsKWh1yrYIfVUZaFEl6OUWghzDSJtMC6xMwGVuLAtKM7bUF0gI80oywAZ6eVSK3PDnYkdtbw976RZidEGmIde4bPiisy0jjYQN0T1d5pJG0cz8ZafFAjwp5OIXNDmnrkWaEDYyn+8NI288ZOJ2wGtuMOZA2qO8T24aRljvajmUpl0fahSbt9P1dVYeRkWZLO6nNOcyLZgVpZ42F/YP1SOsWWS+GDTBGWlLepyqPtDxGPp0hk2OHph5poWEDtkdaMaXR2s+Gz0RKjLTxjDHSDtYjLUv6QNYcSFsmRporbMDV9tgLslVhA2XAapKKLxBAGoVMHWYgzc1IO4yLG/tVtVvQPM/Vf67Xqv67/PLL8cu//Mt4+tOf3nin3/a2t+GGG27At33bt+Hiiy/Gddddh9/4jd/wvn88HuPs2bPGf6tqVjSpbS3t7BRIy/Y1bMDNSGMsj1BGmg2k5dqgoVLaedVVwI//uGamHbKq8kg76tJOoLyj5kXx6Plk4pTB0mdjZEiOuZP72laTiRV9Zg/igYkwR1IxYnMBaVx6UgYCbPVGSCEepjP3uV4PVOtIOweM6Rc3Y6SJo5Qeaf2yHdZhA2WMNHti0rZ8K61lq66+CvVIy+fzo8dIayLtZJPWtkBaKKtqEUBL1+VipF1o0k6qQ+ORVqP4PkaR3kebkXaYpZ0pY6TVDRs4UI+0tNsGoRg2oP+tF5ezcJW0EzHmExb8Ewg2VXmkNWWkuXy2mhQFGBmMtIMOG0jF+KyuRxq9/7Ax0lwSxdoeaXyukkQKSFOf7bVrhGnbGZJ9B9KS1O2Rtkx95rJVrVPzrne9S/2e5zme+MQnIooi/Of//J9LGWFRFGE4HOLSSy/FFVdc0XxvZX3mM5/Br/7qr+JVr3oV/uW//Jf4wAc+gFe+8pXo9/t4gSP56qd/+qfxb//tv2293VXpBqcstTOIkdaBtLMP8R3jvSUIG2ASLuGRdsz5Xa7UTho8DuYmkEYSKw+57VCX7ihS5LIDcoE1RzVsADDvq7JjiyT1fz6eFVifgF7F7WEKbGx0vp+AuYIX+vzYjLQ+JmLv63qkGamd/hXtqJfiJM7gdlyCM5c9FHfeKV4/5n4UnTVYC0sIdZVr8lIKdmxv48l4O/4LXohn4s3ARZc739a5R5oHSLMHal16pM0FzAvgCDLSmoYNDOsPttsw0qiWkZFmyE+tsIELDUg76ow0w9PzKDPSLlBp57OfDXz608DXfm1xe1WMNC7tnI3qA2lpKsKLz5wBTp8uAmm+80r325e+JH7aZMJOpZ2QjLRcfMlBM9JmvSEqrGudjLRv+ibg938feMYzFrefIVXlkeZSJIVcz9LUTqM9k2Ny5pHWts3cV0bapomExnGkFjvyXLfNh3FxY7+q1hP8+Mc/3vn6jTfeiAc/+MGd7FBIzedz3HDDDfipn/opAMB1112Hj3zkI/i1X/s1J5D2Iz/yI3jVq16l/j579mwngN6FWK2knfLvToA0nto5Kmc7dAmkRZG7QWvESLNSO20gjV5fJj+XrorfG/MLlJEWOv/XjLSpk5FGn+1jsjggrQUjjQNpAGoBaVFkSldLwa1UA2l3nnogbr1VvHy5G59y1mBNH2jSUNpp7ZK/trbwcPxf/CMeJP4+6V7s6dwjrUNGWhmQBggWYo4YOaJSH8tWdZgYaT29f8O1FZBGZUg7L7kEwEraGVqHwSPN138cJUbaQQNp/LmuFzbQLSPtu75L/EdlXO8qaWdPA2nZWANpdVIQf/d39e91PdJuvln8tMcMXUk76R4R0k4JpA33f4BvAmlirlIXSLvxRuAf/3FBO1ijqhhpUSQWYOe5Hjvb48jWjDRAMdISzBBF7ToYLknedyAt1fN4Pg89jG3yflWrq/3Zz34WAHDZZZd1sjOhdemllxaAuwc96EF405ve5Hz/YDDA4KD5p0ekCH0PkXYWwgZS/X5O22408Ivjxh5pbYC0tTX3RIQz0nqYhnmkWUBaPxupieeFBKRRrRhp7lKMtAqPtMUy0tj22gJpZWbDDkaaLQvylgTSAODM8fspIK1O9zRY1wdXl5EWx0A/yTDJ9HeUPru2Znu/UjsDGWkh2+OAtwv4iCXflJsadz4gC32Quq6WjLThev0L2gWQttzSzgR4zGPE7wuUdi5Tn9o1kNbF+TKe4Y4Zbvx3HyPtME7aOB4lgLRw240D9UjrLbZB4P1oJSOtp9Ut2URL5ZreD6FAGrWlBKTZY4ZFMNLmRDw4SGnnjV+FWXY18KH60s5lqSpGGiDYYjR27oSRxlQSNP4mIC3FDC2hlf1lpG2ZjQUB6wSkraSd1dXq1Fx11VVd7UeteuxjH4uPf/zjxmuf+MQnDmx/LqSKZeMSktq5UEZaFGEQTYEcGI/yWoy0NmEDPpllus7S7zBp5JHWm49U8suFCKS5VsE5I+0wDq7LKhhIU2EDMzcjTXbkgpF2qvP9BICoK0ZaRW9Mz4ch7eRhAwGMNAA4s3klvvAF8XIdIK3PmKV1PdIAYNAzgbTSw01TMeMhDfd+pXYugJHm8kgDgCjKgXwl7aQyGGkb9fe1TWon1TIy0gw/vShGhO4ZaVyuskyTgvX1oGbAW20XCl110Iy0Zbo+odUmbOAoeaSVba/quhJAkSHBbMw8pxreD6FhAzYjbWFAGmekkbTzIBlpD70WM8kqq8tIW5aqYqQB4rzPmO9ulx5pCkiTiaw9TAG0S2BwAWmL4gIVGGmJZqQBK0ZaSC0ZthxWP/iDP4j3vve9+Kmf+il86lOfwu///u/jDW94A17xilcc9K4d+YpjPyOtStrJ5RutwwYADGLxHeMxSmVDXUo7PfiYJe2cedGvciBtrFY1jjqQVnWdLgRpZ6gijVYs55MAj7QF3SydMdIqLiK/7vQ3l56UAmm9ngbS+vdqJu3c1PtXl5EGAMOeaaZcea44K23JGGldSDvJNyRHdPTCBmi7dRhpTKY83KzfoHURNrDsQBo9+117pPHtLFtfwh/9tmEDh9EjjcY6h5mRlibNpZ1dgKGNgbRksQ1CHWmnZqQlhrSzLSMtFEj74hfFzyppZxdA2kGGDdQdXy8zkMavhSu1E4CR9u6SdlaldhZSXLm002akReWBGiG1r4y0bZMdQsC6DaQtW5+5TNXZqTl37hze+c534u/+7u/w5S9/GXt7e0ayp10UUtCkHvnIR+Itb3kLfuRHfgT/7t/9O9z3vvfF61//ejz3uc9tuvurCixqRMvCBlypnXwVIEdkAGlNB8qDZAZkJO3sFbbJt132d1XRvue5n5HGk0/6SeY9qDJpZw/TCwZIC2WkraSdjJE2rWCkxbPCZ7sqLv9omtpZB0gzwwb0v5c2FWmKiyASBs5Mtxox0gabLO2pASNt2NcThRRTRFHFw7u9Ddxxh/jdM4M+DIw0DqTxNi5eMdKMMgb92/VXrY+qtJNfNrqPupZ2Alqusmx9ycmTwD/9k7il6qrzFy3t3A9G2pEIG2BAWt3UTs6WFN9Vf/uNpZ3xYoE0Q1KdlvepfKFhOtKARNM2KxRIs++3KkZaa4+0SbYUjLTQ8fUyA2lhjLQ5wED6ttLOxJB2yusoFw2FtLNd7SeQlmwMlaUQwBh2pD5bhQ1UVuvuaj6f4yd+4ifwute9Djs7O0GfyfO8FZAGAE996lPx1Kc+tfHnV9Wsmko7k8QNpEWYI4qa9ZL94+vA7cD4rl3MsKG2Y1cXq31JIjqcECCtbLBgJNllFiPtAgLSODjJX7N/P8qMtFAgjVYsOZDm9EiriJZvU/Hpi4DPyO0Fdqj0PoORVvFhJ5BWM2wAAO48EzXzSNvUz3EjRhoD0nrRDEDFw3sAjDSfV1QbjzSvtFP+XIUNiDIG/SfqxzEf1bABvo90H3Ut7eTftWx9CT36J0/Wvz6LAErpPiWAp21VeaRNp+J6H2YbB8MjLZmWo1muzyftjt8A6euEDSwYWDeA0wogjUvfp7tiAJxiisp+1Pd9FpDmO6/2GHtfpJ3UHx6ktDPQOuUweKTF0RxpLg/GZqRZqfNtpZ0GI03+nkQZkB8+RhriGCkmmMrt2NLOFZBWXa2HEy984Qvxe7/3e8jzHEmS4KKLLsLtt9+OKIpw+eWX46677sL58+cBCBbaqVOnsO7Tx61q6YsmtSHSTrvx1YbCWtrZZLJKNTi9DdwOTO7aQYZ7AVgMIw2oB6T107C0vwuZkQaIazXVxETnqvWFwkgr66QiJu10MtJ6kpGWLBBI6zHvsH2UdkaRKT2Jy1hiDEi7/XYdZV9L2jlkK42NGGn6M0EDqhpA2mFhpBmTZmmuvG9hA0sOpIWyRnx1IQBp9OwvipEGLF+fyoG0urVIaWdXj1MVIy3PxXU/Koy04bD+TduWBdhY2rlgYKQOI437tU12xOBQjInbAWmhYQNU+wGkqbHcYDmAtMPKSKNrMUymiIgM5vBI4+8PuZ78fIQw0kg+2iWQNkeCESk6FgWkQcw9FZBmSTtXYQPV1aoJ/ZM/+RO88Y1vBCAAtdtvvx3vfOc71b/fcsstOHv2LD72sY/hla98JeI4xokTJ/D2t79dJX6u6nAV0cDLGGkuaaePkdYKSLv4GABgvJctNGwA0MfiA9LitQFiCYJVDRYiecwFjzRMFT2YA2lHtQHzeejx3w/74LqsghlpEsTKZz5pp/ijyn+kTfkYBSGfaS3tZIy0KmknAWkf+5i4b5IEuOSSsP0FTKCiieJlwIC0IIYgAWlxDBw75nzLofZIk23dQqWdh5WRdkBA2rIxCgC3tPNC9EhbFiCNrseigTTe5kynh5yRxp/ttRWQpr6fp3ZWSTuZhcRkV9wMbYCJUCCN94NRBFx6qft7fH+HFrEWs73J0jDSQsbXywyk0f4MUyapLGGkNZF2ljHSdNiAnP9F3Uk7AWCPFqIXCaSxffZ5pC3bdV+matWE/vZv/zYA4CEPeQh+67d+CydOnEDkGPU88IEPxOtf/3q8+c1vxqc//Wk85SlPwT333NNm06s6oKIGxMVIqyXtnIpGpxWQdulJtS+LDBvg3+sD0jAYyLQWoN+rWHUjIM3FSIsuLEYarwtN2lm24sVLMdKmmTtsYHPxK1aGlLQmI428FwYYN5J2BjPSjh9XQNqnPiVeuvTSegMAfg6TuD4wORyySUPIgGp7W/w8ccLbMB0UIy2knawC0nibv2KktWek8fvzqIYNXIjSTrJHrBs0ACzm+u43Iw0QzIfDHTagfx9u1L9p9wtIK3qk1d9Wnaol7WSMtOme6D9pcbnNtut4pF1ySTU7u7FHmmQtZjujFSOto6JrOkgZ4Goz0rjPrkOuXhU2UMZIo3s2kez7LhlpAFuIPmAgbdn6zGWqVk3oe9/7XkRRFJyWedNNN+EFL3gBbrnlFvzCL/xCm02v6oCKGhBX2EBeAqQtRNp52UVqX8rYDl15pAFhQFqvosFTk0sXI02ejwsRSLuQwwbKBieKkTbPnR5pxx77lQCA4w+9svN9VPvQYJBvP2dNUzuDPdJ+8idx0ateCEBPwuv4owEWI61BOzHkjKEQII4YaSVUFPonwtzaVr8vJlq9nplC3ISRVuWRRnKHFSNNFN+9JnH2R5WR5gLSFiHtpGfIQ/48sKJ26t73rv/ZRTLSFuHL6PNonE4PN/vceLbX6x9A2/UA/pwsFSONgQ51PNIme5SC2JzhoxbmNo8bf9vF70PXmKEzRhoBWEvESKsLpC1b/6EYaT0/kBZviIlbHOfCLqSmtLPISOPSTmKkLQZImy7aIw2mesIOGxiNivu0KrNanZrbb78dAPCABzxAvZawHmA8HmNgjRaf9axn4bd+67fwlre8Bf/6X//rNptf1QEUNSC2tJN3j/sl7exfLjRbYwxqSTsXB6QJlmVVgxehRNoZz4H5hQmkGWl/FwAjLVTaGfXFDTBH7JR2fv03pfh//h/g675ucxG7WdjefgBpXmln2aT66qtx8vuvBn5ev9QGSGvkkcYmMLWknSVA2tOfDvz8zwM33VR7d5yVpsAf/IE4xxxIa+uR5mIQRUzaeeQYaXQvrzzSWpfLI20RjLQ3vhH43Ofq+SbuR73wheJ5fPaz63+2i4VCu/aLkRbH4u8sE4y0IyPt3Kw/WOmSkbZMYQM+4NT5XgeQRgBFm23P+v4wMsBsS11tQ+fSzt2xBtL6+3+zH0VG2rCMkaZYVkVFh+tvoHx8boQN2KmdLe5X17apFstIYwm58hmkc0Liwc3FTS8OfXUyNT3JJgFbzDz59ttvxxVXXGG89+KLLwYA3HzzzV1selX7XLGDkcYn+EA1I60zaeclx9W+lLEd9gVISxLNSOuVz1QUoOiUdorXZrMLC0jzUecvFEZaKZBGjDRETiCt1wNe+cpF7KGu/QLS6Nmgax5Fptyjqr2w8ai6E+a2HmlD1j50xUhbWwN+8Afr70tZuUC5xYQNyEWDVWongOXwSFt2IG2RHmlPeEJ339VlHTsG/It/0eyzi7i+++WRBojHiBYOjwojbbhVf9DWxIfU9/llYqSVeU0V3ss90joE0mgs3RUjrbG0U97X2d5EK3iS/W+Q6y5ULzOQphhpfaYLtxpBOl77p/3vvMoYaUbYQG+x0k6q/WKk2amdBKR1pYg4itWqCb1EujifOXPGeK0vr/j//b//t/CZW265BQAwIr7gqg5VUUdQZKRxHyPx0258qW0zpZ3N92WwFqt9WTQjrSpsANA68/4gEEhzMtIuTGmnb6ByoTDSSqWd0kMjR+T0SNuP6gxIa+CRZvtblNX2tvn+Voy0fv2TPBjqzwQx0sjVeAkoMvZArY5HmlfauR9hA6GIdNdFhlbHjwd/5CAYaYtgLC2iuEyY/1xG4G+ZahHAyCIZaYV+QbY7h52RlvLUzu36s962xNpQRtp+e6RxX9M6jLTpiKSdHYQNVABpvC3dD2kn+b/x1/az6i5UL7O0UzHSSNrpuMns9iykTyzzSCuTdvbi9mEDcazZ/FQLBdISBqRZHml33y1+roA0f7V6JB760IcCAP7hH/5BvZamKa677joAOoyA16/+6q8CAK666qo2m17VARU1IDMWR20z0lzSTtEwiN9zRJhPZvL1Fow0OVioy0hr0nHRZ7gUyi4C0nqD8seqlJF2AQFpZQNH14rZYRxcl1V42EBR2rnfk8s2YQNUTT3STEZa9X5yclcrj7R71Yj7lMXT2tKQtu25zwV+6ZeAH/ux2tvqupow0vj1cgEf+xI2cFCMtB/4AXHtXvay4I90yUg7SmEDQBFIW4S08yjWIj3S9ouRBpiMtMPY1yesGRoer/9wdyXt7PUqFub2m5FWQ9oZsQ5+MhINQRtGmgobYAtzruL7tVBpp9wfYtu1+a42VXeh+qC62JCi/RlQyJvjJrM9H+tKOwtjI+7ba3ukNQipcpV9PRYLpOl9tqWdBKQxseGqrGr1CD/hCU9Anud45zvfabz+vOc9D3me4y1veQte8IIX4H/8j/+BP/iDP8A3f/M3453vfCeiKMLTnva0Vju+qoMp3oBQhUg7k4QNlBF3I+10AGmuRn5fwgZQA0gr9Ui7cIC0EEbahSLtLB349sulnftR++2RxifRxqAlAJziQFpdopeR2jmof8NxII0PTry1uQm84hVLyUjrUtq5b4y0/Rzlnzolrl2JLNeuUNaIr46qtBMoguiLkHYexTpsjDT7O12MtMPY13O51+B4yUDRU10BaVUA/b57pPGwgSogLQIi6TWlwwY68EirAaQtlJEmxzLLwkg7CtJOdd/35X1SwkjTP81OxdXHcPJHediAHJMraWdXQFpk/d3J1zqLj1WTnhk2sJJ2VlerJvQZz3gGAOAd73gHbrvtNvX6S1/6Ulx//fXI8xxvfOMb8S3f8i34ju/4DrzjHe8AAFx55ZV47Wtf22bTqzqgshsgQKR2uqSdZWED2VhGW3fESDvwsAFoKVd/WL6Bckaa+P1CA9JCGGmHcXBdVl2FDexHNfFvaQOk8b+DwwZkdcZIa3COhxv6Q2kIkLZEtQiPNC7nP3KMtAbVlpHGwc6jlNoJmIsn/OcKSCuvo+CRBhwFRpo+8cMTBwekVQH0+y7t5MyefvXNmUDcBNOxZKS1YPiEqlHqSjsbe6RRWNuIARdLAqSV7ccyA2nKI23gB9Ls9iwK7BPp/XZfazLSxIcTuWiYhlh6BBTfZr+/2H6Qp+nGqclIu+su8XMFpPmrVRN63/veF5/5zGfwkY98BNvsLKdpiv/1v/4Xnvvc5yJNU+R5jlwuL37zN38z3vOe9+DEiRPt9nxVB1KuBqeRtJMYaS3uQJpULEXYADSQ1huW9zSlHmnJipEGrBhpvDgj7TB5pBWYBzU80vjfdaSdQHdAWpMB43Bdf6iXNF8kOIhq4pHG5XihYQNHhpHWoLr0SGvKDF1WYGol7WxWh42R5vNIO1JhAydLPEACPn+UGGkuY/ayiomRNm4v7Qw91v1jpImfkzEDLg6BtPNQeKT1/dLOIiPN/e920TkpZaRR2EBMHmndSzubsNfrFB+r+jzSVtJOf7Xuru5zn/s4Xz9x4gR+93d/F7/yK7+CT37yk5jNZrj66quNhM9VHb5ydfA+aae9imFIO8kjrSNp51KEDdRlpOUuaaf4/UID0nypnVnmfv9RKDoeDjK7KhqImcayMNL2Q9pJFUXNpZ0nT5Y/r65qy0gbrOsP9dIVI80l7ewc6zpEQFpXHmlx3JwZuuxAGrX5K0ZaWC3SI62rfiaEkXbowwZY+zm8aKP254+stJPmA5ioBPLS9xOQNiKGz+KBNBqWbG+7AYPOpZ3Mj/6gGWkh4PXhYKRVe6Tpds2d6mkXnZMyRlohtXMBQNoi/dEAoNdjQJrlkbaSdlbXwqemW1tbuP766xe9mVXtU/kYaVzauV+MNJpUTNAvZTvYA/E2YQNBjLS18sdKSztdjDTx+4UGpPkGKkcZSPPRxu2KHB5p+z25PCggzWakhRw3hSnWZaMBHTDSNvSH0kPOSKsLpLkYREc6bKBB8fu3DZBWp084rNLOlUdaWC0CKD0Ij7QjJe08XZ++0RZIo+u+vEDaNGgQR9LOyUQ0AEmLxfZQGSu1p74xg2+ht/b+yHtkAt3ZHiQjbTrV7exhBdI0gFyDkRZ4X9CxFhhpXCVBbWXUHvjlta9AWuoH0nZ2xM8VkOavAxlSvf/978dNN910EJteVcsKkXaGeKR1CaSNo2Ep26GLgWYQkCY9kfrrFUCa/EkThhWQ5h+oXAjSzqrjipeAkdZZamcDaafBSKsh7WwLpDXySFvjjLTDBaTtFyPtQpZ2AnoX24QN1DmHh42RtpJ21qsuwpTsOgiPtEMfNtAhkNbkGoYy0vbbI02BEYFAGjHSpuP9Z6T5xgydM9KgO9uD6LJo/8dj/dphBdIK/WlAamdomxnESKO28lAz0vTvtrSTaiXt9Ne+DlH+/M//HN/wDd+AxzzmMfif//N/7uemV9VRuaWdSf3UTukPFjIx9pUC0vJwaWfc0G/huutEY/PQh/rfc/3pzyPFFF/58CqPNOkb5AgboHN2oQFpZYy03V3xexMGxzJX6GSFwgaWxSOtqaQshJHmGuBwX5UQaeeNN4rv+ZqvCdtPXq0ZaeweTZdswFlVi/BIW4UNFOvaa4FLLwXuda/6n73iChEWeu214Z85LIw0G0hbSTvDahHX94EPFG1ZnfusrMr6j6MYNjA4VX/W2ZVHWhVAv9/twZUnz+MEzuA6/G0YkCbHx5OJ+LvLsAHfsT784aKdedzj2n1PVVHCIzHSIswPpH2j+4vOMXB4PdIe/nDx8/pr5djw1KnCe2yGbUhqJyDmfceOAbaDVbyhGRXqu+V92lXIFG8D9hNIS/puUsqKkeavxus+t99+Oz7/+c+j1+vhqquuwrFjx7zv/dM//VP8+3//7/FXf/VXAIQ3VLQaHR3K8jWixDYAAqWdHTBr+IAhk7dyVdhAU0+23/xN4Od/XjSqvvr5//Uw/PifvgnHXvSs0u8qDRu4QIG0MkbanXeK30myd1QqnJGmgbSD9kir8nNzfYZqgPG+SDuf9CRxzxw/HrafvPiApREjjQFp3HfiMFRXjDR+jWLW5q8YaaL++q8F86bJwsDGBnDzzfUG1oeNkUZgyoqRFlaLAEYuvxy47TZgc7P9dwFh0s7J5JCHDXBG2nb9me9R9UjbWpvhc7gSQ4yA9EWV71ceaQpIa96P2sfmO69PfGL5mKEzIK1nSjvbeES3KToPR4GR9l3fBdx0E3D82P2AB/4ecMMNhffYjLRQaefb3w7s7RXZWMm29kDUjDRxLRcRNrB4IK2YQmqfkxWQ5q/azcGb3vQmPOxhD8Oll16KG2+8Eddddx1OnjyJJz3pSfjgBz9ovPdDH/oQnvCEJ+DJT34y/uqv/kqldz7lKU/BX/7lX3Z2EKvav/I1ojOGySpPBE/YgAkINO9IXI2La//MiV2z7UVROYgGANF974NjL31OMOvGxUijhKMLDUjzDXiyDDhzRvx+1HJKfLRxu8igl0s7D8ojrc4AsiuPtLrSTgA4caLZOWodNsA+f9gmg2090pzSzlhLO/eFkXYITnq/D6zXD/VTtbHRziNtWYG0lUdas1rU9d3e7g5kCZF2TqeHPWyAAWkNQPL9AtL2W9qJOMYmdpAiC/RIM8fFaYdAWtmxlo0ZQgG5qiJGGkk72ySStqmjBKQBEgCNIuA7vxN4wAMK/26PX20iT5m0syp8QoN0UorcESNtX4G0PhtjS0/mlbQzvGo1of/hP/wHPPvZz8ZHP/pRBYrRf+985zvxtV/7tXjve98LAPi5n/s5fNVXfRXe8573KAbas571LHz4wx/Gf//v/x2PecxjFnJAq1psdcFI68rryUVhr2KktVnd6qoUoCh3xWSkXThAWhmRhM7RbAbcdZf4/agBaaHSTjcAvcAdK9mHOoOoLjzSoghOY9dFVZfSzoCAsqWqgqFuwLnm4EeZtFMw0hYEpB0yRtp+10raebTrMFzfMmnn0WGkyb4ZWaP970rauWyMNOMBDpJ2Lo6R1vRYu2OkmdJOYt/td7mAtLJjWmZpZ0gVUjut56tuH8OfTzU2prCBjkKmDgxIWzHSaldwc/8P//AP+Ff/6l8BENLMK6+8Eg95yEPQ7/fxsY99DJ/4xCews7ODH/iBH8CLXvQi/NAP/RAAII5jPPe5z8WP/uiP4oEPfOBijmJV+1a+RpTYBsL/SzyUpWEDChBoPkpOEvEfT3as9Ehbgk7AJ+1MMVPU7wsBSAthpN11l55QHVUgrZKR1jEA3aRoH1oDaU0YacwjbdGT6tZhA9wj7ZA9t02knVyO5w4bED/niJFFCZAvYJJ8yDzS9rsOCyNtJe1sVocNSDuqjDSSew2TKaKo/gEcVWmnsYE6YQOKkdYcbOqKfbcoIO2gFvZtIC1Ny/uFZWekVZXNSOPzziiqbzXlelbpWrZhUPLaVyBtwBarrdROqq5k/kexgoe0b3jDG5BlGaIowi/8wi/gFa94hXHzvfnNb8bzn/98fPjDH8ZHPvIRAMDDHvYw/M7v/A4e9rCHdb/nqzqQqpJ2xiVAmlpx7hAQGAy0Gb1v/4yJXf/glzptaScNHi80RlrZ/Jeu2R13iJ8bG81S7pa5gj3SGCPtoMMGDgRI49LOBQ88O2Wk9ZYUsfDUIqSdRthA1APyFSNtv+uwAWkraWe9OgzXt65H2mF8jJOvuAYAMNhsNmDrCkhbtrCB2kAahQ3MxI2ctGD4LDsjbVmknVX322EH0mxGWuQYozT5PoCNjVXYwGEE0lgKqSNsYPP/b+/OwyWrykNxf3V6pIFuBoEGGZQwqCgYELBvFEVA5YIK+DMKGIkavSpEEDVeNAJ6zYMx1+sQBTE3j8YgIuCI0TgyxKjcphVFjVwHECIC1wkalKa7T/3+ONQ5VdV16uxdu6r2XrXf93nOc6YadlXttfda3/6+tbap5gWaqsj81nz961+PRqMRp556apxxxhlbRHBPOumkeNOb3hTNZjM2bNgQ++yzT/z7v/+7INqEWSgjbb7OQHtp5zBL1Lo7Db3O0x1zpBVZJnRI+i82MPOG1C2QNl9G2j33zHyftGy0iOylnb0y0sqaIy1PJ2qLAdOAgbTWFbKIKLTKbxZFSxg6A2nFt2echrXYQK850ka62ICMtL5SyFiK2HKONKWd2aTw+ebNSEuxtHPx0pkXuXzFYMegopUTrXZSxTnSZuWYI+3BjTP3G+YcaYOeHoY2R9rSrtLOkhcbyFpKnXogrV9G2iD7f8+MtNZiA4sTnCNtWVsfu0dGmrLO/jLvQrfccktERJxwwgnz3uakk06KiJmJ/F7zmtfE1ltvPe9tSdPCpZ1zf2s05g4G85Z2FjwoZ8miSKW0c0lsnL1itXlzW6ZaYgPyrLKs2tkyiYG0zIsNjCAAnVdZc6R1Z6Q1Rvy6G425Y8ogHcaOxQYSy0ibmup9pbWf9uBHr1K89izkTa0JlmWkjVUKGUsR82ekVeGcXWWpBdLmmyNt48bEM9Ie2uZBFhpov3/3z1lNTGlna460TTP3m6SMtFawdXaxgZJKO7u3P08grYrHl4VssWpnwTFhr7Y6MaWdPRYbEEjrL/MudM9DqSF77733vLdp/59MtMmUrbRzTutgMDU1utLOlkaj9+OlGkirc0Za9++TGEir5WIDGVe0bf+9fY60cSSUto4phTPSVg44oipR3ivPC82R1rHYQENGWhlSC6S1giky0rLpdcysmiwZackvNlAwkFa0nzpoIG3kh8y8gbSHbv7gr9dHRMSiAn2doZVkDimLb9FD2T5VyUhrqUtGWndArfvnvI/X8ditQNqQjl1jDaQt75+RZsXO/jLvQtMP9WqW9vlEl7S1tu23377AZlFV8x10WmU7813pGMViAxHZ5jQqOvfEsAmkzah7Rtogiw3UcY60jtLOMbzu1jGl6Bxpix+xx3A2aIzaT+/DKe2c+T4dU7PnCBlp45VCxlLElqWd5kjLJoXPN8scackvNjCkQFrR8sPKZaTlXLVz0XYz6S8bHyw+59SoFhsYvLRz5o5lZ6TVLZDWHUArOt1P34y0EcyRNur5oTsCaTLScqvgKZcqWygjrbvT2x5I65lZU/Cg3FFKNc/JoPOgWez5hkEgbUaejLQddxz99ozbIIsNlDVHWuv58rSfFEs7I4aYkbY0vQhA3g5zr0Bad3l/RKu0c3Hmx81FRlpfqWakKe3MJvVAWntG2uxKjQlmpLXOGytWDHb/ooG0VkByoeev/Bxp28+kv/w+Zl5IkUN61Uo7q7ZqZ8ukB9K2nCNty/8N8njtPy9dNHPiWrZk8wBbuKX293nkGWlbze0AvRYbEEjrL/fpKusysXmXkyUNC82R1q+0s9ek6ePISEsqkNa6YrVxbmBah0BaHTPS2oPM/fRuNyPcsB4qk5E2xtLOwhlpCQ4G2ztsWfax9nmt+mWkjXSxARlpfaUQaIlo21ce6kIo7cwmhc836xxpd9898/PDHjae7RqmI4+MOPXUiD/908Hun3Wqh/m8/OUR998f8bzn9b9d1edI22efRtx8c8SN8fiH7jI5c6R1B9LKaqtFAmlVPL4spLtt9Zp+YpDHa//5L/a5Jn7909/GCx7904g4fqDtbKe0Mx25u7SPfexj+/6/FUDLcrtNrTxukrFgIK3r/60D8KgWG8gSSGtt1/R0NU4Cs4GRhwYKnYG0mQ1sLUsdUY9A2kKp85MYSCuSkVanQFrHHGljiJMUyUhrPx6l2G6HkZE2X2nnyDLS2h8wxejliKWSkdZ9XpSRlk0Kn2+WjLR77on47W9nft599/Fs1zBtu23EJZcMfv+iGWlPfGLExz+e/Xnm+33ocgbSDjss4l/+JeK22CsiIhatGHyu0WGVZA57rjWlnePVnYlWNLmi1/Hs4J1uj4/HBRE7vn6wjewyzkDa4m23mv1ZaWd+uXudzWY5DZ9qGLS0c2pqvtLOYr2+9gNMv5NBtQJpM6+5Od2MzZvnBgztGWkPPDB3+xQH5Fn0SyTp/pzqHEir+xxp7YG0cWQ6D23VzgRjOsOeI61jsYFRZaQp7ewrhcnoI7bMSDNHWjapZaTNF0i79daZ7ytWRKxaNZbNqpSigbSsql7aefjhnb8vetS+Q3nqXr8P+jgDz5H20P3mSjsHe5yi6hZI65eRNsg+0XN186IppV3GmpG29dwTTC3e8mK9QFp/mbu0RxxxhHJNcmek9VpsYNylne3bVYWTQHtpZysbLaJ+gbQ8GWmTPEda1tLOMudIG1ogLeccaY3G3Im91/9HoUhGWqMxc/8NG9Jst3lLONoniF9wsYHmVMd9hkZpZ18pBFoiOsuE27/rdvaXwufbL5DWGiTecsvM94c/vJ6fea9B/iiMfX/JudjAoYd2/r54+eBXXka12MCwMtKUdo7HKOdIm30vW38c0pXCsQbSeny+Sjuzy/yJX3PNNSPcDFIx30Fn4FU7C2akZc0AGWSy9FFpTZjeO5A28yLaA2kpZrZkkWexgTpnpFWhtLPVfooE0pbFhsEy0npd/RuhInOkRczMkzYJgbQsr789i6g1SXxnRtrMjmOxgfKkUPoXobRzUCl8vv0Grq1jzm23zXxPsaxzGMZ1sbfqpZ077BCx774RP/7xzO8TtdhAd0bakFZ4zCtvhl3qGWmjDKRNREbaAoE0GWn96aKQy3zHiNYVliylnR0ZaWOcI639e5nmzUhb1JwtY2sF0toDkJPGYgOd3+eT6mIDW2QexIMRq1dnep7233uVCo5SkYy0iLkFB1IMgA9a2hkR0ZrytFcnsxmN2Yw0iw2MVwqBlogtM9KUdmbT/f5UoY/TLUtGWqsv9PCHj2ebqkYgbU57eWeR80XVA2kpZqSleIrtjnH1Wll8kMfr+LnVt12gj5tVWYG0XvFAgbT+KnjKpcoWLO3sOigtvNjAeEs7q9DJnB1cdgXSFi1fMvsaWoG0FLNasrLYQOf3+bQHI5KeI+1jH4l48Yv73qfXoDC1jLTW/VNsu4MuNhAxNxCer7RzU3NR5sfNRUZaXymU/kV0ZjdGKO3MKoXPN8scaS0CaaN9nqrPkRYxs+BAyzAz0oa12EDROdJmFxso6XRVt0DaWEo73/CGiKuuWrCPm1WVMtKUdvaX4DVzyjTfQXSh0s6pqdEE0vIsNtBr+8ow+z40m20rdj4YjRVb1TaQZrGB+VUpIy3P824RSHvWMyKW9b7tfPfpzkgbZyCt7hlpWV5/r4y0jqu9U3OlnZsf6m7ISBuv1DPSqnDOrrLUAmlbnBe6Bol1DaQNuTJsXqllpFWhtHNYwcctSzsHe5yi6jZHWvf8g0X7lD0v7m6zTcTxxw+0fb1UKZAmI62/BJsEZVooI63R9f/2OdJ6l3aOJyNtkDmeRmV21c5oxMYNM6OGJbExYvny2e37wx9mvtclkNbvit+KFXPBiUlSZI60JBcbyNAZ6DXobzQiGjHTThoFFyfJosiqnRFz+2qKbXfQOdIi+mekbWq7ZicjbbxSCaR1z5EmIy2bFD7fPBlp5kgb7fOMvRS4/QkznhQPOmjuPFyF0s5hvWdbLDZQcPwzqLpmpPUq7RxaRtqQCaSlQyCNXOYLeORZtbMzI63YLph1sYFKZaS1BUY6AmlbyUhraf+cJjEbLSL/qp1VyEgrEkjL0iGer+O7KDb3/P8oyEibMZTSzq7zQ4SMtHFLIWMpYsvSThlp2aTw+WaZI62lrhlp4wqktT9X988jf7KMB/9lyyIe//iZn4u8H8PKJGtd0JvvcfNuT8oZaSmeYseSkTZk7c9RdiBNaWd/FTzlUmXzdYKylHb2yqyp4xxp7QHFTQ/OBNIWx6aOjLS6BdL6ZaRNaiCtNWDYbbf+t6vCHGlFV+1cujRbpsR8g8Kp2Yy07M8/qD32mPm+667F7p/igLDIHGm9FhtoZd+2rsBnfdxcZKT1lULGUsT8pZ1V3d6qSD2QZo60GeMMpI113tEBAmkREU972sz3Qc/D3U/d6/dBH2tYpZ0pZaQ97GERW289U8GYmu62NZI50obMYgPpSPCaOWXqVa71hz/Mv2pnr8UGRlXamUxGWntm3qaZUcNUTMtIi96/T2og7f/7/2Y6J+3zgfQyCRlpWTsCVchIO+eciCOOiHjqUwe7/8UXR5xxRsSf/MlQN2ssisyR1q+0c6SBNBlpfaUQaIlQ2jmoFAKl/QI33VmwQ1r0Ljm9BvmjUvWMtIiIN7854sgjBz8Pdz91r9/zPtbmzcUep/UZTz+UeLBocRqBtKmpiK9/PeLBByO22mp02zUq3W1rJKt2Dln7Z7JsgbmFi1LaWYxAGrnM1wlaqLRzamqe0s6CJ/G8c6RVYRDRmuepGY1obm4LpNUsI61f57oOpZ2LF0ccffTCt+vVblKbI61wIK0xHdGMmBrDHGkrVkQcc8zg999xx2Kd/zLlzUhr3w97ZqT1CKQNvbSz/QFTrKcdsRQCLRFKOweVQqA0a0ba6tX1jYUr7ey0YkXE058+vKeOGN7CBUUDaXO/l3MwHmTajf33H822jEN3cGiYGWmjaj9VmSNtairN4Ok4VfCUS5UtVNrZPRl4r8UGhhlIyzqnj4y06smakbbjjuPZnqoaRbsZdBvKCqTNlnZWNAgwKfLOkdZ+u94ZaTMfWKuUJc/jZiYjra/UAmlKO/NJPZDWfsypa1lnhNLOUT91r98Hfayic6TNPmYipZ2p6y5XHOYcaZNW2tk9Vl650jl4IRU85VJlnfPfzDX2PBlpwyxRy1vaWYVxVvuqndObZ0YLjWjWOpBWx4y0rOpU2tl9wp6dm61V2lmB9jvJBplUeHbBmR4Zaa2BQvtiA0Pfd82R1lcKgZaILQNpSjuzme+YWSVZM9LqumJnRPbFh4ZhrBlp7TvkmCM2w1psoPu+Q8tIK6m0c5iZeimQkdbfQoE0+qtol4qqaj/gLlkyhFU7x1TaWamMtNaAIaZieuNDAYIalnbWfY60rNoz0spabGCQ9jPIqkPzZqQ1mg/9XsFR4gTJO0da++16ZaR1l3a2nweGRkZaX6lkpHXPkaa0M5sUAqX9Bp7tfRwZaRMYSJvAjLRhBdKmSgqkRXRuS10y0nrNkSYjrf9iA1bsXNhIms+mTZvit7/9bUREbL/99rF40ltpjXSfE1u/twJpja5eevtiA1PtAaQxZ6RVao60toBic/qhAEHNSzv7XSGreyCtMyNtUcffxr0NZS82MI5VO+usSEZaK5DW2UntXLVzJJ1OgbS+UgmkzTdHWlW3typSC6Qp7exNIG20T93r90EfK/WMtIiZbWktnjDpQ/TutjXMjLRJC6TJSMtvaIfQH/7wh/HqV786HvOYx8Ty5ctj9erVsXr16li+fHk8+tGPjr/8y7+M73//+8N6OkqyUCCtu/SqKosNVCojrb20c1N9Fxvol5HW/jmZI23me7MxFdPLlnf8bdzbMGggLeuqQ/MG0hoPtRMZaSPVq0O1kH5zpDW6Amkj6bAr7ewrhUBLhNLOQaXw+WYt7RRIM0faqJ46oth7O4zrNVsG0sprrHXOSOueomjQxxv0/lkIpKWjcCuenp6O1772tXHQQQfF+9///vjRj34U09PT0Ww2o9lsxvT0dNx8881x4YUXxh//8R/Ha17zmphu9ZBITvfBd4tAmtLOBfVabKA1R1rr/Wo1kboE0mSkzW82I231bjG9/2MiIr1AWvHFBpo9/89wtT6nQUp4e8+RNvO9tdiAjLTxSyUjTWnnYFL4fLNmpJkjTUbaqJ661++DPpbSzrR091+Llna2jycnPZCmtHNhhZvPKaecEldccUU0H+r1HHDAAXHYYYfFLrvsEhERd911V6xduza+//3vx+bNm+O9731v3HHHHfHxj3+86FNTgvky0hZatXNqajSlne0HmHQWG5j5vkVpZ1tGWktdAmn9MtIE0ma+NxcvjeZD+0PdAmmLGq3SzgqOEidIeyl+Vv3mSOsu7ZSRNn4pBFoitiztlJGWTWoZaeZI622cF3vHGkiz2MC827NoiYy0ceiXkVZkjrRRtp1B5hgelIy0Ygo1n8suuywuv/zyaDQacdBBB8UHP/jBOPTQQ3vedu3atfGKV7wivvOd78SVV14Zl112WbzgBS8o8vSUoP3AYbGBwcwOGLpLO9vmSGupSyBNRtr82geYZQ0uywqkzc5t2FpsoKTl4uui9Tnl+ZzzlHbKSBu/FAItEVuWdspIyyaFz9ccaQtT2jnap+71+6CPNazSzqlF5TXWEj+Wsese/w1rjrRRtlUZaeko1Io/+MEPRkTEfvvtF1//+tfnDaJFRBx66KFx3XXXxf777x/NZjMuvvjiIk9NSRYu7ewc6B53XMRee0U8/eldASSLDfQs7axrIK37dS9eHHHSSRFHHRWx667j3a6qaS95ag0yx70fH3lkxCMeEfHsZ2e/z3Az0qZ7/p/hGiQjrX9p58zO2zo/jKTjKSOtr1Qy0uYr7azq9lZFCp9vvyDErrtGPPnJEc9/fsSKFePdrioZZyBNaWexxxpeRprSznE45piZceh//a8zvxf9LPfYI+K//JeZY9aojDOQ9rCHRRx9dMRznzv3vM98ZsSee0Ycf/xon3sSFGo+3/3ud6PRaMQb3vCG2HrrrRe8/dZbbx1veMMb4iUveUl897vfLfLUlGS+0s65VTs7b3/88XMN8ec/n/k+qlU7U8lI6yjt3Nx7sYGWSQ6kLXRV9BOfGN+2VFmvjLRx78ePf3zELbfku89QA2nxUMBZaedIFZkjrVcG0VgWG6jTiGAAKWQsRWyZkaa0M5sUPt9+A9dFiyKuu26821NF5kgb7VNHFHtvRxJIKzHDvk6nzf/yXyJuvXXu9/ZzyiDnl8WLI/793wtv1oLP0TLqQFqjEfHlL3f+7Zhj5sbs9FfoEPrggw9GRMSBBx6Y+T6t225s1YGQlLyLDbTrVdpZtNOQNSOtqoG06c1tc6TJSKOH9kyNlMqdBgmkdXdqZtttKyNNaedIFZkjrdfvrc9rpIsNOJD01d2mqhqY6p4jLaVjXZnmO2ZWyTDK4iadjLTRPnWv3wd9rGEF0spsq3UKpHUb6/4/oHEG0iim0C601157RUTEPffck/k+9957b8d9SctCGWn9DkqjKO1sP8BkyUirQieuV2lnHTPS+s2RxpwqzJE2CKWd6SkyR1pLx4pYrfnTxpWRVoUDfMWkUPoXMf8caVXd3qpI4fMVSFuYOdKGb1SLDQxrjrQy20KdT5upBdLaE0aonkK70HOf+9xoNpvxiRw1WFdeeWU0Go048cQTizw1JWk/6CxZMvf77KqdfTpxs5k1JZR2VnaOtIcy0syRVt52VF0V5kgbxCgWG1DaOVpF5khrGftiAw4kfaVQ+hex5RxpKV00KJNA2mSY2NLOElftlJE2vzpnpHVc7Kvo+bD9M6nb55OaQrvQ2WefHXvvvXdcfPHFcfnlly94+yuvvDIuvvjieOQjHxmve93rijw1Jek++C60ame7Ua/amWJpZ3O6rbRTRho9VGGOtEG1tnNoGWlKO0eqyBxpLZ2lnTO/tM4PMtLGL4VAS4TSzkGlkF2RwjaWTWnnaJ+61++DPtagj9P98quSkVa3QE0Kx6PWZ7J0aXXP2cwotAutWrUqvvKVr8TBBx8cJ598cpxwwgnx6U9/On7xi1/Exo0bY9OmTfGLX/wiPv3pT8eJJ54Yz3/+8+Pggw+Or371q7Fq1aphvQbGaBilndMxNZvBVvfFBjpKO2Wk0cPs/tJMb3A59EBaIq87VcOeI01GWvlSC6TJSMsnhUGhjLSFjbOPKpCW3zCu11SptLPEj6V0KRwz2wNpVFum5rMoQ2tvNptx1VVXxVVXXdX3NjfccEPsvffe0Wg0YtOmTdm3lEpYKJCWpbSzOaLSzhQz0jpKO2Wk0UOv0s5UBpfDCqQp7RyPYcyRNvbFBmSk9ZVqaWdqFw3K0hG4rujhsX27NNHeajFH2pg//O7XVrVVO5V2lqPoqp3jIJCWjkzNp9nq0Qzhdlkfi2qa7+CbJyMtIsaekdY6WFahE9c+V1xzs4y0iGp8LlVVp9LO+VagW7R8acR9EVO77DS8jWMLw54jrRVIG+liAw4kfaWWkdZd2lnV7a2KFLIrIma2bXpaE53PxM6R1h4hHHNjrlppZ5Uy0uocSEvhmNn6fATSqi9T8znvvPNGvR0konuxgc2bZ37OEhhrP4cOK5DWHmhKsrRzc9scaTUOpFXhc6mqVBcbiJjbzqyrDjUaM1/d2ShT++wd8auIqX3/aPgbyazW8SbP/lV6aaeMtL5SC6Qp7cwnhUFhxFwgrcrbWKaJnSOt1YBLiNaMatVOGWlpS+GYKSMtHQJp5LJQRlqW0s6I4QXSGo2ZA82DDyZa2vnQHGnzlXZO8glOIC2bOmWkte7TCtC32srK7WYeaJtthrhxbGG77Wa+b7tt9vuUnpEmkNZXKqWd3YE0pZ3ZpLACXcR4A0Upah1z8xx7B1VKaWcJndlRZaRNwhxpAmlb/lwlK1fOfDedfPXVrPlQVPccaa1Ob1mlnREz2S4PPphoRtrGmYhBHTPSjH+zac9IS21wOUggrdfA8O1vjzjyyIijjhretrGlgw+OeNe7Ig49NPt9+gXSWp+lxQbKk0pG2nxzpFV1e6sihTnSIgTSFvJnfxZx330RL3zh6J+rlNLOEjqzSjvnV+dAWgoXHx7/+Ih3vzvikEPK3hIWUrPmQ1HdgbTWehFZAmntB68st89q2bKI9ev7nwxaz12Fg2Z7IK254cGIeCiQZrEBeuiVkVblAVO7QTPSun8+6KCZL0ar0Yg466x89+k+ZvXqpI6ttLNuI4IMUstIawXQUjvWlSWF7IqIal3MrKIddoh405vG81xj3Wd22y1i+fKIPxr/tAwWG5hfnU+bKVx8aDQizjyz7K0gi5o1H4rqPvi2DkhllXZGzM2/lEpG2uyAIRox/YcNM3+reSDNVer5TcIcaUUDaVRXv0BNdyDNYgPjl0pGmtLOwaRyvJSRVh1j3We23z7iJz8ZT81qFxlp86tzRUgqx0zSkKlb+9a3vnUkT37uueeO5HEZne7FBroDaVlLO4edkRaRLZBWhRNGR2nnQ4G0RkTE4sW1DaQ5mc2vjnOk9fqZaiq9tLPOI4IMUgmkKe0cTArZFRHV6oPV3VjnSIuIePjDx/AkWxrVYgPDmiOtzP5Nd3VRnaRQ2kk6MjWf888/PxojOEMLpKWn++DbOjGUtWpnxNwgPcXFBpoPPJSRNs/S53UJpOlcz292f2mml6UxyBLeAmlp6bvYwDgy0hqNmSeannYg6UFp52RL5XgpkFYdqewzRclIm5/Szi1/hkFkbj7NVu9mHo1GYyi3odpSLe2s6hxps6WdD61uV9dAWhU+l6rqVdqZyuCyaEZaKq+zzkrPSIuI2G+/iF/+MuJhDxvRE6QrlYw0pZ2DSWVQWKWLmXWXyj5T1DADacPI4hNIq4a67P+MR6ZdaHp6et6vn/3sZ3HooYdGs9mMY489Nq644or4+c9/Hg888EA88MAD8fOf/zyuvPLKOPbYY6PZbMahhx4aP/vZz2K61VsiKd0ZaVUq7UwxI236vvtn/rZ45qxW10Caq9TzU9pJlZU+R1pExPXXR/z4xxErVozoCdKVShvqLu1M7aJBWVK58CAjrTrqco4dVUbaJJR2CqRt+TMMolDzueeee+KYY46JW2+9NT7ykY/EC3us27zHHnvEHnvsESeddFJ89KMfjdNOOy2OOeaYuOGGG2LVqlVFnp4SpJqRVtVAWvO+P0RExNTimQ2rUyBt7PN0JMpiA1RZntLOkQ2iV64c0QOnL5X2JCNtMKl9vgJp5atL36v7tVVt1U4ZaeVoH4tW+eIDaSh0CH3Xu94VP/3pT+NlL3tZzyBat1NPPTVe9rKXxU9/+tN45zvfWeSpKcmwMtJGEUjLkpFWhU5cRyDt/pmMtKkaZqQ1GnOvtwqfS1W1t5E6BNJMBJuWSpR2Mq/UMpZaATSLDWSTyvGySn2wuksl+FrUqBYbGFYgTUZaOeqy/zMehXahT3ziE9FoNOJ5z3te5vv86Z/+aUREfPKTnyzy1JSk/aCTd9XO9g7fMEs7W4P0FDPSplsZaUvql5EWMXcCr8LnUlUdmZybt/xblclIm3ylLzZAX6kF0pR25pPK8bJKfbC6S2WfKcpiA/MTSNvyZxhEoV3o1ltvjYjIVaLZuu3Pf/7zIk9NSboPvt2rdpZR2nnQQTPfH/3ohZ+7CgfNjkDa/TOBtMaSmTNZ3QJpMtIW1pHJuXnLv1XZAQfMZIzus0/2+6Qy8GdGv8nsZ7OMoveFAkYvlUFD9xxpSjuzSeV4ecABM1MYPuIRZW8JdS3trNocaQJp5Ugli5c0FNqFljw0yr/pppsy36d12yWTHiGYUPOVdrYyDsoo7fybv4m4666Ipzxl4eeuwkFzdsAQU9G8//cRUc/SzggZaVn0ykhL5f365Ccj7rgjYtdds98nlYE/M7KUdrbUrcNeBakEWpR2DiaV4+W//EvE7bdbWLcKUtlniqp6RlqZ7333WK5O6rL/Mx6FdqGDDjooms1m/O3f/m38/ve/X/D2v//97+Nv//Zvo9FoxIEHHljkqSlJkTnSRlXa2WhE7Lxz/9tUMZDWjEZM//6BiIiYWlrvQJpMlfmlHEhbsiRihx3y3UcnJy1ZSjvnuy2jl8rVd6Wdg0nleDnIuYDRSGWfKapqiw1U6XzY/tx1Oy+ncnGJNBQ6hL7sZS+LiIibb745nvrUp8aNN944722/+93vxpFHHhk/+tGPIiLi5S9/eZGnpiTzrdpZZmlnFlWa6LZXIK2xpPdk3HUJpE1yZ66o9vemDlkadenkT4p+V/2799MqHH/rJpVBQ3dpZ4tjQH+pfL5UxzDKFFPQ3R7KzkhrNKrTv1HaOcP5haIKNZ9TTjklPv3pT8eVV14Z69ati0MOOSQe97jHxaGHHho777xzNBqNuOuuu2Lt2rUd5Z8nnXRSnHLKKYU3nvGbd7GBHXaO+M3CB6VGoxnNZmOoGWlZVHaOtJj5RUZaudtRZb0GR1XYj0elKh1NssmTkVa3DnsVpBJoaS/tbF0wiKj2NleB4yV51WWOtIiZ1zqMTP5hBR8XLZq7WFCVjLS6nZcdMxmmws3nYx/7WOy2227xvve9L6anp+N73/tezznTms1mNBqNOOOMM+J//a//VfRpKcl8iw1s2jxzNFo4kDbTSS4rI60KB832QFpzNpBWz8UGZKQtrNd7M8nvl05OWpR2Vlsq7am9tLM9K00grb9UPl+qo077zNTUcAJpwwo+LloUsXHjlo85bgJpW/4Mgyi8Cy1atCje/e53x4033hivetWrYr/99ouImcBZ62ufffaJV77ylfGd73wn3vve98biurXaCTLvHGmbZr4v1Olt/bvOgbS5lewaMf1QE2yVdnY3jboE0gyw51fnjDSD6Oqz2EC1pdKe2gNp7Rlpk3ysGwaDQvKq0z4zrNc6rMepSjagQNqWP8MghtZ8HvvYx8b73ve+iIh48MEH47e//W1ERGy33XaxbNmyYT0NJVsokLbQQWlqqhmbp8df2lmlQFpnaedDmXzLZKTRW6/3psoD4qLMX5GWfnOkyUgrXyqBtPY50mSkZdf+/nivyKIqwZxxGEUgrWhp5zAep6g6B9L0MRmmkTSfpUuXxi677DKKh6Zk8y02kDWQ1jqAjTsjrapzpM2VdtZ7sQED7PnVOSNtkl/npOhuu/0G9nXrsFdBKu1pvjnSqrzNVZDK50t11GmfGVYATEba5Ejl4hJpmPBDKMM232IDrTkIFjooTZUUSKvsqp2zGWn1DKS1Xu+kd+aKMEcaVWaOtGpLZdAwX2lnlbe5ChwvyatO+8ywAlejCKSVeT7sri6qkzrt/4yeXYhc2ju17RlpLVlW7YyIsZd2tgJSVThh9AqkNWqakdaq+p7011mEjDSqTCCt2lJpT0o7B5NKoJTqSOWYMAyjKO0s0s6qEkirc0aa0k6GaSjN5z/+4z/igx/8YPzbv/1b/OxnP4v169fHdHtPqIdGoxGbWvWAJKW1nHT7qp0tVS3t/Iu/iPjd7yJOOGE8z9ePVTvnvPa1EZ/8ZMSTnlT2llRXnQNpBobV1+9iitLO8qXSnpR2DqZOQRGGoyrlheMw7EBa0eBXVd77OgfSHDMZpsLN5+1vf3uce+65sXnz5mi2936YWK3lpHtlpC1Y2tkqBR1zIO1JT6pOsKZnaeeihwJqXe/HpAfSXvCCmS/mV7fFBnRy0iIjrdpSC6Qp7cxHdgV51ekcO+xAWtH3q4oZaXU7L9dp/2f0CgXSrrjiinjjG98YERFTU1Px5Cc/OQ466KDYbrvtYsreObEWLYrYuHHQ0s6Z7+Mu7aySnqWdbZ3hVsZfxOQH0lhYnTPSJvl1Top+gTQZaeVLpT0p7RxMozHz1Wx6r8gmleD6MAx7sYFhBtJkpJXDxQeGqVDzec973hMREQ9/+MPj85//fDzucY8bykZRba0DT/tiA93/m09ZpZ1V0jMjretkv3nzzO3qdqWI3loDpZZJbjepDPyZ0e8cICOtfKkMmufLSHMMWFirSsB7RRbDCgqlYNiLDUxiRlrdAmmpnBNJQ6FDwve+971oNBrxP/7H/xBEq5HWQahIaaeMtIjpmJqbI63HVTPZaLR0t6tJbjeuFqZFaWe1pTJomG+OtCpvc1W03iPHS7Ko02rpw15ts+g5rD1oJZBWDhdrGaZCu9CSh0b6j3/844exLSSidQBOabGBKsmSkRYhkMacvAHrlOnkpEVpZ7Wl0p7aM9LaSzurvM1VUacMI4qr0/5S5TnSqlDa2WjUYz9ol8o5kTQU2oX222+/iIj49a9/PZSNIQ39MtIWOiiVtdhAlWSZIy3CoJM5dcpISyWDhhndgbR+GYUy0sYvlfbUPkeajLR8Wp+x94os6hpIK9I+Jq20s30cVzeqHhimQrvQaaedFs1mMz796U8PaXNIQXugJ2+mjMUGOgNpSjvJoq6BtEl+nZOi30BFRlr5UgmktZd2WmwgnzoFRiiujqWdrUU5ij5O0eBX1TLS6nhO1sdkmArtQi996UvjyU9+cnzwgx+Mq666aljbRMVZbKAYpZ3kpbSTquo3MJCRVr5U2tN8iw1M8rFuWATSyKNO+8uwAmCTlpEmkDbD+YWiCjWhJUuWxGc+85k47bTT4sQTT4znP//58fznPz/222+/WLFixYL333PPPYs8PSUZxmIDrUBaHQdWs1feFyjtFEijpX3/mPQTfyoDf2YIpFVbKoMGpZ2DU9pJHnUKpA0r+04gbXIo7WSYCjeh7bbbLl796lfHt771rbjsssvisssuy3S/RqMRmzZtKvr0lGD16og774zYeefBFxtQ2ikjjezqFFyq02udBP0CaUo7y5dKe+q12IDAUDZ1CoxQXJ32l2G91kldbKCO5+RUzomkoXATOuuss+Lv//7vIyKi2X4ZkYn1iU9E/Od/Ruy5p9LOQZgjjbzqdAVNJyct/T4vGWnlSyWbtX2OtFZXUvvPpk6BEYqr4xxpwwqkDXOOtCpkpNXxnKyPyTAVCqRdcskl8d73vjciIrbddts48cQT46CDDortttsupuydE2vvvWe+IgYv7Wz2yMSqi6yrdgqk0VKnE38qpWjMkJFWbam0p15zpFV5e6tEII086rS/yEjrvx11PCfXqT/N6BVqQq1MtEc96lFx9dVXxy677DKUjSIdg2akZb39JFLaSV6pZJUMQ52y7yaBOdKqLZVBQ/scaUo782m9T94vsqhjIM1iA723o46BNH1MhqnQLvSjH/0oGo1GnH/++YJoNZU/kNbZ06vjQUxpJ3mlMhgehjq91knQPhhY6EJJHTvtZUstI01pZ351CoxQXJ32l2GVsQ6rFLIqgbT2RePqJpVzImkodGhZ8tBIf7/99hvKxpCeQUs75/u9DmSkkVedrqAJpKWl3+fVfT6QkTZ+qQwalHYOrk6BEYozR1p5j6O0s3z6mAxToV3oUY96VERE3HnnnUPZGNKTe9XORTLSzJFGXgJpVJXSzmpL5djRq7SzyttbJa33SeCRLOoUeK1yIE1pZzlSOSeShkK70Itf/OJoNpvxsY99bFjbk8n5558fjUaj46sV1GO88maYTU0JpMlII69UskqGoU6vdRJYbKDaGo005tDqVdpZ5e2tkjoFRiiuTvtLlQNpMtLK4WItw1SoCb30pS+Nz3zmM3HJJZfEoYceGmecccawtmtBBxxwQHzlK1+Z/X1xHY8GFZC3tNNiA21X3mMqmlOLI6YF0uivTlfQdHLS0u/zkpFWDVNTEZs3Vzsw1V7aabGBfOoUGKG4OpZ2DmuxgUmZI00gbcufYRCFmtB1110Xr371q+P//b//F2eeeWZceuml8YIXvCD222+/WLFixYL3P+KIIwZ+7sWLF8fq1asHvj/DYdXO/Doy0pYuj3hAaSf91enEX6fXOgnylHbWsdNeBa1AWpXbU3tpp8UG8hFII4867S/DChoq7Zwc7eMtF2soqlATeupTn9qxCuP1118f119/fab7NhqN2LRp08DP/eMf/zh22223WL58eaxZsyYuuOCC2HPPPXvedsOGDbFhw4bZ3++9996Bn5dO+Us7891+EvUKpMlIox8ZaVRVntJOGWnlSGEOLYsNDC6Fz5fqqFMgTWln/+2o4zlZH5NhKrwLNZvNgb8Gdfjhh8eHP/zh+Nd//de46KKL4pZbboknP/nJsX79+p63v+CCC2LVqlWzX3vsscfAz02n7oOw0s6FtQfSmkuXRYRAGv3Vad4wnZy0WGyg+lIYOLfPkaa0M5/W+1Tlz5fqSOF4MCxVDqSVeT48/PCI3XePeNazytuGsuhjMkyFMtKuvvrqYW1HLscee+zszwceeGAcfvjhsddee8Xll18eL33pS7e4/TnnnBNnn3327O/33nuvYNqQKO3MrzMjTSCNhdUpI61Or3US5JkjrY5lJFWQQsZSr4w07T+bOgVGKK6Oc6QNK5A2zDnSynz/99wz4rbbqn1OGBWBNIapULf2KU95yrC2o5Dtttsu9ttvv/jJT37S8//Lli2LZcuWjXmr6kFpZ36zV96jEdNLZvZLc6TRT52CS3XKvpsE7QOD7s9LaWc1pBBI6zVHWpW3t0pS+HypjjoFXmWkza+ux4s69acZvYnYhe6777746U9/GrvuumvZm1I7Vu3MbzYjbauto7n7zLx+7e9DK2tDII2WOl1Bq9NrnQQWG6i+FAbOSjsHl8LnS3XUaX8ZdibZJAXS6kofk2FKchd63eteF9dee23ceuut8Y1vfCNOPPHEWLRoUZx88sllb1rtKO3MbzaQduZZMb3foyJCaSf91ekKmk5OWiw2UH0pZCwp7RxcnQIjFFen0s5hr9o5KaWddabqgWFK8vrwf/7nf8bJJ58cv/71r2OnnXaKJz3pSfGtb30rdtppp7I3rXaUdubXMUdajyvvAml0q9OJXyAtLeZIq74UAmlKOweXwudLddQp8Kq0k251ujDN6GXu1r71rW8d+pOfe+65A93vsssuG/KWMCirduY3G0hrK2GRkUY/dTrxC6Slxaqd1ZfCwLk9I63XeZH5pfD5Uh112l+qHEirw/tfRfqYDFPmQNr5558fjSFf7ho0kEZ1yEjLrz2Q1quERSCNbnU68dcp+24SKO2svhQyltrnSJORlk+dAiMUV6f9pcqBNOfDctSpP83o5Sq0aLZ6N0Mw7KAc5TBHWn69MtKUdtKPjDSqymID1ZdSIK09I63K21sldQqMUFyd5kgb1txmo5gjTSCtHPqYDFPmbu3VV189yu0gUVbtzE9pJ3nVKUurTkHDSdCvUyojrRpSCLT0miOtyttbJa33btLPDQxHCseDYRn2YgNKO9Onj8kwZQ6kPeUpTxnldpAopZ35LVTauc02M9+33Xa820V11enE72phWtoHBgtdKJGRVo6UMtKUduZXp8AIxW29def3STastjGs90xGWvnqdGGa0dOtpZDuE4HSzoW1X3nvlZH2V38VseuuESefPP5to5oE0qgqiw1UX+v4UeX2pLRzcAJp5HHUURFvfWvEM59Z9paM3rDaxrOeFXHeeREnnVTscWSklU8fk2ESSKMQpZ35LTRH2r77znRyoKVOJ/46vdZJoLSz+lLISFPaObgUPl+qY+nSiDe/ueytGI9hZqSdf37hzZGRVgF1ujDN6NmFKERpZ34LzZEG3dpP/JM+WJJ2nxaLDVRfCoEWpZ2Dk5EGvVWtbbSfA6uyTXXjYi3DZBeiEBlp+S00Rxp0q9OJv06vdRL0C6TJSKuGqg0me+lV2lnl7a2SFD5fKEPrnFOVc0+dVkytKn1MhskuRCF5M8wE0hYu7YRudUpF18lJS56MNJ9nOVLISOtV2lnl7a0SgTTorWpto2qBvTqqU4UHo1eRQwupyrvYgIGV0k7yq1NwqU6vdRL0+7zaf1+0SKe1LCkE0toz0gTS8knh84UyVDWQVpXtqSN9TIbJLkQhSjvz6zUXTB3fB7Kr0xU0nZy0ZC3tND9aeao2mOyl/bzoAlM+KXy+UIaqtQ0ZaeXTx2SY7EIUYrGB/GSkkVedTvx1KmOdBFlLOw0cypNCxpKMtMG13ifHS+gkkEa3OvWnGT27EIWYIy0/c6SRV52CS1btTEv7gKD782r/3cChPCkE0trnSHNezCeFzxfKULXAldLO8tWpP83o2YUoRGlnfjLSyKtOJ35XC9OSdY40pZ3lqVpWRi+mPBhcCp8vlKFqbaNqgb060sdkmOxCFKK0M7/2QJoBA1nUKUtLJyctSjurL4WMJaWdg6tasACqomptQ0Za+erUn2b0NGUKybtqp4w0pZ3kJyONqrLYQPVVbTDZi9LOwaUQKIUyVO3YJyOtfHXqTzN6diEKUdqZn9JO8qpTcKlOr3USyEirvhQCLb0y0rT/bKoWLICqqFrbEEgrnz4mw2QXohClnfkp7SSvOl1Bk3afln6dUosNVENKgbT282KVt7dKqhYsgKqoWttQ2lk+gTSGyS5EIVbtzE8JC3nV6cQvkJaWrBlpSjvLU7XBZC/tGWkytfNJ4fOFMlQtA6xq21NHdepPM3p2IQrJW9qZ9/aTSGknebW3k0lvMwaFaVHaWX0pZKS1X2CSkZZP633yfkGnqvUnZKSVr079aUZPU6aQIosN1PVEIpBGXnVqN63XOumvc1L0yyC02EA1pBBIU9o5uKoFC6AqqtY2ZKSVT0Yaw2QXopAipZ11PZGYI4286nTir1rHl/5kpFVfCm1KaefgUvh8oQxVaxsCaeWrU3+a0bMLUUiR0s66HsB6ZaS58k4/dcpIq1rHl/76BdJcOKmGFDLSlHYOLoXPF8pQtf6E0s7y1ak/zejZhSikSEZaXQ9gSjvJq04T8BsUpsViA9WXQptqL+10gSmfqgULoCqqlgFWte2pIwkdDJNdiEIE0vLrNRdMXd8LsqlTuzEoTEu/TqnSzmpIoU21l3Y6L+bTClILVkOnVpuoyvln6dKZ79pqeQTSGCZNmUK6T05KOxemtJO86tRuUhj0M6fRmPlqNvuXdho4lCeFVR2Vdg7uz/884o47Ip7znLK3BKrlpJMirrkm4kUvKntLZqxZE/HsZ0eceGLZW1JfVu1kmHRtKURGWn5KO8mrTu1GIC09ixZFbNokI62qUmhTFhsY3BFHzHwBnfbfP+KLXyx7K+ZsvXXEZz5T9lbUW50uTDN6diEKEUjLz6qd5FXHOdK0iXTMN4GyOdKqIbU50mSkATAKAmkMk12IQqzamZ+MNPKqUwC69Von/XVOkvmCn1btrIaUAmlKOwEYFeNQhskuRCEy0vIzRxp51andpDDop1MrSNb9mSntrIYUsjzb50hzgQmAUahTf5rRswtRiIy0/GSkkVed2k0Kg346zVfaabGBakghON2+78hIA2AULDbAMBmqUEh3loGMtIWZI4286nTiF0hLT5Y50mSklSe1QNrmzTPfq7y9AKRJP5NhsQtRiNLO/HqVsBgw0I+MNKpsvs/MYgPVkEKbaj8Hbto0873K2wtAmszFy7DYhShEaWd+SjvJq04B6BQG/XTKUtopI608MtIAYIZ+JsNiF6IQGWn5Ke0krzoFoFMY9NNJaWe1pdCmBNIAGAeBNIbFLkQhAmn5WbWTvMyRRpXN95lZbKAaUmhTvQJpVd5eANK0004zfZJVq8reElKna0shjcbMV9ZVtuqUWTMfpZ3kVacAdAqDfjrJSKu2FDLS2rdNRhoAo/L5z0f89rcR229f9paQOoE0Cpuayn4FuU4BgfkIpJFXnQLQJoFNTytI1h34sNhANaQQnJaRBsA4PO5xZW8Bk0I3hcLyDPIF0uZetznSyKpO7SaFQT+dLDZQbSlkpJkjDQBIiaEKhbV3gJV2LswcaeRVp3YjkJae+T4zGWnVkEIgTWknAJASQxUKk5GWj9JO8qrjYgOT/joniYy0akshOK20EwBIiW4KheUJpNUps2Y+7YE0pZ1kUad2k8Kgn04WG6i2FILTSjsBgJQYqlBY+wBpoY6vjDSlneRXp3YjkJaeLIE0pZ3lSSGQprQTAEiJoQqFKe3MR2kneclIo8rm+8yUdlZDCm2qVyCtytsLANSbbgqFKe3MRyCNvOo4R5o2kQ4ZadWWQkZaxNx2ykgDAKrOUIXC8qzaKSPNHGnkV6d203qtBtHpsNhAtaXSplr7z6ZNM9+rvr0AQH1N+JCMcVDamU/rPZieNkca2dQpk/OP/zhi9eqIZzyj7C0hq/kyngTSquHIIyO23z7iiCPK3pL+2s+NEZN/rAMA0qXYgsLaB0hKOxemtJO86hSA3nXXiDvuEFxOSb+MtEZj5lintLM8J5wQ8ZznVL9NKe0EAFIx4UMyxkFpZz5KO8krTxubBHV4jZNkvkBaxNxnKSOtXCm0qe7STudFAKCqdFMozGID+fTKSEthkEN5BKCpsn6BtNbfZKSxkNZxTkYaAFB1hmQUZo60fJR2kpcANFXWb6VVGWlkpbQTAEiFIRmFKe3MRyCNvLQbqkxGGsPQHUhzrAMAqko3hcIsNpBP63W3z5Hmyjv91G2ONNKSJZAmI42FyEgDAFJR01AGw6S0Mx8ZaeSl3VBlFhtgGMyRBgCkwpCMwpR25mPVTvLSbqiy1j7Z6/ivtJOslHYCAKnQTaEwq3bm0xpstrLRIur7XpCNdkOVyUhjGJR2AgCpMCSjMBlp+XSXr7T/DXpp3z/sK1TN1lvPfF+xYsv/yUgjq9axbdOmme917SMAANWna0th5kjLR0YaeclIo8pe//qI1asjnvvcLf9nsQGyau0rrXOjiwYAQFUJpFGYVTvz6ZWRVtf3gmwEoKmyxz424m//tvf/lHaSldJOACAVhmQUprQzH6Wd5CUATaqUdpJVa19R2gkAVJ1uCoUNuthAXTMUuueBiTBgoD9zpJEqpZ1k1T3tgWMdAFBVhu8UZo60fMyRRl7aDalq7bsy0liI0k4AIBWGZBSmtDMfc6SRl9JOUiUjjayUdgIAqdBNoTCLDeRjjjTyEoAmVRYbICulnQBAKgzJKExpZz5KO8lLAJpUWWyArJR2AgCpMCSjMKWd+SjtJC+LDZAqpZ1kpbQTAEiFbgqF5QmkyazZ8qp7hOAI/Wk3pMpiA2TVfZHJeREAqCpDMgprDeyzDPBlpJkjjfy0G1L1R380k422115lbwlV132RybEOAKgq14gprNXZzRIMEhDoPaGyQBr9yEgjVVddFfHrX0fstlvZW0LVmSMNAEiFQBqFtea+yTLAFxBQvkJ+5kgjVStWzHzBQgTSAIBU1DSUwTAp7cynO5BW1/eB7LQbYNI5NwIAqdBNobA8pZ0y0rYs7azr+0B22g0w6WSkAQCpMCSjMBlp+bjqTl7aDTDpBNIAgFQYklGYQFo+rfdg06bO32E+7W3F/gJMou5zY137CABA9emmUFhrsQGlndnISCMvAWhg0rWObe0rWgMAVJEhGYXJSMvHHGnkJQANTLru0k7HOgCgqnRTKEwgLZ/uQJqr7ixEuwEmXevYZtoDAKDqDMkozKqd+XS/T3V9H8iufZ8xuAQmUfe0B451AEBVGcJTmIy0fATSyEsAGph0SjsBgFToplBYa7GBLJ1eAQGBNPITgAYmXXcgTUYaAFBVhmQUlqe0U0Bgy9dtsMBCBKCBSae0EwBIhSEZhSntzEdGGnmZIw2YdEo7AYBU6KZQmMUG8hFIIy/tBph0SjsBgFQYklGYjLR8ugcHBgssRLsBJp3STgAgFYZkFCaQlo+MNPKSkQZMutaxbXq683cAgKrRTaGw1qqdSjuzEUgjLwFoYNJZiAcASIUhGYXJSMtHaSd5WWwAmHTdfYK69hEAgOrTTaEwgbR8ZKSRl0xOYNK5yAQApMKQjMKs2pmPQBp5CUADk05pJwCQCkMyCpORlo9AGnkJQAOTTmknAJAK3RQKay02kKXTKyCgfIX8zJEGTDrnRgAgFTUNZTBMeUo7ZaTJSCM/AWhg0intBABSYUhGYUo78xFIIy/tBph0SjsBgFToplBYnkCazBrlK+QnkAZMOhlpAEAqDMkoTGlnPjLSyKt9HzG4BCaRi0wAQCqSH8K//e1vj0ajEWeddVbZm1JbeRYbEEhTvkJ+2g0w6ZwbAYBUJN1NWbt2bVx88cVx4IEHlr0ptaa0Mx8ZaeSl3QCTTmknAJCKZIdk9913X5x66qnxD//wD7H99tuXvTm1prQzH+Ur5KXdAJPORSYAIBXJdlNOP/30OO644+Loo49e8LYbNmyIe++9t+OL4bFqZz4GC+RljjRg0slIAwBSsbjsDRjEZZddFt/+9rdj7dq1mW5/wQUXxFve8pYRb1V9DVra2ZpbrW4E0shLABqYdAJpAEAqkhuS3X777XHmmWfGRz/60Vi+fHmm+5xzzjlxzz33zH7dfvvtI97KelHamY/STvIyRxow6VxkAgBSkVxG2rp16+Luu++Ogw8+ePZvmzdvjuuuuy7e9773xYYNG2JRV6rTsmXLYtmyZePe1NrIs2qngIDBAvkJQAOTTkYaAJCK5AJpRx11VNx0000df3vxi18cj3rUo+INb3jDFkE0Rs8cafkIpJFX+z5jcAlMIoE0ACAVyQXStt1223jsYx/b8bett946dtxxxy3+zngo7cxHaSd5yeQEJl33sc2xDgCoKt0UCht0sYG6dpJlpJGXADQw6VxkAgBSkVxGWi/XXHNN2ZtQazLS8hFIIy8BaGDSyUgDAFKhm0JheRYbEEgTSCM/c6QBk84caQBAKgzhKUxpZz7KV8hLuwEmnXMjAJAKQzIKU9qZj4w08tJugEmntBMASIVuCoVttdXM9+XLF76tzBqDBfLTboBJp7QTAEjFRCw2QLn+63+NOOusiOc/f+HbyqxRvkJ+2g0w6QTSAIBUCKRR2MqVEe96V7bbCggo7SQ/iw0Ak865EQBIhW4KY6VEzWCB/LQbYNLJSAMAUmFIxljJSBNIIz/tBph0AmkAQCoMyRgrAQFzpJGfjDRg0rnIBACkQjeFsRIQMFggP3OkAZNORhoAkApDeMZKRppAGvkJQAOTrvvY5lgHAFSVbgpjJZCmtJP8tBtg0jk3AgCpMCRjrGTWyEgjP4E0YNIp7QQAUmFIxlgJCAikkV/7PmJwCUwipZ0AQCp0UxgrGWnKV8hPABqYdDLSAIBUGJIxVgICMtLITwAamHQuMgEAqTAkY6wE0gTSyE+7ASad0k4AIBW6KYyVzBqDBfIzRxow6ZR2AgCpMIRnrGTWKF8hP+0GmHTOjQBAKgzJGCsBAaWd5CcjDZh0srUBgFTopjBWSjsF0sivtc80GgJpwGRS2gkApMIQnrGSkaZ8hfzaA2kAk0hGGgCQCt0UxkogTUYa+bX2EfsKMKlcZAIAUmFYxlgp7RRII7/WPmNfASaV0k4AIBWGZYyVjDSBNPJbtGjmu30FmFRKOwGAVCwuewOoFxlpylfIb489Ik46KWLvvcveEoDRcG4EAFIhkMZYyUiTkUZ+jUbEJz5R9lYAjI7STgAgFYbwjJVA2pa8DwDUndJOACAVuimMldLOGe0BRVfdAag7pZ0AQCpqHMqgDDLSZngfAGCOjDQAIBW6KYyVANIM7wMAzDFHGgCQCkN4xkpp54z2126wAEDdCaQBAKmocSiDMsjEmuF9AIA5VrQGAFKhm8JYtXeMFy0qbzvKJpAGAHNkpAEAqTCEZ6wEkGZ4HwBgjkAaAJCKxWVvAPWyfPnM16JFEUuWlL015WkfIBgsAFB3SjsBgFQIpDFWy5ZFXHXVTCBtcY33PhlpADBHRhoAkIoahzIoy9FHl70F5RNIA4A5AmkAQCoM4aEESjsBYE53IM1FJgCgqnRToAQy0gBgTvdFJReZAICqMoSHEgikAcAcGWkAQCp0U6AEAmkAMMccaQBAKgzhoQTmSAOAOUo7AYBUCKRBCWSkAcAcpZ0AQCp0U6AEAmkAMEdpJwCQCkN4KEH7gMFgAYC6U9oJAKRCIA1KICMNAOYo7QQAUqGbAiUQSAOAOUo7AYBUGMJDCazaCQBzZKQBAKnQTYESyEgDgDnmSAMAUmEIDyUQSAOAOUo7AYBUGMJDCQTSAGCO0k4AIBW6KVACc6QBwBylnQBAKgTSoAQy0gBgjtJOACAVhvBQAoE0AJijtBMASIVuCpRAaScAzJGRBgCkQiANSiAjDQDmmCMNAEiFITyUQCANAOYo7QQAUqGbAiUQSAOAOUo7AYBUGMJDCdoHDAYLANRd97nQRSYAoKp0U6AEMtIAYI6MNAAgFYbwUAKBNACYI5AGAKTCEB5K0D5AMFgAoO6s2gkApEIgDUogIw0A5pg7FABIhSE8lEAgDQDmCKQBAKkwhIcSKO0EgDntgTQXmACAKtNVgRLISAOAOS4wAQCpMISHEgikAcAcpZ0AQCoM4aEEAmkAMEdpJwCQCl0VKIESFgCY47wIAKRCIA1KICMNAObISAMAUqGrAiUQSAOAOeZIAwBSYQgPJVDCAgBzBNIAgFQIpEEJlLAAwByZ2gBAKnRVoAQGDAAwR0YaAJAKQ3gogUAaAMwRSAMAUmEIDyUwRxoAzHGBCQBIha4KlMCAAQDmyEgDAFJhCA8lEEgDgDkW4QEAUqGrAiVQ2gkAc5wXAYBUCKRBCWSkAcAcpZ0AQCoM4aEEAmkAMEdpJwCQCl0VKIESFgCYIyMNAEiFQBqUQEYaAMxxgQkASIUhPJRAIA0A5ijtBABSoasCJRBIA4A5SjsBgFQYwkMJlLAAwBznRQAgFQJpUAIZaQAwx3kRAEiFrgqUwFwwANCpdT6UkQYAVJkhPJRACQsAdGoF0lxgAgCqTFcFSqCEBQA6tc6NLjABAFVmCA8lEEgDgE5KOwGAFBjCQwkE0gCgk9JOACAFuipQAnOkAUAnpZ0AQAoE0qAEMtIAoJPSTgAgBUkO4S+66KI48MADY+XKlbFy5cpYs2ZNfOELXyh7syAzgTQA6KS0EwBIQZJdld133z3e/va3x7p16+KGG26Ipz3tafGc5zwnfvCDH5S9aZCJ0k4A6KS0EwBIweKyN2AQz3rWszp+/5u/+Zu46KKL4lvf+lYccMABJW0VZCcjDQA6yUgDAFKQZCCt3ebNm+OKK66I+++/P9asWdPzNhs2bIgNGzbM/n7vvfeOa/OgJ4E0AOhkjjQAIAXJDuFvuumm2GabbWLZsmXxile8Ij71qU/FYx7zmJ63veCCC2LVqlWzX3vssceYtxY6Ke0EgE4CaQBACpINpO2///5x4403xvXXXx+vfOUr47TTTosf/vCHPW97zjnnxD333DP7dfvtt495a6GTjDQA6NQ6NzovAgBVlmxp59KlS2OfffaJiIhDDjkk1q5dG+95z3vi4osv3uK2y5Yti2XLlo17E2FeAmkA0ElGGgCQgokZwk9PT3fMgwZV1h48E0gDAIE0ACANSWaknXPOOXHsscfGnnvuGevXr49LL700rrnmmvjiF79Y9qZBJuZIA4BOSjsBgBQkGUi7++6740UvelH88pe/jFWrVsWBBx4YX/ziF+OYY44pe9MgE6WdANBJRhoAkIIkA2n/+I//WPYmQCECaQDQSSANAEiBITyUQGknAHRqBdJcYAIAqkxXBUogIw0AOrXOjS4wAQBVZggPJRBIA4BOMtIAgBToqkAJBNIAoJM50gCAFBjCQwnMkQYAnZR2AgApEEiDEgikAUAnpZ0AQAp0VaAE7VfdBdIAQGknAJAGgTQogfIVAOjk3AgApEAgDUrQGiQoXwGAGUo7AYAU6KpACQTSAKCT0k4AIAWG8VACgwUA6OTcCACkQCANSiAjDQA6OTcCACnQVYESGCwAQCcZaQBACgzjoQQCaQDQyWIDAEAKdFWgBK1AmqvuADDDuREASIFAGpRARhoAdFLaCQCkwDAeSiCQBgCdlHYCACnQVYESKF8BgE4y0gCAFAikQQlkpAFAJxeZAIAUGMZDCQTSAKCT0k4AIAW6KlACgTQA6KS0EwBIgWE8lED5CgB0cpEJAEiBrgqUwGABADrJSAMAUmAYDyUQSAOATgJpAEAKDOOhBAYLANDJRSYAIAW6KlACgwUA6OQiEwCQAsN4KIFAGgB0EkgDAFJgGA8lsGonAHRqBdJcZAIAqkxXBUogIw0AOrnIBACkwDAeSiCQBgCdlHYCACkwjIcSCKQBQCelnQBACnRVoATKVwCgk3MjAJACgTQogYw0AOgkIw0ASIGuCpRAIA0AOpkjDQBIgWE8lED5CgB0EkgDAFIgkAYlkJEGAJ2cGwGAFOiqQAkMFgCgk4w0ACAFhvFQAoE0AOgkkAYApMAwHkpgsAAAnVxkAgBSoKsCJTBYAIBOLjIBACkwjIcSCKQBQCeBNAAgBYbxUILWIMFgAQBmuMgEAKRAVwVKYLAAAJ1kpAEAKTCMhxIIpAFAp9Y50bkRAKgyXRUogdJOAOgkIw0ASIFAGpRARhoAdHKRCQBIgWE8lEAgDQA6Pf7xM98PPLDUzQAA6Gtx2RsAdSSQBgCdXvKSiJNOithuu7K3BABgfobxUALlKwCwJUE0AKDqBNKgBDLSAAAAID2G8VACgTQAAABIj2E8lEBpJwAAAKRHIA1K0MpEk5EGAAAA6TCMhxIo7QQAAID0GMZDCQTSAAAAID2G8VACc6QBAABAegTSoARLlnR+BwAAAKpvcdkbAHX0nOdEXHddxKteVfaWAAAAAFkJpEEJHv7wiMsuK3srAAAAgDyUdgIAAABABgJpAAAAAJCBQBoAAAAAZCCQBgAAAAAZCKQBAAAAQAYCaQAAAACQgUAaAAAAAGQgkAYAAAAAGQikAQAAAEAGAmkAAAAAkIFAGgAAAABkIJAGAAAAABkIpAEAAABABgJpAAAAAJCBQBoAAAAAZCCQBgAAAAAZCKQBAAAAQAYCaQAAAACQgUAaAAAAAGQgkAYAAAAAGQikAQAAAEAGAmkAAAAAkIFAGgAAAABkIJAGAAAAABkIpAEAAABABgJpAAAAAJCBQBoAAAAAZCCQBgAAAAAZCKQBAAAAQAYCaQAAAACQgUAaAAAAAGQgkAYAAAAAGSwuewPK0Gw2IyLi3nvvLXlLAAAAAChbK0bUihnNp5aBtPXr10dExB577FHylgAAAABQFevXr49Vq1bN+/9Gc6FQ2wSanp6OO+64I7bddttoNBplb04h9957b+yxxx5x++23x8qVK8veHKgl7RDKpx1CNWiLUD7tEAbTbDZj/fr1sdtuu8XU1PwzodUyI21qaip23333sjdjqFauXOkgCSXTDqF82iFUg7YI5dMOIb9+mWgtFhsAAAAAgAwE0gAAAAAgA4G0xC1btizOO++8WLZsWdmbArWlHUL5tEOoBm0RyqcdwmjVcrEBAAAAAMhLRhoAAAAAZCCQBgAAAAAZCKQBAAAAQAYCaQAAAACQgUBawt7//vfHIx7xiFi+fHkcfvjh8X/+z/8pe5NgYlx33XXxrGc9K3bbbbdoNBrx6U9/uuP/zWYzzj333Nh1111jq622iqOPPjp+/OMfd9zmN7/5TZx66qmxcuXK2G677eKlL31p3HfffWN8FZC2Cy64IA499NDYdtttY+edd44TTjghbr755o7bPPDAA3H66afHjjvuGNtss00897nPjbvuuqvjNrfddlscd9xxsWLFith5553j9a9/fWzatGmcLwWSdtFFF8WBBx4YK1eujJUrV8aaNWviC1/4wuz/tUMYr7e//e3RaDTirLPOmv2bdgjjI5CWqI9//ONx9tlnx3nnnRff/va346CDDopnPOMZcffdd5e9aTAR7r///jjooIPi/e9/f8//v+Md74j3vve98YEPfCCuv/762HrrreMZz3hGPPDAA7O3OfXUU+MHP/hBfPnLX47Pfe5zcd1118XLX/7ycb0ESN61114bp59+enzrW9+KL3/5y7Fx48Z4+tOfHvfff//sbV7zmtfEVVddFVdccUVce+21cccdd8RJJ500+//NmzfHcccdFw8++GB84xvfiH/6p3+KD3/4w3HuueeW8ZIgSbvvvnu8/e1vj3Xr1sUNN9wQT3va0+I5z3lO/OAHP4gI7RDGae3atXHxxRfHgQce2PF37RDGqEmSDjvssObpp58++/vmzZubu+22W/OCCy4ocatgMkVE81Of+tTs79PT083Vq1c3/+7v/m72b7/73e+ay5Yta37sYx9rNpvN5g9/+MNmRDTXrl07e5svfOELzUaj0fzFL34xtm2HSXL33Xc3I6J57bXXNpvNmXa3ZMmS5hVXXDF7m//4j/9oRkTzm9/8ZrPZbDY///nPN6emppp33nnn7G0uuuii5sqVK5sbNmwY7wuACbL99ts3//f//t/aIYzR+vXrm/vuu2/zy1/+cvMpT3lK88wzz2w2m86HMG4y0hL04IMPxrp16+Loo4+e/dvU1FQcffTR8c1vfrPELYN6uOWWW+LOO+/saIOrVq2Kww8/fLYNfvOb34ztttsunvCEJ8ze5uijj46pqam4/vrrx77NMAnuueeeiIjYYYcdIiJi3bp1sXHjxo62+KhHPSr23HPPjrb4uMc9LnbZZZfZ2zzjGc+Ie++9dzabBshu8+bNcdlll8X9998fa9as0Q5hjE4//fQ47rjjOtpbhPMhjNvisjeA/H71q1/F5s2bOw6CERG77LJL/OhHPyppq6A+7rzzzoiInm2w9b8777wzdt55547/L168OHbYYYfZ2wDZTU9Px1lnnRV/8id/Eo997GMjYqadLV26NLbbbruO23a3xV5ttfU/IJubbrop1qxZEw888EBss8028alPfSoe85jHxI033qgdwhhcdtll8e1vfzvWrl27xf+cD2G8BNIAgMo7/fTT4/vf/358/etfL3tToJb233//uPHGG+Oee+6JK6+8Mk477bS49tpry94sqIXbb789zjzzzPjyl78cy5cvL3tzoPaUdiboYQ97WCxatGiLVVjuuuuuWL16dUlbBfXRamf92uDq1au3WPxj06ZN8Zvf/EY7hZzOOOOM+NznPhdXX3117L777rN/X716dTz44IPxu9/9ruP23W2xV1tt/Q/IZunSpbHPPvvEIYccEhdccEEcdNBB8Z73vEc7hDFYt25d3H333XHwwQfH4sWLY/HixXHttdfGe9/73li8eHHssssu2iGMkUBagpYuXRqHHHJIfPWrX5392/T0dHz1q1+NNWvWlLhlUA+PfOQjY/Xq1R1t8N57743rr79+tg2uWbMmfve738W6detmb/O1r30tpqen4/DDDx/7NkOKms1mnHHGGfGpT30qvva1r8UjH/nIjv8fcsghsWTJko62ePPNN8dtt93W0RZvuummjsD2l7/85Vi5cmU85jGPGc8LgQk0PT0dGzZs0A5hDI466qi46aab4sYbb5z9esITnhCnnnrq7M/aIYyP0s5EnX322XHaaafFE57whDjssMPi3e9+d9x///3x4he/uOxNg4lw3333xU9+8pPZ32+55Za48cYbY4cddog999wzzjrrrHjb294W++67bzzykY+MN7/5zbHbbrvFCSecEBERj370o+OZz3xmvOxlL4sPfOADsXHjxjjjjDPiBS94Qey2224lvSpIy+mnnx6XXnppfOYzn4ltt912dg6XVatWxVZbbRWrVq2Kl770pXH22WfHDjvsECtXroy//Mu/jDVr1sQTn/jEiIh4+tOfHo95zGPiz/7sz+Id73hH3HnnnfHXf/3Xcfrpp8eyZcvKfHmQjHPOOSeOPfbY2HPPPWP9+vVx6aWXxjXXXBNf/OIXtUMYg2233XZ2ftCWrbfeOnbcccfZv2uHMEZlLxvK4P7+7/++ueeeezaXLl3aPOyww5rf+ta3yt4kmBhXX311MyK2+DrttNOazWazOT093Xzzm9/c3GWXXZrLli1rHnXUUc2bb7654zF+/etfN08++eTmNtts01y5cmXzxS9+cXP9+vUlvBpIU682GBHND33oQ7O3+cMf/tB81ate1dx+++2bK1asaJ544onNX/7ylx2Pc+uttzaPPfbY5lZbbdV82MMe1nzta1/b3Lhx45hfDaTrJS95SXOvvfZqLl26tLnTTjs1jzrqqOaXvvSl2f9rhzB+T3nKU5pnnnnm7O/aIYxPo9lsNkuK4QEAAABAMsyRBgAAAAAZCKQBAAAAQAYCaQAAAACQgUAaAAAAAGQgkAYAAAAAGQikAQAAAEAGAmkAAAAAkIFAGgAAAABkIJAGAFBj559/fjQajWg0GmVvCgBA5QmkAQCM2TXXXDMbvDr//PPL3hwAADISSAMAAACADATSAAAAACADgTQAAAAAyEAgDQAAAAAyEEgDAKiQ9oUIrrnmmoiIuPzyy+Ooo46KnXbaKbbaaqvYf//946/+6q/iN7/5zYKP95//+Z9x+umnx9577x3Lly+P3XbbLZ797GfHV77ylVzbdc8998QFF1wQf/InfxI77bRTLF26NHbdddd41rOeFVdeeWU0m80t7nPppZfOvpZXvepV8z72bbfdFttvv300Go149KMfHX/4wx9ybRsAwLgIpAEAVNT09HT82Z/9WTz/+c+Pr33ta/GrX/0qHnjggfi///f/xt/93d/F4YcfHnfeeee89/+3f/u3OOCAA+LCCy+MW265JTZs2BC//OUv46qrropjjjkm3vKWt2Tajq9+9avxR3/0R/HGN74xvvGNb8SvfvWr2LhxY9x5553xuc99Lp73vOfF8ccfH/fdd1/H/U455ZQ45ZRTIiLioosuin/5l3/p+Rpf9KIXxe9+97tYsmRJfPSjH42tttoqx7sEADA+AmkAABX15je/OS655JI44YQT4pOf/GSsW7cuPv/5z8dxxx0XERE/+clP4jWveU3P+952221x/PHHx7333htTU1Pxile8Ir7yla/E2rVr4x//8R9j3333jfPPP79ncKvdv//7v8exxx4bv/71r2OXXXaJt73tbXHVVVfFunXr4qqrrooXvvCFERHx+c9/Pk477bQt7n/hhRfGnnvuGRERL3nJS+Luu+/u+P873vGOuPbaayMi4q1vfWscfPDB+d4kAIAxajR75eEDADAy11xzTRx55JEREXHeeefF+eef3/N/ERFve9vb4k1velPH/ZvNZjzzmc+ML33pS7F48eK44447Yqedduq4zfOe97y48sorI2KmxPLkk0/u+P/69evjyU9+cnz3u9/teNx2GzdujP322y9uvfXWeOYznxmf+MQnYsWKFVu8nn/4h3+Il7/85RER8aUvfSmOOeaYjv9fd911ceSRR8b09HQcf/zxcdVVV0VExLp162LNmjWxcePGOOKII+Lqq6+OqSnXeQGA6tJTAQCoqEMOOSTe+MY3bvH3RqMRZ599dkREbNq0Kb75zW92/P/OO++MT33qUxERcfzxx28RRIuI2HbbbeODH/xg3+e/7LLL4tZbb43ly5fHRz7ykZ5BtIiIl73sZXHYYYdFRMSHP/zhLf5/xBFHxBve8IaIiPjc5z4XF110Ufz+97+PU089NTZu3BirVq2Kj3zkI4JoAEDl6a0AAFTUKaecEo1Go+f/DjnkkNmff/azn3X87+qrr47NmzdHRMSLX/zieR//sMMOiwMOOGDe/3/2s5+NiIinPOUpW2S8dTviiCMiIrYI6rW85S1vmd3m1772tXHKKafEzTffHBER73//+2Ovvfbq+/gAAFWwuOwNAACgt0c96lHz/m+HHXaY/Xn9+vUd/7vppptmfz700EP7Psdhhx0WP/jBD3r+74YbboiIiC9+8YvzBvS6zbf4QWshgYMPPjh+//vfx2c+85mIiDj55JPj1FNPzfTYAABlk5EGAFBR85VSRkRHGWQr+6zlN7/5zezPO++8c9/n2GWXXeb9X/fCAFn84Q9/mPd/+++/f7z+9a+f/X2nnXaKCy+8MPdzAACURUYaAMAEy5pJ1ksrQHfsscfGO97xjsLbcu+998Y//dM/zf7+q1/9Kr797W/H0572tMKPDQAwDgJpAAATZvvtt5/9+a677oo99thj3tvedddd8/5vxx13jDvuuCMefPDBeOxjH1t4u84444y49dZbI2JmsYP169fHn//5n8f3vve92G677Qo/PgDAqCntBACYMI973ONmf167dm3f2/b7/x//8R9HxMxcaQ8++GChbbriiivin//5nyMi4i/+4i/i0ksvjYiI22+/PV75ylcWemwAgHERSAMAmDBHHnlkLFq0KCKio5Sy29q1a+P73//+vP9/9rOfHRER99xzT3zoQx8aeHt+8YtfxH/7b/8tIiL23XffePe73x3HH398vOIVr4iIiMsuuyw++tGPDvz4AADjIpAGADBhdt1113jOc54TERGf/exn4/LLL9/iNvfdd99scGs+p5122mxZ6Ote97q47rrr+t7+61//elx77bUdf2s2m3HaaafFb3/721i8eHFccsklsfXWW0dExDvf+c7Yf//9IyLi9NNPj9tuuy3bCwQAKIlAGgDABHrnO98Z2267bUREnHLKKXH66afH1VdfHevWrYsPfehDccghh8R3vvOdeMITnjDvYyxbtiwuv/zyWLZsWdx3333xtKc9LV74whfGlVdeGevWrYu1a9fGZz/72TjvvPPiwAMPjCc/+clx0003dTzGu971rvjqV78aERFvfvOb47DDDpv934oVK+KSSy6JJUuWxD333BMvetGLYnp6egTvBgDAcFhsAABgAj3iEY+Iz372s/HsZz871q9fHxdeeGFceOGFHbc599xzo9FoxA033DDv4zzxiU+Ma665Jv70T/80br/99vjoRz/atwxz5cqVsz/fdNNN8cY3vjEiItasWRNvetObtrj9E57whDjvvPPir//6r+Paa6+N//k//2f81V/9Vd6XCwAwFjLSAAAm1FOf+tT4wQ9+EK985Stjr732iqVLl8Yuu+wSxx13XPzrv/5rvOUtb8n0OE984hPjxz/+cXzgAx+I4447LnbbbbdYunRpLF++PPbYY494+tOfHn/zN38TP/rRj+JFL3pRRERs2LAhTj311NiwYUNss8028c///M+z87Z1++///b/Hk570pIiYyVq78cYbh/L6AQCGrdFsNptlbwQAAAAAVJ2MNAAAAADIQCANAAAAADIQSAMAAACADATSAAAAACADgTQAAAAAyEAgDQAAAAAyEEgDAAAAgAwE0gAAAAAgA4E0AAAAAMhAIA0AAAAAMhBIAwAAAIAMBNIAAAAAIAOBNAAAAADIQCANAAAAADL4/wHW1WVC30lZ0wAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15,10))\n",
    "plt.plot(range(1,469), Y_predict,color='red')\n",
    "plt.plot(range(1,469), Y_test,color='blue')\n",
    "plt.xlabel('Index',fontsize=20)\n",
    "plt.ylabel('Imdb Rating',fontsize=20)\n",
    "plt.title('Hasil prediksi vs Test IMDB Rating',fontsize=25)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "8a242cb3-f66a-4387-8c14-a6f720ef31db",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Selisih Error Hasil prediksi vs Test IMDB Rating')"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15,10))\n",
    "plt.plot(range(1,469), Y_predict.flatten()-Y_test,color='purple')\n",
    "plt.xlabel('Index',fontsize=20)\n",
    "plt.ylabel('Imdb Rating',fontsize=20)\n",
    "plt.title('Selisih Error Hasil prediksi vs Test IMDB Rating',fontsize=25)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "6a6110a8-5fb7-4f84-ba88-5b5c814b5b21",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.3829805968526468"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Menghitung nilai MSE\n",
    "mean_squared_error(Y_test,Y_predict)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "fbd0e7b3-ab9f-4e56-8f1b-5bae669600f0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.5823684802594806"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Menghitung nilai R_Square\n",
    "r_squared= r2_score(Y_test,Y_predict)\n",
    "r_squared"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "658091e5-f83a-4885-8d78-992260d11a39",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Hubungan antara Y_Test dan Y_predict')"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Hubungan Y_test and Y_Predict\n",
    "plt.scatter(Y_test,Y_predict)\n",
    "plt.title('Hubungan antara Y_Test dan Y_predict')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "839b1987-d785-4951-b73d-e8c51c1a4db7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['model_regresi_linear.pkl']"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Menyimpal model ML\n",
    "joblib.dump(lr, 'model_regresi_linear.pkl')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "468f8a7a-1bc1-4edf-9a51-98f7364672b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Load ML untuk dicoba\n",
    "lr_loaded = joblib.load('model_regresi_linear.pkl')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "c117bca0-90bf-4b23-8cd6-8c432b0335aa",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Prediksi skor IMDb dengan metascore [[100]] adalah: [[8.38588166]]\n"
     ]
    }
   ],
   "source": [
    "#Mencoba ML untuk menebak score\n",
    "metascore = pd.DataFrame({'Metascore':[100]})\n",
    "predicted_imdb_score = lr_loaded.predict(metascore)\n",
    "print(f'Prediksi skor IMDb dengan metascore {metascore.values} adalah: {predicted_imdb_score}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2b3c2e2-faab-4252-ab4b-656f18d72fe8",
   "metadata": {},
   "source": [
    "Merekomendasikan Film Box office dengan IMDB rating minimal 6 dan dengan vote minimal 100 ribu"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "8591d860-7b43-48ae-8c14-05bd71b69316",
   "metadata": {},
   "outputs": [],
   "source": [
    "movies['Votes']= movies['Votes'].str.replace(',','').astype(int) # mengubah datatype votes dari str ke int"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "892a3fcc-009c-458e-974b-572624988246",
   "metadata": {},
   "outputs": [],
   "source": [
    "# popular_movie= movies[(movies['IMDB Rating']>6) & (movies['Votes']>350000)][['Movie Name','Votes','IMDB Rating']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "47be2c50-6d5d-4dca-9eaf-ab891394b91f",
   "metadata": {},
   "outputs": [],
   "source": [
    "movies_filter = movies[['Movie Name','Votes','IMDB Rating']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "02db48f6-eaf3-4100-b7fd-af236dc8e87f",
   "metadata": {},
   "outputs": [],
   "source": [
    "def movie_recommend(k,votes,imdb):\n",
    "    popular_movies = movies_filter[(movies_filter['IMDB Rating']>imdb) & (movies_filter['Votes']>votes)].sort_values(by=['IMDB Rating','Votes'], ascending=False)\n",
    "    return popular_movies['Movie Name'].head(k)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "5aa19c84-5d33-41bc-be21-909edf0edb4c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "506                              The Shawshank Redemption\n",
       "0                                           The Godfather\n",
       "1508                                      The Dark Knight\n",
       "1019        The Lord of the Rings: The Return of the King\n",
       "513                                      Schindler's List\n",
       "1                                   The Godfather Part II\n",
       "36                                           12 Angry Men\n",
       "580                                          Pulp Fiction\n",
       "1018    The Lord of the Rings: The Fellowship of the Ring\n",
       "1755                                            Inception\n",
       "Name: Movie Name, dtype: object"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "movie_recommend(10,votes=10000,imdb=6.7) # Contoh penggunaaan Fungsi : mencari 10 film dengan vote minimal 10 rb dengan rating >6.7 "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cd4ac705-1d02-4156-b888-d62e7317c61d",
   "metadata": {},
   "source": [
    "Recommender System Movie by KNN Basic Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "b59861b7-693a-4306-8782-3f442c7f276d",
   "metadata": {},
   "outputs": [],
   "source": [
    "from surprise import KNNBasic, Dataset, Reader, accuracy\n",
    "from surprise.model_selection import train_test_split, GridSearchCV"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "3c8fd464-df8c-47f7-ae8d-aef4cd8726ea",
   "metadata": {},
   "outputs": [],
   "source": [
    "movies['Genre2']= movies['Genre'].str.split(',').str[0] #ambil genre pertama jika genrenya leboh dari 1\n",
    "movies2= movies[['Movie Name','Genre2','IMDB Rating']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "e475220a-0229-4062-82e4-9c1cef9c5fb2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Index: 1870 entries, 0 to 1999\n",
      "Data columns (total 3 columns):\n",
      " #   Column       Non-Null Count  Dtype  \n",
      "---  ------       --------------  -----  \n",
      " 0   Movie Name   1870 non-null   object \n",
      " 1   Genre2       1870 non-null   object \n",
      " 2   IMDB Rating  1870 non-null   float64\n",
      "dtypes: float64(1), object(2)\n",
      "memory usage: 58.4+ KB\n"
     ]
    }
   ],
   "source": [
    "movies2.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "f7c4e849-d9ee-449b-8249-2d9005b3d932",
   "metadata": {},
   "outputs": [],
   "source": [
    "reader = Reader(rating_scale=(0,10))\n",
    "data= Dataset.load_from_df(movies2,reader)\n",
    "trainset, testset = train_test_split(data, test_size=0.2,random_state=42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "9f09cf14-ab06-4cc6-9bcb-bb6de40b2f44",
   "metadata": {},
   "outputs": [],
   "source": [
    "parameter_grid = {\n",
    "    'k':[5,10,15,20,25,50,100],\n",
    "    'min_k':[3,6,9],\n",
    "    'sim_options':{'name':['msd','pearson','cosine'],\n",
    "                   'user_based':[True]}}        \n",
    "\n",
    "gsvc= GridSearchCV(KNNBasic, parameter_grid,cv=4, measures=['rmse'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "011c9342-86d7-4249-9e27-662bde13afe5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the msd similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
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      "Computing the pearson similarity matrix...\n",
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      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the pearson similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n",
      "Computing the cosine similarity matrix...\n",
      "Done computing similarity matrix.\n"
     ]
    }
   ],
   "source": [
    "gsvc.fit(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "5e86ed0b-fa2e-4c9c-9d53-365e133e09d0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'rmse': {'k': 5,\n",
       "  'min_k': 3,\n",
       "  'sim_options': {'name': 'msd', 'user_based': True}}}"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gsvc.best_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "63fbcebc-94cb-4ee3-b81d-70e42c757f1c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'rmse': 0.909346994804583}"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gsvc.best_score"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "e7cc6855-e2f5-473c-80d0-51b76d4588e8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Computing the msd similarity matrix...\n",
      "Done computing similarity matrix.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<surprise.prediction_algorithms.knns.KNNBasic at 0x15ced97af50>"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "knn_user= KNNBasic(**gsvc.best_params)\n",
    "knn_user.fit(trainset)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "87fa1300-99ab-44db-a5bd-c4548561f125",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "RMSE: 0.9172\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "0.9172406129355818"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "predict= knn_user.test(testset)\n",
    "accuracy.rmse(predict)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83c93f42-c901-49ac-80b6-fcd0cee95393",
   "metadata": {},
   "source": [
    "Fungsi untuk rekomendasi film dengan input minimal votes "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "11f794c1-b0ae-4e41-8d2c-2330827bca7a",
   "metadata": {},
   "outputs": [],
   "source": [
    "def recomendation_movie(genre,dataset,k):\n",
    "    selected_movies= dataset[dataset['Genre2']==genre]\n",
    "    movies_to_recommend = list(selected_movies['Movie Name'])\n",
    "    recommendations = [knn_user.predict(uid=None, iid=movie_name, r_ui=None, verbose=False).est for movie_name in movies_to_recommend]\n",
    "    result = pd.DataFrame(list(zip(movies_to_recommend, recommendations)))\n",
    "    result = result.rename(columns={0: 'Reccomendation',1:'Rating'})\n",
    "    result['Rating']= round(result['Rating'],3)\n",
    "    return result.head(k)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b63f3e40-e1e9-4112-8d26-9e30b8b63901",
   "metadata": {},
   "source": [
    "Contoh perekomendasian 10 film horror terbaik"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "f8d6d62e-c0e8-4bf7-b90b-08803c7f98a0",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Reccomendation</th>\n",
       "      <th>Rating</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Psycho</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Friday the 13th</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Alien</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Carrie</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>The Exorcist</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Halloween</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>The Omen</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>The Evil Dead</td>\n",
       "      <td>6.92</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    Reccomendation  Rating\n",
       "0           Psycho    6.92\n",
       "1  Friday the 13th    6.92\n",
       "2            Alien    6.92\n",
       "3           Carrie    6.92\n",
       "4     The Exorcist    6.92\n",
       "5        Halloween    6.92\n",
       "6         The Omen    6.92\n",
       "7    The Evil Dead    6.92"
      ]
     },
     "execution_count": 61,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "recomendation_movie('Horror',movies2,10) #Contoh Penggunaan"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f0265c74-4e40-4625-8ca5-329b8a2036f4",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4eec02b5-f1e3-4a40-a917-c46d69421ed2",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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