notebook.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "import plotly.express as px\n",
    "\n",
    "from sklearn.linear_model import LinearRegression\n",
    "from xgboost import XGBRegressor  \n",
    "from sklearn.neighbors import KNeighborsRegressor\n",
    "from sklearn.preprocessing import LabelEncoder\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.metrics import mean_absolute_error ,mean_squared_error, median_absolute_error,confusion_matrix,accuracy_score,r2_score"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(r\"D:\\Portfolio project\\Machine learning\\data\\insurance.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>sex</th>\n",
       "      <th>bmi</th>\n",
       "      <th>children</th>\n",
       "      <th>smoker</th>\n",
       "      <th>region</th>\n",
       "      <th>charges</th>\n",
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       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>19</td>\n",
       "      <td>female</td>\n",
       "      <td>27.900</td>\n",
       "      <td>0</td>\n",
       "      <td>yes</td>\n",
       "      <td>southwest</td>\n",
       "      <td>16884.92400</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>18</td>\n",
       "      <td>male</td>\n",
       "      <td>33.770</td>\n",
       "      <td>1</td>\n",
       "      <td>no</td>\n",
       "      <td>southeast</td>\n",
       "      <td>1725.55230</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>28</td>\n",
       "      <td>male</td>\n",
       "      <td>33.000</td>\n",
       "      <td>3</td>\n",
       "      <td>no</td>\n",
       "      <td>southeast</td>\n",
       "      <td>4449.46200</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>33</td>\n",
       "      <td>male</td>\n",
       "      <td>22.705</td>\n",
       "      <td>0</td>\n",
       "      <td>no</td>\n",
       "      <td>northwest</td>\n",
       "      <td>21984.47061</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>32</td>\n",
       "      <td>male</td>\n",
       "      <td>28.880</td>\n",
       "      <td>0</td>\n",
       "      <td>no</td>\n",
       "      <td>northwest</td>\n",
       "      <td>3866.85520</td>\n",
       "    </tr>\n",
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       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <th>1333</th>\n",
       "      <td>50</td>\n",
       "      <td>male</td>\n",
       "      <td>30.970</td>\n",
       "      <td>3</td>\n",
       "      <td>no</td>\n",
       "      <td>northwest</td>\n",
       "      <td>10600.54830</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1334</th>\n",
       "      <td>18</td>\n",
       "      <td>female</td>\n",
       "      <td>31.920</td>\n",
       "      <td>0</td>\n",
       "      <td>no</td>\n",
       "      <td>northeast</td>\n",
       "      <td>2205.98080</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1335</th>\n",
       "      <td>18</td>\n",
       "      <td>female</td>\n",
       "      <td>36.850</td>\n",
       "      <td>0</td>\n",
       "      <td>no</td>\n",
       "      <td>southeast</td>\n",
       "      <td>1629.83350</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1336</th>\n",
       "      <td>21</td>\n",
       "      <td>female</td>\n",
       "      <td>25.800</td>\n",
       "      <td>0</td>\n",
       "      <td>no</td>\n",
       "      <td>southwest</td>\n",
       "      <td>2007.94500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1337</th>\n",
       "      <td>61</td>\n",
       "      <td>female</td>\n",
       "      <td>29.070</td>\n",
       "      <td>0</td>\n",
       "      <td>yes</td>\n",
       "      <td>northwest</td>\n",
       "      <td>29141.36030</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1338 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      age     sex     bmi  children smoker     region      charges\n",
       "0      19  female  27.900         0    yes  southwest  16884.92400\n",
       "1      18    male  33.770         1     no  southeast   1725.55230\n",
       "2      28    male  33.000         3     no  southeast   4449.46200\n",
       "3      33    male  22.705         0     no  northwest  21984.47061\n",
       "4      32    male  28.880         0     no  northwest   3866.85520\n",
       "...   ...     ...     ...       ...    ...        ...          ...\n",
       "1333   50    male  30.970         3     no  northwest  10600.54830\n",
       "1334   18  female  31.920         0     no  northeast   2205.98080\n",
       "1335   18  female  36.850         0     no  southeast   1629.83350\n",
       "1336   21  female  25.800         0     no  southwest   2007.94500\n",
       "1337   61  female  29.070         0    yes  northwest  29141.36030\n",
       "\n",
       "[1338 rows x 7 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "      <td>male</td>\n",
       "      <td>28.880</td>\n",
       "      <td>0</td>\n",
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       "      <td>3866.85520</td>\n",
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      "text/plain": [
       "   age     sex     bmi  children smoker     region      charges\n",
       "0   19  female  27.900         0    yes  southwest  16884.92400\n",
       "1   18    male  33.770         1     no  southeast   1725.55230\n",
       "2   28    male  33.000         3     no  southeast   4449.46200\n",
       "3   33    male  22.705         0     no  northwest  21984.47061\n",
       "4   32    male  28.880         0     no  northwest   3866.85520"
      ]
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     "execution_count": 6,
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   ],
   "source": [
    "df.head()"
   ]
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  {
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   "execution_count": 7,
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    {
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       "      <td>southeast</td>\n",
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       "    <tr>\n",
       "      <th>1336</th>\n",
       "      <td>21</td>\n",
       "      <td>female</td>\n",
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       "      <td>0</td>\n",
       "      <td>no</td>\n",
       "      <td>southwest</td>\n",
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       "      <th>1337</th>\n",
       "      <td>61</td>\n",
       "      <td>female</td>\n",
       "      <td>29.07</td>\n",
       "      <td>0</td>\n",
       "      <td>yes</td>\n",
       "      <td>northwest</td>\n",
       "      <td>29141.3603</td>\n",
       "    </tr>\n",
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      ],
      "text/plain": [
       "      age     sex    bmi  children smoker     region     charges\n",
       "1333   50    male  30.97         3     no  northwest  10600.5483\n",
       "1334   18  female  31.92         0     no  northeast   2205.9808\n",
       "1335   18  female  36.85         0     no  southeast   1629.8335\n",
       "1336   21  female  25.80         0     no  southwest   2007.9450\n",
       "1337   61  female  29.07         0    yes  northwest  29141.3603"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>age</th>\n",
       "      <td>1338.0</td>\n",
       "      <td>39.207025</td>\n",
       "      <td>14.049960</td>\n",
       "      <td>18.0000</td>\n",
       "      <td>27.00000</td>\n",
       "      <td>39.000</td>\n",
       "      <td>51.000000</td>\n",
       "      <td>64.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>bmi</th>\n",
       "      <td>1338.0</td>\n",
       "      <td>30.663397</td>\n",
       "      <td>6.098187</td>\n",
       "      <td>15.9600</td>\n",
       "      <td>26.29625</td>\n",
       "      <td>30.400</td>\n",
       "      <td>34.693750</td>\n",
       "      <td>53.13000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>children</th>\n",
       "      <td>1338.0</td>\n",
       "      <td>1.094918</td>\n",
       "      <td>1.205493</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.00000</td>\n",
       "      <td>1.000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>5.00000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>charges</th>\n",
       "      <td>1338.0</td>\n",
       "      <td>13270.422265</td>\n",
       "      <td>12110.011237</td>\n",
       "      <td>1121.8739</td>\n",
       "      <td>4740.28715</td>\n",
       "      <td>9382.033</td>\n",
       "      <td>16639.912515</td>\n",
       "      <td>63770.42801</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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       "</div>"
      ],
      "text/plain": [
       "           count          mean           std        min         25%       50%  \\\n",
       "age       1338.0     39.207025     14.049960    18.0000    27.00000    39.000   \n",
       "bmi       1338.0     30.663397      6.098187    15.9600    26.29625    30.400   \n",
       "children  1338.0      1.094918      1.205493     0.0000     0.00000     1.000   \n",
       "charges   1338.0  13270.422265  12110.011237  1121.8739  4740.28715  9382.033   \n",
       "\n",
       "                   75%          max  \n",
       "age          51.000000     64.00000  \n",
       "bmi          34.693750     53.13000  \n",
       "children      2.000000      5.00000  \n",
       "charges   16639.912515  63770.42801  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe().T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1338, 7)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.duplicated().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop_duplicates(inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.duplicated().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "age         0\n",
       "sex         0\n",
       "bmi         0\n",
       "children    0\n",
       "smoker      0\n",
       "region      0\n",
       "charges     0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['age', 'sex', 'bmi', 'children', 'smoker', 'region', 'charges'], dtype='object')"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\rosha\\anaconda3\\lib\\site-packages\\seaborn\\_decorators.py:36: FutureWarning: Pass the following variable as a keyword arg: x. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
      "  warnings.warn(\n"
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     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 720x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# how much repeat the region  in the dataset\n",
    "\n",
    "plt.figure(figsize=(10,7))\n",
    "sns.countplot(df[\"region\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "hovertemplate": "sex=female<br>smoker=yes<br>age=%{x}<br>charges=%{y}<br>children=%{marker.size}<extra></extra>",
         "legendgroup": "female",
         "marker": {
          "color": "#636efa",
          "size": [
           0,
           0,
           1,
           1,
           0,
           0,
           2,
           0,
           2,
           3,
           1,
           0,
           2,
           0,
           0,
           0,
           0,
           0,
           2,
           2,
           0,
           2,
           1,
           1,
           1,
           3,
           0,
           1,
           1,
           0,
           0,
           3,
           2,
           1,
           2,
           2,
           0,
           0,
           1,
           0,
           0,
           0,
           3,
           1,
           1,
           1,
           0,
           0,
           1,
           0,
           0,
           2,
           0,
           2,
           2,
           0,
           3,
           1,
           0,
           0,
           0,
           0,
           1,
           0,
           1,
           0,
           2,
           0,
           0,
           0,
           0,
           3,
           0,
           2,
           3,
           0,
           2,
           0,
           0,
           0,
           3,
           3,
           1,
           0,
           1,
           0,
           2,
           5,
           0,
           2,
           2,
           3,
           0,
           3,
           1,
           0,
           3,
           2,
           1,
           1,
           1,
           0,
           3,
           1,
           1,
           0,
           0,
           2,
           0,
           0,
           0,
           2,
           3,
           2,
           0
          ],
          "sizemode": "area",
          "sizeref": 0.0125,
          "symbol": "circle"
         },
         "mode": "markers",
         "name": "female",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
          19,
          62,
          34,
          53,
          20,
          27,
          37,
          57,
          64,
          61,
          29,
          19,
          32,
          42,
          42,
          18,
          63,
          27,
          40,
          23,
          63,
          63,
          20,
          40,
          59,
          53,
          27,
          64,
          61,
          19,
          23,
          39,
          27,
          44,
          26,
          36,
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          "title": {
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          "xaxis": {
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               "duration": 500,
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              "fromcurrent": true,
              "mode": "immediate",
              "transition": {
               "duration": 500,
               "easing": "linear"
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            "label": "&#9654;",
            "method": "animate"
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           {
            "args": [
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             {
              "frame": {
               "duration": 0,
               "redraw": false
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              "fromcurrent": true,
              "mode": "immediate",
              "transition": {
               "duration": 0,
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            "label": "&#9724;",
            "method": "animate"
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          "showactive": false,
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     },
     "metadata": {},
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   ],
   "source": [
    "\n",
    "px.scatter(df,x=\"age\",y=\"charges\",color=\"sex\",animation_frame=\"smoker\",size=\"children\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x2691e506f40>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 20 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.pairplot(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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oRAoTiofh5vsm+AQ0xKF63yIfrPy0VzMT6IBco9FoNBqNRqNJSvWCqsIu3DDtlVw7+I3d/zdMwATs5PclY2htqCDfyqWxOs0gpFQVctOC0FNqhYTS9asRrdXQaDQajUaj0WiS0twApzLtVVxbNDdVMJcGwgAEhE4696cZjIzbvxhKuBB601zNzKADco1Go9FoNBqNJglxDM6W+tFMjsYq2KX07k8AgQ7IJ0YcXfldmBAHEIXTW8+MoANyjUaj0Wg0Go0mCaGjqn1BUwXnmuwJXPW6mynKyw1bqxwmSRy0lQkAQgXloXvFj+EaRQfkGo1Go9FoNBpNEvyW+ldKLXmeFF6d3QZtKWDlwa2me5+a7kipKuQ7TRCFoUz4otmeE541OiDXaDQajUaj0WiS4FTavcxCVW412dPaAHME87Z+mDllFKdVDtkjO3L1PUkVw2pXyUd7D37mZ36Ge+65h6/+6q8eb309+MEf/EF+4id+IpP77qBd1jUajUaj0Wg0miQ4m2AVIW6qgG7u6LRXdHUjJTTWIJdi/zioaq2M23OxU75vzW529o/voh2ghx7YxcR3+1//63/lT//0T7njjjtGX9uU0RVyjUaj0Wg0Go1mWKIQvIaqrlp53YM8CYKWmlttZFRLDLXKIXOinf3jezBM9f72DNq78y3f8i2cOXOGL/uyL+NHfuRH+IZv+Abe/OY3c9999/EHf/AHAPzKr/wKX/7lX86XfumXcscdd/BzP/dz/NRP/RT33Xcfb3vb2yiXywD84i/+Im9+85t5/etfz9//+3+fVqu17/FOnz7Nhz70Id70pjfxzne+k5MnTyZ7DXqgK+QajUaj0Wg0Gs2wBE31rxAqIPdq013PtYCb4WssDNWfXjqS3WNcA/zQHz7Lc8t93qe9/eP7aBu7iStzyV990yL/7ktf0/MWP//zP8+f/dmf8Vd/9Vf81E/9FO9973v55V/+ZSqVCm95y1t4//vfD8AzzzzD448/juu6vOIVr+DHfuzHePzxx/mu7/oufu3Xfo3v/M7v5Cu+4iv4pm/6JgB+4Ad+gF/6pV/i27/923c93jd/8zfz8z//87zyla/koYce4lu/9Vv55Cc/2f+FGQIdkGs0Go1Go9FoNMPiN6+0wXb6X6Mg/f5mzRWa62AXsrnvjsrh8MuyuX8N28F2X9rtA0IyinnfX/zFX/Cxj31su9/bdV3Onz8PwBd8wRewsLDAwsICS0tLfOmXfikAr33ta3nqqacAFbT/wA/8AJVKhUajwQc/+MFd999oNHjggQf4yq/8yu2/eV46c9R1QK7RaDQajUaj0QxLq7x/9Fbg6IA8K+IYmhtQWMzm/rXKIRX6VbIJ3PbIM7P3daBt7CYhNz+gmt7lplLyO7/zO9x99927/v7QQw+Rz+e3/28Yxvb/DcMgDNUc9K//+q/n93//93n961/Pr/zKr/CpT31q1/3EccyhQ4d44oknEq1rGHQPuUaj0Wg0Go1GMyzO1n7zqUCPPssMv6ECNWNAMDcqO1UOmmyI+/SP70QYysAv8hM/xAc/+EF+9md/Ftmeaf74448nun29XufGG28kCAJ+4zd+Y9/li4uL3HHHHXz0ox8FVALgySefTLzObuiAXKPRaDQajUajGYbQU8HbTnMx09azrLMky/7xneikSjbEkQqyh5WhG6b6niU0ePvwhz9MEAS87nWv49577+XDH/5wotv/+3//73nrW9/KBz7wAV71qld1vc5v/MZv8Eu/9Eu8/vWv5zWvec22cdy4iE4WYZa5//775aOPPjrtZWg0Go1Go9FormVaZbj0ud1jzkJXSXFvfcv01nU1c/ExiFywMxxL1tyEG14LC9dn9xhXISdOnOCee+7pf6UoUMmOJA75MlLfqQM8iq7bayOEeExKef/e6+oKuUaj0Wg0Go1GMwxefX9vq5lTY9AOQJHrwBGFqkXASj6fOhGmpVUOWREHifvBEaa6XRRms6YZQwfkGo1Go9FoNBrNMLQ297t9C0NV9PQs6/TxG4BMHtAlxcqDW8n2Ma5FpFRB9TD943sRpvpOXQOJLh2Qa6bHyjPKdVGj0Wg0Go1m1pFSjceyuo3fEroHOQucymjBXFKuVpVDbRnC5AZpqSHj9i8jJFSEoW5/DZjt6YBcMx2iEGqXoHxm2ivRaDQajUajGUzQave2dtk+CwF+a/JrutpprE6mj/hqVDmEPqw+C62N6a0hoTHbPoxOlTwefN0DjA7INdMh8tTBr3pR9+xoNBqNRqOZffwWPSt92mk9fUJfzQfvqkjIgqtM5eBsKbfyyvnprWHYcWc9aX/fQi+V5cwqOiDXTIfQAwTkirD+/NUnEdJoNBqNRnN14VTA7DELW/cgp4/fmOzjCcBvTvYxs6R6EYqH1Ng4b8KvJai9fRyN3/9vmGoueXz1GrzpgFwzHSJfHfhy8+oE1lib9oo0Go1Go9FoeuNs9nb7NnNK0n6NuEJPhOZmslFZ43I1JVVCD5yyGhVnmNCcgmxdduTq4xryCVVlD73UC3if+tSn+JIv+ZJU73MUdECumQ5+S7knAuQXVZVcn8Q0Go1Go9HMIlGoqoxmrv/1wqtI8jxtmmuTnUNt5sG5StoOWmX1rxCQX1Cy9UmrUcftH9+JMFWF/CqtkuuAXDMdvLrqtwKVkYw8Ja3RaDQajUajmTWCtmHbIPmtnh6TDoGrXvNBCZA0MW2VULkaCkSVC5CbU7+bttpnT7r6H43bP76HHgZvZ8+e5VWvehXf+I3fyL333stXf/VX8/GPf5x3vOMdvPKVr+Thhx/m4Ycf5u1vfzv33Xcfb3/723n++ef33X2z2eQbvuEbePOb38x9993HH/zBH6S39gFMUAei0ewgaF4JyAGKh2HzRVi4HuwecjCNRqPRaDSaaeA3BytvDUsVHOaPT2RJVzVenfGlziMSOmAuTOex08BvgVeFuWNX/mbaUF9V++2s+NP/B1aebv8npf7x618DH/j37f8YIEPV9rrH6O/UqVN89KMf5Rd+4Rd485vfzG/+5m/y6U9/mo997GP86I/+KL/2a7/G3/zN32BZFh//+Mf51//6X/M7v/M7u+7jR37kR3jve9/LL//yL1OpVHjLW97C+9//fubm5sZ7DkOgA3LN5JFSuVjuPCgYJhg2bJ6GG+6d3to0Go1Go9Fo9tIqD67WWrmrpwd52rQ2dhduJkngKJn3QaVV3h8I5+bVuOGjrwBzEuFfRvJ4w1Tu+4atfm9zxx138NrXvhaA17zmNbzvfe9DCMFrX/tazp49S7Va5eu+7ut48cUXEUIQBPtnm//FX/wFH/vYx/iJn/gJAFzX5fz589xzzz3ZPJcd6IBcM3kiX8lN9h4sCotQW4alW5QrpEaj0Wg0Gs0s4JQHK/jMvB59lgZSKrPfSfaPdzAt5Uo+f93kHzstqudVAL4Tw1R7b7eyu3KeJl/4H6/8Hjiq31v0mEowMkLFD6G36/ORz+e3fzcMY/v/hmEQhiEf/vCH+YIv+AJ+7/d+j7Nnz/Ke97xn3z1LKfmd3/kd7r777pTXPBjdQ66ZPJFPVxmSEKrfZf15iOP9l2s0Go1Go9FMmtBTPc2DHL+NtvHUVT4zOXOCltorTtJhvYN5wJ3WvYb6sfL7L7MLUL2Q/RqkbAfjGYWZwlTzzRP0+lerVW6++WYAfuVXfqXrdT74wQ/ysz/7s8i2+d3jjz8+9lKHRQfkmskT+r0vy5VUdrmpx6BpNBqNRqOZAYbpH99GqOqgZnS8+vQe28qDW5+8I3latDZ3Sbl3Yc+p8WdZGw/KuP36ZegBIDoGb8O9T9/3fd/H93//9/OOd7yDKOru/v7hD3+YIAh43etex7333suHP/zhNFfcFyEPwAfu/vvvl48++ui0l6FJi+olWD8BpaPdL4988B24/R3T6x/SaDQajUajAdg6p4xne+1bdtLcgOvvhcUbs1/X1crlp5Qp2V7Z9aRobsDt71QV5YOElHD2M2DZvf0Omptw3T2wdHMqD3nixIn9PdaRP5yiZFziUCVQuqkBZoBur40Q4jEp5f17r6sr5JrJ4zeUGUMvzJz6klXOT25NGo1Go9FoNN1wymANOQHGzOk+8nGIYxUQD/t6Z4K4MubuIOHVlTqjn/lgfg4q57JdRxSO764+DIap2kOugjbXzAJyIURBCPGwEOJJIcSzQogf2nHZtwshnm///cezWoNmRvGbgx0ei4egfEaNbtBoNBqNRqOZBlJCqzJ8tdTKg7OV6ZKuavyGkjz3kl1PAnFA2w6a62AMCO2sgtqHe41s1pB1//gu2kG/7C5BP0hkqSXwgPdKKRtCCBv4tBDiT4Ei8HeB10kpPSHEAbYx1IyE3xx8YjNMFbRvnoIbXzeZdWk0Go1Go9HsJGip2cfDBhhmTlXU43hwcKTZj1ub9gpUu6RTSU3WPRGkhOpFNbFoEMJULvb5dFoCpJSITkVcdqrVU5ohPyMkbQnP7EghFZ30i93+kcA/A/6jlNJrX0+7d11LxLEyYRimryS/BPUVnWnWaDQajUYzHQKHRMGFECo4Cg9ghXUWaKwOHi+XNVZe9bAfJNyqkm8Ps78uLCi39RSk3oVCgc3NzSsBaDy883kaxFISz5gdmpSSzc1NCoXhPQgy7bYXQpjAY8ArgP8ipXxICHEX8E4hxI8ALvA9UspHutz2m4FvBrjtttuyXKZmkkQJRoEIoXpd1k/CLW/VmWaNRqPRaDRj4wYRhhCYhvrpi1MBM6l8WihTq9zcqEu8NokjNXKseHi66zBz4G6qXuhBLZazQmN1eCNkw1LGa1517Nf6lltu4eLFi6yvr6s/dEb+TaKHHAjDEGHlMGfsfSoUCtxyyy1DXz/T1UspI+ANQohDwO8JIe5tP+Zh4G3Am4HfFkLcKffU9qWUvwD8AiiX9SzXqZkgoUeiTLNdUj0x9RVYuimzZWk0Go1Go7n6KTd9nrxY2d6JCMAyDWxDYFkGdud3U5AzDUpryxiGiREHmIZAGGAiMAyBIQS22WVPI4TqhZ4bwpU9ZaJY8tJGgzuPzWMMSjbMGl5dSZ4nFMwNJHTAXJj2KgYTx1BbTiZBN22oXR47ILdtmzvuuEP9JwrgzKfUNIIJvIdSwolTZ7n+VW/l6PXDB7+zyETSCVLKihDiU8CHgIvA77YD8IeFEDFwDFifxFo0UyYKUJ0LCSgcgo0XYO4YWH2cIzUajUaj0Wj6cH6zSck2KeXUFli2Ja+xlMSxxAkjmlKq/0cRi6tr+PnDIMLtIL4zYTmWcMfREscW9oxdsvKqsn74ZRN8ZoqaE3B2o8Xx+QJLpQM2OtatTsgMbBikUjnkD0BA7laUVDzJmLH8AtQvw7G70lMBdObHTyih4oUxbo+Z4geNLF3Wj7cr4wghisD7gZPA7wPvbf/9LiAHbGS1Ds2MEbSSH2xNWzko6jFomoOK34JWedqr0Gg0mmuaphey1Qq2g3EA0Zau26ZB3jIp5kzm8hYLBZvDdsB8wWaplGOpaLPY/un8XsqZrNW7tOJZefCmY062VneJYslq3Z3K449FfQVypWmvQmFYVwLMWaeeQK7eQRiqsp6mT5Ozlf3s8Z0PF0QE4dUhos4yDXUj8FdCiKeAR4C/lFL+EfDLwJ1CiGeA/w183V65uuYqxmskP2jAjjFozdSXpNFkTvUSnHsAlp/Qn2GNRqOZEperLlYCGbcR9D9e5yyDlh/hBnvMsQxLGdhGwSjLHJkolqzVPa5byLNSdQmjAzSfOfRVEsMa3ggrU6ycqjzPOlGoKt25ERzTc8V0i131lYka8tXcILGb+aySWRpDSvkUcF+Xv/vA12T1uJoZJ2gqs4ykCEMdHDdehJvekPqyNJpMaazC/HF1cj/7ABy9Ew7dNlpyagYJo5i6G3J4TreUaDSa2SSIYpYrDouF4Y+7pldBDtqzCKg7AQU7v/+ywJnocb7mBESxxDINYimpOgFH57usaxbxG8zUqCwzryT0Us5OT3s33KpSkY4yt90uQXNTSfMHjSMeROAqFezcsfHuJwG1VkDOmpUWh/G4Op6F5uDgN0eXsxSW1NxELf3VHCQCp20Mk1Of4dJhKL+kKub1VXWyP+DU3JCLW3rEj0ajmV026h6xlINd1XdgumViq39AW7JN1ho95OHBZI+La3WXnKm29gXL5FLlAB2XW+XRgsqsMEzVlx35015Jf2qXVIvEKAihciDNFDqHvTqTTKh4YYwXxYm+z7OMDsg1kyMK2qYTYxxw8/OwdiKV2YkazUTw9mT9DVM571p5uPwEXHwU3On0GqZF3QloeJOVZmo0Gs2wSCk5X24xnx++ICAiDyPywOhf4bYtAyeIcYI95lKmraqXE6IjV+/0x5dyJuWmj7t3XbNKY3V2+se3EarqO6tEgSpUjTNeL78A1RRk662NiapB3CCeJT3F2OiAXDM5Ip+xs2d2UVXZ65dTWZJGkzm9TlJWHuavg8iFC5+FtZNX5nceMDZbPl4YXzW9XBqN5uqi5oQ4QUjeGr4gYCSobguUXHwXVn6iPcg1JyCMrygARFtmvdWc8QovXJE7j9LSmDUTVjkkwqm0JfVjhHNWXu2rxzGwk3LiCZWGF2DMcitBQnRArpkcaQUbxUNqDFp4AE4ymmsbKdvZ6z4nqdy8mtlZaxu/VS8dKAVIFEvqTogEgkgH5BqNZva4WGmRTzjayfDryCEDnaJtstHYs8cxc0ohNaFE5VrdJWfsXu9czjoYsvUJy52HxspNVOWQmNpFZcw2LsJUe5VR8ZuqWj9Bh/VqKyB/lfSPgw7INZMk8kk8g7wbpg0yhq2z49+XRpMlQUt97gedpIQBpSNKdrb2nKqYpzmKJENafohEYgDhAUokaDSaawM3iFireczlk7XLmd4WsTlcb25X2bowlNlWmP34sSiWrNc95vZI8gu2Sd0NaXph5msYi9bmbJqcmjlVhZ5FQk/1ftspVKULC1C9MHoxYMLj4YJY0goibB2QazQj4LcgYYa6J8VDKiD3Guncn0aTBUlPUqbddiiVcOFhWHlmtuVyQGvHRk9XyDUazayxWnUxDbEt4R4KKZXDegKzrK6ydcREjuF1d7dcfSeWIdjoNit9VpiC3HlozJxyf49nsA+/k7RPQ7ZtWEp1OmqLRWN1ouPOXD+aRT3FWOiAXDM5vPpAc5ShEYbqe9l48apwqdZcpTTWRhslYpdg7rjKfp/9NJTPqVmjM0i5FZC3TCQcrJm30yJwYPOlaa9Co7kmiGLJha0WCwnM3ABE5CJkrKS8Q1K0Tdb3Br5CqGJExqzVPWyj+5Z+Lm9xqeoQxzO6VxpWSTYNhGBSSZXEVC+km8Sw8qP5M8WRUjhMMCBv+mGyBNsBQAfkmskRNNOVJBUWobmux6BpZpM4VvM9rRFPUkJAcUmpQTZfgPMPqgB9xhJQ5aZPwTIQQDirG75ZwmvA1mntgaHRTIBy0yNsz+VOgjGCs7ZtGbhBjOPvqKZOwGk9iiVrNXefXH17XaaBH8bU3dlM6k5a7jwSE2g7SETgKCl9GnL1Dvl5qF1WveBJ8BuqjXQcY7mEVK6y/nHQAblmUkipDiBpVcg7FBbaY9BmUE6kubYJmiDHHPMHqmowd0y1e1z6HCw/oRxpZwA3iAijGMs0MA1j90ZU0x2vrsbcOTqRqNFkzblyi5KdvPJqelXiEY7dhiGoujsCmgk4rfeTq3ewDYPV+mycN/YxqpJsUhjG7LVHtsqkboInDLVXT1rkcioTDcajGJpeRC5hkm3WubqejWZ2ifx2Bi3lA4hVUIF+7VK696vRjItTTfckZRVg/jh4FdVfPgMbhNaOANw0BF6oJesDcbagsASVFOa+ajSantTdgLoTUswlD6xNr4y0kgeJRWuPbN3MtSXZ2VWn+8nVO8zlLVZr7uy1FcWxUn6NqiSbBOZkx9cNRfUC5MeYPd6LXEnddxLqk+3/d0JlJHu1NZHrgFwzGUKPzL49xSXYOpfNfWsOHjMQqALQWldBdNoUDqmM/cWHp+7+WneuzAG1DIEb6Ap5X6RU1fHCknrvJtBbqplxWuUDNebwIHG56mKPUkWLIwy/gTSSz8S2LIG3V7YOEGbTgzxIrt7BNARRLKnuM52bMkFTOdGPqyTLklkbfeY3watls7/IlVTSeE/PvB/GnN9s8uSFLeTOtrkoAK+qkhYTwnGvPkM30AG5ZlJEQXa9r6at+nv05lYTuHD58ekbsGybnGQkw8vNKQOVC49AYz2bxxiCzZZPwVYbKVMH5IMJvSttDIYJrY1pr0gzTaIAlj8HK0+1k9aatPDDmMsVh4VCcrm6EbYAObKib59sHTJrMxpGrt6hYJksz9pMcqfKzJc6Ow7ks/IdbW0mMhtMjBBKtcCVQPyhM5uc2Wiy2fRp7kw2dfr/J2iwVnEDcldZ/zjogFwzKUIXhjhhjIxEGUtorm2aGypAnfYMb6+uElBZ9lVZBSguqg19dfItG1EsqTvhtrGKkqzrgLwvQYvtzWduDrbOz5xJn2aChK56/50t1Ybi1qa9oquGzpgvY4RAwQiaiDGCxI5sffurbViZGZcNI1fvUMqZbDb92TpON9cm6s49MmJGnNalhMoFdf7Iitw8Qfkc5zcaPHRmk5c2mywUbI7O5bEMg63mDkPS5uZE3fHjGBpuSN6aYUXFiOiAXDMZ0hx51g07r+Ygaq5dpITKOSgdmb6ngJty/3gvzJx6vivPqFFaEwzuWr7q4+qMHjGEIJZ69Flf/NaVSoKVVzLWg+AwrMmGTsWteEi1oZx/CKrLU13S1UAcS86VVRAxCqZXJTaTy9U7WJby03A6iiErl0kPcjykXL1D51hdbszIhIc4UsmoAxGQMxsBud9QiV0rG4l4EEtWWpLnz1/m/MoqCwWbI6X8tgKjaJus1naoPSY8P94LI2IpJ1mQnxg6INdMhqCV7sizvdglaGzoXrxrGa+mPmeFJWhVputE3lid3CbDsGD+GGy8AOsnJ/YdaHn7TYoEQo8+64e7pTbnHQxTGeJork385pXEnV2C0iFYfRrWnp/e5JDQh/UXD/Q40aoT4AbxaP3jKEO3eMyAxxTiSr+2mc+kB7nmBgTRcHL1DnM5i0uzIlv36tmY/WaBkf34uqFobGSS7A9iyUrN5ZmLVS5tOeRzeY5T3ffZKtgmDS9U7WmBo5LKYySvktLyZ3R0XwrogFwzGfyUZ5DvxTBVb2bQzO4xNLNNfUWNBgOVzZ6WK2oUqBN3FoYrvRCGcmCvXISVpzN19O1QbgX7ZGMSSaAr5L1x9pjf5BegdlEnEq9VvNqeBI0Fc8eheh4uPTbZilwcq+r8uQdg80WoHdxK/YWtFkV7NEmriHyM0Btb0VewTTYabdm6YUIcpt6DvF73EicdCrZJ3Q1pdkmoTpxJKcnSwMomqZIIKdX5Ir+Q2l3uDcSLtsli0YbCInZzWSVMulBzgqmou2puOHKibda5Op+VZraIo3YPedZ9JqJtEKK55ohC1Ueda5+o7CLUL09nLV4dEJPP+guhKuWtDVh+XFW6MqTc9CnsMVYRQBjNSIVcStg8MxsyQ1CJmtDZnZg0LLVRn7WROprJ4NX3V5eEgLljSu1z/qHJ+GE4Fbj4CKw+o+Sn89cpL44D6G/Q8kM2Gz6lEUadAYgwHXNYy9wjWyfdHuQ4lqzWXOaHlKvvWpsh2GzMgEHZhMdljYWZA78+3eSpV1N76RSKW0H78/PMxSoXdwTiptnetxgmIg4wvf176qJtslb31DEiI+l8N6RU6persX8cdECumQTRhPqV7KIyCNFcezhbu0en2CVl8JZxUNp9LRXVDzotSkdUn9nFRzILRt0gIoxirD2ZagkEs1Lt3Tyt1AKz0qMdOHR1EzZzB7oaqRmROGq3cvWQexaWlDfKhYfVzPosguPQg9UT6jHiQKlsTPuK4sw/eIqz1ZqLZYrtfumkGH4DmVIydZdsHZnq8bjuhkO7q+9lLm9xseLsHl81aTrjsiapJBsHIdR3MKPxdUNRXxt7PFy4IxC/0A7El3YG4juIzQJWa2Xf3wu2yWbDJaxP1pDPC2PCWE51e5UlV+nT0swUWc4g34ldBKc8vd47zfSonFdBeAchVHQ4DYlZY2X3WqZB8ZBKUFx4OJOAdN+M3TaGUDN4p07lvArIi4tTn9W+Ta/NeH5etVtEMzYfWJMtoTc4yLYKKsG2dkJVr9P6jMSxam85+2mlJJo7tt+1WQhVkTtAhFHMxS2HhfzoFUTL3SJOaaZywTZZr7vqbTbTnWW93nCxRoxMbNPAD2Nq7hRl6x0l2YFCTM+bJo6hfmlkuXonEH/6YpWLW27fQHz7Ie0SdnMVsaeoZgiBEbRwXGeiDutOEB1E0c7Q6IBckz2Rj4qOMqaTwZyViphmMgSOSsTslb7Z+cnL1kNPVZUmKOPqSX5BnSwvPJy67LXmBF3HCVmzMPqssQ5rJ2HuCJdbBo3KjKhm3OoVj4OdCOPK6CvNtUM45MbesNoS8jWlehm3at0qw4XPwtpzUFiE0uHu7TVWQT3mAaLc9IlGrBoDICWmt4VM6fhtmQI/lLSCUJ0TUvqOx7FkpTqaXH17bYax2y170rTKY1d7J44Q0xuv61VVQm6EAHiz4fN0uyJesE0Wi1bfQHwbYQAS093/uS2ETWreZM/1dTcgN8y6Dyg6INdkT+BMzrhDGLNTEdNMhsZa989Xbk5dNgGDs228KZ2se5ErqdfhwiOpbq43Wz6FLqZJpiFwp1khdyqw/AQUl8CwqDhwaXWNKJyB6rOz1VuemSuq2bKaa4fQJVGFsHREqV7OP6iSTkkJHDUe8eIjgFTy9H6be7sIrc0DYzgopeTcZpO53OhBqohchIxApBcomoag1gpVhTxopvJ6jiNX7zCft1itudMbUznhcVmpYOWnt7+sr3ZP6A4gjuF8uUWhXRG3Ega0kV1S5m57WIzLbLjmRCvW1VZA7irtHwcdkGsmgdfI1mF9J7mSnkd+LSGlkifn5/df1s7uTlS23tqY3Gd9WKy8krAvP5FK0BfFkroTkrf2nz4sw5ieZN1vKjO7wvx2X64bxbT8iJWNKY9wimNVWenVL2yXVMVomqP6NJPFrSU/VuTmlfJl+XOqJWOY4C6OYOuckqc3N5SL+zAtNcJQDsvTqggmpOaGNLyoa6JwWIyglbqYr2CbrDdcJOn1II8jV+9gGoIwjnf0uE+QwO3vnzCrWPnpGHDGkVL75ZLL1ZtBSCRl4kC8g7SKmO4WYufnNo6wvQqByCn1xwTwwhgvikd+HgcBHZBrsqffRjRtrELbiXIKZl6ayeNW266jPT5fZm6yCZrG+vT7x7th2kqauvac2siPkdZu+SES2dU0yTQE7jQk66EHlx5XFYR2FTqKIZKSxYLNucvram7qtAid/vN2hVDF0ubGRJelmSJ7R54Ni5lTPd+bp+Hyk/1HaTU34dyDsPGCSsoVl5JNfxDG9Ec9DcnlqtM1SZgE06siR6hC9mOXbD2FHuQ05OodipbF8jRmkvuNiXQxpo5hqRbMSe8v3aqaxjGCxL/aCjDHNCmUwsR0Nrf/bwQNhIwxTTVCbxK4QXzgHAeSogNyTfYErUyNH6Rkv0z2gGT1NWNSu9y/ypSbU4ZZkzD6C5z9Y61mCcNqb+RPwfrJkaWTrT7za01DEEQxcTzB3VYUqsBEhqqC2CaMYwQCrDz5sMbptSkeE4Ih5Mn5BTV/WnP1IyV4zdET1cJQknO3okajuXvM1/ymUsRcehRMU33vRzkH2wejj9wNIi6nEKSaXjk1Q7edGIag2gpT6UFOQ67eoZQz2Wj6k/f9aG6MloyaCcTkndZryyP50kgJ5aY3lmoEIM7Nk2tc3E7km14FaRjkLWNi4/MaXnffmqsJHZBrsiUKRs7sDUszCDlf3jE71LRUZUBzdRMFUBvgOmqYqu9yElWeg2AmKAwlWa1ehJWnRnJtLrcGzwGd2OizOIbVZ9VrX1jadVEYx0gk0sxziAZrdZdyc0rKGb8xuDJp5VUgdRA+R5rxiHyVQBrXW6V4SAXc5x+C6rL6Pm+egbMPqGB9/rrxxkpZReV9MEkfjhFYr3sIGHnUGQBxpEaeZRCQFzuydXP8HuQ05OodhBAIYGuSx0UpD2b/+DZysq1FUdh+veYGX3cPThDhR6PL1TtI08YIHIxAnZus1hqxVcS2DJwgxguzP99XW8HYCphZ5+p+dlNgteZOtjo060Q+WY+2aLkhVccn7Lzu9pzuI78WaJXVyX3Qpta0oDmCCVJSmhuz4a4+CCFUxay1qXquE6oHyk2fQp8TowDCaALHQClh40VVwSsd2Xdx1H5a0rQxQofFHJxcqU3HxKifodtOhAENLVu/6hnWYX0Y7BKUDsHK0/DSp6F8RrWn7ElQjYQQgJxpxVkcSy5stVgsjKdMMsIWIJNJ+ofEMgVBJGlKc6xRcmnK1TvM5Swubk2w4hu01L5wguOyUsW0J9vG4Vba7U7Jw7Wam15VWZoWVmsdEfmYfgO543zWcLP1IQhiSSuIsHVArknC5aoznR7KWaVff1tKVBwl4dqWXZm2khT1mvuruTqonIP8EFn23LySfGVZtZUSmmvKmTjDh/DCmLobkkpMWTqiqjX1laFv4gYRYRRjmf1PHRMJyCvnoXIW5o52X8Oe97uATxDGXNhqdb1+prjV4SSaHdn6AXG21oxI2udFw1IS9sK8+j6kqUib8T7yrZaPF8TYA45JgzCCpmpxyQhTCKquVMmYEefJK7l6nIpcvUPBNml4Ic0+rUipctAVQJN2Wq9eVK0jI1Bu9E+eJyGy57Gbl5TPwo4gP28ZlFvZBuSuf23EVDogTxkviHGukQ/PUGQ8gzyOoeGF7fnHezaxszaCSpMeflNljocxUDMs1TYxRmViqPWMOCO0G53gu+aErNRcXlxr8MSFCs9cqvLc5Rq1tDLSxUOqyjzkBnGYY5tkApL1+qrqgy8d7VnR8sJ428xGAobf4lApx9mNFo1JbT5BBV/DVoRMGyJPzZzVXL14jfQrhEJkU3XMldT3bUa5UG5Ryo2fgDC9GnGG5rNF22S97iGRIxcLlFw9/fY/U4iJ9QLTWBs5wJwJzDz49ckkTUNfTW6xk8vVvTBOt6psmIg4wm5cRO74DBYsk6oTEGSoDG764VXfPw46IE+dMJYTcx08EHiNkWYnDosThsRSkjMNGjtfdyt/IMxoNCPSWE82K9Yws3Ww9uqM2prRMSWsOiGXqy4vrHaC7xovrtVZrri4QUQpZ7FYtCnZZnqbJ9NWyYrKxaGuXnMGS+AEIltZeKusTNyKh/tWAt0g2q4kSTOH6W9hCEHBNnlxtY6c1ADVwCHRZ8PMzXQApBkf6VZpxRaXKg4vrDautFvNImZeVchHrOpmSdML2WoFlMaYPd7B9MrEGbYcmaYgjCUtPx4pIFdydS9VuXqHubz6LGZ+TIxj5e9jZackyxwhlIQ8zbaTXjhb7ba85HuLLGTksZnHdDaJdxZC2ktredkVIivXQP84wAFt4phtKo4PJM9oXZX4TTCyc53uVOxyprk7ILeL0Fof+WCmmWHiuD17PMFMzo5s/ejLs/k8NNbAHryZi2PwoggvUPOx615Ay4uIpUSiKhW2aVDKWfTy7SnYJpV2RtpOQ7pYPATlU7B4w0DJ/WbLH+jYahoCx88oIPfq7VnjiwPd7P3oirQztgqY7hYA83mLjYbHatXlhkMT2BgGCSXy25/VV2SazNRMHjeIKDd8qmcv0qSAYVpEccx63eLGpRmtGnZG8nn1rl4N0+Ry1cVK4RgoIh8jdHcHGhlgCkHVgzm3CgvXJ7pt3Utfrt7BNg1qbkDNDVkqdjmu7gzUxzl/Bk1lZpihyW9SpISKE3C4lGSfKlRAnrUxXfXiyGNUN5t+6kFsbM8hZLRvT28JQcXxWSqmf76KYmh6EYuFq/9cePU/wylQcwKk7D6n95ojaGY6BqrjvGiZgmq7t9Y0aM+LDFRCID8/8H40Bwi3ok6GhQQBeceIxaurYC5N4lgZpBV7myg1/ZDzZQfHj5Tpo1Cbs5xlMJe3ku1x2tdtuiGHEm0iemCYSm1QPgvX39PzalEsqTvhwI2LZQjcMAOVUOCqWeNWYSjzPC+IyJntjZ9hYUQ+IvKQZp6los2L6w0Oz+cGOsaPzbD94x0MU21a3Yoy39McaIIopuoEXNpqUW4GGDLkRhmwNH8IUIePy1WHI3O52a0CGZaq1s1QQB5EMcsVZ2wzNwARTsZXomibrDlwg1NJLE/dqHupuat3wzIMVmvu/oC8udEeK7kjySoE2wLbzsmrYzq2bT4m2skcQeek1fR8rBhmyfrUC2Ne2mhiXTfPwrBBn0DtLbP8PgSuUoP18Ejpe9NIquRKCt+NXQhBlN+/zynmLMoNn1sPlXoWEkbFCUPV5nENhFMzevQ/2EQRExkDMPNICX4rswq5lFBzQ7Xp7pjB7jTUEyLbvmHNdBhxJifCUCe4tPEbA11QNxo+rh8xn7dYKtksFW3mCxY5yxip4JAzDcrNFHv+ioegdqGv4U7LVyfGQYlGs5ufw7hEAVx+AoiHqkpIqZxZ91aTRHt+bMcA6qWNZrrr7IazlfzzahdVdURzIIljSaXl8/xKjQdOb/DMpSpuEHN0LsexArsMyAxDtXms1iY4SikpdnHmJpds1D1imc48biNo7jKqygrTFITCotWo7K46DyCOZSpz1vsxn7dYrbm7242iQI2VzM2p5GDnp3hEnTOKSyrBnV9Q18mVVH+4XVCKMdNWyRzDoOyEPHu5xZacLfWoG0S4gWoXGxorrxKmWdLcoD3LL/lNOx4pEwpiDQMiKWllkIh33OhaiMUBHZBnghTDmR9d9XQM3TI60blBRCTllYycAHdnIGAVdB/5XqJA9V8fVEIfGiujqR7y8yrISbtPzu2f9JFSuZ2Wcgkr4X0o2CZbTpBe76kQ6vuycarnVVpDGqGZhsANUgzI40htCoPW0KOcwliqt3nH6y2FwAiuBOBLBZvlikM1S4fYOFJJyaRmUfacGtU3gSkV1wINL+T5lRqfO7/FC6t1Llcctpo+TS9M1e+g4YWc3WjywOlNnrhQYbPhc6iY4+hcvv39F4jI2+dzOpe3WKt7s7tvsPLgNWfm8yil5Hy5lVqAajll4gzmj3fDNExqTS9RD3KWcvUr6xJEsaTq7Dgebp5RHiN7E4qdyrcw1I9htn+s3T+mjTRsVpoxp8s++UKBmjtbn/GWH1G0LaqOP7z/k1XI1mk9CmDz1Mhqvq2WTy5DNUU3TCGoO+kH5BU3IDeryqGU0ZL1DDBQJ+bDc9k5dh4IQo8sU3ROsDtzZgpB09shqbWLSkocRzPVszRVyi9B+TS87O3pzKmdNK3N4WaPd8PMqeA57TaGxirkevciO4HqEU/z/ChEe9KaF6XXt5VfUMmaVrmrFK/cCoaSd1uGoOFF6bTtSAkbL6jgNIF8O4zifUceaeax3C3C+ZsBEEIwn7M5uVLj/tuPZLPZTdo/3qHzurXKsHhjeuuZAFJKtloBc3kz+3aAAeuoOSFny03KDR/bNMhbBpt1n8sVV6k9ULGxbRrM5y3m8iaLBZu8ZZKz1PWNAZ+LTl/4pUqLhhdhmYL5nIXVo1VLhA5yz8FACNWHeani8IrrZrTFSqBMWjM0PhuWmhPiBCFH51Lou5cS09siSuJJMgZF26Tc8LnBdzCGHJOZtVy9Q8EyuVx1OTrfHu1VOTeSZLpDHMOFSpO1ms9iIYcQqno7S9Y+tXbAZ8WCy1WXhcIQ3z/DujK+LouWzMp51bY0gut/FCsTtLkM1RTdKFgmGw0vVS+MOIaGG078uUyLa+NZTph823Tp1mkvZNpk7MpadYJd0r+cZVDfWcUThpIS+42DGXymjVeHrbNKWrb2HNzyVlJv+Mmayjm1/pER4JTTC8jjSEnXiod7XqWZ0dSFnKFk66kaqeTnYOP5rp+NctOnNMDQDVSgG0tVpbbNMXdd5bNqczJ3PNHNuikHYjOPsWecWDGnNhHLFYdbj2Rg0BO4jDz2MTennvsBC8jX6x5PXapiGoLrFvLctFRkqWgPDGzTIo4lWy2flzaa1N2Qgm1ybH5HENll/xzFEi+IabghF7ec7WSORKlRFvIWc+2fTqDe8EKWKw6bDR9DqCr3rsfpgenXkV022nMFi62WqtIN3cs6SUxbJUTHCNDS4mKlRT4lw0MRucqoKsnUjjEwTYEnodGosTg3uAe5I1efS2G02yBKOZP1hofn++TXnlPHoFGS36iWobMbTSqtgENFe7s2E8USN4woDnEuyZo4VhXyhbwFFlQSff+EcstPOyD3W0qZUOq9p+hHyw+JpJx4wsOyBM1WjBvEFOx09pVeGE3luUyLGTzqH3zylkG15Wtjt9DNrEAupQrIi/aVj3DOVAF5HO+IJYShMr3XekAuJaw/r3q78gvQ2IDqBTj8smmvbHi8hqpwzycLznbRka0fui2lNdXb/eO9P+hlx8+kUljImWy1Am6NZSpOw4BydG2sq4r0DhdgN4gIoxhrSJMYAYSRZKw9V3VZVcfnjyUup4Sx3B8GGyYiDhChi7SuZPEPl3KcXm9wbD5PMe1Nr1sd3SndLqr3wW+OmYSaHG4Q8fxKnSOlHJYhqDkha/UKtmFw6+EixxfzqYyo6kYYxWzUPV7abOIGMXO54QJkUHLdYs6kyP73P4hiGu3xWmHcUV4IJJKibXJ0LpfoPG/6NaTRvfJVsE0ubLW454bF2duE2iXVAnb8rqkuww0i1moeR1NSIBpBa+Sc2agIM0dlc53F628feN2OXL2X4iLVdQmBAGqXz3Dcb45sKumFMafXGnhhvN94VIAXxDMRkHuhUq919qkFy2S54nD3DcOoJWS77SBlk9jNU2BZI6s6Ky0fc0oHD6WACCgMMXFmGPaqYK92Dlh57GBgCNWLc80bu3n1zAzdvDAmjPfIgIWSKXrRjh6lGTSjmQrNdVXd6MjySodUsONPwNQqLRqrSio2DlZePWc/JVddt9q3ghDEkrobZuKeLATEUtJMe/5nYVElb6Irlf2kva0SCOIxjn/NTVh7BuaOjFShCcKo67x0ARjh7hnApiGwDYNT6xnMJncrao7zqAhTmfscAKSUvLBaxzDU6D4hBPN5i2NzeeZyJufLLR46s8nj57dY22seNQZeGHGh3OKzZzY5sVInZ5qpJlc6YwiXijZH5/IcmctzZG53X/jQyBgROMgex7GCbdL0ovbo1BnDtCF0RpqhnSarVRfTEKkVOwy/hpzweMFCYY5KeV1N3BjApOTqHRaEx9aF5/qqvvrR9ENOXK4RRDHzXSrNphA0hvQjyRp3zx69kDOpucFwveSmNdA/JjHOFtRXoIuT+TBIqcadTSvZkbMMNpvpHbv2qmCvdq6dZzoF3GC2zCsmjt/IbOSZ0+O1lajs6zZWAZxq5vL5mSYKYO3EbpWAYan+pPWT6ZucZUFn9niSUWf9cLbSuZ/6al/Xb6cTLGeU5rUNwVYrZaMlKw+RB/Xl7T/VnKBrgNuPMBrxc+XW1Kzx/OLICRg3jOmmlpdCYPiNfX9fLNqs1zw2Gym+llKq5zJOz21+vt1POPvf0ZWqy0bD7zqGyjINDpVyHJsv4Icxz12u8eCZTU6t1am5wUiJEMePOL3W4LOnNzm93tiuiM+yAZCIfAT9FTVzOZML5RYpes2li7f/+zMpolhyYaulJMYpYbmTM3TrIGwbGbSot/obu0k5Obl6+wFZapymGVs4I2xfK62AkysNLMOg1OM9yllGJuZfo9Bwg33V5E6VfCBWQbW/pUUcq/1Ybm7kBvtWEBJGEnPcVrERKVgmNTckSMFstqOCnaYPyaSZ3TPXAUcgroweuFbJor+mTc0NsLvIdE0haPl7Rp8J+o5zuuqpnFdB+d7AoLCoqm/1lemsKwluBeJg/Ao5qBNe9dL49xMF4FXVibkHVSdb+VjBtthqBulv3ouHlHSu7aq82fIpJMy6h6NUyANHBeO54liBrBfGmF2qSrGZx/S6J2OWijmeX20QpPVihi7IaOQeTEAlzUJ35sc3tvyQ51frHN47w7gLpZzF0bk8C3mblarH585u8ejZMpcrDl44OAqouwEnV2p89swmy1WHpbaLuXUAKikiGuysbVsGfiQpp5kcSgszB63pKTbKTY8wlum913GE4TeQEw7IAQzDYKNS6XudK3L1yXy2rdYqpruFzC1QSTh9Yr3m8eJqnZJlku/TQ5wzDVpBNBMJp27qNVUlDwdXyc2cSk6llSxtroFbH2qsZy9qTpipE/9AOl6kKaj2uqpgr3Kuoac6WfK2kfiAdlURR2ojmUYA1YVqyyfXJXOmjN32vO6Glc386YOA31QGIcVD3S8vHob1E23zqRmmeqFv4JsIu6ik5uM+5wFJHinV+JGkgWwSOvM/U0/+GVb7CZwniiV1J5ns3hQCN+kIpyiAy0+q3+3xDNa8IOq6MZFWHtOrdN1E5SyDIIo5v5lSO0Na0l7DmumkWRxLnl+pkzfNRIGDaQglA5/PI4Tg+dU6D57e5LnlGpWWv0vOK6Wa6/3khQqPnt1is+5zdC7HoWJuuhvQhBih2/Z27898zuJixSEYVWWSFbl2H/mEFRuyfYw7v1GlZKe3pzBCB8R0LL+LlsHGVrWvbH2j7k2sH1iELvmtFwgLSxRtk/W6O9TbHMdwYcvhbLnJYjGHZQ1YrwCJHCr5liVRDK0g6iqJLljG4Cq5MFTCNcH4ut6LCWDtpJrrPgYbDY/ClCvKaan2nCA6CMKwVNEBeUbkLeW0fs0SZdcD54UxQSSxushybNOg5e35IudK12YfuZSw/gJYud4GIaYNCFUNnVVCT20CcymOAxKoqvs4OFt9E05uGOH3+JymiW0IymnL1kElcbbO0mrW1IioBBtDyzCSeWjEMaw+pxJII85e3Ykf9ZjZK0yEjHpWKg+XcpwrN6m7KRy7/WY6G/38PNSWVZJzBrlUcai0gq79osOSt0zVn13KUW0FPH6+wmdf2uT8ZpO1mstjZ7d44sIWjh9xbD7PYtE+kIapRtBADqEaM01BLCVr9RlLlBqWOrePOs4vAV4YsdnweGG1zmdObfLY6ctY5x/kUO3EvmkJo2KELcSUNv2GZSG9Ws9KbEeuntas9UHkqmfU8cqwsUyBF0oafv9EbxhLzm42WGkrVZJUM90pB+TbCYEuh5Ghq+Qdp/VxqVxQwf0IY846uEGMF8aDEyIZ01HtjWMhA0oJ1U0FezWjA/KMMA2BH8ZTzwJOjQxnkDt+1NMUVQhVMdwVDJg5tYGY9Spw2rTKysxtUIBTWFIb/ubmZNaVlI6pVZobcLs0vmy9saqq7T1oeeFEHEIzk60LAywLb/XFxDc1DbHPMKcvm6dU0qXL/POkhLEk7lP0koh9xm4dDCEo2RYvrNaHMlzqi7OVzsxmw4I4VKqOGaPhhZxaa3C4lI7jtRCC+YLqBS9YJmc3Wzx3uYYEjs4VDvw8WsOvI4c0Op3P21yuurNpDptBC1gYxVRbAec2mjzy0iYPnNrk6UtVNuoe83mL46LGYk5g+jVKq49RXPscprs1VrXedCvEYwRB4xCbOfJhg/VG931J3QsJosnI1U23jN1cIcpd2StYhmCrj0GXH8W8uFpnywk4VMolOj3bhqCR0TjQYRmUEBiuSi7GN4j1W1A+PfYkoFSSyCmwrdoLxnt/q05Afgac+CdJZt90IURBCPGwEOJJIcSzQogf2nP59wghpBBitLkKBwAhwPVn8GQ6CSKfrGaJ1LsYcexl/yZGXFt95FGoZo0PY4ImhAraV5+dTfO7yrkr7vBpYReVIUs4opIjcMFr9g24yq1gIgZTnRNga0A1YyTyS7Q2L1KKk7nxm4bAG9bUsnIByi+lNt84jAaIgg0Dw+/dkz2Xt6i5Aau1MRN4bn9/gURYeTWub4aIYsnJ5RqlnJmJbNw2DQ6XVH94lm0fk0TNIB8uIDcMFRQtV6frar4PK68SvWPSkaGvVB2evFDhM6c3eOLCFufLLQxhcGw+r7wGCjamkOTq54lyC8S5ecLSMYh8imuPU1p5BKu1NpKCxPTKxOMkzeKIueUHRkoKSDPHgmyyUnW7Jv82GxOSq8cB+fJJovzCrixmKWex2fC7JnodP+L5yzW8MO5q4jiInGVSm7KCtO6GfSuwQ1XJTXt8pd3mKeXYPuKYs+27afpTl6t3MISgMYZxnx+1q/1TMqebFlnuFj3gvVLK1wNvAD4khHgbgBDiVuADwPkMH3/qCMhmk3wQCJyxDzC9qDpB3w2aIcT+1920p2pGM3GqF1Vv07ABgZVXpmnll7JdV1LcmpL+plFp3IkQKl80atXRb/St2EdxxzBmMidISwjKrQzaRISgElgsNl5KtOk0DTHclInmhkoczR1JTQERyv5J0NgsqMpaH5YKOU6tNUaflBEF6Xpo5OaUImPUBFIGnC83afhhZnPFrzZE5CNkpEbZDclczmKj7tOcpX2EXYLGxkhBqBvslqE/crbMyZU6bhBxuJjjyFyeQ6XcvkSm6dVU//2OZIa0S4SlY0gB+c1nKa08hNVYVuexIRCRjxE4Y41mnV/+DDc9/KMUN55OfmNhYhITBe6+oE9KyXJlMnL1XO0cIvL3Gdt1Er17K691N+TESg2EGFmxYpkCJ4xTceMelboTdPUh2snAKrlVAKcy+iLGHHPWwY9i6l4241VHoWibbDRHb6Nz/Piamj/eIbN3Tyo68zHs9k/n2/efge8jqxLqjJCblT7y0Jv87FCvkYmhWxBJ3AGZM9vsMudySmY0U8FvweaLvY3cetHuGR7rBJM29dXMEjvkClAbUbbe3FBZ7R60/BAp5cS8goo5i3LDH7tvay9eGBOYJfJBtac7eTdMQxDGkqjfhsutwfIT6nOX4rEiDGXfE4s0c5heDfoE7mqONry0kUwZsE3QItWWnY5Te5pjdsag6gS8tN5MTap+LSCiETaoAvKWwaWt4Qy2JoJhqn7XLuMDu9Hwwm0Z+oOnd8vQj87lh5rnbjUuEvdILkurQFQ8ijTzFLZeYG75QezauYGvtwhbY39Fi5vPAZCvjO7BkpcBq3u8AiYlVzf8GrnaeaLCoe5rMw02drj9bzZ8Tq7UKVjm2KoVAVNr6QxiiTNEBXZgldy0IXSUIjEpcaw8fsYYc9ah6UXqozwjUazyIIh7jiceRMNLPmb1aiDTb7sQwhRCPAGsAX8ppXxICPFlwCUp5ZMDbvvNQohHhRCPrq+PL4+aBnnLoDoLTuuNNdg6N9nH9BtjGVT0whnCuTlnmjTccPcGZoJmNFNn85R6vkmDHGGok8Pac7NhIBVHULuYvly9g11SgfUoJ9PmunqtelB3w4meULb7tlKupHmBClqj3Dz5rRf7BrF7EdB7hFjgqmA8V0z9OBHGMaLfzkQYCCRigDvuYsHmctWhMoryIHBJPd9sl9S0gSkTRjEnLteYz9vX5KZpVFSAmHzLVcyZVB1/CIOpCTLkKNHNhscjL5W7y9CHbHMQoYvtrBPbvY+3ANK0CYtHiHIL5KpnmVt+kFzlRUQvv4igiRxnJCFQKJ8AIF8dTVkmkcwbAWs1d1fyciJy9ThSUnW71HM0Y8FWRSUvjLlccTm93mAhb2GnUIkVkHwSR0p4YTR07Dq4l1yooDwpzTWl0BtjzFmHraZHvkfyJr/1Iktn/mjsxxiFntNfQg/+5Hvh/Ge7XlxtBTNT7Z8kmT5jKWUkpXwDcAvwFiHE64B/A/zbIW77C1LK+6WU9x8/fjzLZWaGbRq4YZTeXNtRcbZUUD5J/FYmM8gbXjjwRGUYEEuJ3+11d2d7nu/YtMpKAjWqQUiupCTilelv/HG2lJlVRqPz1CZEJpet+62BcuRyc/LjR0whRgse+9DwVGJBWgVE2FK9mkMiUQZr+9gebybHHm/WDTeIGbzXlxhh/+ScEIKFvM3JlXr/Sn83nK30E5K5klKvZKF2klIdO4ZIxJ3daOKFEcXcbPQrHhSMoIkccahuKWdxfquZugJmZKzCwD3FWs3lyYsVlop2Vxn60A/VWlej4oYNUA2TqHiYsHAIu7nC3OXPkt98DsPfnUCwnPJY88dF6JCvqUA8Xzsz0n1IM0cuqBHGV6ThHXf1rA0M7cYypt9E9jsGt1/ysxtNLlaUk7qZUl+vbRrUpmREliQRMLiXXCY3DE5pzBmoc2zFCXsaoB09+Ztc99TPYzmTbdksWCblXqaAFx+Fi4/AX/0otHabCQexpBlEqSR9DhoTecZSygrwKeDvAncATwohzqIC9c8JIW6YxDqmxaiyjfQWUGm7jE9Ith4FIMOeWddxSJI58/cau9mDNxEHmjiCtRNqTNI42fXiYdh4UbUdTJPqRfWeZYmVTz7jeYBU0wtj1VYx4fEjpZzFRsqy9ap7xZguzi0qaeawPZqoauoutsebNVIZb9YNP4oGShFjw1Ky9QEUbBM3iLi0lVBZ41bT9z0A9b1upryx8lsqQXL+wYH3vdX0ObfV4nBRS9WTYvp14hH7lXOWgRNEVJwZ8RCwi2oj3SOBs1JxeOZSlUPFXNc5z0MjY+zGBWU4lhRhEOWXCAtHML0ypdVHKaw9ielWQMaY3tZYhm6FrRcRMsZdejm5+gXECKNepZnH9KvYhsFaXUnD616IH8bjvW4DEEGLfPU0YQ+p+k7mchZNP+JQ0U401mwQOdOYmtN63Q3JJXh9+1bJDSu5YXDloio2pJC0bXkRcY/2OBF5FDeeAmBu+cGxHysJecug5oYEUZdk9kt/o5LxoQt/8xO7Wkldf3j1wtVGli7rx4UQh9q/F4H3A49LKa+TUt4upbwduAi8UUqZcEd8sHB6yTYmQehD5Km+r0kFWBmNPFOZs3CozJlA4OyV79ql9iZiVsoMKVO7pDbXfUZxDYVhgp1Xwf20GhcDFxrrMECmODZ2e0Z9Eol+Y61vsNWakgwvrXEjHaJYnew7Gxdp2ggZYjeWh7p91wr55in1eqcw3qwXni8HqmikVcD0huvHPlTMcXq9ObxBZxyDX8+kZYfcPFTOp/O9jCPVynTuM8opuLDU11PBD2Oeu1xjMX8wZ4BPG8OvI8f4TMznbM6XW91VJ5NGGOoz2CU5ubzl8NxKjcOlMYNxwPSqGJE3lvEaQhDnFgmLRzGiFsW1z1FcfTSxwd5eCmXVP16944sQMiZXS94WKA0bEbSYyxnbsvXM5epSUth6gdi0h/JnsUzBQsFKfUtnmgI/6qFkzJi6GyQLyPtVya18Mm8PvwXlU8k9fnqw5fhYPT4vxY2nMSKP2Mgxv/yZVB5vaNpL2idbjwJ1zrnjnfCWb1aJ4Of/ZPviph9iXKMheZYV8huBvxJCPAU8guohn04jwxTJmybVafZ+dcyFzNw+aUhmjJApHoYkMiPbEvsPnsJIZEZzoAhcVdUuHUrn/vILSnZbGy74Sp3mBhgJZIqj0jEoGla2LqVy6++T9Ki0/EQn+zQxhaDSTEcG6IYhErlrIxbmlshXzw7svwYwEPjBjs1W5WKq48164UUR5oBSjjRyGH5zqESMaQjylsGptSGPG6GjPidZfHatvDqmjzvC0dlS/XsbL6iNYWHpSsIy7G6GdXq9QRzLq2YE2USJo3ZgOboM2TKVUeJ6fXT34lQRYl8L2IVyixMrNY6U8qkYktmNi8RjyMr3EttzamQaEFvjJa6L5RN4C7fhHH8dAPnqCLJ1IRBIrNgjjCU1J2AlY7m61VrFdDeJcxl5syTECyYbkAeRxI9kYul9zyq5mQO3PnyStHym7fEz/nE0jqHc8Cn2mHQxt/IIsZmn8vIvo7j57MDpImmTMwy29rbRLX9O7cHveDfc+xVw0xvhwZ/b3muq+ePXnlwdsnVZf0pKeZ+U8nVSynullP9vl+vcLqW8qmdR5W2DSq8+iknQMTGzi6nMDh2KjGaQN/3hjbJypkm9mzJBGKOPukrIet0dyoQuFcpnAJFuv3XpMKyfnLxDv5Rq9nhufjKPZ9rDtzL4TZXh7fE6xzFUWsHExp3tpWibbDS8VEQgXRNghokUglx98MRK0xC4HRfd5gasPdseb5bdyTaKVVV+oLRSCBASY0gznoWCzWbD3z+9oRuBQ6Z2t8IY/Vgeeqpl4MIjaolzx658ljvH1tb+as963eVy1WGpmL4vyMSQMpEpYZqM5LDehYW8Mhr09rZjTQO7oNQuqL7ncxtNTq3VOTqXT2UuvQhdLGdjoJnbKEirQDyOf4WMKZRP4h55FUHpeiKrOFpAjtopGZFLzjQ4X27hBdnJ1UXkkd96YSip+iQwEBMf6ecGo0mie1bJDVO1aPZIZO7CqajAc1SPnz20wpBI9jjfScnc6qO0jr2O+q1fgEAyf3nCsnXbpNIKdu9HOnL1m9+kzmXv+VeAAZ/6D0RhRMONplbQmDbX5rOeILZp0Aqi/b2Uk6K1BVauPZ7BnUxw5TX6joQalUqC/nHDUBvzfXIou7i9icia02tNTq+PWckaBqei+q1TkkBtY1hK0rf+Qrr3OwivphJJWfTgdiM3B/XLw7UyeLW+lc++J8gJYJqCSEpa4fibnFqPPrsov4hdv4gxQGlime2A3KvD5SfUJiQrg742ymF9OIRk6IAcwDIEq9UhzHu8Bpl+AAqLym09SdZFSqguK6lgfUUF4t0Cktx+J3c3iDi5UudQMXegpeq56imsxuWpPLYReamkqA1DtWOt1hKaSGWBVQSngowCXtpocnqjwZGUgnFQlVyJkb1KagRy9YuYQRPnyKtBGPhLd47stI4QGH6z7QHiYaT0+nUjV2knDcZpAUiRrkrGjHH8cPs4ZrXWOPrsrzC3/MBQt+3dSz6E07qUsP68Osam9JmutXoXqezGRezWKq0b3oy/cBv+/C0Tl63va6OLQ3jpb+G2z7uyv5u/Ht7xHbDyNOFT/3ufKu9aQgfkE2Jqxm7OlnJEBZWK9Uecq5sEvwlGuv2TUawcn5NkzgRd5FBWQb0mo4y6SoDjR7hBxFrdZytLhUQcw/qJVGZZdqW4pBIYjQmOHqyvZB647cKw1IliCJMv1T/e22iu4Q6eApA1phCpjFusOj367IRBbOWxa2f73t4QAs9pwaXH1eZ9AgmWKO4/g3wnsWljJJitvlCwWa46g5OrTjnb52pYyhvErQx3fa+uHG1Xn1Gqk9Lh3scKu6QURO3ErZSSU2t1DCEyNZnKGhE65KrnsNzpCPJE6KR2fJ7LW6zWvMmpr3ohBBLJS5dWOLvZ4uhcPr0xeDImV79AlJ+QSiohnXFn7tF7APCW7lSO6yMoMDrGbqYhKFgmi4VsgmXT3SLXXCbKp1OdTYOuI2ozpu6GLDTPcf2jP8ntf/mNHHnx/3D05G8Oddu+veSDil2NNXXM7jMuNQlSqvF4xR4tRHMrjwDQvP5+EIL6Te+guPE0pjcZhWgHUwhqTns/cvkptc+64127r/TKD8Dt7yL3uV+hVD870fXNEgf3DHvAmEpAHgUqa9cZP2bZk+kjD5qpV8idTsUv4fne3fu6dzYMfraV64YXgoCFvMULq3XirIx46pfVhjuFWZY9KSzC6rMqCMiaKITqpexmj/fCsAa7V8ex+v706R/fagQjj/dJi6Jtsl73xtrkeGFMFPfus4tzC9itNeVY3AOLCGv1GSDO9vO5gzCSQx8ipJnHGjaoRUnwo1ju74nbdaftMXop9r12ZZjpAFEAG6fg3INKHTV/fLhRlEJAU50nVqsu63U/syBhUuRq55Fmbtthe9KYfh2ZUlVSCLANwaW+s5GzJ47hQsVldW2FY3O5VGfSm14FEfszU8ndS7F8gii3SDB3EwDe0h0YoYPdTO5PHJs5DF8lgxeLw89nT/YgAfnyCcLcwkwpDjoV1IkYu0kJy49z7NP/llf+7Xcwf/lBKnd+KZU7vohc7RxGMFyxqmAb+797Vk6pUXsRBar9LyWpOqi9rRfGPSeKzK0+irf4MsLSdQA0bnoHQsbMXe4++zsrCrZJueGr/chLf6MKGre9dfeVhIB3/ksie447nv5pRDSdcXjTRgfkEyBnGqlUrBLTMXTrYJeyr3RKqVwkUz6Rttzh+8c72KZB3evyuhtm/4NnCqw3XPKWScE2aflRNhLD0FOmTFn3g1l5ZXxWPp3t44BSL8goFcOTROTnlcN0vyjWr6vNfI8e6CCSNIJw6gG52TZ/GsdtfRijncgukauc6v6ayZi56gtIr4acYEUmlPHQFXJp5tQs8nj416lom1zc6hMIhZ66v6w/v/l5lYzrpvSRUh3nzz2ovBjmjiZLcOXmoHoex494frV+sPvGUSOe7OYyUX5R+QZ0fFUmiDmmw/pe5goWWy1/4nLfDlEMZzcbbHgWx6ml3spg1y+ObbqWJYXyCZwjr9oObr2lO4ERjd0MCyPyhx4nOQq52nmM2Ef2UXdNEzdLY7c4gjN/Db//rfBH30WpdoqNe/4pL33wf7Lx2m+icePbEUgKW88PdXcF26S+t0pu5aFf5blyUQXlKSqn6m7QM7diBC2Km8+q6ngbf+kO/LkbJy5bt0yBH8W4QaAC8lvf0lVlGOcPce4130axfpYjJ39jomucFXRAPgHylknVmUJA7rd2V5RNW1XMgwz7zzqGbimfoKtuiJ3QFdPuNefSLkEju0l7cSzZbPjbUqKlos2p9cb+uejjUm5L5Iapeo1L8TBULqiAOUsq58cf2zYKhqU+u/3cq91aX0OyphfOTOuTIQS11uib9YY3OAEm7RJmUMNy9if57OpL2K01/PzhiY5p8oI4UcuAJFkfeSlnUWn5vUeghRkbunUQhvru7/0+dmaKLz+uqjalEUz0rAKx2+TUxVVs0zjQUnWAXP080rDarxkYwYSnbEiJETRSq5B3KNgmF7ZaE59MGcVwdqNBuRWwMD+PGTRSDSZF6GC5m8TWZFQ1STG8KrnGJdwj92z/zV+4DSnMkY3dQGIMMbliFAy/Rq5+jjB/KJP7HxdTiP2jsdIg9ODEH8JHvw4+/u/Aq+K89Tt46l2/wNbd/2jbZd49fBcSg8LmiaHvel+V3MypVs1uUzsCJ9UxZx02m0HPiReltccRMqK1IyBHCBo3vYPS+pMD/V/SRgLuhadUO9cd7+56HS+M2Dp+P9WX/R0Ov/i7FDafm+gaZ4GDfaY9INimoOGFRJOeH+pWuszCFdmO/cpgBnkcq76fpM7VlinwIkmw93W38uA1h3PFHIFWEBFFclt6ZpsGUsL5coqVGbcG1fPpG7n1QghVlVt9Lrv++8BRB+yUeqwSI8yuDtPbNFaVs3APqm6AnaEhTxKU27o78ma96g4nvY9yC6pKvmMjYjUuk6+eJSweQaCM1iaFH8WJJZ/DShU7WIbBWq3HscOfYPXVLkLtovp910zxLSVPH6Mas+n41Lcus3DApepG0MRuLBPlFgGQVh7TmdD4zzaiY+iWcpK6YJs0vYiKM7kpLmEsOb3eoOIEu5QTZop7Cqu1hhSzaeYGUCyfBMDZEZBLM4e/cOvoAbkQiRKDQyNj8uWTKrmR4XSLcchZBjU3xYKVV4fHfwN+6x/D3/6kKsC8/wfhH/461Tu+ELGnOivtEt7S7RTLSQLyLlVyRPc+8s3TSjGaomrKC2PlqdTjHF1afZTImtv1GYWObD1ibuWh1NYyDAXLRL7016p4dNvndb2O03a/X7/3GwlLx7n+sZ9S3hvXELP5Db3KEEKAnEIfubO1f1NmDgg6xiWDGeRuGBFLOdL5WaAyb/svEOPP8u1BrbVfSrRUtLlQbqWTCe64ddrFyZ5k7aKqAFYGj7waicbadDcN+TnlVt8tio1C5WbfQ0YppZoHWrAnaEbXB8sU+KGkNYJsPYqh5Q03ekSaeYzIw2oq92rT3aJQPkFYvFKZjSZYwnODKFFALs1cYpOb+bzFxa1W9wSrU1GV6Ulgl6Cxob435z8LGy+2Z4ofGutuHT/iXN3keLg+/GzdGcWunSO2ctvBXWwVsNzyRJ+XiLzMNBNzOZML5RaTaMENYsnp9SZ1N2BxRzAuDRPDq6TzIHGkzNxmZEZ2NwrlE0hh4h1+5a6/e0t3jByQx4a13UeeJlZjGdNvjjfiLWNypkHLj8Yf1dlch8/+N/jNfwSP/CIcfQV88U/B3/vvcOd7wDCpOd2Ngd0j9yjJuhx+j961l3yvymF7zNli8ufTh6YX9t4Py1iNO7vuvn3muN6hVxAUr2P+0qdTXc8g8ibML3+G+OY39/STqTqBKl7ZJVbe+F3YrVWOP/NLE13ntNEB+aQQTNYVNQqVhGZvhdwuZTuPPHBTV2z2lIcOidftdTeHMPEakfWGS3FPYGYIQd4yOL3eQI67GWysqSrYpOZ076RwCDZPpZ/MkFIF+tN01TVzKuHQbRJBxwSwx1nQDaKpjjvrhmmMJlt3wzDR6JEwv0S+egbT3aK4/pTq1W1XAyQQTfCw54fJJOuxlcdM4LQOYJkGQSS7tyG5lcmN6xNCuSItP9GeKX507OkEUQwvbTbJ5QtYsTt5eXeKGH4Du7lCbO8I7oSJkNFEKy9pjTzrhm0Z+JGk3MhG7dXBj2JOrdZpeeGuYBwgtorYrXT2FKZXUYZOk5yykZBi+QTeoZcj9xg3eksvx3LLmCMkJ6SRwxxmykcCRNCiUDk1MzPHeyLUNIeuhZNh2DoHn/ox+K2vgqc/qiqwX/GL8EX/CW5+4/Y5W0oVyHarKrtH7sFoT2IYln1VcsMAd8e+KIMxZx02m37PEcD56hksb4vmDW/ef6EQNG56O6X1xxMrw8YhX3mRnLuJc8vnd71cShWQd1Sw7rF72XrF32Pp7J9RarvFXwvM0Pbx6sYyDOppynIGsdfQrYOZU7LKjOTa+I3UDd2qrYD8iH2MOcOg0S0gz82pxETKlZIwiqk4AQV7/3oXCjabDY+tcQz+ogDWTqTq1pkIw4RcUa0hTSlyZ9RSisZHIyEMJZvfi1Pte1Lt6lUwZQq2yUYjudu6mzRxaFggJcX1J4ms/C7zKgFEE5KsSzmCZN2wVe9mwh5YZe62R54eheq4O8nPcOmIkqenVAFbq7k0vYhizkQKE9OdrLw7TezaWWIr3/V7a05wM2r4dWTKU0d2Mp+zuFhxCKJswn4vjDm12sANYuYL+5+HMkdsIqLx9xR2/SLxNDxEhiUOyG+9uE8KDDuN3ZLPI5dmTiW/UtqPqGD8RWLTmrxB6ghIwE3qsbPyNPz5v1E94qc/Cfd8Kfyj34D3fRiOvXLf1b0w7qm07LyfSWTrcKVKLiUqEevuSO6mPOasQxCrZHChRwtnZ9xZ67o3dr28cfM7MOKQuZWHU11XP+aXP4MUJhtHuq9JTXVhV0GjfM8/xVt8Gdc//jMYEx7VNi10QD4h8pZBZZLGboEDvfLyAvAyqnz4jVRNxqSEmhuSS9g/3sG2DOrdXnfDUvKiQbMjE9L0IqSkp+vsfN7mhdX66H4CW+dAhtMNXHPz6kRTuzTc9aNQKSe8umqjaG5A7TKUz8LaSVXhW3lmcpXFfuTasvW9NFb6nli3HL/nCXJaKA+FOHGrTM3tLuvrR1RYIrJLyD2BoSEEXtpmhj0IY6k2RiMUI5I6b5dyJuWmv3us4qQM3TKi4YdcrLS2R5xFuTnsxvKBlK0bfh27tUZs71fcxKaN6SZTRYy3lhrSyO54bZqCWErW6umbgnlhzAurdYKoezDeQSLGNooSQUuZuc2wvDpfPYMR+7sM3Tp4S3e0rzPCNJK2SeM4SQ0ROliNS5QuP8zcykMYXoU4l65UOissIWgkKVg9+b/hY9+ugvI3fh38k4/AO74DFm/seRM3iHoqVcLSdYSFIxTKyYzEOlXyhheqUZduO3CMwtTHnHVoee1zTo9TTWn1UdxDryQqHO56uXv4boLCUeaXH0h9bV2RkvnlB2gdfwPlsNC1vcYJVFvqrpuZNitv+m5Mv851T/7XA3keSsrs6oKuMjoBeRxLjEkYPzlbvYM201J95HNH03/cwOlrfJUUt/1FHVUKbJmCph8TxhKr2+vu1VKdkbzV8vtKZgu2yWbT43LV4ZbDCR/Xa8DWS6oqNm2Kh2Hj+XZlTqpRT4GngpLQg8hr/9t23d+OlAQQq38NQyVGhKk+k9aUzNx2YuVVwsBvXflchG339bljXW8SxJKaG7I0gwZYphBUnYBSbvhkQb/se0+E0XWkjinEZGbMoszjRjmySlRAHicYzyaEUAY0dY9bj7Q/J/2SoDOOG8ScXmtQsM0rx1rDxoiqGH4t0WszC+SqLxFbha7V8dgqYLobwF0TWYvpN4gybsWZz9tcrrocnct3VWeNghvEvLhaQ0pBKd9/qyhNC9MrExVH31NYzhpyxqu5xc39hm4d4twCQfH4SBVyUGdGI3SJEowmE6GL6ZaxG5fa7SWCODdHOMb7MA3yljn8CL8ogKc+Aje9ET74I0NPZWn5Ue+9mRA4R+7ZNuxLQqdKfvf1C4g4VPue2mW190m5dxxgq+X1NI81vSqFrRco3/2Pe9+BMGje9HYWz/45InSQGY8XzFfPkGutsHXXVxJJScsPWdiT3Kv3MMT1l+5k856v5thzv0rz4qeo3/oFma512uiAfEIIIZBS4oYRpdwEXvZuhm4drCK01oH9sp6xiCNVdU5x8+GEvbOaSfDCCGvv627llWx94YYUHkGxXncHvr9LBZuX1pscX8gP7xwvpZo5buVnwy3VsFTCZ/nxHX8zVHBtmOpyu6CqyjPqltsTIdT3pxOQD6j8bEu8Z/BpFiwlW79hsTDU26CkYxIz4YjBXhiGGGqmeRqEI0p2ZbuPPJzvXV3pxkLB5sJWi5sPFVWS1a2pxNIBwwkiXlitIxD7xuhIw8ZyNvAPUEBueFUsd4Ow2D2BphINNUToZj+XOQ4QMlLHxQwxDLAMwfMrNWzTQBgCQ4BAKKuB9nWEMNp/V3sSQ7QvF2AgMEyxfRg7X25hCEExP3jtsVXEaq3jHxpxT3EAzNxAGboFxet6Jh68pTvJjWjsJoVAhC3gUN/rqSC8gt28hOnXAEFkl8ZKhkwbyxJUnbB34WQnZz+tzs/v/r5EI1JrAyaHuEdezcLyZzCdzUSvZcE2qbQCGl7IAu29w+aLmUzAiWPYagY995iltc8hkN37x3dQv+kdHDrzh8ytPkrj5nemvs6dzC8/gBQGjRvfhikFNTfYF5BXnYB8jxFuW6/8CuZWHub4kz+Pc+y1vY/rVwEzsLO/dpBMyNgtjtrS8R4VciuvjKvS7iPPoC+92goSy2e70VU2a5egsZ5aL7QXRjS8aOC4KKv9fM5vJpDJNjfUT36GNiz5BaWy6PwUD6uMcG5OfcYM6+AF46A+F9UdcvzmZt9Aq9IKEhmJTRLLUgGxO6RsPe3g2TQE/qhmPQkJYzlS8i4285huJfHtbNPAC+IrI3ucMmQd4KVMJxg3EBS7qCgiex67uaxmnh8Q8tWXiM3+74OaP5/9iDojzM7QbS9zeYucZSIQyFgSRpIgUt/9VhDRcCNqTkClGVBu+mzUPVZrLitVl0sVlwtbDmc3WpxZb3Jmo4llGF0/E10xbOUmP+IsbdOrIOJops3ckJJi+Tnco/ur4x28pTvJ1S+N9DpIw24H2PsRkYfVXKG49jhzlx+ksHUSZERYPEpYPJJ9YmlCDGXsduJjMH893PKWoe83jlWFvN9e0jn6KiB5Hzns6CUnhvJL6nOcwWe56Yd9zWPnVh4hzB/CO/SKvvfjHr2HMH+I+UufSX2Nu5CS+eXP4By9lzi/pBSie3xt/CjGDWKsXkUAYbL6pn+JkBHXf+7/O1DnoqTogHyCKGO3CZg/dQzdBgUJ3dykxyHySbNMuNd5cVRsQ3Q33TJMNeYiJYOfhttnFMUeFos2F7daqvdoEH4TVp/NRP6k6YJdBK+q+t4Bmmt9TbMqLX9fZXGWMAxBdcj+vIYXYqSYXDCNyUnWgzDCGKmB3MKI/ZH6NwuWyXLFUQcrr08SdAZxgojnV1QwXugVeBkmIgpSd4DOCsOrYLpl4kETKAxrpCRMUrIcedYNyxRYlsC2DHLtn4Jtqp+cSTFnUsyblPIWcwWL+fbPQsFioWixWLRYKtksFW3yCaXvAoHZmUaRkFz9vGoxmGEsZx3LLeMceVXP63hLdyKIydWHd+vuIM38rhGMIvKxmqsU1p5gbvlBCuWTEPtXXRC+k4GGopVzSpV3z5clMqvz2qNz+30ZvaU7iY0chZEC8nYveWSrCnlGprtVp0/yP44orX2O1nVvGqyiFCaNm97O3OqjIyfRhiFXP0+ucZHGzcpdvTOOdWeBwPVjBokigrkbWb/3/6K0/gRLZ/44s/VOGx2QTxDVR57+nO59DNPLaFjqwJEmnX7hlPBC1fs97iipnGn2ccEWykE7BTab/tDVfEMICrbF6bUBY9C8Olx4RM2PnwXTs2sJt6KC8j7O2W4Q40V9srszQNEyWa8PF2xWB8j6kiIExFJVr7PGC2PGEdMYIxg8zuVNVusenttQyb1ZaCcZAsdXwbgp+gTjbWIrh9VandDKxkBKVR0fQsYaW0WsCTjIG0ETOUuzEDMkNnOYbpcJFQMQQQvT25ppMzdgO1Bzj7y653XGc1q3MUIHq7VGYf0p5pYfoFB+DhG5hIXD7SB8hh3oxyRnGNQGFaye+5jau77qixLd91AO7oaNe/iukSrk0K6St0zk/A2ZKAOlhHLT65n8L2ydxAwaNG+4f6j7a9z0dozIpbT2uTSXuYv55c8gETRu/LztvwmxeypN3QuGKgLUbv8QzevfxLFn/yd2/UIm650218aZYkbIWQZ1Jxx/DvUgnMpgp3O7CI2UN1l+K9URG04QpWKsaJmCVhB1dXckl87rIKVkve5RTFApnc9blJsem71myLpVuPiIei+nMXP8WqYjW/fqfXNMLX/2xp3txbKU0/kgt/UoVg6uabSI7EQgRp8qkAA3jEc2zFT9m8mVMkIIDKC8pXo5DwKOH3FytY5pDA7GAWJ7TgXk8QQHyo+A6VUx3S1ie7A5pBoz1Uw87i7xmjJ2WJ8lYquI5SQfJWq1VpEZ99inQXHzBLFZwFu8ved1wtJ1RNYc+RH7yAEKG89ihK12EH5UTa6Y0ZaoNLEto79iMHThhT+HO96l2uMS0HCHaytzj7yKfOX0aGqpTpU8o7ZUJ4jwI9kz+T+3+ihSGLSO3zfc/R19LVFukfnl7GTr88sP4B69Z5fje8E22WheKUxWW0HPmeq7EILV+74Daea54bGfUkbCgBNKLrdE9nHVBNAB+QQxhBpP4mZtcuRsDe5l3O4jT7Fi7zdT7ZupuwG5NCqPApB072W1iur1isYLrJwgIgjj7f7wYVko2Ly41tgfsDhbKhi3Cqm6wGuGxC6qnuD6ZbB6b6jLTX/wySQOWDr9h4gw3RF7SRBAbcDYRTcMkfSX9Y2CRE4kIA/CGGvEaqQ081gjjsKaz9tcXt9AHoCAvBOMW8Z+A7eeCBMRR5j+DM+ClZJc9TRRwiqrkfE8ciNoEKc4BnSmMUxEHCY7zsURucYFogMwnqtQPoF7+K7+RQch8JbuIF8ZYfQZEBaPEJaOKrXANRCE78QyVeI46GXOeeqTyhvp1X838X3X3XCooM89+mqEjMhvvZj4MUBVyU+tNag56Sfqa27/SvLcyqM4R149uF2ng2HSuPFtzK08jIjSV+7ajUvka2dp3PSOXX/PWQZNP8SPYoJY0gwi7CFVeVHhCGtv+DYKlRc58sJHAXhsJeRb/rbI05ez9wTJGh2QTxgJiecCJyKOwa8P2csoBjpIJ6KfkdxeymfU7Ok+VFvByPPH9yF6yJY6B7gRe9861J1gpEAmb5m4Qaz6UDs0N+DCo6oqnsBFVKNIJeEl2iPamps9EyJRrGZ2D/I4mL/8ENc9/d+3TyDToGgrt/V+DOzfGxEBE6qQR5gjVshjK69mU4+QZc9ZBlFzi0Y821W+lh9xciVhMN4mtvJYzZWMVjY+plfB9KqqmjgkUghMb7zjfl/iSPVnGtdIQA4g6GlM1g3T22qbuc32d0eEDvnaS13Hne3FW7qTfO2samHRJKanAemJP4DDt8MNr0t0f1EMrSDCHqJY4hy+GxjN2A1U9TdvGZxcrXGh7KTaqrXZ8Cj0CFwtZ4N87SVaQ8rVOzRuegdm6FBae3zwlRPSqbw3bnx718ubXoTrR4m3zY2bP5/aLe/myPO/RX7rRZ5ai8gZklddd/D3yjognzCmEDSGNFgaiaClNpXDZFcNQ8nb08JvDZbKd3jw5+DP/7WaKdkFL0y3N9cUgmYvOZQYv498veEnkqvv5HApx0sbDXUiaqzBpc9BYUH3jI9AEEmeX6mlY55oF5ThXw/VRysIiaUc+FXrnOwOnf4DFfRNAdsycIK4b7Ki5oapy9VBJSGz7iEPY0k85GGvK0IZPI4iVQQoRjU23dmtaLXaPeOWmTwYB4jtkpIjZyzxHgkpyVVeJMoNlqrvRPWRb2S0KBCxfwA0E+kSm3lMZ/je/Fz9PNEB6IsubL2AkHFfh/UO3tKdGJGH3bg8gZVdXRhCdE8Mr5+E9eeVmVvCg7wbtvcCQ9wszi/hz98ykrFbB9syOFTMsVZ3OblSo5lCW5sXxjh+3LOSXFp9FIDm9ckC8tbx1xHZc8wvPzDkOmRvBcMe5pcfwDl8N2Hp+L7LcqbBVtOj6YcjGbGuv+6fEeYPc8NjP8nJ1RZ3H4pT9b6ZFgf/GcwQZ9YbPL/SP+Oeswy2WlkG5AnkYnZJOUinQRSADIc3NSqfBa8GFz7b9eK0Zf05y6DeKyDPzUFj9OpPHEvKzdGdtk1DIITg4rlTykG0eEgH4yNSdwNaQcRLGw2CcYPA3FzfGfUNZwhHcikprT+Bu/RyRBxw5IXfHm9NY1LvI1uvOumMGNyLIQRBxqPPojgdwbgxQluBiHyKZsxGKxp6szJJxg3GAXVcl/EuF+hZwXTLmH4jseGVNPMYXi2z3vhJjjxLFSnJVc+OdNPYKiizvCFGExlBM7GqYVpsG7od7u2w3uGKsdvofeTXKrYproyR3MlzH1Pte3f9ncT32XXkbR+cI/dQLJ8cSS3VQQg1SUdKeG65zkrNHWu6bsPtr8CcW3mUoHgcf+Flye7YsGne8DbmVj47MNkqpeQ7P9HkJx8e7MpuNVcoVE7RuKl7dbxgm1SdkK2mn3iaA0Ccm2ftjd9JrnGRr2z+JvcevjrUKDogT5Ef/ZMT/I9P9z8I5y2TmhtkZ0Dg1Ybv47byyrSqR5U6EaHH0Jptr676c0GZdHSh1m+8wwjkTAPHj7ofFDuvw4j99A1fVUrHGRd1LFilefZxmtbi8CoDzT42mz7zeYsgkqxUUhjn0UdKWW55FAfI1e3mZezWKrWXvZ/abR9g6aU/xWqllARLSNE2We8hW/fCmCiWmBm4xRsk3xQlJYjj8YMfITASyG23bxa52yfS2iSmaCSg6YfjB+NtpFXAbs5Y1U/G5CuniUYxvRQCQYwxgpnfUHcfOgeyD3ju8oO87K/+OYWN/i1lXREmQkYYweB+Tqu5ciDM3EBJmL2F24bqz/UXb0UKSwfkI5AzTWpuuDsW9upw6hPwiveNZG5bd0PsBK1M7pF7MP0aduNS4sfaS8E2WSzYXNhq8eJ6Y+RC02YfrxoRBZTWn1DV8RGON42b34EZNCmtP9X3eo+uRJzainloORjYgtapuO/tH99es4BISlp+PHIRoHXdfZy87ov4BuvPeF9uhGPVDKID8hR59U1LXK66eH16xE1DEEUyuw2qU05eXU2jjy6JKcRWe0bn4dvh3INdZfNVx6eQVv84gFAZPi/q9d6IkV+HamuM5IGU2LVzFLZewJg/zoVKkIqz/LWIH8VUnICCZbJQsFmpOr1VEWOiXMtjLKv/+15afwKA1vH7KL/qq5BCcOTkb2aypkHkLIOWH3XdFHgZGk2apsDPOCDv+bVOQGwVML1K4tsZQQspBEXbZKWW3UzXpDT9kBdWGtimMXYwDhBbJSxnc2RZfxaYziZG2Bh5JrNEYKTpo7ID068jD2D/+NK5vwCUa/MoSIzBia04xG5eIsotjPQYE0XGFMoncYfoHwfAsPEWbxtp9Nm1jmFALCX+zpE4L/4FRN5IZm6gVGFJvIicdlvCqH3kezEMOFTM4fohz12uUm76ifZ4QSSpuWHP/XBx8xmMyKV1w5tHWl/r+H1EVnGg2/rvPK+O+40ATlf6n8/nlz+Du/RywrneCkNTCKI4HstE9lfzX80ZeSPvuvRLCC95Mn3W0AF5irzmpkWkhLOb/bPDQvQxrhgHKcGtJwvIDTOdOdxJZpBX2gH5m79JGZ+c/sSui4NI4oSDg52kSPoEHqYJrdHm0q7Ve8+G7L8giV17iXzlNGHpCIVCjrobTmZW/VVIww3VsV2o71gxZ3F2o9l93N2YtIY0QCutPU5QPE4wfzNh8RjVO76YxfOfnN4cTaFk/XtpeEPI70fEFAI/zDbLFETJzWH2Is28kmQnzIiZXg1p2tsJjzR6BsdlZzA+iiSwK+3Ph+lW0rm/cZEx+eoZInv0kZDSKmAl6HlOghGoz8VBwnS3tucSd5KJSYmtPJbTvzffcsuqVWDGzdwAcvULmEFzKEO3Dv7SneSrozmta3bs06RUcvXj98CxuxLfTxC395IJlF/B/M1E9sJYfeTdKOUtirbF6bUGZzebQ7c3bY+C6/EUSquPEhs2rWPJzO46SNOmecNbmL/82Z7tO2erEY+tRHzZK9Xx7InV3uc4y9mguPV8T7l6h/m8xVJxvJGQj26Y/NzcP0caJkZ9eaz7mgV0QJ4ir7lJje44s9E/4y4Q/ectjkrgqAB32D5uUC7eafSRew0wh5TKV84pN/bb3qYOss//2a6L3SDK5INpCtE7kLLnlKFaQoIopu4OOUdxJzImXzlFvnqWsHhEmUoBczmT8+VW5iZYVyMbDW/X+5C3DbwwZqWW/rixSssnN2jEVhxRXH+K1vE3bAcz5bu+EmnlOXrif6W+pmFQbuv7Ez5VN8jMFMU0jD7KlHTww/FaRgAQBkLGiChZldv0q0hTJUEtw6Dc5fWdJI0sgvE2kVXAbs7GxsdyNpQ6YcTqOLTd9b2toXqeEyGlWtsBq5AvXPgrhIyp3fJu8pXTI7VwSKugzCv79ObbjYtqtNcBYLt/fAhDtw7e0h1YXmVqJp4HGUOIK0nNy0+o/eKrv2yk+/LCERK1wsA98qrUA3JQo90OlXJUWgHPLleHMp+ttPy+su65lUdwjr1urONg46Z3YPo1iptPd7389573yZnwtffmuW3R4Im13t/tueUHt++zL0KpB0al6UtOV2KKN97NyTf/MNGxwf4Os44OyFPk5kNF5vImZzb696TlbYNqFsZugUNi/YeZV33n4/aR+w0whsx2bZ2HQ7eq7PhdH4LNF2HzSja57mZTrVPGbj2ep2lD6CQzxeNKVVYkWa+MyZefx25cJCwe3ZVAsS2DIJKs12dHFnoQ8KO4q6xrIW+zXHFTrVrGMVRaAfkBqohC5UXMsEnrujdcuW1+ia2XfzkLy58hXzmV2pqGpTMDdGfLTBRDy4syMXQDddINYzmWqc0g3DDEGnHk2S7agdTQxBFiR+BVylmsN/ypJdRUMF4nZ6UfjANIq4jpVdQ4r2kiY3LVM0T50avjwJWe5xHM/PrebeyrID9JcnwGWLzwSdzDd1G980sQyIF9pV0RRt/efMNvYLrVxCZ806JYPkmYWySYu2no22hjt9GxTeOKiuu5j0F+AV7+3pHua9RRns7Re8jXL2CMOQ63KwLmCxa2aXDico2LW05PFV8Uw1Yr6KnAtBuXyDWXE7ur76V1/ZuIzQLzl/bL1qtezMfPBXzgdpulvMHrrzN5ej3seY6bX/4M3sJtBAu3jLWmQTyzERJLeP111vC+WTPOwTpbzDhCCG4/OsdL6wMCcsuk0sfteGS8evKU0/Yc7jH76IJWggr5WTh0u/r9Fe9VX6Yd5m5q/nj6H03bNGh5UX9FasI+8nLTx0zymscR+c3nsFsrhIUjXU04VBDpZG6EdTXRcEMkcl8+yjCgYBuc22ilJl13wpBIyoFftc64M+f4G3b9vfKKv0eUW+Toc7+WzoISItgtW3fD7q/dsEgp+cUnXJ7d6J/0CNOuQu7AC+XIM8h3Ik0LIxj+GGBELoIr89Y6PZC1LI7vA+gE43nLzG4EjFD9INOu/FmtdUTobCsTxiP9PnIReQdu5FmucoZ87Sy1W9+He+guIqs08nxiKQzlYN8Fq7WKNGdfqt6hUD6h+scTJN29xTsAHZCPQs4yaHoRsrkJL/2NKtqMOHWmPuIoz45fQKF8cqTHHYacZXColGOl5vL8Sq2rerPl9x+t2vF5aI7YP95BmnmaN7yZ+csPKpXtDv7oVIAfwd+7SxXc7rvewg3h+fL+9ZruFsXNZwdXx1PgqbUIy4B7jh6cY8kgdECeMrcfneNcuUnYZ/dvGoIgivHSHgU0iqEbqCz+OH3kUqoZ5MPI80IX6qtwuD2eoXAIbvs8OPWXEKusWzPIZh5yx9mxZ6Br5aGxnug+1xsepdyQB4Q4pLj5DLaz0a6Mdz/KGoaSbS1X05daX62s1T2KVveEUME2aQURa/V0qnqNIRUcnXFnUX5p199ju0T5lf+AubXPUdzoLhHLkry1W7Y+ahWhw1pL8tsnfT55rncQKmCgM+s4eEGULDHWg9jMY3UmQAxBt0pxwTJZrU1W4VL3Qp6/nHEw3iayStiNi5k+Rl/iiFz1NHFKhmCxmVOy9RQxpq0gGIHFC58gNizqt7wLDBPn2OvG6CMvYjtdzqVxiN04IGZugOFVyTUuDW/o1ibOzROUrtcB+QgIoZKa4Yk/VsHhPaPJ1UElnkcKyA+9EinM1IzdeiEELBVtIil5drnGas3dVTCqtPy+hsGl1Ufx52/pa542LI2b3o7lVShsXnnOQST52Is+999g8rIltc99/XXq3ydW9+8b5i8/iEBOJiBfj7j7iEkhZa+paaID8pR52dESQSS5sNU/mBKA66dYMZJSBdWj9JHkxpxH3jF0GyaDXLmgrnvotit/u+uD4GzBhYdxOsFBht+xngF5p59+SFMnN4hw/Qh7iAO+iHyKG09juBXVMz6A+bzFRt2nMQMGUbOOF8bU3bCvRHchb3Nxy7ny+RqDcnOwZ4AIWhTKJ3fJ1XdSvfOLCQpHVZV8wrb6edug7l6RrddGrCJ0eHpdfUbXmv2fR1Yy7jhW951CPK5mU/v1oXuKjaCO3GNMlbcNGl6YymdtGOqeqowX7OyDcVA9wkbQUGO9poDlrKsZ3+Z4hkAdYquA6Wym+j00/AbxATAs2yYOWbjwKZo3vGU70dG67g3YrdWRRt1tGyTGu89flltGxNG2Z8q0eKkS4QSD3+9iu0LqHEnen+ot3amd1kdEygjj+T+Cm9+o2htHwI9i/Gi0UZ7SKuAt3Ulh87mRHjspnfFo58stXlxr4IUxUsJGw6fYQ64uQofixtNjy9U7NK+/n9jIsbDDbf1T5wPKruQr7r5S6FvMG7z8kNHV2G1++QH8+ZvxFxPOQ09IK5C8UI543XUH6Bg7BDogT5nbj84BcGZ9gLGbEDTTNHYLXZDhaD1rZh7cKkQjrifJDPKOw/qhHV/Y296mKuUv/DlNP8TIMBo3hKDVK8g1LLWB8IebS1t3w6Getog8CutPYvh1ouLh4RYqlNT6wmZLj0EbQMMNBuaCDAPylsHZzeZYvcxBJGn64cDAp7T5DEJGtI7f1/VyaeYpv+qrKJZPMLf6yOgLGhEh1OsGUHVGqyJ0eGZdBZ5rrd4vrASiIV1lkxLKOL0jxvZs6uGCTdOrEncJDC1DUG5lb+5W99Sc8UkF41cwVBA7aeJQzR3PL6Z3n4aFiINUx7kZQT21hMEkmFt9DMuvUr/1fdt/a7VbbYprTyS/QyEAiRHs3gfZtfNEuemaua01Y77lz5t81yeaVNz+J4NC+QRSWHiHX5n4cbylO7Ebl6aWuDrIHN54HLO5BveMNuoMlFP7OOcF58g9FCov7ksqZYVhwKFSjpYX8txyjdW6SxT3TiiU1p/CiEOaN6QTkEurSOv6N6nxZzJGSsnvvuBz26LB/TfsDnzfcL3FsxsR/o5zuuHXKG48pdzVM5rY0uHZjYhYwuuOXx294x10QJ4yNy4VyFvGQGO3nGlQcVPcsI1i6NZBCHXbUQ0sEs0gP6uSBks7DB8MC17xPjj3APVqORMzog62OcDhXhiwfhLWTkD5LNSWlYy9VVb95YGjDPCkZLPhkR/QCydCl+Lak4jIIyocSrTWgm3S8CO2JrCxP8isN4abWV/MmTT8kPXG6HLSlj+ca2tx7XFiI4d79NU9r1O77f34cze2q+ST9QsotGXrXhj3PekPw9PtgHy9T0AuEIQZubqFkRx24OKQiOE20VJietWugVcpZ7FW8zIZudeh7qpgvDjxYBzi3By5xqWJPiaA1VpDxH7q48QEYATDJWKHwfAbyGFNTmeAhQufIMwt0bz+Tdt/C+ZvJigep7Q+eh+56V1phTP8BmZQn7qZ2yfPBcQSLtRjvvevWpSd3l/SYvkE7qGXj+RV4C3diUCSr50dY7XXJtdd/HOC/BG4fXTps+OHycx29+AefTVG5E287WCuYFGwTS6UW33Htc2tPkJsFXGOvia1x27c9A4st0yh/DxPr0ec2or5irty+17HN1xnEsTw3MYVFdj85c8iZDyh/vEQU8BrjukKuaYPhqGM3U4PqJDnrZSd1r36eFkpAbjJR5wAELjD5wK2zsPizcrVfCd3fQjigPzZT2Xm9gyQM01lANZrB188rCr+zXXYeglWn1WjNy59Ds4/BGc/A2c+hTz1cYJTn+Lo1uMU1p8mX34Bu3YWq3EZ09nAdCuYboXi2uMgA+IRKzrztqXHoPXBC2MaXn+5+k4W8zkuVlycYDQ5cdXp39PVobT+BM6x1/SvkhkWm/d8DfnaWeYv/e1I6xmVvGVQ98Khxq70o+rFnK/FLOUFdZ+eMlBDkNks8iiWqWpqYsPE9CoDrycir+2kvX9TYBjKr6LbzPc02Gr5nFypM2dbEw/GAaSZwwid1M3Q+hKH5KtnCNOsjnfu2rQwveG9A/rfWYgRBwdixjaA4deZW3mY+q3v2e1WLASt469XTusy+fEytktYrSutcFbrMnLKbshSSj5+NuDeYyY/8q4SK82Y7/5kq3syMQ7Ib72IO4JcHdToM0DL1hNiNVeYX3uM9ZvfR8Ton5e6G2KPkWjutClk3Ufejc54tLl8j+cvJaXVR5WKJcXRis0b3kJsWMwvf5rffcFnISd43+377/+111kYYvc88vnlBwhK1+MtvTy19fTiqfWIu46YFO2rp38cdECeCXccm+OljSZxH62xZRq4YYyflpO2szVa/3gHe4w+cr8x/EGhcu6KodtOjr2S6PCdHL30yUz7xzsuyH6v0pUQqqc+vwDFQzB3rP1zdMfPMRz7ML5RxDAEImphuhvk6hfIV56nuPEMhY0nKK4/AYKxzIcsSxDFkvUJm0QdFGpOkOjjYhhgCbhQdhK3AkipXPV7jSDpYDkb5OsXesrVd9K4+Z14i7erueQTksYB29+xzaY31ojBjlz93bepjUMv2bppiPRNLNsEcZxqhVxahaECciN0+3728pbBWiP972256XNqrcF83sKaoqGNFALTnZxs3WquIOIw1Q1oB2kWE5n59cMIXeQB2icuXPwbjDiktkOu3qF13X2YQYN85XSXW/ZHmnlMv4GIfIgD7MZlotyYY+rG5HQl5lwt5n2327zheov/8O4SZSfmX36iyUpj97ErXz2DEfuJDd06hMXjRPa8NnZLyNLZPwME67f8nbHOGcobZfSkWFQ8RlC8bpfJ2ayQq53FdjZoXj+eu/peYrtE6/h9FC89wAMXA77kFXZX07Q5W3DXEZPH2/PIDb9Bae2JicjVnfDq7B8HHZCnjog8Xn58jpYfsVrrL40VMHKlbh/O1sijIQAVzDsj9pH7jf0V727EIVQv7u4f34Fz+weYq53Crl9IvoaEjJsIaboh0jCRZg5pFYlz80T5JaLCEcLike1/Y3tu7LXO522Wqw5BRj24B5mNxuAAeS+lvEXVCdhIGCy5QTSUvLvTc9nL0G0XwmDz1V9LrnmZxfMfT7SecclbBjVnvBGDT69H2AZ8/i3q+7/W6v4ZNQ3ROwk2Jn4YD6VaGBZp5FTlN+5/bBZhC9nncQu2SbUV4AbpPe+NusfptQbzebuvnHESxPY8duPSZEwJ44B8LZvqOIA0bYzQSaWPXEQe4gAdqhcvfAJv8Xb8Q3fuu8w5/nqAkd3WEQIjaGI5ZUQPNckk+fjZANuAd92qjlf3Hrf4sS+Yo+FL/uUnm1ysX/nOF9uBmDNiQI4QbWM3HZAPi4gCFs/9Jc0b3kJQPIY7YkDuhTHxEKNJB+EevYdi+bmJG68OYnvc2Y4Wk7Ro3Pz5FNx1Xm+c4cte2Vvh94brTJ7fVOaIc6uPIGQ4Ebn6iY2IMIbXHdcBuWYApcoL3HlYHezPDJhHDqrPZWwCVwW740jk2iYsI80j95vDBeS1S0r61iMgX7v+85HCYPH8J5KvIQECMfbrvuUMdtpOC8NQplhZyV8PKl4YD2Ww1o2FvMWFrVaiWe9NPxyqEltaf5wwfwh/8fbh7vf6N+MceRVHTv5WqsZSgyhYJlIypqFbyKuOmtw8r+6jVx+5IUR6aqA9eCkH5GrWNgON3UyvMtC4yzREah4QazWPM5tNFgrTD8ahE8R6iea2j4rdWEHE8W5JdQYYQSuV++iXqJkl7PoFClsvULttf3UcIMofwlu8g9Ioxm6ANExMt4xdP09kT9fMLYolf3Uu4C03WSzmr7w/rzpq8p/eO4cfwXd/osW5qgoCC+UTBKXriYpHR35Mb+lOctWzA5N7GsXc5Qew/CrVO74Q2xAjt1R5QTqqKefIq7DcMla3EX5TZG71ETVSdYzPZi/Wj72FQJr834ce5Vix997gDddbRBKe2YiYv/QZgsJR3MN3pb6evTy1FmIIeM1VZugGOiBPHTNscuech2mIwX3kpknVSSHIClqkovMWhnJbT0IcKVO3YTZKW22H9S6S9TiGCgs0r7+fxQufHKlnbVhsa/QDPUAUQ8MLhzISS4uCZbJa17L1ndTG+O6YpkAgOF8e3sV+mHFnyJjS+pO0jr9++IkHQrB5z9diu5ssvfQnw90mDQQcnsuNfOhwAsmLWzGvPW5ytCgwhHIw7oZlCIIozqTQ4AXxWKZ03RASjLB/cGb6ta4O6zsp2iZrdXcsZ3+AlZrL2c0mS4Vc6s91HKRpZu62LiKfXO2lzKrjHaRhYPgJz39dOEgO64vnP4EUBvVb3tPzOq3r3kCh/BxihNnqsVXCbq5iBg3kOC11KfC51YiyK3nfy/YXD15x2OQn3qsSBt/zyRanyyHF8omRxp3txFu6EyP2p2KAeBA59NKf4M/dSOu6+8hZJvURz/GtIByrFauDe0SZsham0EfeC8NvUNg8SSulcWd7+eMLOR6IX8O74of6KgNec8zEMuC5y3VKa59ry9WzDymfWo945WGDuausfxx0QJ46QsbMOZe59XCR0wMq5HnboJKGsZvfTKfv2i4oM7MkhAmCxE5AvnMGeRs3jIhjSf3W92G55ZEz8sOQM03qY4yca/mh8geY4PEgbxs03TBV+etBZ73u9ZzROQzzBYtKyx+qghnGkroXDEzC5GpnsbzKUP3jO3GOv47mdfdx5IWPplKlmwQnNtXokXuPW5iG4FhR9JSsIyCWyugsbbwwSmXztZPYtDH69ZHHgaqgD+hntkxBEMn+kx36ICUsVxwubLZYKuZSmbWeJpE9r4KNDKcEWM3L6v4zro7HZgHL2Rj7fsyD4rAuIxYu/BWt695IVOg9jrN1/A0YcUhx89nkD2HaiLA5dTM3gE+cDZi34a03dV/L7UsmP/neErYBP/Wpc1hueeT+8Q7ekmoD0LL1weRq5yhuPkv19g+BMLBMgRvGBCMY2tacMBVzYG/xdmKzsN2+MAuU1h5DEKc27mwnUSz5/Rd8niq9jTl3hVwfQ8KCJbjnqEn+8qMYsT8RuboXSk5uRrzuuukfT7Jgxk7vVwemX+HlR4uc2ehfIbdNAyeICMbtrWyVxzN062AVwa0kk1dFPolmkM9fD/b+sSeOr2Z6N294C5E9n6ls3TBUgDVqT2vDSyf7mhQhoOLoEWgAbhDT8qOxHabn8zbnNgdL1x0/Un0DA972UpL+8T1s3vO1mH6NQ6d/P/Ftp8HT60o69ur26JHrSkbfWeQCdcJPEykhiGIsI93vozQLWG6l5+VG6DKst3vONEYatSclXKw4XKq4LJVmLxgH1AzvyMfwR5zQMQARtMjVzhLllzK5/510TMjGMleUMSJ0ZiIAHURx/Wlsd7OnXL2Dc/Q1xIZFaf3JkR4nKhwmymWrbhiEE0g+czHg3bfZ5PooTG5ZNPnJ983xVvNFAJ41xpPg+gu3EBsWuYMakMcRx5/675TWRht9l4Sll/6U2LCp3fb+XX93E/osSQlNb7RWtn0YJu6Ru2eqQj63+ihRbjETefgDl0JWmpIjr3oHUhgsLH+m7/Xvu97ije5nCXKHcI+Ol7wahpObEcFV2j8OOiDPCMErDgkqrYByc3AAlfSAs/8OKuMZunUQQh3NkvSRRz4M261TOd+1Og5QdQLypoE0beq3vJu5y5/NdKSOQEldR2Gr6VOYwqihUs5ive7Nmr/IVKg7QSoKhU4v7qWt/lXpqhMMlYQprT+Ot3ArUfFY4rV4h19J/aa3c+jU72F440tns+aZ9Yg7D12Rjl03J3pK1kEdJdKeRR5KSTxEoiQpqj+61TM4G+SwvpOibbLVChL5FcQxnN9qslJ1WSraWRvXjkVs2titESd09EJKrOYKcyuPIA17MiPE2ue/ceaRi8hDIDN3Gk6DxfOfILLnaN7w1r7Xk1YB98irRw7KpJmb+uvxmUsBbgTv7zLCaS83zht86y1naJHnnz96nCdXx0jQGBb+wssO7Oiz+csPcujMH3LjZ3+IucsPZfY4InRYuPBJGjd9PvGO5JvapyXbH3cM3dL6yDlH7iFffQkxwFNkIsiI0upjNK97YyYGib/7vM8Nc4I3vewIzrHXMr/86b6y9TceDXmP8QRnlt46EcPGJ9dCBEqVdzWiA/IMiK0Sd8+pYPLMgD5yGNNpPfSG7+EeBvH/Z++swyM7z/N9f+ec4dGIpZVWWmZ7ybRmTuygk7ThtmkbaNJAw4kTh9HhpOH80kCbNg3ZDjRx7DXzrr3MqyVpxTAankPf748jaQUzo0Et2Pd16dKuNHPmaOCc837v8z6PUlgeuZ7I72JJ2o5kPYOhm5QwmjRxj8mBIwtuQLF152BQIYQQpPTCn3fdskkYFq7TUJBrqiBt2MSNOYzHOkMZiJUmV59M0KsxFM8tXR9JzO7mLiwd3+AeJxu0SIZW/z2Kmabu0G+K3sZcYFiSfUPWlBNjo19hIClzxj1a+XzkBg+Bld8oj2nZFZ0cyTZHruij2Gqex9yxHQznae5m23B8OE5/JE3NGV6MA9juIFqit2zGVcJK4xneh3doL6YniD2HUVnOHHnxJnVKISNcpxFhJAj2PEZs/lV5zbsnGjfgiRzNKw7wTGTzMYN5ATGh5pmN2sgBjLpVNPhdfOShBFt7ij/nTjitn4Ur6TUdd2L4m9FDi2l56gsEuh+vyONUdT2IaiYYXfzCKT93qwqRAs1sU4ZV1hjMVN1qBDbekYNl3GpxeEYOo+mRisyPHxi22D1o8fIVblRFEGu9AnfsJO7o8az3ucDaQUCk2SxyL+qVi50DFktrFYLuM/ykWCTPFeQVwFa9rPA5J/WOwdyr7W5VYbSUOfJyz5sWOkeer8N6rA+sNNQumvGrlGlNiahI1ywnXbWgorJ1TRFE9cKf96R+eme4VUUwEnt2u60nDatod/VsBN0ujg0lMkbLpQybtGHP6mztHd6LYuskmwqbH5+MUdVOdMH1VB/5Y1nmWSvFoRGLtAVrJ0nHmvwKpg0jqeyXQ+Zss8YnnoTfvRn+5zXwzM8hGc55c7PMEvjJSEDRMx9f1fRoQXPCAbdGf2R2dYtlw7GhGIMxnRpf8YZ7c4pQEbaJWgbZupoawd+7BS05iOlvqEjmeC5szYtWQra6MFNlLQYqRVX3oyhWela5+jjjIzi+ImXrp5OhpM0zfRY3LHTlpXISZhLP6FHMxtV85Xo/bVUKH384weMnizvvpmuWoOmjqKny5NzPFZ7hA/iG9zOy9BZOXvFZUjVLadnyRYInc8uYC0ZKqo/+mXRoEalpJnouVSGSLGwxJKFbZU3dSNWuRCLwDe0t2zaLJdC3BYlCvPmCsm/7jgM6fg1uWuKc12ItlyERBLsfy3qfmt7HiIgqfhuuvLu6PtYEWH+Ozo/DcwV5ZRAQcAlaq1x09M/itK6V6LSul8lhfRzNC8nh/Lsdeiy/i6aRE8732pmS9eT0FU0hiC64Ht/wPifntgK4VIVYEU7ro0kd7TS2rPxujcFYmgpFOp8VRPOUjxeCpgmQ0BWeWYAlxvwNZsPfvx0pVBL155e0L0MrX4uQkroDvyxpO5Vk94BzfJhakDtPUrY58ryizw78CbzVUL8Utv4H/Pcr4YHbYehwxpublqxYASRVN6oezvALG0WPIdX8x4Q0VZC27JzmbqYtOTIYYzhhUON3nR3F+Bi26kFL9JWwARN3+DC+gW3YmgfLW1O2fSsEqXpQU+GiTeoUI4LMZ4H6NFN1YjN6oJVUbX4u4umapViuYEXNVivFAycMbAnX5yFXB/COHERgk6pbTY1X4cvXBVhSo/CpR5I81Fn4tdrZauxW23EXluYnsuBGbFeA7ss/Q6p2BfO23k7wZPnUi56Rg3hHO5zu+LTzuqqKgv1+RlNGWRfrbXcQPbQA7/D+sm2zWAJ9W0nVrcQusyfDYMLmgRMGNy9xT4ygWd5akvXnEcwyRy4sg0DvU3RUXUxHRGEkVdmL0gNDFrp17s6PQwULciGEVwjxlBBihxBijxDiU2M//7IQYr8QYqcQ4g4hRE2l9uF0Yrl8LKu28zB2E8TSZvFmR8kR0Mro6CrGQq/znd/WE/l1yMPjDuszJeujCQP3NMeiSNt1SBRCJ+7Lbz8KxLlAlgU5eErpyE5nky5XEkVx5mbjJbjEn+2UU64+maBHYyCSnrEiPxLX8eTh2Orv30aqbhWyxLxdM9DM6KKbCR3/K65Yd0nbqhS7BizmVynUek89L00B59/98cyfKVWQuyBPjcLxx2DZ8+AFX4JX/gxWvhCO3A+/fRP84d1w7JEpi4WmaaNUqHK1NQ9qemTGz4udE3YpgsF4ZkmzYUs6BuJEUgbVvjO/oJuO7QqgJfqLMkRT9Cj+vmdwx7owvXUFLXSUHaGAkEUnHTgO62f266fFe/EP7Xa64/m+h4VKonEd/oHtZ530+t5jBivqFBaE8jtnjBt4pWpXAhDyCG6/NsDKepXPPZZk87HCinI9tBg4uwpyLTFAsPsRIotumjif2S4/Jy/7FKm6Vczb+iWCXQ+W5bFqjv4ftuYjkiV6rxC/H9t2DFjL4bA+mVTdaqcgr2CaxGyoqRG84cPEmy8u+7bvOqRjS3jZiqm1RKz1CjyR47iinTPu4xvYjmom0Nsdd/Ud/ZWLKgZHrn4uz49DZTvkaeB6KeV6YANwsxDiUuAe4Hwp5TrgIHBrBffhtCE1HyuqdPoi6ZxdETF2Qix6jjwZLo/D+nRSeczRWQZIM7/swZFj4K1xul+TcObHZ65oWr56Ek0bqeq8r2IHQYETmZQvadNGt+RpzwH2KAqDsbNjVrHcJA2LpGFXZoZfOEX50aHYxEKNZcNoysQzywKAkh7FM3qkpPnxyQyvfDVScVG//xdl2V45saVkz6DJ2mnzmE1+5zUZyNYhV0RuY7OO+5yCbuXNzv9rF8KV74HX/xo2vRUi3fDX2+B//x52/Rr0OCnToswG65N22IViphHW1NlvxUwW1ZX3uTWGY/qMsQjDkhzui5JIm4S8Z3YxlxWhIKSFWogZobRxRTrx925BYmN66+Ykx3b2/QLFKMJQVEoUI3bGZ5CHOu9HIoi2X1fQ/ZKNG3AlB3DFz8xFwkwcG7U4PGLnZeY2jm9oH+mqBVO8CwJuwRev8bOuUeX2J5L8uSP/tBPb5UcPtJxVBXn10T+ChPDiF0/5uRwrypN1a5i39atUdd5f0uMoepTgyYeJtF2bdSFbCEFcz2+hLz02/ljuNdpk3WpUM447eqK8Gy6AQN9WAOJlnh9PmZI/dRhc3qbREpx6/I21XgaQUbYe7H4USwtQs2gjfg22l2J+mAc7+k0W1yiEPGeRdKxAKnb2kw7jZzXX2JeUUv5VSjn+yj0BtFVqH043y6udC6+j+Ri7FWEwhmWAmcyvQ10ILh8k8pgjN9PkH3l2wrnAnoZu2Vg2GYvcyIIbcCUH8A3uzO8xiiBdwPOeyPOkUGm8bpXhhF5UPufZTiRpVFTJ69IUTEvSE3YcVROGmZdjq39gBwJJooT58clY3lrCS19KVdeDZ1xkzvFRm6gO50+TjgVc4NfImkWuCQUjV0F+8C+OVL1+2dSfe6pg/Wvgtf8NN34S/HXw+HfgF39L1TPfw5fqLfEvyo2YZuym6PGiXKOFMxUxxdxNt2wO9UVJGTZB79m98m+rHiczPA+EmcQ3sANP+DCmr7ZkVUk5kZoHNVn4HLmwdYS0z4xFhWxISVXnfSQb1mL6mwq66/ixbS4isMrF5mMGioBrF+R5jSRtvMP7SdWvmfErn0vw2av9XDhP5WtbUtx1KP+iPF29+KwpyIWZpPrYX4i1XoYZaJ7xe6n56L7skyQbzqf56a9RVYLXT+jEZhRbn2HmNhmXKojmOV6YKiDJohDG3w+nU7bu79uK6a1Dr15c1u3ee8wgqkv+ZsXMhUTL10CybtXMgtw2CfY8QXzeJSguN+uaNLZXsENuWJK9gxbrzuHuOFR4hlwIoQohtgP9wD1Syum5Cf8M/DnLfd8ihNgqhNg6MFCAydgZxJJ6R3o3m7GbS1EYLSZf2ijz/Pg4Lq+TbT5bRJGV5z5L6UjWM8jVE7qV1ZU53nIplhYgdLwy5m5uRSFWQEEeTuQnXa4047VAtBTvgbOU/mgav6uyB+WQ10XvaIpoyiSWyi9z3j+wHUsLkKpZXrb9GFn2N1iuAPV7/7Ns2ywHp+bHp74OQgiaAtmzyHN2yEeOwcABWHFz9gdWNFhyLdzybXj592HhlVQf/TMrHngbLU98Gl8F5LRSiBnyZTUdxi5SVu13qfRHU0jpKG4O9kXRrbO/GAdHtu5KDs5QFExhPM6s5ymEmcD0189JXE4hOMZuwwW/l4R15quWvMN7ccd78jZzm4zhn4fhb3Zk62cBtpRsPm5w0TxtymhNLtzRTlQzTrIuc6ayRxN86io/l83X+PbTKX69P7/XPF29BHe8B1FuE94KEDqxGdWIE176sqy3kZqX7ks/TrJxPc3PfIPQ8b8W/kBSUn3szyTrVucsMt2qSixl5vVxjKWMinj8GP55mJ6a02fsZpv4+7c53fEy/n22lPzuoM7yWmXGAvs4sdYr8I524Jq02Oof3IVqxIjNd+TqG5pVTkbtnLGnpXBwzER2XdOZda4oNxWtLqSUlpRyA04X/BIhxITbkRDio4AJZNRkSil/KKW8SEp5UWNjYyV3s2LUBP3UeyRH+nO7z3pcCqOJIrqveqIyxj9CcWTis82R51uQJ0cgHc3YIY+mDFxZNKdSdRNru4pgz2NFz/TlwqUpeRe1tj01mu1049EUBqJn/gVgOUnqluN2rlVYsiQg4NE4NhRnKJ6ePXNeSvz920g2ritrXrLtDjKy/G8I9m3BO7SvbNstlV0DJnVeQUtw5uvQ6FeynpQVBSwpM6/zHbzbKcyW3ZjfTjSugus/yu5rfsjwilfjHT5A26O3seD+dxA6dnfZiiOpulFTU+fIFT1S9JyzS1NI6jYjCZ2DfVEsSxLwnP3FODBxoZgtGmtmnFnVHO5cAQgVIa2sucN37+nlo3fsIjLt3HE2RJ6FTmzGVr3EWi8v/M5CkGjcgG9gZ9ki7irJrn6LgYTkhgLk6hPz43XZze7cquDjV/i4ul3jh9vT/GLP7K+7Pm7sFjmW976cFqRNTcfvSdWuyPkcwHhR/jESTRtp3vYtQsf+UtBD+QZ34I6dzNkdB+e8YUuZe9xpjGiqvOkrEwhBqm7VxPtjrvEN7UU1E2WfH3+616IzYvOKle6J8dnpxFqdonuyuVuw+1Fs1Tuhmtkw5ny+o78yKtKdY9335wryMiClDAMPADcDCCHeALwYeL2UZ5lDSCEIwfIaydH+3PPYblUhljaxC5Ugp8JQsXk14RTRuUjHQM3jA5LL0C1p5JzPjSy4AcVKZ80kl1Lynnvj/Olw4QoDTRWkTDuv6KSkaWJNimY73XhdKtG0mddJ6lxhNGWgVGxgeCpuTUE3beLp2TPnXfFuXMmBssnVJxNe8lJMTw31e392RpgpSSnZPWCxtlHNeAJv8gsGskjWwVk/nBF9Zptw6K+w4FLw1ea9L5YNaU8tw2v+jmM3/YTeje8GFJq3/zuL7/4n6vf+vCjp8ZRdU71TCkxhpVFso6SFF1URHBmMIyX4z5VifAxb86LFZsrWT3ecWTGoxkxl2/7eCN97sIOdJ0f5/J/3YUxyfxZmHFnGBblyI6w0wZOPEGu9HKn5itpGomkDqpnAGz5U5r0rP/ceN/BpcPn8/D9jvuH9mO5qjEBrzttpiuAjl/m4cZGLn+5K80hX7oX91Bw7rX/3mRS3PZTgnqM6cSP/80agdwvueDcjS2/JqxMrVQ89m24j3nwRzdu/TfXR/8v7saqP/h+WOzRR8OV8HJx88VxYNiQMC1eFVIzJujW44z0zFmjngkDfVqTQSDSuL+t2f3sgTZ1XcE179uOx6W8iVbP8VNydtAh0P0583sUTC9OLaxRCbsG2vsos1O3sN1lUrVDtOUMuwCtEJV3WG8cd1IUQPuBGYL8Q4mbgQ8BLpZRnvn6nRJbWqpwY1XOahwkhkMjCjd2SI6BVyJE2nzxyPQb5ZPGOjBfkUyPP0qZN2syd75yqXYUenE9VFrf1zqjN7kGLR4vMCHX2Y/bnPZ6ndHmuGU0UMepwFiIlDETT+GZTKEgLYZVHyh/yugh5Zi8cxmcqy2XoNhmpeRle+Wr8Q7vxD5z+2c2+uGQgKbM6nTb5FcJpSdrMfBEoAWt61vvJpyExBCtuKmhfTNtGjEmEpOomuvBGTlz3Lbqu/ALJ+jXUHvw1Cx54N9glvB8UFcU2EGYKYOJ7KQQ9GgG3hs995hZvxWJrPrT0yCmFwnicWf8zpzXOrFBs1TXjwjuaMvjS3QeoD7h52zVL2dMd4dv3H2a8p6Cmo9hn8EJDoOcJVDNRlFx9nETDOiTijJ8jT5uShzoNrmxz4S1AUeUd2kuqbnVexaiqCN5/iZdF1Qo/2JbKeswDsLz1mO7QnBTkW3tM7jios3vA5EtPpnjlHVE+9UiCB08YpHLsI0BNx10Yvoa8iuRxpOqm55KPEmu+mKYd36X6yB9mvY+aHCLY8wSjC27MywRRFYLELOOFKXOsO1vEZVo+fcHU2BjD6Zgj9/dtJdlwflm9No6NWjzda/HS5W5csxgVx1qvwBs+hJboxze4B00fnfIeUYRgfZPKjn4zr+eyEExbsnvQmhKxeq5SyeWGFuB+IcROYAvODPkfgW8DVcA9QojtQojvV3AfTjtL6z3YEo73h3PeTsoCndYtE/R45TrkLt/sc+RGAZFnLj8Epo4epPKJshCCSPsN+Id2o8VnmjeNS1kODttFHwjy6TIPJww8lZBClUDApdEXTZ8JjdOKkzQsUrPI1YWZov3B9zP/kQ+Xp5ssyEse7+/fjuFvxgi0lP6YGRhddDOGv5n6vT8/7V3yXQPORU+2k2NTwHm+sjmtC5ipSDnwF/CEnA55AZi2zYwUciFINqylZ9Nt9G38N7T0CO7oyYK2mwllrBBXjOIc1qfuIzkXIc9qxmXrqZGpcWa++tMbZ1YgtuZFTQ1O/F9KyTfuPcRIXOdDN6/ihWtbeN0lC7hvfz+/froLAMWIntEO66ETmzF8jSQb1ha9DdtTTbp6yRk/R/5Et0nCoCB3dTU9ijveTao+v2x2cIryd1zgpTcu+dX+HIvjQqBXL6l4QW5Yku88k6I1qPCrl1XxzRv9vGiZm72DFp99LMkr74zyhccTPH7SmJH24A4fwT+4k9ElL3b8OgpAqi56Nn2E2LxLadr5A2o67sp5++rjf0VIm8jiF+S1fbemMJrKvbBarFrwU48k+OxjyVmvH9M1y7AVbc5l61q8D0/0RNnd1e84oONW4cXLZv+MjI+4BLsfI9j9GLbiJt584ZTbbGjW6E9IemLlvUY5NGKRMmF907mlJstEJV3Wd0opN0op10kpz5dSfnrs58uklO1Syg1jX2+t1D6cCSyrdd5Ex3pzSyddqkIsTydJIH9Dt9Qo/OHfIDwzRzAnQgFpQQbZHuAUBnoivwP3uKHbtFXnaMpAzWMlOtp+HRJBKIOb53iBMJqWWd2dc+FSxKzPu2FLYmmz7NmWpaJpjklWwjgz3N8ryWjSQMslV5eSph3fwRs+hG/kAIHep+Zmx2wL3+BOpzteKQWF4mJo1evwhg9njB+ZS3YPWARcsKg682dhPPos22fRRk4tyNNROP4ILLuh4MXF2YQt6VrHrb3UuU0pBIrujO+oeuSMLrrOBCyXD8/okTMvzqwQFBeKlZ5QRNy5/SRPHRvmn65YzIpmZ/b9NRe3c+3KRv7zieM8fLAPxdILLmTmCjU5hL9/O9H260t+LRJNG/EO7886Y38msPm4Qb3P6drly3jnM5uhWzbWN2tc067xy31p+nKYWqWrl+COHHdGdCrEbw/qdEVt3n6BB7cqWNOg8fYLvPz3S4N8+To/Nyx0saXH4uMPJ3nVnVG++lSSZ3pNLFtS23EXtuphdGEOY81cKC56LvkwsZbLadz1I2oO35H5drZF6NhfiDddkPcitltVSKStnP2haMrM6keUDcOSPNlt8lCnyT2z5MtL1UW6Zjm+OS7IJ+LO5pVvfnw0bXPvcYPnLXLlJQM3gq2kqpcQPPkwwZ7HSDRfOGPsZUOz81nbXuY58mfL/DjM0Qz5s5l5AUHQBUf6cs+deDSFcCFO60YS8unVdG+Dnh1w7OH8tz2OmDpHnjIsTgzFOdgX5VD3IF3hBCdGkpwYTmT96hxOYA4dJ+6fT+fY/8e/HMOs2T9kpr+RZON6QtMyyaWU7Oy3aB3LTjw4XPj8yriDZy5S41KpM7CppQpBOHFuu61LCYOxNN4cXgPVR/5IqPN+hla+Bt0/j7oD/zMn3WTvyEFUM1GR+fHJRNuvJV3VTv2+/3QWyk4TuwYtzmvQULNc+DROFORZjN1QMCfN3dJxvxPfWKBcHcCy7ZwfST3YhhQa7hILclv1TMyRq+nwWdXpPR1IzQfSOuPizApFAoqZYH9PhJ89fpzLltTzknWnCgghBO+6fjlrWkJ8ffNh9g6fvn2djaquBxDYRBZcX/K2Eo0bENLCN7i7DHtWfkbTNk91m9yw0JX1OJUJ7/A+pNBI1yyb/cbTeMsGLwL4wbbsIy3p6sUotoE71lXw9vNhIGHziz1pLp+vcUnr1K6nqgg2NGu8+2Ifv3pZkM9e7ePS+S4eOmHwoQcSvP2uLvydD3K08QZMV6D4nVA0ei7+INHWK2nc/WNqD/1mxk0CfVtwpYYYXZRfdxwYu/aSOccLo0mjYNPdI6M2hu1Edn73mRSDWc5b46TqVuMJHyrbWFw+BPq2oAdaZvU1KIQ/HjbQLXh5hqizbMRaL8c3cgAtNZzRFLK9SqHOK9hW5jzynf0W7SEl76SEs5lz/y88zQghWFqr0jGk54yDcWsK0WQB8xfJkfw6SgMHnO99e/Lb7mQ0LzI2wGjSYG93hMc7hjg6GGcoqjMyGieSMAnHjYxfI3GdkbhOODyClhpi1NPKcFyf8iUQeTtmRxbcgCvRh2/o1N/RE5MMJiW3LHehiuIKck0VJAwLK8dxOJJnJ/904HOp9EfSsybUnc0kDSun14B3cDeNu/8fsXmbGF71OkZWvgpv+DD+sZXlSuIf2IZEkGhcV9kHEipDq/8ed6yLqhP3V/axshBO2XRG7JyzXA0+Z6o7q9O6mCYtPHQ31C6ChpUF70/KsHP7OigaelVb6R1ybawgt02EmUDmM6bzLMfyVJ9xcWYFo2jER4e5/e4DNATdvOuG5TOMDF2qwkdeuJp6v8ZtT6n0xs7AA7GUhE5sJlm3CiM4v+TNperXYCvuOZet+/uedqINZ+HBEyaWpCB3dQDf8D5SNUuLWnBrCii8do2Hh7tMnunNXJCkJ4zdjha8/Xz44fYUlg1v3ejNeTtNEWxqdfGhS3386mVVfPwKH+8M3IsiLd54/Ab+7vcxfrAtxcFhq7gxQEWj64L3M9xyNQ17forY8Uv2DTnPy45+k+qj/4fhayA+75KCNivJnjNu2JLULH5EmTgw5FwzfvwKP6YNX9+Syvk3J+tWo9gmnvDhgh6nWISVxjews6xxZ4Yl+f0hnYvmqSyszv8YPT4zbitaxtdOCMGGZpUd/UW+bzJg2ZLdgybrngXz4wBnpr7qHGNZrcofDpmQDEOwKeNtFCGwpSRl2PmZ/eRr6DZekPfvdTqGeX6oTVsSSSsMdB2lu74Zj0ujPnAqGkGVzn6antz76h3PLqxdWJKjcKzlMizN51xYjM3A7RyTq184T2NxjVFUQY4ApGPs5s/yvA/H9bw6+acDVRVYuiSum1SdA1nGmRhNZl8QUZODtGz5Ioa/mb4L3wtCIdJ+PXX7f0ndgV+SKHNu53T8/dud2TJ3qGKPMU685TJSNcup3/8LEk0bsHwNFX/MyewZdD5f2fJKAVyqoM4nskrWNUWgW2Of0/AJZ6Fw01uLeo3SppV7jAFIhxZNWcQrCqGCtFDTYUTpE+TPcZZgql6++kg/4YTkS3+zjmCW81e1z8Wnb2jivX/q4mMPJ/jGDQEC7jzfz9IClIoeozyjHXiiJ+hb//aybE+qbpL1582psZuiR2jZ8kWEZdB1xWdJNZyf9bb3HjNYXK2wpKaAc7Zt4Bk5NGsEVy5eucrN3Ud0vvtMiu/fHJhxbNKDbdiKG8/oEaLt1xX9OJnY3mfywAmTvz/PTUsw/z6bRxNc3WqzaNc9RJsv5rWtS7j/hMGdh3R+c0CnNahwzQKNGo8gYUDSlGNfY/82Mv/bsEHlzXzFZfHyo//F7w+m+Jb1ChaIPv7W8wxDq15fcFKFJgSxlEGtf+ZCSz7GvJnYP2RR4xFsbFb553UevrctzV+PGty0JHOzazwKzju8j1R9YaMNxeAb2Ili6851TJl44ITBcEry/pWFLTwZVe2kapZh+Juxs6goNjRp3Hfc5ETELqjYz0ZH2CZhwLpnwfw4PNchnxOW1SrotqCnN7e5kCRPYzfbchzOZ+uQSxsGDzgGbckRiM40RZtOyrA5GU6yq2uUI8MpQNLktanyuqZ0B4SVQuZxEeGOOrPrelX7rLfNhdS8xOZfRbD70Ym5vp39zsF0QUhhea3KoZEiV+amd+0mMeEEX+ns6xJwKYLB+JmfgVsMjrt6KqNcXVgGLU99AcVM0bPpo6dOEorG8IpX4hs5UFFncsVI4B3ZT6JpQ8UeYwpC0L/+rShGjPaHPogrWhnpYzZ2DVi4FFhRl/tE2+RXskvWFXHKjfjgX5151uXPK2p/UqY9awyeHlqEKzmAoseKeozJaKlhzsi5leeoCL85DE/02LzxigUsb86dmb7In+aTmxQ6IzafeSyBlWeE6bwtX2bB/e9CTQ7OfuMiCZ3YjK24iM2/qmzbTDatxxM9gZqaG51+TcfvUcwkpreOlqc+n9HgFeBk1GbfkFWQmRuAJ3wExdYnnLSLwa0K3nqBl+MRm98fyqCGVFT00EI84Y6iHyMTpu0Yuc0LCF69uvDuflXnA2h6hOjyl3H9IhefudrP/95SxXsv9jIvIPjffTrf25bmZ7vT3HlI56FOk90DJt1Rm5QJfhe0VSmsa9K4dqHGK1a6+ce1Ht6y0c/JDe/mYN21vNf1G36/5E5ep27GRmF04fML3k+PphLNMl6Y0q2ijsz7hyxW1TsRni9b4WZto8r3tmWXrlveWvRAy5zNkQf6tmKrnpKMGCcjpeR3B3UWhBQumld4wdx15RecxkcWNjQ7hXO54s/Gc82fDfPj8FxBPicsq3XeTEf6Izll6+rYCuCsjBu6zVYQR7odJ/YVYyYd/Xsz3kxKxxDjUH+M3d2j9EfS+N0a1T4XblWZMDSajGLEkXlEvLiindiKCyPQPOttZyPSfj2KmZwwttrZb07kIa+oU4nq0BsvvCBXhSCeznygny1q40zA59YYjusYhebYnwUkDBPdlBmlaA27fohv5AB9F7wbPTQ14z664EYMXwN1+39ZsVly3+AuhLRJNFZ2fnwy6dqVnLzyCwgrTdvDH8QzcnDOHnv3gMmqehX3LLLAXFnkqhAYpuUsKh66G9ouBn99UftjmBaakvsUlh57X5Q6R46ioKQjZ3TO9HOUjz2DJv9vR5qrW2xesjI46+1VPcqGFg//dpGXp3stvvNMbukrANLG3/8MnshR2h/+EK5Yd5n2fhK2QVXXg8RbLsV2z/535Mv4Mc/fv71s28yGoseo6fgD0dbLOXnFZxDSovXJzyCMmam5m4/pCOC6hYXL1QGSdfk7rGfislaNi+ap/Gx3mpHUzKIuXb3EkayX8Zx01yGdY6M2b9voxVNo40BKajruIh1aPKXoC3kEL1jq5vbrAvzuFVXc8Yoq/vyqKv70yhC/eXkV//mSKn74giDffF6AL14b4BNX+vngpT7eeaGPN6338vrzPLxipYeblvoQV72H0QXPY133r3iT9me2ui/G8hV+zNc0Z7xwRkoHY4ZuBZruRnVJZ9RmVb1zTFeE4H2X+DBt+FoO6XqqbrXjtF5pjxopCfRtJdG4vmxGorsGLA6P2LxihXvG+E1eu6T5co50tAQV5gVE2YzddvZbzK9SaPA9O0rVZ8dfeZppr1Jwq3Ao7EivsuHRVEbyMejK19BtXK6+4mbQvDPmyA1bMhBNs7t7lAN9EZK6RbXXRdCrMX6da2se1ORMh3inIJ9dRuKOdjpza2WYJ0zVn4fun0foxL30xW36EnJCyjLetSvK2E1TiGYpyEeTOu5ZLvpPN0I454aCXPrPEkYTZkZjntDxv1Jz7M8ML/8bYvOvnPF7qboYWf63+Ib34hvcVZF98/dvw1Y9JXVViiFds4yuq7+E1Hy0PfKROZGOJg3JoZHc8+PjNAWcDnmmCxpVERi2RHZvg/jAqcXCArFt0C3JbB9NvXoxAJ7I8aIeZ+LxVA+qHsE+Rw3drNEeInvvmRGF9Gwkkrb53GNJmv2C918g0WZTV0g5sUD9gqVuXrXKzR8OG9xxMLdJqyvei2omCC9+IYqZpO3hD+Iu83xxoHcrqh4h0l66mdtk0tWLMd2hOZkjrznyB1QzzvCK12AE59Nz8a24o53Me/orUwwupZRsPm6woVmdMJfMF+/wPgx/c1GF4mSEEPzrBV50C/5jx0zVWrp6CaoRRSuTImI4afPzXWkubtG4bH7hsl7/wDY80ROMLHtZ1gZPwCUIusWs40FZESr9G9/J6MKb0LD4of78kmaMUxnk6dGUUXAKzvj8+Or6U+e0+VUKb1rvZUuPyd1HM1+LJ+tWo6XDuBKzK05LwRXrwpXoI95cPnf13x3QqXKLgv0VCmF9k8bOfhO7xAULy5bsHnj2zI/DcwX5nKAqgiXVCoeiKq4sUitwCsNIypj9YJUM55f/PXDAkbXXL4XGVdDvFORJ3aJz2JGlHx9OoAmFap/bmV2fdsy1NS9aamjGaqBiJPLqkLujnSXL1ScQguiCG/AN7uJIl9NNGJeyLKpW0JRindYVkvrMSA0pYSRu4Mnh7n2m4NEUBqLZHV7PRhx39Zlydc/IIRp3fI9E4waGVv9D1vtHFj4f01vnOK5XAP/AdpL1558Wky8jOJ/Oq7+MEZhH6+OfItj1YEUfb9+QhS3h/MbZL/qa/Aq65UQRzmBs8UgevBvcQVg40601H0yZn3mW6a3HcgVK7pBL1YNixs/JyDNhpal++FNcePCbvO+Og3zykQT/16HP6jh8LmJLyZeeTBFOSW67wo/f50NL5S6ehJV2lsfHCpo3rvdwZZvG97elefxk9gV2z6gjXY4sfD6dV92OFCptD38Y71BmJVsxhDo3Y3pqSTRdULZtAiAUko3rnYK8gp1CYSSo6fg9sXmXoNc4pmjJpg0MrH0Lwd6nqN/7nxO33Tdk0R2T3FBgdxwp8Q3vK7k7Pk57SOUVK9z85ajB/qGp1yOnjN3Kk0f+ox1pDBv+9QJPUR3PmsN3YXpqiM2/uiz7kxWh0L/hHfxoxQ+4N7W6KCXjOOlpqkXdstEtiVqoodvYteLKaSNYL13uYt2YdD2TOen47Hg5P6eZCPRuASAxLe+7WLqjNo+dNHnxMhfeCo5gbmh21KpHwqWdP46O2sSMZ49cHZ4ryOeMpbUqHWFQE4NgZz5Jq4rAtrPPM0+QHHE63rMxeADql4GiIZvOQw4e5lDPELu7RxmMpQmMydJzzkcLFSEtFHOSPMy2ELYxqymHsNK4En3lK8hxZOsCSXXnA1S5xUQeslsVLK5WODRSnLGblJK0NfW+KcPCkrN34c4EvJrKaNKc/b1zFhE3TNLT5OpqepSWpz6P5aml56IP5HwPStXNyPK/wT+4C2+ZI3q0xADuWNfczY9nwPLW0XXlF0nWrWLe1q9Q3fGHij3WrgETRcCahjw65H7n9cpm7KaaCcTRh2DpdfkZU2bAyreTKwR6aFHJTusIBb1qwdmXp50HoZ0/ocXswkbwztrHOThs8fUtKV77+xj/8pcYP96RYveAmfdc9NnMb/brPNlt8i8bvayoU52FmHTEGbHIgrBSU9axFSH40KU+ltcpfP7xJIeznJM84Q6k0NCrFmJUtdN19ZexPNXMf+xj+PueLvlvUdKjBHq3Em2/tmADrXxING5ASw1P+MRUgpqj/4dqRBle+ZopPx9d/CLCi15A3aHfUHViM+CYuXlUuLK9sIJcS/SjpYZJ1a0p236/7jwPdV7Bt59OTukUpkMLkYiyFOS7B0zuPWbwt6vctFUV/vq6op0E+p9mdPGL5mZRWQjaW+YBsHewuFFAt6oQmaYETBu54y+zsX/IidOabsCoCMH7N/mwbfj6luSMBpletQBLC1R8jjzQt5V0aBGmP7MRdKHceUhHEfDS5ZVdVN7QND5HXppic+f4/HgeTYBzhXPv6uIMZVmtSsxwZpzV9GiOW0qSueaWbRv06OyGbrYFgweRDSsZjusc1xY6hfXgQWr87imy9FkRYoopkrD1vA6ArthJBLKsBbkZaCbRsJYLYg+wtkGZEnu0ok4tOqpD4hzYJxPXzyIJ+JilQOQcyiQfTRhTZXK2xbwtt6OmR+nZ9BFsT/Xs21h4E6anhvoDvyzrvo2bxc3l/HgmbHeQ7ss/RbxlE027fkDd3v+sSMdq94DF0hqFgGv2T35TIHcWeW3vYwgrXbRcHRwjo3wvwtKhRbgjx0t/XsrkhO0d3J1zdGku8fc9TdPxP/IT8yZGatZyo/UIv3hxgB/eHOBN6z0EXYJf7dd5z+YEf3tHlM89luCeo3rG+diznd0DJj/emebqdo2XLhsrUIQTw6GY8az3U8Y75JPwaoJPX+WnyiX42EMJBpMzny/PaAfp0IKJYsj0N9F19ZfQg/NpfeLTJateqroeQkiz7HL1cRJNY3PkFTLOFGaKmsN3EG+6kHTtimm/FAys+xcSDeto2v7vaAP7eOCEyWXztbyOUZM5NT9evtGjgEvwpvUeDgzb/HWS9Fm6/BiBlpKjzyxb8u9Pp2j0CV67prhFzdqOu7AVV0nO8oWyqFrBp8HeoeKurdyqQnSaz1JSNwtWB0gpHUO3LAalLUGFN673srXX4i9Hpl1TCYVU3SpnjrxCKEYc39AeJ+6sDMR1yV+O6Fy7wFXxeewGv0J7lcL2Eo3ddvZbzAuIieuJZwPPnr/0NDNu7HYw7skpWxdCEMsyzww4hm6S2S8OR7vASNLvXUTHQAx97GQTihwqdNexFTdq6tQcubDyc/SecFgPlq8gB+huvp52enlB1dQsyBV1KnEDumPFGbtNN3AbSRh4tLPnI+J3qfTHzg3ZuuOunsY3Sa7esPdn+Ad30r/h7aRrluW3Hc3LyLJX4B/YXtYTqL9/O6andoaZ3OlAqh56Lr6V0YXPp/7g/9K04ztTZitLxbAk+4asvOTqMKlDniWLvL77fqxQGzQV35EybZl3AFk6tAjVTKAlB4p+vHIhjARtj36U+Y99Iu/jaKVQ06M0P/N1Omjjz7V/h7H4etyJXnzhAyyuUXn1ag9fvSHA715exceu8HFFm4ud/RZfejLFq++M8Y6/xvj5rhT7h6yS5wVPN6Npm88/lmReQPDei30zLvBzufQrehSpzvxs1PsUPnO1n7gh+fhDCZLmpOdISjzhDtLVS6fcx/LUcPLKL5AaV70c/b+i/6ZQ52ZS1UsmfBTKjelvchynK2TsVn3sL2j66Izu+ASKRs8lH8b0NTLvyc9SpQ8U7K4Ozvy4rfnKfiy/cZGLNfUqP96RJqZP6pLXLJ0YVyiWP3YYHAnb/MtGL74i5MdKepSqE/cRbb8OK4+F7XKhKoKVdSr7iuyQq6pAt+QUrwvH0K2w56A3Lgmn5ZT58em8dLmL9U0q398+U7qeqluFO3KiLOkdmag+8geEtIjPK8/8+J+P6CRNeMXKuRm52tCssmvAzGjAlw+2lOwcsFj/LIk7G+fsqTbOchZXKygCDkY0x9Aji2zdoymEkzm6nHkYukkJ0U5HojviX0yN340IjMc17C94323N50T+jF10KVZ+XVh3tBOJ4pi6lZEHlU3EpYdr0lM7CKUbu536uywbIkkTzxmaP54Jl6aQ0O2zwhl+NuKGczAfnwsLdj1E7eHfEV78IqILbihoW6OLX4DpDlFXri65tPENbCfRuKGi+cEFoaj0b3gnwyteRfWxv9Dy1O05Ex0K4dCIRdoiL0M3gCq3wKtmlqxr8V6qRvaSXvy8kp67tGlNUcfkQg8tAii5K1UOPKNHENLCGz5E0/bvVt6pNxtS0rTtWwg9xtvT7+DFq4LEWy/HVtxUdT4w5aYBt+Dqdhfv3+Tjf24J8t3nB3jDWg+qEPzXHp133hPn1XfGuP2JJPcfN4hk8g44g7Gl5PYnUoTTktsu98+QsErNi5bB2HQcRY8ilcwXuktrVT56uY+OsM0XH09OyP611BCaHiFds3TGfWxXgJOXf5p480U07fgutQd+VfD7xB05jjd8mGh7YcfKQkk0bcQ/tBvs8qrJhJWm9tBvSTSsy5n3bLtDdF/6caSl8xPPV7mooXCFmHd4P6naFWWX9QsheMeFXkbTkv/cfWrxLV29GFeir+hiLpyy+enOFBubVa5uL65gqT72FxRbJ7z0lqLuXwrnNah0hO2pC1QFIHDGCcH5WERSJm61sNdufLZ/VY6CfNx13ZYzpevJ+tUIJN6RA4X/AbPg73ua+n2/INp2TVnGKCxbcudBnbWN6qyRpeVifZNG0izuWhzg+KhNVJfPqvlxeK4gnzM8mpOXfXjERiJR05klix5NZTSX7Dg1ChlW4yd+bdgcHoiR6N7rOAPXn1r1TdWuxDuyv/CLQEVF2CbCTAIgzAQyD727O9qJEZhX9vmkZ4Zd3CsvYf7gI1O6TAtDCi6FoubIXapCIm1NPDUJw0Qiz5h6K180RRDO9f4ZOQbpmTF2ZxrhuIE69uS7I8do3vZNknVrGFj7poK3JTUf4WUvJ9D3dFliwjyjR9H0yGmdH8+IEAyt+QcG1r6ZYM9jtD7+CRQju9Q2X3YPOJ+n8/MsyIUQNGbJIg+d2IxEEF1QmoxWN220vAvy8eiz0pzWy4F3LIM4vPiFhDo3U33kj6dlP0LH7ybY+yT/4XotkcBCNrVq2C4/8ZZNVJ18OGuBpQjB8jqV15/n4ZvPC/Drlwe59VIfF87TeKrb5POPJ3nlnVFufyKJfpY4tv9qv86WHpO3bfSyPMMFq615UNMjWc+bqh7LeY7b1OribRu9PHbSkcQDE1nUmQpyGFO9bPookbZradj3cxp2/7ig83ZV531IoRJtvybv+xRDonEDipkse2ESOv5XtPRI9u74JEY8bbxDfxfLRSdt274OeRo+AggziWf0aFnl6pNZXqfywqUu7jykc2zUOY6OG7sVazT5451pkia8/QJvUUZu2AY1R/9EvGnjaVF4rW5QsSUcHCquWFOEIDk2TqhbNnYRPj/7hyzcKiyuyX3HlqDjur611+LPk6TrqdqVSJSyy9a1eC/ztn4ZPbSQvg3vLMuC/2MnTfoSkpevmDtD0vVjhXSxsvUd/c79nk3z4/BcQT6nLKtVOTxiIVUPWhbZuqoITNsmnSHaAYDkcEZDt3GJ757uUeIpk1DsiHOynxQ3lqpbhZYaLlq6qRrOim6+GeRldVifxM5+ix3V16GaCQI9T0z83KUKltYoRa3KCQGWlBOmaLGUiVKUVcjpxedS6YukZjjGA04u/W/fBHe9HRLZOz75YtqyIjFJtn1Krq7oMVqe/By25qfnkg9DHu+7TIQXvwjLVVWWLvnE/HjT6Z0fz0Z46S30Xvh+fEN7mf/IraipkZK2t2vAoq1Kodab/+mi0S8YmC5ZlzahzvuI1a8n5SktXihl2Ch5xvDYLj+Gv7l0Y7cy4AkfxvTWMbDurcTmbaJx94/wDeyc031wxU7SuOtHDNSs5/ORm3jZCveE2iDafh2qHiHQ/0xe26r2KFy/yMWHL/Pxq5cF+eaNfl623M29xww+9lCCpHFmF+W7B0x+sjPNNe0aL16W5diSydh0/FeWjpDWrLGeL1vh5pblLn69X+dPh3U84cNIBOlQDjm5otF34XsJL3kJtR130rTtmznN5SaQFqHO+4k3X4jlqZn99iWQbFiHRClrHrmwDGoP/ZZk/Zop2djZeLjT4D5rPfuW/BPBnsep2/eLvB/LO3IAgV3R6Mp/WufBr8F3x7LpS3Fa3z/kzDS/YqWbhdXFdQ+ruh5GSw0TXvqyou5fKqvrnSJrb5EFuaaKCWO3tGHnPbo0mf3DFstq1byi3F6yzJGu/2CS67rUfKSrF5fV2E2YKVqf/BwA3ZtuQ+Zj3JwHfz6i0+QXXF5ELF6x1HgVltQoReeR7xwwafIL5gWfXSXqs+uvPc0sq1UYTkmGLK8TpZJFtg6Q0jNUVLbtdDenGbqlDJtD/TGODSUIuDUCbsfFM1WzfOrtxmI9vMXI1lU3amoYAMXMI/LMtnDHustekA8nbTqjNmrLWgxfE6ET9075/fI6lUPDxc80jhfk4biBx3X2fTxUVWBJmdmQbsuPnQvHWD/88b2QGC76cSwbjgzE2X1ylIFIGquMHk9xw8SSElWRzHv6q7gS/fRcciuWt67obUqXn/DSlxLsfWqiO1Us/v7tpEMLS9qfShNtv5buSz+OO3aStoc+gCveU9R2bCnZM2jm3R0fx8kin/oZ9A3twZXoI9x+/QwDxULRTStjPn020qGFJUeflQPP6GFSNctAKPRd+D6MQCvztnwRLdE/Nztgm8zb+hWk4ubz6tvwuRRuWnzqfBJvugDLHaKq8/6CN60qgjUNGm+7wMsHN3nZ3m/xwfvjRNJnpgFcOOXkjc8LKLznkplz41MRGSXGIoOhWzbettHLxS0a33o6Raq/A72qbfaLbqEwsPYtDK18LdUn7qVlyxdmHUXx929HSw1XXK4OjqlkunZZWfPIqzo340oOMrzytXl1CO89ZtBWpeA6/5YJH418DfF8Q/uQCFK1K0vd7axUexTesNbLtj6LR7pMLE8tpqem4ILcMXJLUucV/N15xRm5ISU1HXeRrmovfxRenoQ8gvYqpQSndZVoykRKR8mY7+jSOKYtOTxi5Zwfn8yEdB346lOnpOuputV4hw/kt0g2G1LStP3fcUeO0XvRBzAD80rfJjCSsnm61+L6ha6CzpflYEOTxp5Bq2CllJSSXf0W655l8+PwXEE+pyyrcQ4Ah8OAtLPK1hUhiGcydjNTjhxrLHrHtmEgkmZ39yhJ3aTG70JVBe5oJ4qVnmF8lQ4twlY9xRXkms+ZfZcS1UggldwfFleiFyHNshfku8bks+ua3UQWXI+/fwdq8lRO7Io6lYQJJ6OFXwQqQpDQTQxLEjNM3GeRodtkNCEYik8zjBo8CB2bYe0r4QW3Q6wP/vReJ0KvQKSEE8NxIikDn0vl+EiCvd1hRhJ6WUZix+Xqdfv/h0DfFgbWvoVUfemzVOElL8HSAiV1yYWVxju0x5kfP8NJNF9I1xWfRzUTtD30gaIWIpxZrvznx8dp8juLj5NPxqETm7E0H/GWy9CzKYDyQEpHqphPd2McPbQId6wLkaf/RSUQZhJ3tGviuGy7/HRvug1hm7Q8+bk5MXmr3/8/eMOHOLzm7fy+O8QLlrjxT3alVjSi868i0PMkijGzI5wvz1vs5hNXOrPT79mcYOAMyzR38saTjKYlH7vCN6szt626Hdn6NISVzltHpSqCj17uY0FIQRk+zLB/SX53FILh1a+nf+1bCPY8Qevjn0TkeG1CnfdhuYLE512S556VRqJxI96RA2UZj8E2qTv4a5K1K/M6xvbHbXYOWNy4yIVQFPrXv41k/Xk0P/MNPHnI6L3D+9FDC7DdwdL3PQcvWeZicbXC97elSFnOHHmhnhZ3HzU4OGzzLxu8Uz+zBeAb2o13tMOZHT+N83hrGlT2DRWXiKMozuKEbtlEkiZutbDrtCNhG93KPT8+nZagwlvWe3mm75R0PVm/GsVKlUV5VdPxe0JdDzK0+u/KljsO8MAJA1tSlNlhqaxvVtEtCjbwOxGxCaflhOz92cTZWXGcpSwdc1qfTbbuVhXCqQyr4EZyws8tqVsc7I9ybCRO0K3h95wqkL1hx0l9eoccRSNVs7y4ea+xOXJFj0xZFMiGO3ICAL2qrfDHysGOfhOfBstrFaLt1yOwCU3q5oybVhwaLvwC0KU6DvcJ3ToLxeqn8Hs0huPGVIfLJ38InhBseA20rIebvwjRXvjjeyAZLmj7XSNJBuNpqr3OAlC1z4WqKBzuj7O/L0o0V0rALNg2DMbSNA4/Q/2B/yHSfkPZYllsd9Dpkvc8jnv0WFHb8A3tRbGNM1auPp103Uo6r7odqbiY/8iHC5ZHj8+Pry1wlmvcaX0o6bwHhZkkePIRYvOvQnH70EuQVJhSYkso5EOaDi1ESBtXrHKZybPhGT2CQE5ZKDWq2ui78H14Rzto2v7tipq8eYf2UHvw14wuuJGfRi9CArdkyKSNtl+HYusEuh8r6fEun+/iC9f6GUzYvOfeOF2RM8ds8lf7dLb0WLztAu9EAkoubM2LmsHYzRnfyv8yKuAS3H6pTosY5tf9bQXFx40ufSm9F74P39Bu2h79KEqG+FTFiBPofpxo2zVzky0NJBrXI6SNb3B3yduq6nwAV6LPmR3Po2DcfNwpjq5fOPa3Ki56LvkIlreO1ic/N2WxfgbSdgzdKihXH0dVBG+/0Et/QvKrfWnS1UtxR4/nVElOJpKW/HhHmrWNKtctLL5zWHP4Lix3iGj7dUVvoxysaVAZTUtOxoo8DwjnGjieLrxxMmHoVqDB2YuWudjQpPL9bSn64qfGHEqdI/cN7qJhz4+JtVzKyIpXlrSt6Ww+ZrC0Ril6vKEU1jVqKIKCZes7n6Xz4/BcQT6nBN2CeQHB4REL2+Ufk63PfLN6NCWzsVs6ii2cGeE9PRF0w6bG555wop64f/gwlubDCLbO2ESqbiXecEfRDsxahi5BJtyxykSe7RqwOK9BRVUERrCVZP0aQic2T1zILgwpuFU4WISxm1tViaVMIkl9wlDsbEQIpwMUHZuzomsrnNwKF/w9jHcCWjfAzV+ASM9Ypzyc17Z7Iyl6I0mqve4pBZFLU6jxuzBNm/09UY4OxkkVIUuO6yZarIuWZ75Kqnop/Rv+tawr+eGlL8XSfNQd/N+i7u/r34ataCTrzy/bPlUao6qdrqu/jOlroPXxjxdUaO0aMKn3OcetQpjIIh+buQt2P4ZipYi0Xz/2/qToMQfLyj+DfBx9bFbXcxqN3bxhJ6YxNU25FG/ZxNCq1xPqvJ+aI7+vyGMrRpx5W7+KEWima82b+dNhg8vma7RkmNFL1a5ED7QQ6ipctj6d9U0aX7k+QNqC92xOcLiI43K52dVv8pNdaa5doPHipXkWrYqGsA2EOTVWUs3hsJ6NNt3pjG4xFvHJhwszv4u2X0fPJR/FHTlO2yMfdlRrkwiefATF1omUaJpYCKm61diqB39/iXnktkXdwf8lVb2URB75y1JK7j1mcH6DOuV9bHmq6b70YyhmktYnPzvjNRvHHe1ENeMlG7op6UhejunrmzSuXaDxv/t1+j2LUGxzIhp2Nn66K0XMkLzjwiKN3ABXrJtA75OMLnoBUi1S8l4mxuXiRcefCUE4qWPLwo139w9Z1HgEzQWe08al6wBfeyqJ4W3A8NaXNEeuJQeZt+V2jEArfRe8d9ZGVyF0RSwODNvccBq64+DUO8trC88j3zlg0uATtATP3mvwYnmuIJ9jlo8ZuyEUhJSo+kzZuqYqpE0b3Zx6xRqPDHBwWOfEcJIqjwufJ/Oqlzd8yOnCZPhwp2pXIaRZVA6mrbpRk0N5zcy5o50Yvgaky1/w42RjNG1zbNSeMlsSab8Bd6xrwj1bVQRLa9SijN0UxSlkB2M6XtfZLZfxaAqDsbSjZnjyBxBshjXTIk5aNzpF+WgX/Ol9kArn3OZwXOfEcIKQ1531JOh1q9T4XIQTBrtOjnIynCzI+G00Msqy7beDotKz6aNlv3Cw3VWMLnkJwZOPTKg4CiHQv41U3eqyGa7MFaavga6rbiddvZSWp75I6NhfZr2PlJLdAxbnN6gFXwQ2+ccK8jGpcujEZnT/PFL15wEgcMwri8Eo4n56sBVb0XCfxugzT/gwpqc2o/fA8MpXE2u5lIbdP66IyVvjju+jpQbpu/B93HvSRUTP4borBNG2a/EN7MzdYcyT5XUqX7vBj1uF990XZ2eRRj/lIJyy+dzjSVqCCu/OkDeeCwEzZNmKEcMusBM9Pjv8/AtXs3fI4nOPJUkVEAEVb9nEycs/jZYccvwhYicnfhfq3IwebCNds6KgfSoFqbpI1p9f8hx51cmHcMd7GF756rwWYQ+P2JyIZC449NAiei9yxnSat30zo/JkvLNZaodcsYy8Gxxv2eBFAf5flxMFm49s/dCwxR8PG7x0uZslNcVfl9Qc+QMIlXCZFGelsLBawe8q3tjNrSnOHHkR990/bLGqvvBzGsC8oMKbNzjS9T8dMZ058qHiCnJhGbQ89XkUK033po9il/FaGRz1iACuW3h6CnKADc0a+4asvCPupJTs7LdY11Tc63O281xBPscsrVXpjkniusRW3WiJvoy3E0ByLGvRtiUnBmMcOtqJjpsavyt7zINt4B49Snq6XH2MkozdNG/ec2LuaFfZu+MTUpZJsyWx+Vdiqx7q9/8XSOf3K+oUDo9YE5mvhWJLx8nzbMarqYwmDYyDm2HoEFz8xhlmgADMvwBu+jyMdo4V5TNlkOBksncMxAl5crz3xhEQ9GqEvC56R1N5G7/ZliTwxFfxxk7Sc9EHMf1N+f2xBTKy9Bak6qG2wC65mhrBEzlKovHskKtPx3aHOHnF50g0b6R5+7ep2/8/OSXSfXHJQFJyfhHSscYxyXp/QqIl+vEP7nTy48dOshJZ9OfTsmThF2KKhhFsP60dck+4Y4avxwRCoe+C91bE5C3Y9SChrvsZXvFqkrUrueOgztIahXU5fAGi7dcikFR1PVSWfWgPqXz9hgD1PoVbH0zwxMm5n+V38saTRNKS2y6ffW58xv1VbeocuW053dcCkx884Q50/zwuXVzD2y/w8vhJk/dujjNYwJx9quF8Tl75eYSl0/bQB/GEO3DFe/AN7SUy6XNWDJYt2dVvFvT5TDRtwB3rmtGxzxtpU3vwV6RDi4i3XJrXXTYfN3ApcM2CzM9/fN4lDJ73j1SdfDijb4hvaB+muxoj0FLcPk8i32e70a/w2jUeftfbiKm4ZzV2s6Xk20+nqPYI3nB+8YvTih4jdPweovOvwvKVlnBRDhQhWFWnFm3s5lIVkrpVsJIxpks6I3ZB8+PTefFSFxubVX64PUV/cBWuZH9RC5eNO7+Hd+QgvRe8B6PMXktSSjYfM9jQrNLgO31l3oYmDUueGn2bja6ozXBKPivl6vBcQT7nLKt1nvKO8JhsPTGQNfM1qZtEUwbPnBjhWN8wVW4Vnyf3yd8TOYFiGzNkkeNY3loMf3NRBTmKhmKlkcosBzNpj0WelXd+fOeAhUeFFZNm/mxXgIHz30Sgfxv1Y3EnK+pUkqbz4S4Ux7HzzI7qyQsBim2gbP0x1C+FZTdmv23bRU5RHj4xVpRPVW3EdZOD/VGCbm3GeEQuFAVCPhfeceO3nlHCCSNrDahv+29qex9j6Lx/IFnBjG/bU0148Qup6np4SndpNvwDOwDOvPzxApCal+5NHyPSfh31+39Bw64fZS3Kdw04x6VCDd0A3Kqg1ivoj9tUdd4HQKT9lIxWQNEFuWHZiCJcHtLVi06b07owU7ijXVmPy1AZkzct0U/T9u+SrF3J8MrXsK3P4tiozStWunN2IIzgfJK1K6f4c5RKU0Dh6zf4WVSt8IlHktx7rLixqWL55V6drb0W/5rn3Ph0pOpDmzRHXoih22Q8ox2kaxxDt5etcPOpq3x0RW3ecU+cQwUou9I1y+i6+ktI1c38R26lYfePkYiS5oMHEzYfuD/Be+9zvvI1Rx03YPMVGX8W7H4MT7RzrDs++2WpZUvuO25wSatGlTv7qxBe9goi7ddTv/8XBE8+MuV33uF9Tne8lE6cbWCrHiQib/+Hv13lZl5Q5YBcgDucuyC/95jB3iGLN633EMzxd85G6PhfUawU4WW3zH7jOeK8BpVjozaJIqIRx2NqPQXOjx8Y+3yVUpCLSdL17590RqF8BV5Ph479herjf2V4xauIt15e9L5kY9+QRU9ccsN4d7yC3iS5OK9RRVNge19+qqhMTbdnE88V5GXGrSk5pZjLJhm7ObJ1O6Ns3a2pdA4n2HpsBMuWNHjsvMZLPGOGbunazB1ycLrkRRm7AZY7iO0K5LyNlhxEsVLoVQuKeoxs7Ow3WV2v4ppWFEYW3czowudTd/BXBLofmzB2K0a2HvRqhHynT+JTTlq670WN98Il/zL7RU7bRfD8z0H4+JSiPGXYHOyL4dVUNK24CwJtzPhNEYJD/VEO9EWJTY9lO/k0nmd+zEjz5Yws+5uiHqcQwstejlRd1B34Vd738Q9sx3IFSdcsreCezQGKRt8F72FkyUupPfJ76vf+LOPNdg9YBFywqLq400STX9Aftwid2EyiYS1moHnidxKmmg4WQNq0KUbAkg4twpUaQtGjRT1uKTiGbnb2DvkYRlWbI7UdPULTthJN3qRF89NfQ2DTd9H7QVH53UGdGo/g2ixdxclE26/FEzlatAFiJqo9Cl++LsC6RpXbn0hxx8HKO8t3RS2+tTXJz3anuW6BxovynRufhlRdKGZyYqFEKSDybBzFiOOO95CuPvU+uGy+i2/cGEAV8J7NcR7uzF89YATn03XVl7C8dQR7niDZuB7T11DgXjk83WvytrudRYFXrXJzYtTirX+JcdchfdYYUT20CNNTg3+giDlyaVN34JfowTZieRYnz/RZjKTk7O7RQtC/4Z0k61bR/MzX8Yz5OKjpUdzxblL1qwrf30koZhrLV4vtDiDs/BaY3KrgrRu9bDcWoowcyfoZj+mSH21Ps7pe5XmLS7gmsS1qjvyBRP35sx5/5pLVDRq2PGWyVigNQQ+uIg3dVhZo6Dad5oDCWzZ4uWOoHUO4CzJ28wwfoHHn94k3XcDQ6teXtB/Z2HzcwK3Cle3O+8YV70WYyYo8Vi58mqOE2JHnmNLOAZM6r6Ct6tlZmj47/+oKEnCpGGb2grzep1DrFRwecW6TTbbuc6kkDZtavxu/W3NMQ/JYyfWGD2O5Ahj+7DmGydqVuJKDRcnLbFcAZok8GzcqKWfkWVSXHA3bmbMJhWBg3VtJ1a5g3jNfZyldeFU4OHJmRe3MJYqRoPHQL4nUrSWZb95o+yXw/M/CyDH4v/ejJ0Y51B9FFaIsmexuTaHG78YwbfZ1Rzk6FHdy34ePIO/9FKngfAYufPecxLFY3lpGF91MVdf9+WV0S4mvfxuJxvVOlvvZjlAYXPtmRhfdTN2h31CbYWFi16DFeQ1a0fmlTX6FpvgB3PEeIgumKjQUBEaR0WdpwypIqTGOHloEUJaYmkLxTBi6zb6Yk5h3MUOrX0+o635qOu4q+jFrD9+Bf2g3A2vfghFooSti8WS3yUuXu3Hn8fzF5l+NFApVXQ8UvQ+Z8LsEn7vGzxXzNb77TJqf7UoVFX+UC8f/wOSTDyf45z/F+csRg5sWuwqeG8/EeBycMFMFH6vGJcrTF/WW1Kh8+/kBltSofPrRJP+9J533c2L6G+m86nYibdcytOp1Be0PON3mn+1KcesDCWq8gm8/P8CbN3j50QuCrG1S+fbTzu/GDRozIgSJxvWOiqjA1zLQ8ySeyLGx7nh+x9bNxwyCLrikZXZpq1Rd9FzyUSx3iJYnPoOaGp5QCCbrSovTFJaO5a7B8lQXpGi5tFUjHlqMz44TG8k8tvjz3WlG05J3XugtOGt7MsGex3AlB5yoszOICWO3IgvyYtg/ZNEeUkpSG4zzoqUu1jV72GYvRRvYm9d91NQILU99HstbT+9FH6jItYRpSx48YXJZq0bAJRCWga35UY25L8gBNjSrHBqxiem5jwvP9vlxeK4gLzt+r4Y5ywlpWa1CR3hsPjyLbF1VBLV+98TFsJoOY+dhcOUZOeTMj+d4Q5cyR54P7mgXQFnnYnYNOAYe2aQsUnXTc8lHsFUPbU99jrU16YLkf+caNYd/h6ZH6F75BsLJAkyU2jfB8z+DHD6K9Yf3QTqKz13ek8a48Zves5/EHz+C/M0bkVJyeMOHEO7yGpvkYmT53yCFSu3BX896W1esC1dq6KyJO8sLIehf/69E2q6lYd/Pqe445fAdTtl0Ruyi5OrjNPoVrtUfwFa9MzpfinA63cWgmxKtCDfadGghwGmRrXvDhzE9NVje/OY3R1a8iljLZTTs+Q98Y6MSheAJH6Z+738Rbb18YjHkjkM6LgVevCy/bpvlqSbRdKFTkMvyLm66VcHHrvBx02IX/7VH5zvPpGbtwuaDZUsePGHwrnvivGdzgp0DFq9b4+a/XhLkvZf4is5vHkcqCoru+Gw4DuuFz48DpKtnZpDXehW+cr2f6xZo/GRXmi89mcrbgd32VNN30ftJ1RdWYI6kbG59MMF/7dG5cZGLbz0vMBGR1OBX+NzVft59kZe9QxZv/kuMvx7Vsy4UJBo3oqXDhX2+pHS644EWovOvzusuSUPyaJfBNQtceS0sgbMA233px1CNGK1PfhbfwHak0EruGAucazjbXY1i5X+eFUJw4WrHeO/xXTPVikfDFncd0nnRMhfLS+zm1hy+E90/j3jL3OTS50vQLVgYUoqeIy8UKSX7h6yC486yMS5d3y6X44scQc5W8NomLVu+iGrEHBM3d1VZ9mM6T/eajKYl14+pRxQzMeYbcHpk6xuaHSXEzoHcn4+emGQw+eydH4fnCvKy49Vm/7AvrXFmZ3RLjsnWLdRcMkopUdNhpJa7IBeWjidyPOecIkC6ejG24q5gQX4Cyx3C8lSXbZs7+y1cyqlV1UyYvgZ6Lv4wrkQfn7C/w5ERo+g51bMZNTVC7eE7iM6/Ctmwkv5YikKMqe22S+m95FY8kWMs3/qpvI388sU7tIfWxz/BysfeR2h4Fz1L/pYdl38bK1hez4HZsLx1RBbdTOjEZrR45i7FOOORPuOzkucMQqHvgncTm3cpTbt+SOj4XwHYPXaRdH4JBXmrT+dm8QTD8y5Har4pv1NVMSNFIl9SpoVSRNfe8tZjuapOi7GbMze8LP+OqlDoveA96ME2WrbcPuv7c8pdzRTztn4FyxOif8M7QAhiuuSvRw2uXeCi1pv/aT/Sfi2u5GBZMqanoyqC913i5W9XurnrkMHtTySLHmNIGJLfHUjzj3+K8dnHkkQNeNeFXv77pUH+cZ2XujIZG9mqd0JZphiRgrO+PeEOTG8dlrc24+/dquDWy3y84XwP9x4z+MD9iYKyygthR7/JW/8SZ8+gxfsu8fKBTV5808aShBC8aJmbH94cZGmNypefTPGJR5IMJ2fu07jvRyFu6/6+rXhHO5z85dm8acZ49KRBymJ2ufo09Ool9F74PrwjB6k98gdSNUuRmYxOC0RqPmzNS6EFT3XLEmwU9IEO9g6eKlaklPz70ymCLsE/rS0tzcM7vB/fyAHCS196Riq71jSo7Bsyy7IYNxt9cUk4LUuaH59OU0ChefH5aFhs35P7erph93/gG9pD/4Z3omdYkCsXm48ZVLkFF89zClthmxiBFixXMGsEYCVZXa/iVpk1/mxc1v5snR+H5wrysuNSxazXXMvrVGwJR0cny9azu+oKK+04iM9yQHVHjiGkmdVhfQLFRbpmGd6RChXksQoYuvWbrKpXZ10RTzWcz8D5b+L85Fbewh2ciDz7ZOt1B/4HYZsMrf57NFVgWJK4kd/qvZTQGY7TFdroFOWjR2l97OOlF+VS4u9/hvkPf5j2hz+EJ3yIwTX/wLGb/oP4ujfgD9UT8M79yqjTJRfUHcrdJff3b0MPtGAGso+CnLUoGr0Xf4h440aatn2b4MmH2T3gLICtKKGbcJG+lZBI0lE/02RKFQK9gKincSzbMfOZ1ek/E0KQDi2c8+gzYaZwRzpnXSidjnT56dn0UbAtWp76XN4XUw17foI71kXvBe/FdocA+PMRnZQJr1hZWAESn7cJW/OVXbY+jhCCt2zw8MZ1Hu47bvKJhwuLABtI2Pxoe4rX/T7K97alafApfPJKHz9+QYCXLHfjHS8wpYVvcFfJ5kZS9aDqMbANVCNeeId8tINUde6xBSEEf3e+h9su93F4xOJd98Q5Gi5fF9GWkv/ek+aD9yfwuwT//rwANy/JbfLXEnS692/d6GFrj8mb/xznoWmz7qavAT3Yhj9fY7ex7rjha5pi+Dgb9x4zmBcQrGko/NgUb72cwdX/AJQed4ZtYqtupOrG1nzk77XuIDUveqCV9dqJKQqR+0+Y7Bqw+Od1HkKe0hQdNR13YWn+GSNDZwprGlSienEGvIWyvwyGbpk4b40T5dnVsZueWOa/o6rzfmqP/J6RpbcQbb+2rI8/mYQheeykyTULNMdrSUpAYLmDGMFWlNMgW3ergvMa1FmN3XYOOPnwC0LP3rI0518uhPjV2PddQoidk752CSHKH5Z6DqApCh5VwcwhNVs2liXZMTJZtt4HduaTrmKm8jrUe8fnFHMYuo2TqluFJ9yBsMofP+OOdpXV0C2uSzrCdt4rZ6NLXkxP87W8x/Vb9ONPlm0/zgZcsZNUH/sLo4tuxgi2Ak7xMxzPz3CmZzRJf0Snxuci3rKJnks+jDd8eKwoTxS+Q9Im0PME7Q++l/mPfRxXvIeBtW/m2PP/g5EVr5owCCyqwCoDpq+ByILnETp+rzM6kgnbxD+0+9zrjk9Cqi56Nn2UVP0q5m39Cr7ep/JaAMvFmpH76JIN7HfPlNGqikLaKrzIMO3iHNbH0UOL8ERPlF2CnQtP5Ghehm6ZMILz6b3o/XhGj9K0/d9nLSj9vVuoOfonRpa+bKJjadmSuw7qrGtUC3YXl5qXWMvlBE8+knfWcqEIIXjNGg/vvsjLlh6TWx9IzDpveHjE4ouPJ/n7P8T4zQGdi+Zp/PvzAnz9xgBXtLlm+B7U7/1P2h65FX//M6XuLEiJlhpxpNsFjE6MO+3nawp5zQIXX7s+gG7Bu++N82R36efq0bTNbQ8l+MmuNFe3a3xnbG49HxQh+JuVHr53U4B5QcFnHk3yhccTRNKnXqtE4wZ8Q7vzuq7wDezAN3KA4RWvnNWXZpyhpM22PosbFrqKnqseWfFK+ja+q+SZasVKY3lqxv7jwlbdWRNzsmHULOEi13EODtvcfcQgYUh+uD3F8lqFm5eUZi6rJfoJdj9KZNFNyDJnXJeLccXjXMjW9w9ZuFVYUlPeiw3pqSYRaGOjOMhXn0rO6Pa7w0do2v5tEvXnM3jeP5X1safzaJdB2mLCXV1YKUepqriwPLWI0yVbb9I4OmoTzqH22dlvsvZZPD8Os3fI/23s+4uBl0z6Gv//c2SgyufKaew2Lyjwu8ac1gGEOiZbn+m2DiDMODKPN6ln5BCmO4Tpa5z1tqnalSi2gXuWHMxCUdOjqHqkrBnkuwdNbEn+syVCELnoHeyVi7jh2NcLirY626nf+3Ok6mF45WsmfuZ3awzH9FnloAORNCfDSap9ronF/njLpfRc/CGnKH/8E4h8i3JpEex6kAX3v5PWJz+Lokfp2/AOjj/v/xFeegtSK02KV05GVrwSkNQe+m3G33uH96OYyTNifvyJkwY/2p6qyCiG1Lx0X/oJkqHFfCz1dW4J5u8cOx01OUhjeCe/ta6iPzHz2KUojvlMIaMU4BTkRaSQT5CuXoRiJsua8z0b44Zuxc6rOiZvf0eo60FqOu7Mejs1HaZ52zdJhxYxtOYNEz9/7KRJX0Ly8gK74+NE2q9DNRMEep8q6v758qJlbj56uY/9wxbvuy8+QxZtS8mT3QYfuC/O2+6O89hJg1uWu/nZi4LcdoU/a+cr0PMkdYd+A4BvsPQ+glQU1ORQwctCnsgxZ2Fmlg75ZFbWO2ZvrVUKH384ye8O5G/2Np09gyZv+0uc7X0W77rQy0cuK26mfmG1yjdvDPCG8z08eMLkzX+O8dTYYkGiaSOKlc7LddrpjjcQLaB7e/9xA1vCDQXK1acgBJGFz8f0z36dlHMzln6qIAdsdwilwKjCdPUSqowBNtUn+Y+daX64PcVQUvLOi7xFm2mOU33kjyAhvOTMvVRvDykEXbBvDgryfUMWy2pVtBKf10wYDWu41HWInf0Gfz16ajFK0SO0PvU5LFeQ3os/lPfCU7FsPu6oR84bU48oZgrD3wQ4iitb81akCTcbG5qd/dnRn/l17o3Z9Cee3fPjMEtBLqXsGft+XEp5HBgBopO+niMDQZeKnuNKUxGCpTXqhNM65Jata6kRZB6Gbt7w7IZu4yTHjN18ZZatuyYc1ssnWd/Zb6EpFCRRU1xevhJ8P7rUnEzfYrq7Zxme4QNUdT/KyLKXT5lRVBQwpU0slX31fiShc2woTsjrnvH2ibde7hTlIweY//gncz+XtkHo2F9ZeO9badn6ZZCS3gvfx/Ebf0Bk0c0Fz1zOBaa/iciCGwgdvxt1Us7wOP6B7UgUkg3rTsPeOeiW5DvPpPjYw0l+tV/nV/sr0620XQHuXvZxjssm3tD3xaJ9JkKd9yOw+b19FQOJ7MdCq8Diooim+hROOa3P3Ry5N9yB6anBzNPQLRMjK15FtPVyGnb/BF+mGV0paX7mmyhGnN6L3j/lc3bHQZ15AcFlrcVd7CQb12J666jqfKCo+xfCNQtcfPoqP91Rm/dsjtMTc7xW/tyh8+Y/x7ntoSRdUZs3r/fw3y+t4m0XeJkXzH4Zo8V7aX76a6Sql5KqXYF/cFfJ+2irHtQxY7dCyOawPhuNfoWv3RDgslaN721L882tqYJm7aWU/GZ/mvdtTqAp8I0bHTl/zk6UbTljclnQFEdW/+/PCxDyCD76UJKvP5VkqPo8pFBmnSP3De7CP7SbkWV/U9A5YfNxg5V1Cu2h0z9nKqTEntR5Nr21BatI0tVOjvV7l/Uwmpb8qcPg5sUuVteXVpgIM0n1sbuJtV6OOVaQnYkoQrC6QWVvhZ3WTVtyeMTK6UFUCqm6VfisGDfU9vOLPWnn8ykt5m39MmpqiJ5LPpLVN6JcDI+pR65f6Dr12Zb2xNgSgBFoKbsnUD6srFPxa7A9S/zZuOHb+mfx/DjkOUMuhPgXIUQfsBN4euxrayV37GzGk4cr9bJalaNha6LTZbv8aMnMsnUlPTqrw7ojhzuR95yi5avH8DWW3djNEz0BlDfybOeAxYo69dQ8YJ7UNszjnea7cEe7aN72jZLnB89opKRhz08wPTWMLH3ZjF97VZXBWObV+2ja5HB/nKDXlVU6Hm+9nN6LPoh3ZD/zn/jUjExLYaWp7vgDi+55C83bv4XtCtB9yUc4cf23ibZfl7dhz+lieMWrENKi9vDvZvzO37+NVO1ybHfwNOyZk6P87nvj3HlQ5+Ur3FzVrvHz3WmOlHGudDJPh/38vfERbG8trY9/Ane4QBWNlIRObCZZv4akv5X+HAW5WWCLvNDbTyc9NkrjjszdHLknfNgpwkqR4glB3wXvQa9qo2XLl2aYvFUf+zOBvi0MnfePE4sOAAeHLXYNWLxshbv4jptQibZdQ6BvK0oWFVc5ubhF4/br/ER1yb/dG+f1v4/xtS0pXAp86FIvP39xkFet9swaXSQsnZanvgBC0HPJrcSbLsATPlzc6M0kpOZF0WPYBR7TPOHDWHkq2Kbj0wQfv9LHa1a7+VOHwa0PTJWKZyOqSz75SJIfbE9z6XyN794UzMsXQkuPoqVmX3RYXqfynecHeNUqN38+YvDmzZKh4IpZC/K6A7/E9NQQWfT8WR9jnGOjFodH7NK642VFTjGrlJq/4GuMcbf9JdYxXr7CTZ1X8M/rZ2++zEboxL2oZpzwsjMr6iwTa+o1jo/axGcZUymFo2Eb3So9fzwb4/F5b5zXQW9ccs9Rg/p9/0WgfxsD695Kum5lRR53Mg+ccNQj14/J1cd9p8bHAsExss210FYpVEVwfqOW1dhtR79FlVuwsPrZOz8O+Zu6vR84T0q5SEq5eOyrcjaBZzkeVZ1VVLmsViFlTTKzECrCnum2Lqw0im3MWtB4IkcR0iadx/z4OKm6VWUvyF3RTmzNV9RFRyaShuTgsMW6ItyeV9SqPGSex4Glb6Cq+zFqx2SL5yL+/qfxD+1meOVrMs6LeV0qI0kD3Zpa0CR1i8N9MfxuFW2WeeHY/Cudonx4H62PfwphplCMBLUHf8Oiv76Rpl0/wPQ3cvKyT9F5zdeJt15e0Izl6cQMzCPadh3VR/+MmhqZ+Lmix/COHDpt8+Objxn8691xeuOST13l418v8PJvF3kJugRfeiKJkWcsUiHsHrAI1dTTfeXnsDUf8x/72ITyJR884YO4Y11E2m+gyS/oT2TeRwEFu2qnTRu1hMJWuvwY/uY565ALK407eoJ0dWnxSuC4Ofdsug2kReuTn50weXNFO2nY/WPiTRtnyFPvOKjj0+DmxaW5SUfarkNIk6qTj5S0nXxZ06Dx1esD+F2CFXUqX7rOz/duCnDjIrdjVpQHjTu/j3e0g94L34cZmEeyYS1C2niH9pS2c0JBIAseu/GEO5wCrMj3ryIEb1zvuKHvHrR4171xuiLZL64PDFv8690xnuw2edtGD5+4wldQ/nK+oyFuVfDmDV6+fqMfRcAvRtbgHjmMkcgsovQO78M/sMMx1MzRaLClJJyy6RixeKrb4Bd70igCrl1wBhTktomtuKfsv615C57Rtby1mN46PKNHeOtGD//5kmBBKQgzkDY1h++iYc9PSdatKt24bg5Y0+BcL1cyj3z/UGUM3cYxgvOxXFWssQ6yok6he8/D1B38NaMLbyKy6OaKPOZ07j1msLxWmYgtVIwkpq9hyjWY7QqC4irY66AcbGhW6YraDGZYoN/Zb7KuUS3aF+JcId9Pfgdw7mt+y4RLFXhUgZXL2G3MXGeqbN01Q7Y+vROZDc/ImKFbAXOKqdpVuJIDGWW6xeKOdqEH20rrBk1i75DlzI83FS7hWlHnvL3v8b+Y6Pyrqd/7c/x9T5dlv84opEXDnp+iB1oYXXRT5tsIpwCKJk/ND6VNm4P9UTRV4NbyOxTE5l9J74Xvxze0l/aH3s+iv/4TDXt/Srp6CZ1XfpGuq75EovnCsr3+c8nwylchbJPaw3dM/Mw3uBOBPefz40lT8pUnk3zxiSRLa1S+f1OAy+c7F6LVHoX3XOylI2zzi72FzSzOhmFJ9g1ZnN+oYfqbOHnF50AI5j96G1q8N69thE5sxlY9xOZfSVNAYSCeuastIecxMhMpw8q707tn0OSzjya477hBepJzdzq0eM6yyD2jzkJpqkCZcjaMYCu9F30Qd+QYzdu+BbbBvK1fQaoe+i54z5SLr6GkzQMnDG5a4iZQQCGWCb16MemqBXMiWx9ncY3KT18U5HPX+NnYrBVk9lN1/F6qj/+V4RWvIjHvYsDxTbEVzXFbLxEj0JzXGNkEtoE7erws74PnL3bz5ev8xHTJu+6Ns22ae7GUkrsO6bzn3ji2hK/d4OcVKz35P3/SRgoFWeC86XkNGt+/OYhs3YCCzS/u28KBDEVW3f5fYrhC7Kx9Plt6TP5yROcXe9L8+9NJPvlIgnfeE+d1v4/yol9HeeWdMd56d5yPPpTkgRMmV7RppRWsZUKx0tjTYl2l6kUKtWDDyHT1YjyjRxBClGSi6YqdpO2RD9O4+0ckG9bSc/GtRW9rLllZryKobEG+b8hx8J4XqNB1iRAk61bhG97HO5b0c5v1PXr9yxlY99bKPN40TkQsDk1TjyiWjjW9MSbEaZOtb2x2ruGny9b74za9cfmsjjsbJ98q51bgMSHEk8DEFaCU8l0V2atzgKBXI56yUNXMb7IFIQWX4hi7jX+IbFcALdlL2l460RFXjGRehm7e8CFMTy1WAXOKqTEZjXfkAHHf5XnfLxfuWCfJhrVl2RY4K2eKYMKkohBaqxT8Ghwcsenb+C7c0RPM2/plTlz7jXMqvqqq8wE8kWP0XPwhZ/UzCz6XSl8kTX3Qg2FJOvpjIMGbx4jFZGJtV9OLpPmZb5BovpDhFa8uSJlxpmIE5xNtu5rqo39iZPnfYHmq8Q9sx1a9E5+VueBI2OKzjyXpiti8fo2bvz/fM6MIvbzNxfMWmfzPXp3L5rvKJsU7NGKRtmDtmCLFCM7n5OWfoe2RW5n/6G10XXU7li/7MUZYOlVdDxFruRTbFaDJn2IoJTFtOdNMRxYuQdctO++C/J6jBg92mjzYaRJwwXULXdy02E1daCGBvqcQll6WHOJclGrololE84UMrfl7Gvb+HFfsJN7RDrov+agjR5zEHw7rWDa8bHkZ/kYhiLZfS8Pen6PFe8/o46d79AhNO75LomEdQ6tfP/FzqXlJ167EP7iL8i1B57lPkU4U2yzI0C0X5zc6rvIfeyjBrQ8keOeFXl60zE3ckHz9qSQPdppsatX44CYvIU9hBayw0ljuEJanGnesC0utnv1OY/g0wYsuXYfxRy8bzZ28696LuG6BC92SDCUljYlD/Ew+ze3Ga/jePRaT+zxVbqj3KdR5Be1NGvU+Qb1PGfsuqPMqNPrPjIVeYemYVdNmgoXAdgWd40oB6ol09RL8/dsRllGcx4q0qen4A/X7fo4UGr0XvIdo+/VnzaJ4wCVYVK2wZ9AESpfrZ2L/sMWq+so6eKfq1xDs28LNRz5PXHj4l/S/cbvQmIsy875jxgz1iERiuatm3Nb01eOOnmCuA4GX1ChUuZ088hsXnfr5+Px4MU23c418n4EfAPcBu2DOX8ezkiq3i5G4SbbDsqYIFtcop5zWYYps3fLWAKCmR/K6aPSEDzvd8QIOOOnqpdiKhnd4vyMvLhHFSOBKDjJazvnxfosVtUpRbrCKECyvUzk0bCG1ID2bPkr7A++m9cnP0nn1V84op+9iEZZO/b7/IlWznFjrFTlv69YURpMGcd3k5EiKtGkTLDL7O9Z2DbHWK8/42fBCGV75aqrG3KyH1rwBf/82Z4GpwLzh6QgzOcMEaDpSSv7YYfC9Z1JUuQW3X+efWFXOxL9e4GVbn8mXnkjyvZsCJXVXxtk94ByPzp80IqJXL+bk5Z+i7dHbmP/YbZy88otOlEoGAr1PoRqxCefkJr+CLWEoKWme1p1QlcKzyNOGhTvLIud0jo7anNeg8oa1Hu4+YnDPUYM/Hjb4x8A8PiltkoPH8TZXdiHJEz6cd/JFIYwsfyWecAdV3Y8yuvD5xFsvm/J73ZL86bDBplaN+VXl6ShG25yCvKrrQUZWvros2yw3ihGn5akvYLuD9F78QRBT3yuJhrXUHfgVipHI+VksN97R8YWZ8hTk4GSDf/PGAJ97PME3tqY4MGyxc8CiJ2bzpvUeXrnKXZQEVDFT6KF52O5qRDFKEkUj3biWF0f3cE+Li8dPmtR4naL63e47SRhB3Oe9mNuCvomiu84r8BToEXM6cY7lgRk/tzzVaPHuggtyIS1ntKXA94crdpLmbd/EN7SXePPF9G14O5avoaBtnAmsaVDHZqBl2WXLcV3SGbEnosAqRXJsPMCV7OfJlZ9ix4467jtu8LwSx4VmQ0rJ5uMGG5pU6n3OsV5YBlLzZnwf2q4qpKJOzJjPFYoQrGvS2NZnIqVEsXUUI8nOfg9BFyx+ls+PQ/6SdVNK+V4p5U+klD8b/6ronp3lOF3H3Beby2pUOsLWlBiT6bJ1NR3Ow9AtiTvaWXCXUqou0tVLy+a07oqNOayXKfIsbUoODFslrZytqFPpCNsYlsQItIzJPY/TnEem79lA9dE/4UoOMHjeP+Y1r60IwdHBBJGUUXQxfmpj51YxDmBUtRObfyU1R/6IJ3wYd7yHxFiecymoRhIlx/hJTJd85rEk39qaYn2TyvdvDuQsxgGCbsF7L/FxImLzs13lka7vGrBoq1JmyELTtSvpvvTjuOJ9Tia9Hst4/9CJzRjeehKNjiN9U8DZTn8G2bqqCNJm/jJFKcGwJWoeCw9SSo6FLZbWKmxs1vjwZT7+95Yq3nOxl27PQgB++tABbnsowcOdRkVm8QG84cNOd7zcnZkxk7e+De9iYO1bZvz6vuMG4bTkFUVGnWXC9DeRqD+fUOf9Z+axU0qan/k6rkQ/PRd/eEok1TjJhrUIyjBHXiCecAe25sMItJR1uwG34DNX+XnZCsdULWVKvnKdn1ev9hRd2Agpsd0hLHcQKZSiXutk0wa8iR4+fH6E376iih+/MMg3LuhjY3oryRW38OI1NVyzwMX5jRotQeWsKsbHmWzoNo7tDqFkMObNxbixm6eQCFppUXP4Thbc907co8fpveA9dF/68bOyGAenII8bcCJS/n7fgWHn9aiUods46drlpKvaGVj3Vpas2sDSGoVf7NUrElE6mb1DFr1xyY2T5OrCTGD6srjrKyqmrxnFyG8ctpxsaNLoT0h649K5hhAaO/sNzm/USo75OxfItyC/XwjxFiFEixCibvyront2lpPPTO6yWpWozhTTI1sLOG7r0kZYOoqZnjW70BPuQCBJ1RTe7UnVrXLmz+3Sswnd0S4A9NCCkrcFztyPYVPSbMmKOhXDhuNjB/pxuWfVLJm+ZwOKHqPuwK+IN11AsnF9Xvfxu1R003ayxp8jI8MrX41iJpm35UsAJBrLMz9uq56MM5n7hkzedneMx7pM3rzew+eu8ec9J3lxi8aLlrr49X59TPJXwv5JyZ5Bc0p3fDLJhrX0bPoInshxWp/41ISp2DhqagR//9OOq/7Yyvu4xDSTsZuqiBkmg7kwbZl3bdAXlyRMWFJ96m8JuAUvXOrmAzcuxVJcvLShm8MjFp9+NMlr7orxnWdSUxVLJTJh6FZGufpkpOYlsuj5M7ogUkruOKizuFphQ5nn8qLt1+KOdeEZ7SjrdstBzeE7CPY8weB5/0Sqfk3G26TqVmErWlnizwrBM3pkzNCt/F0gVRG8/QIvX7nOzw9uDrC2ZOmnxNZ8oGhYntq8fWwmM37MnOy2Xnfgf7E0/xmdi50XtoWtuDJ6CNiat0BbNyeKyla9eRfkrthJ2h6+lcbd/49k43qO3/AdogtuOGsk6plYM2a2trcCeeT7KmzoNo5UPZy44XuMLn4hQjixgCejNvefqGzu9+ZjBh4VrmibND9uWzNGmCZj+htRCozoKwcbx/LIt/fqoKic9C7jZAzWNT7XHYf8C/LXAR8GHsWJOxv/eo4suFUFRQhyjUgurXWe/ikXgYqKsEwUPZL3idBbwpxiqm41iq3jGT1W8H2n4452Yisahr8884Xj8+PnNxR/gbF8zDzv4PCp53hk+SuJtVxOw56f4BvYUfJ+ni5qD/8WxYg53fE8UVVBVamd8XMcPbSIWMvluOPdmN66kiP8hJnCcgcxgu0oxqnOsi0lv9qX5j33OnOUX7vBz6uK6Gy9ZYOX5oDgS0+kSBYoAZ/M8VGbqH5qfjwTieaL6L3oA3iHD9D65Gem5O5Wdd6PkDaRBTdM/KzRP9Yhz+CsqgiBbhZQaIiIfAAAx/JJREFUkFs2+T4zR0adz/vimgynOEXFqFrARZ5OfvGSIJ+/xs/GZpU/HdZ5291x/uUvMX53IE04VVq3xj16bMzQrTIFeTZ29FscCdu8fMUsWdNFEGu9ElvRqOq8v6zbLRXv4G4a9v6UaOvlhJdmj3qSqodU7aqyGLvljbTwjB4hVab58Wysb9aoLnBefAa25biHjy3ymL4mlGkLb/mgV7VjeusmCnJ35ATB7scIL3nJaYuPLBeZDN3GsTVf3seoCYQyYeyWk8ld8ejZ3xWfzPwqhZBbsK8CBfn+IYv2KqWghIFycPl8jSU1Cv+9p3JdctOWPHjC5LL52qmxTikBiZXjc2a5qxxvqjlWOi0IKdR6BTt60xiB+ewYcvb5gtrnPMMh/4J8DfAdYAewHfh34LwK7dM5gRCOsZtuZT/ALKlRUQQzujK2qqElB8YM3WZ/LE/4EIavActbO/uNp5GqHTN2K0P8mTvaiRFoLZuUeeeAxdIapSSH4NagIOCaWpAjBL0XvBs9OJ95W26f4Wx/NqAmB6np+D3RtmvRq59LICw3QytfA4x1ekosahQzielrxPTVI8YceEdSNrc9lOBHO9JcPl/jezcFWVPkwpPfJXj/JT66Yzb/saN46fr4/Pjaxtz7EZt/BX0X/Bv+gR3M2/JFJ0JFSkKdm0nWrsSYtIDh0wQht8hYkGuKwMjUITeSoM88QRcSkXY07Gx3UXXmY5EeWognchxVEVzconHbFX5+eUsV77zQi6bA97alee3vY3zykQSPnzQKjmeD0hZKS+GOgzrVHnEqj7aM2O4gieZLqOp6EAqU5lYKNTVCy5bbMfzz6N/47lk/r8mGtXjCHXPmNOyKdaNY6bLOj1cKxUpNuY6wPKHCC0wAIUg0bsA/sAOkTe3B/0Vq3rMiF3s2hJXGzHatpWjYmrdgxWG6egnu0SNZHdpndMWv/+5Z3xWfjBCCNQ0qe8rstC6lZP+QVfHueCYUIfi78zx0Rm0e7KxMzNjWHpOILqfMxzumjNW5fW8UF5a3HsWc20JYCMGGJpVtA2D4mth9chS/W2VJrWuG4u7ZSL4F+c+A1cC3cIrx1WM/e44cBD0aZo7ZRK8maKtSpkSfgZMV6Ir3jhm6ze46OTGnWASmvxHDW1+WOXJ39ETJ3cRx9LH4pVKdF4VwcmynFOQ4ecQ9m25D2CYtT30eYZU3PqrS1O//b5AWQ6v/7nTvyjmJXrOEnotvZWjV60relpASy1ONdPmxXAG2dyd461/ibO+zeNdFXj5WYD5wJtY3a7x8hZs7D+kzYpDyZdeASb0vv2iY6IIb6F/3NoK9TzHv6a/hCR/GEznuXCROoykg6I9nOA4KsGWGQltPgJGYcXFq2vkmI8PRsMW8gMhqBpkOLUJLDaOkRyd+FvIIXrrczXeeH+SHNwd42XI3ewYsPv5wktf9PsZfjhQm8fOMdmBVwNAtF91Rm8dPmrx4qatic7mR9mvR0uEpcuTThm0xb8vtKGaCnks+kpdR26k58r1zsIPgDTvy/nI5rFcSYaaxPKekrlLzYavuonKLE40bUPUIwZMPU9X1MOHFL8R2h8q5u6cFISVSm2noNo7lDhUsB05XL0Y1kzObAzO64u8d64rnn6ZztrC6XqUzYhNJl69r25+QhNPytBTkAFe0aSyqVvjFnnRFuuSbjxuE3IKLWk5dJytmEsOfZX58Eqa/uSj1S6lsaJAMpwUn4iq7u0dZ0xLCrD8PVY+emd4kc0i+BflKKeWbpJT3j329BZi7HKCzFL9bw5rlDba8Vp05tzgmW9dSw7MW5IoRxx07WdT8+DipupUld8iFpeOK96FXlWd+/MCQhW7Buhzy2XxZUadydNRGn7Y4YgTn03fh+/CGD9O0/btnzcHAFe0kdPxeRhe/CDPQfLp355wlNv+K0p9fKZFjcTiWLfnxQT8ffMgg4BZ8+/kBXrKsfLLif17nYX6VwlefTBI3CnsvSynZPWCxtjH/aJjRJS9icM0/UnXyIVof/yS24iI6/+oZt2vyKxk75AACkeFCRUJwHiTDU35qmFbecv6jozZLarIfO/TqRQB4Iscz/n5xjcq/bPTyP7cE+fRVPpr9gu88kyKm5/+8OskXS+e0i3XnIR1VgReXI+osC4nmi7FcgTnNJM9G/b7/xD+0m/71/zrxms5Gqm7lnM6Re0Y7sBV32RarK4kAbPekRQ0hnHnTIjpp42aYTdu/jVRdhJe9vDw7eZqROLPi2bA8NVNGefIhk7Hb5K54YqIrfvbEmRXKmrFo2/1D5esm7x/ruK88TQX5eJf8RMTm4a7ydsnjhuSxkybXLNCmRopKO+tIxWQsTwgoXLZeYFLpDC6sdRYBHjw0QNdIkvPnV2N5azCCbaiTFsifjeRbkG8TQlw6/h8hxCacefLnyIFHU2aVey2tVRhMyhnzilLVUMzErLmUnvHV9xJkkanaVbgSfaipkaK34Yp1I7DRq9qK3sZkdg5YCJy81VJZXqti2nBsdOaRJN6yiaGVryXUuZnqo38q+bHmgoa9P8PWvAyveNXp3pXnmAVhpbDcIQbiFh+5Yxf/szPMTe2S7zw/kLNgLAavJvjgJi8DSckPthW28t0XlwwkZcGft5EVf8vwilej6aPEWy7NOB/a5FcYyFKQS+TULHJpO4ZwDWMLjJM6cynTJp9kN92SdEXtnDEq6dAiANyzxDppiuCy+S7+7WIfKRP+nGeXXFg6nsjxOZWrxw3J3Ud0rml30eCrnEmOVF3E5l9FsOexogy/ykWg50nqDv2G0UU3Z1RmZGOu58g94Q700MKzJpXCnuYebnnrUazCiwnLW0e6agGqmWR00c0ZXe/POmwLFC1nrJnU/IgCixw9tBCJ4hTk0qLm8B1TuuI952hXfDIr65wRzr1llK3vG7JwKbDkNEZqXdWusTDkdMntMjZ9Hu0y0C2muKuPR5lliuSbjlQ9WJ5qhJX/tYJpSfqjqdkCpHI8qEVLUKUx6OYPO7oBOL/VWTzQqxeDUApezDqXyPkuFULsEkLsBDYBjwkhjgkhjgKPAzNbIc8xBY/mGLvl+gwuGzMdmy5bt9xBLNfMWI0ZjxE+BFCScVBqLD/RO3Kg6G24xyPPytQF2NlvsrhGIeQpfTV4Rd1MY7fJDK96LbHmi2nc9SO8g7tLfrxK4h3aS7DnCUaW/21eq6DPcXpRzBRbwlX82y+3cXQwznuft4L3X1aFn8pIxdY0aLxylROB9FR3/nOMuwacC+5chm7ZGFr9d/Rc9EEGzn9jxt83BQRxw8mDnY4ApthsmCnw1YDLC/XLpnTJ06aNqsx+YXUiYmNLp8udDctTi+kO4ckzZ3lZrcr6JpU7D+Zn0OOOHENIi3T13BXkdx/RSZjw8jJGnWUj0nYtipUm2PNExR8rE654D81Pf41U9dKMsW+zMWdz5FLiGe04K+bHhaVja/4Zs6eWu8r5RxHFRLz5ImzVw8iyV5RjF087yvh8bg4cp/UCFUqqB72qjUD/M7Q9/GEad/+YRNMGjt/wvXO6Kz4Zn0uwuFopq9P6/iGL5bUqrnxWciuEIgSvP8/DsVGbh8s4S775mEFLQLB6UvdfMVOY3vq80xwMfwtqAfFnKcMa88Yqrk2u6lHMqlbWtdWQ0C18LpWljc7igVTdpGpXoaYjRW3blce1wZnObH/Bi4GXADcDi4FrgGvH/v2iXHcUQniFEE8JIXYIIfYIIT419vM6IcQ9QohDY98LdyI7SxDCySPPaFw0xtKxi8bD4WkHIaHmNW/lDR/G8DeXVJyla5YihVaSbN0dOYFEYATnF72NcUxbsnfQYl0ZuuMA8wKCKrfIWpAjFPouej9GYB4tW75YFpO3Y6MWP96RKu/ckJQ07PkppreO8NKXlm+7z1Ex/nAUbrunl9qAm2+8egPXrWzCCLQWdBIslH8438OiaoWvbUkRzVNivXvAIuiCRcV0EoQg1nZ1VrffphxO6xIwJ8+KGynwjc2whuaD6gbT8XdIG1ZeWaVHwjkc1iftsx5ahDuLZD0Tr1jhpj8hefTk7BdV44Zuc+WwbtmSOw/qnNegVjxvFyBVvwbD13RaZOvCSjPvqS+AEPRccitSLXwBYnyO3FfhPHIt0YdqxOfcab8YhJXC9NbM/IXiGuukFe6zMrzqdRy//jvnTHdXWOlZO/1S9TgqnywGbdlIVy/BO3IQd/SE0xXf9LGc0VXnImsaVPYPWWW5bjJtyaGR02PoNp2r2zXaQwr/VaYu+WDSZnu/xfWLXFNGzBQzXZDrvuWtLmjxyJKSaq+LdAHpKJMRtoXpn8e6NqdeWd1ShaaeOk9b/gaMQHNR0nWf5/S/zqWS8+pLSnk819cs204D10sp1wMbgJvHZO8fBjZLKZcDm8f+f85S5dFyRvuEPIJmv6CjyPxbz8ihkk/2UnWTrllSWkEe68IIzMvLhG42Dg5bpKzS8scnI4Rgea2SvSAHbFeAnks+irAM2h7+MFq8t6TH/PmuNL/cp3PnofLJbwK9T+Eb3svQqtfllMw9x+nHsiXffTrJ13eobGyv4ct/u47WGkfxYo1f9FbIs8CtCj6wyUc4JfnO0/l14ncNWpzXqBUcuZYPp7LI84g+kxK8YwuRqgaNKyHlrJjrlp1nQW7jVmF+MPfiQnrMaT3fC+dNrRotAcFvD8z+mfaED2O5gph5mOuUgye7TXriklfMQXccAKEQbb8Wf/+2kkadiqFx5w/wjh6h98L3YQaKi9h08shdFZetnzJ0O/OTMBTLxPZk7o8Y/iaUIsYTpOYt+jU6ExFSzh7bJgSWu6pg6e3o4hcQXvyiZ1VXfDprGlSSJhyPlDiojDOiqFuVzx/PB1UR/N0ap0v+aBlmyR84bmBLprirO8ix2fD8kJoPqQXyWmyzbVCFoD7oKWpRQZgpLFcVtjvIurYaFAHr22pm3E6vXupcB+SZVGCaEq9Le1Z0yItGOoyH7rrGviRwC6cc2n8GvKxS+3AmEPDMbuy2rFbl0EjhByBFj+JO9JIuwdBtnGTtKrzhQ0VH2bijnejBMs2P94/HL5XvQLqiTh07QGd/LfTQAk5e+TkUM0HbI7fiinUX9VgjKZvHTpq4FPjprjT98dJPLtgW9Xt/hh5sI7LgeaVv7zkqRtyQfOzhJHccMnjFCjcfe/F5+N2n1B5S9WD6Khs5sqJO5XVr3Gw+bvBIV+4TWzhl0xmxOb+Mn7fJNAXGO+QzP3uqYNqCpYTJozqBJvAEMdMJbJnfNerRsMXCkDJr8a6HFqFYKVyJvnz+DFRF8PKVbvYOWhNmQdnwhDuc+fE5uqj+3UGdJr/givnlURXlQ7TtWgQ2VScfmrPHDB2/h+rjf2V4xatIzLu46O048siVFS/IPaMdSKGgj3kWnOlkc6m33dUTkY3PZhxDt9lHCS1PDUqBioJU/XkMrH/bs64rPpk19c7xqxyy9X1jx+hZC3JpzYmZ2DULNNqqytMlv++4wYo6hfbQpL/NNrBVDzKP9+dkjEALijH7tUjasKjxu/C71aJGyFU9PhGJ2hD08M1Xb+Ql61tn3E5qXtK1K9BS4by2mzItQt7Tv+hSDiq6pCCEUIUQ24F+4B4p5ZNAs5SyB2Dse8YWghDiLUKIrUKIrQMDA5XczYri1ZRZDRCW1qqcjNokCnRGnpBF1pYuh0vVrUSx0ngiRwu/s23hip0s3/z4gMnCkEKNt3xvzxV1KpZ0ume5SNcso+uKz6NYaeY/ciuu2MmCH+vuowaWhE9f5QcJ//50ClniATjUuRlP9ASDa/7hrDEHejbSE7N5971xnuk1ec96izdfviBjYWgEWiqeu/m68zwsq1X45pbUDNPIyeweLP8C2GTqvAJNIePClKKIU/K3McMkJqs/FAUaV2ElI3nnIR8dtXPOj4+THnPldo8ey3PLcNNiN34X3HEw+8W2sAw8keNzJlPuGLHY0W/xshXuvBQE5UIPLSBVvXTOZOvu8BEad3yPRMM6hla/vuTtOXPkR1D02Ow3LhLPaAd61YKiZPVzirSRiKzFpu0KIBXtjMmePy2MGWblowK03VWIZ/NzVSQtQUGNR5SlIN8/ZFHtmSXG0zbRksMAFTcTUxXB69a4ORJ2oimL5fioxaERe0Z3XDESRSmyLG9tXottum1T63fjUgVeTckZ6TwDaSEVFdN3arFpUUMAl5r5Gt/0N2P5GlD06Oz7LyUBT27z67OFihbkUkpLSrkBaAMuEUKcX8B9fyilvEhKeVFj49zluJYbt6Y6zkU53rvLa52X4cj0OfJZGDd0K4dx0ISx23Dhxm6uRC+KbUysfpWCZY/FL5VJrj7OylmM3Saj1yyh64rPI2zT6ZRHO/N+HCklf+4wWNuoclGLxj+s9fBEt1lS5IUwU9Tt+wXJ2pXEWy4rejvPUVl2D5i88544gwmbz1/j56WL7KzyRstT7RivVLDrpCmCD27yETck39qafVFo94CFW4UVtZUpyBUhaPAJBjJ0yDWhYIwX5GYafLUzu8q+WgxvHaoxe+E0krIZScmcDuvj6FULkYi8jd0A/C7BC5a4efCEyWAW53jH0M2cM4f1Ow7qeFW4ecncF33R9uvwhg8VdIwsBkWP0bLlC9juIL0Xf9CZ0S2RiTny4QrlkUt5SilxhiMs3ZG6ZjODEgLTV5xs/VzByWivyUv1IlUv8tmnOC8ZIQRrGtSyOK3vH3Lmx7PFeApLR0uNkKo/D71qQeUNHoHrF7poDTpd8mKbNPcdN1AEXLtgWkFuW1jewr0abFcAW/XkloiP7WrA4ygYanwu0kb+r5GqxzCCLTMMI7MiBKnaFSiWMfsioASPdm40qeZEdC+lDAMP4JjD9QkhWgDGvpfuoHUmMe0CW1XA71JzriZlc1qfDe/IYfRAy+wzTXlg+hoxPbVFzZG7o11AeRzWD4/YJE3KZug2TqNfUO0RHMqjIAcnp/jklZ8HadP2yK15mz/t6Lfojtm8cKlz4HnFCjfLahW+83Qqo8v0rEhJ3cH/xZUaYvC8f3pWzpWdDdxzVOeD9ycIugXfel6AC5oFMlf8iOLC9DflJRUrhcU1Kv+w1sPDXSb3n8i8KLRrwGRVXWWdaBuzZJFP6ZCbSfBnkGsKgV69FMVMzTp3f3RMAZNPpJzUvBiBebNGn03nluVuJHBXFn8Izxwauo2kbO47bvC8xS6q3HN/bIi2XY1EqWyXXEqat30DV6Kfnos/XLb4rErPkaupYbR0mNRZMT+emlUqbfoaUMzCjd3OFZQ8DN3GcZQG58a5Wlj6nOZDr25wFKOj6eIXq+O6pDNisyqLwaUwU6h6jGTjBszAPCxv/ZyMZKiK4PXnuTk8YvN4d+FNGltK7jtucEGzSt3kaMux82I+cWczEAIj0IKaY0EibdoEPdrENULQ68IowHhP2CamvzAvCan5SNUsQ02Hs97GsiSaKvBo58ZnrWIFuRCiUQhRM/ZvH3AjsB/4PfCGsZu9AbirUvsw5/zfB+CBL8z4sRMTkL0QrPc5Mp3DBRq7ecKHyjI/DjgrUnWr8I4UU5CXL/Js51j8UrkM3cYRQrCiTuFgAc+xHlpI15VfAKEw/5FbcY/OLuf/vw6doAuuanMKclURvPtiH+G05Mc7C5MoK3qElqc+T93BXxNpu5ZUQ94Ck+eYI2wp+fGOFF96MsV5DSrfujFAe0hFMZKY/sacCyimf17Bc4bF8MqVblbXq3z76SSDyakXHUlDcnikcvPj4zT5lSySdUdyZts4q/BZFhd1LUAqMB9Vzx2Jcmw0D4f1ydsNLXKM3QqgJahw2XyNP3UYpMyZFyXeCUO35oK2Wwx/PGxg2PDyFadHEm1560g0rSfU9UDFTAprDv+OYM8TDJ73T6Tq15Rtu1J1k6pbhW9gZ9m2ORnP6BGAsyLyDNvGHo83y3YTd/BcqTGLIx9Dt3EUFan6EFb+0ZNnKqoec4rVPE22SmXN2Mz3vhJk6weGLSSZ58cVI4Fipkg0bZxw/8+rS1wmbljoojUo+K/dhXfJ9w5a9MYl10+TqwsrjeWuKno0xvLW5RyxSJkW9f5T2/a5nMz4fHDM3AKzHl8yYQZbsd2hrOoF3bKp9p0bcnWobIe8Bbh/LMd8C84M+R+BLwLPE0IcAp439v9zA18ddD4Fo1PnjoMeLedqkhCCpbVKQQW5mg7jSg6UtQuTrFuFO95T8GqoO9qJ6a0rbnVuGjv7LeZXKdT7yv/WXFHrGLtluojOhlHVTteVX0AqLtoe+QieMdfcTETSNo90mdy4yD1lxW5lncoty9388bDB3sH8VkV9A9tZeN87CPRuYeD8N9J34Xvz3ufnmBuSpuQzjyb55T6dFy5x8YVr/YQ8zuuuWPqs8jHLHUIqqjObWEFURfCBTV7SFnxjy1Tp+t4hC1vC+WVWpEynKSAYSMqscTZO9JkEd+ZjSEK3MEMLnYuGHM/XkbBNjUdQm6f/RDq0CFesu+BIp79Z4SaqSzYfm3kB5wkfdoqwCqtZdEvyx8M6l7RoU8195pho23W4En14h/eVfdvewd007P0Z0dbLCS+9pezbTzasxTNamTlyb/gwEkE6tLjs2y4/0skgz3UL1YPlChYVf3aukI+h2ziWJ3T2P1dSgpTowXa0POZ5y8GKOhVVwJ4SCvJx082V0wpyRY+CtEk2Xzg1KjiPLnG5UBXBa9d4ODRi81RPYV3yzccNvCpc2TZNrm4mMX3FJ3rY7qrcHhESgr5T1wgeTUERwllInwXViGNULShux4RCunblmDpu5r4ZzxXk+SGl3Cml3CilXCelPF9K+emxnw9JKW+QUi4f+z5cqX2Ycy78R2cGa9/vp/zY7Zr9aV5Wq3I8ktsFfDLjssh0bZk65ECqdiVAwbJ1d6yzLN1xy5bsGjBZV6Fu3fI6FVsWPqtvBOdz8qovYmte5j/60Ynnfjr3HnO6VeNy9cn841oPDT7B17ekMHNJfWyD+t3/wfxHP4at+TlxzdcIL3t59tm+5zgtDCZs3rc5zqNdJm/d6OHdF3vRpiwZS6zZVoQV1emSV9BUapz2kMob13l4stvk7qOnishdAyaKcOJmKkmTX8GWMJya+d4XgGWYTua4ltkwKWVaqB4f6dBC1FT2BcOjo1be3XFwVDACe0Llky/nN6osr1X43UF9ygLHXBq6/fGwznBqDqPOshBrvQxb9VDVeX/ZtqnoUWoP/C+tT34Wwz+P/o3vrsgChzNHLiuSR+4Z7cAItiKzOJefMdgWKK68zMrmYszmjERaIJSCYl0td03FjcIqjVPo1WNUtSERFV88BvBqToNqXwlz5PuHLdqqlCljPGoqjFRcJJsuyNg8mq1LXE5uXORiXkDwnwV0yQ1L8uAJk8vbNHyuqcdCIW2s/8/ee8dJlt3l3c85N99buarjdE93Tw67s2FWYbWSQDmBAGGDDMg22Di8gI0xTpjXILBfhA2vwWD7NRgbLDA4IMACEYSEQAgkVitt1KbZndmZndy5K9x0znn/OFU91d0V7q26VR2mvp/Pflbq7a6urrp17vmd3+95HjPb5icjQChCawI03HkgETIBQ6Uwm3TahAAZU4UfdtN3MwhCEVrxte0NuJ6Clz0Ctc1939IOhn4cGJKG/K4hMwXMvQF44feA4I75SRTDgWN5BSEHXlmLpmMxV16Up+/Z5MbhvNwxCKLAXIlh7CYEtI0r8FP9F+QX1zgqQfLj6g1ObBq7xdcKBc4UXn3jR8A1B4f+9J/D2GZ+J4TAJ14KcKqotHR4tjWC7z5v4tIax/9+rvVNWtt4FbN//P0oXPgY1ubfjctf/VPwc3tff3i38cIyw3d/soJXNzh+9M0WvvGksdU4hofgVIdQumfFB/a4NC4ZAl9/Qse5MQX/8Uvu5vj407cZjuYoHK2/YocxgbLb/rR/vJ5FfruNEVroV4FGPnsLap7MIA/SMzJloMVoIeMCl9Z4JP14A68eRxXHaR2QU03fcELH5XWOx27c2ZToG68MxdBtucbxS097eM2UggcndndDIlQL5anXI331s32PfKrVWyg99fNY+P1vR+nZj8ItnMS1h3+obRxXv7j5kwPTkRurLyd6fx4Um9roCAceUR2ZDxrS9C4b61CIa+a+n/CnQU0eKik6gtQMFG84XfIzRRXPL7G2E1WdEEJsGro1UNwVcD0Nd+x+CLX1fblrlzhB1HqX/PlljkcjdskfvRFiw985ri4TEii41p+XVGiPtdyLuAFDIaXvuPSztgafdV4LqF9G6MQwc2tDkJoBV22QpsNAIaRh7EExdANGBXnynHof4JeBC3+4+SWNEhhdYgKO1bs6UcfWjdULCFKHEt2oCNWEl12I1SFX3SUoYQ1+pseRlCaevFXXjw9ofLZkEeRNEslpvRWhM4FX3/hjYHoah/7sB2Eu3RnR/MoSwyvrHO890n7hecOMhkdmVHz0GQ/XNpoWMiGQufR7OPyZvw+tdhvXXveDuH3/d7W9cYzYPf7kSoDv+1QFKgF++u0OXje98/2mYQ3M6qwfb8D1jNR98d5d+KNCCcH3v84CB/CTf1GDz+TGJYlx9VrAEHS4OXfKIhcAWOABdvtTdDdkUCkFqAYvewyqu1NLfr3M4TNgPoLDeoMgNQVO9VhO6w2++rCGgknwsaYItM3JpQEX5P/5CQ8BA/6vB822LsLDZGP2LVCCMpybj/X08/raRUx88Scx/8m/idzLv43y9MN45S0/g2sPfxhB6lDCz/YOmzryhAty6q9Dq92Cuw/044R5CCNmX3MtBUGUgaZD7EVo6MY2E5QHsoPxVRgKgkNQKg8iAASpaRARDswropnTJQUuk02auNyqCqy4QhbkQkCtLiI0i6iV7u2ssSYUgTPZsks8CN4xr2HCJvjoM36kLvmnLgXIGQTnJ7fer+V+o9j3FCXTMy0/20wIZMyd+xwzQh455SECJ56ZW+sHUuAWTkIJqpvPzwsZHEMFPUBV7AH6U/YIY6eB4jHg6Y9tWbhShtpxwzqdprBU4ELEcWpz9UW4SRm6NeHmT8FceSHyKeGmoVtqpu/f/eQthkmHbG7ek0Yauyl4MaZ5XjOhPY6rb/oImJHHoT//FzAXnwYAfOKlAJa6M4piO9/9oCmLuS/WIITYNG6bePxn4RZO45W3/AwqU6/v+fmNGAxCCPzKMx5+9HM1HM0p+Jl3Om2zrikLtuRtdoRQ+KlDkSK9kmAqRfG37zfxpZsMP/WoC48lkz/OhZAZ2G3u0GN2vSBvYexGQMDCEDBa68c5FwgY38zYDu1xcM3akeP+8lp0h/U7v1yBnzncU0GuKQTvP67j0esMr9TN5KShm4MgpqNsHJ6+HeKTlwJ840kdM+m90R2ojj2AUM/Gc1sXAtbtJzH9Zz+EuT/6HqSu/zlWj3wtLr3j53Hz/D+Enx2O9roXHXnFCzsesBur+8fQjQgR3f+FUIRm8e6LPxPdTe92/IhiQBB1KGPeg4AGVYRmabO7KVQLgT0FGgy+S94wdutFR97Qj58qEKi1JQTpGXjFMwDtfvDMzNZd4kGgKbJL/twSwxdvdP47K77A56+F+KrD6jZpHEBDD6GVQDQ0VeRnu6kLzbk8yLf1na+dpda/1mYZJKELrjrgWnwzt1ZwIws/c3jT4ypgAjlrsN43w2ZUkCcNIcCZrwdWLgLXn9j8cspQO2qHKSE4mlMiRZ8ptSWo7jK8fPJdGLdwCpS50DeiOQ9rCTmscyHw5G2Gc+OD/YAdz1NcXueoxTB2205olfDqG38MoVnEoT//IZDrT+KPLwd465y2Q9uznZJN8e3nZEH0/NNfumPcdvY7cPUNP7Lp+jli7+AzgR//vItffMrD2+Y0/Ju32l1Mw0Ss8TFmlYamXQOA9x3VcH5SwSfrhmRJOKxzAegKaVukOBpBSkPr6DMiX2O0KQp8xreOflIFXvYYlG0F1MVVBkqAuUy825qfmY8dfdbgfUc1aBT4zXoEmrH6khxTHlDXmnGBn3nMxZhN8C1no+tZBw5VsDHzZjg3vtA9z1cwpK7+KWb/+Psw87kfgLH2EhZP/1VcfNcvYvHe70Ro925O1AvV0rlYOnLOgZALlL32Uy3mWn1SYh+MrAOINWnH7PG7MP6MdDW92/kjpG7stj915JT5CFNTW74WpGeGUrBOOAQFk/TktP7cEoNGgRP6Krzsgkwiitg9Znq63iUezv34nQsaxu3ujuuffTWAz4C3zbdq+AgwI5PI8wmdyS3Xqxcy5G0NSouXT6Eyl7zd2LoSVOXkbIL3Qj8zB0E1kFCa01rGqCAf0Y2jbwWMDPDMxza/ZGpK17GUY3kFL692182Ymzm3yXfIa4VTAAAr4ti6sXEZTEv1nQ37yhrHhi8GZujW4ETd2O2lPrrkAMCsIl59448hsCcw9xc/jIfEU3jP0WjmSl97BPg36V/F+y78MALFxpWv+kmsHv/AyLhtD7LicvyjP6riU68E+Ov3Gvgnrzehd8jrJiwAV61YcgOupcBVc2gROYQQ/MPXWnA0YCZNIzuStyNkAqZG4Zgqwg62q+MObTmyroLBgwqorT8/IRc7DuGZVQQzc1tO8y+uchxK0diZpF5mHqq32lPWbs6keNu8hk9eDLBR86GvXxzouPpvvxTg5VWOv/OACWuPZa9uzL4FlAdIXftcy/9OmIfsxU9g7g//DqYe/QhoUMHN+78bl975X7By8puiR0oljJc/AU51WIvR4s/cIETB1qBSAtbmAMpYfRmBNd5T1M8waaxXcTSeTE9j5yfyACN4bEO3BszIDSXaMnHqZlxM32oUxvW0/JsG7EZOCMGZkhI5laaZ55ZCHM9ysNJJBNmFeAUhVaSWOhjOBIimEHzwjIGvLDF8+Wb7PemnXwkwnSI7c9V5AK4YkfxqosD1tDz8rtcqPuPI2e33tTlLgx+2uOcLDkEIWEQpTGSoBq9wGopfhhAC5gEydANGBflgUA2pJb/0p0D5FgDA0GjXW9jRPIUbAtfKnbvkxuoFCFB42eQNv0J7AqGRg7kczdhN23hVdsf7PAV74pZcjAbeId80duv/BJSZebz6yL/CFUziv+g/gfuDx7v+jLbxKuY/+4/wl4OP49f4W/GP0x/ZF2ONdyMXVxm+5w8qeGmF4f9+xMK3njW66nVJWI0/PkYIAmcGdEhj64AcIf+xr7bxj17X/43cCxhylgZL6zwF1C6LXBUeKmqu7c8FId9pjkSkoSUNq5ubh4trDPMxHNY3n3/D2K3HLvkHTujwGPDYsy+B8nBguuFVl+MXn3TxwISCN83svc6AlzsOP3Vox9g69ddReO5XMf/734HxJ/4DuJ7Gtdf+AF55+3/E+vy7e87OTYo7OvKnI31/wAVKKRNTORMVv3XBYKy9tC/WdcJcMCMf62eEakKo9oHI2I4CYV5sQ7cGXEuBRMmG2mPQoILQnpQGmtvwM/NDKVjPlBRcrwisuNFfPxZ4eHGF4fhUAWG6NxllaE8MNa7uXQsaxqz2juuLVY7HbzK8bU7bsf+gYQ2hHc2vJgpC0RGaeZC6JEUAcIz2Ra+jq2AtnjMNygjtyYGs7czMo2JOIi3K0KKGoe8TRgX5oDjzfvnvr8gINF2hULrk9h3Lywu/29i6ufoi/MzsYEy/CIGbPwlzJVqHXN9IJvLsydshxmyCSWewH7CSRVEwSU9O6614tprBN9Z+AGvmDKa/8KOwbzza+hubjduqt3Dttf8cjx/9u/j4JYonbg3e0GtENIQQePxmiH/5uSr+7u9XEArgJ9/m4M2z0TpIlLOeToWZVRj6xu10UcWZUv+FXSgE0qYGU5PTJ+0Ys0nLDrnGA7i0fScx4LzlYSY3sgjsCVB/HbVA4FpZ4Eg2/om5n5kDABgxndYbLOQUPDCh4MblFwAMztDtF570UAuB79ojRm47IAQbM18Na/EpqNXb0jH9yZ/Dwu9/O4rP/Qq8/AlceeNHcOXNP4nK9BsAsne6G1F15EIACiFwDBVFxwAh2HFPJ0EVevnqQA7Mk4ayAKxDukE7Ant8aOZXu82mC30P7FdjVhoGbaUjzMjJg4ZtHh5Jc7quI/9KxLF1EtZwebECjxEcn5no+fcyPS2nFYdgXgdIqdc3nzHw9CLD47d2/q1/dDmAAPDWFuPqhIVgZrIyx9CehBK68EOOlK5CbzWvXsfUacuXiYYBgm1yhyRZs+eQsXXggElnRgX5oEhPAYcfBp77+OZFkzJV+Kz94jKXoVBpF6d1IWCsXpC6mIgQFsRaPN3CKejlq6D+TifjZqi/DtVf67kgb4ybCiHw1C2Gc2PqUDaa/Rq7NfO7L/moKRncfOO/gp+Zx/QX/hWc61/Y8j1bjdtO4ZW3/iwq0w/jQ/cYmHQIfvpRN3L+/IjBsOELfOx5D3/jdyv4R39UxZduhvj6Ezp+9p0OTm4fE+tEHIOkJrjmgGvOwDc5A0EAlq5AU0nHUdZxm2LDF6gFW7+HEgGXmm0lPa7PoLRZF/zMAigPcGlNHmrFySBvwMw8Qj3bc4ccAL7xpI6F8GX41EbgJL8ReXYpxO+9LI3c5no4dBgW67NvAYHA9Od/WDqmX/wdlKffiFfe+rO49vAPwS3dMzB9fT9UI+aR1/wQubqmUlMIJjImqtu65Mb6RQAYShZ9/4j42mjU48+G6Huxq/D4hm6bP6qY9fzufXR/5wxCUdvrkgmBn52HMuCx9RMFBSqNVpDToALKfDzB5OHqyYk+pCJUAzOLcvpqSLzniIZivUu+nU9dCnCqQFsaeEpDxmSlPtJVX8ANGEpO5w63rlCY2tYEKcI8cM1OzMytFQFRYU7fC9Tiy8z2MqOCfJCc/QbAXQNe/gwAIG2qCDoUXppCMJ+lHQtytbYI1VuNdLOvBNIZ+m/8XhUv3oq+uLh1HXm3sXW9H0M3waDWlkBCF5fXOVY9MbD88e2cKCi4ss5RDfq7SdYCgU+/EuDNhzWYqQyuvuFfwssdwdRf/D9wrv0ZAMC6/QQOf/p76sZt346rb/jRTeM2UyX4ew9ZuLLB8T+e3Z/GL/uZRl7pT3yhhr/yWxv4j1/2kNII/vHrTPzq+9P4Ow+YKFnRl0jCPDA91fOYlp+e2aKJ3g8wJqCrMtZRo7Rj7u54w2l9m7EbIRShYrUdd3dDDrXNKb3QbPjpw7i0KDeHsRzWm/Cz8z05rTd4zZSKB7VLeBbziXtBMC7wM190UbQIvnUvGbm1IHQmUS2dg1a9hdWjX4dL7/jPuHn+H8CvywL2Kl7+ZCQduc8ECs6d96CUMsCE2FJvGasvycfc6yPrQtTzi+MX5Hfiz/ZRodkjBJA6+16gCoRmg/D9M96vBGUEznTHdSw0i+CKMVDZgq4QHMsreHapc0FO/Q0ABNXx83h+KUDGVDGR6W+dDO0J0CEejusKwQdPG3jqNtsyMXlpjeGlVY63ze/cU5DQBTPSiY+FC9UE0zMgoYeU2X2CLmNp8MM775HiV+CnkzVz2w4BYOUngfTkgSrKRwX5IDl0HsgdBp75DQCAramRjN0urPC232esvgigs6FbxRf45ac9fOjjG/jFpzxcqwA/95Xob7WbOw5BaNc88juRZ/ELchJ6CM08aFjDk7cb+vFhFeRSzx81870dn7kcoBYC7z0qR4m4nsLVN/wo3PxxTD36EUw++q9x6HM/CKGauPJVP4HV49+44yb3mikVbzms4le/4uHy+l3ScdhlaqHAJ17y8V1/UMH3fLKCP74S4O3zGv7juxz8u3c4eMeCHtsYDGjouXp3iGZmAWSfmSV5IUO2bvqiK1TeKdv8CeN1OUrz2Lo0lTIBqrV1aK/64Y6ol2aC9CwurhOYqnTn7envyMxD37jcs7suFQwncBlf8Bd6MiLqxO+9HODFFY6/db8Ju0uKQz+s1ny4Qf9r0LXX/wu8/O6PYvGevyH1jfsAoWhddeRCAAolWzSVhkoxnjZQaXJcN1dfQmjkkjc0ShjCPNn57eUAiapgRm5Ta3pgERyC0L5Ms5ie3V9O6zzc8rl1A4aligfevCelCvzMPBR/sBFoZ4oKnl9mbQ9rFXcVguqojd0Podl4/mYZJybSfU9aMiMj72NDPHB671ENBVM6rjf41KUAlABfdXhnYUzDGkKr99H8TtTMCRioRTJNy5gagsb7IzgAMtC0oJBx6CqFqavA2El5z2YHQ/Y5KsgHCSGyS377OeDWs9DV7sZux/IK1n2B2y20loB0WBdEgZ+d3/Hfyr7AR5/28G0f38AvPe3h3jEV/+EdNv7mGYEvL1I8eTOa3kKoJrzMAqyV7h1yrhg9bbqkLisPCI4nb4UomASHUsO5HE8kZOz2iZcDzGXoZmYmIEePrz78I3ALp5C++idYn3snLn/1T3fUlf7dB00YCvDTj7pdD2xG9M6lNYaffayGD/7WBv7toy4CDnzPeRO/9nVpfO9rrE0Ph14hnNXHvXpDqOa+2+QGXCBjygMpQgBLVdpunhod8ttNHXJpmFSAgNSKt8INeMeCXCgGLlRMHEkL0B43Yn5mDpR50Co3evp5ff0yVBHgRbqAjz2f3OZ73eP4hSc9nBtT8JYWm7KkYExAJRRuwNseqERFmn7tP+3sHR156yLD9WUE0PZrcSxtyGu+/rrtF0M3yjyEVu+HBqE9DmU/SmxiQJhf1xT3XuDJ6LN9onXlAYRibI4bB4yj7IWYylpYqngImyKuQnsMglBggNKFMyUFPgNeauGrpLgr4EYWtfH7IVQpHXl1uYoT/Yyr1xGKIc3N2HC75N98WsfjtxieuhWCCzmBeX5SbZmEQgQHM3vfb3Rig6aRN9VIl72p0c21jwZlBM7EQI063YCj0Bil10xg7DSwnw68OjAqyAfN8XcBmg08/TEYqjR261RzHcvLt+TCautFzlh9EV5mbksEx4Yv8EtPufi2j2/gvz3t4b4JFf/xXQ4+/CYbJ7IhvuaEg4JJ8N+ein5TcAsnYaw837FjpG9cgZ+a6emEnQiO0JmAgIKnbjOcG1eGZlSUNynGLNKXjvziKsNzSwzvPbrT+VJoNq6+4V/ilbf8DG498D1dN6d5k+I77zfx5G2G37+4f0bb9gM+E/j0pQDf96kKvvN3K/jESwEentbwb99m4+fe7eD9x3U4SXQdhQBA+tZzBc40lCFFriQBAWA1naKbOt2yaWumaBFQgi1O65T5m1rFVh1yIQS8kEHpVJALgUurDAtZ0nMnysssAAD09Vd6+vlGFOXY7Al89tWwpZt8L/zXpzxUAoHvPj9YI7dawFBKGRhL6x3ztQ8y3XTkPudbxtUbWJqCoqOh6ocgzIe+cRledh/oxzkD13vPL2Z9/Ox+gTK370kHrlogHcU8ewfFLyNIHQIIARcCK1UfZ6czODmZxtmpLFZrwZ0pGqrBT89C6eI11A+bxm5LW9ck6pfBVQe14tnNyL4Xb5Yh0Kd+vInQmRz6vfh9R3XkTYKPPuPhmdsMt6oCb5trYSgruJSbqPH9aqLgUxOZTDaSaZqpKlCoNKymzB+Ih0ozHmPIN2vbM1NyEnkPepPEZVSQDxrdBk68G3j5MyC1ZdiGgqDNhhUAjmQVELQ+EYQQMFcubHZb1z2BX3xSFuK//IyPByZU/H/vcvDDb7Q3u32UeVBSRXzTuSKeWASeuBlts+XmT0EJa9DXr7T/0/p0WOeag8ssj6WaGHjc2XZOFJS+nNY/8VIAjQJvb+F8Ccj4CD+7EPnx3n1Ewz0lBT/3uBsr5mNEa66XOX7+cRff8n/K+LHP17BU4/jO+wz86tel8E8ftnBPwgaCm9E4tL/reNPxeB9MSnAOUCL14w06RZ8plKBobXVaF8CmCV6rQj5gUp/b6b1arvjY8EIcnhyD4vU2QumnZyFAetaRG2sXwFQLj5w+DAD4rRf7P7F/YZnhdy4E+PrjOhZ61MZHhQmBfErDdE5qZdvJBw4yd3TkT+34b0LIa71dBNB41oTPOPT1SyCCDyz6Lml6MXRrIFQLXNGBfaSPjgthrO9DVnkgvz8+T7LrKseNl6sejow5GM/IhsJE1sT5+Tx8xrHuyvc8dKZAhKiPKifPuCObJ1uM3XgIynx4xdNb7rfP35RrfxIdcgB1Z/3hvm+GSvBNp3R8+SbDf3rchakCb2gRcUlDV46Ft4il6xcuBBRKYJUOA3534z5C6v5Yfg1cdfo65IuKoze9JoQAk/cCfUz77BVGBfkwOPv18qb13G8jbWjww/aLl6URzKRpy+6tWr0JJdjAauoY/suTLj708Q38yld8nJ9U8Z/e7eCH3mjj6PaxWx6C6xm8655JlEyBX2qTdbidTWO3NvFnJKxBq93urSDnIbhiQCgGnliVi/25seE6Bx8vKHh1g6Pix19wvVDgDy/5eOOMioyRzEeIEoLvfY2JWgj8py/vk/G2PcjzSww/8McV/LXfLuN/P+/jnjEFP/ZVNv7r+1L4ptMGsgm9X9uhYQ1B3PzxFshRucJQHV57RerHt461mZrSMpe0wbhNt46sQ3aQFEJa6pdD3iKDfBuXluRrNTs5DqY7PY38C9VE4Ez1HH1mrl6Alz2K8ZSKN86o+MRL/g43+ThwIfAzj7nImQR/9Z7BGrmFTEBTCBxNRtzM5C2U/YNbZLXjjo58Z0Hebly9QUpXkTE1KEvS42XPR54JBhBly6RdbAhBaI/vOyPKWBDSu6FbHaEY4FQf6Gh3EhDmg6s2uJ7CStXHeMrEXGFrBzZjajg/l4etK1isuOCKgcCZaivzSILTJQXPNhXkqrsKN39iR5rJCzc3cChnRTIii4JQTbAhxLtt52uO6cgZBM8vczxySIPVws+GMhehVRrI76/6DEVHh+IUIx+0ZE0NzF2X9cAAO9VcCCiEbJnKAwAoKkD3fzm7//+C/UDuMDDzGuDZ/wNLFW07SA2O5ls7rfPbMuf2+56Yxq99xcdrplT83Lsd/ItH7I7uwly1oZopfMtxjqduM3z5ZvcbQ+BMIdQzbY3d9I1XAfTmsE7DO2NgT9wKkTcEDmeGeyk2dOS9GLt99tUA5QB479FkdTJzWQXffFrHp14J8NiNu3NstB+8UOCH/rSKCysc33ZWx698bQo//EYbD02pPWuLo0IEB28XExOTIDW9L+LPfMaRNbdOiGhq5+HMcZtsuqw3NoCgKlRK4bY4qAzC7kXtpSV5ij9fSsHPnYAS4VS/FX5mvrfoMx5CX7u4Obn0gZM6ygHwyUu9F7V/cDHAc0sM33mfAUcf7LVbCxjGUubmPqroGHA0NRGDt/2G1JFf3FFgtBtXb2Y6Z0FbfQlMcxDagzFbSgoaemBmvu/NMzOLoMMqNDmDWrk9vOmhhqFbAn4IXN/7OnLqV+CnDqHshTA1ihOTadAWB1CmpuDcTA6HclJX7jrToAM01TpTUnCzKrBY46DeOkKrhHDbWLQQAi/c3MDxiWQjwILUIdAhj62bKsE3nZZ7y7e1mcCEGJxkxA0YxtImYKQBRQd49/fWMoh8TgM0c2s8t5yjt7wuDwKjgnxYnP0GoLII+9qfo9u1dCyv4HZVYN2TG9RVl+M/P+Hi0196Fp5QkZ9awM+9x8EPPmJ3HmXkDKCaPAWnKt5zzELJAv5blC45IXDzJ2G1Lch7jzyTRik5AMDT18u4t0RBhzz2dryu1X+hh4L8Ey8FmE5R3DcAV/hvOWNgJk3x04/W4EUoRkbc4f9c8LFUE/jnb7DwV+81UbKHtLwlrOdiRlb6MgxoDDBJbH1rN0Lrcko97lDcrgpwIUCYh7A+oq9Qgpq/87MYcN51aPDSUgVFR0fa1MDMHEKrBOqX4/wZAAAvOw+tcj32YYi+cQWUB5sF+ZmiglMFit94wd/qTByRDV/gF57wcLaktJXEJAnnAln7zvtIKTBbtBMxeNtvtNKRdxtXb5AyVKQ3LqKWObrn9Yzys5fv+3GYXi+AhlAkq94quJ4CHXD+dYM7hm7930eYkQXd4wU5wFHTcggZxz2HstDaRE0Ccr0+Pp7GyYkMFgMNVS3X05obhYaO/NlbPojg8PIndny+bpc9rFSDxPTjDZiRA8Hw78MfOKHjI19t46HJFmsOD8GpBtHn5EYnMpZan0WfBrzu76vJavDtcTkJMkC8kKNgD/6euFuMCvJhMfs6ID0F/bnfAkA6bnSO18fOv3iD4ecfd/Ghj5fxP5/18YhxEW5mHv/kkSzms92LQelknttcvKiTx7ecAJ5ZZPhShC65WzgFvfxqy4VWL1+BIEpPBg4EAly3cXPdxe0ND/ccyg7tJtsgZ1JM2CS20/qVdYanbjO8p4WZWxLoCsHff8jE9YrALz+z12/ge4dKIPBrX/FxflLBfUP2IyChK7tNSem5qLbnR0E5BxRCYKhb/+au0Wc2RcCBVVeAsgDcyAEAVIW0lPJ4AUPndHPg0mIF86U7hyF+9ggoc2MXCV5mHgRCxp/FoGHo1tANE0LwDScNvLrB8ej1+J2jX3rKxbo/eCM3QI6r6yqBrW39zKQNFaW70ODNy58EV4wtY+vdxtUbEBHC3LiEcjq6d8huQQTfMfLbE1QDM7IDd6MmYQ1cteHljoFGMJpKAsrqUwQJwPXUnvYFIaGLUE1hNVBxz6HsjoPWlj9DCKbzFs4fLmDdmoFXG8we7lhegUaB525W4RZOt5xYeOGm3KMmpR9vIDQbXLWHHlunUILzk619bmhYlclGA7g3uAFDxtTu3NdTpUgdclX40HKH4XWQ4yYBFwIpc1SQj+gXqgBnvg7kxhPI1y53NHZrOK3/2J/X8L+f9/HIjIb//B4LJ8VFiGL7/PHtyFPwO0YHXM/hfbMhxmzpuN6tS35HR74z/kxfvwI/Nd2jiRUBV208fXUNAHB2dgykTeTRIDleUGIX5J94KYBCgHctDG5RuH9CxTsXNPyv53xcbOO2P2IrH3vex7ov8O3nhh+3REMXYQL68WZCe3JPd1R8xpA21R2yLUIAQ6FtZTlj9p0sckHumEoplMALd17rtYBBVdpvPELG8epKDfPFO+ZUXE8hcA5B8dbi/U2ZOQCIbexmrF4AVy3pTlznzbMqihaJHYH20grDxy8E+JpjWt8xfFFojCe22tsdqhu8sbvI4K2hI7dvP7n5tSjj6gCA1csgPICfO4pgwBvT/iEQfRi6NRPYE4Md6xUCSlCBWzgJZhbAVQOEDX6ijnC2Gf/VL1wx97TPOvUruKWM4cRkequDdQSytoYHTsyDWFmUy+uJT9XoCsGJnMDT6yZYm4jd529sQFMIFkrJu44HzuTQG0adICwAG5B+vBYwTGSb1jojI/f4nWQpoQeoNnKF0kAL8ka94ujD9ZsaJqOCfJicfC+gGBi/8omOBXnGoHjLYRXvmNfwC+9x8E8ftnBUuQUlrMDLxSjIhdhyCs41G7oC/JUzBr6yxPDFG52LPTd3HAK0pY5cL19BkOptXJ1rDkBVPH1tDWlDxcx4UeZZ9jGi20s9f6Kg4FpZYCOisZvPBD55KcAbDrXOhUySv32/gZRO8FOPuj2Nvd5NrHsc//s5D2+cUXGyMPzFWk58JDwqp2cgqNIxdnA38UKOXJvRMdtQELb5QDayyG9VGCCwaZhECUHIBdi2Qr4W8I6RZ1dXawi5wHxx60bMz8yBCB7r9QucSXDFiB19ZqxekCZeTaOtKiX4uuM6vnSTRT5UE0LgZx9zkdYJ/vq9wzlYYkIga7V+H+8YvN1dXfJq6V7o65dA/Y26wz+6jqsDABalx0tm5gyqe1l/zwNw1UwsK5jrmYEWm4q3hsCZltM0hMBPHx6oiVgz/Rq6NRCqCQGyN7vkQqDsBRgfn9o8hIuLqas4fuocilqA1WrQ036sHSR0caYopxnb7ZtfvLWBI6VUxzH7XmFmUd5L9ggEJJnplhZwIZCzm9YFqgCpic5u694GkJ9DxtbBBthY8xlH2tCgDuA93isc3L9sL2JmgONvh3P5j8DdztmNP/AGG//49RZmMnIjYDTGIvPx8k251tQ5Ui0IELx7XsW4TbpqyYVmw88c3um0zgNolevwetKPu5vataevruPsoQyoooJZRdAe3JEB2eVZqsYfmWsYu70YsUv+51dDrHkC70nYzK0VGYPib98vD05+58Ld53gch//xrI9aCPz1ewfrRt0SwSCIsuVzlghUkV3yAenyksBqc1JtaWrb2KxxR95yblcCOcbZNOZPgB0bLi9gHTdZDYf1uW0FuVBNeNkFqHG65ESBnz4cr0POGYz1S3BzO9fl9x3VYCjAb7wQrUv+qVcCPL3I8DfOGUgP2MgNAMJQwFDpTsfaJoqOAVtT7iqDt1pDR774NNyAIW91H1cHACy+CKgm0uMLUCnZs9FxNPTAjOQigrjmQHTrovX84PLe1xwhyqxSPWprgK+vEBAgiRi6AQAIBdcdED7c0eco1Kpl6JkxHJ0e60sio6bGMDtWwGxOwXrNR5iEB47gUPwyjs/NIuQCL93eeT9kXODCrTJOTiZ7KN6Aaw64YuyJeD/CPDDN6S8doQ0h49AUurMDnZoA2o3sNz6DzhhsXRmo5YgbcBRTg9977yajgnzYnP0GEOahdO3TsX7MXHkRnOrw04cjfT9hQd3BuKn7QSi4kYEOH99yxsBzS6yrxtEtnIK5/MKW7rVevgYiOIJeHNZZCK5nsVj2cGPdxT3TWQBAaI31rA3zQw5DVWKfyja0+lGN3T7xko8Jm+B8K6ONAfD2eQ0PTCj4z0+6WKztnRPavcRijeM3X/TxtnkNcxF8FZKGhi5Cs5iI8c92AnscdAijmXFpmFxZamu5Sqfos5QGWCpwq8zqOa9NjwvsGHWvBaxjh/zSYgUKJZjJ7+zsBKlpCKLE2kh5mXnoMaLP9I0roMzbNHRrJmNQvH1ewx9eCrDqdv78VgKBn3/cw6migncdGY5GrhYyjKWNjlLEhsFbzWd3jcGblzuxqSP3WcRxdUB2yIvHoKgKprImKnt0soAyH6xuppgIhCC0xgcS1ai66/DyJ7YUIDKicGKgY8SEeXLqKcF1nemZoWuRu+EFHDR0Mb9wouM6GwlKQYpHMan7ODmZgRuylkadcVDdVXjZeZyYmQQAPHdj52TEK0sVeCHH8fFkHdY3IQSBMwVlD4yt06CK0B4fyGNXfIaJjLHzUMbMQvpetbiH+WUgNQloJkxNgaHSjtO//cA4R6bNNNdBYVSQD5viMYjJcxi7/LuxxinlWORCZM227ETndnw9NPOgzMU7FzRMROiS1/KnoISVzZgzoD+HdUCAa0368XpBzoxMz/s9AcDWlJYa1E5kDIJJh0TqkF8vc3zpJsO7j+gDj9BqQAjB33/IQsiB//TlvR+DtRv892c8MI6BZzW3g4bewPRcXM/IsdIIpirDxA85UsZO/XgDVWkffUYI2cwi316QE8hT+gYh42BcdPy8XVqqYCZnte6iU03qW2O4pvvZeaj+GhR3JdL3b04utSjIAeAbTugIOPA7L3U+FPjo0x5WXGnkNqz1hXGxI7auFWlDxVjGuGsM3przyAlBtFxjwYGlC0BJSsoKKQOUkERHd5NCejck69AcWsXEdd3UL8vUhBYRckFqOtbnOi6kYYibINzI7akD1pAJ1PwQC2MOzExC97DUBEBVZAzg1FQaCgU23N7WDRpUwDQbQXoOxZSB8bTRsiB//qb82qA65ADAzALIHsiRJ3znfTMpQs5RSrXYRykq4JSAViazoQtk73inFFMGvGAwi54AYB9g/TgwKsh3BXL2G2DWbsK8/sVoPyAYzLWXYunHpYPxTodQrmcAzqEpBN961sDzyxx/0aFLvmns1qQj1zeuQIDAbzIxisRmPJSFxy6vwNGVTRMOoVoQqhn/pi6kpqaU0uH3cDJ3IqKx2+++7IMSDK171eBQmuIvn9TxmcshXh4ZvG3hepnjEy8FeO9RDVOp3VvKWML68U0IhZ86BCXYW2PrPuPIWe2LFF2hQAdV6bhDcLNKdsS2CABB05hvyEVXbeqlpeoWh/XtcC0NEuNAw8vMA0BkHbm5egFcMRGkplv+97msgocmFfyfF/0tf1szl9YYfuMFH+89qg3NAyEIOWydbpUddDiYnc7eXQZv1dI5GOuXUFTcaOPqa1eBoAaUTgAANEowlTFR9vZOAQZAvseCbJopJgXXU8nqyIXs3Hq54y3dpLmeBdesgZm7UR6CGcnmPPOkxt8TQAhgww1wLAc4+UlATWgUWFGB/ALgrsPSFJyYzCBrqlit+vEUBpyBhjV4hTObsqZTk2k8d32n1POFmxvImComM729vowLXF+rYanibTkQ3vJ09PTgZBlRERyCUHAt+UkALuTBd8poc1/PTAPBtgMw5gOqBTQ1/nK2Bo8l/xoFjMNQKcwO8qqDwKgg3w0W3oTQLCL38m9H+natfA00rMHNRy/IAbTUtTbfiN+xoGHKIfilDo7rQeoQmJbaoiPXN64gtMdj66sI88GMDD57YQmfef423npqfMuYVC9jb17IkTYV2O0Wki6cKCi4UbmT+d4KxgV+/+UAr51SMTasbOsmPnDSgK1hFIO2jY8+7UGhwLec3Z3u+DDyQJlV2hMn881wIWB1+LxplAJEtI8+syhuuzu7dBQEftOUi886Z5CXvRCLZQ9zxfbFhVDNWFpTv16QG+sXI32/sXYBXu4IQNpvFD5w0sCyK/DHV3YWDw0jN0cj+I5zw7uOawHb2Q3ZuCENelpgqBQzOQsbd0mXvKEjH9vYaWjakrqhG4p3JiUKKR0Ce8vHS45iO8lFNNYRigGmp0AS6lqrnhxV5nqb4oMQ+Ok5KEFv5m4VN8Ry2evohp/0ui6UeGvRIFlzfUznLOR1DmRiNla6kZmSEyOCQ6MER8ZSmMnZWK35kX0VVHcFbu7Elvf/5GQGSxUftze27oNeuFnGiYl0z/p3N2CYzpk4Np5CxQ9bF+aESrf1cPfG1mnogpmFxD+7AFDzGQqO3t4wzZSTrFuu37qZW/OonBMhLq8XvICj2Kp7f8AYFeS7AVXhHX8f0otfhtY0Ct4Oc+VFAGipU2yJ4BAgLcfShGLIzaNgUCnBt5w18OIKx59fa7PRIgRu4eSODnkv4+qUuXi+ksJPfepFnJ7K4Nsf2ZrX2stYkM84spYGU1VBuuS7t2JTR77c/sb8hWshll2B9xzdHf1KxiD4huM6PnslHMWg1XlljeEPLwX4uuM6StbuLGM0rIFZg8kDbcC1FHgvkyODou463ckIjNLO0WfjFseKR+Bt25wplKDWZB7WbfP2ypLcHC0U23fIhaLH6twxI4vQyMGI0iHnDMbaRbjZzuvyQ5MKDmcoPva8v+Pg8zOXQzxxi+E7zhnIGMO7joUAslZTV8yvAFYeCNof+hVTBhz97jB4q+WOg1Md5tJT3b8ZkOPqVAPy85tfMlSKibSByh46xJCj2MkZujUTWhM9G7M2Q5gHTvWuHjXMKqKXEw8hgIALHJtIww3ZzutZiM1JviQRil43B9vd66HshihYOqYzhtTIJ+knAACqAWRnAVfKEgkBpnImjo+nUA0Y/C7RWNRfBzMLCLdNHZ2qj6Q/d+NOl7zqh7iyXO0rf9wL5eHkTN7G644UcXQshbIfYrnibUn9YObYrkoOaOjK/PEB4IYM4+kOBa9qAFYOaHy+hQC4AJytenZLU6AQkngykMcY8vbBNnQDRgX5riFOfy04UZG9+Dtdv9dYfRFcMeCnZyI9dqMT3dKQhBAwI7dpoPaOeQ3TKYKPdtCSu/lT0rwoqACCQStf7akgX6kxfPgzS8iYGv7Ze07t0H0yPQVB4kWDcCFgGyoUKuOW4o6tH284rXcwdvvEywGKFsHrpgZz+heFD5w0YKvAr4y65ACAX3rKg6UC33x69xZpynyE1mA2t5sQgsCZBt0jY+s+47B1tesYr6W1jz6bMOWGdKm81eBIVciWzZofso7FdDuH9Wa4YiDuKZ2XWYAewWldL7c3dGuGEIJvOKHjxRWOZxbvrDO1QOA/Pe7ieJ7iPUOUwvghh60rMLWm9TeoynFrMwv4raeUKAVmC7YsYPZGo29guIzCLZ6Bcv2JaD+w+AJQWACUre/jWNqUBod75PWinIEZ2YE8NjOziXSAFW8DXu7EVkPaFgjFkMaXMdfGshdiMmOi6Og4PZkBhNhyaCKnCFIDMerkRgZ0F43daj6DphIcLjnydUtPyTHzpMnNyvHupushb+tYKNlbDl23Q1gAwpmUSm57/RdKDnSFbtGRv3irDAH0VZALYHPCUlMoZgs2Xn+kiIWSgw03wFK9MGd6WpqE7mIUadLxqs10NUzLHAL8ekHul4H0OKBtnZKllCBra4kf2hIcfP04MCrIdw09XcTK5BuQufyHIK3MEpowVy/Ayx3tOBbZDGX10ZY2hFYBhMnCTqFSS35hhePPrrY+uXULp0AgYK68AK16C5T78GNmkAdM4IcfVbDmMvzz955ufdpFVTAjBxL1lH1bty5nal1PX7eT1gmmU7Stjvx2lePR6yHetaD170LaBxmD4OtO6PiTKyFeWTv4HapOPL/M8NlXQ/ylUwayQ+wqbkeADETPtR05tr433KG8kCPfJn+8GUtvH302Ycrrd/vooUIJ3CZDGDfgUNo5x0E6rDuGglKnKBSqglM9lvbPz8xBX7/cdeNlrL4EINrk0tvnNaR14Nefv7MZ/+VnPCzVpJHbMNeWWsAw1jz+19ACWnmgeKS1eU+dtKmilD74Bm8+4yDT9wPLL212+toihIw8K+2UlJkaRTGl76kueeIRjZuPWy9i+yhYqLeGwB4Hs6OZjAWp6VgFLmPSl2IyKwsJS5c6Z0OlWHdl91NOEez030kCpmc3917DJgilSebRsRQ0SuTnPj05mF+mO0BqXBZuTVia0v5wSggo3iq8wumWckhNoTg+kdrSIX+hXpyfmOjtPtxoQtnbJr40heJw0cHrjhSxUHSw7vpYroXwzBJo0P8USGzq8rikvR8AOSGQMtTu+mwzh803L3DlFEQLio4OL+Y+vBOMC1BKRgX5iMGhKxRL818DJawhc+WP2n8jZzDWXoYbw9ANnEvztnb/WXNkjmedt81pOJSm+G9Pey1HTdz8SQgQmMvP9eyw/u8fq+GpJYq/99bjONYhnkKOvUXToW3v1jmG2tOozIlC+4L8914OwAXw7iO7Py7zl07qMNWRlvwXn3SR0Qk+cHIX3xMeQKhmcjm1nX6V5sjP7C5t5LY8FyEi6cQsXWn7WZyoT4JuL8hVSrckJVSDsGMn/pWlCuaLTlftINdskJjRZ5T70MrXO35fw9DNT3fXYJoqwfuO6vizqyGulzkurzN87AUf717QcKY0/MmbTPOhirsujZgoBawCoJpAhwjK6awFAXFwDd7qf5Y2+6D8H9ef7Pz9lVuAt75p6Lad8bSBoI18Y6gIBkGo1DJ3oewFqMaNbSMUodVHwcIZKGfwo0rzUDd3U63IcWIbXojpnAlNubNmGCrF8Yk08paG1ZoPsOQN3e4839Su6Mg5BypeiKNjKVkU81Am9piDmZYAAOTmdhiBmaoChbZOH1C8VQTONEKr/Vj2qck0Xr5d2Wy8PH9zA9NZE+kIaRGt8JlMDGmnndZVirmSLMznig6WaR6VamXo6QmDlMdVfYaJKIZ4ui0PWvyyvEe0kTqkTC3RkXUvZMjZes8eAfuJUUG+iyjjp1HNHkP24m+3XaQ75dx2opP+SWw7ZVMowbee0fHyKsfnXt15E+aaDT9zGObKc9B6KMg/fsHH77wc4oOnDXzVyc4ZiszIRNZ8bu/WGRrtaTLwREHBrarYkRXMuMDvvezjwQllV128G2QMiq87ruOPL9+9XfInb4X44g2GD57R4Wi7t0DToIpwQHFnrfDTM6D+7uegCgBmhJNqVWnz3giOok1BANwu7+yQ+4xvdi3cgLd9HCGEdFjvMK7egOtpEB69i+Zn5wEARpexdWP1JXjZzoZuzbz/uNSz/9aLPv79Yy5MBfiO+4ZrVOOHHI6uwlDr6xlnAIjsZgGyKC8caWvuBsgCZjZnH1iDNzdgyFka1InTcuN5/fHOP9AwdGvRIQek0VHO1vrOZO4XEtajvLpsbKt+CCHkRj0uzBrreSRbdVfh5o7FO+QkBH76cKQkiiDkMFSCUmrn46uUYL6YwlTGwroXIKSDOWjlqpmsG30UBLDu+jhctJFppGN4ZemcPQCDsE2snPynSQJDiJyy8bc5cZPQBYgKP3e04/V5cjKDkAtcuF2GEAIv3NzAiT7iztyAR9ImG6qC+ZKDh07OYyxtYMP1UXbDoRXmhAUIreJAHptzgbwTsbmROQSUb+8wc2sm6U62F3IU7wL9ODAqyHeVlKXh1ux7YWxcgbXYWqtmrkpDt8gdcs4gqNbxpiYUHVw1gKau0VvnNMykKT7aoUtuLj8PY+MKQiPf3v10G0/cCvHvH3Px+gmBb3vNVNfvF6oFTrVIxifbu3WGSqErJHbn5kS+oSPfuro+diPErarAe4/uncXgL53SYdylWnIhBP7rkx6KFsH7j+3ue0J42FEWkjTMLIDsshA1CDkcTZHjjl1oF31GmA9qppG39R0dcqBuuFT//NZ8BrXNTf/WhodawKIV5GoKhEUvHv30LARo5+gzwWCsvSSlRBEZsynePKviN1/w8aWbDH/tXhN5c7i34FrAMJZu+ux461Lv2Rx7lBqXhwwd1uBiyoCt04Flzu4mHqs7+ioaMHEPcO3xzj+w+KIc1S60vxYmM2aiY5y9QCOMYgeMww05zs3mUErpsaUJMgIy/jpFgiq45iB0uu8RdvzOTXO3zq9vxWeYLdhoZyRNKTCTMzGbc7Do0djytygIxYAgtOtzTZI1N8BY2sB4umlPyEOZGT5oCkeBYOtBctbUtkZACg4lKMMtnoFQOt/XN43drq9jsexjpRrgZB/68ZBz5CJIsBoYhompqVncO66ilDKw4QUou+HAhx4IROQ9dxxCxqEqFE7UItouyn9S7RtrmkKRMtQt0279wIVAqkPM6kFiVJDvIpamYnnyEYR6BrmXWkegGasXwFSrbc7tdqR+vLv+iRn5TWM3QHanvu2sgYtrHH/aokvuFk5BCcqwbzwauTt+s8Lxo5+rYTpF8c/PhyBGhAWFEIROhPiz+gK4vVuX7kFHfqzQcFrfuoB84uUAOYPgDYf2zmKQNSjef0zmkl9ev7u65I9eD/H0IsO3njVgqLs7vkRAwLXuxWBSCNUEM7LR/RUGgBdy5CKeVGuUQmCnmVXD32IsbezokAOyhA85B+cCIRNttdWX6g7r8x0izxoINV4XWigGgtR0x+gzfeMqKPPgxpxc+sBJA0wAR3IUX3ts+KkNQmDreCcPd8YeKZrsgLg7M38bUAocLjioBeGeMSxLhPrfkjLra/6mjny1/c8svgDkDksn4jakDBWOsbsO9USIjqZQXAis1HycmUojZag4XHBiP1+hmuCqE3mEXP6QgBJU4RZO9tSxFYohI6mC9hNEbsCQMhTkrC7rF/NRKhZx3+ECNrwg+amGeo50rNenDypeiJShYjbv3Gk8swBQjMGOqzew8oBqb5HAmMZWOZPqrcJPH460b83bOiYzJp67sYEXbjb0470X5NIsLOb+LjMNQ/iYLVi491AWpZSBdXdwhTlhHriWkglJCVP1GSazRvRxcN0Bpu4DtM4JBAVH3+IH0ytCCBCyU+N/UBkV5LuIoVEIxcD6/Lvg3PgLqJWbO77HXH1RjqtHdPyUY2ndO3fMyO24KXz1YRWzmdZdcjd/CgCg+muRCvJaKPAvPltFyAU+/CYLKY3sGJVv+9zMEmiXjpbPOBxN3dGty5gq/JhzRI5GMJPeqiNfrnF8/mqIdy5oW/Rme4G/fEqHoQD//Zndc2sdNlwI/NenPEw5BO9eaF3IkNCFWluGWl0caEwYYT645gzkBtmJwJmGshuGMnWYEEh1yB9vhlLAVFtEn3EOrqdRShstO+SA7JAHnKNTpddwWD8coSDnihF7TNTLzHXskBurF+T3xeiQA8CpooLvetDEP3vYGrpJpBdwpM2mcXW/DNgloNVBaWZaCk87dPIOosFbY1x9874ydb/8dycd+eKFtvrxBoQAh3J2IpvU3hHgHTbSSxUPx0opjNU7qRlLRcZSY2vJgygH6k0o3hqC9Ax4H+7vgTMJ2s5jQ8j3daZgd5fghi5g5VFMGTg/l0fAOTbcZO8lzMjEktD0SmN6ZaHkbJ0K8MpAdmagcZ2bUAoUjwLuHQlMc2QmCargig0/Mx/5IU9NpvHcjXU8f3MDKiVYKPV2MN4wC9uSNhGFpkxuQ6WbhXkxpWOtFiR+6EaDKgK7s9SzVwLOUXRi7GMIkTKELuRsvW3KShy8kCNlaO3z0Q8Yd8dfuUfRFQpKgNX59wIAspd+d+s38AD62kV4MQzdCACuR9iktujuKZTgQ2cNXFrj+JMrW2/CfnoGrP4z3eLXhBD4iS/UcHGV4wcetjCb4uCq2XUcqQHTUwBER/MTP2w9amTpak8dmxMFihebCvI/uBiACQw1jigqOZPi/cd1/NHlAK/uUpc85AKffiVANRhOe+yzV0JcWOH40D3GlgMSwnwotWWotSUABG7+pIwr8tcGFk9CwyqCAeWBdoKZefmZ2AVToAamHv2W0Sr6jECAqzbGUrIg3x61KCDH6AImOn6MLy1WMJExInU3oq47zfiZeWiVG20nEozVCzKKMmbaBAB8/Qkd89nhn/jvyJr1a1tys7egWUB2uqOWHDh4Bm+b4+oNxk5KHXm7sfXqElBdbKsfbyZjqjA1imA3Rtd5CK4YbQ8RlyseJjPmlgMuQggWSqnYWnJm5CKnQhAWSB14jIKsFdLczW7Zea54IYqOjnSUw0QWbBYcaVPD+bk8dJVipZpcAc31TNeGQ7+ETKAWMBybSN05gGsgGJAa4v3LGZPRanUJjEoJbE1BEARyMqJ4WhrMReTUZBor1QCfu7AoHeN7LNZ6NgtTDdn5b7o3GCrF4YKNM9Np+GGyayHhXHo/JEyj+5w2k58AtXUlEa8EN2AoRtW3HwBGBfkuQgjgGAqqWhGVqdcje+n3tzgpG+uXQXkQeywySjQCVy35BLZtiN88q2Ku3iVnzd0tQuHmTwIA/PThjo/937/i40+uhPib9xl47bQGGrFrvwnV6h389jppJsSdscImTFUBpSR2UX6ioOB2TWC5xsGFwO++7OPcmIKZzN4clflLp3ToFPiVr+xOl/wXn/LwY39ew/d/uoIVd7AbTMYFfulpD3MZirfOaQAPoLgrUGtLIJzBzx5FZfJ1qE2+BmFqCqEzCS97FGptZSDPh3AOrucG8tidEIqB0CqC7sLYesgETJXWteHR2BF9JhgEUSAUA2NpAz7jWHe3bkzlyLpAyHjHG3rDYT0SVK37UkQvLLzMPAiEjD9rgbl2AV52YbCmSElSVw9srpmhJ4vuNk65AGSsTZdJE0OlmMnZKMd15N6LbB9XB+7oyNsZuy3KSQkUuxfksktuoboLY+s0bB+FWnZDOLqK4xPpHcVJ3tZg60osPSjX0pF10oq3Ci93oqdDsy00zN22xWwJAQRcYCrXecR2C01TBKam4L7ZHPKOhqXKzgPEXuCqNViVh5Au+UdKDlLbDyxDT0YcDkCP3BZFlUaRTfGBGUsDryzDyx2Pna19clI64N/a8HqOOwNk97UQQz++hcyhLWZ1DRxdhaagbeRnbASHqMsckqYWMBQcYyDdZ1NToCoUIetvb8iFQLZbPvoBYlSQ7zIpQ0PAOFaPfA2UYAPpV/9k878ZdUM3Lx+tQ94YpY102khVCNXeMTqlUIIP3WPg8jrHH2/rkruF0wA6F+R/djXALz7l4W1zGv7yKXmTpcyPHSMS2BOgHfJwBdAyN5FSeTrnx1wI7hi7MTxxi+FaeW+ZuW0nb1J8zTEdn34lwKsbw93gPX4zxP981scDEwqurHP8/U9WcHVjcEX5H14KcGWd4ztOh9C9ZdDQg5+ZR3XiNahOvhZBZhZiW7ZukD6MwB6H0kn72Qv1DRnTh6cfbyZITUtH2iHjBiz2jdHUKVjTBlbKabIAIRird2p3ZpFT1Hwm3dbbPK4fclxdrUUvyCHjhhJzWhcMxurL8LLxDkp3EzdkyJrqnQMVb0NukjvkvMPMyE5QF3f/UsqApe1/g7cd4+oNpu8Hll9urSNfkvdolKJdC1lLh6aQ5DbsESHMb9ll80KGUHCcPZRt2WmUXXInniyBKnWPms7rFPXLYGYRYULjuKyRetF0EFD2QkxmzC1j0m0RQp6abLuXaArF2aksZnIWFivbGhU9MGin9TU3wGTGRDHVYv/iV6SJ47AjpBp55/VD0TSq8LQMggiRkdtZKDmbXf9+9ONCCKR6jEvrNLads3V4CR26kbDuCTWAg99awDCRHpzsrujocPucBhIAbGOfHHonwKgg32VsXQETArXSvfDSh5F9+U4Emrl6AUxzENiTkR6LMBdhBGOMBqGZb9mFftOsivksxS8/s/Xms3r063D1DT/a1nzjlTWGH//zGo7nKf7Ba8zN03YBEdsAi+uZtq7SYSik23MbbXfW0mI72h7LyxGbF5Y5PvGSj7QuX4e9zDed1qHR4WrJ1z2BH/98DYfSFB9+k41//VYblQD43j+s4Pk2We49IxjC2jo++lQNJ3PA645NozZxHtWphxFk5qTraLuNBSHwCichFBN0W9ekHwjzwPQMQHfn1LZR0A7TpReQEylxs141hW7ZeEqXZ9mlG6uPBbeKPvNCDi/gUNq8t1dWquACmI+hHeSaEyuLPLAnwBUTeouCXCtfA2Vu7Mml3cQNOEqNUeztUWedKBxp2Qlq5qAYvO0YV28w/YD8dysd+eILslsWseOoUGA6Y6GyCxMF2+/BjAusuwHuPZSF1cFluZgyoCkUQYxD7tAeA2UdCnLBQJkrmw0JFYdC0evmbnK9Z0yAAJjIRiw6mC/fxxbFD6UER8dTOD6exlLFi/Va7HwwbUfKTVJUXGniNp1rMyUpOOAML65zE9UAsoelUSQLYCoc1dypyN5IzSiUbBbifRXk6COiS7MAIy09B7aRMTWECcnKaOgitAajHwfkpMKgKDh6X07rAeMwVQWGOirIRwwJQ6tvWgnB2pGvgbn2Eszl5+R/W3lR6scj3rAoC2NpTZiRa6llokR2ya+sc3zm8p3/zjUb1fEHWj7WuidN3AyV4MNvsu+4YAsBgEQao2+Gaw5EmzFTN2QdFxJHV2OPllkawWyG4os3Qnzu1RBvm9eh7zEzt+00uuSfeiUYaIe6gRACP/XFGlZcgX/6sAVLJThdVPHTb7dhqsD3f7qCL17vc6MpOKhfhlpbguJv4LdfTeFmjeBb33wGQf4YuJ6JvoGjGmqle0B4mJirLQ1rCK3h68fvPAENoT0JNenOfxcI0HHT3ort0WfS5VkWLu065ColcAOGWtA+8uzSouzYzkUwdGsgnY1jXJuEwsvMwWhh7GZuGrrtk4JcNPJ/62umtyFdwZUImzErL511w84xi2lTxgDtW4O3xrh6K51xJx354ouR9OPN5FI6FBI/nrNn6p1frlpNXxJYqXo4OZHpmpygUIKFooP1GOZmzMh29LpQ3TV4mYXEkyoCZ2ozB33DCzGdM6PLbEIXsNpL6wghmC3YODeT7du8i+nZnvPa2+GHcqpoh4lbg9CVReQuTXchOyP167UV6FNnQQ2752mD1x8pYqHkYCrbW158wDhsTelZfw4AyMy0PKyMe5/sBIEAN3o/dGiHFzI4utJyyjQpbKM3P6cGbsBQaDXlcYAZFeS7jKEospMsgPXZt4CpDnIvfxyE+TDWXxmIfjzK975xRsWR3M4ueSsYF/hXf1bFrarAD73Rwph957Ii3Jeb8LgjN4QgtFq7tfIu3TpTp+hlnT9RUPCVRYaAA+/dg2ZurfimUzpUCvz3rww+l/wPLgb47JUQf/1eAycLd97PmYyCn3q7g+kUxQ/+SRWfuhT/5J+ENSi1JSjeGpiZR23sfiyVXo9fedbDPdMZ3D8bffKjGaHZcEv3QvHWEzF5I0LEll8kjZc7hsAqQa0tD+X3hUxAU8hOc6AuaNsKagFsFgUZU4Wu0hYj6wRewGQGeZsDsUtLVegKxXQ2ui5UKPHHRP3MnBxZ31ZYbBq6RYx/3G0acoPNiSIeSBf1KBBS1392NncDgOnc/jV4c8Ntr1EzVAUm7wWufXnr170NYON67IJcowSTWXNounvCfXmvb5KyLVd9HMpbmM5FK2jGMgYUSiIXUEK1wJXWXWASuuCKjmAAnx+uZ8BVB6FXg6ESlFIxCrYmQ7dOjKVNnJ/PwwsZym5v7yEzsolGn3EOVL0Qx8ZbmLg18CrSF2K30G0gPQWkJkEy08g7Ws+HGu+/bxr/7oMPxDdkq+MGDPl+zcLsfMtJNUOlMmGkX3M3ziCoFruZFYWazzAZ4/7ZC7Ym/Zy2JzZFxWcc+YgxqweFUUG+y1AKWKqCgHEI1cL63NuRuvY52Le+DCLC6A7rdfMHoUa/AQnVhEDr8VdKZC75qxscn36lc4H18094+NJNhr933sTZ0tYOAwldMKO3Yiq0ii3jq7gArA5uz7pSXxBjbgxPFORjni4qWMjtjzGZgkXxNUd1/OGlANcG2CW/usHx77/k4tyYsukN0EzRovh/3+rg3jEFH/l8Df/ruYgHBEJAqa2ACMAtnUNl+hF4hdNgZh6//fQtrFYDfOjh+Z5vvIB0J/dyx2UB288omRAQIAMxWIkFVeAVTg+tKPdDhmwPN0ZKAV2t62U5k74VdZdnQoh0Wm8xsu6GskPeKYN8thAvNoz3YBrlZeah+OtQvK3mgObqBXiZ+X1j6OaxpnH1TlFn7djmktwOQ6U4lLP2pcGbFza9Rq2Yuh9YuQjUVu98balu6NYl8qwVxZQuE1GGoDwh2wzd1t0AOVvH0bGdJm7t0BSKw3kba7XoRWTYygdGCCh+GV7hVCxn7cjUzd386hpmC3brTnH7H+6ar9wgY2o4P1eAogCrMV6TBkJ1QBJMy1h3Axwu2l0cswVgxzDXHQRjJ4GJswAhKNg63D5GmvvBZ7zrZEhXdEf6DbSYHsol8LfRsCrH1Qeg92dCtEwpShJKiZSP9uotIqTp9d3EqCDfA6RMBX5d87y28D4QwTD21M8BANzIhm4Nw6QYbymhMhOzzUntI5tdcr/tyfgnL/r49ed9fP1xHe9pYYJGeSifVw9wPbWjqxUyAVPr7vacsbXY8TJnivJm9r6j+6M73uCbTssu+a8OqEsecoGPfL4GhQD/5PXtCyFHJ/hXX2Xjq2ZV/NzjHv6/L7udT0c5g1pbRGiPozrxIJhV3Nyklb0Qv/6lV/HQXB5npvrvSAfpGZnj7a32/BgkrIGZub1RiA2xKA+4QKZH8xuzHn0m9eO5LZuLsbSBxW0dckoIuAC8gEFtc53FclivIxQj9vRcI4ppi7Gb4DDWXt434+qNj9+mc3inqLN2KCqQX5D6zy6UUibM/Wbw1mlcvcH0/fLf15+487XFF+S/Izisb0dXKMbTZuyM715ovgfXfAZCZHRUnAMtAJjImnLKJWIhycwC6DbJmeJvIHAm2jq+J8GGkoWpq8jFiXMSAoDYYejWCUtXcP9sHhlTw2LFjSWT46qZmN3Cei1A0dEwnu7QjAmqsvsf8cBhYCiaXE8AOFFi6AYEQR/68WYyh1qaXmZMrefOMCD3GjT0EjM8bIZxAZVSOBEiQ/ul4Og9TUEwLqAoJJoZ4wFiVJDvAVJNJhBBahqVifPQqjcR6pnIelUauvGixeows9DWfIUSgr92j4FrZY5PteiSP7sU4t8+6uL+cQV/+4F23YX4+vEGQjHA9NQWV+mGE2430qYKP2b74WRRwc++w8E7F/ZXQV60KN57VMcnLwW4Xk5+I/zLz3h4bonhe19jYdzpvGToCsEPvMHC1x/X8evP+/jxz9cQtJhUIGENqrcKt3C63i3Z+pr/5pevouyF+NDr55L5IwiBlz8Orjqgfvfx21ZIg5Vd1I9vp1GU2+P1HPbB0euN0alHnxHm7TCcbGSRb4fU7Rxbde/WagFWqkHsghxUkdFKXbq8zXh1p3V97dLm17TyVdCwtm8KcjdgKNh15/DQkwWH1cPEUnpSTlJ1MRNUKDBXN3gbRvc3CTqOqzdo6Mib488WX5TTAxHGnFsxnjEQctHX0E405D04YBzVIMS9h7I9aUdNTcFM3sJGRC05axjdNf5AHm7GVA4KIQTKjGJ65ghInHW+g6FbJ3SV4p5DWUxmLCxVo8eiCcWQzZM+zTldn8HQKGaLTudGql/d3XH1Fti6Ktf6wX8AtsCFACUJFXt2oeV7aOlKbwcumxODAtXJh2QDIGEqXojxjCHjgQdMxtTQPi+lPV7IkO8lI36fMyrI9wDbNT+rR74WAGIZuknDpPjmD1zPdJybe/iQiuN5il95xkPY1CVfrHH88GdrKFoE//cjVutu1uYYfe+nsqE1sSV3Oarbs6UqPUWLnCwq+3IR+ObTOihJvkv+9O0Qv/oVH++Y1/BVh6MdVFBC8H89aOBvnDPw6VdC/OCfVFEN7lw7irsKwhmqE+cRpqZ3XOOrVR+/9cRVvPFYCUfGEhwPpyrc0j0ggvcWHUbQ02dsoFAFXv4kAntiIEU559JoLa5+vEEj+owIDqFuLaLH0gaWq/4Ox2IpDGjNpSXZjYjjsN4grtM61zMIzcKWDnnD0M3NDa6oSBKfcRSc+mGptwEUFnobgdRMuaGP0CVPmypm6uPNw4736gU34Ch205Nu6sgfv/O1xRd7GldvYKgUY2kdlUEa4dXvwUwxsVrzcWYqEzstoZnpnFU/RIjwvlINoZEFqR/4q+4a3NyxWLK6uGy4ISbSJtLjc1ITHpXQ6+2gClJmc3IijdmcHT0WjRAwPd2XjjxkAj7jOFpK7Yzqa6bxXnUwrNsNFEqQttTYiTj94gUcGUtLpiA10oBi7LjWNIXA0dTNydcoEBZArS4idCZQnTgv9+YDIOBd5DkJ0mtkmTxIvrv048AAC3JCyCwh5I8IIc8SQp4hhPz9+tfvJ4R8nhDyOCHki4SQ1w7qOewX9G2b3er4g6hMnMfGoTfFehzewziSNFlqfwMhdcf1a2WBP6ybdflM4MN/WkM1FPiRN9nIGK0voztj9P3of7M7TiCjuFgaqiysh3z4umuULIr3HtXwBxcD3EioS17xBT7y5zVM2ATfdT7eJooQgg+eMfD9rzXx+C2G7/90BSu1EGptCczIo9bhhvO/H3sVfsjxra9rn3ffK0I1USvdC8XfaOng3/4HGQCauCtwIlAFXuEUAnsSanWxP538Nrx697DXj7BGG9FnZMf61Ig+Wypv3ZR2+lW9OKw34Fr8DbCXmYfe5LRurL4ETjX46eSvzaRpxCqnTFVe64RGizprR3YmclTTVNbE8YkUKn64t8fXtzvQd2L6/js68qAGrF6Obei2nYm0iZCLvhy7O9G4By/XfCyUHIxn+iuGbV3FeNrERkQzM6kjd0GDKpjuIExN9fX7O8GFQMA5FsYcwMxGSgfYhAU9F+TAnVi0Y2MpLFU8hBFi0biebRk7GwUhgA0vwJExp/t+KKjISQ517xU4Rbu3keZ+cEOGQr+Gbg0IAbKHpDfHNnJO9Phd6m+ABmW4Y/e2nBhMisZBWmevgeTQFApHV2IdTACyIklZezt2eBAMskMeAviHQojTAF4P4LsIIWcA/GsAHxZC3A/gX9T//12NSslWEzJCce3hD2Nj7u3RHoCH4Iq+aZgUB6EY8sPfoTh5/bSKE4U7XfKfetTFc0sM//h1VkfzM9qHoVsDrqUAoshMaiagR3R7phRIGfEXgv3MN582Eu2S/8xjLm7XZMSZo/VWkb3riI4feZOFK+sc3/vJCi6SWbils22v1dsbHj7x9HW87dQEZvLJu4sCADdycAunobrRTd5owxiph9zUoUAovMJJBM5U/+Z1TfiMI9uH+YuuUrk+UW3He34n+mzrtEJdzdmSV5aqyFlaT+6rXHdAYoysA1JHrm9c3lwfjdUL8LMLgzGkShjXl10GlRLZ2c5GjDprh5EC7DHZaY9A3tZxeiqNkHNU92gcWqRx9QZT98t/X38cWHoJgOhJP96MpSs4MZGGqlCsVgOU3TDRQ2QauljmaYynTMwVkjlMnC1Y8CPmcHMjCwIOGlRloTHA9XOtFmAmb8PWVVko5eYiX6tSP96fvpoQgsNFB2emMlhpMfmzHa6nQWOuRw3W3QDTWSvaOhi4Uuu8B8lY/Wmte0Gm9CS4ftvFlvvnlBEhflcwqNUlCNVGdfK1A9GMN1ML5GFEX3FvMck7OmoxDl2EECAEQ9G47zUG9q4IIa4LIb5U/98bAJ4FcAhyr9VojWUBXBvUc9hPpK34JmQNZLHQY+FLSD2PvH0RRwjBX73HwI2KwD/7TBWfvBTgQ2d1vGm28+au1zH6rQ9CEdpjoEEttttzxtLuqoJ8zKZ49xENv38xwM1Kf3/3py4F+NQrAb7trIEzpf4WxodLNfzkGwXKTMX3/f4SLtzeGWXX4H88ehlCAB98zWD1bmFqGkF6Fqq70v2bAVDmIbRKA31OfbNZlE8mVpQTSPlHr2iUgjK/5fq0WZBvc1p3dBW21vqau7hU6ak7DgBcMUBiClm8zBwoD6BVrtUN3V6KHUW5W/i8Pq4uhJzwyEaMOutEfk5u8CPi6CpOT2WgKRTrtfhxiIMm0rh6g+Y88qUX5df67JCDM2T9mzhd0nF2OoNiSseGG2CtFvQfmwTA80OoTgYnJtOJaUbTpoZCKtqoPVdtcGogSM8MbAQXAELGQSAPCzZx6n4fkXTaJJahWyemclakrHKuWhA9jB5VvBAZU4sW+yg4ANKzz8Gg6Vlr3QdCJJsVDiMjD2i3Ha5YuiJvoG3+QBK6UGsr8HJHUBu7ry9pZ1RqAcNEejjj6g3yto4whqGIF3KkTS226eRBYCjHJISQeQAPAPgCgO8F8G8IIVcA/ASAf9bmZ/5WfaT9i7dv3x7G09xVHF2JbULWgDC/r050aBa6jk69dkrFqQLF47cYHplR8W33dP9QN+cO9wMzS6DMg8/iuT07ugox9OV+d/lgAl3yG2WOf/dYDWdKCr7lTB+jXYJDrS1BqA7mTr8GP/6X7oOuUvyz33gSX7q8sxC+tlrDJ5+9iXffM9n3aGUUvOxRMCML6nXXxUIAbIAbysRoFOWp/jvlnEs/gF4MoBpQChjEh6fufO2KKXltbTd2MzWl5YaJcYHLy9X4hm51epkganZa1yrXoYQ1eNm9X5BzDiiEyNiYxsiqnkCH1MrLTnkMDwZDpTgxmUbO0rBa9feOjEgAIE0O9N1o6MivPy7142buTtHXK2FNygjcddgKx+GCjXMzOczlbQScYbUawPVZJ1VZ+4cOBUIucPrwROIdsbmCHa3rRQi84hl42YVEf/921twAC2MOjObDQ1UHMjNAt/U99GRGtpJcR66UNvHg4TxqQdjWSZ+rJkjM99UPOQgB5ks2aJS31K9IQ8Z+JmMGiKkpMFQaacQ/CQLGYWnK1uukXyiV+erb3NZVSpAyWmvkFXcFhIeoTjyIIDM3vMk7AWSs4UoXHEONdRDuBgzFu1A/DgyhICeEpAD8OoDvFUKsA/i7AP6BEGIWwD8A8Autfk4I8XNCiIeEEA+Nje0hZ+MBYWi9mZA16EfbyrXumZiEEHzPQxbec0TDP36dBdrtZJczCKolYuDC6l32uM6Ypjb809fdZty50yW/1UOXnNUjziCAf9oh4qwbhAXQakvw07Oolc5BqCZm8jb+9Teew1TWwo/89lfwmedvbfmZ//4Xl6EpFN90fkhusFSBWzgNAtLZ5I0zCKoO5QQ7EQiFlz+BIDUtjd56rID8kCFjqn3HoFqaAk/Z2X0yVAU5S2vptN6KG2su/JD3XpBTPX70WXoWglDoa5dgbBq67f2C3A1C5B1NjqsHLpBLSPNOCFA4Cng7NZOdUCnBQimFqayFtZoPtgfM3tyQIWuqXSM0tzB9P7ByCbj6mOyO9/vhaLw3k/cCtRWAM2gKwVjGwD3TOZycSMPQFazV5Dh71DN7zoFKrYb58RxsO0FjzDpZS0PaVFHzuxflMipycAWhH3LoKsVkq0Pc7DTAunTyQ28ghmdZW8ODcwWEXKDcSnNPVXDVAoloPseYQC1gODqein7Nhh6QSWAyZoDIaKzhFORewFFIDaDYS423NBHMW9pWeQcPoVZvI7TGUJt4CNzIJf9c2uCHHLbe+rB7kBgqhaqQaGaHkJKCTIQkpYPIQAtyQogGWYz/ihDiY/Uv/zUAjf/9vwDc9aZuAGCqvcckgJC+OtFCtSJt2k8UFHzfay3YEfTElLkydzgBhGoiUGyowo/l9qzV9eb7wek3ST54WnYCf+3Z+F3yX3vWxzOLDN/zkImpVG/LA/XLUPwyqqVz8HPHtkTJFFMGfuwb7sWZqQx+8pMv4De+/CoAadb1Jy/cxvvvm0Y+KcOVCAjVRG3sXihBpW0kFg1rMu5sP7nvEwovfxxBeiaWVr4Zr0/9eANTpfDQujtdShu4XY5mtNaPwzoAGX2mmrGiz4Siw08dgrF+CebqBWnoltn7hm4+FyjYhtyQq1ZfhlU7cEqy4xbHxRqykTSTt7BQdLDhhT1LtJLCC3twG27oyMs3+x9Xb2CkgcwUUDoJVO4coFEKZCwVJ8ZTOHsog/GMgaofYq0WdJZiCakxPpylSBcmknmO2yCEYKHkoBrsvjfAuhfg2FgKaqsi1cjUzd06HLgyP9nPRxMpQ8WDh/OgVL4nO361EdHYrW7iNlewkYqqreVMTnWY2ZjPerjkHR0+G46xm8cYcgnc03ZgZqXX0TYtuW2qmxp56peh+htwi2fhFU7LGM4hUvFDTGYHP3m4HUII8o4WWUfORe/u7PudQbqsE8ju97NCiP+36T9dA/BV9f/9VgAvDuo57Cc0hUBXSOzOAeG+zPnuw2RIKLp0QI4RCdT1eYVe77r2FmxoJeQ1P3ZNJHXkw3Xx3G3GHYp3LWj4vZcD3K5G3/Q+uxTivz3t4S2HVbxtroeblhBQ3BUIqqIy+Rowu/Vki2Oo+PD7z+KRYyX8l89dwi/86cv45S+8AltX8IEHZuL/3j7hekaavNVWWuoNpQZ6b0XGRIJQeLnjCFKHeu6U2/0aq7AAhmUjIK0fZyxl7NCQt+PSUgWUbNOJxoSrTmyndT8zD2Nddsj9zPyeN3TjHFAJgWOo9aizI8keJlEFyC9EikBrRSlt4NRkGl7I5Tj2biDqTr5xzZ3GTt4x/+oj8gyAPBhS9Dva5fwckD8MVHfGF1qagkM5C/fOZHGk5AAQWK0G0ixv28d6zQ0wltYxZgmZkzwg8rYOU9td49SqHyJtqpt+FDsgRF6rHSc6SN+Gbp2wdAX3H87B1ChWqlvXHqZnI0UxrrsBxtJGvAMkf0OOUsfMVh82fd9j9sLvo4rskgdb/XFsVQWFAK0uQVAN1YmHEDqTu3K4z4VAbojNjmaKtg4vwj48YByWnrCkYB8xyA75IwA+BOCt9Yizxwkh7wXwnQB+khDyBID/B8DfGuBz2FekDLWrM+d2SMP9uU+YUQCNGhESAYL+xui3U1MzyPRwapYxtZ61+fuZv3LGgED0LnktkBFnJYvg7z1kxc9i5zLSLLQnUBt/EKKLQY6mUPyjd57E19w7hd98/Bq+cHEZH3hwJv4GOSFCZxJ+dk4W5dsQEJuyiX0HIbIoT8/EKsqFqOvH+70xhi60VKmtHGcsbWBxw4uUa3xpqYKprNXXzTpuFjkgo8+06k2YKy/ui3H1mh+ikNKhoBF1NgDJV3qqvsj3VlCnTRWnptIAQetx3gGguitQ6nrinsbVgTs6cqD/DrlfBVITdzbnhMgi3y7K8fUWqJSg4Og4M5XFqak00qaG1VqA9VoAxgSqXghHVzCbd0BAk/ENaAOlBAtFGxve7pn1VfwQx8fSne9XTgkA6WDuJhIzdGuHoSo4N5ND3tGwVLmz3nHN6ioXrHkMlqZgJm/Hq+NYAKQHMyGRJLYmI2oH7bYuhABBPNljLNKTO2L2KPeQxzo2rEOojT+4a7GpjAupad8l53LbiPZ73YBFN9k8gAzs3RFC/CnaR8qeH9Tv3c+kDBWr1RBxhkooZzLru0+YmYNWuYYkS1ee4E0uVByYVJU31RgGGKZKQeOo80U9dGmvxltFZMKheOe8ht99KcAHTxsYs+XfQ0IXil/Z3AQKAKAK/sOXCG6UgZ94i45UzOY4CapQwircwulYp78KJfhbbz6CsbSBv7i0jK89t7taNz97BEpQgeKt3flM8QBCMRLxQtg16kU5QKBtXEFoFbu+R17IkDbVaMZBnQg9qPkC0GZidCxtoBYwVDzW9TDmlaVqvTvYO1xPgW6wWOtcw9iNMhfePijIAy5QsPVkos7aoerysddeBezeJqEsTcGpyQwuLlawWg2Qs7TOIfR9QP0NcNUCDaTswQs5DuV67Ioee4csptN9ZmqHfr1YbH6iCjBxD3DtMTndYLQ+CCQESBsq0mMqDuUtLFd83FhzoVDgyFgK8pxBAAMuAIopAyotI2B8qFFKALBeCzCeNrrLahQNyM4A5evSiK8Z5stDiwQN3dqhKRRnprJ44eYGbqzXULANEMXsKFUMQwEmBE6MpaUfRFS8DfneJ7A3HDSUEmQtFV7AB6pv9kKOtKUOzr27IQ2oy0hRWwVAYC+8Fq+saSju4qRC1Q8xljYSS1qIi61LYzcZadb+OfiMD1WyuNfY31XHAcPq0RWcq/0Xvly1EnMkJyyoj9EnsxFkXEDVNBiZnSNB3TBUBZSQaI1BIaDWlqDVlmRM0D7nr5wxwAXwPxpdcsGh+GXUxs6hOvEgamPn4BVP41PLJfzeK8AHT2u4r8CheqtQa8ub/yi1ZSi1JSjeKqhfBglr0ohGcOkWKgSqE69BmJqKPYpFCMEHHpzBRz5wbuhmIzufDIVbOAVBVJD6dUbDGsI2o/f7CkLg5Y7JqLcInfKACeRiJBp0+MXQ7XTblWUs1Yg+6+zaXfMZrq+5vevH6/AedHteZu7O/06iIBcimm60BziXXVRHU+RIdBJRZ+3IHpK/o4/OlqYQHB1LYTyjY7XmRzYtiwNhHghnqJXuhaAaUNer9jyNc/wdwNf9bP+HtgSA3sJwTdWlVp3zSPc7Q6WYypo4N5PD6ams9FkJPfnYAy40VYVivuRgo4U+epBwIRBwjoVSRMO6zBQQtpjECL2B6cdboVCCU5NpzOYdLFU8hESX11GL/QbnQNkPcXQsBVOLca15GwAoMP0A+j9RHQ4Fx4A7YGnhwN27FU2mLnjrQPmWvK7mHkYqv/tTCj7jGEvvXlNBoQRZu7XjfDMEgL3b+8BdZG+L4e4y9BiGZQAAwSEITcT9WRb15M7pXh8Q5oKZyRUxtYChkNJAUpPAjdutNzFtoFRuvNyAdY1vUtxVBM4kuObAWL0gc6f3k5HXNiZTFO9c0PCJlwJ88IyBSazCyy6AWcXN71kse/jpz1/E8fEU/vJXn0NVofXc4hCEhyA8uPPv0AUNPRBWAw09KEEFgVmEnz8xdIOSQSEUA27pXti3HgOjGggLwcxi9x/cD9SLckEI9PXLCK1C26KCCwHLTODGKAQUw4GpMYSM7zBe2swi3/A6bq4vL8vCZK5Hh/XNp6PE35SE9rg0zeQBvAQM3WhQAWUuBKlJB+oEqfohSikdNCxLTeMAR5ahO3Ik1l1r28mNgkKBw3kHpqrg8nINKUOFqiS07goGxdtAbfwBCNVCaI0h3LiJjJ2NP66eJKEnXz+tzfWoWcChB4ErX5Bj8hHWV4UCm1ktoQukhzNxNJ428fLtChgXQ8sOXq8FmMnb0ichCkYGMOrmbs3TTszf2TUfMIQQHB1zoCsEL94qw1TTUJm/Yx+37vqYydvIWDG26e66vF4OPThQXXzSZEwtkmypH4bi3p2ZloaP42fkVAYhsBX5uRjm56MZLoScqNklOWCDomPg4mKl7T6ccQFKBygp2Afsj+OzuwRdoaCERO4SkLDuZJ5E0UgVcD0FwuMZHrV8KBYkutH0wvrJptFbDnTGVLs6rVO/DK5ZMi4qfRh+Zq5nd+q9RKNL/j+froBpDoL0nYKCC4F/+8kXEHKO73/nyTvFEiEA1SBUC1zPgJkFhPYEgswcvMIJuGP3oTr1WpRn3gyvdM+BKcYbcD2FWuEMFG8VBGLXdF8DgRD42aPwM4frnfIWi42A1Nqp/Rq6+XITrGhwDHVr/EudzQ55l+izhsP6Qt8FuQ4Rdy6aULjZo/CyRxOZ+iHMh5c9htAsQK0uJjqNwxrGPWGCUWedyM3t0E32AiHARMbE8fEUqgGDG9GRtxuquwovd3TTYDS0Sgh8L767etIENakf74SZkV3O2mqsZAAAUj9s5Xp9drHQVYrZgtXSRXwQMC4gIOKZO7YzdxOQGeRDhhCCw0UHZ6cyWOY2uL/1M1R2QxRsvXWUWzs2i/Hz+6oYB6Tx3TB2WgOfwrNLwPybgNzs5r6cEIJSyojsMp40VY9hPG0OXVKynXST43wr3IChYOvx/YsOEKOCfA9BiHSgjmrsRpkHZiQ3bsWMQuc85ogIkswYfTMpU5M3TtWSG/0Y2LoK1mEhkCONIdzSvfKGRgj87BEE9iRUt7W5zn5hKkXxjnkVv3OR47p5fIvj6m9++SqevLqGv/WmI5juVU95QGH2GLzsETA9A6Hs8uY9aepFuZddaDm+7jMOx1DQ9/27aRzU0RUELQ7FsrbMyu7mtH5pqQJToxjP9PleEAqhGrETJW6e/z7ceM0/6e93N54CBJiRgVc8Cy93FGptObbzeysYE1AIgUOY1I8OYxTXzMqD0phSonbkbA2nJ9PgQhqU9YPirSE0SwjSs5tfY1oKgNg188hNeBjt/XFKsttWWe5gStaGARuVNTOVtcCEGLgxFwCs1nwslFLxzR0b5m5bjAgHb+jWicmchVNz06i67qZbvRswqIos2CPXJu6aHJk+dL791MUeRlcpLE2JbWoclcZ0Vrcpyb6htOUBTzEVzWV8EHiMxTvYGRC2rnY8dPFChuIgMuL3EaOCPGmI0lfHI21GL8iJEOAJuj8zIwvao2vuJkIAor9c9C3PqT7ms6krSU9KQ50YdFyE6yONbunerSNjhMLLnwAz81Dc1fhPfA/xoSM1hILgfz21vPm1C7fK+OjnX8Ebjhbx9tO7r3HaiwSZebile3b7aQwGQhBkFqSmfNuhkxfwZLJamwrylKEibDH6QwnBWNro3iFfrGCu4IAmcHrOtZT0QIhBaI8jtMf7/t0SItcaQhBk5lAbu1+Osfudopm6UwsYSikDNBhA1Fk7CJG/y6sk9pC2Ls3edJX23HUloQtBFHiFE1tkGVWuwErnoYv+D0B6plG0Rh3zz80CxSNAZTHi43O5DxlioWlqCqazJjYG7Jjvhxx6XTMfm4a5m78h/z/z5Ws0CNPDGBRyORyfSMMLGSpuCC/kODqWghZVtlFbA1Rj3xbjDQqOnthkzHbckCPv7N77nDZ253c33NWzgx7Vj4CuUjgdDl0EEF2CckAZFeRJk5sF3I2ef7xbN3c7PMHRpCSKaMI8cD2VWPalF24bY7ELsaN2NIXAVCnCcNvrKgTU2jK83PHWmelUQa14Bly1Qb3eMnd3G+qtYaJUwFtOjuP3nr6BlYoPN2D4iT94HllLw3e/5dhdPSLUEUIOXne8GULgZY/Kg7im65tDwEkkHoVsFgWGqrSPPkt1LsiFEHhlqYr5YjIFBtNToDE75InBGTjVtlxXzCqiOvEaCKpCqfUuk2FCIG9TWYxtd+8eJHZR6nIT6PI3MFSK4xNp5C0Nq9UAa7UAG24I12dyHe/0EnEGxS/DLd2z4/NbCxjy44djH+omSujKyYI4hWDhqNSnVpe7f2/oynH3IRt6zeRthIwPVAu85gY4Npba4UURmcz0HXO3IRu6tUWz4OgKTk2koSgER0pOdGOr6ooswqcflEX5Pibv6C1lTUnQ2EfuFqZGoSkU4YD+vnZsuAGmstauuatvp5DSUfN37t8bkXTDzqTfa4wK8qRJ152m42q+6ugqiaZw5AG4aiRaMAjVgiA0/mhcE5R5CBPIRW9QC7aNsTR05DFv+llL2zEypLgrCJxpBOmZ9j9INdklpWrfHaxhQ1gAIgTc/El800OzCDnHr3/pVfyXz13EtdUa/sE7TiCdiJP2iH0LVeAWToNAdhUbhY7Zr9auER9YL8g7GVaW0kbHkfXlio8NL+zbYX3zqak2SL+TQD1CmQfeIopIaDZq4w8itCeg1hZjHzqGTEBTCBxeAfJzw+36USq75G6yh5YqJVgopXB6Oo2jYylM50ykTAUCAhueLNIb/2y4IWo+QxhwUHcZbv4kuL7Tc0QIIF0Y6+se1zdR9OPboRQYOy276rW1zt8belLLOmQcQ8VYxkC5T6lBK9yA4XbZxUTa6E//b2YAMyUPLZi/NwpyqgC6A1thODOVRSFq7FN1GTBSB6IYB+RkzCDLxt3svpL6JNiwdeSMi/5lXgmSs1sfunghR2aQkXT7hLv7OGIQqLo0D1m5KLu5MTEURXYsBTpmstLQS979mRAwIwvC3J6d2wlnLTdC/ZBqLhoVVb6uQS2WGUvK1HCzqQsnTdwcePnjXUc7hWqiVjoH+9ZjIGEtEVf7gSMEFHcVtbFzEKqJ6Rzw1SfG8TtPXUfIBT7wwCHcN5Pb7Wc5Yg8gr+97Yd98DDWVwtE0aP3eGJm/JXZJV2n76LO0geWK39aF9tJSMg7rDbhioHOLdXAQ5oE5h1r/R6rCK5wC09MwV14AM9KRD1xrAcNk2gDh5f7zsXshPQEsPi8Pomly2wpCgJSuAjoA3LkPCAEEnCNgHH4o4IUMNZ/B31jEilpCmRSBigchZOSOplAIIZCzNZhOTh5YJPxcIyN4b4ZrigpM3QdceRTwy+3TRjiXhecuMFuwcWt9GWkkcyAUMo41N4ClKXhgNp9MRnF+AbjxFACyK4ZuLbHyQOU2lKiFdXVZHs5MP7DrI/dJYWkK6ADcyEXdZXy33bsLjo5rq7Wh/T4/5DB1Bak9NAbu6GrL7XYtYJjP7JHP4i4y6pAPgsy0vOn2cApPqXSC7Da6Q5kP1qLT0i/MKID2aezGE9KucSFACYG9fSFNTwJhvIXN1OjmHvyOids9kTdkQrNRG7sfSuAOLEM4SRRvDUFqGqwpQ/ubXzMLLgSOjDn4ttfPdfjpEXcb3MjCLZwGrywhFydmpx2hu6X7pFACQ209sjeWkkkAS5XWn6uGw3pSI+tCMeI7rSeFEFLS0w5CEKZnUBt/EDR0Qf1o8ifOBbKqV48624WNjaIB+fnEu+TtIESmkji6irytYTJjYiEDnDw0hvPnX4+Hj5Vwfi6PczNZHBlzkLc1GKqC2bxVd08d352xdcGlpj1GdOcWVAOYvl+6qLe9T++eUVnG1JC3dVT9/rrkQgisVn1seAGOjafw0HwhmWIckBILUo/33EVDty2YWSCMKPmoLsvvP0DFOCC7yDk7efMzn3GkdK13mUNCDLswLnsBZvLWnpIkmhqFWj90aUYMI5JuHzAqyAeBZso4mG6jZW1IG+qm42Y7BMFA4pi4ngLpVQMmmMxF7yHrtxVuwJCztZ36FzMbe2TdVBUolICHDRO3c7E73VxPozZ2HxRvI7ZL8zAhoQtBVfi5o1u+Pp2z8OMfOIcPf+3ZXY/AGLH3CFNTqNqHkBa9rVtbYMGOCSFbV1s6rTdnkbfi0lIFRUdPTF4hY/rIrkUaRvHqYGZO6soVE2oXXXnIBHSVwCaBHFffLTLTsju7G68rC4DABabuA1F1GKqCtKmhmDIwk7dxaiqD8/N5lNL1e1NqXP7MsAlqsiDsx2PFSMlizN3Y+TfwUGaW76K511zRQS3ovSCveCEWyx4msgZed6SImbyd7Chrw9xNs/ZOQRv1YKC6JA86p+7bO889QYq2Dq/L3jcubrC7hm4NTE2BOUAn+e0IIbO/9xKEkJbmfQK46/XjwKggHxzZGakD7GFz4hhdjN02ncyTP93lqtXzMCcJveRy0SEL8lKrBUWz5aYjhk6fECBlKBDVRbj5Ez3npDMzB7d0D1R3NbbOcygIDsUvwyucaZkPfmoqg9wumpuM2NtUMkdgpIsyRqdfthlOps02WeTdCvLFSmL6cQD16DMLpEefj56pd0ejjqEL1URt7H4Eqem6rrz183UDhjGLgOgO0OO6lgiaBWSmgGEbYAoB1FaAyXtlsRoFI41dkS0ENXkY0C+Noqy2svU+tG0yZTfI2RocXY3tmO2HHItlD4ZG8ZqFAk5MZOJHm0UlOyMnOvYKmoWu12NlCbCKwOS5A1mMA4DTJau6F0LO94TLOCCnwaotTM2SpuYzZGxt8LnrPVBwdLhNUxAB47A0paPPzN3C6BUYFLotF30v/sbW6HJhRnUyF0Kg5jMsVzxUIhqtCNWEoFpPxWbSuegCQKrV+Cwh9fizeFE7eVJG2ZxEmGqj4YxIaI/DzZ+sd6520RyoBaq7Bi873/OBw4i7Fz/kSJk6tOlz8sMX9Kh3E0J+Rrd1fdpFn43VTZpaGbuFjOPVlVpi4+oNuGaDDHnKhTAfTE/HO7CkCrz8CbiFM1C9NWm8tw0mBHKKN7yos07kZqOP3iZFdQnIzUsde1RUAzCyHca+B4iRkL47PQGUTspCrVHEBJ7swO8ihBDMlxxUIo6tMy6wVPHgMYZ7DmVw/2xu8GajugPkOpi5DhvVuONr0IrKokxOmLx305fjIBLZXT724+6N16zg6GAt7oFJUw1CzOT2ptfRdnO9mj/KH28wKsgHSW5WjpTFPPHbPBVu82OdnMwDxrFWC7BU8bBc9aFrBIcLdixdDjPzoCz+RiXJXPRGDELb+CVnLN7IobcBw8mikk5m0xqmZ+DljnQdJx0mNKiCaRaC9EgfPiI+tYCh4Bj1GJ37Aa/cW1oE8wE9vePAUFdpS+W2qSlIG2rLDvnV1RpCLjCfkKHb5lPU00MvyCnzWscrRiBMTaE6cR6UBVCaOtBhKGBQAVNX5Zq425hZaVg2LH22uy5/Z+lY/J/NTA5XR85DWXTpCV7L+Tkgf1geSgAARLKP3yNFx4Ch0o7juUIIrNUCrNZ8LBQdvHa+gLG0uac0r0PFzLU+zKosSs+DA16MA4CmUKQiSDaj0sjhNrW9Ueo4hopBl+ON2MG9Oglp6yoIyObz9Bnfs8912OyNq/SgYqRkvIkXL5dcoYCtKQhb6C0BgLBw08mccYGyF2Kp4mGp7MFnHNM5E/fP5vDIsRLun83jUN6ONZzHjDxI2JtxWVK56G7AkbM7xCAYaXlgEaUYDj2AM5iz90Ek6KobZOYRpGeg1pa6f/Og4Qw0rMIrnEksA37E3UXI+R3jJCsHTJyVObdxD5zCWssuXafx07F06yzypB3WG+xG9BnhIbjWo5kXAK5nUJ04D645cs0RHLWQYUL3QPLze2ezXjgqXcAHTegBggET9/S25pm54U44BTVZWCVZcBIClE7ImLPairwn7oGCnFKC+aKDtVrrQ6+az3C74qHgaHjdQhFzJWfXTbd2HTMHbDeMrSzKacDJHq/xfUjB0ROLB/NChryt75lDHl2lSBtq4sZ1zVR8hvG0sWdHwBVKkLbUTa8AStC+8XaXsTffsYNEfl52jGLimCp81uJDK+SJ0nKgYqniYcMNkLVVnJ3O4vVHi3j9kSKOjKWQs/VN4y5dpTDV6GYSXLPjG7vxEFzRE8tF90KGYqe8UUUD7Fz3kUMeSj3s1H3QzFSip68gBF7uGAJ7HEptOZnH7BHVW4WbO9HZwXnEiC5sGRnMTMspn2rMAycWyq7lNrpFny22GFm/tFiBQglm8smO3/EW/gqDh/QdmSh15ffBT89CrS2Dhx4yJt2dqLN2WHkgNSmLCXdtMBNEgkvT1MlzvbvKG2mZsjEsL4HQG8wUA1VkwaZZgOHsGX3xWNqAppAtyQoB41isuKAEeOhwAWems3tS57orGCmgsecTAijflsX4+Nm7phgHgKyltZQ29YIXcuT3WPd1LGWgNkAduRswTGb35rh6g1Ld2K0RcbdXJhh2m9GxxKAxs7Jb1Ck3tAUpXcHtDbmRCZmQF68QgGDIqCrmJ4vI2jocXd3pQt6CnK1hpRpEctfmmh37FJ+Gbs/jmK1gQnTXkaWmgNvP7TCP2kQIGREyfnrT8Tlv67i+5iZ3ekgovMIp0MWnoHhrA4mi6wb118GMPMLU9NB/94iDQcA4TFW6wG7S6L55G7KwalFkt6XFZ7I5+mx7N2wsZeDpqzv9Ni4tVTCTsxJPBZDRZ0OUmggBAQKeRAIFofBzx1AlDrIrz8DMHds7ecqAzO6cvk+Ok6+8ApRvyMLXzMi4qSSoLAGl41JX2yuEyAm2yu3h5XZHNZ2Li6IBU/f37vswAFSF4nDBxsuLFeRtHatVHwolODWRwUTGjLRvuavQLIBA7lsqi0DmkNy70LurWHEMOdKcBFwIOObeKnNyto6LS/H8j6LCuICmkD1jYteOjKWBC1nXFJy9M8Gw29xdn/TdorAA+PFulIaugHOpsQoYQyml48R4GvdNmjgxdxgzBQdps0UkWBvythZ9TIZq4KoNEkOjTZgHpidTkAshZFRst5NzK4uOzqTVZSAzA2RnN7+Us5M7fd2EqnCLZyGoETk3ODF4AMIZ3MKp5Da7I+463KCNsQpVpHZRIJoBlhDyOmwT49Mp+qzisx3mk5eWqsk6rDeepmLITd+Q/B8I9+VBZ4KdrjW1gNyprwaKxxN7zEQxM8DUvcDcG+S0RXVZ/tNvR7q2JgvxJFyyhxV/xnxAtdofHieBZu2IGtxtJrImCAGWKz4O5W28dqGIqZw1KsZboVrykKi6KCeT7sJiHJCmxkqLrOpekHFae2u6wDHk8xEDuPeUvRCTWTPZmMABYOkKuADcUBbkIyR76+jooGLm5D9+NXInw1ZVHJ9Iw9KUreMcVb8nF1XLiPdWh2YOau02RMTxNwICnlCXxgs50qbWXVOmp+44k27XhrvrciRx7OSWbv+g3DaFoqM2dg7WrS+BBlW5+R40QkB1V+GW7oVQdy93dsT+x2dN+vHtaJbseF55FLDVnZ+1ZkK3Pgrc+rPrGArKbggLWzdJjeizxbK36cJarucRzyXssA4AIDI2kvAw8hrX169jPkIruXHlxmYum8sDe1QruInuyHU4NwesXwdWLkrtt5mNP14d1OR6PnE2mWJlWPFnQRVI7yFX7yFhqArOTmVg6eoOd+UR26BU7hN1R7rn34XFOFDPqk5pWK+GfV0zfsiR0pXEp6v6RVUospYGL+RbJ9ISIGAcY+m9vxc0VAWWrqDs9fceHzT21pV6UCEEKB6NFdNFqexq79BWCN7T2Jsd84PPjRxozM5BUrnotYChFOXUrDFyuN0pN3Rl52vq3A6jI1OjUBM6fd2OUE24Y/eBML9lPFHSKN4qAmc60Y3+iLuTjokGgNQFj5+RHc5OJ/uhJw2m2pDuFn3WZOz2Sn2sbyFhQ7cGTE+B8OFEdFEWgBu5xB5vrxv3tEQzgeICsPAmYOy0LK4ri/KaiQIPpXxi6j4ZE5UEw4o/YyHg7G4c2W5RSpujTXdUJu8Fxk7dtcV4g4K9Nau6F9yAtT9k3mVKKQNuQsZ1DQLGYWoUmT02ot+OoqNDJWTPRNLtBe7uT/0wsQuykE7ixq/F36CqCoWtxTB2U22IiFMvhPmyGE/IwZwLgawVcSHdHn/GQ9kdnzrXcjyQEIK8rSe+GG7+es1Bbew+KEEl1sh/XEjoAkSFnzu6+9nDBxQ3YFgse+B7JNZuUEhNdwRjlewhIHdYFuXtYGFHPa7R5mCw0SFvziJvOKwPYmQdkJ/VYUWfCQC8T0O3ZryQYWqPG/e0RdFkBvT8G2UBwpnUcXeLIGv4gVi5ZJ9PusWh7iAYGW6O6IZqjO7n2JlV3QsB37txWllbk55QCVL2QhzKWftGj52zdRRS+p4frx8mo4J8WBACFI8Bbh8a44YOTe1tkck50QtRrlqAiKaxJMxFaOZ6ek6tEABsI2JHv3nksIWJWyvytj7Q2AluZFErnYPirYEE1eR1qoJDCcpSt74rbtEHH8YFNtwAh3ImlsreQCYq9gpuwFGMYqzSMHkzM/LQq+X3oK1+HEDbjm7Oljfm5g75pcUKHENBcUBdDlmQDyf2ikCAJyQraWTrZva4cU9XqCJdpA8/DEyflwe6lcXWMaHVZalDb/IDSQwrP9j4s9AFjEzP9+0RI+42Gl3TfnTWBHtPP97AqWdxJ3nYz4VAKZ3Q5NAQyNkajoyNDimbGRXkw8Quya5tjxnfCNy+xt5ytha5Qw6qgOtpkO25mK2+lYXgRjKGbl7IkDbU6Lof1ZCbndCVm7bsbNdNW8pSB64aZFYRtbH7IBQTqrsCtbYM6q8nErGjuqvw04fBEjwEGbGV1ZqPo2MpnJjM4OhYCsuVg1uUe4yh0MrQrRWbJm9i57SP4ABROhpX6Urr6DOFEhQdfUuH/JWlCuaLzsBO/Id2mMUDecBJkymgy16Iqax1cDoLlMr72uxrgZmH5Hpevg24q/I68yuAaspR3kFcC4OOP/OrUlo1YsSISCj1A0evx4haLgQoIbAS1mgnhUIJ8o6W2KSmGzCkDHVfjX9rCkVqJGXZwqggHyaU9tclZz5g9e6iauvxCtHQzINGKMgBJGZiVvMZSp3yx1uRnpQbODMjO3hdNm0NPf0gXC6bYVYR7vj9KB96BLWx+xDaE6BBDWptCUptuSedOQmq4KoNPzOf/BMeAQDYcANkLQ2zBXlNz5UcHBtPYbl6MItyAsS7MTZM3txtB0yhK426Onz+VIXCUGnL13EsbWx2yIUQ0mF9QPpxABBUH0rwGQ09sAT14yHjGM/sn05IZAiR3erp+4G5hwFnXMabBbW6H8iAJgLaeZEkheDJj9mPGHHAKfQhLXQDhoyl7enx7bEEdeQVP8Rsfp9KmEZsMjqeGDapcTm6xoLeNhh9OJlbTYVolIWK6xkQ3mXBaOTrJqSPlPrxmK+LlZfO85P37jBxa4VaP5nzGYehDuEElWpgZh7MzMPPHgMNKqD+GrTKDajVJQAAVw1wzZIdxnYIBiWsoTrxUGJ6/RFbCRhHwDgemMxvieY5XO/UvnBzA0XHODDdScYFKO2hk9Awebv1FenjQIic/Ekf6vqjtq7CCzisbeOEYykDX7kuR+FvbXioBWywBbliyLRbIQaq2yTMB9NziTyWH3KYunLwOwtGWjqp5xcAHtSlSQMkNQ6sX0v+cRvX1qCf/4gRB4yspeGVHpsmXsAxndvbBWra0hJRMwohICAlqSP2Nwf8rr4HoQpQOArcflZmqUalcWPvwdCtgUJJrEI0StebMA/cyCSWgc3Rg6GHmZHjjjEOOAqOjmur7nAK8mYIAddT4HoKYeoQCPNA/TLU2iLU2i3ZcSQUXLMhlK1dMMVdhZc9Bq6PNneDQAiB1aqPew5ldxSLADBbsEEI8PyNg1OUuwGLph9vRXZG6n3Xr8mRY84iFR6dos+WLvhgXOBS3WF9vs/Is4oXytHFVlpCQjaN3QY5vk4AcC0Z/XjZC3B0PLWnOz+JklCUZlcGFX8W1ORUW4L58yNG3A1YutLzJ1JAIGPubY8NW1OgKDLxp5+9RNWXqURD38uOSJzRyPpukJ6QndA4mrWGMUyfcRg5W4MXRNPlCMWEIFRmxraBMhehmYx+vJEb2VOUT8xpg6yltYxfGjZCMcCsIrzCSVSmH0Ft4jz8zDwIF1BrS1J7HlRAvTVwI4cgQgdyRG+s1gJM5SyMZ9oXTzN5G6cmM1g6IOPrbsh6N01rZfIWoYBKtYs+SxtgXB6KNBzWD/dRkAshUAsZqCLzzctuuEOmwobktC4SmiASQHxJz4juDCr+LHTl6P2IESNiYWoKDJUijOp71IQAWh/C7iFo3Tel37F1N2R7fhpgRDRGBfluoGhA4QjgrkX/mdDtmO8blaylI4haiBICZuRAOpnQcQ6ut485ikMtYCgOabPpGOpAGiJ9QSi4nkGQmUN16rWoTD0Mt3gWTMtAUB1u4VRikwgjtuIGDJpCcGy8u+vnobyFM5MZLFe9njYLewoBOP10EhT1jskbUaX5VhfMdtFnTVnklxYrmMgYfZnU1Ord//OH83hwLo+MrWK56mO15m8epnAtDcIGmEXOGTjVdky79ELVD5G1tLav34g+GUT8meCAlU32MUeMuEuQEbXx7rEyj7vHxs6QKaWMvvLWGZfmdbFlniP2JKOR9d0iMw0svyTHPKOMs3EmDZP6xNYVxBmOYUYeurcC1mF8navJjBWGQ8yNNFQKrW4utVdHj4VqIlRNhPbYbj+VAw3jAmUvwINzhcju/lM5CwTAM9fXUbB1qFFTAXYZLgTcgKFWP5XP2NqmyWHPNEzeKkuRtNjtNkrNWeQNh/V+qAUMCyWp/c9aGrJWFjWf4dpqDa+uViEEUKAGjAGaO1LmJXpguTCgTPYRqMefJXgtcCYPqfqQmY0YcTdTcHTcXHcRp1RxA7Zv4r9SZn+NoYoXYjJr7pv9x4jOjAry3ULVgfw8sHKpY2b2FhLQ01maAkJIDGO3NEi7TYpgAFES6f4Aci/kRM0f7xNCZOzEejWMr1mPgBACixUPtqYO5PFHJMdKVUacxT1lnqyPiX3lxgbylrZnb4p+yFHxw80omIKjY75oI21pm+tB31h5+U8E2kWfNQryq6s1XF2t4Q1He58IahjdZO2t76mlKzg6nsJswcbihocrNyrgbgBV5TC05N8/wjwwp3+ZCRcChAD5kXHP4NBT8nCch8mYZgZVIFXqW2Y2YsTdim2osc/IfMaRs/dHx9jSlL4aQwFnmEgn408yYvcZVQq7SeYQsPxyPb+3w02bh3LMPcI4aDcoJUiZKryQRxp95B0yhTfjfBLY0AdMui4P05iiYOu4te4NpGBervqYyJi4te7JqYS7xYRpn7HhBsjZGmbyvR12TeYsEELwzLU15Gw9cod9kDAuUPMZPCa74I6uYK5gI+foSBnqrk+EqAqFpuzchNi6CkdX8KXLq+ACmO+jG1wLGAq21nY90VWK6byFSWcKG6GDqz6wWg2gK0SOySf1EgkBrneXQXSj4oUYT5t74vo6sFAq488q9QjNfgk8oDTSj48Y0Su2poBSsnmYHAUCwNknedyEEJRSOpbLgeyWxyBgHJqiIB3z50bsXUbv5G6imUB2Fti43jmnNHQBM59YNE/e1nB1xY1UkAvFAKd6y64BYR7C9Gwiz6nmM0xkhztmNKjO9Xo9x/rUZAaUbGCp7I80PnuQgHGEnOPUtoizuExkTRACPH11d4pyIQS8kKMWMHAuoCoEpZSBUjqFlKHuSc2xYygIQg6F7nRaf/6GNIib68PQLep4N9UMZC0dmXwK5YDj9rqL5WoAhcjCPInmZhKRkD7jmMqOOiEDJ8n4M4JR3NmIEX1AKUHGah2T2YrG5GfsGM9dpJgycG3VRSpmOVbxQswW7L72LiP2FqOCfLfJHQbWrnTOwg08IFdM7FdmTA2v8OjmNczMQfFWd3R6iBDgCenjAs6RH5J+vEHDMCrq+H4UGo6Zp6cyUCjBXNHGjTU31gnviMEjhMBqzcc9060jzuIynjFxLwGeurqGnDX4ojxkHBWfbbqVZy0NR3MOMpYGR1f3/E06Zai46Xo7DgtKKQOXlqrQFYrpbG+FrBACQuwcV28JIYBmg/AAacNAeiyF6YDj9oaH22UPXAg4ugpV6eH1rE8+9SvpCRmHSumej/E5ECQVf8YCOdE2rNi2ESMOKEXHwMXFSqT7tBdyZKy9f/9rJmWoPQ1khVzsG638iGiMCvLdRrelwVvlFmDm2nyTAIz+xx4bWLGN3QpQq7da/jeRkKEbweA61u1QKEHa1CKP73dDFkkhHjic33w8W1cxW7BxfbU2NMO6Ed1ZqfqY7hJxFpextIlzh4Cnrq4ja2mJFuVCCLgBRzUI5XKgUUxmDRQdAylT3XejzClDxVVe2/H1ho58tmD1PFrvBlJDGFn+YmSA2pKMvgJgahSzBQuTWROrFR/X1msoewKWpsTSmRPmg+npviebyn6Imby1rzaZ+5bm+LN+JGJBFUhNJve8Roy4S0mbKnhEIbkbMExk9tchmKkpMDWlPoIe7f7ihQwpQ0Fq5E90oNhfu7iDSu4wEPqdHV715JxaLU0BJSTyIsd1e2cBzwNw1YBQ+i8yA8ahq3RXRmuLjg4v7D+6SgiBlaqPkxPpHePpswULAuJA5FYfBGo+g6EpODqW3CFXg1LaxLmZLNZqAfw+ryvGBTbcAMsVD8tVH7pGcHIijdceKeD1R4o4Np5G3tkbuvW4tCuWGwV5Pw7r1SDEdJzxbiMlO5rb0BSCsYyBe6dzOD6eQsh5rPeUMg/MjGZ014mQCYyNjHuGRxLxZywAnP5jSkeMuNuJE33JhEB6H04SldI6an70+LOyF+JQbn8dPIzozuh4ZS9gpKWZjLe+U3PGfFmMK8ktMoTE0+W0ijWjoQdmRnSH78JuxlRkLA3hUqXvx1mu+pgt2JjK7RyzNVQF80UHFxcrKDijEaPdhHGBsh/gofnoEWdxKaYMnJvJ4slX15AxtVh5qI1IMqkFpxjPGCilDKT3YRe8E+06zY0s8n4KcjmuHuOgUHfkeHkbKAVytoYjJIXnb25Efj8JD8G1/g59Rp2QXSCJ+DOBkX58xIgEaDRronaQk5CgDZuCY+DVlZ0TY61oSLIKqdHE5UHj4Ozw9juFBakV307gAlYyhW8zeVuHF0Y8kaMquGqDMH/zS4T50mE9AXzGUdilOJ+4ueytaJi4HenQcZ3KWVAUgoD1340f0TsrNQ/HxlID1+MWUwbun81h3Q06fs64ECh7IRbLHhbLHggBFkoOzs/n8cixIk5MpFHYp13wTrSLPpsrymmcU1O9FTM1nyFna/GmbRQdUWzVM5aKgq2h7IYRH5hA9GnoNuqE7ALN8We9EHqA4WxKIEaMGNEfRUff9OdpR8g4jF2atOyXOHG/tYCh4MS8x43YFxysXd5+xswCdh7wy1u/zvzoOeUxSJkaWIwuQGjmQNjWA4OkDN2A3YupMDUFqkIR9lgobzdxa4emUBwtpbDu7hyNHTEc1msBCrbRc8RZXPKOjgcO51D2wi1FecA4Vqs+lipe/TBHxT2Hsnj4aBEPzRcwW7CRNrUDHZXXHH3WzEIphV/6jtfi1GRvsVOxx9WBeuEUbS08lLfBhADvtlwIAQECrvQ+aj7qhOwSjfizIFrHagdBFUhNJfucRoy4i8nZOvwuezQ3HL4xcFIYqgJHVyJJomoBw6Eh7WFGDJdRQb6XKBwB/BabAC35D5/sDEff8HMjD9rQWdYd4ZOI82FcQFMozBhmSUlTcHS4Peh9GyZu9xzKRjqtHM+YMFUl+mTCiMQIGAcXAicn00M1x8rZOh6YzaPiMyyWPSxVPPiMY6Zg4YHZPN5wtIQz01mMpY277sTbMZSWEyP9bqpijasDskNOlI5j6w1MjeJQzsKG1/lgjXAfXLNlp7VHagFDMaXfddfFniA13npiLQqcAXYu0aczYsTdjGN0n2T0QoZ8lGSNPcpY2kTV7zyVw4UAIRjF6B5QRgX5XsLKy055UDeUqcfmDKIgN1QKhSKy0Rhveg6E+9Jdnfbf1a75DEVH39VuYMHWYhfJDRO3Uy1M3NqhUIKj4w42vB5HIUf0hIw4C3BqKr0rxU3W1vDg4RzOTKXx2gVpyLZQSiFraz07iR8EHF1NVMLhBgxps4dRPkKkjryFsVsrxtIGdIV07GZISU823vPYRi1gmG7hSTFiCBjpKCqGnTSmzvSRfnzEiKSIakRs72OvjZzdfWq14oWYyJgHTsI2QjJ6V/cShADFY4BfNxkLPVmg0+TfJkIIsjF05Fy1IEAAIUCYhzAB92AA8Bjb9ZHMXhbx5aqPwwUbkzE3zA2Drm4noSOSY7nqYyZv7qpTddrUMJG1YjnGHnTSpoowweSBit/DuHoDPSXlQRFQKcFcMdXxM0xZAN6HxwbjApQQ5EadkN2hOf4sDmFNHqwro8/5iBFJQQhBroOOXNQL2f18f23E/ooORbnPOCYTjGodsbcYFeR7DbsAaI7cCIQuYA8uOiVnafCCiB0qQsH1NAjzQFmYmKEbBHbdQdjWVRCQjgthMw0Tt4UeYrMIITg2lkIlRsTFiN6p+iEsTcGRUvIRZyP6w1CVyJ+5qOR7NYc0M5ELcgDImCpyto5KG4M3AfQl6al4ISazJtRRJ2T36CX+LHD///buPEay9bzr+O85a+1VvVRPz+qZO/eO77329XJ1bTkyhMQEEkKUgBASf8SyEJIFSogtOUQsEmIRCCFkQEIgmTgoEo4iEy9E/BFiEjvCSDi5Nna83BgkcBInTjx3m6WXqjrnvPxxqme6Z3qr6jp1qk99P9LIPdXbez2nZ85z3uf9Pfn5cwAzlXcyHn6/OkgytWvnu+Ms9D21a0f/NyZppsCzwgNpUZ7C/rU3s6tm9lkze8nMvm5mH9j3vr9pZt8cv/7Pi1rDubS3Sz64J2VZfqNYkHYtkDtlmJEkJfVVeeNgt8NGoU0qzZwC31Qv+Yyk743HwJ3iHPlpQ9yO02tEWm9FE6Q1Yxpp5rQ9TPXspQ6FzQKaZBzcSXZHqVpxMP2RhLB+2lw3Sflf01dW6hplhwe8mZyyYPqdjFGW6gKzx8s1zfgzl+VdbQBmqlULj3yAO0gyrZU0qWeWNtrxkV0A9weJLvXqc83AwXwVeZeaSPqQc+4ZSe+S9BNm9qyZfb+kH5P0FufcmyT9iwLXcD41+1JQl1xSyPnxPbXQn+QeVFnUkWWJnHlyZ7jZ3LM7ytvVFyFN+rRjNSYJcTvOjfWmdpN05juEeOi1nYGe3GipzRPlhRQFh48+m0bern6G89YTJK3vqYe+rvTquv9owFs2ynfHvemuu1GaKQp8tWvnt/2yEiYdf+ayPBwwohsHmLVG5OuoLZMky9SpwPGeTv3oc+RJlqnfZpRilRVWkDvnvuOc+9L47XuSXpJ0WdLfkPTPnHOD8fu+W9Qazi3Pk1Zv5v+wh8XtktRC/9DRQ0fJgoaUjZRG7Txs7ox2k1RrCzKmon3CGLhpQtxO+n6b3ZruskteiDvjEWeXCcVaWKHvKfBO//fPsdwZ2tUlyZ/uRqffiRX4ptG+7hovGZzpSM/WINEVdkLKN+n4s9G21FgrJPMFWHah76kdB4eGaZpMjej8T6NoxYE8e/z45DDJ1IiC0o93olhz+ZfDzK5LerukL0i6JelPmtkXzOw3zOwdR3zO+83sRTN78fbt2/NY5mJpX5AuvLnwb9OrhyfuDO9xfizn15XWZjMX3ZS3IS2CRnz8X+bThrgd5/pa88E4LszOMMnkNP8RZ5hcq3b46LNJ7I5StWqB6me5IQsiyYJTjT478Gme6dpqQ1v7At4sHSqNpm9bTjKntRY7IQthkvFno0H+8QAKsdKItPPI/WqaOfmeKZ7hEaiy+J6pWw+1+0i2073BSJdX6gvRTYriFH4Fm1lL0ickfdA5d1dSIGlFeRv735L0cTvkKnPOfcQ594Jz7oV+v1/0MheP50v1XuHfZqURaXjaG2IzJY2+sujs59rzv0S90s+P74kDX3HgHVoc3N0dqdeIpgpxO0498nV1taE7O6cbt4STZc7p9Z2hntksZ8QZJjOL0WdnblffEzcnCnbb06tH6tYj7QzyG0WTlIXTrScf3RY8SNxFySYaf+YKzXwBll2vESp5JLRjd5TPH69KsdpvxdoZHeycdE5aa/KQtuoKLcjNLFRejH/MOffJ8cvflvRJl/tNSZmk4qLEcaxmHEy0QzvsPjGThPX7g0Sb3XihdjBXm9FjqfN73QNPb7YLSfC8ulqX5GbTtrvknHN6ZWugG+tNrROIdS604kCj9GzXvnPubO3qe+L2qWeR72cmXV2pa5hlDzLA3JQJ61vDRFdXOGaxMIJYijsnjz/LEsmPCs18AZbdYWPNBkmqlQU5+jgL7XpwIM1kZ5iq1wjP1gGGc6HIlHWT9FFJLznnPrzvXZ+W9J7xx9ySFEl6uah14HiT/pA7P8rvQM8oyTL1W4tVNK00Iw3Th+1QswxxO0oc+Lq+1tSdncl35nDQq9tDXezWdWO9WfZScEp5sOT0BfkgydPVZ3KzMsEs8kfVI1+bnZrubu8q80K5Kc6kO5f/P9GrQFpwpbQ3Tx5/NtzO29UrsksHLKJa+HjuiJPUqleno6gZBfLNHmyUbQ0TsnCWRJE75O+W9F5J7zGzL49//bCkn5P0hJl9TdIvSnqfI2q6NFHgKQ48JWdsG51EmjkFnqm1YCnCjSh4uMM14xC341zs1eX7dubW3WX2+vZQK41Ity60K9O6tgyiwDt9R/AhtgaJLs7qZiVsTBq0fsCFbk2hRhoE0x1t2R6m6rdixQE7IQulvnJytkA6kho0+gFFMjOtNh/PPWpU6Hia55lWm5F2hqky5+RZPioX1VdYReSc+7yOPn3140V9X0xupRHpte2RWnOa1bw1SLTRqRXSAn4WjdCX5+VPJl8rIMTtKKHv6eZ6S9/843ucE5rCvd2R6pGvZy9NPxse5Tjr6DOn/KjJTARn+zqhZ7rW9vTSsKX2FJ+/m6S61ZvmM1GoqCV5gZSlebbLoVx+5AFAoVabkW7fG6g5TlxvxYGCOd27zst6K9Lt+wM5J/XbsaIKBNbhZPwpQ71GqEFyuqT1WRhlmfoLmCLseaZOPdAr9weFhLgdZ6NTUy305/rnUAXbw0SeSW++3FVYsX+Ul0E++symylAYJpkaoX/oucKpBDWdaYtcUq/uq9Xp6f5gsnGGe0nBRXfjYAoPxp8d0baeDvPuigJHlALINeKHZ6x3Rvn56qpp1UKZpEGaanMWgaU4F7iDhRpzTPTdu/HsLOiN51ozVhT4hYW4HcX3TDf7Td2b8EZ+me2OUg2TTM9d6ZGofo414umS1reGM2xXlyQ/fLgTOiWT9MSlde2MkonCMu8PEl3sLl7XEMaOG3823M4LdgCFa0aBzPJjhaM0q2Q7dyPy5Xv5w2oe0i4PCnLMdfTYzjBVvx0v7I1nvx3r+TeUU+Ctt2K1a4G2hxTlJxmlme4PEr3lao8RUedce8qCPMvc7NrV90RNKZtyDKHLJPPVarZ1bbWp17dPHxCXZJk2OuywLqzjxp9lidRYnetygGXle6ZWHGqQZDLlxWvVmJn67UibPKRdKhTkUOh7aoT+XELFBmmqjQUeSVWbZQvshMxMT/Zb2hrStn6cNHN6fXuo5y53eHpcAdOMPhsmmeqRP/uHMXFHSqaceJAM8jnUZrq22pDvnS6ocZRmigNPbR4sLa6jxp85l59y4Pw4MDdr49Az37e5bijN07XVpq6uMkZxmVCQQ1I+aufRGdyzlidGmjoLlq6+SHqNSOutSPd3F3+XfHuY6PWdoeY5JCFzTq9uD/T0ZodZ4xURTzH6bGuY6FIRgYtxe/od8mSQJ3IrD6u7daGtOzsnf617uyNdWWkwHWDRHTb+LB1ItW5+3AHAXHTqobZGiXqNqLJ/b9Yjn4kbS4aCHJLGwW5psTuz28NU662ocomYs3ZjvandJJ1roTupNHPaHqZaa0a6vTV4bAxJEZxzemVrqBvrTV1aIeikKqZJkE2LaFeX8mC3aX/ssiTfRR3rt2N16oG2TsiFcC4/roIFd9j4s+G21Ob8ODBPjchX6HlarWCgG5YXlREkzecc+SBJOSd5Cu1aqM1uTXcXeJf89Z2hnlhv6tlLXT1/dUVJlunVrcFEQVaTemVrqMu9mq6vNQv7Hpi/eMKCfJTm7eqFnB0MzlIYmxQ+fFBkZrp1oa3tYXLkw7WdYap2PVS9gucgK2f/+LM9LpPqvdKWBCyjWuir1wjViinIUR0U5JAkNfYlVxZh7+ty5vd0rq81NUqzQgvcaQ2SVFHg6fJ4l3qlGekd11d1eaWhV+4PCgmle217qPV2pCc32pVtUVtWk44+2xokutStFXMdBLGm2iJ3Lg/9Cg92brRroa6uNo5sXd8aJrpKt8f58Oj4M5dJZnmhDmCuntpoq8XxR1QIBTkk5cmVzWjycKXTytvVY2ZFn1I98o+9kS/Tvd2Rbm20Dhw9CHxPT2609MKNVXkmvXx/MNVs6cPc3R2pGft6erND4mhFTTL6LHVOq0W1eE87+iwdSmFT8h7f6b621pBMj/335ZkaquTYnspq9h+OPxvtSI21Q//MARSr2wi5H0ClUB3hgV4jLOws8G6S6gLt6hO5ulqX5GZW2M7C3Z2R1tux1o4oiDq1UM+/YVU3+029tj3U/TPOVd8aJPI905sudXmYU2GtOFByioeBozRTLfDVLLLFO27nBfYk9gW6PfblAl9P9Vu6s3vwa24P8hGQ05yhR0lqnYfjz5Jd5o8DAGaCOwE80K1HGmWzT1qnXX06ceDr+lpTr+9MOYZpxtLMaZRlutlvHdsu7Huma2tNvePGqqLA9PLWrpIpRurtjlKNskxvudItZS485qcVnW6HPE9XL6hdfU/UktIJO1PS4ZEFuSRtdGpq18IDxzl201QXu7Srnyv7x585dyDEDwCAaVGQ44FG5KuI29ydUaqVRshO0BQu9uoK/NPNMy7aXpDbaee0t+JAb7+6ojdudHR3d6S7E7Tfj9JMW8NEb73aK20uPOanFvnKTnF2O02dVopIVz+wmM7kBbkkhUd3AHme6amNtraG+fSENHMKPVOHh5TnT3tT2r2XH2+ICJgEAJwdFRIeyJPWbebBbjsjdoKmFfqebq63Sj9LvjtKVQu8iWc/e57p0kpd77yxpnY90Mv3Byc+XEjSTK9vD/Xc5a46NQqWZXCah3WjNFMcemrFBT+gCaY8WhM2jn13tx7qcq+mO7sj3dsd6WK3zhnI86i+kh9RaPTzUDcAAM6IghwPeJ6pXQ80SGa7G+uc2Ak6g41OTa04OPN57LO4Nxjp1mZn6hny9cjXc5e7etOljraGie7sDA998JM5p1e3h3rmYufIc+qonugU19X9QaKL3XrxKfv+hDvw6UgK6vmO6QmurzclJw3TTBsdru9zKWpJta7U6pe9EgBARVCQ44BePZxpQb4zTNVrhJwBPgPfM73pckdJmmmQFBO6d5w7OyNttGOtnrFV2My00anpnTdWtdaK9fLW8MB/j3NOr2wN9WS/pYsT7sTjfIsCT/4Jo8/SzGmtNYdE8qCmiUafJbvHnh/fLw583ey31K2Hxe/0oxieJ60/JdV6Za8EAFARFOQ4oFsPlcww2G1nlOhil3T1s2pEgZ670tXd3dFcU9fTzCnJMt3st2f2NePA1zMXO3rrla4GSaZXtwYPivErK7V8TBSWTvOY0Wdza1eXJD/Id8mzU3akpCOp3jv1l7/Yq+m5K93id/pRnM5FKWBcHQBgNijIcUB9xsFuTszZnZVeI9Izm50HBew87AW51QsYM7XWivXOG6u61Kvru/cG6rcjPdlvU6gsqeNGn20N8gd7c7s2oubpg92ck6LTP0QyM8UBHUMAACBHzxwOqAW+PDNlzsk7483v7ihVqxbQrj5DF3t1bQ0S/f5rO1ov+Iz17ihVLfR1eaW4HevQ9/TUhbY2uzXVQ18eIVdLqxn5+qMjdshT5+abKRB3pHt/KIWnOTrhTgx0AwAAOAo75DhgL9htOINz5FvDRJc6nAWetSf6La21okLnkzvndG+Q6I0X2nNJgm7XwqkD41AN9Sg4dPRZkmYKfU/teZ65jltSeoqW9SzJ29sDAtoAAMB0uAPGY1YbkXZHMwgPcyp+ZvAS8jzT05sdRb6nrYKS1+/uJtrsxPz5YW6OGn22NUzn264unT7YLRnmidsAAABToiDHY1q1UOkZzygPklTN2C/k7DHy4uW5K12NCkhe3wtye6LfmunXBY5z1OizJMu03p7zDvRpd7wnSFgHAAA4DAU5HtOIfNkZo922Bgmjqwr2IHl9Z7bJ669tD3Wz3+LsP+Zqb/RZtu9hYJJmCjxPrWjOcSf+KQty56R4dhMIAADA8qEgx2PiwJPn6UxFnnPSCunqhes1Ij09w+T13VGqRuTrEg9TUIJGeHD02V67+tzD/vwgb1s/cfSZG7e3AwAATIeCHI8xM3Xr4dSt0MMkUz3y1ZxnCNMSu7RS17XVhl7ZOlvIWx7kNtIbN+cT5AY8ql0PNEr27ZCX0a6+J2pK6TE/Uy6TzD9lEjsAAMDhKMhxqJVGpMGUSevbw3xmMObniX5Lq82zJa/fGyTa7NSYG4/SNCP/wQ55mjkFns03XX2/qHX8LPJkINU60jzD5gAAQOVQkONQrTiYugU6dU6r85wZDHme6ZmL0yevp5lTkhLkhnLVQv/B6LP7g0SbZbSr74nbJxfkBLoBAIAzoiDHoaZNRx+lmeLAU5N09bnbS14fpunExw1e3xnq5gZBbijX/tFnSZap3yqx0yaIpePCLbNEijtzWw4AAKgmCnIcqhb6Cnxv4mC3+4NEF7v1+c4MxgONKNBzl3sTJa/vDFPVQ18Xu5yFRbniIH8g9KBdvVZiDsWJs8iN8+MAAODMKMhxpN4UwW5p5rTa4gxymVaakd54yuR155zuDQlyw2IIfZNnC9CuLh0/i9y5fPOcghwAAJwRBTmO1GuEEwW7JWmmKPDKC2HCA5dPmbx+d3ekS906QW5YCGamZhRqe5iU264uSZ5/9OizdCiFzfxjAAAAzoCCHEdqxeFEwW55u3qNdvUFcWOcvH7niOT1JM2UOacb6805rww4WjP2VQ/9ctvV98RtKTnk54dANwAAMCMU5DhSLfKOPUH5qNQ5rZGuvjD8cfJ6eETy+p3dkW722wS5YaG0a4EulN2uvidqSdkhBXk6pCAHAAAzQUGOI8WBrzjwlKQnt63nIUy0qy+aKPD05st58vpw3/GDnWGqZuQzLx4LZ70d69pqo+xl5OKWlB2RoxHyswMAAM6OghzH6jUi7Z7iHHkewhQvxq4WDmjGefL6nZ2h0szJOaf7w5FuXejw54WFEwf+4nRtBPHRQevhgjw0AAAA5xoFOY610gg1PEXSeukzg3GslWakW5ttvbY90J2dkS716uo2wrKXBSw2P9ZjFXk6koK65PPzAwAAzo6CHMeqR8GJ58gXYmYwTnS5V9fllbqcnK6vEeQGnOiw0WfJrlTvzX0pAACgmqigcKxGdHLr6NYg0UZnQUKYcCQz05P9ti73GovTEgwsMs/Pd8PT0cMd8XREoBsAAJgZdshxrND3VA99jY4Jdhtlmfqkq58LnmdqErwHnF7cyovwPc5JEefHAQDAbFCQ40QrzUiD0eEFeZo5+Z6pU+c8JYAKijv5mLMHHIFuAABgZijIcaJuLdAgPTzYbWeYqt+O5dOuDqCKoqaUJfnbWZK3rh92thwAAGAKFOQ4UeOYFudBmmqjTbo6gIoKIknjB47JUKr1ylwNAAComMIKcjO7amafNbOXzOzrZvaBR97/02bmzGy9qDVgNupHBIBlzskzU4d0dQBVFdT0YPRZskugGwAAmKkiK6lE0oecc18ys7akL5rZZ5xz3zCzq5L+jKTfK/D7Y0YC31MrDjRMMkXBw2c428NU661IgU+jBYCK8mPJLA9zc5kUtcpeEQAAqJDCKinn3Hecc18av31P0kuSLo/f/S8l/Yx04ohrLIhuPdTu6OA58kGS6kKHdnUAFeZ5kl97eI48rJe7HgAAUClz2do0s+uS3i7pC2b2o5L+wDn3lRM+5/1m9qKZvXj79u15LBPH6DUijbKHSevO5c9SSFcHUHlxO29XN5+CHAAAzFThBbmZtSR9QtIHlbex/z1Jf/+kz3POfcQ594Jz7oV+v1/sInGieuQf6GfI29VjhbSrA6i6uC0N70u1dt6+DgAAMCOFVlNmFiovxj/mnPukpJuSbkj6ipl9S9IVSV8ys80i14Gzq4e+zOzBzvgu7eoAlkXckoY7Uo1ANwAAMFuFhbqZmUn6qKSXnHMfliTn3Fclbez7mG9JesE593JR68Bs+J6pFQcaJJnicbBbl3Z1AMvAj/LxZ7Vu2SsBAAAVU+QO+bslvVfSe8zsy+NfP1zg90PBVpqhBkmmnVGqlUZ4IHEdACoriKWozflxAAAwc4XtkDvnPi/p2MN2zrnrRX1/zF6nHup3X9lWkkk31ptlLwcA5sOPpbhDQQ4AAGaOLU6cWiPyZcrH8ZKuDmBpeJ506a2S55e9EgAAUDGF7ZCjemqBL/Okbi1ULeTGFMASoRgHAAAFoCDHqXmeaaUR6UI7LnspAAAAAHDuUZBjIjfWm+yOAwAAAMAMUJBjIu0aZ8cBAAAAYBYIdQMAAAAAoAQU5AAAAAAAlICCHAAAAACAElCQAwAAAABQAgpyAAAAAABKQEEOAAAAAEAJKMgBAAAAACgBBTkAAAAAACWgIAcAAAAAoAQU5AAAAAAAlICCHAAAAACAElCQAwAAAABQAgpyAAAAAABKQEEOAAAAAEAJKMgBAAAAACiBOefKXsOJzOy2pN8tex3n3Lqkl8teBDAHXOtYJlzvWBZc61gWXOvV9QbnXP/RF89FQY6zM7MXnXMvlL0OoGhc61gmXO9YFlzrWBZc68uHlnUAAAAAAEpAQQ4AAAAAQAkoyJfHR8peADAnXOtYJlzvWBZc61gWXOtLhjPkAAAAAACUgB1yAAAAAABKQEEOAAAAAEAJKMgrxsyumtlnzewlM/u6mX1g/PqqmX3GzP7P+H9Xyl4rcBZmVjOz3zSzr4yv9X84fp1rHZVlZr6Z/S8z+y/j33O9o3LM7Ftm9lUz+7KZvTh+jWsdlWRmPTP7JTP7nfH9+/dwvS8XCvLqSSR9yDn3jKR3SfoJM3tW0t+W9GvOuack/dr498B5NpD0HufcWyW9TdIPmdm7xLWOavuApJf2/Z7rHVX1/c65t+2bx8y1jqr615J+xTn3tKS3Kv87nut9iVCQV4xz7jvOuS+N376n/If6sqQfk/Tz4w/7eUl/oZQFAjPicvfHvw3Hv5y41lFRZnZF0p+X9LP7XuZ6x7LgWkflmFlH0vdK+qgkOeeGzrnXxfW+VCjIK8zMrkt6u6QvSLrgnPuOlBftkjZKXBowE+P23S9L+q6kzzjnuNZRZf9K0s9Iyva9xvWOKnKSftXMvmhm7x+/xrWOKnpC0m1J/2F8HOlnzawprvelQkFeUWbWkvQJSR90zt0tez1AEZxzqXPubZKuSHqnmb255CUBhTCzH5H0XefcF8teCzAH73bOPS/pzyk/eve9ZS8IKEgg6XlJ/84593ZJW6I9felQkFeQmYXKi/GPOec+OX75j83s4vj9F5XvKAKVMG7v+pykHxLXOqrp3ZJ+1My+JekXJb3HzP6juN5RQc65Pxz/73clfUrSO8W1jmr6tqRvjzv8JOmXlBfoXO9LhIK8YszMlJ9Deck59+F97/plSe8bv/0+Sf953msDZsnM+mbWG79dl/QDkn5HXOuoIOfc33HOXXHOXZf0VyT9unPux8X1jooxs6aZtffelvRnJX1NXOuoIOfcH0n6fTN74/ilPy3pG+J6XyrmnCt7DZghM/sTkv67pK/q4TnDv6v8HPnHJV2T9HuS/rJz7tVSFgnMgJm9RXnQia/84eLHnXP/yMzWxLWOCjOz75P00865H+F6R9WY2RPKd8WlvJ33F5xz/4RrHVVlZm9THtYZSfq/kv6qxvc14npfChTkAAAAAACUgJZ1AAAAAABKQEEOAAAAAEAJKMgBAAAAACgBBTkAAAAAACWgIAcAAAAAoAQU5AAAAAAAlICCHAAAAACAElCQAwCwBMzs02b2RTP7upm9f/zaXzOz/21mnzOzf29m/2b8et/MPmFmvzX+9e5yVw8AQDWZc67sNQAAgIKZ2apz7lUzq0v6LUk/KOl/SHpe0j1Jvy7pK865nzSzX5D0b51znzeza5L+q3PumdIWDwBARQVlLwAAAMzFT5nZXxy/fVXSeyX9hnPuVUkys/8k6db4/T8g6Vkz2/vcjpm1nXP35rlgAACqjoIcAICKM7PvU15kf49zbtvMPifpm5KO2vX2xh+7M5cFAgCwpDhDDgBA9XUlvTYuxp+W9C5JDUl/ysxWzCyQ9Jf2ffyvSvrJvd+Y2dvmuVgAAJYFBTkAANX3K5ICM/ttSf9Y0v+U9AeS/qmkL0j6b5K+IenO+ON/StILZvbbZvYNSX99/ksGAKD6CHUDAGBJmVnLOXd/vEP+KUk/55z7VNnrAgBgWbBDDgDA8voHZvZlSV+T9P8kfbrU1QAAsGTYIQcAAAAAoATskAMAAAAAUAIKcgAAAAAASkBBDgAAAABACSjIAQAAAAAoAQU5AAAAAAAl+P8K8A/Vy7GuMQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1224x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(17,7))\n",
    "sns.lineplot(data=df,x=\"age\",y=\"bmi\",hue=\"sex\")\n",
    "plt.title(\"Body mass index with the Age\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x1080 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Data Visualization with histogram \n",
    "df[['age',  'bmi', 'children', 'charges']].hist(bins=10, figsize=(15,15),color='green')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "region\n",
       "northeast    13406.38\n",
       "northwest    12450.84\n",
       "southeast    14735.41\n",
       "southwest    12346.94\n",
       "Name: charges, dtype: float64"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# group by \n",
    "\n",
    "reg=df.groupby(\"region\")[\"charges\"].mean().round(2)\n",
    "reg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='region'>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualisation group by\n",
    "\n",
    "reg.plot(kind=\"bar\", figsize=(15,7))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "sex     smoker  region   \n",
       "female  no      northeast     9640.43\n",
       "                northwest     8787.00\n",
       "                southeast     8440.21\n",
       "                southwest     8234.09\n",
       "        yes     northeast    28032.05\n",
       "                northwest    29670.82\n",
       "                southeast    33034.82\n",
       "                southwest    31687.99\n",
       "male    no      northeast     8664.04\n",
       "                northwest     8371.69\n",
       "                southeast     7609.00\n",
       "                southwest     7778.91\n",
       "        yes     northeast    30926.25\n",
       "                northwest    30713.18\n",
       "                southeast    36029.84\n",
       "                southwest    32598.86\n",
       "Name: charges, dtype: float64"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "a=df.groupby([\"sex\",\"smoker\",\"region\"])[\"charges\"].mean().round(2)\n",
    "a"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='sex,smoker,region'>"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualisation group by\n",
    "\n",
    "a.plot(kind=\"bar\", figsize=(15,7))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "smoker\n",
       "no      8440.66\n",
       "yes    32050.23\n",
       "Name: charges, dtype: float64"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "smo=df.groupby(\"smoker\")[\"charges\"].mean().round(2)\n",
    "smo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "###Analysis Result\n",
    "#We have data about an Insurance and we want to know the highest Charges while analyzing this data through , We have data about an Insurance data and we want to know the highest Charges while analyzing this data through [ Children, Smoker, Region, Charges ]\n",
    "\n",
    "#The higher the age, the higher the insurance value .\n",
    "\n",
    "#A non-smoker has less insurance than a smoker\n",
    "\n",
    "#The amount of insurance according to gender is similar.\n",
    "\n",
    "#The value of the insurance according to the region is also similar ."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Convert categories to numbers\n",
    "\n",
    "df[\"Gender\"]=pd.get_dummies(df[\"sex\"],drop_first=True)\n",
    "df[\"Smoker\"]=pd.get_dummies(df[\"smoker\"],drop_first=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "LE=LabelEncoder()\n",
    "LE.fit(df[\"region\"])\n",
    "df[\"Region\"]=LE.transform(df[\"region\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "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>age</th>\n",
       "      <th>bmi</th>\n",
       "      <th>children</th>\n",
       "      <th>charges</th>\n",
       "      <th>Gender</th>\n",
       "      <th>Smoker</th>\n",
       "      <th>Region</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>19</td>\n",
       "      <td>27.900</td>\n",
       "      <td>0</td>\n",
       "      <td>16884.92400</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>18</td>\n",
       "      <td>33.770</td>\n",
       "      <td>1</td>\n",
       "      <td>1725.55230</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>28</td>\n",
       "      <td>33.000</td>\n",
       "      <td>3</td>\n",
       "      <td>4449.46200</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>33</td>\n",
       "      <td>22.705</td>\n",
       "      <td>0</td>\n",
       "      <td>21984.47061</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>32</td>\n",
       "      <td>28.880</td>\n",
       "      <td>0</td>\n",
       "      <td>3866.85520</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   age     bmi  children      charges  Gender  Smoker  Region\n",
       "0   19  27.900         0  16884.92400       0       1       3\n",
       "1   18  33.770         1   1725.55230       1       0       2\n",
       "2   28  33.000         3   4449.46200       1       0       2\n",
       "3   33  22.705         0  21984.47061       1       0       1\n",
       "4   32  28.880         0   3866.85520       1       0       1"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# drop the columns that are not needed\n",
    "\n",
    "df.drop(columns=[\"sex\",\"smoker\",\"region\"],inplace=True)\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Defined X value and y value , and split the data train\n",
    "\n",
    "X = df.drop(columns=\"charges\")           \n",
    "y = df[\"charges\"]    # y = quality"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "# split the data train and test\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.25, random_state=42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "# using the model Linear Regression\n",
    "\n",
    "LinearRegression_model=LinearRegression()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# fit model\n",
    "\n",
    "LinearRegression_model.fit(X_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Score the X-train with Y-train is :  0.7294365233101179\n",
      "Score the X-test  with Y-test  is :  0.7962578620326622\n"
     ]
    }
   ],
   "source": [
    "# Score X and Y - test and train\n",
    "\n",
    "print(\"Score the X-train with Y-train is : \", LinearRegression_model.score(X_train,y_train))\n",
    "print(\"Score the X-test  with Y-test  is : \", LinearRegression_model.score(X_test,y_test))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Expected value Y using X test\n",
    "y_pred_LR=LinearRegression_model.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Model Evaluation Linear R : mean absolute error is  4063.0773793105786\n",
      " Model Evaluation Linear R : mean squared  error is  35229015.32733742\n",
      " Model Evaluation Linear R : median absolute error is  2292.016345146212\n"
     ]
    }
   ],
   "source": [
    "# Model Evaluation\n",
    "print( \" Model Evaluation Linear R : mean absolute error is \", mean_absolute_error(y_test,y_pred_LR))\n",
    "print(\" Model Evaluation Linear R : mean squared  error is \" , mean_squared_error(y_test,y_pred_LR))\n",
    "print(\" Model Evaluation Linear R : median absolute error is \" ,median_absolute_error(y_test,y_pred_LR)) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " The Score Linear Regression  0.7962578620326622\n"
     ]
    }
   ],
   "source": [
    "print(\" The Score Linear Regression \" ,r2_score(y_test,y_pred_LR))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "KNeighborsRegressor_model=KNeighborsRegressor()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "KNeighborsRegressor()"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# fit model\n",
    "KNeighborsRegressor_model.fit(X_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Score the X-train with Y-train is :  0.38799590156604236\n",
      "Score the X-test  with Y-test  is :  0.1337323607881269\n"
     ]
    }
   ],
   "source": [
    "# Score X and Y - test and train\n",
    "\n",
    "print(\"Score the X-train with Y-train is : \", KNeighborsRegressor_model.score(X_train,y_train))\n",
    "print(\"Score the X-test  with Y-test  is : \", KNeighborsRegressor_model.score(X_test,y_test))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Expected value Y using X test\n",
    "y_predKN=KNeighborsRegressor_model.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " The Score K Neighbors Regressor Model  0.1337323607881269\n"
     ]
    }
   ],
   "source": [
    "print(\" The Score K Neighbors Regressor Model \" ,r2_score(y_test,y_predKN)) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "XGB_model=XGBRegressor(n_estimators = 25)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "XGBRegressor(base_score=None, booster=None, callbacks=None,\n",
       "             colsample_bylevel=None, colsample_bynode=None,\n",
       "             colsample_bytree=None, early_stopping_rounds=None,\n",
       "             enable_categorical=False, eval_metric=None, feature_types=None,\n",
       "             gamma=None, gpu_id=None, grow_policy=None, importance_type=None,\n",
       "             interaction_constraints=None, learning_rate=None, max_bin=None,\n",
       "             max_cat_threshold=None, max_cat_to_onehot=None,\n",
       "             max_delta_step=None, max_depth=None, max_leaves=None,\n",
       "             min_child_weight=None, missing=nan, monotone_constraints=None,\n",
       "             n_estimators=25, n_jobs=None, num_parallel_tree=None,\n",
       "             predictor=None, random_state=None, ...)"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# fit model\n",
    "\n",
    "XGB_model.fit(X_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Score the X-train with Y-train is :  0.9512316310790851\n",
      "Score the X-test  with Y-test  is :  0.8699095462447873\n"
     ]
    }
   ],
   "source": [
    "# Score X and Y - test and train\n",
    "\n",
    "print(\"Score the X-train with Y-train is : \", XGB_model.score(X_train,y_train))\n",
    "print(\"Score the X-test  with Y-test  is : \", XGB_model.score(X_test,y_test))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Expected value Y using X test\n",
    "y_predXGB=XGB_model.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " The Score XGB Regressor  Model  0.8699095462447873\n"
     ]
    }
   ],
   "source": [
    "# Model Evaluation\n",
    "\n",
    "print(\" The Score XGB Regressor  Model \" ,r2_score(y_test,y_predXGB)) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "outputs": [],
   "source": [
    "###Hence the best model is XGB Regressor Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "outputs": [],
   "source": [
    "import pickle\n",
    "pickle.dump(XGB_model, open(\"model.pkl\", \"wb\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\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>age</th>\n",
       "      <th>bmi</th>\n",
       "      <th>children</th>\n",
       "      <th>charges</th>\n",
       "      <th>Gender</th>\n",
       "      <th>Smoker</th>\n",
       "      <th>Region</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>19</td>\n",
       "      <td>27.900</td>\n",
       "      <td>0</td>\n",
       "      <td>16884.92400</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>18</td>\n",
       "      <td>33.770</td>\n",
       "      <td>1</td>\n",
       "      <td>1725.55230</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>28</td>\n",
       "      <td>33.000</td>\n",
       "      <td>3</td>\n",
       "      <td>4449.46200</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>33</td>\n",
       "      <td>22.705</td>\n",
       "      <td>0</td>\n",
       "      <td>21984.47061</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>32</td>\n",
       "      <td>28.880</td>\n",
       "      <td>0</td>\n",
       "      <td>3866.85520</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1333</th>\n",
       "      <td>50</td>\n",
       "      <td>30.970</td>\n",
       "      <td>3</td>\n",
       "      <td>10600.54830</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1334</th>\n",
       "      <td>18</td>\n",
       "      <td>31.920</td>\n",
       "      <td>0</td>\n",
       "      <td>2205.98080</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1335</th>\n",
       "      <td>18</td>\n",
       "      <td>36.850</td>\n",
       "      <td>0</td>\n",
       "      <td>1629.83350</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1336</th>\n",
       "      <td>21</td>\n",
       "      <td>25.800</td>\n",
       "      <td>0</td>\n",
       "      <td>2007.94500</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1337</th>\n",
       "      <td>61</td>\n",
       "      <td>29.070</td>\n",
       "      <td>0</td>\n",
       "      <td>29141.36030</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1337 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      age     bmi  children      charges  Gender  Smoker  Region\n",
       "0      19  27.900         0  16884.92400       0       1       3\n",
       "1      18  33.770         1   1725.55230       1       0       2\n",
       "2      28  33.000         3   4449.46200       1       0       2\n",
       "3      33  22.705         0  21984.47061       1       0       1\n",
       "4      32  28.880         0   3866.85520       1       0       1\n",
       "...   ...     ...       ...          ...     ...     ...     ...\n",
       "1333   50  30.970         3  10600.54830       1       0       1\n",
       "1334   18  31.920         0   2205.98080       0       0       0\n",
       "1335   18  36.850         0   1629.83350       0       0       2\n",
       "1336   21  25.800         0   2007.94500       0       0       3\n",
       "1337   61  29.070         0  29141.36030       0       1       1\n",
       "\n",
       "[1337 rows x 7 columns]"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>bmi</th>\n",
       "      <th>children</th>\n",
       "      <th>Gender</th>\n",
       "      <th>Smoker</th>\n",
       "      <th>Region</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>763</th>\n",
       "      <td>27</td>\n",
       "      <td>26.03</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>1079</th>\n",
       "      <td>63</td>\n",
       "      <td>33.66</td>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>178</th>\n",
       "      <td>46</td>\n",
       "      <td>28.90</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>287</th>\n",
       "      <td>63</td>\n",
       "      <td>26.22</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1290</th>\n",
       "      <td>38</td>\n",
       "      <td>19.95</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1096</th>\n",
       "      <td>51</td>\n",
       "      <td>34.96</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1131</th>\n",
       "      <td>27</td>\n",
       "      <td>45.90</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1295</th>\n",
       "      <td>20</td>\n",
       "      <td>22.00</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>861</th>\n",
       "      <td>38</td>\n",
       "      <td>28.00</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1127</th>\n",
       "      <td>35</td>\n",
       "      <td>35.86</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1002 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      age    bmi  children  Gender  Smoker  Region\n",
       "763    27  26.03         0       1       0       0\n",
       "1079   63  33.66         3       1       0       2\n",
       "178    46  28.90         2       0       0       3\n",
       "287    63  26.22         0       0       0       1\n",
       "1290   38  19.95         2       0       0       0\n",
       "...   ...    ...       ...     ...     ...     ...\n",
       "1096   51  34.96         2       0       1       0\n",
       "1131   27  45.90         2       1       0       3\n",
       "1295   20  22.00         1       1       0       3\n",
       "861    38  28.00         3       0       0       3\n",
       "1127   35  35.86         2       0       0       2\n",
       "\n",
       "[1002 rows x 6 columns]"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([10127.889  ,  4490.9795 , 14319.659  , 39755.297  ,  4145.894  ,\n",
       "       10301.687  , 38211.723  ,  1997.211  ,  7892.5757 , 10921.432  ,\n",
       "       14150.592  , 24624.586  , 40043.79   , 19690.16   ,  7798.2056 ,\n",
       "        9343.55   , 10420.166  , 38639.49   ,  3256.4724 ,  4898.9653 ,\n",
       "       10257.659  , 20566.037  ,  9149.579  , 22893.77   , 37942.875  ,\n",
       "       12432.543  , 43276.973  , 45837.887  , 11890.414  , 14366.246  ,\n",
       "        5508.891  ,  9917.259  ,  4139.6377 , 15087.005  , 46402.223  ,\n",
       "        9071.161  ,  6328.1987 ,  5025.28   , 22996.674  , 10053.172  ,\n",
       "        3027.2502 , 20461.283  , 41618.277  ,  9354.582  ,  7918.5747 ,\n",
       "        4154.9165 ,  5319.0454 ,  7697.6553 ,  6726.9634 ,  9841.391  ,\n",
       "        6770.682  ,  9282.024  , 22258.875  ,  5514.113  ,  7848.555  ,\n",
       "        9481.303  , 10098.096  ,  7660.279  , 39100.84   ,  7845.6265 ,\n",
       "       13547.107  ,  4912.707  , 12647.014  ,  1777.3018 , 12362.743  ,\n",
       "       14583.238  ,  5677.916  , 27757.225  , 16356.005  , 19216.404  ,\n",
       "       11945.4375 , 10639.381  ,  8219.071  ,  4347.8477 , 11191.625  ,\n",
       "        4108.501  , 19760.795  ,  6306.0376 , 10602.184  , 12467.432  ,\n",
       "        8092.6143 , 15351.57   , 15043.507  , 15192.106  , 28543.664  ,\n",
       "       15594.097  ,  3224.9377 ,  2075.3267 ,  4531.508  ,  4958.311  ,\n",
       "       16316.877  , 17086.781  ,  4020.7847 ,  2755.3496 ,  1964.6174 ,\n",
       "       42442.055  , 16751.943  , 10717.272  ,  5788.9277 ,  8532.88   ,\n",
       "       14773.224  , 14490.772  , 24760.873  , 14849.494  , 39996.88   ,\n",
       "        2009.5825 , 41594.145  , 17501.639  , 15322.989  ,  5871.102  ,\n",
       "        7813.574  , 12666.082  ,  6913.0757 ,  8130.4595 ,  2370.426  ,\n",
       "        3561.3335 ,  6102.887  ,  4496.8936 ,  2500.5662 , 13456.49   ,\n",
       "       42351.766  ,  3915.3418 ,  8262.745  ,  5719.8047 ,  8386.799  ,\n",
       "        7947.24   ,  -156.00183, 14302.306  , 39825.566  , 47542.203  ,\n",
       "       29313.236  ,  8631.914  ,  2900.9104 , 12587.624  ,  5102.9756 ,\n",
       "       13587.849  , 45784.945  , 21007.5    , 18235.504  ,  4936.2227 ,\n",
       "        5053.376  , 13713.378  , 45228.02   , 10239.327  ,  1720.7622 ,\n",
       "        7700.869  ,  5147.049  ,  9348.105  , 43094.06   , 12923.015  ,\n",
       "        7727.9453 ,  8800.516  ,  5059.875  , 12920.856  ,  9635.03   ,\n",
       "       34725.72   , 42688.902  ,  9769.153  ,  9963.831  ,  9857.799  ,\n",
       "       12432.806  ,  6471.067  , 12750.776  , 12054.614  , 42735.754  ,\n",
       "       44454.367  , 10403.52   , 18746.766  ,  5500.384  ,  7199.507  ,\n",
       "        4803.4766 ,  4201.663  ,  4971.0405 , 12438.087  ,  9650.034  ,\n",
       "       15299.0625 ,  4276.915  ,  9914.978  ,  8749.09   ,  9722.861  ,\n",
       "       17987.494  ,  6191.2935 , 14538.125  , 12111.878  , 40030.19   ,\n",
       "       11463.818  ,  3538.8867 ,  5895.4263 ,  1490.3008 , 42336.695  ,\n",
       "        4119.168  , 24020.816  , 16701.607  ,  5038.5938 ,  2440.8123 ,\n",
       "        5745.84   , 40703.492  ,  4648.674  , 15312.289  , 19444.33   ,\n",
       "       33780.227  , 18466.605  ,  5288.131  , 11770.436  , 19602.027  ,\n",
       "        5334.582  ,  7836.232  ,  9754.134  ,  5325.865  , 42086.74   ,\n",
       "       25952.945  ,  9378.213  ,  4958.417  ,  5943.8867 , 16799.281  ,\n",
       "        1344.279  ,  2494.14   ,  9555.927  ,  9953.461  ,  5149.976  ,\n",
       "        4353.126  , 46677.35   , 45639.746  , 20450.893  ,  9451.662  ,\n",
       "       46662.03   , 41471.32   ,  8931.904  , 34112.492  ,  6738.3853 ,\n",
       "       16356.44   , 37620.09   ,  8888.071  ,  6908.255  , 10220.284  ,\n",
       "       10398.79   , 14933.42   ,  1823.9513 ,  3367.1892 ,  4155.004  ,\n",
       "        3593.7063 ,  2718.9165 ,  5814.553  , 12337.73   ,  1344.2202 ,\n",
       "        9983.523  ,  4315.178  ,  7973.3447 ,  2891.6553 ,  9801.457  ,\n",
       "        6691.6274 , 11471.57   , 13164.249  , 15316.715  , 43719.582  ,\n",
       "       13643.956  , 11961.193  ,  8814.732  ,  7652.7075 , 10906.232  ,\n",
       "       37157.77   , 45493.516  , 14763.3    , 13501.518  , 16763.684  ,\n",
       "        9102.927  , 50657.02   , 14529.591  ,  6789.6875 , 11532.087  ,\n",
       "       16559.75   , 16927.281  ,  9062.74   ,  7645.277  ,  7324.392  ,\n",
       "       12534.079  ,  5122.6416 , 11455.374  ,  5812.7534 , 13559.535  ,\n",
       "       10122.661  ,  9806.328  , 11995.938  ,  2839.7156 , 10481.133  ,\n",
       "       13861.206  ,  4676.984  ,  7933.648  , 11747.889  , 12035.541  ,\n",
       "       46905.906  , 13929.022  ,  3867.4487 ,  2150.2615 , 23650.9    ,\n",
       "       11645.844  ,  3275.593  , 10494.363  , 12157.625  ,  7972.3706 ,\n",
       "        1777.3018 ,  9875.361  , 47842.67   , 42229.22   ,  5542.373  ,\n",
       "        8187.259  ,  5849.354  ,  5981.4897 , 17024.238  ,  3897.435  ,\n",
       "        4397.3657 , 17721.424  , 40403.44   , 12401.371  , 15465.194  ,\n",
       "       13114.243  ,  2401.758  ,  5674.6787 , 22715.045  , 12745.7295 ,\n",
       "       47243.117  ,  3663.7993 ,  9482.841  ,  6740.9    , 13624.365  ,\n",
       "       37233.55   , 12445.348  ,  7315.1846 ,  9796.239  , 14441.513  ,\n",
       "        9191.676  ,  6940.041  ,  7946.9883 ,  4933.965  , 12174.076  ],\n",
       "      dtype=float32)"
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "XGB_model.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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