Trang xem fina.ipynb

{
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  {
   "cell_type": "code",
   "execution_count": 1,
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   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Admin\\Anaconda3\\lib\\site-packages\\statsmodels\\tools\\_testing.py:19: FutureWarning: pandas.util.testing is deprecated. Use the functions in the public API at pandas.testing instead.\n",
      "  import pandas.util.testing as tm\n"
     ]
    }
   ],
   "source": [
    "import hieu_viet_code_ne"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import pandas as pd'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import pandas as pd'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import pandas as pd'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df1 = pd.read_csv(r\"C:\\PYTHON LEARNING\\DATA\\Finapro\\user tren tung trang.csv\")\n",
    "df2 = pd.read_csv(r\"C:\\PYTHON LEARNING\\DATA\\Finapro\\bo loc fina.csv\")\n",
    "df3 = pd.read_excel(r\"C:\\PYTHON LEARNING\\DATA\\Finapro\\lo loc fina 2.xlsx\",encoding='latin-1')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>iduser</th>\n",
       "      <th>goidichvu</th>\n",
       "      <th>baocaophantich</th>\n",
       "      <th>baocaophantichmoinhat</th>\n",
       "      <th>baocaotaichinh</th>\n",
       "      <th>boloc</th>\n",
       "      <th>chitietdanhmuc</th>\n",
       "      <th>danhmuc</th>\n",
       "      <th>danhsachCKcoBCTCmoi</th>\n",
       "      <th>dothigia</th>\n",
       "      <th>dothitaichinh</th>\n",
       "      <th>loadboloc</th>\n",
       "      <th>loadbolocmau</th>\n",
       "      <th>profile</th>\n",
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       "    <tr>\n",
       "      <th>0</th>\n",
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       "      <td>goichuan</td>\n",
       "      <td>89.0</td>\n",
       "      <td>59.0</td>\n",
       "      <td>1128.0</td>\n",
       "      <td>1022.0</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>327.0</td>\n",
       "      <td>3577.0</td>\n",
       "      <td>1440.0</td>\n",
       "      <td>254.0</td>\n",
       "      <td>107.0</td>\n",
       "      <td>22.0</td>\n",
       "      <td>638.0</td>\n",
       "      <td>5469.0</td>\n",
       "      <td>202.0</td>\n",
       "      <td>82.0</td>\n",
       "      <td>1406.0</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>15</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>23.0</td>\n",
       "      <td>19.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>16.0</td>\n",
       "      <td>23.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>12.0</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>17</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>9.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>33.0</td>\n",
       "      <td>65.0</td>\n",
       "      <td>10.0</td>\n",
       "      <td>10.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>17.0</td>\n",
       "      <td>368.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>18.0</td>\n",
       "      <td>105.0</td>\n",
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       "   iduser      goidichvu  baocaophantich  baocaophantichmoinhat  \\\n",
       "0       1       goichuan            89.0                   59.0   \n",
       "1       2  goitrainghiem             NaN                    NaN   \n",
       "2       3       goichuan           170.0                  327.0   \n",
       "3      15       goichuan             NaN                    NaN   \n",
       "4      17       goichuan             9.0                    1.0   \n",
       "\n",
       "   baocaotaichinh   boloc  chitietdanhmuc  danhmuc  danhsachCKcoBCTCmoi  \\\n",
       "0          1128.0  1022.0           504.0     75.0                 76.0   \n",
       "1             NaN     NaN             NaN      NaN                  NaN   \n",
       "2          3577.0  1440.0           254.0    107.0                 22.0   \n",
       "3            23.0    19.0             NaN      NaN                  NaN   \n",
       "4            33.0    65.0            10.0     10.0                  NaN   \n",
       "\n",
       "   dothigia  dothitaichinh  loadboloc  loadbolocmau  profile  \n",
       "0     222.0         1923.0       64.0          74.0   1272.0  \n",
       "1       NaN            NaN        NaN           NaN     50.0  \n",
       "2     638.0         5469.0      202.0          82.0   1406.0  \n",
       "3      16.0           23.0        NaN           1.0     12.0  \n",
       "4      17.0          368.0        NaN          18.0    105.0  "
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     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "df1.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
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       "      <th>iduser</th>\n",
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       "      <th>Sum of sobolocluu</th>\n",
       "      <th>Sum of sodanhmucluu</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>1</td>\n",
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       "      <td>5.0</td>\n",
       "      <td>5.0</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>3</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>11.0</td>\n",
       "      <td>3.0</td>\n",
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       "      <td>15</td>\n",
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       "      <td>1.0</td>\n",
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       "    <tr>\n",
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       "      <td>goichuan</td>\n",
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       "      <td>3.0</td>\n",
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       "    <tr>\n",
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       "      <td>18</td>\n",
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       "      <td>NaN</td>\n",
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      "text/plain": [
       "   iduser goidichvu  Sum of sobolocluu  Sum of sodanhmucluu\n",
       "0       1  goichuan                5.0                  5.0\n",
       "1       3  goichuan               11.0                  3.0\n",
       "2      15  goichuan                NaN                  1.0\n",
       "3      17  goichuan                1.0                  3.0\n",
       "4      18  goichuan                2.0                  NaN"
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     "metadata": {},
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   ],
   "source": [
    "df2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
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       "      <th>10 chỉ số tài chính quan trọng</th>\n",
       "      <th>5 chỉ số tài chính quan trọng</th>\n",
       "      <th>6 chỉ số tài chính quan trọng</th>\n",
       "      <th>Có nguồn thu để dành</th>\n",
       "      <th>Cổ phiếu 4M - Phil Town</th>\n",
       "      <th>Cổ phiếu có nguồn thu để dành</th>\n",
       "      <th>Cổ phiếu tăng trưởng &amp; định giá ổn</th>\n",
       "      <th>Đang xây dựng nhà máy/ dự án mới</th>\n",
       "      <th>...</th>\n",
       "      <th>Giấu lợi nhuận bằng khấu hao nhanh</th>\n",
       "      <th>Lọc 10 chỉ số tài chính quan trọng</th>\n",
       "      <th>Lợi nhuận cùng kỳ giảm đột biến</th>\n",
       "      <th>Lợi thế cạnh tranh cao</th>\n",
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       "      <th>Tăng trưởng 4M - Phil Town</th>\n",
       "      <th>Top sức mạnh giá Canslim</th>\n",
       "      <th>Trích lập dự phòng mạnh</th>\n",
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       "      <td>1.0</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>2.0</td>\n",
       "      <td>5.0</td>\n",
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       "      <td>goichuan</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
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       "      <td>7.0</td>\n",
       "      <td>8.0</td>\n",
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       "      <td>8.0</td>\n",
       "      <td>2.0</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.0</td>\n",
       "      <td>32.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>3.0</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>15</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>17</td>\n",
       "      <td>goichuan</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>NaN</td>\n",
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       "      <th>4</th>\n",
       "      <td>18</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>1.0</td>\n",
       "      <td>NaN</td>\n",
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       "<p>5 rows × 25 columns</p>\n",
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      "text/plain": [
       "   iduser goidichvu  10 chỉ số tài chính quan trọng  \\\n",
       "0       1  goichuan                             NaN   \n",
       "1       3  goichuan                             NaN   \n",
       "2      15  goichuan                             NaN   \n",
       "3      17  goichuan                             NaN   \n",
       "4      18  goichuan                             NaN   \n",
       "\n",
       "   5 chỉ số tài chính quan trọng  6 chỉ số tài chính quan trọng  \\\n",
       "0                            NaN                            NaN   \n",
       "1                            NaN                            1.0   \n",
       "2                            NaN                            NaN   \n",
       "3                            NaN                            NaN   \n",
       "4                            NaN                            4.0   \n",
       "\n",
       "   Có nguồn thu để dành  Cổ phiếu 4M - Phil Town  \\\n",
       "0                   2.0                      7.0   \n",
       "1                   NaN                      1.0   \n",
       "2                   NaN                      NaN   \n",
       "3                   NaN                      1.0   \n",
       "4                   NaN                      2.0   \n",
       "\n",
       "   Cổ phiếu có nguồn thu để dành  Cổ phiếu tăng trưởng & định giá ổn  \\\n",
       "0                            7.0                                 4.0   \n",
       "1                            5.0                                 7.0   \n",
       "2                            NaN                                 NaN   \n",
       "3                            NaN                                 NaN   \n",
       "4                            NaN                                 NaN   \n",
       "\n",
       "   Đang xây dựng nhà máy/ dự án mới  ...  Giấu lợi nhuận bằng khấu hao nhanh  \\\n",
       "0                               1.0  ...                                 4.0   \n",
       "1                               8.0  ...                                 8.0   \n",
       "2                               NaN  ...                                 NaN   \n",
       "3                               1.0  ...                                 2.0   \n",
       "4                               NaN  ...                                 NaN   \n",
       "\n",
       "   Lọc 10 chỉ số tài chính quan trọng  Lợi nhuận cùng kỳ giảm đột biến  \\\n",
       "0                                 2.0                              1.0   \n",
       "1                                 2.0                              NaN   \n",
       "2                                 NaN                              NaN   \n",
       "3                                 5.0                              NaN   \n",
       "4                                 NaN                              NaN   \n",
       "\n",
       "   Lợi thế cạnh tranh cao  Quay lại chu kỳ tăng trưởng  \\\n",
       "0                     2.0                          1.0   \n",
       "1                     NaN                          1.0   \n",
       "2                     1.0                          NaN   \n",
       "3                     NaN                          NaN   \n",
       "4                     2.0                          NaN   \n",
       "\n",
       "   Tăng trưởng & định giá ổn  Tăng trưởng 4M - Phil Town  \\\n",
       "0                        NaN                         2.0   \n",
       "1                        NaN                         4.0   \n",
       "2                        NaN                         NaN   \n",
       "3                        NaN                         1.0   \n",
       "4                        NaN                         1.0   \n",
       "\n",
       "   Top sức mạnh giá Canslim  Trích lập dự phòng mạnh  Vốn hóa  \n",
       "0                      12.0                      2.0      5.0  \n",
       "1                      32.0                      5.0      3.0  \n",
       "2                       NaN                      NaN      NaN  \n",
       "3                       6.0                      NaN      NaN  \n",
       "4                       1.0                      1.0      NaN  \n",
       "\n",
       "[5 rows x 25 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df3.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import pandas as pd'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "eda = pd.merge(df1, df2, how='left', on=['iduser'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "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>goidichvu_x</th>\n",
       "      <th>baocaophantich</th>\n",
       "      <th>baocaophantichmoinhat</th>\n",
       "      <th>baocaotaichinh</th>\n",
       "      <th>boloc</th>\n",
       "      <th>chitietdanhmuc</th>\n",
       "      <th>danhmuc</th>\n",
       "      <th>danhsachCKcoBCTCmoi</th>\n",
       "      <th>dothigia</th>\n",
       "      <th>dothitaichinh</th>\n",
       "      <th>loadboloc</th>\n",
       "      <th>loadbolocmau</th>\n",
       "      <th>profile</th>\n",
       "      <th>goidichvu_y</th>\n",
       "      <th>Sum of sobolocluu</th>\n",
       "      <th>Sum of sodanhmucluu</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>goichuan</td>\n",
       "      <td>89.0</td>\n",
       "      <td>59.0</td>\n",
       "      <td>1128.0</td>\n",
       "      <td>1022.0</td>\n",
       "      <td>504.0</td>\n",
       "      <td>75.0</td>\n",
       "      <td>76.0</td>\n",
       "      <td>222.0</td>\n",
       "      <td>1923.0</td>\n",
       "      <td>64.0</td>\n",
       "      <td>74.0</td>\n",
       "      <td>1272.0</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>5.0</td>\n",
       "      <td>5.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>goitrainghiem</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>50.0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>goichuan</td>\n",
       "      <td>170.0</td>\n",
       "      <td>327.0</td>\n",
       "      <td>3577.0</td>\n",
       "      <td>1440.0</td>\n",
       "      <td>254.0</td>\n",
       "      <td>107.0</td>\n",
       "      <td>22.0</td>\n",
       "      <td>638.0</td>\n",
       "      <td>5469.0</td>\n",
       "      <td>202.0</td>\n",
       "      <td>82.0</td>\n",
       "      <td>1406.0</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>11.0</td>\n",
       "      <td>3.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>goichuan</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>23.0</td>\n",
       "      <td>19.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>16.0</td>\n",
       "      <td>23.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>12.0</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>goichuan</td>\n",
       "      <td>9.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>33.0</td>\n",
       "      <td>65.0</td>\n",
       "      <td>10.0</td>\n",
       "      <td>10.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>17.0</td>\n",
       "      <td>368.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>18.0</td>\n",
       "      <td>105.0</td>\n",
       "      <td>goichuan</td>\n",
       "      <td>1.0</td>\n",
       "      <td>3.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     goidichvu_x  baocaophantich  baocaophantichmoinhat  baocaotaichinh  \\\n",
       "0       goichuan            89.0                   59.0          1128.0   \n",
       "1  goitrainghiem             0.0                    0.0             0.0   \n",
       "2       goichuan           170.0                  327.0          3577.0   \n",
       "3       goichuan             0.0                    0.0            23.0   \n",
       "4       goichuan             9.0                    1.0            33.0   \n",
       "\n",
       "    boloc  chitietdanhmuc  danhmuc  danhsachCKcoBCTCmoi  dothigia  \\\n",
       "0  1022.0           504.0     75.0                 76.0     222.0   \n",
       "1     0.0             0.0      0.0                  0.0       0.0   \n",
       "2  1440.0           254.0    107.0                 22.0     638.0   \n",
       "3    19.0             0.0      0.0                  0.0      16.0   \n",
       "4    65.0            10.0     10.0                  0.0      17.0   \n",
       "\n",
       "   dothitaichinh  loadboloc  loadbolocmau  profile goidichvu_y  \\\n",
       "0         1923.0       64.0          74.0   1272.0    goichuan   \n",
       "1            0.0        0.0           0.0     50.0           0   \n",
       "2         5469.0      202.0          82.0   1406.0    goichuan   \n",
       "3           23.0        0.0           1.0     12.0    goichuan   \n",
       "4          368.0        0.0          18.0    105.0    goichuan   \n",
       "\n",
       "   Sum of sobolocluu  Sum of sodanhmucluu  \n",
       "0                5.0                  5.0  \n",
       "1                0.0                  0.0  \n",
       "2               11.0                  3.0  \n",
       "3                0.0                  1.0  \n",
       "4                1.0                  3.0  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eda.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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Kzezra/z+X6PdFn3bL9f4eSPKpESfoe9x82FZxojfMxrbPLfWIV5P3DduI7VNPtq33U6UXrk7NNatRUk+n0EdCmKYFspN6/nAT/rrSUYYostjdrDYNWPY9/vs2p45kXJzY+iGQKtxu5zy9OihlGvSJ3RdrqVlGaOeeFpjm20pHdDuoVyzPrqufxClo9k5wFpdf5epsHRegGV5odwF/zLlMauN67qNa6P6JkryaoO6/umUnh0L6us3gO9R7mQ+quvvYuyWjoVyt/f7lCTpJnXdWvWk+aW+bV9WY3Y5JUHabOCs3PV36SB2K1CS7j+t+1pvrK/HAjcDG/Vt34zXxpQJAW4CZnf9XTqM4WMoFyCn1wr6CGD9vm1eSWk8L6jvH0q5ePs3QzjGK6U397fqfrdpI45H1Bh9lXphy/0b1YdSerls1PX36Ch249UTp/TOgyN8bvV6nvzXsO13lB5VZ9Xj9InAA4EX1lgsoJEspVzkLgD+VuvaGY331u76u3QQuxk1bqcDW1ISoDs2zmmfYeFY4EN3kTtgDJ8G/J4yDMHdwLuoN4RGixnlEdQ/1H10qOpYSsLknHq+ekI9fnetdeZX6zbTGts3f34QZViD6xjCjgODxq+xrdcTC2MxkbbJppSOLddR2ni9ya/+NWxxq/FYhYUdVtZn4fVEbzLsZgeV5Txm28eu77PvqvvmUN2ErN99VcqN29MpY6I/Efgn5cmzlbou31RfJlhPbMnCtvFllPbfr+r57tFdf5epsnRegGV9oST3Du9btxLljvk/a+W9Wl2/LqW3xo8ps8x+hSG7+DV2ixyz9Sm9SN9YK+Re5fx5ythoW1Nmb+9t/2ZKo7o3AdZQ9oas330r4EfAy+vvvV4sO1CGxPg8pdf3ISzsedWL71soEyYOXcOmEb9ptXF8NiUh8LFaOR9BvSHU2PYRtTF4AaU35fcYwguRGosZlITLB/rWPxB4G6VX7tf64tzbN19A6U25cdffo8P4jVdPnEpNhjaO13UoyYO7hrFBSHm8+XJgd+57wfZMSqN5AXBQXbcccBhlXNxe/IauZ1UjRhtSLir25r6Jgd4F3QKcrGms+AXlxu0F9Tj8Zj0O380ovX9qzE+k3Djaouvv0EG8DqRcwM7ue+9Ayqz2o02K+GZKO/maYW2btIkfZYggrycGa5sc21j/PEqCawHliaLT+2M+DEutM/9c47BjY/1TKcOynF3bH28Y4bNDfcy2iV39TK9N/Phatzys6++yhOO2EqUX989odOyhJJj/0TvHMcTX+OPEr1U9S7lhfihlCI2DGcKbQmPGtesCLKsLJRGwaq2gP1fXLd94fznKRfCNNBII9b2Z/dsP02LsFil2W9XK+aWNdatRepfOpyRCb6+N517iZXrX5Z4KC7Bmbcj0z3D/x1p5f5tywfEvyiNcq/R9fsOuv8NUWGps3lt/PooyFMFcSkJhfxpJvXqcB7Bi1+XuMF4PrBcU76q/N891q1Mu5hYAn2isbyYGH9D1d+gobhOpJ47p++y6dd8cqoRV4/s/o+5T/1V/b/ZO/irlyY0bgNc1Yjn0Fyf1XPV4GhfAfbH7VI3dAuDArss7lRfKI6gvqj//iPJY7zspvYle3zyvUW5K/rG3vw7TUuuAYyiP4fZ6yPdu9uxR47bZCJ97COWG+PeBR3b9PTqM36o1duPGr/8cxxBfT1ASzA8YsG3yqcb6VSgTOG9A7QQ0jAslWbyAknxai9Ij8rbaXvkp5UblAuDQxmc28ZhNgDe1iF2zTbxG19+hg5i9gvJU33rNeNRj8WZgbtdlnMpLm3qiEeP7vLo04tp1AZb1BfgIJan38Pp78xH7WbWSvgN4cWO9O6yxm2iseie95SmPiF9HmZV9b8pYpb+hJFC3AvZhhAT9MC7AisDTG7/f26ObklA4nvJY+SMa2xxUK+1n1t+HMklPuQhp3jHv7YOfBk5qrP8cZeiMyyiPRj+c2vNgiI/X/tgdTZkootfboHmuewDlsayrqePhNuM97MsE6okX9X1u6BIHje/+cOBays2fNeu6Ferr0ZRJT8+gPLkxs6tyTpWleY4H1qA82fIjYN26rpeMOozS4/aYWueO2MN0mBcWXsB9Bzi6sf5EyoXcBZQEwqZ9dcSsrsveYcz2YOFwQM1kymxK8uUpo3xubYZw6LMR4rAXC4fXm0j8hm7Ym/727ATaJk9fUmVcWhbKE6ULWDiMyPsbcXwYZfL6BcArG59ZY1iPWe77ZNDrW8RuaI7Txndu3uS+Xx1J6WT2Y8r11yOHNU4DxnKR6gmX+y/3zlivydWYyfM4ymOpR0fEg3PhrO1k5q2UhvZfgEf3Ppt1r+29DhtjN7iImFbjtS5AZt4JfJTySNFHKUnm1SkV8RmZeR7l8ZkvAM+JiM26KXn3ImImpQHzvxHxfIC6j0VmLqj70FzgOZl5cUT0zpefpCSvNqmfGbqZnyNiZUpvi7dGxGyALLOxQ+nxvWlEbFTX70dJMm9AGbrg1sy8p743VMcr3C92vVmLv015ZPzjEbFO37nuWkoPhZmUccCo6xcwxFrUE1s1P1fPlUMhImZExPoR8YSImJmZf6bcjNwbmBMRK2fmHRGxOaWh/WXgE5QhMh7aXcm7V2dqvzQidgLIMov9ycDjgEMiYu3MvL2eB19NGZv/s5T97SHdlHpq6NvvZsF96stvUuqJNer6PSjJhEdShie4vtYLveP8tiVb+u7U2e13i4jXR8ROmXliZs6PiOl9deVdlBuWqzY+OysingSQmf/MzJuXcPGnjF6bLTO/lZlX1Z8Hid82ddu7R/jMMqv/XFcN2jaZvcQLPIU0jtnXRsRzATLzcEqP5idS2nyfzsy/1fcuoSRKr6HUJdT1NwzrMZuZCxrH7BHAHCYWu6E4Tnvq8XpJROwC97Z37yMzb6R0xNiQMjnn0MVpPJNVT+j+TDJPkohYOSI+EBErwX2SJxcAR1LGKp3buAhevr5/JeUO0+zGRfNQMXbt1GTV4ZSE8kUR8eWI2Cwzz8zM3ShJveOBv2XmRY0T6Z2Unn/XUirpYbU5JWn3cOD9jYZhRsT0+vOZmXld/XlB3c+2oSStft9NsbtV97vfAitTJkm4pG+TGyk3PVaq23+DcqPjJ5RHzT8WEesNY0NnhNj9GSAzf0BJTj0TeF9NXDXPdedT4vyYTgo+BUxWPTFs+13d546jDPVzNnBmRGyfmXvXdf8NzIuInwDnA9/PzB9SbsD9kzLMzVCqF3HnUs73FzRuUOxPSb7sBlwZEb+nTEp3YmYek5m/o8Ruw25K3r0R9rvTImLXxiZXU+rfFev2X6cMT3Uu8CLgzRGxeu9m2rActxGxCuUpgk9SngL6ekR8FUa8mL0buAXI+tlVKeNDfjEi1lxihZ5CmvXEADdiR4vfl4Ytfv3nut762jb5DmXuFtsmI+g7Zj8PHFXPZ71E857Aqb3kceNa7M+UeuJBXZR7KhihXdefaDZ2I+g7Xke9Fq1tlvMpw4y8PSI2XTIlnNqsJ5YMk8yTICJWpMxu/wHgiCg9JGnc7f0M5fHJrYBvRMRDe72oImItSsLhT8PSiG4ydu3UC7jfUBKlvwa+SJkE7NMRsRpAZt5Eic/GNam3IErP53Xq586n3KEbVudRLoLfSXms9JMR8RwoF3O9hELfDYw1KHH+G2WM66FSG3hzKRNJ7A18JzPvbMYoM+dRGj/bR8S3KHfPn5uZu1J6T2675EvevVFid0dEzADIzLcBJ9T3PhUR6zfOdeuwcEKUoWM90U6tJ86hPDJ5OPBiys3HAwEy89mUcdJPpdwcekdmvqR+fBvKxE5DeSOyJg7OB66gzHFwdXP/ycw5wEsp4zCfBbw2M19aP/sUyo3cy5Z0uaeCUfa7jSk903rOAS4EtoyI44GdgT0yc+v63hzKOW9o1PPc6ZQJc19NeSz865S6dHZju961212UIUZWqkm/T1HG5nxpZl6/JMs+FYxWT4zhTozfiOe65vuZ+XbK8EAvo7STbZtUoxyz3wC2jYgtATLze5n57br9cr2kVpQnSVeg3NAdOqMdr32JZmPXZ7zjtbHdtCz+Q+nEsgG153ev7TyMrCeWnOldF2BpV3s8HkJJUn2TMrvuihHxsiyPUC6Xmfdk5vsj4j/Aa4DzI+KTwD2UCulRdf1QMXbt1JPc1yiJztdk5hV1/VmU3lW71/cB5lEudr8WEe+kVDK7A9sD2w/rY1lwb0Om1+N2C8rEQh+vFfN3a4/m5RuN6a0p41zvDjw5y6OCw2ZF6oVvZv4FICK2BZ4WEWtTJpj8NHApJaF6NaVX2tkAmbl3RKybmcOYuBordutReiO8EfgP5WLurIg4iNKQfjwlSXNCFwXvkvVEO7Xh/H3KMdmsJ1ak3MRYI8ujuUfW9Stl5i3157UoCdSrKTdFhkrtVXUhpZfQ3pn597r+IZRHJh8M/DYzT6P00J2ZmbfXbdYCXkVJOgzjjcjx9rtVMvOmeoPtekry6lpKPfFbgMx8SkRskJn/6uRLdOfllMT8q4GL6s3uL9Xfl4soT2I0el4toAxVsB7lkeiXAttk5tA9ZTVePTHKx5Ihj98A57oNgF9k5j4R8VHglcBTbJvca6xjtpfo6yVGm9cTD6R0cFmJct02VMY7Xvt7l/baefXnoY3dAMfrusCFmfn3eo07IzPvyswvRMTLKE/tficzh7KDmfXEEpZTYGDopXmhjLn3R8qkJetSLmRvpVS4vclgmpPGbE0Zr28+ZfKYU4Etu/4exm7pWSiP1P+OMnbmvbOcUi58rwQ+2bf9BygXfAsovdLOAbbo+nt0HMNe3PYBflx/7k2GdTFlNuNv1X0ygHdQeivMG8Z9rhG39Sk3N/aov+9FGSvzPMrkMPcAvwAeS0ky79GI9XJdlXsqLAPEbgHwf5SLul3qefFmSm+Fs4BHd/0dOoqb9US7uO1C6a2xW/29N4Ha3nU/2x/4H2Cvvs89i9IT61/DGLcag+fV4/FYFk7ut1vdn26p710KfLDvc8+nPB3zzyE+XgfZ7z5e4/kEyvjLuzbqiaGdRIdyg/byvnWb1TZJb+iRY4E16nsPrue5G4CbgMd2/R06jN249cQIn3ngsMdvwHPdfODt9b1nA9+zbXJv/CZ0zNb3XwGcVOuJrbr+Dh3FbcLHq7Eb+Hi9BHh/4zO9Ce3/h3KNu27X36PD+FlPLMl4d12ApX2hDAb+IhbO0L4m5TG/US+C6+/rU3q2DeUsssZukeL2CMr4X6vU35uzoJ4BnNyLb2P9bMowD48HHtD1d5gqC/C0WjFvVn/fgNJz73pKwvSZdf22wL7Ahl2XueN4rQH8lXLjYgblbvr7ayW8AqVXx18oQ7ms2HV5p9IyYOyuBP5f4zMPrZ9brevydxg364l2cVuTMkzBCo11M2sDu3ez8Zp6vjukvr868Cbgl8Cjuv4OHcZueWA/yiOSn6zH5j2UMXJfDDylxuha4ID6mel1u58Cs7v+DkvBfncNJdm8erMNM8wL5UmpBcBO9ff1KOPjXk65cfZVyuSIF9Q6YwXgIsrF79AerzVWg9YTzfbyGnW/HNr4TeBcdz010Vw/t8mwt01qHCZ6zG5B6UH5c2DzrsvfYdzaHK9PpCTuhzZ2E2ybvKfvs6sCG3X9HTqOn/XEkox31wVYFhYW9tSYXl9X69tpV2xsu3bX5Z1Ki7FrHbdZ9XVa3+vJwA8b203ruqxTdaH0UF6NOn5wY/0PKQP9Xwk8z1jeL24fq43mAyjDYGzaeG8lymOCd1DGq+q8vFNpGSB2r6qNx5fVde5zaT0xCXGbRhk38+y6bFnXrwn8uJ7rNqrrVgFW77rsXS+UpPGbKAmEu4B39+rd+v46lPkQ/gCs2li/Stdl73oZcL87hXKj7SFdl3eqLJQbjj+v+9wFlCdffg9s0tjmhXV//FD9/bXAQ7su+1RYJlhP9HqDv7hZDw/jMoFz3bxe3YA3hnqxmcgxe2D9/RHUJNcwLxM8Xletr+sDa3Vd9o7jNpG2yWp13VA/SdoXP+uJJbQ48d8kyLoHZp35OTNvpEzW8U7Ko0XHRMQKdcycQyPi4I6KOuUYu3Yy89b62hu3qncs30q5U9czKyL2701op4WyuJHy2N9uAJ8dOKAAACAASURBVBFxAuUR3ldRLo6PjIhd6/bjzUA7LI6kJErfRHnc6Aa4d7y5WyhjpN1FaQzqvsaL3XcoSeb1wH2ux3qinUbcFmQZz/Aoyo2zC+r4rtcD76E8dv/Iuu1Nmfnvzgo9RdR97QhKT7UfAj/o1bsRsUJmXkcZ22825fHo3udu6qC4U8qA+90BlCeHHt5hUaeUzPwHsCdl2JV3Uh7R/TowvzFR048ovUrXqp85KjOHcoLJfhOsJz4XEe/NzG9m5qUdFXlKmMC5bjPq8dqL9bCb4DH7wPqZi9MJwyZ6vH4+Ij6UZazhYRur/z4m2DZ5RP3MPR0Vd8qxnlhynPhvMcnMGyPim5QBwz9FSbwk8HTKIx8ahbGbuN7JkjLJ32p1cPsVKeOF7UPjIlhFY0KOnwMPizLD/Y6UHrinRMT/UXr5/bHDYk45mTk/IvamxG0WpXF9ZNYJTSjJ06soPTrUYOwmj/XE4BoThn25t66RJHgUZZ/zPNcnM++KiKOBn2XmJXBvLO+om2xKuWn0l46KOKUNuN/9qZPCTVE1gfLdiFiFsn/dVGN2T01aPZgyxM08WBjjzgo8xY1TT3y0y7JNJRM4113ZURGnLI/ZyWO7bjAer5PLemLxMMm8mNSD/YaI+DplFssPUWYbf1Jm/qHb0k1txm7iGo2WuyjH9cqUQf5fBDyhVwlpoUYv0Z8D76P0NHghcHqN52URMTuHdBbesWTmORGxPWUyxM9HxCzgu5THoN9IefzorA6LOGUZu8lhPTG45gVt8wI3ItahNKLnATd2VLwprV609S7ipvdu6NbYPYnySOpt3ZVw6nK/WyS3AhcCr4iI32bmuZRk1VsoY2v+COxROh7ricF5rltkHrOLyON1cB6vk8f9bvEwybyYNCqRNYDHUWak3C4zL+quVEsHY9dKUO663U6ZBOAwYC9g28z8fZcFWwr8nDLe0rXAL/oagHeP+AmRmedGxNaUySc+AXyQkjC4B9glM+3dNwpjt+isJ9ppJPpms/DxwO3rI4MaRb0I6V3EbQW8FXgGpY41duNwv5uYzLwnIt4FnAqcHBGXUyZQfCCwm3XEYKwnJs5zXTses4vO43XiPF4Xnfvd4hHpDbXFJiKWB74MvATYKjMv6LhISw1j105EfAg4kJKw2tEE82B8fK29iFgR2BJ4LPBX4NzM/Gu3pVo6GLtFYz3RTq0ntgE2oY6V23GRlhoR8R7gmcCGwHMz8/yOi7TUcL+buIjYAtifMpTS74AvpWNDToj1RDue69rxmF00Hq/teLwuGve7yWeSeTGLiM0ps3ra3X6CjN3E1buYpwI7ZKZjbEpapllPTFy9CH4+cExmXt51eZYmtSfui4GvpBOuTYj7XTt1XNcF4KP2bVlPTJznuvY8ZheNx+vEebwuOve7yWWSWVrGRMSKmek4TJKkEUXEcumM460Yu/aMnbT08HiVlh4er5pKTDJLkiRJkiRJklqb1nUBJEmSJEmSJElLL5PMkiRJkiRJkqTWBkoyR8SDI+J/I+JXEXFrRGREPGTAz06LiAMi4oqIuD0izo+IPRel0JIkSZIkSZK0LBo0FxsRMyPiExFxdUTcVrfffoTtBs7PRsRrIuJPEXFHRFwcEa8fpMyD9mTeFNgLuAH45YCf6TkY+CBwOPAs4GzghIjYZYJ/R5IkSZIkSZKWdYPmYr8EvAZ4P7ArcDVwakRs1bfdQPnZiHgNcCTwHWBn4ARgbkS8YbwCDzTxX0RMy8wF9edXA18ANs7MK8b53AOAq4CPZeYHGutPB9bJzC3H/eeSJEmSJEmSNCQGycVGxKOB84B9M/Mrdd10YB5wcWbuXtcNlJ+tn/078OPMfEVjuy8DuwPrZeZdo5V5oJ7MvS/Vwk7A8sCxfeuPBbaIiI1b/l1JkiRJkiRJWuYMmIvdHbgLOL7xubuB44CdImKFunrQ/Ow2wDojbPc1YC1gu7EKs7gn/psN3AFc2rd+Xn3dfDH/f0mSJEmSJEla1swG5mfmrX3r51GSyps2thskPzu7vl44znYjmj5AgRfFmsC/8/5jclzfeH8844/nMaA5c+ZM1p9aLObOndt1EUZl7CRJkiRJkqRFFpP0d9akjNncrz/vOmh+tvfa/zcHyuMu7p7MwchJ4skKpiRJkiRJkiQNm0HzrhPZjlG2HdfiTjJfD6wREf2FXqPxviRJkiRJkiRpcNczcu/i/rzroPnZ0Xosr9n3/ogWd5J5HrAC8NC+9b0xPC5azP9fkiRJkiRJkpY184CNI2JW3/rNgTtZOAbzoPnZ3tjLs8fZbkSLO8l8CuVLvbRv/cuACzNz/mL+/5IkSZIkSZK0rDkJmAG8oLciIqYDLwR+kpl31NWD5md/BfxzlO2uB84aqzADT/wXEc+vPz62vj4rIq4DrsvMM+s2dwPHZOarADLz2og4FDggIm4Czq1fdEdgj0H/tyRJkiRJkiQNi/FysZl5XkQcDxwWETOA+cAbgI1pJIoHzc9m5l0RcSAwNyL+Bvy0brMv8KbMvHOs8g6cZAZO6Pt9bn09E9ih/rxcXZreC9wMvAVYF7gY2CszT57A/5YkSZIkSZKkYTFILnYf4BDgw8DqwPnAzpl5bt9nB8rPZuYREZHAO4D9gSuBN2bmXMYxcJI5M/sHhx5om8y8h/JFPzzo/5IkSZIkSZKkYTVgLvY24O11GWu7gfOzmXkkcOSAxbzX4h6TWZIkSZIkSZK0DDPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqzSSzJEmSJEmSJKk1k8ySJEmSJEmSpNZMMkuSJEmSJEmSWjPJLEmSJEmSJElqbXrXBZAkSZIkSZpMc+bM6boIY5o7d27XRZCkSWVPZkmSJEmSJElSayaZJUmSJEmSJEmtmWSWJEmSJEmSJLVmklmSJEmSJEmS1JpJZkmSJEmSJElSayaZJUmSJEmSJEmtmWSWJEmSJEmSJLVmklmSJEmSJEmS1JpJZkmSJEmSJElSayaZJUmSJEmSJEmtmWSWJEmSJEmSJLVmklmSJEmSJEmS1JpJZkmSJEmSJElSayaZJUmSJEmSJEmtmWSWJEmSJEmSJLVmklmSJEmSJEmS1Nr0rgsgSZIkSUuDOXPmdF2EMc2dO7frIkiSpCFlT2ZJkiRJkiRJUmsmmSVJkiRJkiRJrZlkliRJkiRJkiS1ZpJZkiRJkiRJktSaSWZJkiRJkiRJUmsmmSVJkiRJkiRJrZlkliRJkiRJkiS1NlCSOSI2iIhvR8SNEfGfiPhuRGw44Gc3jIhjIuLKiLg1Iv4cER+OiJUWreiSJEmSJEmStGyJiG0j4icRcW3NxZ4bEfv2bTMzIj4REVdHxG0R8auI2H6EvzUtIg6IiCsi4vaIOD8i9pzsMo+bZI6IWcDPgEcCrwBeDjwMOGO8RHF9/6fA9sCBwLOBLwLvAL68SCWXJEmSJEmSpGVIRGxJyafOAF4D7An8FvhSRLyhsemX6vvvB3YFrgZOjYit+v7kwcAHgcOBZwFnAydExC6TWe7pA2zzGmAT4BGZeSlARFwAXAK8Dvj0GJ/dlpKQ3ikzf1LXnRERawLvjIhZmXlr69JLkiRJkiRJ0rLjRcBywG6ZeXNdd1pEPBrYG/h8/fklwL6Z+RWAiDgTmAccBOxe1z0AeCfwscz8ZP1bZ0TEpsDHgB9NVqEHGS5jd+DsXoIZIDPnA2cBe4zz2eXr63/61v+7/u8YsJySJEmSJEmStKxbHrgLuK1vfS+fCiVfexdwfO/NzLwbOA7YKSJWqKt3qn/v2L6/dSywRURsPFmFHiTJPBu4cIT184DNx/nsTyk9nv8nIjaPiJUjYkfgLcARmXnLhEorSZIkSZIkScuuo+vrZyNi/YhYPSJeAzwNOLS+NxuYP8IIEfMoSeVNG9vdAVw6wnYwfm53YIMMl7EmcMMI668H1hjrg5l5e0RsB3yHhYWHMi7zGwctpCRJkiRJkiQt6zLzwojYAfgeMKeuvgt4fWYeV38fK1/be7/3+u/MzHG2W2SDJJkB+gsCAwx1EREzKd22H0CZMPBK4AmUAanvBt4w+qclSZIkSZIkaXhExMNY2GH39ZRhM/YAjoiI2zPz65S87CD52kG3W2SDJJlvYOSs9hqMnDFvehWwA7BpZl5W1/0iIm4EjoqIIzLz/EELK0mSJEmSJEnLsI9Qei7vmpl31XWnR8RawGci4puUnsgbjvDZ3qgT1zde14iI6OvN3L/dIhtkTOZ5lPE7+m0OXDTOZ7cAbmgkmHt+U183G+D/S5IkSZIkSdIw2AI4v5Fg7vkNsBZlxIh5wMYRMatvm82BO1k4BvM8YAXgoSNsB+Pndgc2SJL5JGDriNiktyIiHgJsW98byzWUbPmmfeufWF//NlgxJUmSJEmSJGmZdw2wVUQs37f+icDtlN7HJwEzgBf03oyI6cALgZ9k5h119SmUpPNL+/7Wy4ALM3P+ZBV6kOEyvkCZpO/EiHgfZRyPg4GrgCN7G0XERsBlwEGZeVBdfTTwduBHEXEIZUzmxwEHAr8DzpqcryFJkiRJkiRJS73DgROAkyNiLmVM5t2BFwOHZuadwHkRcTxwWETMAOZT5r7bmEZCOTOvjYhDgQMi4ibgXEoiekfKOM+TZtwkc2beEhE7AocCX6MMDH068NbMvLmxaQDL0egdnZlXRMTWwAeBDwNrU5LTRwGHZOaCSfoekiRJkiRJkrRUy8xvR8QuwLuALwIzKR1796PR4RfYBziEknNdHTgf2Dkzz+37k+8FbgbeAqwLXAzslZknT2a5B+nJTGZeCew5zjZXMMLMhJl5EbBXm8JJkiRJkiRJ0jDJzB8DPx5nm9soI0i8fZzt7qEkoj88aQUcwSBjMkuSJEmSJEmSNCKTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJaM8ksSZIkSZIkSWrNJLMkSZIkSZIkqTWTzJIkSZIkSZKk1kwyS5IkSZIkSZJam951ASRJk2/OnDldF2FUc+fO7boIkiRJkiRpEtmTWZIkSZIkSZLUmklmSZIkSZIkSVJrJpklSZIkSZIkSa2ZZJYkSZIkSZIktWaSWZIkSZIkSZLUmklmSZIkSZIkSVJrJpklSZIkSZIkSa2ZZJYkSZIkSZIktWaSWZIkSZIkSZLUmklmSZIkSZIkSVJrJpklSZIkSZIkSa2ZZJYkSZIkSZIktWaSWZIkSZIkSZLUmklmSZIkSZIkSVJrJpklSZIkSZIkSa2ZZJYkSZIkSZIktTZQkjkiNoiIb0fEjRHxn4j4bkRsOOg/iYjNIuKEiPhnRNwWERdHxFvaF1uSJEmSJEmSlk0RsUtE/CIibq752HMiYsfG+2tExBdrvvWWiPhpRGwxwt+ZGRGfiIira172VxGx/WSXd/oAX2gW8DPgDuAVQAIfBs6IiC0z85ZxPv+4+vmfA68GbgQeBqy8SCWXJGmSzZkzp+sijGnu3LldF0GSJEmStJhFxOuAw+tyMKWj8FbArPp+ACcBGwNvAm4ADqDka7fKzL82/tyXgGcD+wOXA/sBp0bENpl53mSVedwkM/AaYBPgEZl5af0iFwCXAK8DPj3aByNiGnAMcHpmPrfx1hmtSyxJkiRJkiRJy6CIeAhwGLB/Zh7WeOvUxs+7A9sBO2bmGfVzvwLmA/8NvLmuezTwEmDfzPxKXXcmMA84qP6dSTHIcBm7A2f3EswAmTkfOAvYY5zP7gBszhiJaEmSJEmSJEkSAPsCC4Ajxthmd+DvvQQzQGbeCJzMffO1uwN3Acc3trsbOA7YKSJWmKxCD5Jkng1cOML6eZQE8li2q68zI+LsiLgrIq6NiM9GxIoTKagkSZIkSZIkLeO2A/4EvCgiLouIuyPi0ojYr7HNWPnaDSNi5cZ28zPz1hG2Wx7YdLIKPUiSeU3KuB79rgfWGOez69fX44GfAM8APk4Zm/kbA5ZRkiRJkiRJkobB+pT57D4BfAx4JnAacHhEvKVuM1a+FhbmbMfbbs3JKDAMNiYzlMn++sUAn+slsY/NzPfXn38eEcsBH4uIzTPzogHLIEmSJEmSJEnLsmnAKsArM/O7dd3P6ljNB0TEZyl52UHytYNut8gG6cl8AyNntddg5Ex407/q62l9639SX7ca4P9LkiRJkiRJ0jAYK5/6QGA9Sk/k0fK1sDBnO95214/wXiuDJJnnUcbv6Lc5MF4v5Hn1tT9j3suWLxjg/0uSJEmSJEnSMJg3yvpmPnWsfO2VmXlz429tHBGzRtjuTuDSRSzrvQZJMp8EbB0Rm/RW1O7Z29b3xvJj4A5g5771O9XXcwYqpSRJkiRJkiQt+75XX3fqW78T8NfMvIaSk31QRDyl92ZErArsxn3ztScBM4AXNLabDrwQ+Elm3jFZhR5kTOYvAG8EToyI91F6JR8MXAUc2SjgRsBlwEGZeRBAZv4rIj4KHBgR/wF+BjwOeD9wTGZOWrZckiRJkiRJkpZyPwLOAI6MiLWBy4HnUyYA3KducxLwK+DYiNifMjzGAZTezh/v/aHMPC8ijgcOi4gZwHzgDcDGwEsns9DjJpkz85aI2BE4FPhaLezpwFsbXa+p65fj/r2jDwJuAuYA7wSupsyOePAil16SJEmSJEmSlhGZmRHxHOCjwIco4yf/CXhpZn6jbrMgInYFPgnMBWZSks5Pzcyr+v7kPsAhwIeB1YHzgZ0z89zJLPcgPZnJzCuBPcfZ5gpGmJkwMxP4dF0kSZIkSZIkSaPIzP8A+9VltG2uB/aty1h/6zbg7XVZbAYZk1mSJEmSJEmSpBGZZJYkSZIkSZKk/8/efcdbUtb3A/98Yemggr2ASqwYgxJbbCixYcFYsfcS15JYY/tpbLEbjbqxEU2UiIoaMSbGEjX22I0YC4otwZKgYiEq8Pz+eOaws4e7u3eHlXN3z/v9es3r7p2Zs/ucZ+ecmfnMU5hMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmGzdogsAAAAArGz9+vWLLsJmbdiwYdFFAGCN0JIZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMnWLboAAJuzfv36RRdhszZs2LDoIgAAAACsCVoyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMtqqQuaoOrKrjq+qnVXVaVb2tqg7a1n+sqp5QVa2qPrLtRQUAAAAAWC5V9e4hU33m3Pr9q+o1VfU/VfWLqnpfVV11hdfvWVXPr6pTqur0qvp4Vd1we5ZxqyFzVe2d5F+TXCnJvZPcM8nlk3ygqvZZ7T9UVQcneVKSH04rKgAAAADA8qiquyY5dIX1leSEJLdI8vAkd0iyW3pme6m53Y9J8sAkT0ly6ySnJPmXqrra9irnulXs88AkBye5YmvtpCSpqi8m+XqSByd50Sr/rb9OcmySK67y3wUAAAAAWEpVdYEkf5nkkUn+fm7zUUmun+SI1toHhv0/nuTkJI9L8ohh3aFJ7pbkfq211w7rPpTkxCRPH/6ec201w2UcleQTs4A5SVprJyf5aJLbruYfqaq7JTksyROmFBIAAAAAYMk8L8mJrbU3rrDtqCT/PQuYk6S19tMk78ymme1RSX6T5E2j/c5IclySm1fVHtujoKsJma+S5EsrrD8xySFbe3FV7Z+euD+utXbqthUPAAAAAGC5VNX1k9wryfrN7LKlzPagqtp3tN/JrbVfrrDf7kkutx2Ku6qQ+YAkP15h/alJ9l/F65+f5GtJXrf6YgEAAAAALJ+q2i3JK5O8oLX21c3stqXMNtmY225tvwOmlnNstWMjtxXW1dZeVFU3SE/cD2utrfR3AAAAAACw0Z8l2SvJs7awT2V1me1q9ztXVhMy/zgrJ9r7Z+UUfOyV6bMXfm8YqHr2b+46/H56a+1Xqy0sAAAAAMDOqqoOSvKkJA9IssfcmMl7DJnqz9JbIm8us0025ranJjloC/ttl+GNVxMyn5g+dse8Q5J8eSuvvfKw/PEK236cPjPii1dRBgCAndL69ZsbYm3xNmzYsOgiAADAzVd/uwAAIABJREFUsjk4yZ5J3rDCtscMy9XTM9ubrbDPIUm+01r7+fD7iUluV1V7z43LfEiSXyc5aXsUejVjMp+Q5DpVdfBsRVVdJsn1hm1bcuMVli+kD0p94yTHb3OJAQAAAAB2Tp/Pyplq0oPnG6cHwyckuWRVHT57YVWdL8ltsmlme0KS3ZLcabTfuiRHJ3nP9hplYjUtmV+d5GFJ3lFVT04fw+MZSb6bPhzGrHCXTvKNJE9vrT09SVprH5z/y6rqJ0nWrbQNAAAAAGBZtdZ+kuSD8+urKkm+PctUq+qEJB9P8oaqemz6qBFPSB9r+Xmjv+/zVfWmJC8eJhQ8OclDklw2yd23V7m32pK5tfaLJEck+VqS1yc5dijMEaNm1xnewK6r+TsBAAAAAJimtXZWklsneW+SDUnenuTMJDdurX13bvf7JnltkmcmeVeSA5PcorX22e1VntW0ZE5r7TtJ7rCVfb6VVcxK2Fq70Wr+TQAAAAAAktbaOXLX1tqpSe43LFt67elJHjUsvxVaHQMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACZbt+gCAAAA553169cvughbtGHDhkUXAQCAbaQlMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAydYtugCws1u/fv2ii7BZGzZsWHQRAAAAANjBackMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTrSpkrqoDq+r4qvppVZ1WVW+rqoNW8bprVNWrquorVfXLqvpOVR1bVZc990UHAAAAANh5VNUdq+qtVfXtqjq9qr5aVc+uqv3m9tu/ql5TVf9TVb+oqvdV1VVX+Pv2rKrnV9Upw9/38aq64fYu91ZD5qraO8m/JrlSknsnuWeSyyf5QFXts5WX3yXJVZL8VZIjkzw+yWFJPl1VB56LcgMAAAAA7Gwek+TMJE9Mcoskf53kIUneW1W7JElVVZIThu0PT3KHJLul57WXmvv7jknywCRPSXLrJKck+Zequtr2LPS6VezzwCQHJ7lia+2kJKmqLyb5epIHJ3nRFl773Nbaj8YrquqjSU7OxjcHAAAAAEBym7k89UNVdWqSv01yo/TGwEcluX6SI1prH0iSqvp4eub6uCSPGNYdmuRuSe7XWnvtsO5DSU5M8vTh79kuVjNcxlFJPjELmJOktXZyko8mue2WXjgfMA/rvp3kR0kuuW1FBQAAAADYea2Upyb51PBzlqceleS/ZwHz8LqfJnlnNs1rj0rymyRvGu13RpLjkty8qvbYXuVeTch8lSRfWmH9iUkO2dZ/sKqunOQiSf5zW18LAAAAALBkDh9+zvLULeW1B1XVvqP9Tm6t/XKF/XZPcrntVcDVhMwHJPnxCutPTbL/tvxjVbUuySvSWzIfsy2vBQAAAABYJlV1yfShLd7XWvv0sHpLeW2yMbPd2n4HbK9yrmZM5iRpK6yrCf/ey5JcN8mtWmsrvUEAAAAAgKU3tEh+R5Izktx3vCmry2tXu9+5tpqWzD/Oyqn2/lk5CV9RVT07yYPSB5p+z2pfBwAAAACwTKpqzyQnJDk4yc1ba98bbT41m89rk42Z7db2O3WFbZOsJmQ+MX38jnmHJPnyav6RqnpSkscn+ZPW2utXXzwAAAAAgOVRVbsleWuSayW5ZWvtP+Z22VJe+53W2s9H+122qvZeYb9fJzlpe5V5NSHzCUmuU1UHz1ZU1WWSXG/YtkVV9Ygkz0zypNbaS6cVEwAAAABg51ZVuyQ5NskfJrlta+0TK+x2QpJLVtXho9edL8ltsmlee0KS3ZLcabTfuiRHJ3lPa+1X26vcqxmT+dVJHpbkHVX15PRxPJ6R5LtJXjkq4KWTfCPJ01trTx/W3SXJi5O8O8m/VtV1Rn/vaa21VbWEBgAAAABYAi9PD4WfleQXc3nq94ZhM05I8vEkb6iqx6YPj/GE9LGWnzfbubX2+ap6U5IXD62jT07ykCSXTXL37VnorYbMrbVfVNURSf4yyeuHwr4/yZ+Oml5nWL9rNm0dfYth/S2GZexDSW40ueQAAAAAADuXI4efTxqWsacl+fPW2llVdeskL0iyIcme6aHzjVtr3517zX3TA+tnJrlAki8kuUVr7bPbs9Cracmc1tp3ktxhK/t8K3MzE7bW7pPkPtOKBgAAAACwPFprl1nlfqcmud+wbGm/05M8alh+a1YzJjMAAAAAAKxIyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJOtW3QBAAAAAFgb1q9fv+gibNGGDRsWXQRgBVoyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmW7foAgAAAAAAy2v9+vWLLsJmbdiwYdFF2CFoyQwAAAAAwGRCZgAAAAAAJjNcBgAAAL9VukEDwM5NS2YAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmW7foAgAAO77169cvugibtWHDhkUXAQAAYKemJTMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAydYtugAAADDF+vXrF12EzdqwYcOiiwAAAOcZITMAAAAAnEsegLPMDJcBAAAAAMBkQmYAAAAAACYTMgMAAAAAMJmQGQAAAACAyYTMAAAAAABMJmQGAAAAAGAyITMAAAAAAJMJmQEAAAAAmEzIDAAAAADAZEJmAAAAAAAmEzIDAAAAADCZkBkAAAAAgMmEzAAAAAAATCZkBgAAAABgMiEzAAAAAACTCZkBAAAAAJhMyAwAAAAAwGRCZgAAAAAAJhMyAwAAAAAwmZAZAAAAAIDJhMwAAAAAAEwmZAYAAAAAYDIhMwAAAAAAkwmZAQAAAACYTMgMAAAAAMBkqwqZq+rAqjq+qn5aVadV1duq6qBVvnbPqnp+VZ1SVadX1cer6obnrtgAAAAAADufc5PFLspWQ+aq2jvJvya5UpJ7J7lnkssn+UBV7bOKf+OYJA9M8pQkt05ySpJ/qaqrTS00AAAAAMDOZjtksQuxbhX7PDDJwUmu2Fo7KUmq6otJvp7kwUletLkXVtWhSe6W5H6ttdcO6z6U5MQkT09y1LkqPQAAAADAzmNyFrtIqxku46gkn5i9qSRprZ2c5KNJbruK1/4myZtGrz0jyXFJbl5Ve2xziQEAAAAAdk7nJotdmNWEzFdJ8qUV1p+Y5JBVvPbk1tovV3jt7kkut4p/HwAAAABgGZybLHZhqrW25R2qfp3kRa21x8+tf2aSx7fWNjvkRlW9J8n5WmvXmVt/kyTvTXLD1tqHpxYeAAAAAGBncW6y2EVaTUvmJFkpia5VvK7OxWsBAAAAAJbNDpenriZk/nGSA1ZYv/+wbUtO3cJrZ9sBAAAAADh3WezCrCZkPjF9LJB5hyT58ipee9mq2nuF1/46yUnnfAkAAAAAwFI6N1nswqwmZD4hyXWq6uDZiqq6TJLrDdu29trdktxp9Np1SY5O8p7W2q+2sbwAAAAAADurc5PFLsxqJv7bJ8kXkpye5MnpY4I8I8l+SX6vtfbzYb9LJ/lGkqe31p4+ev1xSW6e5LFJTk7ykCS3TnLd1tpnt/cbAgAAAADYEa02i11rttqSubX2iyRHJPlaktcnOTY9LD5i7k1Vkl1X+Dvvm+S1SZ6Z5F1JDkxyCwEzAAAAAMBG25DFrilbbckMAAAAAACbs5oxmQEAAAAAYEVCZgAAAAAAJhMyAwC/dVXlmoPzTFXtXVWHLLocALCzqaoa/2T1qmrXRZdhR+VeYsfgP2nEB/7cqaoLLboMLJeqWrfoMrBcXExPU1W7ttbOGv78Oy4SV8+1ybYb6uzTSe7vWOO8ND5HOF9sG59V2HG0jRN7XWGhBdkBtdbOTPr18KLLsqMZ3UtcZNFlYfOczAdVVaMP/Guq6shFl2lHUlVHJ3nZ8GfHFb81VXW+qrpwkrTWzqiqfavqposuFzu/IShtw5/Pv+jy7CiGepudX/8qyQuS3H+xpdoxzNXd7avq6lW156LLtdYNdXafJE9rrZ1VVQcuuEg7lM1dxwlNt6yq1rVNZ1TfbViv3rZi7kHk7/vMbpv5h5HuxVZn7qGQOttGVXXtJJ+rqhsuuiw7mqp6YpKvV9UfLLosO5qqOibJMVV1uUWXhZX5Mk0/qYyCgxcnuUmSM51stsnhSQ4b/ty2tCOd1mnbrqr2SHK3JBuq6qBh9ReT3G3YxlasdNy5Ad66ubDvuUn+tqquuOBi7RBG9fbmJLdJckKSdy+0UDuA4dpkVnd/l+R56fW3+0ILtoNorf17a+20qtqQ5B+q6mqLLtOOYAhKz6qqPavq1lV1n6q6fbJJyzUGVbVrVe2e9Affw7pnVdU7k/xTVR2p3rZs7vz6mvRGK7epqr0XW7Idx6j+jq6qCw+fYdd2WzBrODCqJ+fWbTfrUXqlRFC/jT6c5GPp1yeC5m3zuSRHJnmyoHlt8kWQTZrdXyDJ+ZM8Kcn7Z+tZWXWzwOq/kuwzDuw5p9H4Vbu11s4cxox8cFU9oqqOWHT51rrW2q+SnJHkekn+vqq+k+TrSZ48bGMLqmqP0Y3Idarq5kOLXOeCLZjr6XJ8kj9Kf7hx5kILtgOpqj9J/9zeO8nftda+u+AirXmja5O/TX+Q+9Akr2itnbbQgu143p3enffZguYtG0KXM6pqvyQfTPLsJM9I8qqqOkYr+k1V1V5J/jnJnWfDd1XVcUnulR5YXTjJu6rqMVW1z+JKuraNzq/HJTkiPWR+e2vtlwst2A6mqh6Y5I1J/qyqLjgXoDIyPEw7s6r2TfLiqnpPkn+sqkfrqbZ6rbWPJjkuyRNnDzcWXaa1aKXwvbX24SSPSnJSkhMEzStb6TustfayJA9Ics8kTxE0rz2ChUFVvSTJt9Jv5L4xu+Bh81o3q6dPJdkrydVHQaoLm5GqunqSe1bV+Vtrv6mq8yX5ZJKnJfmLJO+rqqcO69mM1tprkrwkybWT7Jvkea21/0occyupqr2q6o+Ss0P6VNWx6TfG/5zky0n+uKouuLhSrm2jni7/L8k1kzwwvRv+SY65Vbtakv9M8onx+VX9bVlV3Sg9nP+zJO9rrf1wsSVa2zZzM3JCkjskuUGS5wqaN2/28DvJB5L8X3q9HZbku0num+RYrUs3sU+Sy6dfw/1RVV03yUWTHJ3kVuktrV6S5LlJHiFo3ryqukuS6yZ5eJI3ttZOWXCRdjittVcnOTbJPZI8QdC8sqHhwBlDwPyZJH+Q5CdJfpzkWUmOq6prLbKMa81Kx1BtnBfnH5Psnd4TXGvmFYwaDRwwt/7f04Pmr6UHzddZQPHWrNp0tIG9h5+VJK2116UHzXdPD5ovv6hyck6+BHL2l+S/Jzk5yaWTXGahBdoBVNVdq+pTVbVhaKF2WPrF9gGzLwMtmjcavhCfmuR1SW4/PCV/anoL8JsmuXF6i6H/l+TPh1b1zBld0ByY5CtJfpF+YrnqaB8X04OhLt6Q5LVVdd9h3aPTg9KHJLlFkk8keXGS9TWMdc1m3TC9e9snZ0HpcAPnXLoF1buSXz7JWa21X4+3jS4ejyxDCK3koCSXSPKlzYXzQ/0uvdp0zPTdx63RWmvvSXLH9MBe0DyYP3aG77LHJzktyd1ba19L8vIkF0wPUm+ZPg7ivud1Wdei1tr/pAdU30+/hjsyyc+SfKa1dkZr7b/TGxK8KMkz04NmIf3KDk1/sPFv49aQrulWNn++rGHIuNbaPZO8L73X0BOq6oBlD5rn3/tQH7sm2ZD+2b17a+3OrbU7JXllkpsnucAy19m80bn18Kq6VlXtORseqLX2tvT72fsMv2vNvIKqenl6a/mDxutba59M8rgkP03ylqq6xiLKtxaNwvnXpH+f7T/+PmutvTbJH6cHzY8rwxiuGUt5Y7zCyeaMJP+QfgH4rSSPr6pLLaBoO4ThxHyd9JYth6ZfQN8/fYKT46rqvVX191X12Kq6VVX94QKLuyYMJ+d7pT/t/cv0G7WLJDm2tfYfrbVPJXlOkicm+ZP04FTQPBidTM4YVj0lyTXSJxC7dJKXV9XvDa3rZxdCS9+td6iLpyf5Tvr32v2TXDLJi1trx7XW3tNau0OSN6V/jh8iaD6n6i6YHs6f1Fr71eiBx/gi6FKz/RdT0sUbB+6jOmpJvpfkd1cK96rqsPQb4mufJ4Vco8ahwajuDkgfluUX4/Wj77k7pn8XLrXadEzXZyT5lySfrap3VtWNqmq/1tq7k9wpG4PmQxdY5IWrquult0weX2vsmeR/khzTWvuvqnp1+vXekenXLu9Mb6X7ckFz11r7fpKjkpyaPtzehdOH9Zpt/0n6/cWL0hsXPEHQvNHofHnR9Ho7a3weGX3X3bKqrrCAIq5Jo++7w4fff1Ubxwa/R/owQQ/KpkHzUt73pzeCmr822zX9Hvbfknxj2H7XJOuTPHF4MGmul5GquliSt6Xfy763qm5SG4cpeGGSw6rqqIUVcI2Zux7eLcnHkxyS5KUrBM0fTfLm9Hu0j5aW9PMun96j74HjoHmo4zekz/Vyr/SGegcvsqB0S3eymWvpcr6q2q+q9mmt/SK96/hj08O/t1bVJRZZ1rWqtXZma+1PWmu3Tx9e5ErpN24fTr85+XaSKyd5RPoNiXFykgzjaN49vdX83yb5w/TuMbOuWz9LH4fuCendBZ9cc91qllFtnJhjl+H3fVtrp7bWftVae0l6V9SD0k/ahwz7XCK9tdVSj3M91N0X0idLPDPJY5LcNn084XHLl3sk+fskf57kQVV1kYUUeA0aPputtfa/ST6b5LbDBc4Z46B5uLB+ZVVdfJl7cYwC9xcnuWtV7dVa+036A6Hzp9/wnt2lbTjWHpp+zvjmAoq8ZoxCgwuOHqj9U/pn9y+Gfc4Or4aHGg9KcsR8q7ZlM6q7t6QP6/CN9DGFD0lvRPCg6kNV/XP6EBDXTP+8XnXlv3EpXCrJd4cQNEnS+hi4/5Dk+KE11Y3Tr+W+PHwHvjG95d890wPTpVe9O+/308fq/9f0h2X3GD/obq39ND1oPia9F9FeiyjrWjAO+mbn1+HXT6bfTxze+qR14/PrVZM8OP3zzKCqnpDknVX1oCRprf26Nm3R/LH0hiuPryUdL7eqrpzkM1V101EwtS69h9DBSb4+HG/3TB9q5P+11p5Tfbz111bVbRZY/DVl+J67Uvq9wunpwd7bq+qR6b1ffpM+NNpSN7ZIzv5uO2v0598kOT7J/dKzk5dX1UFz9XRaknekZyc/Pa/LvFas9DCstXZ4er08M/16bv/h3uys1trp6fnTf6T3DjdH01rQWluaJcmuoz+/IH3Mua+n34gcPqzfLcnt07t9fDLJxRdd7rW4JKm5n7sM9bVhtM+6JAcvuqyLXpLsMvf7vulPK89Kf/K7/9z2vdMfdpyV5OGLLv+C627d8HOfJC9N7wJ4YnqIcNHRfo9MH+7mC+ljW31s2G/dot/DopfZ8ZfkKkm+NBxXzxlt32P059cN2x87f9wuyzI+T6yw7XHpY/a9OMkFRusvnORV6a0ULrzo97DoZfiO+0p6GHXHJPsM6++b5Jfps0I/N731/HvTWwD+3qLLvRaW9C73ZyW59PD7+dN7ufwyyd+kt6zaPf1G72/SexRdftHlXgtLeuD+vSRHjNbtl96A4GdJbj9af+uh7g5adLkXWF+zc8PewzXxZea233Got+vN9k/y5PSg+YgtfVfuzMtWzhEXTx+C6r+G+ttjbvv5klxk0e9hLdRdekvSC41+3y+9scppSW4wWn/p4fx60ux70XJ23VxvqLOvJnnQaP1ew89rpo81fFr6BJ5Ld12X3rDia8Pxc6O5bR9OzwLukf4w90mjbddO8tEk91/0e1gry/zxM9TtC9N7Wv3bcO3y4yRXXHRZ18qS3hDqA6Pz7Z7pD7p/kh6aXj5JDdd6r0/y6PnzxrIu6UPX3Glu3dvTH2Y8PsN92HDePS59TP+9Fl1uS19mAeFSqao3px+Ir0u/Gb5S+mD1D2+t/fXwFPhW6V3bfp3khq0/vWMFQyuOs6rqpekn5SOS/KK13vp02LZLW84n6Otab/G4Z/rF4Ldaa9+oPrnf69NbCf1pkje31n4+et0+6a1i3tRGLdeWyejY2S/9pu1/00O8PdJbPj4/yWtaa98c9n9I+oRsl0xvqXvL1idYPLsb9bIYf97GLYWqj1V1fPrFzNNaa8cM6/doGycFfGX6cBr/uZjSL85cl/v7Jfnd9BZnH2mtHTs8XX99+ljWn0k/Bq+YPlbzzdJvjP9jIYVfI2bHW1VdKL1b5RXSe2a8o/VWVkckeV765/Tn6Q+DntRaO3FhhV5Dquro9PB9vyTXb62dXFWXST9PPCTJD9Jv6H6T/nDjyNba5xdT2rWl+gTON0lyndbaz2af56GV96fSQ4Rrjb4PZ73YllpV3Tw9iD8+yaNaa98b1t8kyXvSb3pPSD/3/nWSD7bWnjrss26ZrlHmzhEPSm8N+aMkx7fWfjCsv1h6fV0qQ4++2fl1mc3V3bPTJ+K8Sno49dbW2t8NXcRfluT30+sw6d9zhyS5ces9s5bS3LXcuC6vlR70XTx9IuxXjV5z1/RA69QkL2ytffW8L/lizF3XHpU+581Fkty7tfbB4bywPn34vQsmeWpr7RnDdd4V0h/i/iz9XmKp7iG2Zq4HQqrqd5LcOcn104dWekRr7WXLeP81Ntz7Pz8be3sfPdzX7pleT8ckOSW9AdA+6eP7X7u1dtKCirxmVNUlk7wlvWX80a21d462HZ8+7OgJ6dd210w/n1yvtfat8760rGjRKfd5vaSP+/jN9INx12HdjdKfvr0gye7Dur2S3DXJl5NcdtHl3hGW9JvgU9Mn/1t4eRa9jI6v/dKfhn8gfdiC8fp/Tu8Sc78k+27m71na1rjpN7XvTm/BfKFh3ZvSJ4c5K/0J8cGj/S+V/lR49sR46eoum7YUuliSS81tv0p6sPeVjFpoZMmfnGfolTH8+S1J/nv4/v/mcKy9JX3CyV3SW5v+57D+B0k+lOSqi34PC6q3c7TqG33+LpTkI0Md3THJ3sP6vdPH39w/yZ6Lfg8LrLtdRn8eH39HpbdM+8Hs+iM9aLlhesj3uvRW9a5N2ibH27HpLdb2n9VnNvaGeUh6a/CrL7q8i17mP7PD9e7R6a0d35rkwNG25w3fc98fjsfPjuq0zqsyr7UlvTfaKUOd/Hg4H4yvRS6WPjTat9OHSVvq8+sKdfftJK9O79HyzfSg/tnD9kulP2j7ZPq188uy5C0jc84W4AfMbb/2cK79WpKHDesuMdTxXyy6/AuorxsmeUVGPcuS3C49kPp2ht4u6fdhrxg+yx9Kcpv07vifTO9xNfuuW8peG6us69n5d3bOfXuSLy66XIteRvVyvvReBD8Yzq+z9bskuWr6EEufSn+ge5VFl3stLekNfd6RPjTLUXPbXjCcd38wnGv1hlxjy8ILcJ6/4T6u4edmJ54kv5MejL4hG2+ALzL83DPJfosu81pfRieWI9Mn7fjdRZdprSyYLopRAAAgAElEQVTpYcqX0ruE33h2ozGqs/3Sx9z8cfqsvI63Tevv8OHEe83h97ekd4e+avqEdmekdyX/nRVeu4zdAsdB1SvSxyX9YXo3oouOLm5+Nz1o/mqS+yy63GtpSfKs9G70R6SHLxdLn9j0l+lPzXfPxq5t1xi2n3/R5V70kj4hx41Hv8+OtQumD1/zvfSWLis+TFu2Ze6zusv45/Dn2w6fz+9HF/H5ulvxuz29tdBZGR6eZdNg5qHpQcKBv+3y7QjLcG3yp6Pf90xyl/SWe/NB892H8+xjs6Shy9yxdJf0sR9vlP7w5z7pN7s/HF+LDOeGr6U/rHRt185u6PPD9B4Hs2PpIum9Xn6Y5KGjfc83/Fy6xgJzdTY+9p6W5P3pQenr0nvizhquXCu9UcYvh+Pu8+n3t0v1ADy9Reg9krx8hfobB803Gdbtl97j4N/SH3Z8JMlfjY7PpT7+tqHeZ8fh0emNp5bmgW76PcE5rkuS7Db83C/94cX3h++6+YdGu2aJh3nY0vVE+v3+O9OD5tvMbbt0kssmueCi34Nlhf+7RRfgt/rmVr6Je3OSzw1/vsxwAn5ThhvfJH+cHsgs5QVh5lqmzP++lddeLskDFv0e1tKSPonfl9K7e8yPYz37uW+Sd6XfHN9q0WVeS0t6i5Y7DCfwJyX5VnpX6AwX1/+d3nX8mCzxOIdDfYy/714+1NXThovlH6W3zPi90YXg76aPYf2jJPdYdPkXUF8rBXvrhhuNY1b4Lrzr8Bl91KLLvtaW9En7zkrvrXHdFer4sGxsBXmPaNU3rrtXpc/UPruhHR+Pt09vXfqdDKFfNt60LGUr0rmbs4tn1FMjvQXzW4Zj8a6jc+xFh+u8j2Q0lvqyLXN199z0QPlZo3XjoPltSS65tb9nGZa5c+s90u8TnjM6l1Z6C8iVguaLZgl7HKT3QrvMfB0O9fb1bOw1Ovs+u9BwPfLvOWdjjKX8rpt/78N320nDZ/de6UMm/WN6Y4zZsXiF9GHjjkufO+JKi34P53F9XT+9Ycqlht/3SR9H/gqjfVYKmmf1d8m5Ol+a77r5z9nUz102juV/2KLf03lQZyv15PvbbPoAd/Ydd77hs/ub9F5XS9vjdq6+1o3+/KSs8FAs/X71Xen3+0cuusyWVf7fLroAv7U3tunF9Hhiq/umz0D5hOHncRlaoaV3hX5DktdkmKhoWZf0AH6TC71tfP1StSLd3E1E+hiHH1lh/eziefyU84XLfLLZ3DGTHvxVeuuNvxqt3yt9jKv3pnepXKpjblxvcxfFVxiOu9sMv1d6K/pvpo8jPA6ar5Y+zvU5WoLvzEt6mPKZDA91hjrcNckB6S0NNgzrZzfCNXxG3z8cc/tOvQDf2ZbRd9kfps/o/MEME4WN9tk3PTw4Kz1gWMqHuCvU3V7pk5ecPtyYzM4H46D5lUO9/SpL3qJ57nvuNekP0n6UPnbmBYf1h6W3ejkrPYB5S3ro8JMscXfKbHyIsW+SB6d3af5R+rwjzxjtNwuaTxvq7jKLLvuC6mvf9Ikkx/cSfzgcV2dPnjv3WZ0Fzf+VUai1bMtwLv1U+jBnV5rb9vz0IH78cGh2nr3dULe/v+j3sNaW9B5WX8nGRhaPTB9j/qdJPp1R0Dx6zVLdT6Rf256e5EWjdXcYjqkN2XQ4m3HQPO6BNQ68lvIaL+fi/j+998aH0ufgWPh7+S3X017p91oPHK07KMm/DMfcA0brx5PYf3b47L53/jO7LEt6T6pXj67bdk1vOHZGes/H+fNGJbnp8Pn+UZLbLfo9WLa+7JKd0AqTS7y6qi4wbP54equgZyX5SmvtLq21n1bVxdNb/V0/feKEpZ0Mpqpult769l5VtXtrrVVVreJ1Z+/TlmiSv6o6KMlXq+p2o3W7DAP775fk11W1a1Wtm20f6nTvJEdX1cGttZ+11h7d+iSB6875r+y8hrpa1/pkCLtV1WWr6qKz7a1PKnT+9G73Fx299GrpJ+r7tdauN7x+p/xOW0lV7Zb0z1qbnYWr/iZ9mIxLpId6GbZ9ML3lywFJXpvkkOF78vNJDm+tfeO8fwcLdcUkuyV5a1XdZKjDM1trp6Zf4NyqqvZsfaK6PVr3s/Sgal1r7eezOl82w2Q5Z5vVQ2vt/ekT5l4/ybOq6gaj3S6V3n33iuk3dD87j4q7psx/P7XWTk9vyfzY9C6mf1NVu82dP3+cftPysfTWgUtr9D33/PRQ5bXpvdPukORtVXWF1tpn08df/pP078FLpz84+oPW2hcXUvA1YLi22Cc9WLlD+jXen6U/fHxIVT1n2O//kvxDemvIOww/l9Ex6ZO5jr/v/iN92JXvJ7lhVV14fN3R+sREjxle867hemar1847m+H+6+XpE6w/vaquNNr8xfRWy3eoqr2G/X89bLtweuOfH5yHxV3zhvvTSyd5aWvtE1X16PQWkXdKn/zqckn+PMkNxueYtiQTcla3S/qwZl9srT2qqi5QVfdJb/348PTeB48bJqhLa+3t6cNn/iDJMcPkp5vU2TJe453b+//W2veTvKy1dtth/c58T3Zg+rB6D62quydJa+076ddzxyV51TA5bJKcOUzI/ov0YQw/mx7IX/y8L/aacOf0oZPeVFX7D+eMb6YHyZdKvxa+8mzn4R7sven3tbsm+euq2ncB5WZbLDrl3t5LNm1V8Jb0VgUvzKZPMA9PH+vwW+kXQn+ZPgHbD5Mcuuj3sOgl/Ub2a+lDEdwnq3iimU1bGN0xwxi6y7Ckjyd3y+HPu81te3z6E83Dh9/H3Stvkj7g/+GLfg8LqrdLZzQGVXog/4H0lgW/GD63vzfa/uok/zt8Xh+W/sDo/ZmbdGIZlvQn6F9In3F3vP4Jw/H2f/PH1XDMXX/4bH8zwwQTy1Rvc/XxB8Pxc2aSm47q6Lbpwd77xp/n9AvC96e3mtx9Gest5xzj9gkZjaE5rL9Jeqvbj6X3HLr2UGdfyBJPCjtXdxcezrOzVuAXSr8R/r/03lSz4bvON/x+vwxzRizjkrkJEtO7mt5pVq/pQcsp6T1arjjad7/h5+6Lfg9rYUkPVb6dPrzN7Ni7RPrEOv+bTVs075XRuLnLtgyfvX2GP98imw7r8NDhGuW42TXM3DF6iyxZ76DN1OHR6S3l35LkkNH6v0/vTn//bJwf5+JJXp8+rNf+iy77WlqGz+KR2Tj56w+SPCC9l99u6a0pz0oP8P9g0eVdYD09ZaiH66b3Jnjb6DP8iGHbK7LpcDZ/lJ4FvHXR5V8LS879/f+ts3EOnZ22d+no/Hloes70pST3Gm0/dDg/nJXkwaP1F0ofuuuWWeJxhIfvrcekN/r8wOw7P/3e6sbpc7h8bO68cZX0Xmo3TXKxRb8Hyyr+nxddgN/aG0temv606LrZOKHfeNiMq6aPDfa59DE4X5Il7t42qpfZCWWP9EkjfrS1E83cCebhw5fqrRf9XhZQd7ulP5181WjdwcMX5U/SJ4mZdZm5Rnq3+/dlCbvLpAfMJw8n29mx9Znhs/jo9HGET0+/+R2P8fr29JvhH6S37jtH9/JlWNJDgmdmmBhnbtsDhs/gGzJ6uDZsmw2d8fks4TiRszoY/fm66Q96zkxys2Hdvuk3Kz8eLh7vmR4qHDusu/Ki38Oil/TWo6emB3tnpT+kvUI2PkS70VB3p6c/vP1WlvgB7twx95Lh8/eR9NZns67is/Dq58O54eXpLUpPXdbP6lAv43D+4PRWe28Yfw7Th7u5WXoL049kFKLO1/8yLOndxq+3wvrjknx69Pvs2LtEerDw6yTPnq+3LFnQnE0D4z8b6mU86eEFh8/q6dlM0Gw5u/7GQfPswfZFszEY/cTwPfeR4fy6tEPaDHWzuWHjZtfJT0m/z7jQaNvL0wPVL2Tumm9ZlvSHjZcfzq2/Tn9Yscvc+WMcNI8bnt0wS3gftkIdbq/7/9v8tsu66CWjif6SXD19KJuVguZjhzp5fnoPq9enB/hLG5Jm433CbsP59bs5Z9B8RHoA/dn0Hhs3Sh867pNZ4nB+R1sWXoDfypvqFzCfTfLI0brLpE+C8OYkf5q5cGalL89lWjKaNC0bbzxmJ5ofprdIO8eJZoUTzG8yzOy+DEuSPWf1MCwvHi5wnj/a56bpLazOSg8PPp5+Q/eZLG9Iund6a5bvpI+teaX0m7XLj/b54/Suk+9Kcv3R+qsM+y/1pAmj9//SJE+d2za72HtVVg6al3YW41kdjP58vWwMmm8xrNsv/eL6o+ljhH0//WHRUt8AD3Vzo+FC7xrpwfKdh/r5cPrkHLMLyIPTW1/dMaPxN5d5SR8X8nvpQfPH02/iThidW8+f5ObpD7+/mh68nGMSlGVc0sesPjm9lfwZSe4zt32X4Vz7nfSbvSsuopwLrqMajqH/y2jiodH256S38LvMaN3sem99+gPcryZ59KLfy1pZ0h/+fHA49h47umY7ID1o/mX6Q4+l7WkwqqvN3RvcJf26+Phs2tPgsUn+afiee0WWbJK6FepvHIgeluSaGe4xRutfmP7Q9nLD7xdPb9135yzZfcQK9bfX8B32k/SHtYcO68fjLD9iuNbbkLmGZVnSoDnu/7e1vs4x59fweV0paL5SkmcM1y0/SvLlLHeDi/lx43fPykHzbkl+f6jPM9MfQH4rydUW/R4s2/D/vegCbJc3MXdiTb/xPS29K9aV01v2nTYcrJ9LD1/uPexr9uLkqPQb3puN1s1ONHsmOXH4Arjv+IJnhRPMmRkNdL+zLukz2B+Z4UHF8PvfpXdlu1CSpw7H2HjyiYPSu4b8Y/qTzcdlY6uYpQpJszEcnQ38/730MO/Tw4ll3IrogelB8z9m1KJ5/u9a1iV9TLAPpl9YP3Ju26zVxquzxC0hR/Wx2RuIJDcYLnDGQfNswslrpM84vpRdeFe4KLxZesvlWQ+hdcO6U9LDgqss++dyVFdnD+WTPuHLW7NxQs5d0nsj/CDJu7NpT6td0x90LO0ExNn0Ru4l6SHfU9Jv2M5Ib0hws7nX7JI+LvhXsqQT1g31cIXh554Z3ZQludtQd3+eTVtCVnoA/ab0SZs+m2FC7GVaNve9lR4ofyj9AcZ80PyQ4Tx7zKLLv+C6G39ea/67K8ldszFoHvdC2Gf4vluq6+Ct1OUbsrGX0IeS3G207XbZ2MvvWemNM06J4VmSHui9Lsk90gPSnyW5+rBtfHw+bKjbxy66zIte4v5/W+trfBw9ZHjvFxp+PzQrBM3Dtkum98Ja2la4c3V3l2ycxHS39Exkk6B52LZ7ktunDy9y4KLfg2Ub/88XXYDt+mY27f7yxuEk8u30lhtPz8bx+b6Q5HWLLu8C66nmfr/rcDJ+X5IjRutnrXRvmt5a4+vprUt3mTvBPGxZTjDD+715+uQ5r0lvRXBy+iyxsydwF0m/idskaB627T73+7I+OZ8Pmn+YPrzNLLjafbTv/dNbSn4yQ3dLyyZ1eWh6V9RTkzxqbtsj0m/s3pjlDl3GFzd3TvLE9Kfntx+tv142Bs03H61f2sA05xyD+TnpLc5eOLffbLiCU9IfemjxvWndnT99iK7j8v/ZO+twO8rjj38mISHECARCIFiR4u4J7lLc3V2LQylOcXengeLeUtxdSnEKBX5Fg1uQELnz++M7m/Oezbkhxt1zszvP8z45590993l3srvvzHdmvgMzJvPdYq/4HAH3k+Z/W8aRsy96IXB5g2Tf2IAaNUYjoLm0WaXUEic6hJ3yOvWVQBegjLNjsj0h7s0nkOM3IGyX5Yu+ljbWW2pzzMaoWY69aQw0T4USWUqbhZt71x2FqMxeR2Dp4tToRDKguY6juRp1ujwSVRPshIJC7yHfa6/knD2QvfwJSs4o5X47un0SgVIZ0Lxg/nxUYVW6wAaV/z8+uksToG5AFcnHkYCfqCF9BjRvXfSam2XkdHcNyui+BugVc60CzdVov6PwBUywC1FjoRdJeOhiI94EWCaZ64eidocWveaiB8r4mTY+b4yctkeAlXLnrY4Avk9ICOzj2CGxwexQ9PW0od66I6BlECrLepjIxkjOSYHmlDqjtIBVXH9qnGRl9V0Rp9xwRKHRCGjeF5VVllZ/v2JQL4SyJL8mV+ocG/fX2bNetpG7525EJWsfoWygltg7MmBmGUSd8TOwVtFrb5aBwNGfUECthQa8e+F8rIxAhLspcbO13D13cTgcb8d9l99fu8Ze8TGq6Ciz3vJB2JPiXvsgs+OSZ3X9sFmeJBp3VmMUfa4R77JHSEDj2G+HoSz6l8OWeRE5euug6qGJPqCLMvXyYPJl8SwOjntrLuq5mDOg+QBKSnc2Gn3eHO+4v6HA9mdxb+2a2HWboaaJ9+Z1X8aRt+tQdcuOyfdZ49l8D9gnmZ8FNSMuZTPd5JnsEu+s/ZFPO29yzlrUgOZRqDMafS/LoPL/x0d356MExuWoNZZMOZqzjOZ/UwL6kLHU3ZWxf65ALQM85WjOgOb7y/pum5hG4QuYYBeizJaWMFxGaXgS58yEHL4PCD6rso4wTr4EBiZzG8VG8zCRyRcP/b7A0Q3+RqcwJvdqizU3w6Dm4E6NgLuhCIDJDOhOybl9UFbHUJJmgGUdiVHYgVEpbroi/uBBwOU0BppHZmgVfS1tqLPsmtMAxt6oicTBwO+Sc0YHNJc+KgycFobhysgxmRVVuAwBrk7OG4Ccui/jviwdlVLufps/9LEsonBYO3TzJEnGd5zbAXE2z96W622mQX3GxoVhb1wU+8TPKNAxXe43XYFTEBBdupLAuP4jEO/5cZlzgQCpx+IZXS/m0j1hfeSQvA6sUPR1FKzD9L6zZF9YAQHKj1KfcLFp6PpvwGHJ/nwTco6naqu1F6Svjqjp3FME73nsq/+H+rYciZqX/i/eaVkJeW/gQcT5uk9R62+2gSpdPk6fQ9QfJ+OeXz2Z3wZVb/Qret0F6yzdZ5dH1FxPApvGXBbE+B01oHnPotdd9KAG5vUIvQyKPaIFBXR3SM5dM875Fli86LU3w6Dy/8dHdzOGvXEIowbFR2Z5o4zmz2N/GaVBexkH8q3eD9sjn1GfAs0HoUDknZTI358YR+ELGKdF54jnk5tzjdhk7geWyv3mKOC2MIJKS7qe6GNSlDX6MjBTMr9hGNVvI0D+zDCm925F/6WLAsc9txgCRTPutMupRTRToHmq0OET+ZdqmUbyjHaP++5RVJ7VH+gex7oh6ow80Jw27SiNDhHwci711Rk3owYI78W77gWUxZEHmj8D/lz0NTTLQA1hng19ps9n7zAWW0icN1TiO1PR6y56xLvrYASSpnpbL57Tp8gBzWUeub1xHpQVmTlsPVBG3xDUYbwR0DxRA3ut6KwHAjUfR1kuK1HP/bgu8AoCqmaPufRe3IyKgzkDozohAKFf7viK1IDm5Vv5G0uiqo7vKEn5fdw7g1Fz4cXDNtkkOT4/AqI/pB5onhr1iShtMK2BLi9BzawzaozM5uuBSu0fyJ3fo+g1F6yvdK+4Pp677+J+PDo7h3qg+VkElk701ARjoL9J49l8EIFXPZD/+iTqUbJ9cu5qyPe/v+h1N8Og8v/HR3dLktBJ0cAnJfoZxP5Req70RC9boAaIM6W6a/DvpCi4Ue2v7XwUvoCxXnCO5zCboxbZXJMa0JyRivcCzkEcOqXrON5Ah5mu5kEO72G546uErj4Mo7H02Rq0QlVAfQbuFdQA0w6oKUwf6rOKSgOSJjrKrn0yxMP0L9S05HWUdbsDNT7rbqHPD4FbSZphlW2gaG8L6hy+KHKC/xX/9kE8mp8gB25D6iPo9yMguvTlRvH89Qvj5rCYSwMX04cO/9rac17GgUr+Pol78OqYS7NIM6D5UXLUGWUfYW+8gMDPlK9vUsS1OQQFKEtJYZPooxvwKqKomTd3LHVm10FZpZ/TGGjuXvS1FKC7PiTc00BPRCn1PsrGzfeDyIDmR0g4muNYv/jtK0RWb1kGCmIMiffYCyS9XeL43NSA5uWoAc1VhpXXsveA2xFo1Y2aj5EBpAeh5utzU0IbuIHOUj92PwTqbYL4bR+LPXfrOJ4CzbPF81vqStzQxQAEHK+d02d/FPx+mfoGk0tU9l3l/08A/S2AKtIOpgFdEsoI/xMl7guR10kyt1m82zKO9JHYSHzfH1iu6LVXYwLeB0UvYIwWqe71nXJz55I4adQDzevEjfwPIqM5jpfOEcnrMfncEXXtvByBfbPnzu2JQNLpk7lSGtXUykgnQ8Df3iirIGskmQGjn6DMtV6oTPBR4LLk75TOuKaeImNdBJj2i3uvNwKSfwB2oQY0d0Ulu6UvlUHdi78KPZ2OeA7TLL/pw9B+h3qgef702S3TaM2RQNUEryR7RgpS3Q/cV/b7rYHO1kcO23fUurSnelsH0QHdQ1RyVMNBNASDUWBjQO5YZwQ0D0bBtr5Fr7cgHRlwMiqnnzOdb+VzCjTPFnOd8ueVYaCS3cGogWlnlMH8NAKojkWZ8sNjH02B6BURsPA6uWxlRCc3XVteR4H6y9N1rYdA0BaSTObk+Nyxf/xIAPRlu+ca6S73fO4S+tsgvqf+xsFhp0xd9PqbaQCLAGcjcCWz3RZFgH1rQHPpskfjuvPc1ZuHjmaJ76ldslEcW/XX/k5ZBpX/P173W053ryCu7wWo93GnRj7ayErcso/UzkCBoa9QxVq+km8ahA+cFPZMKffXiW0UvoBfXaBehM8Bf6Q+i+r6uFnPpR5ozh7486llJyxW9HUUPVCU/CRGzWDZEDnCW8b3hgZM2R94VIr1Csq8bUGUBYcSZakIGL0YOcDvoOysN8gFR8o0EqO5G3BVPLNX5M7pgugdfgB2pgY0d6EWNCqVcRPXnOdg/hI5aWkTySyjql8cexOVI5X2Wc3tEWsDW8Y7rgvKEvoMUT9ME+cYMB3wPHBGGe+10MPomkquhxyRL4hGTdQ7dGtR4gZO1AMt6XO7FwL67iNH0RV2zV6IA7EUwF4DvXVCFBnn/Mp5Kaj1B8S5OYJcxmmZBgIABqJmnPuiEt5/EM36qFGz/IAClCnQvAYCo9N7tTR7Ru66+xLVUqgK8gdUfj8KpR6qHLqfEpfw5t77PUgCZMDkoZ8h1PMvT4OCHQ8T1afVcFDjyBZUebBB7thC1IDmLXPHSvOsJtec+QK9Mxs43nlDEJd/9gxnQPwUyK/dvei1N8Og8v/HVl/pHrEE6vk1ILF/l0S+/jPI5+qOqlyuivm5i76GZhjIp/ovSRN14Lx4r51NMAugIO7lKFGvtPvrxDgKX8CvLlCbxa0og2AXgu8rjl2IgObzyJWdUuPB/ZqKWxPggnj5fYsA+FWSYzfEi6D0zcFyOss45Qw4C5WTLgnMgagxWoATiXJolOl8EHL+LqYW8ChN5gGwNHB7bm6W0FULCcicGI5dENfwd6h0sEf+nDINGgB+wB4oY/Qz6jmaU6D5Z1TeViquQxTEWD83dwMC5ocmelkh5j9F5fkrhIH4VxQ0KiWVEvWZ8RugBk5LEUB8zK+LgmYp0Ny5LdfZjIMcX3xqn8TcQXFv3cqomaOdgV5FX0NBejNg9rDPto25VgOyCJDOOPo3QtykpQ1shB6mQjbwLwiQyu+7PVDg9gcUyB0ls6rRXjMxD+rBgzPDVhtZbh/vuZ8RYN8IaC7dOy+evSlzc+ejwGPGZ70ZyuRbkBrdw3UIdLk7bLtS0bA00GM+e747SrxoQb1I8jpeCNnFDbPryzKo52l9GiXwzBj35TOIQ3gtakBzRwT4DQLWKHr9zTCo/P+x0VUa1M56LmX+6zvARnFs+fieHfs49Fj6nl+J/tZFtCtPAOsk85fG3vEtSo76b+hvwaLXXI0JfA8UvYBfXaCckalQev0wBDT3TI5fTA1ozrLT+qCupwuX1ChsGHVEpVl/REDBJyjDqj/KlHyVKM2qRp3OJkNA1PVEx+fk2IWxufyFGtCcNyTLBDB3RNkZZzc4NjsC934iydqgHmh+GDUDLFXUPK/D5PPGuY15p9iU/0lSnUEte2NaShgFBk6N53DH+H4U4iRdD2WfrY+ckf9DgMLRiAOxJd6F/y6bYYgqL/5EPcB8AwIDsi7tA4GFk+MZ0PwJCddh2Ua857rk5k5CWXxPIsAlzW4+BAHNt1EBLd2p0a5MHc/fX0ZzfgYwzEHSyJQSU59Rn2jRCYEGLfEemz53bo9k33iEcvc4SJ/Jm4B3EU1BvknietSA5lI0QByNzjoDLyKqrqli7srYA84G/ox45z+Od2AHFPA+EoEHLyPbudSZfTm7bhFgxvjcHQHJP8Zz2iP3u8UQ0FVK/ZFUMwLLxh47L7XkiunjOf5f3ItzUKP4epKSBdFCJ5X/P2H0eCmqMtgUmBnYGlXGtxBYALKjN0aJGatR0qq00EUKzndIbLdVgY9QgGi95JxNgWNQks8+wO+KvoZq/Ab3RdELGO3i6kuz5kAR8W+B7ajPdrwAZfg9ibgQb48XaWmaIyQPdGrM/A6YKzNokvl+8VC/RC2rrwVx4JYW4GtFr9cjYPRdah1RU2AmA5pPIGnwlP6flGlQ6yzeFTgrd2wOlLn2OvCHZD4zJDsnn8uou3ST/lsYfidTX5K6Z+iwIdBcxoHA9SwjaEuUDX8A9aBCxpH+KqqO6YKy7mcHehd9DQXo7JjQ1wWo58GGCBRYDdGHHBR77R3A4snv1o4947+UkDct7ptHULA7y5y6FmVr3IGCGS2IF3fK5HeHoEyiBwlKg7INxPP4UehrUgSAPowCF/P+ym+PQ41MS1luj+gxlku+90aJFRkP5Olx3x1CLmM59LwvCuCWrjKogS4zfuBlqVWbWe6cdRFH8+O/dm9OzAMl+VyBsuWPQRUuj8Q+kdlqPYEbUcbfztR8kZHUZ0VfR8E6TH2yyxDYsgfRwwBVYv0j7rdGQHNpA0PZ9ce+eh9wVzKfPbv9EKj8Q7wDP4h9JUu+mOiBZir/f4LpMLTonBoAACAASURBVD7PEvbGPtRXqy0G3IvwpsXbeo3NOnK6y977kyT35WrIRn6WxPevxsQ/Cl9AqwurB1wuRBHMF+NlmDUK65acc3AYhB8gMKFUGUNE45zE8NsKgQbfhd6OaOV3B6GythaSTKFqjNTPbNSAg1OS+ZT7NeMY2rXo9TbLALYJneRLeOdCWX2vU8/T1KHR5zIO5NT9D0WAe8VcajxmQPMdRGPTsg8EImelpUOBvWI+va/6o4yhg4teb9ED8WdehjJazkeZZ8cyKqfwV4wKNK8JzFr0NRSktx4oO+9zlNmyJAKOl0aAzNQIjBmBqJRSoPlolE1fuoacCIh6L3Q1XTK/fTyzZ5BklFKfYDA9ohs5hxJVBiXXb/HMvQYcH3Pvhr07eXyfCgWMhqFstW65v9GVmsNXiv210XUiUP42lMmcbySWr0LbDAGnM/xWa2zWkdsHLJ7PobFnPEcNSMgySnsAL6DeBhn1SGkTBlrR6fXxDtySUekdu6GmV98DO5BU65Z1JO+r3qjKqgX5tDMl52T3WidgcRQcWjy590qxX1D5/+Oqt66I03um+J7dc0uGTpaL7/lm18OA7Ytef7MNFOx+lLBxqQeaVw+9PU8FNJdmFL6Ahouqj4pchrJfNkSRufWQw/ELApq7J+dOibKwSpXtgrIHWrIHFzV2+T4e+L2RY/c5cF7ymxQk7UrCb1hWozB/3cmGPWO8GD8A9mxFhweWxaAZQ11OiUpRhwB/zx2bC4FXrxD8VtUYqZtFEcC8PaM6wWlEfc945m+g5JlCiU76otKrYcBFyXzmiHSLveTMotdasJ4yffREnJnvo4yWHWI+rdTYM57VW4H+Ra+9GQbQC2WFfoyokv5JPYVBd1S6mwHNUyTHypg13x14C7gHUZnl99mz45k9jRwNC6pSuBQFQ0rLwYwyq64Mu+7L0OWU1IOBvVFCRgY0N+JgLoVtF+/65/P3TNyLrwEDW9MHAhiyLNPS0bKgao0HgK3S+wYBzS1xf6U0ShnQvEYcX7Loa2i2gQIWHyDu4HwwI22QfUfocOuyPKsNdNWoJ0kvask8B1PfyLS1ZnVlCaZV/v+46+5gahV90yfz06NkqHOT5zMFmj+n5H5EK/o8O95zt1APNGc+xzGoQvIlYLWi11uNNrgnil7AyIXI4d04NzcjcoAPy81Pj0ouf0JR31I1umqgu2VRyctQYEUUMTo1MZT7xUv0a+CC5HejlNiXZWNucN3ZS7AjckT65I7/DkWE36UeaJ40d17pgOZGRmHM90aR8l9oDDS3ANcUvf6CdNYNZdbmHY6NEDg1U3y39N/cubtQ0mZ1o9HrtNQyM3bPHZsZgV1ZNmBpjOkGekpLna8MfT1EjQIidUJ2j+PXIgCitHpLdJIBzS1hMOczRzOgeQjKwM0y/0qlO5Th+O/Q0zbJfB4cPTfO+Rdy/FYCDkMlvF9QNYQBcZF+H/vD+cl86vz2RpUJQ1B1QikDkIh/9FJyGaEILL0XZfll1F5p8Hb5+N2cRV9DgbpbHAHxHwEbJvMdUbVLS9xjeS7rreL+LCV/8K/o9ETUByJPhZEPuHVFiQOltOuoUWB0RQHuw8LO7YGCahehIMee5JrslnVQ+f/jq78zUSLFRdR6K/VA9KwfEE1NY34SYE5UkbZz0WsvWG+tcX8fh6gxbqMGNGf6OxVRZrwGzFz0NVSjDe6TohcwciF6CT6VM5jnDGM5K33OIuaGylO/RxGlvShhg7+c/rKy3RFhQB+a6Sr+nS50/BVwbvK7Ujm9reguA5i7I6qCf6Es26tz92MKNO9exFqbbSRGYRcUQd8N8bZOG/NToizvRkDzTJQTlDdUUnQ1o2YrrxvP8Krp+cnnrYEti76GZh6IOuMmak05lwFWQVm731DC5oihl4YORBjUl4VuLqYx0LwTJXV8W9NjvNtuj/tsN0YFmrshcOErYOqi112Annqiqow3aMDHl78fgV1jf/0xbLv/osqE0gJ+oZfMhlsLBYRuDP2cnJyT2ilTIKDqsTLbd8lzegZJdi2iofqJyGZO5vsk9l+ftlpnMw5gBcS9PIik2gwBzRn/9ykEoBy23EAEpJZadzk9Zs/uFfEe7NZoH0Z0OHOmvynrCHvkDRTk+C72g7dDRzMDlyBAdQ8qoDnTWeX/j73O0kD3OQiEv5hags/MqILqPUSp0RVx0l+KKv9K26gup7vJGbUPxAnUgOYUC7gq9pZS88yXaRS+gJELkWHcNT4PiH87xeZyR3Je6vg+GQ/75wR3adkG9QDU0qjcagTRsZ36UoXpUMbQD8BVRa+9GQY1R6R7GDaPoyY5+4ch/U8SgAABzc+H4bNB0esvWHfZfdUDOWYfhc6GxwazTByfEmU0/0yOozmOlxFonoHIakFZ3R2Tz0MQmNAnOb9DPL83opKjUgfVxkC/0yCgZUTcd5ejDLb5i15bQfpIjcL5gSWoz+CbPAzAT5ChnQV0S28MMprGQfFuewA5b1s1MLa7AVMVfQ0F6GzysN0eRMBU1mH8eWDt5Lw80DxV7LGLEw06i76WAnXYWoXQ76lRZ6RAcweUYd8RBTJLz4kLzIoCHYOARWKuN8ry/iXsvb1Rw8S7UClvqfq55PSV+lfrhH4+o75/Rkqd8QWqNrg/9FzqigPq/bH0866hrzXje7r3zof8tvWLXn+Bekv1cTVq3LcIokBbCSVlfIGydHuFrfITqnoprY1C5f+Pr/5aA5p/F3OzoJ5MQ+L5HYSymEv7nsvdcxcgjv73UMXjLMmx42JP+C+i0bgH2cmlTPIp6yh8AaMsqFaau3Pu+4m58+ZAzt0ylNOJSx/0tGHOMqjMYwThzCHnI9to+qHsoKpJXU1nnWNzfoAAlBGn0OfUOoynQPPsyMmb6LsWj4HuusQm/CAqNe2J+ISfBgZTCxj1Bg6IZ/nkItfcTAM4CXFsrkStG/Z+8fyeS80xXhBF0AdRYm7SsdRtXwQutwDbUcJSwNBDulf8Ne63rInOWkRJOTWgeRAqhy6t85boK3VC9gBORpUZMyfzU6By1a9QpcEoXLhlGyig81LONlkdAc3PkQOaKTEQ2or+0gqhFeL9tTK1Rn+/j2f1O2qAQj+ULX5m8ndK+c5Lrt8QLdXTKCFlsZifGtgCle1+g2j57gbmLXrNBeoqbZJ7GnANtcSBr0hA0Hhmj6NGcbMJSUPPMo7cXtGRxC9FiRiPI39imWR+JpSZ+w5JQ7syDpToszbKkN88d6wPAprfivN6oCzJR8q4d1D5/+Oju1b3RMT7nQeaeyMAfw9UrduvLdbZ7CN09D7qA3FX7AWXAfMk52yPgpBvI5uwtAHcso7CFzDKgsSpmZU6bxFzl6PsyIEoA2t1BPK9Sa5LbxlGboPZCHgCOCiZWwoBpiOIDITcRtOt0d8q6wAWBv4GLBvfb0KZuEugMvEW1Pl5lJJnSg40Iz6wz+KZHNlVPHT3TGxCfWN+SmBzSpi5PBr9zRMOxqsIROgY45B4fr9FDcbeRQ7fAkWvuT2NMKqvSg2fMg3qgYOj417bIcYjYVBvRw28mjwMxaHAGUWvv1kGqiAYhDj6vkYZGgskxzOg+dPYM0oJNFPLnp2OepAlK9tdjcZAc+ntkEQXaYXQ89SAvqFh884Xx7Ng9y8IRH0ZgaajcG2WYdA6HZABA+KeGwk0x7FJYw+ehhI2+WtFXwPj/bYlsBhK9HkjdLdBct4kKBj5GSVrtt5AZynAfCLyyb5BySvbxPzicQ+OQADpbXHe12W36+IZPZVaY8n1Gug1o7nZLr5PSQmrNaj8//HRXXo/LYiSexYApknmz6cGNM9c9JqbZVDvS3RElaLLJ/fVofH8DqQeaO6MKtSq/bWEo/AFNFyUDL6b44bdMF6Qh6NymREoe+N9SlyyEHraFtE2nASsmzuWbjRZiVbDrsZlH/EC3Czus30QEJNl4HZD0fOWMLRLScsyGt1tG7rpF9+zMvsOwI7IMR6liywV0Dzy+UNZae/E/bViYjj3R83DzkXA1cxFr7k9DkoeCAodLIAy4bdP5noB/4j9dDtqQHOvMLRLmzGfc0bWRxz9yyEQfhPEHTw4tUEQ0PwvFBDq2dZrLnrEXnkW8DoCUNIMq9Qxbg1orrJua3tCFwQwP4jAlWnCNnkVVVjNG+fNAvwJZa9dRS0DulT7a+55nQ8FbGemVqXRAWWjZUDzokWvuRkHAtw/Q1l7qU5Xj3fbl4xKndG36HU3y0DByPdjrz0ZlZF/QVTioqb1x6CKgydR5mTV68BHJgRcgUDm05P5zB6eHlE9HJD7XSn3DSr/f2z1lYKkV6KEgRZqtJgp93yW0Xw+Ja8wCH2ke0Hf2FtfI9fkFVX5ZUDzXEWvuxrFj8IX0OrCZFTfEjfsZjHXB9gUATGlKlnIbwjAoijb9jCS5ge5l8FSqEShhYgMl320ZpAkhsyNKPsg1elDYTTeSAVYZTrJnOGF4/46MDmW0T70jmPbt/X6mm3k75sGz/Mc1IDmlDqjVIZgNSb8QF2zP0NAaZYFOTKrhRrQvA0wRcxX9530sDNq6nd6bm9dBYEueaC5VxmdEpR1+xpqNnd02B6T5M5pDWj+Q1uutdlGvPsXSHUU+vk0bN3sWZ0EZQ69hoD8kQBq7u+VGWC+BAV5suaRZ1NrTpcCzR+SNAOsxkj9DQibben4nnI0bx3HPiFHZ1CNkaDf5yjAkQV7+gC3xvyeybnZs1uqZ3UMdNgXuD7us91zx5ZE1UQZlWZpbJQG/kLl/4+7Lq9CgaAtEb3IrqHL/xDV83Fexjt/Zpmf05zddlHo6UVEgZFRikyanJMBzbdR8S+XfnSgScXds2j6rcC1Zra9u3/u7je4+0Pu/nHBS2xTcXfPTc2NShbucvefk/kWM7P4zdOIN+0FYMY2WWgTi5l1dvcWM5vUzOYzsyWzYzHfDTUd6ooiwJhZpufr3X0Tdx9hZh0LuYACJX/Nyf34FQIWdjSzDeLYsDh/YeSQfNCWa202MbOO7p7dTweZ2V+BO83sQDPrCuDubyF+3M6oAcUyZjZJg+e+kkrGVq5AZeHzItCKeI91cPcfUeD2YWR8r5HtH2UXMxuASiYvQE7GCDPrAODu9yNKm7eAh8xs8Zj/1t3fL2rNRUi8wx5BgYyd3P1od3/a3Yen57m7J7bJvajSZWrgTDNbvY2X3RRiZlMjG/dKM1swed/PhgCqV+K+6xT6fALR2cyKyn3zf8/yep/YJdlbr0EA3yHu3g0FgbYB/mxmc7t7C/AU6nnwM3CVmU1a0LKbVd5Cz/HmYX8MNbPOAO5+dRwfDhxpZj3KuFeE/zBz8j3TwVwoWPuYuw+PZ/ZzYBcEjm6b3G+D498RbbPq9iHu/ilqvH4LcL6ZnWVmm5jZNgjsG4TsmUY+8UQrlf8/YcTMFkIVaccB17n74+5+MarkM2APM5sLwN33R9UIF5VtT80kfASPz+cA6yKO5S+QjXKjmU3u7r9k7zZ3Pw04CiVi/FjMyitpFmlakBlGAs17ogzSy81si4KX1OZiZqeZ2V+S75lBsxCKWr4S8x1Bm1E4c/PF9ydQKc05bbz0phAzmzXRxVAzmxw5xI8AT5nZP81s0QACf0QA30rI6TsNNUnohEAY4u+UyjDMQFIz62ZmfzazY8xsMzPrEoDKCcBkwAkBos6AGiQcgyLGjxS3+mIlNunMCb4e2As5aUMRSPW3CG6kQHNHxBHev5BFVzLRSDy7z6EMte+B3TNALwJrGdC8Fdpn/5XtIcWtumnkVcRd/T9gOTPrl+kMwN0fQM/wN8CtAT6UDnRByQAtqIz5baizU+qkAdC8D3oXvtVGa20qcfcvUOluN+AsM1s4Dr0R/64X5w1LgOZbUDByujjWkvy9Uj63ZrY7Al62cvebzewAlLX8IAqiHZkAzc8g8HkNd/+lsEUXKNk7rIH8iBqsrYmA5k5hN3c0swVRRu4RwCruPrhs91v4WU8Al5nZnFD3zHVEdEp9Yn5YJLZ8iao7FkWB3pG/KZv+xkTC798L2SN7AdcBc6LqjaXKlOhT+f8TXHqjZpv/CVtuEgB3fxA4Evlcv89OdvfDwi8rpWS2hZn1Q1UGu7r7we6+GqLp6gfcYWa9ckDzccCM7v5JUWuvpDmkqUFmGLnh/BFxvLxU8HLaVMysO3op/jObS4ySp4CpzGzbmB+RbUCRHXOSmW0fxwbFfGkcYJNMhUo7TjOzeePQ9SiLYH/kHM+LIuMrRObG1SjTZXVgHZTVsVwKLpRNMoAZlZnugPRzHnCdmXWPrL6dUdbySdQ46YYCy5fJKMxLskmfhZyMzdx9R+To9gJWAG7JAc0boIyNUlVrVDJ+0ugZywIc7v46KrXvB5yYA5o7uvsPqAS6lAZ1o3e7u3+PSv6ORY7JpZG1kQLND6KM3GXc/ZeSggbLAx+5+0j7bHR6yIDmyLr9O7C4u/9fG6yzqSS5h05Dwe2+wBkB5r0YY28zWzXOyyqE5kd7w0eFLLwJxMw65aY6As+4+1MBOB+LSp83QrbIJsBhZraQu7e4+zNlvOdgZOAxs0vmMLNlzGwaM+sWWZH7oUD40SgLvAewCEr4mQy43d1Lee/Ffno+AqOOzYDmkFdQf5cNzWyyOH9oHJsa8Vl/1obLbbcSfv9+wDUow/Q/7r5TAFmdy5DoU/n/v4n8gji/l4r7aHgGNFOjjVu0sNU1oZjZxcB9qMr79eTQ6YiO6vcIaM4ymjvH8W/adqWVNKV4E3B2jMmgZFy41DiCM27WtZAjknH2LYC6ib9AEPvHfBeUlfYhuWYAZRzIMG4BbkI8h7cBSyTH56a+6VrGf9gXdS/O9F1KTqbkPjwYuAfxR06Fyog+RnzVPeKcGZADvBkywrPflk532X0TnxdEjZmyjtmHIkNnGwTKtwC3U9/1uVPR11CN9jOo5+LbFwXOrgX2z523EAqy/RtYteh1N8PI6W5qVPbcMdkLJkfllN8ihy9rkFjKhkOJrgw5wf8Bjom5SX/l/FGahKXvyjINarytHZFj+yBqNvQoCgYtjXiZX0aNX6dBJahPAY+X7f4LPU2fm9sw/u0QNtvUYcsdRnSzR0GQH4EhiGqkc4nvufRddxHwXwS8fAGcCMwWx6YLe+/7sE++QgBpqZutJ7rbFCVR3ETS/Cr23MEEFVDMTQtcjZr9TVH02tvTiGf65rgHdyx6PW143ZX/P376axUvQjRKb8aeO7L3DWoY+wGqhin8GpphxL66PUogG4KS71LfthOq5ns/7sfSNbyuxuhH4QuoRoP/FAF6yyUbyqSIt+8b4JRkfqPYTP4PcQztjLq7/wQcVvR1FKzD9EW4UxgpTwFPJ/MZiJA1XXudpOlacl6pnLm45nzTpn1Iujqj8t4/ISf4QcKha/B3ShUcakV3PUJXU6Ds+M+BbeJYF+QUD0PZzd3aer3VaN+D+q7ZNyB6h+vi81Dgstz5CyEw63/ASkWvv2DdpaDLOWEot4Qjskf2PFIPNN8J9Cp67c0yUIXLfcn3fJOizF6ZAWWmTVn0moseiU56IJD+bgQc3x/336MInBqAwKmWGIPivMw5Ls3+CqyKGlmtGd//Hu+wvsk5A8L+XT6Z2wSBgQcDcxR9Hc0wEB3Xe8DmRBY4ApovpwY090RAzG7AxpSwoemv6DAFmueJuWmogaLPoOSBJ5DvNn/Ra26PI3R6Xeh066LX0wbXW/n/46e/tAnd6qgh54Ds3Y+Sfj5EiRZboIrS+ePd92GZ33N52y3mJot77WuUZDFT7ngnRI35Zpl1V43Go/AFVCP3HyLH4qMwAJekFtHsgxy0j1ADhGyjWRNx9H0fm8szwB7J3ysdQJpcewo070DNUVs+rx8ENL+FStoWKXrtBestA9+7AcejbNtXCJA5ufe6IPD0E+T8NQSayzBQxHdDYIFk7jZq2ctZ1tr5CEiYOjnv0XhuX0I8VoVfTzXa30Cla+8AA+L7kcgJbgFuyJ27WBjUsxS97gL1lYLz1wPvArujssD3Q5dHAV3jnMlR9UEL4ossZTZkorNJYlwU9scfkmONnJWdw37pV/Tam2EgcO9O5Oz+jhpwfCgCk7OM5u4oq3lH6qutSlUhFDrIwNCnEcC8aO6ceUJ3Z8f36RDn9VVFr79ZBrB33HP94/sfUZD7n6gR3eXArEWvs5kG9b5E+nmz2GNvJglgAAeFPp+I9+OcRV9Dex7IL76KJGt8YhxU/v+46q0ryrjtnMxl1JjDw2Z7FdEVErp9I953P4Xt9xElrtSgPuGiO/X2cVcUkByM/NqZcr/tBPQu+hqq0Xyj8AVUI/cforKNBcMIfA9YKntxolLA6xpsND1R2Wo/kiyhsmwwDXSYvhw7JZ+3js3mTpKsgmQjnweBB6XJDmqgu+ye6oZA90EIcPkJZYLPkju/C3B46PXsotdfoN6mQk0iv4776GaU9bhwck4n4DHgyWSub9yPq1KVUlZjDAbKbOmYm1sIZfZtEN8PDeN6J9SYswW4PP93ir6WAnTXhVw2Iyr3ewU1FQIBzSNQVvP3qNFVBjT3QtkvpcuIjPfXbEQQI5mfJ5yPB3Lvu9Th64My668FJiv6WpphUKN2ODm+p3bLYfHMPkIDx7csNgpybhdLvi+DMvqGk1ABJTZcN8TB/AXK8Pt37MnzFX0tzTKAA4Fz4vMeiEok2zdujHffJcDsRa+1GQb14IuRqzZD4EsGNM+VzHdDgaRSBYPa4v9hYh1U/v+46u0yFCg7OL7vhpIE1kPA/caIV3gEkQ2PAuQ7hP23FSVM8KFBwBr5Cw8hv3TfZH4y6oHm0umrGmM/Cl9ANZL/jHonY15qzV/6U8tySTeaM5KNpuG/ZRvUMkYnCSOvb+74Lsh5u5kGQHPyfaI3aBroLttwOsRm8nfU8Or3wK7AD+GEzJD7XReU4Vc6nSU66ICyQ5+JTfhTYN7kePZc7hj33/EoC2ZgPMujcJVWoxr5Ee+1Z+PZTA3DfgQPKbAuAlkySpbp4n5sAf6Z/KZUe0To7u/AawRwh0Csc4Hj4vveiHvuD3H+6wjUOpIax2up9BbX3COcjvfiPnoM+H1yfAsUiLyPHNc3MDM14K/K6KvppTvixL0ymUuf6YcQD+5rqa7LMhBA9248nxnQsgEKCL2MaKfWyesOBXz3RZQQVRZpTT8ZEN8l9oTpgLdReX5GC7RGPMc/hd5LDZBSDzAfhSr2XkdZpYsTATNqQHMdR3M1qjGmg8r/Hx/dTYVoGz9CoPFF8bymz+/CiQ2zVNFrLnqgZJVXgN2TuWuRr3A9or/4AvhrcjwDmr8Ofc/Q1uuuRvsao3RUr6QYiU7rWcfntRD/408oqnk+sKiZTeLuXyB+3MeRwX1W/Nah1n02+7dMEl2zh0c37NuQI/KymV1pZsuGni5BmWoboM7Z8wNkus/ES9C9OC+uDsVdET3GJsiY/sDd30ZZurujBhRnmNkMye+GuPvA+H3HItZetLg61j+PQIFu1IIc2fHsebwPGYeHAhcgrrC13P3Ttl1xJe1UJkM8jysAl2edsd39Y1RJ8APi/X4OAaq4+yeoVPARYAEzmz7mS7VHuPtwVL7cGTjTzBZx958Qz+FlZjYnKnM+EHgozj87zt8H2DPda8siZtYTUfl0Qw1fd0dBjUuS025B2UMDgGvN7CYz29XMLkQA85rAKu7+nzZdfHPLUJSxtryZLQ26R82sg5lNhp71t5Ej+G5xyyxGwgbbGDjC3YeGzXEbyu47BOnmMjNbN84fHjbyl+5+trtvCexd1nsub4slNu4vsSfMjbL8HnX3H+PY1Ijm4QzgvHgHllYyP8DMbkZ0P1+i53EV4A5gGzPr6u7XoUSLNdHe8vuCllxJO5TK/x93yd75aK/IKM/WBN4Jn7QzgLu/iHyu6RA9JmZmxay6KWQmBBafb2bbhZ6mAzZ1982ARVDD0jXM7DoAd/8Z+R/7o+Sz0txnlYybVCBzk0i2KZjZVshh64wyMc4FpkQZj4vlNpoXUGbkgEIW3UQSG+2IcM4eR+W5dwJXAOsjnrld47yLUWbuhmiTnrWodTehrI9AlmWAjxKjZQiKbu6Osl1ONbOZ8z8uIzgPEMBAT9SgYztk7NxhZkvGcQNw9w8RvcjcqCnFUu7+ciGLrqTdibsPRnvC4ehZvcLMusThIfF5fpQV8w1AEhA6G2VZfdTGyy5ckufvZKSH6YDTzWxhd//Q3d9HmS6dgbsDfAbtvY+grI3byuS8AUTA9iVEmbS9u18c++c5wIJm1hvA3X9x94Fo33gAdWo/EgGCL6E+CC8VcQ3NKu4+FDgaZWEdZWbLxHwLapI4GNl5W5YxgBu22ovu/p2ZXYp6GfR39x/d/R5U1vs2cImZ/SF+1tnMzjOzA+J7KUHSSLjIANL1zGw/MzvIzOZO3mFfI/2sFedNizi/P3X3I9z9rUIW32RiZnui99jW7r6lu2+O9tj/oYq0ZQHcPbOPF0IUJJVUMkZS+f/jLhFc7OjuXyOb+F1gemBTM+scAcoMaL4HZecOiO+lsudSieSxfRFofAVwOqJ4fCWO/4Teb1cBK+eA5utRs9PS+RKVjJ1YiZ+xppCcMTgdcmbvAw5195/NrBPq8Hwpyo7cHvhXvDinARaKF2dpxcw6uHtLAAlrovK/XbMMlsjcuxuVCW7v7k/E/D6ozLd/PpO5zGJmuwLnISN6K3d/NjnWCXXVHgic4O5/LmSRTSDps5ubN9RY4hwEFqzv7k/HsckQjcbzbbrYStq9hIMxPD73R9UG+6DsjP0DtMLM9kcZpwcjTvVVEHiwpLt/VsTai5bcPjsjqtZYHtEV7O3ur5jZ+ogOaDN3vyX219PRfntmQUsvTMxsUtRgrSe1rJWsWmgzBPLdiegw7gP+7u4fxTsOlBX5CfLlShl8HBMxs1URsPA1yrT/AnH0/4Ia240oYwZ9Kma2BrrXHgeOdvfHkvk/IdDvPLTfboRsd1uNUgAAIABJREFUun8XtNxCJbOH4/P1CFDJqqu6oDLyy1Cm5CXAaqgC6ydgVmA5d3+1gKU3pZjZJSirb+nwyTrGM9kD0Rm87+4rJ+f3iGBwJZWMVir/f9wlfc/l5qdAdtySwKnASaGvDqjB7kPAZe5+XJsuuIkktSfMbEG0h66LAhfLoeBjZutNgaj4tgL+7e5rFbTsStqhVCBzQWJm27v7lbm5vsB/0EvxpOxFEBksf0A8ws8h8OA5dx+W/LbhC7csEhl8dwNfoSy+DWI+i2ROj+gfbnL3nZLfZTounf5aA0nj2B4IRHgCOXX/So51RqDVA17ScsqccbgtykzuAjzi7rfF/BLI8e2HeKzeR03ENkVNE74pYu2VtD/JAQdXA7OgJjHzIL7cq4Gd4103HbrPdkON674F1i1rxnzOoL4FVbn0QiDewohfeG/gQ0QxMjsCD7qijNxl3P2NApZeqJjZIijrezFgPXe/O+a7I2ekI9pTZ0DZe7cgwP7T3N8pNUA6JmJmc6FndmFEo/EWsEWSpVUakD73rjPkp7SY2QoIgHkK+HMCNK8M7AUsgQD6rUv8rkt1dzbK7NsN0bJMhzIfdwOOd/cjzWwmYEsEZH0HnOLubxay+CaTAKUcUbT8DnHj/hz3Yid3H2ZmBwF/RoDWm9V7rpIxkcr/Hz/J+V/9gCmQf+Xu/oOZTYXskXmAfwDHIOqRNVAQcsnI5C2t5OzixRAFxqbAHu5+UcxPkgDNx6Pg9/Iuer5KKvl18SYghi7bQBGjwSQNIpDDNg0ykk9J5rJmbJ1Q2WlLnFM1CqvXaV8UBW5B5R7TJMeypjGnocy+PtSaxGROTOHX0EZ6ygJLWSOJrog6ZB9gxdy5+6Lsqn8Ai7Ty90rXGCa9X1DE/GOUEflh3H9XAbPG8aWAJ2M+a6SwaNHXUI32ORDoNwhYCYHLswLHIcD0auobnSyKmhNVe4X0cXI8f/2BqWLuiHh+H0UllnOhrKHnEefmPEWvu2CdLYXoL0YgsB0ELD+dveNi7sp4x61TxDonhhE2Xlegd7JPl2p/pb7xYQ+gR+74isCweF6XTeanQsGOqYu+hgJ01p36BogdURXBqyhBgNyx01GmWvY8Zz5G56KvpWA9po3XUhsvaxa+QXxP79GDY/8o3X1XjXEbVP7/+OovtXEvRJRJLWEXnw3MH8eyZoAt8Yw+gypwFyj6GppBdw2OLYLoHluAbZP5DCvpBfQp+hqq0b5GxclcjDyFXoRvmNmiIC5bVynzFcCBZrZmzGUZLL1Q6ekOiAqiahSWSOhjZ8RjNS+wbla261FGjrqpfgv84JGB6yEFLLnNxcwWArY2s8ldWRg9gWdRlPcvwANmdlRELXH3s+PYUsCRFvzCqXgJM5mz+8XMTkQZLNugKHl/BMxvARxvaqL4THw/HIFW/d39hSLWXUn7lnifLYOybR9x98Hu/i4yrI9GGWnnBc0B7v6Cuz9X7RVgZt1QluhDCCD9CsDdjwfOQnr9GzDU3XdGJeabu/vrxay4WIkMUlw0P39GoN4jZvYJ8DlqDvNuZPuBMsFBtAWVjIO4+zB3/8ndv3J3j0yjiX5/NbNJohJtpD1hZqcjLvSHzeyE7Fx3fwjRO/QHjrNaw8QvXdzqX7T1+ptAjgJuj4oqwmfohSoyfoSRNGcgAOFcFBDfydQ4Nmt+NYySSmQmZxngPRDgl8kNCKy61sxWT+7RaVCVx9uo+qCSSsZEKv9/PMRrGczXInrMi5GPdQ/yxc4ys4VczQA3Au5FgPMdwC5e3iqXNPt7VzM7Of6dC8BVrXwC4mi+MtlPsmqqb93988IuoJL2KUWj3GUeqMS+Bbg+mVsUGdffAptRy0rYFpXSLJyc26Gt19wMg1w0jiQDA5gRcfcNRmWBfWN+PuBlVHJUmszlRC+GNo8WxOs1OcpouSd0sxjaYIajzuJTJb/dJ353StHX0SwDBSyeQpF0yx3bMfS1S26+1ShyNaqRH8Ckue99gW+Ak+N7p+TYjMB7cd/dSMkyIMdAl5OggM+9yVyqv9tjz30J8RwWvuaiB/XZfP2T/WPbmEsz/5YGPkC0LIWvvRrtY6AGVy+gQEaXmLsi7qVLEQVa9k7rmvxuRcQh/BIqfS78WgrU4bSoEVMLsF3MTYqqq/6e6jr5/G/gxqLXXrDeOgFT5ubOR5Uag4G7kA/WASURPBY6vg5Vq92NKEbmK/paqtH+BpX/Pz66WxmB7hvm7JD9Eb/8X4msWwQw30VSeVXmEXvpt6jnUgtKutgwOZ5lNI9AAY3C11yN9juqTOZi5SvUgGgDMxsIyj4DTkQbzbXI4HkMuAgY6O4vZj/2EnEwZRIcQSPMrJuZHW1mNwDXmNlWZjapu3+AOjw/jBpiPWRmdyIw8GeUneZJBlYpxN0dRXn/AZyJIsB9gL+5+6uuRnQnoYzbfYHDg9cKdz8HGTyHF7H2ZpPI8suaYQ2J+6lzcuwWBEBvGvdpR6hF4CuppDUxs47Bj4a7/xJzx8X3T5Fju6WZzeCqRsi6Zn+AwJonUXb9NI3+fomlBeln/uB2JfTXMY6PQOWWvyCKoFJKoo9sz8g+P4Uy5h8ErohMqxaT9ER7y3dIx5VUMqYyGcoEPRzYI7Kq+gE7uCoKNgH2RFya10R1EK6M5g3i3EFFLLxZxN0HIZvtFvRs7hx7x0XAWmb2lzgvaww7Pcq8fSeeX2vlT0+0Evvms8CfMjvXzK5EHNYPAKcgKqrTUZXfK6ivxtEIcF4Ive+W8qpJYiXjJpX/P+4yA+Jhfi7skMwOPgPpbQOU/Y0ro3ltV9Vf6SS16cxsADAHsBbiq14GcfUfYWrmjCuj+Xh0D55iZpOXcY+oZMLIJEUvoMzi7p+Z2TnI4DsyyiO3dvd7zexN4BrE3/Q5epneAOVtpBPNDYZHOdtzCBj4ETkqGwGrm9mx7v62me2NjMAtUaTuPHe/L/5OJ0+aJpRF3P17M9sSOSN/Bb5Ejemye2qwmZ0Xp58AtJjZKe7+ubvfGOdN4iUo4R2dxLP3hZk9D6xpZvu7Gq5NGs7dt2b2LdDT3X8sdrWVtDOZH7jAzJ5z9z1NjerWNbNr3P0tlIWwBHCxme3k7p/AyM7kk6PSwdvd/YeiLqAZJRyRc4GtUQBtiLs/HQHL3qhUfD/gWXf/ttDFFiS5cso1gZnQ/vqeuz/h7g+b2QiU2fd3M1vb3f8Z1AZboozSqiFMJWMs7v6dme2DKjRORMAeRLAibJJrUIXVmURCgYtW5B4zm8ndfypk8U0k4UvsFV8vNrMfkL4WBA4NYPkixPe9ITAbsFUZ/YiQYSgLfi/gBzO7BzX32x64P/aLs4HLUBbpu8Bl7n6smZ3r7t+YWRd3H1LUBVTSvqXy/8dMrHFTw6EIv1oA+DD8r84RSDsbBd36owBmqQH5xKbbH1W9/At4IXzVJ81sU3SvHWJmuPv17v5inP+Vu39X2OIrafdSgcxtIOmmEFHz7sjI+dLdPzWzi+PUI+PUbSIz7QNE75D+rVJ1kU0lDL9JEHn/l4iO4E0zmxplIJyHgNEd3f19MzsKAdDroa7k2d8pFcCc3jPhtG2ASlI3AjYxs7fd/Zs4/lMAzY4aZb2POPyI46UCmFPgJTdvqNnVFaiMfN0k87QvesbfNHEhDi+TUVjJeMknKFv0YDNbFZX0LgS8A+Dut5vZAsgZfijecT2B5VFmwqMVwNxY3P0tM9sIuA1xzv0TlQyujOgeDisxwNwhcUauR3QEk6Lma9+a2aXufoi7P2ZmR6OMvlvN7FlUXjnA3V8pZvWVtEfJQDp3/9LMDkCl4bujZ3JKVNKb2SzXx89OBu6MAMfPqDqtEuqAZkP88r8g6q4PUHPnrZDd/Blq8vzfotZalGT2XFSf7YjuscNQRnxXkszISMrYEVVF7oJsvREoeQWk30oqGa1U/v+4Sy7wvQjwbthoTwJDgO3M7CXgY6/1XpoFZYm/V8Sam1HMbA3gWOB74Ep3/yWwFHf3ZyL57FrggEiW+quXlLu6kgks3gScHRPzoJ7XcDOUgfst8CkCE2aNY9Mgx60FuCL5TcXjWq/PKVFWwZ/zOkYczC3AFsmxjKP5K5SR0Kkt11v0oNYZtguwUnK/9USNEL5HzSS6537XDWWnlZbblfouxmuirJftgNljbgqU8T0YRYc3BnZCUeFvgDmLvoZqtL8R99U78S67MZmfNPm8DWpi1xL7yZvAgkWvvT0M1Bj2XtRx/NN4ducvel3NMFBA8QNETzAlApD/GvfZGcl5/YHHY1+t7rtqjNFAQPKCubmDY743cGrca0cA3XLn9UANJj8Cpi/6Wpp1hC9xS+hxk5ibNuyTxYBpil5jQXrpgqgwtkrmDPUgaUHAX8p52zn+XSOOl5r7uxpjP6j8//HRXep/XRzP7l6ZHYyq0oaipLMlY24W4HKUwTxt0dfQTAM4CAUZBwHzZjrO9AwsjqjiHkNVuIWvuRrtf2TgXCW/sZjZ5qhZxBXIqV0QWBsZPmu5+wtR8rwTkSXk7hsVs9rmlMgenRM18DvY3c9KKAowsz4o6+Al1Jwo6wI9A3A12oDmcffBhVxAG0sWBQ56kXvQhnwpcEMyfyMCDP6IAK1RsiDLSJGRZgyY2d/QBtwZgcdTABu5+/NmNiVy3nZFz/QXKBNrZ68y+yoZC8kyXiJT+WCUNbUVcIG77xXnjHzfxfeFkdPyvYt7rpIxEBO3a1cEXH3tVUkgQRvyMAo+HutR8WNmMwGHoCDtdu5+U8wPAP7nFUVGJWMoZrYU4rh91t0PNbNbURXB4u7+v8j0OxbYGb0DL/GEcsrMuqPAdykrDsZUzGwa1MRuA2BHd7+y4CUVLma2OPK/egH7uvstMd8ROAoFNi4E/pK+08xsK9TfZUl3f6PNF15Ju5fK/x87yWV/34iC3UcCj2TPpomHeQfgLNQE9ltE7zUNsKq7v1TE2ouW0WW7m9l+aF/9D7CnqxK8I8pobjGzRYFv3f2dNlxyJROxVCBzG0iAn/ciIvXDXWV+mNmKKHNjamARd/8ijMP9UfnHOQUtuanFzJ5Akbb543sKNL8AvOHu2+R+Mz263z9s8wUXKAGmPIeil38BnnKVymSAVg/gBmApBDTfUhYQfkzEzC5HpeM7ufuDZnYpKkEdAqzi7k+GseMoS+gTBPiVtnlYJWMno6FkmRHYAxmFF7r7njE/CQJaKj7ISiaYmNnswFsoQHZ5Glw0s3lQieoF7l41gK1knCQCFscherOPEZ3ZWsCbXiuL7o0aD+2E3n0Xe8W7PNYSvsTZqHniVu5+bcFLKlxMTV+PQs2v9nb3m2O+I2r290fgNOAqd38juV+XBJZ298+LWXkl7VUq/3/cxcwOQdnLGwMvuriXuyFwvsXFjb4AsCnS43+RD1vaJn/JPjozojz7ztU0PDvnYNRM910aAM1tv+pKJmapOJl/Q0micV2B2YHz3f3nxHl7FHHMDQS2NbPTXbxqRycbUalI/jMZDfDSETXjOM/M7nD3lAt3PpSZ9mb+d+7+0W+95iaVfePfg4CXA1i25N/BZrYJApqvQJm4dxW12GYSM1sHmAvYNQDmAxEX7nGoIcf9ZraMqxsvZvZ0GZ/VSsZdckbhskBf4AfgYXf/wNQYxoCDzKzF3fdGBvZFZjaFu69V2OIrabfSyv76Mdo7NzGz2939q8xWcffXzew9ZMdUUsk4iatXxiHAssDvgavd/TWoNWSO++4IFLg9AehqZmdWQPPYSfgSf0QB8VJm9WUSHMtDXc1LeyB7+Hwz+9nd74rKvgPRXnsgsL2ZPY2CILMD61UAcyVjI5X/P34SyRTzouzlZ0yyIHAOspN7m9lm7n6/mb1etmrbvOR8ibPRHtsP9anaDXjQ3Qe7+ylmBgKazzKzA7I9uJJKJrR0KHoBE7lMHv8OQ6X204Oap8VGM8Ldb0TA3tzZZpJtMPG5dBtMphsz62pmu5jZmWZ2kJnNHS/RO9FGs5KZvWpm+5uaEV2BymZOLXD5hYiZ/a6VQ4ug8peXkvsrBZo7uSgyNkPdyO9toyU3nVjsvImMAO5z9/vMbFuUAbOlux+Fyie7AA+Y2dJQzme1knEXq2+2di0qp/wratr0qpmt6O6foHLAU4E9zewp1AxmbVRWXkklYyU5Z+RAM9vZzCYPEO8BYACwYwQxhptZh8iq7wy8WuDSK2nHEiCBATOhct27gPXN7CRQQ2ZTo1zc/StEX3AbsB/aaysZS3H3QYguo7Q0D7HPDo3Pp6HM7t+hzMeBZrY+jLTfDkSBjd4IoLkU6O8lLb2vZLyk8v/HUMxsFCwqQONhwHKR8HMS8CzqI3QtskUuMbNeyFdr5MOVRry+cfN6qIplbdQ3YyCwjYluCnc/BWEo/YETTNW4lVQywaUCmX8jMbPVgXvMbHEXh9C9KDq+BozcaDqY2RSIjL1UNA6tSTjAwyPb4CnEdbs0Kpd5IPT5NSpp2x1x5J6AQNJ3gcXi9x2LuYK2lwAA3sqM5ZjrYGZdUGb3UDPrGJFhYCTQ3BXY1MxmiQjnAZkB1PZXUazEfZdxgPUCcPe7gAvD8d0FNZ+4I35yGXKURwA3m9lkZTZwKhl78Rrn90XI2NsXBYVWRcGyG8xs3gAKzkRNr4ajbKv+7v5sIQuvpN1KLrBxA9pfF0bZVrj7vsAziP/wDDObF1gN8UT2Ba4rYNmVtGPJAASvyTOomdr+qEHdHmZ2SpwzzMwmCRvkW9TcaX6v6KfGWRpVBJZJkn12ILARcDeia9kT+AzZeBsk5x6DuJmnB+6NQG8llYyxVP7/mEkkks3ordM0XA28jyptBwCHuPsf3P1o4AngO2BImkDVBstuWjGzg4D5gE3d/SqUzTwL8CLyIbYxs54A7n468CfgwCwIV0klE1oqkHkCSQowxUO8EoqWnxgg4DFAJ+BoM9s0Tu0NrAnMBvy7bVfcnBIZzJOhTfkrYH13XwyBLn2BR82sfzgd17n7suilugSweRolLuoaCpAhqJzvtiQTqMXF2fowsDzikxsJvsf92h81Tpgh/WNlKzvKZfYdCRxpZkuCSk5RZ/Y5gU+8xoO7LIqo74wCGz+X3cCpZMwkzdows1mB5VBW8n2RcfY9eibvQ4EzXJxqF6NneUN3f72Nl11JO5bMPkkAlyyLZTvgIHcflOwdKyPwb03gFZRdvySwkrv/t+1XX0l7ldhbs3tuHjNbxcSh2S3upROBW4FdzezE+NkkqGndwLBjBhWy+EomGjFxyq+GeJevd/fn3f1Cgv8WZUSuBSPt372ABbxqCFvJGEjl/4+9RCLZa8CBjTKZAdz9YURNuAiwhbufFb/thcDT9yghjmVm3cxsW1Oj3GyuJ8qYv8pFL/JH1NtgWxSsfRq9/zY2s8kB3P2cyqar5LeUqvHfBBYz2w491N2BKdCL8HGUaft74JKYexNoAWYGTnP34wtYbtNJbNa7oHKPvd39HTO7GTm5xwL7oM17Wa9x4XZIHJlWO6tO7BIgwbPAC+6+S8zNAlwDzI10+kSAzYuiyOYvwGolA+VHilldF+ObkDFzAXCzu/8v5juiSPBXqBlRV9SQbTYE+FWNEisZrUSZ2i7ufkZufim0Pwxw92fNbE5UwXEfsIO7/2RmewGXedXor5KxlAjY9nH395O5mRBVwVXA6WlwzIK7ND7PhoJrnwIfeMVJWslYSM4uuwoFyGYEfkYNJrd0NR2aHWVUbYrehT+gao7lMhuvkkrGR8xsALq3lnX3J3Lvua1RIO1T4AB3r6o1Khknqfz/MZPwVf+OdLSiu/9oZt3c/cfknIZ81OG77gZsgJKnSkcFZOpZcCzilr8yq/QJf+JdYCqk39OASyJ57xAU1AVVgV9SJUZV8ltL6SJAv6WY2Zoo2+xOBEbNhagc5gSuR51PVwMOQOUx9yC+tOPj96X8/0ijwPHS+xq4MwDmMxHwt5a7X4JoCiYDHjY1yhqZnZX/XAYJSoxMh8OBx4DtzOxUAHd/D3EJvw48hPT2NOK06gqsERtQKe+9BGA+EQUytgbOTQDmrLz8MNSR/B3EW7oxygCsAOZKxkTOBAaY2aS5+awMvG9kJTwF3A/sFADzEshBWaHtllrJxCCxN7wMrJ471BsFHd91d0/f/Qnw0tXd33H3f7j7CxXAXMnYSAAEKcC8AsqqWhw5ul2BR8xswcikOh44A5gSceUuVQHMlUxAeQtRY2welY5DLXhI3f3qOD4cVbH1SH2SSioZE6n8/7GSGRDYfk0AzJcAW+dskUYA875on1gaWL6MAHPIX9C9diKwk5lNDeDuT4etNifQEyWcZQlkw9F9eALwWAUwV9IWUmUyTyCJl+OZiDdodeCrBMDaH5HWPw3sFtkbdd3dy5qBm+nBxMHXO+gJCDBmcuARlFl6YZw3EwJhugNvufsKrUU8J1Yx8XgtCTzp7t/H97OR8eKIa+4o4Cx33z9+MyNqeLI84rF6GTgjoRcpFUVGKmbWDWX2vY4yWYYkxzq4e0s4JDMAWyIOtXvd/d1CFlxJuxMz6wP8EMDxeu5+e8xPi3jnpkUckH8HdnZ1IZ8KZSLMAmwSlBmVVDJGYma/R++0Nd39/mR+dkSDcYSLly9PGbQDCuReUKZ9tZLxkwhqzOTubyUg3fxobz0MuDax9ZZGDU27I7qpb8LmawEmc/fvC7iEStq5tOZHRUXHlYhW70hEmTEsqtTmQ/bz5cBD7v5RW665kvYvlf8/dhJ7xV3ArCire3EEGo+2sbCZbQFMA9yWJQKVTVJ/3cxOR1nJf0KA/RcxvxNq7LcJqorsinCUj4HDyuzvV9K2UqbI2W8qsUH0AXq4+5eRIZRFys9AlAXLAOeZ2fx5eoIybTCZxMtyRJSSXwkcZWYLAbj7L6iU6PfAoERfS6Fs0o0R71UZyf4XR6UyZwRI9SICqYa7+5eoacmxwH5mdgaAu3/g7qcBG7j7lu5+SgDMHasNhymARYH385QEyXM5i7u/6+7HuvsFFcBcyZhKvOc+9xr1xc1mdiyAi2/0MmQ4/wTcEQDzEghgXhvYvQKYKxkH6QZ0BEY2dQnw71PU/OoQM1sV6jqT90bZVisRzQArqeTXJIDjm4BbIjvZwy6bLsbrYet1CnvjCeA8RJ+xUvyZYe4+rAKYKxkXsXr+7znMbBkzmybK8H8G9kPZfEcDfzZxwi6CkjImA26vAOZKxkUq/3/MJZLChgAHo6qqFYBdRwcwZ0FLd7+WpNK0bJL662a2C/AB0AWBzNuG/QaiQnsX+Ra3oR4bawCXV/5+JW0pFcg8YeVFoE+UzRAlWZ3i2NvIuZsJ2CcMnNJKbDTDA2B+HjkbTwL/SU57FQHKu5rZ4ma2EoraDXL3JyPDtGObL754eRL4F7AWigL/D/Etfw8Q5TIXUAOaT01+W7fB5I2dkspQVEq5hJlNCaM08lgF2NfM+hW0vkraoQTwQmIUdgVuR9nK25jZ8XH8etSAaBBwmZm9DwwEFkZ8dVWTv0rGWJKS01Hsu8D+BgNXAF8AF5sayExnZiui7NKVgD95wo9YSSWjkwQ47gycaWYLx6FP4t8Bcd6wBGgeCBjqsVEqoKWSCSu5SoyLgH8gWrPXgCPMbLYI1C6HaAv2QxV9dwProH4JVXCjkvGRyv8fO9kO+BHZvSeb2RytnZgmkpUZJE3ecTcjPuYZUbD2HUSDsYOZTRM6WgZlz0+Bei8t7e7/afiHK6nkN5KKLmMCipnNihqvvQQc7u7PxXwnFD3/HOiLIudzlz1qHiDMjUgnWwL/iwiwoXuzxczWRS/RfghEfQu9LIeVjSYDas0QgoPpLVRueiu1JmGd3H1YnNuHWinNVR7NAMsq+RK13LEzUDO/nVFGy+CY743K4PoAm7n7t2213krapwTItwmirrk13lU3A/9y9xPNbAbgXAQiX+3uf4rfzY/ec/Mhh+X1yHSupJJflaD9WcDdn4rvC6GA5Oru/liD89cH9kbAyy/AtzE2d/eX22zhlbRrSe0wM9sTNWcehAJnr6JeEFMB+7n7vXFeRlNwB3Cgu99UxNormbjEzP6Gqh3/hHyLJ1FJ/p3Aia4+Lz1RheSiqJnzc540Rq2kknGRyv8fveT9dTNbDvUk6Yvoarqg3ktvFrTEdiFmtjPiYt4EeDjwgD6IkmUr4HBEnfFpnN8RmCSqwyuppE2lApknsJjZCiiK/iZqrvYciigdgSgePkR8uCu7+0NFrbMZxMz6Is7ly1GX+5bkWMaF2wEBfGsgg/CuKLssLY9wgPCLIkC0K8o8+yewj6uJQgo0T4UM7sWAZcoGymeSy3TZGGVPjUC83v+IjfhOBLhkzTumRR2MV0Kd7l8rZPGVtCuJe+kvKNNgJ3QPLQmsCrwU77UUaB7o7kcUtd5K2r/EPnkxsCNq5nqvmS0NPAr0d/dnk3NTTr+ZEOf3vCho+WoV2KhkbCS3t86InN3lUcbolqiXwW2ID/Jsdx8YAbW9kV3X390/KGLtlUw8YmZ7AzsAe7r7U2b2R+AU1MNlNVRC/peK6qyS30oq/7+x5BN8cjbIJMjHOhOYFAHNVcZtK2JmxyDff+GURi+y429EQbYjgZsqW66SoqUCmX8DiQyiK1AEvRuK1p3i7qea2W4I9FvNy9sZFRiZufcSsKm739Qg0tkTmM3dX8z9rtWM1IlVWrvmKME/C3G33o2A5h8CdOgFTILKosmyxMsGNOcyrW5EHGDDEQ/uz8DN7r6tqTnMuSga3BlRaHyMssRfKWTxlbQbaWBIX4tobIYA67v7o+l5OaD5Cnc/uoBlVzKRSNBJHYYCZasAH6Ey3UXc/d9Frq2SiVNye+stKCGgF8qMXxh4HNgMmA1VpM0HDI4B8Ad3f6mt113JxCdmdiAwo7vvY2Z7AKcCW7v7rWH3bYgSWk519/8WudZKJl6p/P96yQUhD0d7wCzAYwgIfc7EX70CFdDcqiRVzMej5JUl3P2RqOCyAAAgAElEQVT9SGppiWO7IapMECXQeRUNVSVFSgUy/0YS3K59UNOTd9z9AzNbDFEb3O/uOxS6wCaQKC96AbgZlUx+lxwzBPYtDhzjamhXSsmivgGCroPuq38AX7r74CiTPhP4A8poPhBt1DcC/3X3neLvlA5gTiUoMTZCXGDPI66qP6Ly3hvcfYs4b37kKH8JfOruXxey4ErajUSw51UUMHsh5gaid9gQ9ExendCwpEDzmcCawHHufmIhF1BJuxUz6+LRsNTMBiBuvqWBk9G77k2UVepAC/ADCrJ1AHoC/0Z0SqUK3FYy4cTMTkZZpOsCb7v7l2Z2BCoNfxvYHN1z/ZFN9wbweEVTUMn4SlL12AWYMqYfQU2vzo/qvjVQ8ysQ0PzHslZCVvLbS+X/jyoRhOyPEsu6AAsgG2Rzd787gOblUXBoRgSivl3QcguX7L3WYH4+lCF/mbvvnTu2HbAySo76a1kCGZU0r1Qg8/+3d9/RklZV+se/D93QNNgCoiADmIYRUQljZkgiAjrojwHEgCiSRUGgERGQoAQVyZJRgmSQIA4CEiUqCohkBgmSJTUSm6Z5fn/sU1JcurFpum/1vfV81mL1vW+9VetQq26979lnn70HQaufuw0VILzB9urteF8E/f5FLdyDga8CXwd+bXtcW5l7F3A0cCPVlGPYv0+vpm2FuRxYgAqAPkEFEY6xfV8Lcu0DrEbVrn4WGEHV6JzQm1HPOFQNJi+gGiFsPaCcyBbAVsBWtg+a/KtETJqkDwLrADt0FsvapEJU2YxV2r/Hdj3eCTQvQNVY+0EyrGJKte/8ragFij/a/lY7vhSwEzXZgCqZsRC1q4X2b6dh7kSqueRkO7tHvJq2yH0GlbH3RXipUZOkran7lEupMgYpORWvy6vs6utk+n2SKs/yyU6ZIElfpeZft1D3zLcO6qCjb/X7/B9A0lZUosXqVG+S5yV9hnpfPgSsaPuyVjpjZWAHYG3bt/ds0D00IPt7fioh6m7gBdvPStoB+D6wFzVveFJVl3lvau7f9zGTmDGM/NenxOtl+2FJTwGn2t4WJr9KNdx0ZeHORjVWew81Gbne9jFUgO/tVD3J5SVd0H7/XHuJTfq4zEMnCCVgF2r780bA49TFeXdgDkkH2b5H0hZUl9lFqQvNN9t737f1q7vMASxBNfWb0MqJ0DKuDqIChB/o5QBj6LJ9taRrW0bVz4AzbZ8JIGlt4BgqQ0OSjm4ZzaMkrQycD6zTD9eDmDbaouMlVHf264GLJY22/aztyyXtRmUsrwr82PY5XRl/owHaZGVOp5lpvD7jgTG0LbtQza5sT2hbxJeiMtSOlbSO01QyptKA4Mv/AO8AZqZ6tXSy9h6jsuZXAf4gaT7gE9SutPQ+iEHVz/P/Lu+jdlNdSy1s4+qF8xxwGLCVpGtczevPoRraPdO74fbOgO+4g6l61QtR5RtPlrQfsCfVj+nbwMqSHqdKPL6X6nHQV7GSmHElk7kH+uUC0zWpHUNt75iVmhQvQJVzONX22m2bzN5Ut9Q3U9t7bwTW6vcgaQsIrEatgp9u+6Suxw4GNqYa7RzcAs0v+2z183vXrX3GLqQ+d5/r1LLqupifT938fLof/jZj+mglgM4AFqE+S+e146OpnRmrUFkal1Hby78AvM/2/b0ZcQw1LXP0Sqqcz2a2b+x6rLtG7rLAD6jSGavbPrMtWI6kAoIT+3HxNqattmC7P1Xzdi3bF7XjnUXyU6nJ7z+Az6dERkyN7ntbSScCS1E1b0dSc4udqBIZz1CBq5WpwMwzVH3c5bJjI3qtX+b/3SSdC7zV9uLt9+7Gfz+l7oPfnQXvl6h6uixFXVvvo77PVgeupjKVb5e0HNVAdwzwd6qx6c09GnLEK8zU6wH0mzap64sLTAswz0zVBn6YCrq8n1rV3A9YS9Ixtp+3vSnwYarL/Seo2qZ9HWBujqRunD8M/B6qBieA7U2oDPDvAl+XtOCAALP67b1rpVZewfbzwDnAYsAmkhboBFlapstcVHZ9X/xtxvTh6ly/MVUT8hxJK7Xjz1LZ8r+ishDOoBaPVkyAOaZUCxLvSGUpf6MTYO7ameF2DrYvAbajMp5Pk7RSCyi/0FlcS4A5Xq92zfwplVm1naQl2/GJkuYGJlA71lZOgDmmxoAA835UbdeNqbnE8tQ98m7UotvT1Pfe3sCtwA3AUgkwR6/10/x/gEuBf2+7+ujM7dtjD1L3M9G0kj8fB8YC+9g+0fa6VImM9wM7SJrL1Ux8TdsrUw3qE2COGUoymWO6kvRvVC3h/YD9u24U5wa+Q63CbWD7+Ek8t+9WfAeStBBwLNUsZ0/b32nHZ2mBUyQdQJUi2cT2oT0bbI8NyExeAXgrle13o+172/FjqVXz31AT4zmpLPHPAEs6tfpiCunVa80vTWWRLkctrv2267GvUFvbLrR956AMNoaFNjG7BLimLcxO7rzuoMxSwM7UtssVbV8wGGON/iJpRaoW7r3U9fUuqi740sAH810Xr4Wqj8YnuspOjaAa+11I7YLcuevcEcAewObA8rYv7cqk/+e9ckQMvjaPvYgq9biz7dPa8TcBR1E7Ef6nX0tkDCRpXeAgKrv7ngHz/X2ADahr6m2d3WjZlRYzotRkjultLqrG8t9bZvMIKoHq0ZaRsAm1MvcK/RZgHniRaIGC2yV9nuqM/UVJd9s+0NU4YZZOFriku6iu2X2pvVedAPORVDb8CCrQfJakw2yf1cqzPEBt7f0tlWH/IDUxSYA5poikUbbHt5/Xob7jbqaamtzhamKyE5V5cLakfwaaXbXoI16TlqH8Tup6uVc7NrMn0di1s4vIVRf3ckk/pOr0J2s+pgvb50n6GPXZ/AJ1/b0P+HgCzDEVdqJqta5r++gWMJ4T+A+q7F73918nm351YANJV3a9Tt83vo7ola557KrAucCBkj5HNbJbgtqVsFS/Bpgnk0z3PBWfWxy4p3u+TyXsbU69b7d1YgYJMMeMKOUyYnp7ALgJWL+Vc5gIdLbz3k9NQt7Yw/HNEFrWhSWNkPQGSfN0Ljy2/0bVq34EGCvpm+3485JGtZ/3HLAFqa90Ze0dRW0z2sj2AlTDtU8B35W0Sjt363bO0u3fTzjNiOJfkDSbpH0kva0rwHwyVTNtU+Ak4BBVMz9sX0pNlH8H/Krz+YuYGm0S8Xeq0dpH27FXBFA6pTOA/5T0o3behVQJqmynjOnG9g1UGaDFgSWpa+tfejuqGKL2pkrtHSnpa+3Y34B7gGWhvv9a8MW27wLGAaNtv9ApFZfgS0TvdJLLbF9D/d2eS92/rE4FU/+rXTf6TntfOnPXD7ZFNKjd388BX5O0QEtA6+zGeBfwKHDH4I844rVJkDmmiVephfsYVYd0GeCbLUAzsQVTF6Xq+PV1BmnXtr43AIdTQanzJR3TalrTMoHWAJ6gAs2btOPju1/LfVaDuVur97Uo8BXb50raFvgyFQT8IPB9Sf8NFbi3fYXtm20/2rtRxxCyHlXeZ19J86kaqy1ClVt5N3XTvDiwY9eCxqVUo7+bgaNboFo9GX0Mae1zI2pysaKk90zqvK6smE9Ru1/maMefHZSBRl+z/YztR2zfafuJXo8nhibbD1AZe6cCR0jasN3vHgKsImn3dl5nG/kCVNDqdjU9GnpEX5jcvH/g316b387UFrk3pHZjfYha+L5xUq8x3A0o73go8GNg7bZL8i6qBOb/A3anJRVIehc1p30c+L9ejDvitejLrMeYttSa80kaDawJLERlL19j+zbb20t6O1XE/qOtnMG87dxHgYN7NfZe65R5aAHmq6j34xfUVtM9gbklrWP7Ydt3SlqDyu7YU9JDndpWAVSm9zWtVMGGwLbA12wfL+lWquP4FpJmzfsWr5XtAyTNC6wLHEB9x/0OuKJllJ4h6XlqoWg7SbQSLZdL+gbwQL9uCYzXr2XkjZO0B3UN2EDSbrYfh1d0bF8A+E/gTNrW8oiIocT2Q5I6tecPlfQUsA+1zf677XvuEGBuKgljIWDtZC9HTF8DgqTLA2+gmtOPazsMXlYGomtn7gT6vIRNy0zuvHcnU0lQOwIXdyWOnQTMDuwLfEbSOOpebl5gpbYIFzFDS+O/eF26snDHAOdTNZifBt5DNeg4xPav27m7AJ8FFgNup7o+f6FdkCbbRGu4kzQLcAp1QfmS7YclnUplf88KXAesbvvhdv5/UN2zN+jj92ySnxdJb6E6Ff+O+jzubvspSYsAV1CZ8xcBa7i6kEf8S3p5441dgHWAmYH9bP+o/Q1PaCVv/psKNN8O7Gv79J4NPIY0vbyBX6fByxhgFyqrfi/gMNu3dz1nPqrp5CpUPdzbejD0iIhpoi3uHkjtFvoc8L9UKaqNqWaAjwAPUQHmlD6LGCSSTgBWoub+f6P+Tg9u865J1RuORtI2VKm9NakEqeclzU7N+1+0/bikxakeB2+hspdPtf3Xng064jVIkDleN0mzARcDTwIbu4r8X0FlG1xLBfrOaufORa3EPU41A3R3BlY/kvQBYCvgUNuXSDoF+Bh1M70olYF7FrBeJ9Dc9dy+C84PCPh9lqrp/Rxwlu3nJP07cD2wme2ft/OWo5pMngDcZDtbjWKKDMjYeIftuyRtD3yPqg+5gqsD9EhgYvtO+zRwOvW9mAWNeM0GfM8tAMzaCSa337ehtlT+gbo+XETVmP8o1RRmRdt/7sHQIyKmqRZoPoiq+f1F2ye3BbWlgbuAv9l+qIdDjOgrkr4FfJ3Kwr0X2JVKIvs5Ne9/MoHmSWvzhSMBbH+llRhZnCrv+FZqd8YXXQ11+zpGEkNXgszxurQvxm2BFahauPdLOh34ANW4Y0/gz8BOtn8zief3/QVI0puBT1JboDcFvgWs07bZzw5cQ3XUvoVqkjCuZ4PtkfY+rNSdFSrpJOpz90Zq+9XfqPfvTuA4KqN5XSrjdHuqYcJKuVjHlBoQYD6IWvQ5xvZhkr5PBfmuAL5h+74BJQtWBO7KgkZMKVUj17d1f2Yk/QxYkZp4nA3saPsvkmalMmC2Axakemw8QDWN2d32LYM9/oiI6WVARvP6to/s8ZAi+sbApCZJ36biSD9pv4+k5rHLAD8jgWZg8nEOSUdQc/9NgaWALYDzgD9RCQNvp8qePdGSV5RSQDGUpCZzTJXOl1374rsRmLkFmA+kVuNWs31Nq/+/F1ULd7TtU7tfp98uPJO62Nh+RNLJri68SwM3UoFlbD8t6T7gEmAOKlu8H+0MbKVq/vJzSTsBHwE2AP5K1eLbCjgRWJ9qFrMl1VTyfmpL5fIJMMdrMaBu2oepgN5V7bGd2k31OsBBkjZp34Ez255g+7yeDTyGnPZZ+hPwsKTNbV8vaV/gE8ChwCzU991xLYPoUtvHSPpte+zfqO+78U6Tv4gYZlqN5m8CLwA/lzTe9vG9HlfEcDcg4WI14Blq8fvMdmyU7fGSPk/rGQG8KGkP92kD2LbL+822/zaZU46hEshOAq4GtrG9b3vursCcwHOdwHICzDHUJMgcr0nnQtP9ZWf7V5LOlfQ2akK8G9UUC+BmquPzCsAdVPCvL3W2P7dstXcDs9v+PVSwvWXrvhMYB3Qu5u+lmgCeaPuCdqzvSmRQWfELAodLeg54gmq+9qv2Wby+lWg5ierGuzRVMmOp9vxfdNctjZhSkjamyg98mQrsvdgVSN6+7eZYB/ippC1s39PTAceQ5GqeezjV6GVnSfsAbwbG2j4DQNIvgTOobL5vSbq4a4t4PncRMay1QPOWVIm0lAOKGARdAeZTgJWBUcCLVOnLA1uAuRNoXpMqTbgtMF7SLv0WIG29M64D/rfNC16RUGf7IkmrUrvUnuoEoyXNSe28vYPaoRYxJCXIHFOsK0g6G1WGYAwVED2ubYmZH1gYuKfVxhXVDOBQKsP0T70ae6+0+sCz2b6+vXdzAOdQQea5JJ1D1bO6tmUt7w8cDRwp6QFgOaoUxEWd1+zDADO2H5C0OfWddQyVyTK2ZdLPZPvFNvnYjtputK7tfYBzs8UoXqfFgPuAP7qrQ3bn+9D2dpKeprLtn5P01X78G42p17UzaP/2WTqcagT7Ftp1sy0u3iBpFaoG837AppIuyectIvpFux9cP997EdPXgAzm9YBFqEZ0I4HPA1+WdK/tbw8INK8FjKcSpPpq/iVpZuAU4GFg204Smbt6s3Td8z0GPNZ1/ENUnetPAUvbfmaQhx8xzSTIHK9K0oeB99k+qitIeiVVB3cMlWX77bZ9917gL8CWLUA6hqovfLvtP7TX64ss3BZgn5uqo3yhpK1s30AF258ExgKjqe33RwBjW1baMarmiDsBjwK3UaVHXuz3ulYtiLwp8DSwFvD+dvzFrs/VddTK+tu7ntdXNzgx7bS/44UAOjd7XTeHnaZsK9neTdILwOn98P0W008rBzQCOKQdei9wr+2J7Rpwaws0/wo4nprwXdKj4UZEDLpcZyOmv64A8wpUEtnpwHlt59UNwCPU/JWuQPOstp8DvtK7kffUglQm8k9b8thhwDWSDutKVHnFvLQlUq0BzAN83PZNA8+JGEqShh+T1WpEbgEcIWn9dvgA4CFgVeqCsyoVXD4KmI+a9L4fuBY4jaoV2Xlu39wYtiDUI9T7tyKwk6SVqS1+O9g+2vYh1GrlbFRH2WVbsHR/4H3Ax4DPtqzJkf0cYO6w/SDwXeCXwEaSNmnHO5+rt1BB6Kfgn0HCiKnSbgRvABZWNfJ72c2hpPdTi2xL2/6x7dt6NNQYotp3vtvP/9YWMQ4DvtpO2VLS4vDPBbWZbN9KNb96gMqyj4iIiJimJH2R2iG6EfCwW28b23cC+1Dz17GSftyOP9ersc4g7qfKl20l6WwqcHz5FMzhH6aC+J+y/ZfpPMaI6U5J8otXI2k+qh7uF4D1gEWBP9k+oeuceahay2OoGrhLUIHmicCRLQNrpPuo6Vp3iQZJGwCHAb+n/uaWbMdHtPdmYWr783gq8/sS2xO6XquvM5gnRdVl/ADq4v0j4GxgVqpu7qrAR2z/X+9GGMNFq4t+FfX3u6PtK9rxean680sCK9lOsC9ekwFbUfekGr2c7dYgty3uHk4t2P6gM/HoXBM6tcF7NPyIiIgYRgbuOG7JOjtQJeHOBzayfVfX4wsCm1M7dHezvcOgDngG0pn7S/ogcDEwM7C27V/+q+e0n/sqVhLDW4LM8S+1YMqBwGrt0Bq2zxgwQV6J6jK7ge1jBzy/L0pkDDTgwrEe8LP20CdsX9yOd4IFC1Pv39zAyrav7sWYh5L2udwf+BzVXPJ4YAFg66wCx7Qk6dPUQtpD1E32k9Ri2hLA8rav6+HwYggacH04Bfgg1fTvNNv3dp3XWaQ8Dfi+7et7Md6IiIjoD5I+2lXqcibg+8D2wA+BA2w/0HXuO4ANqR5NfVvmoSvI/FNgTeBZqkHif7cdaBF9I+Uy4l9yda/flGq4ZmCZdnxiu/AA3EQ1Y5tnEs/vqwBz5z1pF5qZ289HAOu0U8ZKWqwdH7j9+ULSMXuKtM/l5lSpllHApcCnE2COac322cDSwI3AClSZm4eApRJgjqnRFWDejtoB9FXg4E6Aues68jNqm+rqwF6S3tebEUdERMRwJ2lr4EpJX4Kaq7YM5Z8A2wKbtZ3OtMfvAnbq1wBzpzRjVzm9X1KlMjeidimfLWmRHg0voifS+C+miO0HJX2XKkmwpaTbbR/cVcZhASq778meDXIG0Nnq0upZj6JKiDwI4GrqN5pq6PS8pB/Y/ktXoPlGqltv32Z/v1btc7kj1YDyjykrEtOL7WskrU5tf3sReCGlCuL1aIuQH6Ea9/1+wDbJf24zs/0zSbMDuwJPDO4oIyIioo9cRyU97d2a+p0AYHubFk/9LjBR0iGdUnH9WuZhEuVFRtr+Xfv5ZmBLqnb1/0paxfYtPRpqxKBKuYx4TQbUwt0fuIIKPG9CBVU/3K/B0a4ay2Oo0g2LUEHm3wBHApe27OaNgYOp7fe7JPP29UtQPiKGGklvBP5INYVZbzLnLMtL1445bY8b1EFGRETEsDSg9GX3z8sCO1E9lrYY0ItpdyrQvBOwe7/Ovwa8X9tRfaveRSUOnGL7KkmzAMtTgeZRQALN0RcSZI7XrAWa96O2785E1WeaD/h6y+Ltu4BfVx2m0cCV1PaYy9u/m1BdY/cCDm3nbQgcSjUG2ND2X3sz8oiI6AVJs1Fd22elOoo/PODxZYCvAPvZvrG7jnNERETE1BrQG2IW2893/m3HlqOa/i0GbGr75K7n7gyc3K8lMrpJOhX4L6rc5azA4lR85Eu2z26B5o9T5UbeBnzU9m09Gm7EoEhN5njNWi3cLYBjqc/QZbY36JSJ6MMA80wtcCzgE9R25nVsj7W9LbUK/BywFVV7E9uHU+/hbMCdvRl5RERMb129C17G9jPAHlT2y9atJEbnOW8B1qeaSz7Uzk+AOSIiIqaKyih4WW+IfYH7JM3eCTS3x39HJZI9CRzeSsbRHts5AWaQtBUVYF4dWNX28lSPjeuB0yQt3YL2FwLbAbdSJfcihrVkMsdUkzQ/laW7c7/WYuqQNCtwNvAoMJPt1dvxzsrwAlTTsFNsb9D1vE4G9EypJxwRMbwM2E75aao57ijbh7VjY4Bt2n/nUNeRkcDK1MRlWdvX92LsERERMTy03babUAlOR9u+R9IIYANgZ2rX7ZK2nx6Q0bwlsAuVpfsl26f05H9gBiTpCGAhYCVgQtf93ieBw6j61l+2/Ux7r0e1BIOIYS2N/2KqtWL/34OXGt71eEi9NCe1Mrk6cIOkeW0/1LX16F5JhwNfljQP8Fjn/WqB5gSYIyKGkbZ42JlwHAN8CJgdmEXSV4Fv2r5O0l7AHdQkbjngceD/gGVs39Cb0UdERMRw0Ba0f0PNVy+n7jNovYSOAJ6myjlcJekjLdDcWSQfA1xNNbK/rif/AzOu+YE5bD8HL8VDbJ8v6SzgC8AswDPtvUyAOfpCymXENNHnAWZsPwhsCBxHlcdYta0Y01kJpgr+jwOe6rxfbnow5IiImI46i4eSjgSWBb4J/AdwGpWlfJSkD9h+3PYRVB2/jwFLA6slwBwRERGvRyvFdQUwAfgG1cjvKUkjWqLTBOBkakfV3FSgee6uZvbvAI4C1k0t4Ve4FPh3SWtDxUMkdZI4HwSe6tnIInooQeaI16htd+n+vVO76g5ge+B/qSZ/60h6aztnUSrIcCPw7KAOOCIiekLS56jg8ddsXwh8i6q1vCOVHfQzSR9q2S+P2L7J9j22n+zhsCMiImKIa3PWA4HHgA1sX9rJurU9sZVsnLklRJ1E9Q+aHbhO0onAmdQu3ctT5mGSTqSywr/TqVndAs1vAj4K3A48/yrPjxiWUpM54jXobINpq8JbA4sAoi7Cp9ge32pVHwx8BriFusC8iSpPs4ztCanBHBExvLXJ3SeBJWz/WNIGwP7AusDp1O6XnwIXAdvb/n3PBhsRERHDiqQ5gPOBU23/aECfiOWBJYH5gHNsn9XuW5akMp4XAe4Fts3OqlfqzOUlfQA4F3iBup+7m2ra/F/AUnnvoh8lyBwxhbouJmOAq4CJVA2r0VSJjOOBH9i+TdLbgV2BLwNHAifZ/m17nZnb1qSIiBgmBkzeRrStpnNTu8aeA35LNff7YavX/zbgMmAB4I9Uk7/xPRp+REREDCOS3gH8CdjX9q7t2FxUU7qVgTd0nb5j55x23mzAxNyXTF7Xvd4iVLmRZahg8y3AdrZv7OkAI3okjf8iplALMI8EfgE8Amxk+2ZJbwFWAw4AXpS0vu27Je1EBaD/hwoudF4nAeaIiGFkQIB5E+AFScfZfrQdexvVgfyZrjr9CwM3UY1hHshELiIiIqahccCdwJckTeCluswLAL8CdgLeCqwH/EDSRbYvB+jn8hjd93QDjqu7l1ILMM/U4gEbUrG1kcCETlmSiH6UIHPEa/NGYDHgKNs3t2OP2D5M0kzAQVSm2vG275A0lgo+HyRp1nY8QeaIiGGiTTA6AebjgA8Dx1DXi84kTVRdvg9JWgL4B7Bme+yG1GCOiIiIacn2OEnrAb+mdtiOAC4BdgDOsv0P4JZWJmNt4L3A5b0a74xgEiVF3gD8Hhg3qZKXnZ/b/D5z/AgSZI6YYpIEzAssCDzZjo3qyj47DdgMWEXSybZfsP03Sd+kAg67tHNyAYqIGCY6EwxJvwA+BmwEXGP78a5z7pa0FVVWaUWq4/hoYIUEmCMiImJ6sH29pKWBdwGjbZ/beawroDo7cD9wR4+GOcPoCjCfAKwEzAX8DThQ0sG2n0pvpYhXlyBzxBRq22NulnQVta1o39bob5Tt8bb/LulZqn7VC13Pu0fS2lQN9AQTIiKGGUlLUs1ytgAublso30rVPJyf2sVyoqSHgRWoev4n2b69Z4OOiIiIYc/2vVQTP+ClRvbtXuVNwFpUkPn6Xo1xRiLpW8DiwMbU+7YrsDXwJkm7234ygeaIyUuQOWISXqUW0wjgZ8ABkn5le9VOJrOkRYExwM0Dn9cu7hERMTzNBbyTarAzQtKqVPmkCdQOmM0lfcT2BcAFvRtmRERE9LNOMlSbu24OfApYxvbfezqwHpnEvH8W4Ejbv2yPfwo4Gdig/Z5Ac8SrSJA5YoDO6m7rqrs2sAi1unuW7ZsknQm8G/iWpOuBI6nam6tQ9Td/0qOhR0TEdNbd+KVrgnELcCtwFfBXYAmqTNJPqRJLZwCrAvv3ZNARERERgKR5gH2B+ajGf8vZ7sss5gE1mFej5vIrAme2Y6PazuXP81Kg+UVJe9h+olfjjpiRJcgc0aVdaF6QNAa4FJgIvAgY2FLS/9i+StKeVMbyhsBuwN3An4G12/MnmQkdERFDV2cRsv0sYBTwLHAPsCXwReAhqpzSGe28UdRC5Z09GXRERETES8ZQSVTnAwfZ7tv7k64A8ylUibNR1CUmu8QAAA3BSURBVNz/ceDA7tKYktYETgC2BcZL2qWTdBARL1H+LiJeTtJoajvzs8C6rXnfxcCywHiqUdMVXRnPCwEPA/+w7e4gREREDG2tTNLMtp/rOvYj4IPAbNQk5Piux2ax/Xz7+a3A94FlgJVSOikiIiJ6TdLswAtdDez7yoAM5vWAsVTd5ZHA54EvA3vb/nY7pxNoHkntYt7F9m29GX3EjC2ZzBFdWmbaV4EngM1agPmXwELA14FvAedJWtb21e1pd3TqMbWt0wkwR0QMA5JmBc4Bjpd0dJtgHE8Fja+hsoGOlbQIsKftJ7oCzGtRJTJWoBYnE2COiIiInrP9dK/H0EtdAeYVgIWB04HzWgLZDcAjwFhJ2P52u/+btSUcfKV3I4+Y8SXIHH2vu75my0R+DDjT9u2S9qGy1VaxfV2r07w3cJGkz9i+pLvgf4r/R0QMKzNTTf12BZ6V9H9UI78vAZcDbwY2Bb4HjJT0I9tPSPpsO2c0sKztm3oy+oiIiIh4BUlfBI6nkst26iSK2b6zxQBEBZon2t6me0dbRExeymVEX+tslWlbX+a2/VA7PgqYA7gYOAg4uJ33duA84A3ArbaX7w5SR0TE8CJpTuCXVP3Co6mmfmvYfrY9/gaqHvPOwB7ATlQd//cA99t+tAfDjoiIiIhmYM+ktoN5B+r+7XxgI9t3dT2+ILA5VUpjN9s7DOqAI4aoZDJH3+qqqfwG4GDgSUmH2762bYl5B/Bu4IGuC9KSwO1Us78robKfB3/0ERExGGyPk/Q5KtD8XeAvwExdjz/VMl4AtgfeCHy7Xzu1R0RERMxoukpkfNT2H9oO5l2pXWvbAxtKOsD2A+38eyQdQPVkOqFnA48YYmb616dEDD8t+7gTYP4j8DZq6/MtXaddTwWUN5b0kVazaRMq6Hy57RdbQ6iIiBimWq39cVQjmDOBxYCvtKY5QAWaqVJK+wBfpGo1R0RERMQMQtLWwJWSvgRV6rJlKP8E2BbYTNJ8nfNbZvNOKXsWMeVSLiP6ViuRcTLwVqqD7F1tRVPU38aLklYFDgDmB/4B3AosbXtCymRERAw/A7dTDnjsTdR14z+pLZSn2X6m6/HZgdG2HxmUwUZERETEFJG0EvAd4H3AWNsndD32Y2BrasfyIbbv680oI4a2lMuIfvZm4L3Az4G7BzT/Uzvn18AfgE8DjwJndWo4d5oDRETE8NAdYJb0DeDtwMPAL23fZfsxSWsCpwL71Wk6tRNobt3a+7pje0RERESvDbinG2F7ou3fSnqO6p+xryQ6gWbb20iaSJXOeF7S7pNLOoiIyUsmc/QtSYsBfwa+YPuUgZnJkt4ILGT7mgHPm2yWW0REDH2STgaWASZQjV7/Aaxq+7r2+FxUoPm9wPeA47szmiMiIiKiN7rn9ZJmsf185992bDmq6d9iwKa2T+567s7AySmRETF1UpM5+tnTwBPASpLmGBBgFrAqsK6kN3c/KQHmiIjhpbu+vqTVgPdQtZUXBb4OPAZcJmkJANuPA2sA91E1/LIzLCIiIqJHVEZB7Uxux/YF7pM0eyfQ3B7/HfBD4EngcEmrd17H9s4JMEdMvQSZY9ibXHM+238FTgTWAv6fpDm7zl+IavI3K1UmIyIihqmu7ZQbAvMC5wGX2X6iZbdsA9wGXDog0LwC8Anb/+jNyCMiIiL6m6TRwJbA1pIWbMdGADcDL1DN/gYGmi+gei+NAE5u5dAi4nVK5k0Ma53ayZJmA75BZac9Blxv+xhgC6rm5qHA8pIuaL9/rr3EJp0azWnyFxExfElairoWAPy01d+fqXUeP0+SgR8BF0r6lO2rbI8DxvVs0BERERF9TNIY4DfAnMDlwONQCQSSjqB2L/8EuErSR2w/3VX+cgxwNfAgcF1P/gcihpnUZI5hqxMcaBeeq6is5KeBBYBRwKm2126rmXsDn6eaAd4M3Ais1QLUafIXETHMtTr8qwM7UjWYV7F9X+da0s5ZATiMuob8O/B8FiAjIiIiBp+k2YHfU02adwL+aPu5lsX8YksWm4UqgbYHtUN5WduPthjBfsClwEnprRExbSTIHMOapJmBM4HZgY1s3yJpfmAz4DvAcba/0s59ezvvUeDv7aKUAHNExDDTHTgecHwOYDVgH+BK4Eu2nxgQaP44cLftOwdzzBERERFRWiD558A7gXVt3zGJc2a2PaHVav4csBu1m/8yqjzafwIfsX3b4I08YnhLuYwY7t5ClcjYj6qnSctM+wkgYDNJZ9s+3vbd3U9sQYUEmCMihpGuLZJIegu1g6VzfXhC0unt1H2BEyS9LNBs++KeDDwiIiIiOt4AvI/anXzHgPu75YElgfkknWP7LEknAndTJTQXAe4Flk6AOWLaSpA5hru5qBrLf2+lM0ZQDWcflbQf1dzv/ZN64qSy3CIiYugaMAHZH1gOWBS4Fvi5pKMnEWg+RtJXW/3liIiIiOi9uags5pHwzxrMc1FlzVamgtAA35S0o+1dqQzmy1q/pom2x/dg3BHD2ky9HkDEdPYAcBOwvqQFW3BBALbvB+4D3tjD8UVExCBomcidAPOJwCrAIVRt5TcDY4FvS5rN9hPA6cC3gM8Ah0lSb0YeEREREQOMA+4EviRpG0ljgT8CnwXOBt4LfAI4FvhBa/AMgO1nEmCOmD4SZI5hoWUov4Ltx4BfActQq5hva6ucIyQtCswG3DqIQ42IiEEiaVZJC8NLu1MkbUNNPNa2fTDwKaoh7NPAVsDYrkDzmcDawA5p8BcRERExY2g7zNajeirtCuxJlcBYF9jQ9i2txNnR7Snv7cU4I/pNymXEkNdpzidpNLAmsBCVvXyN7dtsb9+a+o0FPirpSKrQ/5pUk7+DezX2iIiYPiSNBE4B3ilpbdt/btsjFwB+ZftKSZsBPwFWBc4BrqMCzTNJ2tv2OEknJMAcERERMWOxfb2kpYF3AaNtn9t5rKtE2uzA/cArGgNGxLSnzJtiKOtcPCSNAc6najM9TTX7uxA4xPav27m7UNtnFgNuB24AvtA6zv6zTmdERAwPLWt5fao00rdtXy1pQWon12jgt8AewBG2n5G0EbAP8CwVfN4jAeaIiIiIoaGTgNZ+fhNwEBWE/oztv/d0cBF9IJnMMaS1APNswAXAk8CXbd8u6QpgeWBOSS/aPsv2DpL2prKYH6eaAbr7QhQREUOfJLn8WNJTVG3lvSSNtX1NO2ctYBbgbNvPtKe+CbgYeAo4PQHmiIiIiKGjK8C8KLA5VRZtmQSYIwZHajLHkNYaMW1BBZi/0gLMpwPzA9sCHwF2lvTfALYfb/WZHmoB5pkSYI6IGHa6729+DVwNvBvYR9Ji7fizwNzAEgCS5gXeD5xv+wu2bxvE8UZERETE6yRpHknHA/sDSwHL2b6+x8OK6BvJZI4hqStLzZJuBGa2fb+kA4HFgdVsX1MxaPYCtpA02vap3a/TaQQVERHDQ7s+TGw/nwrMA8xJ1eNbBti/1WK+CPg9cKCk9alGsIsCu/dk4BERERHxeo0BFqFKaR5k+84ejyeir6Qmcwwpk6udLGlWKpBwLtVZ9jjbz0laCTgDGAUcbvvrgzrgiIjoCUk/prqOrwrcZvsRSd8DNqHq8n+ZmoiMpbKZ7we2s31jj4YcEREREa+TpNmBF2yP7/VYIvpNMpljyJA0i+3nWw3mdangwDgqoPykpPmBhYF7WoBZVCPAQ4ETgT/1auwRETF42uTiA1QD2Cs7x23vKmk88GPgOGA92xtKmgUY2VWbOSIiIiKGINtP93oMEf0qmcwxQ5P0YeB9to9qv89BBQzeSAWZRwAPUk2d7gV+ATwAfKc9/hPgdtvrtOdPMhM6IiKGD0kjgcuAJ2yv3I7NbHtC+/kM4OPAXcC6tq/t0VAjIiIiIiKGhTT+ixlWCxJsARzR6mUCHAA8RG1/Xrj9ey9wFDAfcDzVuOla4DRgFqDzXBJgjojoCy9Su1cWk7Q8gO0Jkka0xydSC5Ljgcd6M8SIiIiIiIjhI5nMMUOTNB+wN/AFqrbmosCfbJ/Qdc48wKlU5vJSVG3N91NBhCNtT5Q00vYLgz3+iIjoDUkLA1e1/3a0fWU7PjdwIHAk8Afb43o3yoiIiIiIiOEhQeaY4UmalwoIrNYOrWH7jO7SF63B35nABraPHfD8lMiIiOhDklYETqd2vPyGKo/xSWBp4IPpOB4RERERETFtpFxGzPBsPwRsChwDGFimHZ8oqfMZvgl4AZhnEs9PgDkiog/ZPg/4GHA3tSNmO2B+4OMJMEdEREREREw7I3s9gIgpYftBSd8FZgW2lHS77YNtv9hOWQB4sv0XEREBgO0bJK0GzEaVVXrM9hM9HlZERERERMSwknIZMaS00hkHAGsA+wNXUIHnTYBRwIeTuRwRERERERERETF4EmSOIacFmvcDVqdKvvwQmA/4uu0XUoM5IiIiIiIiIiJi8KRcRgw5th+StAXwDPA14DLb5wJIGmn7hV6OLyIiIiIiIiIiop8kyBxDUqvRvANwP3BB1/EEmCMiIiIiIiIiIgZRymXEsJAM5oiIiIiIiIiIiN5IkDkiIiIiIiIiIiIiptpMvR5ARERERERERERERAxdCTJHRERERERERERExFRLkDkiIiIiIiIiIiIiplqCzBEREREREREREREx1RJkjoiIiIiIiIiIiIipliBzREREREREREREREy1/w+jXwydAC1wrAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1728x720 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from hieu_viet_code_ne import plot\n",
    "target = 'goidichvu_x'\n",
    "plot(eda, target)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "eda = eda.fillna(0)\n",
    "eda = eda.drop(['iduser'],axis = 1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Quan sát gói chuẩn và gói trải nghiệm dùng page nào thường xuyên"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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\n",
      "text/plain": [
       "<Figure size 1440x3600 with 14 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "target = 'goidichvu_x'\n",
    "tachso = eda.groupby('goidichvu_x').sum()\n",
    "tachso = tachso.reset_index()\n",
    "# ----------------------------------------\n",
    "feature_names=[]\n",
    "for i in range(len(tachso.columns)):\n",
    "    i=i+1\n",
    "    feature_names.append(tachso.columns[i-1])\n",
    "feature_names.remove(target)\n",
    "# ----------------------------------------\n",
    "i=1\n",
    "df = tachso\n",
    "plt.figure(figsize=(20,50))\n",
    "for c in feature_names:\n",
    "    plt.subplot(6,4,i)\n",
    "    plt.title(f\"{c}\",fontsize=16)\n",
    "    sns.barplot(y=df[c],x=df['goidichvu_x'])\n",
    "    i+=1\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "df3 = df3.drop(['iduser'],axis = 1)\n",
    "df3 = df3.fillna(0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Quan sát gói chuẩn và trải nghiệm dùng bộ lọc nào thường"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "        if (window._pyforest_update_imports_cell) { window._pyforest_update_imports_cell('import seaborn as sns\\nimport pandas as pd\\nimport matplotlib.pyplot as plt'); }\n",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
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\n",
      "text/plain": [
       "<Figure size 1440x3600 with 23 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "target = 'goidichvu'\n",
    "tachso = df3.groupby('goidichvu').sum()\n",
    "tachso = tachso.reset_index()\n",
    "# ----------------------------------------\n",
    "feature_names=[]\n",
    "for i in range(len(tachso.columns)):\n",
    "    i=i+1\n",
    "    feature_names.append(tachso.columns[i-1])\n",
    "feature_names.remove(target)\n",
    "# ----------------------------------------\n",
    "i=1\n",
    "df = tachso\n",
    "plt.figure(figsize=(20,50))\n",
    "for c in feature_names:\n",
    "    plt.subplot(6,4,i)\n",
    "    plt.title(f\"{c}\",fontsize=16)\n",
    "    sns.barplot(y=df[c],x=df['goidichvu'])\n",
    "    i+=1\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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