diff --git a/notebooks/crypto-etf-test.ipynb b/notebooks/crypto-etf-test.ipynb
index 3d8da94..bcc9e80 100644
--- a/notebooks/crypto-etf-test.ipynb
+++ b/notebooks/crypto-etf-test.ipynb
@@ -133,15 +133,15 @@
        "  </thead>\n",
        "  <tbody>\n",
        "    <tr>\n",
-       "      <th>2019-02-05 00:00:00+00:00</th>\n",
-       "      <td>3454.950928</td>\n",
-       "      <td>3478.148193</td>\n",
-       "      <td>3451.937012</td>\n",
-       "      <td>3466.357422</td>\n",
-       "      <td>5227549545</td>\n",
+       "      <th>2019-03-30 00:00:00+00:00</th>\n",
+       "      <td>4092.136230</td>\n",
+       "      <td>4296.806641</td>\n",
+       "      <td>4053.909668</td>\n",
+       "      <td>4106.660156</td>\n",
+       "      <td>9732688060</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>21.0</td>\n",
+       "      <td>57.0</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -151,51 +151,51 @@
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-05 00:00:00+00:00</th>\n",
-       "      <td>0.299763</td>\n",
-       "      <td>0.301278</td>\n",
-       "      <td>0.297210</td>\n",
-       "      <td>0.299239</td>\n",
-       "      <td>424722760</td>\n",
+       "      <th>2019-03-30 00:00:00+00:00</th>\n",
+       "      <td>142.359146</td>\n",
+       "      <td>149.613235</td>\n",
+       "      <td>141.031738</td>\n",
+       "      <td>142.092682</td>\n",
+       "      <td>5144662127</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>21.0</td>\n",
+       "      <td>57.0</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
-       "      <td>XRP-USD</td>\n",
+       "      <td>ETH-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-05 00:00:00+00:00</th>\n",
-       "      <td>107.628166</td>\n",
-       "      <td>108.134789</td>\n",
-       "      <td>106.909897</td>\n",
-       "      <td>107.443520</td>\n",
-       "      <td>2515863999</td>\n",
+       "      <th>2019-03-30 00:00:00+00:00</th>\n",
+       "      <td>0.307655</td>\n",
+       "      <td>0.326784</td>\n",
+       "      <td>0.306873</td>\n",
+       "      <td>0.310632</td>\n",
+       "      <td>929122633</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>21.0</td>\n",
+       "      <td>57.0</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
-       "      <td>ETH-USD</td>\n",
+       "      <td>XRP-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-06 00:00:00+00:00</th>\n",
-       "      <td>3469.091797</td>\n",
-       "      <td>3469.091797</td>\n",
-       "      <td>3398.565430</td>\n",
-       "      <td>3413.767822</td>\n",
-       "      <td>5482196038</td>\n",
+       "      <th>2019-03-31 00:00:00+00:00</th>\n",
+       "      <td>4105.456055</td>\n",
+       "      <td>4113.023438</td>\n",
+       "      <td>4094.100830</td>\n",
+       "      <td>4105.404297</td>\n",
+       "      <td>9045122443</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>14.0</td>\n",
+       "      <td>56.0</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -205,21 +205,21 @@
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-06 00:00:00+00:00</th>\n",
-       "      <td>0.299430</td>\n",
-       "      <td>0.299491</td>\n",
-       "      <td>0.290419</td>\n",
-       "      <td>0.290727</td>\n",
-       "      <td>456205130</td>\n",
+       "      <th>2019-03-31 00:00:00+00:00</th>\n",
+       "      <td>142.139221</td>\n",
+       "      <td>142.189209</td>\n",
+       "      <td>140.697372</td>\n",
+       "      <td>141.514099</td>\n",
+       "      <td>4249050197</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>14.0</td>\n",
+       "      <td>56.0</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
-       "      <td>XRP-USD</td>\n",
+       "      <td>ETH-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
@@ -241,167 +241,167 @@
        "      <td>...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>43184.964844</td>\n",
-       "      <td>43359.941406</td>\n",
-       "      <td>42890.808594</td>\n",
-       "      <td>42992.250000</td>\n",
-       "      <td>11169245236</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>0.624570</td>\n",
+       "      <td>0.643995</td>\n",
+       "      <td>0.610470</td>\n",
+       "      <td>0.630750</td>\n",
+       "      <td>1874392966</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>60.0</td>\n",
-       "      <td>39507.367188</td>\n",
-       "      <td>43288.246094</td>\n",
-       "      <td>48.0</td>\n",
-       "      <td>63.0</td>\n",
-       "      <td>53.508453</td>\n",
-       "      <td>BTC-USD</td>\n",
+       "      <td>79.0</td>\n",
+       "      <td>0.584441</td>\n",
+       "      <td>0.647565</td>\n",
+       "      <td>73.0</td>\n",
+       "      <td>83.0</td>\n",
+       "      <td>51.968695</td>\n",
+       "      <td>XRP-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>0.510398</td>\n",
-       "      <td>0.525740</td>\n",
-       "      <td>0.506031</td>\n",
-       "      <td>0.518939</td>\n",
-       "      <td>861729960</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>3561.011719</td>\n",
+       "      <td>3583.701416</td>\n",
+       "      <td>3475.725586</td>\n",
+       "      <td>3511.806152</td>\n",
+       "      <td>12712701619</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>60.0</td>\n",
-       "      <td>0.503193</td>\n",
-       "      <td>0.546111</td>\n",
-       "      <td>48.0</td>\n",
-       "      <td>63.0</td>\n",
-       "      <td>40.707969</td>\n",
-       "      <td>XRP-USD</td>\n",
+       "      <td>79.0</td>\n",
+       "      <td>3157.618164</td>\n",
+       "      <td>3642.413086</td>\n",
+       "      <td>73.0</td>\n",
+       "      <td>83.0</td>\n",
+       "      <td>50.670487</td>\n",
+       "      <td>ETH-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>2307.980225</td>\n",
-       "      <td>2327.346924</td>\n",
-       "      <td>2293.538086</td>\n",
-       "      <td>2296.038330</td>\n",
-       "      <td>4647754021</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>70744.796875</td>\n",
+       "      <td>70913.093750</td>\n",
+       "      <td>69076.656250</td>\n",
+       "      <td>69892.828125</td>\n",
+       "      <td>25230851763</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>60.0</td>\n",
-       "      <td>2217.710205</td>\n",
-       "      <td>2453.913086</td>\n",
-       "      <td>48.0</td>\n",
-       "      <td>63.0</td>\n",
-       "      <td>46.386526</td>\n",
-       "      <td>ETH-USD</td>\n",
+       "      <td>79.0</td>\n",
+       "      <td>61912.773438</td>\n",
+       "      <td>70744.953125</td>\n",
+       "      <td>73.0</td>\n",
+       "      <td>83.0</td>\n",
+       "      <td>57.918033</td>\n",
+       "      <td>BTC-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>100.451134</td>\n",
-       "      <td>101.058983</td>\n",
-       "      <td>96.812576</td>\n",
-       "      <td>97.879982</td>\n",
-       "      <td>1349320819</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>189.621628</td>\n",
+       "      <td>192.969818</td>\n",
+       "      <td>183.646164</td>\n",
+       "      <td>192.227951</td>\n",
+       "      <td>3031009580</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>60.0</td>\n",
-       "      <td>83.622810</td>\n",
-       "      <td>101.566666</td>\n",
-       "      <td>48.0</td>\n",
-       "      <td>63.0</td>\n",
-       "      <td>53.278859</td>\n",
+       "      <td>79.0</td>\n",
+       "      <td>170.016281</td>\n",
+       "      <td>202.123566</td>\n",
+       "      <td>73.0</td>\n",
+       "      <td>83.0</td>\n",
+       "      <td>63.956253</td>\n",
        "      <td>SOL-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>6.936543</td>\n",
-       "      <td>6.999075</td>\n",
-       "      <td>6.824722</td>\n",
-       "      <td>6.831490</td>\n",
-       "      <td>108609624</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>9.516781</td>\n",
+       "      <td>9.797361</td>\n",
+       "      <td>9.364840</td>\n",
+       "      <td>9.596235</td>\n",
+       "      <td>293826300</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>60.0</td>\n",
-       "      <td>6.332925</td>\n",
-       "      <td>7.030882</td>\n",
-       "      <td>48.0</td>\n",
-       "      <td>63.0</td>\n",
-       "      <td>47.009946</td>\n",
+       "      <td>79.0</td>\n",
+       "      <td>8.764359</td>\n",
+       "      <td>10.115609</td>\n",
+       "      <td>73.0</td>\n",
+       "      <td>83.0</td>\n",
+       "      <td>51.079628</td>\n",
        "      <td>DOT-USD</td>\n",
        "      <td>crypto</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
-       "<p>8133 rows × 15 columns</p>\n",
+       "<p>8249 rows × 15 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
        "                                   open          high           low  \\\n",
-       "2019-02-05 00:00:00+00:00   3454.950928   3478.148193   3451.937012   \n",
-       "2019-02-05 00:00:00+00:00      0.299763      0.301278      0.297210   \n",
-       "2019-02-05 00:00:00+00:00    107.628166    108.134789    106.909897   \n",
-       "2019-02-06 00:00:00+00:00   3469.091797   3469.091797   3398.565430   \n",
-       "2019-02-06 00:00:00+00:00      0.299430      0.299491      0.290419   \n",
+       "2019-03-30 00:00:00+00:00   4092.136230   4296.806641   4053.909668   \n",
+       "2019-03-30 00:00:00+00:00    142.359146    149.613235    141.031738   \n",
+       "2019-03-30 00:00:00+00:00      0.307655      0.326784      0.306873   \n",
+       "2019-03-31 00:00:00+00:00   4105.456055   4113.023438   4094.100830   \n",
+       "2019-03-31 00:00:00+00:00    142.139221    142.189209    140.697372   \n",
        "...                                 ...           ...           ...   \n",
-       "2024-02-03 00:00:00+00:00  43184.964844  43359.941406  42890.808594   \n",
-       "2024-02-03 00:00:00+00:00      0.510398      0.525740      0.506031   \n",
-       "2024-02-03 00:00:00+00:00   2307.980225   2327.346924   2293.538086   \n",
-       "2024-02-03 00:00:00+00:00    100.451134    101.058983     96.812576   \n",
-       "2024-02-03 00:00:00+00:00      6.936543      6.999075      6.824722   \n",
+       "2024-03-29 00:00:00+00:00      0.624570      0.643995      0.610470   \n",
+       "2024-03-29 00:00:00+00:00   3561.011719   3583.701416   3475.725586   \n",
+       "2024-03-29 00:00:00+00:00  70744.796875  70913.093750  69076.656250   \n",
+       "2024-03-29 00:00:00+00:00    189.621628    192.969818    183.646164   \n",
+       "2024-03-29 00:00:00+00:00      9.516781      9.797361      9.364840   \n",
        "\n",
        "                                  close       volume  dividends  stock splits  \\\n",
-       "2019-02-05 00:00:00+00:00   3466.357422   5227549545        0.0           0.0   \n",
-       "2019-02-05 00:00:00+00:00      0.299239    424722760        0.0           0.0   \n",
-       "2019-02-05 00:00:00+00:00    107.443520   2515863999        0.0           0.0   \n",
-       "2019-02-06 00:00:00+00:00   3413.767822   5482196038        0.0           0.0   \n",
-       "2019-02-06 00:00:00+00:00      0.290727    456205130        0.0           0.0   \n",
+       "2019-03-30 00:00:00+00:00   4106.660156   9732688060        0.0           0.0   \n",
+       "2019-03-30 00:00:00+00:00    142.092682   5144662127        0.0           0.0   \n",
+       "2019-03-30 00:00:00+00:00      0.310632    929122633        0.0           0.0   \n",
+       "2019-03-31 00:00:00+00:00   4105.404297   9045122443        0.0           0.0   \n",
+       "2019-03-31 00:00:00+00:00    141.514099   4249050197        0.0           0.0   \n",
        "...                                 ...          ...        ...           ...   \n",
-       "2024-02-03 00:00:00+00:00  42992.250000  11169245236        0.0           0.0   \n",
-       "2024-02-03 00:00:00+00:00      0.518939    861729960        0.0           0.0   \n",
-       "2024-02-03 00:00:00+00:00   2296.038330   4647754021        0.0           0.0   \n",
-       "2024-02-03 00:00:00+00:00     97.879982   1349320819        0.0           0.0   \n",
-       "2024-02-03 00:00:00+00:00      6.831490    108609624        0.0           0.0   \n",
+       "2024-03-29 00:00:00+00:00      0.630750   1874392966        0.0           0.0   \n",
+       "2024-03-29 00:00:00+00:00   3511.806152  12712701619        0.0           0.0   \n",
+       "2024-03-29 00:00:00+00:00  69892.828125  25230851763        0.0           0.0   \n",
+       "2024-03-29 00:00:00+00:00    192.227951   3031009580        0.0           0.0   \n",
+       "2024-03-29 00:00:00+00:00      9.596235    293826300        0.0           0.0   \n",
        "\n",
        "                           fear_greed_index  close_min_14  close_max_14  \\\n",
-       "2019-02-05 00:00:00+00:00              21.0           NaN           NaN   \n",
-       "2019-02-05 00:00:00+00:00              21.0           NaN           NaN   \n",
-       "2019-02-05 00:00:00+00:00              21.0           NaN           NaN   \n",
-       "2019-02-06 00:00:00+00:00              14.0           NaN           NaN   \n",
-       "2019-02-06 00:00:00+00:00              14.0           NaN           NaN   \n",
+       "2019-03-30 00:00:00+00:00              57.0           NaN           NaN   \n",
+       "2019-03-30 00:00:00+00:00              57.0           NaN           NaN   \n",
+       "2019-03-30 00:00:00+00:00              57.0           NaN           NaN   \n",
+       "2019-03-31 00:00:00+00:00              56.0           NaN           NaN   \n",
+       "2019-03-31 00:00:00+00:00              56.0           NaN           NaN   \n",
        "...                                     ...           ...           ...   \n",
-       "2024-02-03 00:00:00+00:00              60.0  39507.367188  43288.246094   \n",
-       "2024-02-03 00:00:00+00:00              60.0      0.503193      0.546111   \n",
-       "2024-02-03 00:00:00+00:00              60.0   2217.710205   2453.913086   \n",
-       "2024-02-03 00:00:00+00:00              60.0     83.622810    101.566666   \n",
-       "2024-02-03 00:00:00+00:00              60.0      6.332925      7.030882   \n",
+       "2024-03-29 00:00:00+00:00              79.0      0.584441      0.647565   \n",
+       "2024-03-29 00:00:00+00:00              79.0   3157.618164   3642.413086   \n",
+       "2024-03-29 00:00:00+00:00              79.0  61912.773438  70744.953125   \n",
+       "2024-03-29 00:00:00+00:00              79.0    170.016281    202.123566   \n",
+       "2024-03-29 00:00:00+00:00              79.0      8.764359     10.115609   \n",
        "\n",
        "                           fear_greed_index_min_14  fear_greed_index_max_14  \\\n",
-       "2019-02-05 00:00:00+00:00                      NaN                      NaN   \n",
-       "2019-02-05 00:00:00+00:00                      NaN                      NaN   \n",
-       "2019-02-05 00:00:00+00:00                      NaN                      NaN   \n",
-       "2019-02-06 00:00:00+00:00                      NaN                      NaN   \n",
-       "2019-02-06 00:00:00+00:00                      NaN                      NaN   \n",
+       "2019-03-30 00:00:00+00:00                      NaN                      NaN   \n",
+       "2019-03-30 00:00:00+00:00                      NaN                      NaN   \n",
+       "2019-03-30 00:00:00+00:00                      NaN                      NaN   \n",
+       "2019-03-31 00:00:00+00:00                      NaN                      NaN   \n",
+       "2019-03-31 00:00:00+00:00                      NaN                      NaN   \n",
        "...                                            ...                      ...   \n",
-       "2024-02-03 00:00:00+00:00                     48.0                     63.0   \n",
-       "2024-02-03 00:00:00+00:00                     48.0                     63.0   \n",
-       "2024-02-03 00:00:00+00:00                     48.0                     63.0   \n",
-       "2024-02-03 00:00:00+00:00                     48.0                     63.0   \n",
-       "2024-02-03 00:00:00+00:00                     48.0                     63.0   \n",
+       "2024-03-29 00:00:00+00:00                     73.0                     83.0   \n",
+       "2024-03-29 00:00:00+00:00                     73.0                     83.0   \n",
+       "2024-03-29 00:00:00+00:00                     73.0                     83.0   \n",
+       "2024-03-29 00:00:00+00:00                     73.0                     83.0   \n",
+       "2024-03-29 00:00:00+00:00                     73.0                     83.0   \n",
        "\n",
        "                              RSI_14 product_id product_type  \n",
-       "2019-02-05 00:00:00+00:00        NaN    BTC-USD       crypto  \n",
-       "2019-02-05 00:00:00+00:00        NaN    XRP-USD       crypto  \n",
-       "2019-02-05 00:00:00+00:00        NaN    ETH-USD       crypto  \n",
-       "2019-02-06 00:00:00+00:00        NaN    BTC-USD       crypto  \n",
-       "2019-02-06 00:00:00+00:00        NaN    XRP-USD       crypto  \n",
+       "2019-03-30 00:00:00+00:00        NaN    BTC-USD       crypto  \n",
+       "2019-03-30 00:00:00+00:00        NaN    ETH-USD       crypto  \n",
+       "2019-03-30 00:00:00+00:00        NaN    XRP-USD       crypto  \n",
+       "2019-03-31 00:00:00+00:00        NaN    BTC-USD       crypto  \n",
+       "2019-03-31 00:00:00+00:00        NaN    ETH-USD       crypto  \n",
        "...                              ...        ...          ...  \n",
-       "2024-02-03 00:00:00+00:00  53.508453    BTC-USD       crypto  \n",
-       "2024-02-03 00:00:00+00:00  40.707969    XRP-USD       crypto  \n",
-       "2024-02-03 00:00:00+00:00  46.386526    ETH-USD       crypto  \n",
-       "2024-02-03 00:00:00+00:00  53.278859    SOL-USD       crypto  \n",
-       "2024-02-03 00:00:00+00:00  47.009946    DOT-USD       crypto  \n",
+       "2024-03-29 00:00:00+00:00  51.968695    XRP-USD       crypto  \n",
+       "2024-03-29 00:00:00+00:00  50.670487    ETH-USD       crypto  \n",
+       "2024-03-29 00:00:00+00:00  57.918033    BTC-USD       crypto  \n",
+       "2024-03-29 00:00:00+00:00  63.956253    SOL-USD       crypto  \n",
+       "2024-03-29 00:00:00+00:00  51.079628    DOT-USD       crypto  \n",
        "\n",
-       "[8133 rows x 15 columns]"
+       "[8249 rows x 15 columns]"
       ]
      },
      "execution_count": 3,
@@ -426,7 +426,7 @@
     "    print(\"Retrieving historical ETF fear and greed index\")\n",
     "    import json\n",
     "\n",
-    "    with open(\"cnn_fear_greed_index_data.json\") as f:\n",
+    "    with open(\"data/cnn_fear_greed_index_data.json\") as f:\n",
     "        cnn_fear_greed_index_data = json.load(f)\n",
     "\n",
     "    df_fear_greed_index = pd.DataFrame(\n",
@@ -542,18 +542,18 @@
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "f2eaf186874c435f8e9ab3825b08c736",
+       "model_id": "43920525387a46c797f7229bd6e982f4",
        "version_major": 2,
        "version_minor": 0
       },
-      "image/png": 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",
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",
       "text/html": [
        "\n",
        "            <div style=\"display: inline-block;\">\n",
        "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
        "                    Figure\n",
        "                </div>\n",
-       "                <img 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' 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+       "                <img 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/jlFeO2fqOAzQvlz+X7AJfOBX6eDnx9q7ztyDuAw29Kbzs6mhfGADXLO7sVbePgK4DjHtS/t9QAT+4tz8/TTMKRK9y+OU+XjeL+4IMP4u67745fiHVaa8EZJUK2JBg1EjHaGgZgU4imLQoAJCDSbBTOGdaopU8GVSNLts1OQAdihXNAnuRRAb1jUF/+UKOxI8hAp7BLsmMlAEl+p70F7asrEpAnHTUr0tEya9S6vYW6FUxXIVBr3W+683RtQTK07pAXqjbMBSDJq9zJaExDTbo1kDMnfr9HwodlDQd5X63usa+H/Bt3ZPD+t5fGbbJwDsiLf+rvcPoAV07q9QUbZI3VzjWpC+jquT0FMZZcbaZ1h9xXNldRAf27afL/S2ZQAZ3ScdQSgZrFqKxUIgX0hk1G4RwAZk1NXkCv+Tv+fpff3oIp0ipr9wHgx4d0Ad3cn6tjq8gDtWvTL6BbjR+qcE7uV4VzAPjhvq4voJPCOeuQ5zHZSjSoj5VA7HNXv1GehzOsPPaniUBEQGtEtioszrWZF3EigOY2nyPjM8eyMllArK6uNuR3rq6ulk2zlTJqDmgVnudRV1enHW/mX//6F2644Qbte1NTE/r27WssNPBwefWkpd64vaAv4PAmnqDl9JTN8JKldp08QTSTW5q6oBxuBmrXQhRFPPb863jxnf9hy9ZtKC0txaWXXorzzjsv5pAfF/6Km+57En/8vRpFBfmYeNYE3PfEf+BwyLf5v//9L+6++26sXbsWPp8P++23Hz799FPk5MgTvhkzZuDxxx/Hhg0bMGDAAFxzzTW44oorUms3hZJJBo8Fzn23fXXMf0qeaHQEF34FlAzvmHOli6f3B+rWxW4/dTow/MTk67m/l3GCN+RY4Oy3Eh/30aXAMuUeH34TMPr65M634nPgvdh+0YC3ELhyMfDooOTqzDZGXw8cfnPqx71+CrB+TvvOfeGXQOke7atD5aH+QKghPXVRKJSuxwmPA/ucZb3v+/uAuY8mrqPfKHlhduvi9LaNotP/EGDi/zq7Ffb88irw+XWJyxX0B65dmrbTvvL9Gjz2rez6tWHa8dZBnpuagKltd+PKuIBeUVGBsrIyzJ49WxPIm5qasGjRIlx++eUAgFGjRqGhoQG//vorRowYAQD4/vvvIYoiDjroIMt63W433O4UtDkmJElCMCrKvgrKKggiAhAlNEcRQd+XDBFRPj5OPV4nl1K07n89+Axeevtj/PvhBzD66ONQWVmJlStXmn8NtlXW4Pjzr8akM0/C60/dg5VrN+KSm++Dp6gXpk2bhsrKSpxzzjl45JFHMGHCBDQ3N2PevHmQFP/4t956C1OnTsWzzz6L/fbbD7///jsuueQS5OTkYOLEiclfAwolE7QnjoN9pRmoU626g8y5uwQdfC3Ia5/oPkhSlvr9mn9Duq5hW+qh7wmF0v0xv4vtfTc7eMzORF+SzPhByS7M9yRD92jJRl3xG4wK8LnSL06npcaWlhasXbtW+75hwwYsXboURUVF6NevH6677jrcd999GDJkCCoqKnDnnXeiV69eOPXUUwEAw4cPx3HHHYdLLrkEzz//PKLRKK666iqcffbZGYvgHoyK2H266t++zaZUFYC/2lC72W9e//73PeOSvpHNLa146uV38Ox9t2Di/50D+IowaNAgjB49Ghs3bjSU/c9r76NvrzI8e/+tYBgGwwZXYPuORtxy3+OYOnUqKisrwfM8TjvtNPTv3x8AsNdee2nH33XXXXj88cdx2mmy+VJFRQX+/vtvvPDCC1RAp1AobYdOYigUCoVCoXQD/trWiB9X68HzGgLR7BXQf/nlFxx55JHad9X0fOLEiZg5cyZuvvlmtLa2YsqUKWhoaMDo0aPx9ddfw+PR/U/eeustXHXVVTj66KPBsiz+8Y9/4Omnn25ny5gs1Y4kx4o1GxAOR3D06AMTl127AaNG7GXQzh964P5oaWnB1q1bsc8+++Doo4/GXnvthXHjxuHYY4/F6aefjsLCQrS2tmLdunWYPHkyLrnkEu14nueRn0+j7KYMlUcygHJR0/I+K3VkVHBU6+6C/Y/dNU712mvlU7x3hnIpnNN8vpjPan1EndmqQZdMv0Fq7/PUjme+3ee2wPJeUSiUTiNG85jm+szE7Xdt9lnVmdG+JFGdu0L/lYXjI0nMc2RjCZLGcf6vbY2G7w2BKHoVeNNWv0paBPQjjjhCM5W2gmEY3HPPPbjnnntsyxQVFeHtt99OR3OSwutk8fflZXLAuLI95Y2N2/S0DYCclia/d/KV1m4AIk2ArxgIEKkJcssBf4ly3uSDznk9bTfhN8NxHGbNmoUFCxbg22+/xTPPPIPbb78dixYtgs8nB2F66aWXYlwKOC6FIHkUCoVihmrQKRQKhUKhdAPyvMZgqQ3BSEbO08XCC6cIY9KWGHYx8DmV6OqqaYKLA6JEtHUXp+9LBhcHSGz761EYUtEPXo8Hs39ajIv3PiRu2eGDK/Dhl99DkiRNiz5/8W/w+/3o00cOdMcwDA499FAceuihmDp1Kvr374+PP/4YN9xwA3r16oX169dbBp+jUDqddGrxOkJ7J6V/1bbjsGtzqr/FXD7Z44lyKV0/Cy2xeXGAMVtVZevigY0PepsV6O155jPxLHeEFQuFQkmejvZBj9Of2PY1Fv15JvsS6oPeBeYwpvbZ+qCn73cEI8YU2k3BaNrqJuneAnqnkZ6X1uNx45YrJ+Lm+5+CK78Mhx41Djt27MDy5ctx9NFHG8peMfFMPDnjbVx9x8O46sKzsGrdJtz16DO44YYbwLIsFi1ahNmzZ+PYY49FSUkJFi1ahB07dmD4cDnC9N13341rrrkG+fn5OO644xAOh/HLL7+gvr7eEC2fQqFQUmJXmMRQKBQKhULp9gSiRgG9IUAF9DYQxwfdcnOGJpLtWLi587pL4OA4TL3vIWy/8jqUl5fjsssuMxaSgN7lJfjyjWdw031PYp9jzkZRQT4mn3s67rjjDgBAXl4e5s6diyeffBJNTU3o378/Hn/8cYwfPx4AcPHFF8Pn8+HRRx/FTTfdhJycHOy111647rrr2t54CrJXQ9fVoD7oHUa390End2fp+0l90CkUSkeS7ujXCRXo6fBBZzLcl1Af9KyfwyScV6TfAixk0qA3WGjQf9lYh2kf/tKu83RzAb3rw7Isbr/2Ytx+1z2Ar4dhn+b3L8op3Q4fNQKLv3hDL+D0AUoO9OHDh+Prr7+Oe65zzz0X5557bvoaT6FQKNkqBFMoFAqFQqGkQMAsoFto0Ce/9gvqGxpjtqcCm7hIF8bWB91udS7JcrbnS604ZReAyibZB/VBT0C6fdBT1cCm0Qc9pkhXyexh40ff1ran4zdnwgedQqFkKZ2YB536oGcPWT9etmFe0U4CUd7wvdEiSFxjGvzSu7eAnhS7wAtGoXR1doWBsLvSmfcu4bm7ynOVrna2I0hcJqDvNYWSJdB3kdINSLerhgWqiXuBT47mbtag3//F32k5TzcX0LN95YdCoXQ8tF9InnZcq3a6S6d+XDIH0ntPoVAoHUeaYprYVk/7dErHopq4l+V5ABgF9B3NYbw0b0NaztPNBXTEeXkz+VInt2IjNDaC37nTZm8q7aMrn9kFvR/pJwMm410sSFzTN9+i9pVXIbS0oOre+7D5oosQ/PNPSNEoap58Eq2LFmPH08+gdcGCmGMjGzei+uFHwO/YgWhVFaofeRSRrdusT5RkkLjaV15F0zffIrJ5M7Zeex22XH4FGj780OLA9ty7thwTL0icqc5s1eDGBIlTP9MgcRQKJQOkPUhcBvp9qyBx+s42nCcR3cUCqz1k+QJIzPNlky4wjXNHNYp7rwIvAGOQuJYwb3lMW6BB4jJBku9sZMsWAADr84H1+TLYIAqF0tXZdu21AIDWn+ahdcFC+fOChSi9/XbUPv8Cap9/QSs7fOUKw7Fbr70O4VWrEFy6FGI4hPDfK9C6cCEGfvxR/JMyjOVELbRqNWoeeQQA4OrfH5FNmwAALT/8gLwTTgDr8eiFs1UIplAoFEqGyXIBj0JJEdXEvVTRoJN50AOR9Ano3VuDbhskrqOJ3wYpms4cetnweymUNJNOLV6HBIkznyt9qMK5Snj9uoTHhFetAgAEf/8d4b9l4T28YoVNabs0Z/pnsaVZ+6wK59q+1lZT+U4MEmdeHIgJEpetiwfm39BOLUC7nvlMBDzsiFSHFAoleWw0j+2try1WrF0lSNyuQNa7ECRInZoBCzDVxL0oR/ZBD/N6VPcgEeH982tGt+s8VIOeBUi0E6BQKAo7nn0OfHU1xHAIjMsFZ1k5el55hV7A6QSIRb3W+bEm7WI4jNDyv1H/zjsoveVmsHl5EJuaYsptu+lm9LhwEjy7727dGIaxnKexXq9t+8Nr1qJq2t1wVTtRsjvoJIdCoVB2WbJdwKNQkkeSJKypkRUUA3rkAADCUVHbrwrvw8vztP1tpZsL6NmbUscglIuifUHtgMy1hULpMqTlfe4I7V3b6o5s3Yqdzz4bs90/9mj9i8niJrp5c0x5obYWmy64AOB58Dt3wNWvH0J//RVTrul//0NgyRIMmfODvpGx0aCT21l746v6d99F86xZAJwoGsjCkaoG1u78SR8X79qbrKqydfEgxge9vVqA9vigm+pIB9QHnULJLjraBz3ueJCCD3pG+5Ik6szWMSRtZKcMpdFBPuiBCI+apjACEQE7WyJwO1gcWFEEAGgO81i6pQH79i3QTNx9Lq5d5wO6vYDeWaT4UicjoFMolG6PUN9guT20fHlK9fC1dQAvDxSBhT/Ds8/e9mWrquwrshnUJMKky0y0crteTrD2YadQKBTKrkCWC3gUShIc88RcbGsIYmCxrBU/bEhP+D1Obf+pz83HxodO0DTo6RDQqQ+6ZPulDf1KCgcQk9Z4Ju5HnH4Jrpv6KLJR03DEEUfguuuu6/DzTpo0CaeeemqHn7dtZN9965J0OR/0tq3aSuGQ5fbw6jUp1dNoCv4mBYK2Zbn8fNOWxD7oEOwDoYT+WKafVwKoD3pboD7oFAqlI8kmH/QEdWrlMmwNlUyd3b0Py1IrZJ2O8UHf1iDPodbvkGPsnD9qANwOowh916d/oapJnsN5nVSD3nXJmAadQUdNOj/66CM4nc7EBSkUSlKIQWsBPbJ1a0r11L/9jqleewHd2bevfUV2GnTBXoNuLIjuP4GhJKS+NQIJQFGOq7ObQqFQOpRsF/AolNTpU+iNEdBfW6gHzKUa9GSwnGB2foeRsg96snTgTysqKoLf7++4E1IoXc4HPbX26hHQk9ueLHxtLQCg38xXUX7//cad5mtq64NObE5WQAeQsga2zT7opvPZFur8/j8htpZd7fRB7wREUcIx//4R+987S09Bk/VaGQplF6fL+aBngmSuQXdfgM7yvrpN84r2U+x3w8HZi9BeV/v1391fQE9IJ71cpIl7gskuLwi46oZbkJ+fj549e+LOO+/UBHyGYfDJJ58ayhcMH4OZ730GADjqqKNw1VVXGfbv2LEDLpcLs2fPTtjM//znPxgyZAg8Hg9KS0tx+umna/vMJu6VlZU44YQT4PV6UVFRgbfffhsDBgzAk08+qZVhGAYzZszAhAkT4PP5MGTIEHz22WfafkEQMHnyZFRUVMDr9WK33XbDU089lbCdlO5Odx8EZcj0ZYbt7RTQJUWD7uzdG5499zTWHQykXp9Fn8X4fLHlpM72QU9w7q6i3U9XO9sUJK595w5G5aA6APDrpnpz5e2qm0KhpImu0hdSKHFJt6tGLG4HC787vgCeQzXo7UCSgGhQ/ou0yn/RgL4tGpS/q/uS+SOPI+uJEPWonWA8P0kTr33wORwOBxYvXoynnnoKTzzxBGbMmJHUz7z44ovx9ttvIxwOa9vefPNN9O7dG0cddVTcY3/55Rdcc801uOeee7Bq1Sp8/fXXGDNmjG35Cy64ANu3b8ecOXPw4Ycf4sUXX0RNTU1Mubvvvhtnnnkmli1bhuOPPx7nnXce6urqAACiKKJPnz744IMP8Pfff2Pq1Km47bbb8P777yf1eymUrozQ3GK5XQwYheicMYe1qX7W6wXrM6ZIi+efnmyQOPfQoVpQOmPBlJtI6WaEed1C7O/tsan+KBRKdybLNbAUSooU+91gEmjkaRT3RNgFiWMgC86vju/oFgG3bQdcOSYB3aIccfP79irFvx++D0xuMXbbbTf8+eef+Pe//41LLrkkTgUyp512Gq666ip8+umnOPPMMwEAM2fOxKRJkxI+YJs3b0ZOTg5OPPFE+P1+9O/fH/vtt59l2ZUrV+K7777DkiVLMHLkSADAjBkzMGTIkJiykyZNwjnnnAMAeOCBB/D0009j8eLFOO644+B0OnH33XdrZSsqKrBw4UK8//77WvuzHyqVpJ1dJEic2JxAg86yGPTVl5AiEayfOy+mHNezJzzDhqH1p58s67HKXx7rn558kDhnnz7oN/NVOEpKsGrvfWLq7pwgcTENMNZHg8S1rS1tPHeYWMzZVKcuNNEgcRRKdpFNQeLs9lkFictgX0KDxHUBd6SOCRJHUuJ3JyxDTdy7MuY8t3E4eP+9DML0qFGjsGbNGghJ+IF6PB6cf/75eOWVVwAAv/32G/766y9MmjQp4bHHHHMM+vfvj4EDB+L888/HW2+9hUDA2hx21apVcDgc2H///bVtgwcPRmFhYUzZvffWUz7l5OQgLy/PoGl/7rnnMGLECBQXFyM3NxcvvvgiNlvkeqZQuhtCAhN3Z+/ecPXvDzisO3/vPvvAUVZqWz/j9cYI6WbtvPEAuyBxslaU61EEV58+YF02wb8I2ZKyaxKO6hr0xmC0E1tCoVA6nmwX8CiU+JgzbQ0szk14DNWgJyROAAmnD7jwK7lMuSIwNm4BAnV6mdwSwF+e/OnqNwGhBsBbCAQJXzt/byC3p35exE+tlgoMw5jqYhCNGk1NL774Yuy7777YunUrXn31VRx11FHo379/wrr9fj9+++03zJkzB99++y2mTp2KadOmYcmSJSgoKGhzm82R3xmGgagEynv33Xdx44034vHHH8eoUaPg9/vx6KOPYtGiRW0+X4dDBZIMkIFUT9kYJM5GWFYFdEZ5dxib7Amlt9yMujfetNznG3UwGJYFfD607tYH4W1bUdQCSOEwJEEAw3EWTbbWZkuKBp3h9CGk9zNPY9vV1xjOKUlEVomMB4mz0hJbBBUi68xW7Yd5AbfdWoB2aJnaee6IoAvoTaqA3hFWLBQKJXliFOjZGCTOolxG+xIaJC7rF1hiniMbS5B2zB2jgrHOQUkI6F4qoLcDhgGcXgCMbHIOyMKzkzD3dPr0fcng9AJCWD6OJ9IluSzqSaHzW/T7X4bvP//8M4YMGQKO41BcXIzKqkoAgwAAa9ZvQsCUqmmvvfbCyJEj8dJLL+Htt9/Gs88+m/S5HQ4Hxo4di7Fjx+Kuu+5CQUEBvv/+e5x22mmGcrvttht4nsfvv/+OESNGAADWrl2L+npzUKD4zJ8/H4cccgiuuOIKbdu6detSqoNC6QqISlwIKRoFl5sLMRyG2GStQVczPWgCuoUGfeiSxeD8frCmYG0DPngf7oEDtSBuDMPgogmVcEU5vPG4bIUjBkPgci36OrtBTbHe0YR6AHnHHAP/X39CikSwbvzx4Kur5R3ZKgRT2s0rP23Aaws34q2LD0KfwtgggYBRg95ENegUyi5Glgt4FEoCosois1OIIso5MbA4sVxINeiJsPNBz9wJky+ayAedYPO2Ktxw65249Krr8Ntvv+GZZ57B448/DkCO0v7sc9MxakhPCIKIWx54Gk5n7G29+OKLcdVVVyEnJwcTJkxIqomff/451q9fjzFjxqCwsBBffvklRFHEbrvtFlN22LBhGDt2LKZMmYLp06fD6XTin//8J7xeb0Jfd5IhQ4bg9ddfxzfffIOKigq88cYbWLJkCSoqKpKug9IN6WY+6DVPPYXa6c/LX5xO+Mcejeavvk5YLaOYkltp0Dkl5aHZhJ1xu8HmGAcUiWEQdkoQGYCVADHQSgjoiX3QtSBxnHEQYhwO7U8uqP2D5O9de33Q4wTgpD7obW+Lxbnv+fxvAMCT363BY2fExiAAjD7ouok79UGnULKLTPmg2+3vCj7oyZTp5n0Y9UFHhBfRr6kKL3z/GD6vGIUel41KeEwO9UHvwqTgg37B6ScgGAzhwAMPxJVXXolrr70WU6ZMAQA8/vjj6NunDw6bMBnnXnkbbrxsInxeT0wd55xzDhwOB8455xx4PLH7rSgoKMBHH32Eo446CsOHD8fzzz+Pd955B3vssYdl+ddffx2lpaUYM2YMJkyYgEsuuQR+vz/p8wHApZdeitNOOw1nnXUWDjroINTW1hq06RRKd0ATzgEgGk1KOAfsNejOfv30MiZ/cLMwHxEiyg4GvEMetKRIxOaENg0RYzXoBpTtsmzZzScwlLi3mIzi3hiM4v4v/kZdq83zRqFQ0kJDqAHNERuLrA4l2wU8CiU+UUHE2avltNQnblgIv8faxZCEmrgnJI4PuuXmdE0kzat8VkWSO9ec/74kf8jvg+kzXo3Z36tXL3zz1ZdA9Z/KuTg0rJgbU27nzp0IhUKYPHlyUucFgNGjR2POnDn2bTPtKy8vx5dffql937p1K2pqajB48GBtm5XvfUNDg/bZ7Xbj1VdfxauvGn/rgw8+qH2eOXNmcj+A0v1Iy2puR2jv0h85FCA06CYB3UUI6GCN5zQL6HUhPc4G72ThigqQiDSMtj7gjIUG3WE9CGlWM+32QU+BpLTEHW1V1UZsF3A7s+325/a67Nf6I4SAXh+I4qV5GzDRLaKoC9wGCqUrEuJDOOy9w8AxHH4///eUrBg1stIH3SKmCPVBzzBZ3lEnPa9o+ykiggiGePZyPYlF53SYuFMNehxEAC2RFghi4mjpKdNBWqVoNIqqqirccccdOPjggw1R1tPN999/j88++wwbNmzAggULcPbZZ2PAgAFxc6dTKMnR3QfB5JDUlGgmodszfLj2mWGN3bpZQK8N1mqfeWUMsdeg20Vxjw0SZ0DVrHe6Bj3BubuKdj9d7WxXkDgjgqhv98Ux5yNN3C0qT709FAolLlWtVQAAQRLQFGlK7qCu0hdSKHFJt6uGvMjMSvpCc65bH+9mXniA5TFUQE9EW/IvEuwQgtjUtAlbW7Ymeb7kigFGTXK6IrpbMX/+fJSXl2PJkiV4/vnnDfvmzZuH3Nxc279UiUajuO2227DHHntgwoQJKC4uxpw5c2KitlMonUrW+1TZE/zjDwCxGvQel07RvzD2AnpzpBmbmjZp3yOqqzipQTcebb1ZCxJnM4QoWvy2dW3tjFSeiaopMZAp0zwO+6kEaeJOoVAyT0TUF1zJBdnOoX3z8LbXT6Gkh6gggSU16ISAfsRuJZh20u4xx6QjD3o3N3EHEr+89sHa6gR50toSaUlvkwAtKnOmOeKII2wXAEaOHImlS5em7Vzjxo3DuHHj0lZft4CuSqeHdAaJ6wgSmfe1E1JLXnztNeDIBTWzibsizAeiAYx5dwx4SU/DGOHkdkara8Bt2iTnWE9iQiUJapA46yGEYQkNenvM/dtrmmn1/nW5IHHE9ywKElcf0IWAqGhfLxnF3a5qCoWSPlqjrdrnUz49BXPPmotCT2GCozIVJC6d/b5VkDh1VyaCxCVRZ3ef43U1hUZMkDj1Q3vSrIlgiWePU+ZYYiiEyMaNcLCxcbZ8Tg4Q2pe1ZBcQ0DuBLhL50ev1GvzDKZSuQGO4EXmuvLb51XVxGLc7YRlHoXEipmrQl1QtMQjnABDmZOFp27XXAgAG//A9DPYuKaRZM6AsIEgSkxV9HSX9NBACejwhXDVx3708D39XJmluS6FQ2oxZqfTB6g8wZe8pNqUzza43TncXZuTn4fvIGrwYaUGuK3Wr2u5C2GTirrL54osR/OVXFF/xLwA9DPt8bg7hQPvO271N3OMFiUuq09Anlk3hJvAiH6dsihCTVjETPu6UToQKJOlHvqZLxRaMfnc07ph/RzvqyoIgcWxyXa979+GG7/1enhFbyNTH+Y891rhbEdD/qv0r5tCoSb4O/rEspSBxjF2QOMPva0+QuBQmd5ZaYougQsiw1iUdmIPEtduCpB3PvM25m4L6eBiK42eumrgPKsmFXzENlKQOSHVIoeyikBp0AGgINyQ+yDY9VRuhQeK6PE8VFeBPKYgvN3yZuHBnEfMc2ViCtFGhs7lpM0J8xBAkTiX4y68AgJ4/fBGzz2Xn/pcC3VxAbx/k7djSvAXbWra14UibEpmaGO6CWkXKrsPzYTkexGfrPuvklrQPsw+5Hf1efFH7nHPYYfCNHGlVW0zd5UTWAzVg287gzpgjo+ZmmFeJEwSJA5tIg46MCsGZjN9BiU9TSDffC0UTC+heJ4uPrjgEhw7uYVuWQqG0n5aoUYOeVuVSytA5aVekjlhk9zq8ndiSzmPWplk44eMT8NzyOy016CpWwns6LDy7t4CeZmE1nb7oUpybLZNK2+kkldLNUTrAFikN1iYZXXFXq46/apusgE4GeOPy85M/v0HxLX8J8sGYYlHO2D5JEI0H230W5P7LToMOdfW4TT7o1lp7M9e++zv2vWcWft2kpo2z0BKbB07GbFWVrX2n+Tekywe9HW0x1dEc0if98QLBqfvcDg5DSv0YPbhY/3V0gYVCSTvmuWpymYg62gc9Tp+Ukg96Bi3idmEf9HWurhLc2fSs2FqCpD4Gvrb8NQDAn/ULwcW5zwwhz/Ut8uLzq0enfC4rqA96JyF1UJA4CqU70YLO1ASkkSQzG6h5zwHA2bu3TaHYgcdq9TYYtRDQ26tBt/FBZ9RI8hn0Qf906XYAwD+mL8TP/zoaZRk5C8WOljAhoEcF1DSH4Hc74XVxEEUJF722BF4nh75FPgCAS4n0nuNuf/oZCoViT4wGXaIadEpqbCGUCFaL+7sCpIUeE2/BigiS+tW1YwxR3ttD99agx/VBTx0X50pQIvmVwpRNM7vnIh2FkiTyC9CcDg16Fvigt0WD7howwKaQxTmsBHSLQZY3yUoSLyTlg9787Sx5U4I86JIhArl10Rja4IO+YWcr9UGPS/p90JsJE/cNO1tx4P2zMfaJHwEA2xuDmLNqB776qwof/iq7peR55GfZ4+QgwepeUSiUdKD6oHOM3A+vqF2Bq7+/Gst3Lrc/qEv6oMOm308Xu64PelVXEdAz7IOuwnGN9k0gLFScXPpkzm4uoLcP8212ssmafCTjgy6SX5JuE4WyK9OaFgG980lGQPfuv7+hnHevPS3Lufr1i9nm7NUrZpvVIBsxNUMMmsKOWgxqoVWrEF61Sv5iEwhF0+BnyAddMKX1IiOKUzoG0sR93Q5ZINjWEIzZV9sq35vCHF1Ap1AomSPAy/243+UHAKyoW4E5W+bg7C/OxpKqJZ3YMkpXoZpwX8tqAT2DSIQs53DWxCmol3MmGQA4Gbq3gJ5mH3QpjStlyZq4T7ruLjC99wfjL4HT6URFRQVuvvlmhEIhrcyPP87FUWdMQdEeR8BXcSCGHHoKJl47FZGIPDGaM2cOGIZBQ0NDwvOFQiFMmjQJe+21FxwOB0499dS45efPnw+Hw4F99903qd9DobSHVnQxH3S7JpgE9L4vvYiyaXch98gjUXrbbeh5xRXo89STAIDeT/4b5ffdC7cpJWL/N15HyY3/hH+cMWo7APhGjkTpbbeh7ww96ntSGvSguUxsH6oJ5yDynZsxmL6nep0T99thU9Tw+kAUSWmJu0wQzQS53LMAUggnkSTJcl++VxbQvVRAp1AySoiX54e5ztjUWLfOvTXJWtLkg56CZWnydVrUQ33Q00oVRwX01og+jrHxbjMhz7Fs+uYYu4APevouVjoF9FRe6uOOPASvvvQCoq58/Prrr5g4cSIYhsHDDz+Mv//+G8edcCKuvvBMPH3vzfD6crBm3Xp8+OX3EITU/dwFQYDX68U111yDDz/8MG7ZhoYGXHDBBTj66KNRXV2d8rkolKTpqoOgnUBIrLLmHnUUcg87DABQePbZMUXzjjvOsgrfAQfAd8ABtqcuuuB8w/ekNOitAcBrF6RN/iyGw9oWibfxbVQGKUkkfdDb0BfbXL9gxCyg22jQ45pEdiXSFSSuLe+RXZC4qEVZ4JTn5mPDjtaY7QU+2UXMS5q4d9X3mkLJYiKC3B/mOHNi9tmnXMuizEJtSslJSSc1XUaDnrkgcZWNQe0wNo44xWQoplg3F9DTrEFP42RCksSkW+d2uVBWWgrkFqNv374YO3YsZs2ahYcffhjffvstysrK8Mgd18mFWQcG9SvHcUceCjg9KbcrJycH06dPByBrx+Np3S+77DKce+654DgOn3zyScrnolCS5afAVqzN86epts4d1KNCFHWBndB+TQcJKeZB1uvwgueMwYTEYBAwZFSxiJ8RDBHlAzH7gTia9WRIYtIVMkUNbwhEkpys0QldumgMWgvoy7Za++oV+hQNuqt7G+5RKJ1NSJD7aCsBfUTpiA5uTVt80FOpnvbpmSDI6P10kA8iLIRxy9xbcFjvw/CPof8AIC8ErW1Yi+FFw9OSVizbIN3JmXjTtIRZudpG9x8p7aIQSxICQlj+i7QiEA0gwAf1bUIYIT5k+AvyQbmc3R8fko9V/1f/iONUIT91H3S5zF9//YUFCxbApUR3LisrQ2VlJeb+/Gu7LlOqvPrqq1i/fj3uuuuuDj1v14NqiNLB5ZXf4PEehdp3N+duf6WdFCRu6Y6lCJER1Tsoo4NZQM9351v7oCcI6sPX12mbYk3iFcg86KbjU8P6GHPe7YYAKSzGCxJnqjNbNbi2QeLaSvqCxImihPeXbMGSjfUpVVPglccst4Mj7kqWXn8KpQsTFmQrJ5/TF7OPtfORjdE8trMRWreRvn4/tv/KdMrMXTdInEBc2iAfxLsr38XszbMxbeE0bfvtP92Osz4/C/9d89+Ob6BKBoPEcYS5ejwTd3eGJOlurkG3JyiEcND3l3T4eRee+gNcjQFwzfYmI5Iogt9RB5aXH47Pv5uH3LIK8LyAcDgMlmXx7LPPAgDOOOMMfPP1Vzj8H5egrKQnDt5/bxw9eiQuOP1E5BXFds7pYM2aNbj11lsxb948OJKMRk2hpJOe3p7aZ0kUseOpp+Hddx/4jzyyE1uVHLzIGzp7ybT6KogCvtv8HQrcBTio/KC0nFOSpBgB3cN5wHMMyAEtRuC2GNSEnbXaZ7HVToNO5EGXJAhRBjs/W4W8Acvg3XtvrVxUEOG0CTQXD7OArgYio2SeWSuqcfOHywAAeW4WE37/HH8XDcCSst1tj+kZaACefRyRSRfA6+vRQS2lUHZNVAHdygddNX/vOLqfZnVXgBxhg3wQ21q2xZT5euPXAIBX/3oVZww9o4Na1nFwLAMo0zNyzlb96KPIOeQQ7buTAb669jAU5STK9JUa3VuDzphS6iTa3gFENm6E0NQUt4zQ2Ai+vgGRZln4PfKQkVg6/3ssWrQIEydOxIUXXoh//EM2MeE4Dq++PANbf/kaj9x+DXqXl+CBZ17BHkeegcrqOFEH24ggCDj33HNx9913Y+jQoWmvn0JJBlKD3vztt6h94QVsvfyK5A7uyCBxDIP1jevx7cZvNesZXuSN5lKmWBEv//UybvzxRlz+3eWICtZmxKkSFaMQTBHwOYaL1aAHgjD2jbGfhQZdcyom1KDLCwA7luWh7qct2HjmWVqRB79cgf3umYVNtWZ/ZTsfeJ1Q1HjNNtcFYKklNmtcGHPqzWzVfph/Q/b4oK+t0d0iJgVW4ezV3+Oen1+JW8Odi2ei9Z23semCidQHnULJMGFeFtCtTNzVfbHYaB7bTKL0mnH6Mtt+zqI/p0HiMoJA3IMgH0RLpMW2bFosGtuM2QfdtLtdMXAkq4+oe/kVbJl8sX4KUcTw8jyU5qXuVhyPXVb96eU8WHTUS/KX0r3kF71hMxBq0MqscBrTqjlZJwYXGiMpG2jYAoTqAZcfiDTr2/N6I7x5ByRRhIdN4kE2mbzm+LwYPKgCyC3BK6+8gn322Qcvv/wyJk+erJXpXV6C808/EeefeSruvfEyDD3sVDw/813c/dhhic+XAs3Nzfjll1/w+++/46qrrlKaK0KSJDgcDnz77bc46qij0npOCsWMSGido9u2d2JLEnPKJ6cAAF445gUc0usQRMUovOQrbtKgb2zcCEAWqgN8APlcfrvbEIjGaro5louJ4i6GQ8YNFmOa0KT3bbYCOmfUoIfqY4eaF+auBwD8e9ZqPHn2frZttyKsaNB9Lg6BiIDNtQEIkhM0PnjmISchvWq3JnXM0Aa5HF9dDY+Tg/qUCZJE7xmFkmZUDbqlgC6EUd1ajXtLi3FuYzMOCYViyqQXqkHvipDhX1siLWh2NtuWdXHp1RxnC2TcsXhB4jLlptjNBXSztoTYwzDwqas+Tp9czuEBiJUgj8P40DlYh6VPj15AOd7hAUgzIocXnDcPol1HaFqBI1MwmRfnWJbFbbfdhhtuuAHnnnsuvF4vzP6uhQV5KC/tidZA+iMv5uXl4c8//zRs+89//oPvv/8e//3vf1FRUZH2c3Y5uumKajZBZlSQRF0zLEkSdjzxBFz9+6Pg9NMtj639cjH43/NQMij5QI1taaGMfoaVdStxSK9DLEzcjc+LGuAH0Cda7WVF3YqYbVYadCkUtozcLn9UfJCbSQHdxsSdIQT0BJoYszbc9vzkMUqatYqeOVhT3YKIIGJnSwSl+kmBmM9KfWT92fqu2vqgt/WJTZ8POk9YfAz1Wdc3vDwPEV7AQ//YGxt3tgKf6Pu8Tg71Sl0RXjDGJKRQKO0mXpC4sBDGXQvuwnyfFz/6vPhzw2Z5h2306zZCWJFZErcrS8EHPaMWcbuuDzpP3LeWaAtyo0Z3CdJVolM16Bn0QVfnZr6QhH4745QTY9P/1jz5JFrb+Q51cwE9vbQnzRrjdAJJrlQaJuwWpzzjjDNw00034bnnnoPf78fS33/FhMP3xaD+fRGK8nj9/U+xfNV6PPPg1Da19e+//0YkEkFdXR2am5uxdOlSAMC+++4LlmWx5557GsqXlJTA4/HEbKdQMgWpQSdNxAOLFqP2JTn3d/6pp8bkGweAmjdmAchFfnUI6TVIio+TlS1yzAI6RONLTpqS2ZsjpsaC7QtitjlYR6wG3dxHWfmgt+jtKyRM1g0oOVRl+VxCvNlYiE89t70q1Oe4HCjNd2NLXRD1gagioFMySUR533rmulHSGoGVXuWMEX1w0Wh5sfaAAUUgl4fcDt2zbmNtK4bHMUqjUCipEy/NWlgIY0Pjhg5sDdWgd0XIUXlL8xZsad5i2L8juEP7nM4MV9mEqAhgxy+J//uksDGuQ3T7dtQ+/wJahNTnNiTdW0BP1dc8wTOW8CFsi69NG3A4HLjqqqvwyCOP4OOPP8ZP8+bislsfwPbqHcj1+bDHbgPxycuP4/BDDmxT/ccffzw2bdqkfd9vP9n8tLu+hJSuh0FAJz5HtmzWP2/aBPegQYbjyGdYCLWv80wKQsBVBfSoGDX6oJvMo1qjuk/2Z+s/w8TdJyLXFRvsJ1kC0QDeW/VezHZrDXoIiXzQVQ16+X33Iv+00yzPyajRTxUf9Hh9qzngm7Ei677z+veWym2RJLiVfK1RQTlJvH6qy6SCsfGjb7cPejtQ6ggriyOHDekJYZWeUm38nmX46q8qAECe1xl7vAJLRMZ9fcFGPJieOIgUCkUhxMdq0H0OHwJ8AJWtlUnWki4fdLu+h/qgZzNCnDFDlEQ0E2685OeOJ9mxrR0a9HD8eyw0NEASRS04rtBonWo0Vbq3gJ5FSKn4KBAv/CuP3QPOFftw3Hrrrbj11lsBAIcefABQvRwAA7AcIPKGskcccURKwvXGjRuTbyuAadOmYdq0aSkdQ8kOGsONuGXeLTh54Mk4fuDxnd2cpCEFdInQoIfXrNE/r14dI6CD198NScj8wEq2006Dbo7i3hzVB7vn/3geq+tW46mjnmpzG2oCNQjyQXg4j8F8nmM58OYgcTE+6MZBTZIkTYOec+iherR2M2oedMUHPR5hPjX/ra31Ae2YXzbVY49eeQAAXrQ4T8J+r3tOruxpR5A4hbBi8eB2sIaAp3keJ/E5ualFVWOm/V8plF0PKx/0PHceAry1S5LMrtYXUuyQYDRxNxMVo4a4No2R9AikaaGNrhotkZYYRUhBYxTXfybAG0lQhyBAaGyEo1BOBSzUp5aC1I7uHcW9HZprqyljYhP3OL4w8QT09vr+0H6V0kZeWvYS5m+bj1vm3dLZTbHFanHJoEEn3q3odj1gXGSz0SQLAKSoHhVdEjIT2IN8f8OEn5aT0wV0UoPe48ILDYebo6V+v+X7djVH1cjnu/NR4C4AABS4C+BgHIiYTNylkNmk3iSgh0KAcg1Zv9/+pIqWVFJ80ON1UfF90GP5cbVuWjd5dAVcism0pkGPe7YuokE3+6BnERFlccTtYA1BAgt8uoDu99hr0AGgR67ss9ga5jHhP/MRjHSANQuFsgtAZuwwCOiuvNQqSpcPul2f2xarHqs2UR/0tJNoZhQRIobFnvpQPaJichlnlu9cjo/XfJxVFrkfrP4Ao94ZhU/WfmLYfubsWuy5WcKgqsR1CDt1J3W+tjZOyeTp5gI6kgxQYSEAWBzS5geKQYyfaVwy+OCOHz8eubm5ln8PPPBAxs5LyU6yauXTBlIYH+MsAmB8F8kAHWKjrtET6mI7SaOAntkBYifH4uK5N2jfHYysVYyKUS0i6F/3nAP/0UcbjmuJ2qczaQuqRt7v8uOlY1/CEX2OwMvjXgbHcohambiTfabps6AGiGMYsD77gJmMWYMeswZJLGLEM3EHgy11AUz99C9srZcnBNsbZKFwWJkf1x8zFC4lYnzE0t/L7h53sTRfnRkkzlSHar3gcrCGxTHSrN2fQIPuUO4ZA+D3zQ347I/YHLsUCiV1yOBdpIDud8VZUAUy1xe2yb0mc2bLlMQkWi6NCBGDBl2QBFS1JCHFAjj7i7MxdcFUzN8+vx0tJGhnkLjGcCPuWXgPAGDmXzMN+/ytvMUR1vC1dcTnLiSgC4KAO++8ExUVFfB6vRg0aBDuvfde4yRbkjB16lSUl5fD6/Vi7NixWEOYq7aJOB1DgA9iq8MBuzUfwebFb6uQbjZjNeyLLUx8TG8HNGPGDCxdutTy77LLLkvruSjZj4vN/vQYZP7ui9z9AAAiuYRGaMKFhgbtc91rr2P7bbcb6pI6yMR9o8OBI/v1wTIierqqRyZN3IMlxkkTL/II8unNvtAakTXoOc4cDCsahmeOfgZDC4fCwToQ5Yz9ixiOr0EXFfN2NjfX3rwdIDTosf3XuvHHY/3JpyA3Ig/wsSbuxmOOfGwOXl+4CZe9+StWVjWhrlWegB6/Vzly3Q64naoPun1z9KrphK69hDUNOmcQ0As8+vOQH8cHHQBY033Y2RKxKUmhUFJB9T8HZL9zlZQ16GmjDT7olE7Fyry9d25vOFhdyWB2l9jcvDnmmHisqI3NLNMZvLvyXe3zoAKjS2TEkfwcka/VNehCVxLQH374YUyfPh3PPvssVqxYgYcffhiPPPIInnnmGa3MI488gqeffhrPP/88Fi1ahJycHIwbNw6hdudotO4ENjRtRiPLosoQ5Vm/GaJdloe2mrMQE5m4E1tjMxJtTJnevXtj8ODBln9FRUVpOQeFIMs1dKrZdTZDCugOJX2XXZA4vsHo+9P40UeQCM2qQYNuNq1OF5KER3oUxmxWf0dUjGoCumB6r19c9mLam6Nq0M3+VRxjrUG3f2QZLee8o2dPyxKSJOHSWZfi+20/KhuUf4g6Ixs2ILJmDYY2yC4I2xqCePDLFQhEYlerX/95k+Zb/te2Jpzy7Hxs3ClPDIpy5MUlVYMeVRdq4mTBCEV5rN/RkmGzyHRgDhLX9lQxxuNSdZ+KDVAXJkzcyfEwlwj+lkiDzih1MYqvR1MoOfNICoUSH9XU2Mk6NYEKSEKDbqd5bDPt6LNSChKn7qJB4tIFT1zWPVjZCuPa/a/VFDpmDTqQuoAeEdO1KGt6Vmxdhq2fKTIavWhSpEa55O+tQGjQheb0BM3rEAF9wYIFOOWUU3DCCSdgwIABOP3003Hsscdi8eLFAORJ3ZNPPok77rgDp5xyCvbee2+8/vrr2L59Oz755JOMti1q0w/YKWOS0qBbFVEmme7Bg+HebTdzpabDu98LT8lO1MBlAJL2IepoBMKE3al0WSKZ+5zUoNc3xBwvtupR0UkNuhjJkIAOYLuDi9mm/g5Sg24W0OdsmZP2tqg+6LlOo4DuYB0xAjoASLx91PDw6tUAAPfQoZbnagw3YsH2BagLywslUpwgcSwxGL4wdz3+PWt1TJk/thhdMMK8iCUb5YGwhyKgu2N80O3ZUhfEUY//SHvYdqAGiZNN3PUryRDBSXPdiQR04/dt9em1GqFQdlWigrWA7nV4O6lFVFPe1SAtiJ/0DMGr417F+IrxcHHymGulQSezzyQD6YrRmZAWi+RnSZLAc/HniM4+fVB47rkAjGbt5rRrbaVDBPRDDjkEs2fPxmplcvfHH3/gp59+wvjx4wEAGzZsQFVVFcaOHasdk5+fj4MOOggLFy60rDMcDqOpqcnwFwtjsxKnb2NtZmqizQpeW4VnzcSd4yAlWlHshitylOyEHMBVU+hsg9SgOxkWF3wn4JHH6/QOkRDWySjtKiKxmilF9EWIzAnokqWLDC/JbYvyeuctMHobmiPNWKGYxO9fsr+2nVxEaQtq0DmzgM4xHKKx6whY89wWCBG1/UYfdDVKvnvoEMtzbWuVfYmNFkjWvSZr6udemrcBK6uaDH221XGqRl0NNBYroCcTYC3LfdDNQeI6ywfdUD5Wg07u9xDXWvUxt20No/qgy8fUB7JjskahdHWikiKgc7EC+tRRUzFl7ynaNkMf3N5gxWbU423jQKUjSByTYWuoLB0fMoygXFJGklDGejCybCQAxNWgqwtD8eCJRdy0Cejt9EG3E9AjYgSuBD/J1a8vHMWyNSEZ80iKdCEB/dZbb8XZZ5+NYcOGwel0Yr/99sN1112H8847DwBQVSUHFygtLTUcV1paqu0z8+CDDyI/P1/769u3b5vaZtdFtC+mrEkjTmiRGIZBSAih1R3v8F2zU6B0PKR2mkzvlU2QZkcOhsGJSyQUtEiof+stAIAUjR/IQ00LJpclBPRMmbgDaLIQUNRrLRADGU8I6I1hWVvsdXjRO7e3tl1dtU6GqtYqfL3xa8N9VYPOxQjoFkHiAECMSGjZ7pG/mAY1NUq+q/8Ay/Nva5YFdM31XGKUIHGxPS1nkdni/JcXW9ZrhWbi7jCZuCcB7WHbjpoH3e3kDO4jhw7Ix56983D2AYnHYtb0OLSEkg/GQ6FQ7FEFJQfj0AKTAkCRpwhnDD0DV+93NU4edDIAYFiaBIn4UA16V4NX7pl5/V51iYyIkRgNejIWmGr6v2TLdwTk7yAF9BAfMuQ/rzNOn2ScTnBFPQAA/E5SQDfH8mkbHSKgv//++3jrrbfw9ttv47fffsNrr72Gxx57DK+99lqb6/zXv/6FxsZG7W/LltiUSvIzFr9zsLsA6lTPyTrRx98HDNSgR22Y2pHHsCxCfAjVhQy29TClMBIEuf6UM+y0V7tC2VUh82Kb03tlC6oGnZEkOIg3VhJEiK2thsBwVqgadCkahRjQrQQyJqBLEqIW76L6O3iDBl1/wdXgPh7OA7dDX8FLRYN+2qen4aYfb8JHaz/StjVH5N+f48oxlLXToAMguhLGsFG1WnD07GF52F+1fwEAROU2iTwDu06MtQicuaM5jDBhqi6BwW6l1r6TFT1zIAkCvGIUHj6MqBpsjjhdyCZyXPYL6DaarThaJ76+HmLAOs+xEBEIq4g2opw7oiyEuCEaNAUuRsLnVx+Gh/6xdxJVGUfelrAuoC9Yt5PmR6dQ2ohqqWXWoBd59BhDxw+QrVfFuHPGTPugxzl3Sj7oGbSG2kV90FUNulOSDPdCVRZYadBJ7bgdZgE4PbQv4n80FACnzDnI9oWFMLzK8Nbwr/vw+eMnxxxbHanV5kLR7du1BWsxTQtf8R3F0sRNN92kadEBYK+99sKmTZvw4IMPYuLEiSgrKwMAVFdXo7y8XDuuuroa++67r2Wdbrcbbnc8NbQRAYwmdJMGl4y8IebeCcpDmevKRb47H9tatimxjtopoDMMgoLJ304CxGAQ4XXr4CgqAhIFkaNkOV2nwybNjNKd3itdqNpgDtAWygCg9oUXUPvCC7EHOBwGU3ehuRmSJGHdceMR3aanc8qkD7pgMRaoA1iUuOYCIaSqq8tuhxtuTu/bUom0r1pBLNy+EGcMPQMAsGznMgBARV6FoaydDzoACGGlDzJNlNTopJxFQEle5PH+qvcB6ArzulW5KLbJcc3ZZLZoCERB2lINK/djVbXRuuOao4eAYxlsufRKnPnjjzgTQGXtKKC/XmZrfQDNO1swPG532lXe1fjtDPz6KzZdMBFsTg4Gz/oWXH6+ti9aXYN19y+EJJShYu+d8LTjvK1hHqGogJLWOuw25TSIIcJnz8K9xA6zBn3djlZsrQ9gdXUzLpr5Cwb2zMH3Nx6RUkspFIpRg86x+gosKaCzjLzdOE51lb6QkmlsNeiKsiAqRLX5os/hQ4APJKURJ4XypoiVW3IaSMFVQ4xGceldvyLKiLj8Kg4bmzaiOdIMv8uvaNDlcmzPnnA4YudhS1r+xh7KXCi8ahU2X3gR+r/+WtfyQQ8EAmBNQifHcRAVE8eKigqUlZVh9uzZ2v6mpiYsWrQIo0aNaseZ5YdsndOJageHak6ejQrEDWNtOiV16sgpHZmmQW9DJyYpPpMMy8om7jErRxL4mhoAAF9XZ0qzJmHKzfeiqO8wMAyDpUuXpnz+7si0adNsF2/MTJo0Caeeemq7z8kwTMaDFnY0pAY93em90oVq4s5JUlIdlmtAf8N3saUFUiBgEM4BABlLsyZpA5zxdMrqKq8PZKQGXb3+Hs6DQ3odom33OlMP7qMGBKoP1WNNvew3flD5QYYy5ijurkF6ihE+pF5pwh+c5zVrBaso7kE+qAWKIa9sqDpsOfcza9ALfPLgXx8wDvRDLTToeUqU8JYff9S2lWvxSuSTbY0XeCzb56KS7RdLgsv+BAQBYlMTIpuN1mSRdWvljAUig/C2tqd/WVXVjD3u+gaLN9Rhwrq5YEPG60u6jySCsdCQjX74B7y2YBMAYP3O1janNKVQdmXUhWCzBj3frS/accr7F3eJOl0+6HYaznSlvMxo6sxkrkH366fUhRvO9AxoPuhiBGsb1gIABuYPBJCcyTop+6iWfZ3J2wumw98qoqgF8CrC+L0L7wUgz43dyk9y5ORosqDKlp7Au4ez+LROn4ME1MDnXckH/aSTTsL999+PL774Ahs3bsTHH3+MJ554AhMmTAAgD9bXXXcd7rvvPnz22Wf4888/ccEFF6BXr17tF6wYBh/4ZeeBFmXZvpEnfFJtDlMfUJZhIYbDcIhpMHFnWUiSpGnK1M6TkSRIpD8mcY5vfpyPme//D59/8AYqKyux55572p+HWrhb8tRTT2HmzJmd3YysJMwTPkFJBPnoDFSTPRZGDbodnmHDDd9DK1emzeQoWdT+4/q9L9O3qVHcBUK7T/RA6mKJx+HBmD5j8NjhjwGITf1hB1lOFdA/X/85AKDEW4JCjzH1G8dwEAlVZumtt6DnNVfL7VIEdEkEogEWkggEV2+QC7KsQUOrtZ8YfF2EMpV1sQg3xqrqWUlCj2AjnMr1OGxIMQBjXnQJDIr9brw75WBMHq1bACSKEq7WY28omeVB4swkmOyGV67UPostzYhW1+jfydz2Yoq/l7g+L85bD6fAoyjYCLdVX5GCBl1Ls2YagX9crae8OW/GotTaSqFQNEHJwToMQgUpoGsadLI/yVRf2CYBun1my5T2YdSgx5q4N4QbsLFxIwBg72LZpSkZE3dSIWT2YW8z7QgS9/xfelpbh2Lo98OqL8HX1SHEh7RtDrfLsKhcd8Bg/PMSB+r9DB5fP8NQp9jaCkkZc8sfejDln0PSISbuzzzzDO68805cccUVqKmpQa9evXDppZdi6tSpWpmbb74Zra2tmDJlChoaGjB69Gh8/fXX8HhSM8gzoFzQrUSu8xaGQVWoXvsuGV5w/caqUztXIIpw1Rr0ZoBNxYk6A7vk6foDIkHShHzZ/CgKKL605uIAsG7zVpSX9MQhBx0A+I1B9NJFJBKBy5W8GW2yRKNROJ2dn2c730KYoMiQHWb68lKmF02DDoBNQlY1pwCre/kVy3KZmo9Ioqi5yEyoOAHbQnV4f/X72gAmED7oZJA4dbHEw8l9Xh9/HwDJRzttCusmYx7Og20t2/DIkkcAAEXeWJN0UrsCAKzHA4ca8CQkD80bP2hGqLoMrrwoIu/fDUA2b2e4WOd1UkD3Ek0ObgvCqm8c0FSJm357B6sL+uDaI66DzynXaU6XVuB14uCBPcAyDF7+SV4k8HuchgBlBpQbG7bwP+8i4jhsfdAtaPrqKzR++qn2ffOFFwEABn75JdwDKwyZC9qD18nh6Tn/xoDmatS5Y60aUjFxT4YF62ohSZKltp1CoVhD5kH3OrwYWjgUQT5oCDyqadDjvlpp8kG3FaJTfK9t+8FM+qAnU6brjCrJoioYHKbfprrerapbBQkSijxFKMuRXZST0aCTVppmH/bOgMyipioVZjwtYM0ThyL8v+lwEQI6FyHmPITrSNhlfI5XHzoaLiVouZUiIxU6RIPu9/vx5JNPYtOmTQgGg1i3bh3uu+8+g1DIMAzuueceVFVVIRQK4bvvvsNQm1y7qcFgq1OfiFY6jJNSifiXRJ3asUqEaEYCPFEpSRN3UxR3VWvBsgYtl702UC4/5fbbcd3dD2HztioweWUYMGAARFHEgw8+iIqKCni9Xuyzzz7474d6QChBEDD5n3ej4uAT4e23D3bbbTc89dRThtpVk+/7778fvXr1wm7mvOwWVFZW4oQTToDX60VFRQXefvttDBgwAE8++aT+exgG06dPx8knn4ycnBzcf//9AIBPP/0U+++/PzweDwYOHIi7774bPDGZa2howMUXX4zi4mLk5eXhqKOOwh9//GE4/0MPPYTS0lL4/X5MnjwZoVDyASbMJu5HHHEErrnmGtx8880oKipCWVkZpk2bZjhmzZo1GDNmDDweD3bffXfMmjUrpt4tW7bgzDPPREFBAYr2OAKnXHg9Nm7aDABYuXYDfIMOwdsffamVf//99+H1evH3338n3fZMQwp/2ZKX0ozmgy5JYKKJ3z9nWexClrWQnpmBVdX4AwDH6n6AvMRDkiQIpAZdEdDrQ/VojMhR3NUAcao5WbLRTutCddrnqBhFZUul9l0V+klU7craCfvBP/44eEeMAFcgDyhCVO6bQtVyWyNN+kKbw8L/HDAu9niIRymy07r9R2z7HQAwtGErAMDrUgV0UoMOFCrR2v0eve/O9TggBuO7ZEQEMUZDq/a4+hpAV5lc2WsBdv5nuuURzd99Jx9JRJSVUtWgE9fH7eQwoLkaAFAUjjVPTE1Al39Hnie+jqC6KT3RcCmUXQV1IdjBOsAyLN498V18dupnhgVZSw16pmiTAj3Jg+jiXUYQSA06cY3z3HkAgPWN6wEAZTllBr/0RJCL+BubNmr1tA/TM2Drgx77rDglXQR28nJZVVDn16zVNOg+nxcsEdhUtMvPDUAKhTSrNaadis8O0aB3NhOadZP2CEOstoXCEERRjnzLckAwBCiCn+B0AAwLhJ0QlW3OFkDMDUJ02tycYFCuQ+CAiP4gikIAYigElmE0YYNlWHsBXXmgHr31Vgwe2Acz3vsQS+bOApdfhgcffBBvvvkmnn/+eQwZMgRz587F/028EMVvPYvDDzkAoiiiT3kJPnjhEfQoLsOCVVWYMmUKysvLceaZZ2qnmD17NvLy8iwFTysuuOAC7Ny5E3PmzIHT6cQNN9yAmpqamHLTpk3DQw89hCeffBIOhwPz5s3DBRdcgKeffhqHHXYY1q1bhylT5Dycd911FwDgjDPOgNfrxVdffYX8/Hy88MILOProo7F69WoUFRXh/fffx7Rp0/Dcc89h9OjReOONN/D0009j4MCBSbXditdeew033HADFi1ahIULF2LSpEk49NBDccwxx0AURZx22mkoLS3FokWL0NjYiOuuu85wfDQaxbhx4zBq1CjMmzcPjrrVuO+pl3HchHOw7Lv3MGxwBR678zpccdsDGH3SuWBZFpdddhkefvhh7L777m1ud7ohhapsSXthRvXd5gCAT6xCZ3Oto37HkCHZjDT1crAObWL04rIX8cnaTzCA103NRUhYtmMZLvrmIs31xcvJ5ulkxNRkqA5Ua58DfMAwISPTm6ioCwcrT9sPJx1wEwD92olR+7VbroeNgM5bC+h2bkE8pwv9bo6BTxHQeQsNOgDkefXyuW6HbcRylXAG0+hlE2x+nvUOxW3K6A/X9ofe67QL+a/UnCDdoYoYiWiagafP3hdDX4ldbOVYBoIoYVV1M8ry22FFR6HsYpAadPJ/Ek4RNuJr0NMFFaK7GryND3qeSx5rFmxfAAAo9hZrzxepmLCDnG8CwCmfnII/J/7Z3ua2GT/jBSC/L/vkDUONqLuKRYIBqHK4L9cLtkmfE0WZ+HMLNVYP46QCehwYgGFwYksAK827QmGwx/wfggBW2RzNAthq2tbesAb9F8sPNsuwcRzgZYEk3+9Hbo4PHMeirLQYYVceHnjgAXz33Xda8LyBAwfip7k/4oU3P8ThhxwAp9OJu2+8XK7H6UPFyKOxcOFCvP/++wYBPScnBzNmzEjKtH3lypX47rvvsGTJEowcORIAMGPGDAwZMiSm7LnnnosLL7xQ+37RRRfh1ltvxcSJE7X23nvvvbj55ptx11134aeffsLixYtRU1OjReV/7LHH8Mknn+C///0vpkyZgieffBKTJ0/G5MmTAQD33Xcfvvvuu5S06Gb23ntvbYFgyJAhePbZZzF79mwcc8wx+O6777By5Up888036NWrFwDggQcewPjx47Xj33vvPYiiiBkzZsgmmNt5vPrENBTsfgTmLFiCY8cciCsmnYkvf5iP//u//4PL5cIBBxyAq6++us1tzgSkD3q2atDJIHEMn1jA4PxWCSs7DoEYqMy5aGsCNQi3yIK0CECAiMd/edwgQHscskCiBWRJ8r6sa1infQ7ywYQBAFUNuroAAujXToyTksvRIzZAHGDWoCc20RYd+sSxwitpAnqU0PJKYJCvBI8jNehuBwvJVkBXTNz5WA26Tpb7oBvaJcXVAnB5dmZ08jHp8kFPtDYm8ckt8FXdcw969VZcyDjr52xISS5WVjWjrpVq0CmUVCA16HawyhKZwQkohejXSUG4dloSV/ttsc+yPQxRTyb68l0zSByvXFOHBJD3QhXQVXp6e2rPWaoa9LTRDh/0HMYDQHYNPLfidPyw/j5tX7hFV+zm5HoMGvRo/PCKEJvkOhk3FdAT4k4yyFJHoAobLMPadlB2poJr165FIBDAMcccY9geiUSw3566mfpzM9/DK+9+is3bqxEMRRCJRGIinu+1115J+52vWrUKDocD+++/v7Zt8ODBKCwsjCmrCvAqf/zxB+bPn6+ZuwOyGX4oFEIgEMAff/yBlpYW9OhhzKusukIAwIoVK3DZZZcZ9o8aNQo//PBDUu23Yu+9jbl6y8vLNYuAFStWoG/fvppwrp7P/LvWrl0Lv1/R1ir3NRQKYd2mLQAOBAC88sTdGHrYBLAsi+XLl2edPyUZqCNbNeiGIHEWWtHcsUcjvHIVolvl5TTWn10adDLVDQBtVVZk5f7ALDyrfl5ORcMcESNJ+eKurl+tfQ5EA4bFlyGFsYtp6sBKtle9dkI8DXqe9fW180G3635dxMJAhSMCr0sd6M0adLmfynXpw5Xf44DYFN/EPczH+qAX5biA7FyHajNcno0GXZnQGjTo7Zh0BxJpyJM0cW/874foda1uhfGf8/bHFW/9ZihT7HdjZVUzAjYp+igUijVmDboVnJJVKX4e9HSRXXMeSmLUXtdhmiSRgQYBWUBX5ynJzB+tLPk6kzzOp30ugM8Q3DbUqgvoXo/bEHAxCuNY1/e1mdgycVJM/Ww7Y3B1bwGdYQAwcJvSqg3I6YWtbC0is96ERxJRUTQMYDlIdRuxXZCDtTWzsoa7f41+bMQBOCoGIMfpM59JpnErEKgFnDlAVA/6xrM9Ea1tBOfPQ9TjAqIwrMaYsQt+1KKs6HzxxRfo3VsP+AE+AneznJ7m3U++wo33PonH77weow4+EP5+e+HRRx/FokXGiLg5OTm2528P5npbWlpw991347TTTosp6/F40NLSgvLycsyZMydmf0FBQUbaCCAmeB3DMFrav2RoaWnBiBEj8NZbb8kbqpfL/+eWodir378/lq9Ca2srWJZFZWUlysvL29329rC6fjWunH0lrtjnCkwYMsGQizJrNeiiCFaUsM8aIFBjtGlhnE70ffZZbDj9DF1AT9LEPVNpnHhlJZmRJPDbq1D853bDflVAlxhZODYPbJoGndMX0HiR1wZCOzY3b9Y+mzXotx54a0x5Kw06m6to0HnGVpYTGhpjtkmShCtmX6H/hqhhJwAgZ2gxWoko3b6oLmBfODwP6yx80B2CgNAPs+EYPRqs14vHztgHDYEIyhqq0DzvJ4t2yNcdsI7i7nYq0en1I6x/ZKdjtkAwagFCK1dCikTg3XtvsDYLJurzTeZkTT1NqARJBFoq3eDL4+et5Wtr0Tx7NnLHjAHjdEJoaUXg54XIGT3aorRuwXD8XuWYe9ORGPOovODKMspCCoBAmAroFEoqJKVBtzRxt9E8tpkEGvR4grvlMRbtUeb48u5MBIlLos5stcJqB2qQW06C0QfdpEHvldtLN3FPIop7OueY4TVrEPzjD7i4nTBIZClYgkQJV2THivUYVqmX9S/R7a5Zt8sgs0VMJu6OEftY1s8oVsFtpXsL6Arkj3RKgJdzozynFJsUzRTr8wEsh0jQjSbiZha0SGAJ9zcnC8DrAeuyEdAjXkDyAE6PHrMfAMu4wXo8YHN82gRJvtk2HZSNgL777rvD7XZj8+bNOPzww/UdfBiokVem5i9ZikNG7I0rJp0JOH1A8WBNE91WdtttN/A8j99//x0jRowAIGvz6+vrExwJ7L///li1ahUGDx5su7+qqgoOhwMDBgywLDN8+HAsWrQIF1xwgbbt559/Tv2HJMnw4cOxZcsWg0BtPt/++++P9957DyUlJcjLywN8ivNDXm+gpRoQedTVN2LS9VNx++23o7KyEueddx5+++03eL2p57VOF/cuvBdVrVWYumAqjqs4zpCLMlujuAuSgHG/SrjwO6AVxhzPjE95F4n31k7D21HwisDrALDulDOwH89j+HkcVvST33c1Er3IyBp088CmBnRTTdwB+d4kEtBJDXaAD2jfD+11KEp8JTHlVc2+GhcDADjNIoSByFv3T87+/WK2NYaNQvumEgY9mxQBUTGrZr3G9nvCuoA+zCug0sLEfcrW1dh29WfIP+009Hrgfpw+Qo5sv8KUSk9FEvVe1coH3cEyOHhgEbDN8vAugSSK2HCqnKJ06OJF9pYVlhr01M9Xv9aH6t8KcNKfD8Utt/2mmwEAxddfj56XTsH2W25By+zZKDz3nITn8Dj1yU+O24EcJY0e1aBTKKmRlAadsTBxzxhUg97VUGcknDnIKjHWnDvsXIwbME7zR09Gg55OK831J52sfR50IgdXbupPczSsz5lann0BNxH7yhaukMuwDBiGMQroJg263dy5vUHiOiSKe+ch+6cwxi3y/4xZkwJETH4FuSZ3CU5EkqtlpijumvsgYzRxtzvaRpPr9/tx44034vrrr8drr72GdevW4bfffsMzzz6H197/HwAGQyr64ZdlK/DNnAVYvW4D7rzzTixZsiSJNtszbNgwjB07FlOmTMHixYvx+++/Y8qUKfB6vQnNbqdOnYrXX38dd999N5YvX44VK1bg3XffxR133AEAGDt2LEaNGoVTTz0V3377LTZu3IgFCxbg9ttvxy+//AIAuPbaa/HKK6/g1VdfxerVq3HXXXdh+fLl7fpN8Rg7diyGDh2KiRMn4o8//sC8efNw++23G8qcd9556NmzJ0455RTMmzcPGzZvw5wFv+Cam27D1u1VAIDLbn0AfXuV4Y477sATTzwBQRBw4403ZqzdySASz/jBbx9syCqQrRp0QRJwwGrr945VBHSR6GjZZK1DMmbiruShlSTN7PfA1UT2BkKDLkhCTLoRVYNOTrCS8e8izceCfFD7rprMm1F940kNOuPxaKOCGDW+256hA1F4/vnoMXkyeJHHv3/9Nz5c/SGA2OAvz48n+jdF4GZYBn1feF7bzBHR7KVgUAtCFiQEa+lXeRW78SM9U0U8JEFOZbmzJYy5a3bE7GcZBgdW9DCl18xC4qQUkgifcn5nrX1wNvU5I6K4t0Xb07xNXlAsaIi9nlY0fvYZAKBl9mwAQP3b78QWMl1+NxGAzu3gtJR7gUh6U7dRKN2dVHzQ45q4Ux/0JOvsvhp0sw86KU3966B/IceZo0dxT0L4tppjJqN5N2O2fow0J6Frtnje+Ghik3veIb8rpMzWEDVak9nNnamAniJq0CD1QSNvc9j0ovEWQWttc+/GQ5ugstpkWPZBtykfp2O89957ceedd+LBBx/E8OHDcdxxx+GLr75GRT/ZX/rS88/AaeOPxFmX34qDjjsLtbW1uOKKK2zrS5bXX38dpaWlGDNmDCZMmIBLLrkEfr8/YZ76cePG4fPPP8e3336LAw44AAcffDD+/e9/o3///gDkFbkvv/wSY8aMwYUXXoihQ4fi7LPPxqZNm1BaKqfLOuuss3DnnXfi5ptvxogRI7Bp0yZcfvnl7f5NdrAsi48//hjBYBAHHnggLr74YoMPPQD4fD7MnTsX/fr1w2mnnYbhR/wDk2+8B03BADz+XLz+wef48vuf8MbT98HhcCAnJwdvvvkmXnrpJXz11VcZa3siSGFNNDkHZ6uALkqi5bsIAKxijSAFdQHRKke3JRkaV1WNtIPQBPck+nOzD3pLtIU8XBPQDWk9EgQlAYwa9BAf0r6r9ZnR0r8RAyTDMODcyuTN5IdePPlMlN1+G7jcXLz+9+t45a9XMG3hNADGWAYA0JjLIKrE6iO7s9zDD8fv+xwR0xYxFEbBz3MwpH4LdrZYD5pCczPq330XfG2tYXvOoYdqg68oMJAkCbd//Cd+3VRvmWbNwRIdb5aaJ24J7cRreX4EyawjCuao7FLUZmJkpUFvQ5A4zpViDJeU0q3J7SE16E6OgY9q0CmUNpGSBp2cg2ZpX0jpYCRJs6wwa9DHDRiHfYr3wRX76DJFSibuYgQDqiQc9peoPW/muUNSTTSNeYwh7Vlyz7EgChCTEdCV+QLpg94qBuF16JawdgoUmmYtHhYrJqy2qBcroEdNN1bkGMTc7HgCeiKBm9HzoLNgwSQx6b7mwv/DP684Vz8Fw+Daa6/FtddeqxfiQ0CNbI7hdrvw6r/vxqv/vlsxcZeDxz344INa8ZkzZyY8r5ny8nJ8+aWe03vr1q2oqakxmK7b+fSOGzcO48aNs63b7/fj6aefxtNPP21b5rbbbsNtt91m2Pbwww8n1Xbz77Xyd//kk08M34cOHYp58+YZtpl/X1lZGV577TX5y/bfUceyqHQ4UA3ggjNOxAVnnCin6lM48MADEYl0rhBM+jWbydogcSKPqE1PpQrozj59EN22DVBiCzhKS8FXVyNnzGFonTvP+uBM5UFXrqOHiDif36J/VjXoIiNfc/MApZq4MwwDBrJG2LyYYoU5p72qQbcV0JlYAR0AWDcHIShqudD1huvf5201XtNgNDZgm6QWF7VOFwDQahGJP7B4MfxffIGnAXx7+kGW7a26+x40ff456t9/39jenBwwHg+kYFDWoEsSvllebVkHw7Jw2EQOzyZOX/ZvBHoUosbB4SZTv0NGZZeivH3+cSk2invqPuhIWUC3swCLh4vT+0kHkXKvlWrQKZSUUPvzeAK65oMet6Y0+aDbToxT7Yc7ISPHLuqDzpM+6AQ+pw9vHv+mYZsWxT1JDfojr8oyVE0+h1V95YC2Zt/2REjtyOCkEhJCslV0AniHPBaR1sKbShgc3e9o/LDlB7RGW61N3FkWTDuDxO2CGnQZVtWgE32EGKNtkXcyTqcirKNNL6Mm2LGMwQc9qZqy5N3//vvv8dlnn2HDhg1YsGABzj77bAwYMABjxozp7KZlDS1s9r9OqvBnRbYK6HE16IrPdNmdd6Bo0iT0e3kGAGDA22+h+Prr0fvRR9Hr0UeNx/jaF7gjEbyiQfcTY4hAtJ8lBPSmcGzgLVKg1iZSSQjopJl5RIxo0eFtTdzZWBN3APp8x+SDzhDPN7mazIu89Sq4uctUvoctfkp4zRr9C9HHMk59ZaZJsTwJ/73CcKyrf3+wSjAWSWAgksfH+NDJGnTdxD1LOlgTAWXAX+hVnwV9kUOK6O+pFA5p2gTzZEC19iLLpzp+CaIYV0B/7zAWa01xLyUhgVDNsnozTAvmAOB3O5GjCOhBqkGnUFJCHcfjmbjrGnSDCj0zDWpL5ppkj8myrDjdAknSPKwdkBKuo6Ri4i4Sqcv6B2TlSisRUDtZRJOALpGmILZB4ow/pDHcmJSALiqLxxzD4dZJHF4/isWcvRicuduZcVPhuvr3b3fWpuyXKNqFhQZd2xWrQTd3T+pE2tGjh7YvfuTn+MF6AN0HnWGYrOlb5s2bh9zcXNs/AIhGo7jtttuwxx57YMKECSguLsacOXNioqF3BvHabtaCZ5LsSeZnTzwNeraauAuSYBDQ/+6rf44qgcfcgwej9NZbkHOgnN7O2bs3el46BVx+PvJPOtFQX8n5xwPI3MK3mhZuHyI2o5MHJiwQMWi7hIFKpFBOBJbuWBpzPClQpyKgk/cvKkR1DbrNoowWxV00CkFqv7RlrjH1IWkNQqaOa4m0xPjRA0R/KhoHSCsBnewMHYoPesM6n9G/2sZ6yT10qOw7D9nEXYhjxs1ATzHUFRCIMaVhgxdNP/9t8CkXQ7qAbh5QxGAAO/7zH6P/forPfJgXwJjVKASfHsxg9r6m68kLqH/3vZiyXH6+0jARdb/Zp8jL9zq1lHvUxJ1CSY3kNOhy/90xc5a2+KCnUn2WTKS7EX945DlIT8H6CQmvXYsdzz0HsbU1KRN3oaUF1Y88isNv+1TbFogGcPo8Eb8+fKtmBSZJEupefx1brrgSLXHm7mQcFkAe91OlZt1ynPNj4jdAUDToLMNifTmDzw9iIbEMeuX0MqTCNeMeOjTlNpnp3ibugPbyqtPJPMX8zhg6TjEFNB2quTUwaiAKKWZWHxbCcLLOuEHfSC2BKuAzZHqI9tJOQWPkyJFYunRp3DKJzNQ7k3htN6SjyzBSFxgn7LSpQBYL6KJRQG/I1V1Pvt35E5iGdRhUMChuHTmHj0Hrj3ORd8IJ+muXIQldEHlAknDOt/q2oduBodtFnPMj0SYb9yfSt0ntVxKlhJMkKUaDntDEXfVBl0wDq7p4KZoeaBsN+jH/PQb3HHoPAEDkcyCGy+DIWae9DzEadIsXRWzVV9FdoSiiYFG5pMCy3WY8e+yhBQYUIixgM6lQm+DkCL16lpsnyvMOCdGmKCoXFQKLPkDFYWdr+6VwWJ/cmNxnWuf9hMiGDcYKU/y9oagQ+xwQ8Bywudi4n6+pQdW0aTFlHb17QQgEgGgUNfMCyB3vgNti8CrwOTUTdxokjkJJDdUfNq6ArnTGBg16CumpkiJRkLi4pBAkTi/QhvMkYlcMEifhB588BzmhpRVW92L9iScBAMSmJjimnAogfiDbmkceRcP774MM33vYcgn7rZcA/IXAyUuQM2oUWufORfUDsjtuy/ffY/jKFZb1mU3cJSHec2D9HLLX3YN+ScQ9LamVtf6kjMcxHHp6e2oa9KgQhb+iwjDeuocOSVx5Arq/gK7QkxdQHuWRp/xi3cBRv2nmSbAmoJMaF6JMIBrAhsYNyHHmYED+AOJIuwdED/bEgu2gFBeJ8Xq9tmnQugLZ0vauoEG3EtD7+fthc/PmrE2zJkoioqSAnqML6CEX8Hft3wkF9N6PPYamr79G3jHHoOk1xeQ9gxr0/NTjnmhYadBjzNBNmM3LREnUTMfsFmXsNOh2MERwNTJoXUgI4baf5PgQYrAfwCim1SYfdIZhEBVERC0EdIFI2egORyE5k5vU9X7qKbgHVsBVMQCRdesQaXTA0SeRBr0LrKQp8OpEOqgLqmJAf7hkDbr1exvdvj12Y4qdVJgXbM0AeRYAw2BLz+ReJEePnohu2gxR0fjzQRZWT2a+lxTQs2WUpFC6BuqCa3wTd31APbl3Od7ZXmUQntJL1+lvKbLSsdohPzt7hOPPCYPL/oSTPQNAfBP31vnzY7btvZWFmuhPaJbT/QaSzDglhtqvQXdW7kypPPnO9PT2BMdymkVqRIig/+uvoeqBB9D81dcA0qNB7zq2fm2B0FJzkJBDiuNJmLiTZdU5JdsSQLSqSjbFCNUBAITWVkS3b9fy/cZAaOINGvSkninauWU9arRky1XfDm5LAqxM3PfsuSeA5FJ5dQZmE/emHEJQZJIz/+b8fhSecQa4goJ2+wUlQhAE9Ktp+40nNd5atokE2gxzmjMAWo57Ow16Ih/0GAizdrNQr5q3SaILkBStv9rHEk1vDfMQLKyNSA26M5zcc8gVFSFv3LEAAM9QORhm9e/5EAV7H/TQTgH9Zz4NPqi2IcteUBMCA0CSDGMLea3q337bNgii2QwQSD1IXDgq2mrQ1Xcy5GYQLEo8vXf0MLpMiDxrqRUbNagHfNTEnUJpE0lp0IlFyg0uJ77IzYGtYqnNJNKgxxmHLY+xaA9D1EODxKWFbc3bAAA5oogCUYxrAcFwHLj1WzDlKwE5jbHCfMOHH2LbDTfIAXxNcETfLkWjCPz2G2pnvGwos/Gss7Hp/AtiAsNK4fb7oKcKqUEvz5EDr2gCuhiBo7gYPS6arJXx7LZbu84HdHcBXUUVoIj7xhg05/L/5mm+Gm2ZYVndVL6xFfzOnRCbmrSJba86CXxdHfhmZUIU088RAX6Uz3IeSip8dyfI217NcSlr1BMJYenAfI69e+6N0b1HA7D2o8kGBEkwaNDDbuN7Q6YXS4oMxweLSjxKGtt+POkzzmm+gvGfJiv3hB+3yvb0PofP8hi7KO62CxjEpM5Ooy+JLm2hShMGtSjuQEuYhxjPHQiAKxyFlIS/COPW9a/efffRPod3yPX3yHGhKMe4ILXl8yB6/PAlds73J6w/G9CuMiGgb61Zq30OLPxZ++wbdXDiClPsY8K8YHsvyHeytTg3YV1cjyLDdz5kfA6+uvYwPHTaXjh5n15wKblnI3xXsEuiULIHLc0alzjNmkpml8G67jyXB/BwUQHmeL0Jy3YXtrXIwnSfKJ/4zjkcCF93J8YulXDxfxsxf5tRU155+x1o+jJxWmEpEsWmc8+L2R784w8ElixB1dS7DNvNGnSpDRr0VCEF9CGFsvm6OUics3cvrYyzT5/2n7PdNWQ1su+4M1wHCBEEEihmYjTo2sJL7GWSeD5Gi2SXXkYiBHR1op26Fq97rdJ1R8i7v5Pj0MiySOW+BRTT1UwG3iMFq2mjpuGN49+AzykLcFnrg27SoJMDPgNr7XFcVL/uDL1TgsiDa8eMx6BBV/N7J7ASUBcpSP91lVyXtfBkq0G3gYzibmsWH0+DzjBoDQuWGnRDuyIizD+3xyWXxLbHpb8nOYcdpjchKp9wz975KPAa3yVeSXcXqe0a3l2CEvuEvEVv/PKiZdnCc85JXGGqAno09l6o8AkE9IIzz4R7iO6H5+jR03i8SUAfXp6Hsw/sB4Zh4FYE9DAV0CmUlFAXXB2MfR/Hmqb+lrPRdigM6kJ1uKakJ/5V3APbGZuxIu4cOAUfdCZzK+5fuxm8mZ+Hq8uK45TqXnPzHUHZMbtUC8oaR4POspB21AIAdt8CXPbdZdq+VNJt2rlpGcoQQWLNGvSkvPTaG1GdmLcMLZTN181B4hxFRRjw/nsY+MXnhvlSW+kas5R2wvEBFGz6CjWu0wEUwBcKQXRIEJVowcFQECznBB8VDKnWIgIDRhQhRiOIiCIE4oETolFEhShEQURYVKMySxB5CZBEQCDrESCKIoRoFDzPQ+RF8BEefJRHOMFDzPMSBF4CIlHALvdfNAzwEqCmRNA6MtH+GEpcomIUrdFW5LnybAMASpIkC1CSBPASBEaESHRmAQHwilLCeyBJEgKBAGpqalBQUACOs8kplgZIQe+0IaeBYRhtIE/WF7mjEUQBAqv7nZvvh5pOLGnUjjqDPuiq3y5XVAShri6l49uSZk0NCOfm3DHXI8dhbX6sCejm+25rkUgI6LYadA8YqAK6ulFfoGyNJNagO6J8zL3xHXwQal96ybCNdekadIZh0NSnL/K2btEESicXu0DGugCDoUgWmieS91q1bZAIQTXa2gIrWLcbnj32QGj5cvvKU43iHuVtTdyjxOyhpTj2GcsZdTC8++6Lytvk+ASOnj0MkyQhzNk2yKUJ6NnZJ1Eo2UpbNOhyLMr09YVP/fYUfsiRF/5nS1VYnORxvMjjmu+vgaelBo+j83XvDYa4K91eowmAmEtIEho2eNG6Yhly8Rmav/8B/mPGovkbIvqtI3auKkqinEY6aq0RXVMODKk0bjNryK2QolEwHIcdzz6Hhg8+MO5LJkgc2cZA6kGCSB/0/nn9AcAQJE7Fu/feKddtR/cW0InJQNmatwEANf3HA0EOIudATWsNAIDzMWBYDjUtNeCJmyk1y8KXQ5IQbqgDR0ySuGgUO9ECQeQhKamM2RYnOCYIcC6A0EbyETckXgDH86hDKyJCBLyHRzgaREN9fOGCdSh5aD0RwGOTL1CIAs07lAk0A03dwrmAdpja7srUheoQ4kPgWA5uzo1cZ64h6EpYCKMuWIc8dx5yHD6gcQeqHA5DVxASRTSJEtBqn3ucpKCgAGVlZWn+JUbU1fWr97ta084mG4issxAl0eBLzIDB9kKgVz2wcDiL0SmbuGdWQBdEXgswybjt09rV2lhZkybuqQroVjEGclzWAroWJC5pH3RCuLJZzJF4PxiXHHxFi+JONL01zENIsLLsMEUO53r2hKNnrAaDcRl/q5oHXFIWR1UtLIkzl0W4Lru1suq9BBQNuqQvJgOA10bZwDidYBzxh/RU3WhCfBwNOgsc2vtQzN82H5tG9sYeHy8z7Gdz/WB9unsFV9QDxVdfheoHHwIARFvtFyLd1MSdQmkTSWnQTQJ6NM1xWXYG9ABcQUZCI8sgPyZGk/GcgijgxWUvYt42OaZGI8vKPtAadn1X5nzQvUSbd3AcoVUmm5V9i7ztIaIImy5JkjOHoBpNf9wCAGj++mtDWYZzgCnIh9SgCBqSBEEUwHL2AvrGUgZDKlO/ZlI0ConjsPPZZ2P2pRokLlyfvNJk2z5DMBzGdybPnQdAD8CbKevT7i2gA1BfXgYSyte8hZL1HyE68UtECvri+i+uBwC8M/YF5PjLcf/H/0QNdH/Mf7/JAoEI+kz/D3574zkUr9NvavENN+AB8R1Ea2pw19vyS9tz/HDksz8CRUOAujVa2a3L90Z4YxXK7roLTwffxoaGDbjrkLvwy+o5GPvA7Litz+sfRPGezcCBU4DhU6wL1W0Avv4n4M6XhY9Qg9LI3YGzXk/1glEAXPvxtYbv5ww/B+cM001Iz//yfDSG5U7ps1M+hvifM3Et4X8CABc2NGJCMApcsSDh+ZxOZ0Y15yqqMEauBmp+zkkEW+sMBEkASzSNYRj860IOPZuALcUMcncsxfN/PI9Je0yyDYhGkum0qbzIa+1lXfYC+g0X6/egyFOkBZ1sjwbdKud5rtPaxN02zZqNhM4ko0EXcuFQnmOzBp1hGLSEeIOViRUOXjDMeSo+/NDSho30QQcA1ikPZ6pw7+SYmMmTISio1PkaGivImArqQs8yPgjVg9sTsZncOByAM3ZIXz90fxS2rEHh9uaUJ5OROBp0jycHI0tHYv62+Wgsy8WA997FxrP0FHBcnh/g9PY4evZAziGjIEkSah56GOEGh217NB90QdQtlSgUSkLaokEPqGmE04TbtFB8cVkpPtheFfeY6X9MxwvLXtC+13FmAd2CDPcLAaL67Q4bAb2bEVUX+5MYKxgHB4bltCfHE5HnBk44Y9J+qqzsy+DAKbfD1xLFL688glErk3vuJJ6HGLRWaEo8GSTOvDM2SFxjszG/Wnj/A3GXdz+EORfc5R9iU/9q9NsBOARg9CGnYyyMArrfKWtX4uVBTwfdTkDf+XcOGpo86HtYnSnXuQwnBME5WDi8PlRGZDsLh5OBx+PB1sh21BLhMrgtgBTh4cnJgVC/E2xltbbP2dqCrcxWnPb9DrDKapCrqQQexxbA5wdatmhl2aoSsJWVcHMcKsOVqIxUwuV2IYgA2EqTrYcJR04rPC2NgNAKeGyEDwcjn09olTusgOwTAn8P+2Mocenh74G/av/SvtdEauAhruWW0BYtjZXH48GWUCUqI8bnrT7cCE9rMKvugar5JK0BWEWjmSgQWWfBi7HBSoJuBlsUpeqv1b/i1+pfwTEcLtn7Enyx/guU5ZRhROkImxozGPUVQFTUTdyZOPEEgh79V6nCOWDSoCtGdQ3hBjzz+zM4edDJmnkVSVwNujOBBj1ZE3dC8x0r1MuIvB9RnoET+jiprS0wQGVjCAIbfyHKEeXl8PwAXL2L4SwtgdASa9Zt1qCzqvZY0Xq4LDToSEYh08mQArqaB/1tvglXKdtO/dm64bIGPfZ52+rribzIuja2RbLVoDvcXoP1jdsUtZb1+8ESiyhcYREYlkXBqaei5qGHEQ04IARCsHoa3IrppCQBUUGCy0EFdAolGTQNepw0a6ypk2+1Sj3ZjvHRPA6ttLIkMwnXpHAOAPUsBxAKM9v2ZNAHvYVo4kanE/tZph3L0oGkjUSV5ycZAR0sB/D6PfKFZWVC5bRpiGzcZHmIBIDbfSgkzoXmd5JvV2DJElTf/4DlvlQ16KFgs+H7rHoOf/ST46V4S/Pg4GqwQTFmHau4apDWZ36XLKCTadYyQbdzqaj924/WSg+atyqTXJsVNo7ovHhlghpRXrQXK6vx5aZtkCLyg8fm5EAy+VqIoRAiQgR7biRM4lVzGPODrZjpMU4nwrzuK8ok8MWU60pcRINqGdJGviff8J3U4DSGGzXhHAAgSVjpip0Yf+jPyTqRVxWsSA26KgSKKQT16EgiQsSgQV82zDqv9/rG9VhVtwq3zrsVk76eZF9hptOsSXruaLMQqbJ4qPHdP3nQydpncmKlPnd3L7wbLy57EWd9fpZlfeqkzCq1jp0G3S5InO3lSSJInMT7ISlB4kTzvIlhsK0hCMbUPwqc8VrIJu7KIYo2nvX5YhY7zO4DrPoOahr0WB90cpCVJGRskaY9rG9cr31WTU9d1ushBhinCz2nyMH0/OOP06K6f9Vnfz0FZIrveCTK4w+X9fsm5HoNbhLm+8Pm5sJRUgLG4wHj88GhRHHnCgrAKpkY+LoGy7pJ94SIkJ39UjqpY1lsTOCeQKEkg6ZBj5NmzUwra53ysK2opr/toZ5LRjzJ3FheG6zFf3L1a/iLp/2/qSugaoOdyTwPDGNI++kLA9HGBjS8+x4CP/9secifAxg4WSc4hjMF/43PtuuuB19dbdjmKJa1NEn5oBMTGz5kitMT1RfFJdH43uQo4x8Z20cNvKv5oMfJAd8eup2AriIKjP1Mk2HAMAxY5QFUzUfDyo0cEOVR1qrcVJYFV1AAmDoLMRSCGAqhrEHfZpcHXVIC3TBOhyGYU1KCQvbNH3cJzP5b5ArZE78+EVN+pYUgVuNwYJY3uzp1VbDiCC1mtvugR8SIllEh/4B+aCy0FnpznbnY3Lw5cYUW+bnTiWzirph1m4Sbr0a5cdNFHBZdeai2beZxM3HLgbKPV19/X8NikCoAbWmWLXIMC0OmcwLWWhM1Sr8ZuzRrtibuZMAcG7WqxOdieJm8uKX5oBMXemt9AJzpOfv8sRMx6NtvUP7QgwCAIo7RU3sp/S7Dshj680IMnv2d5XkBwOuRnwu1aZYadIONe3YuaL66/FXtc1RJzemyGP+XVjAomjhR+844Hcg55BAMnvsjej/+OPq99BKGzJuLvz0lbU4tGBZENCs67ufHs/j0IP2ahfqV6O4xoqgtpqhwfj8YpxND5s3FkLk/GvzjtUfcZsx0EeNtOJqd/VI6Gd+3F07q2ws7AjsSF6ZQ4hBvsdaOYJoXra0suWIxnlM1G1apS9rlLzP9+JcbvjR8/8yfixfzZd/jX91urM1gtp3OREsZlsRYITQ2AITZvzcMRGtrbcvfeHMxGnMZeB2y9VU0mVusWcbFzjl6Xi3bldm5YdkRDRuDxPVprtG/iMZnt2+BLIyTcy/13VKfczJuTDrptgK6jm1IYs20ThB5SJKkadBdkgRBSQHDFclmeZJJQOeDrSitiWo+ggCIGb9Ja6MI6M/+9TxqQ/LD6+bcSYXh1+e28d6WWB+LxMdQ4mEWWsjvy3YsM5WWsMomGJiVZr0zsfRBV4T1TKUday9hIay9Z5zfbem6AshmR0n50bOa5JimFhoxBIkz3f/T9joHt5w7HWP6H6VtG1E6AnmuPCw4ZwE+PuVjQ/lkfW+1hRcmdsSzy0Kg3vekg8QR9ZDvQ4G7AOcMvgyhqpNR6vejoqc80dLkX83EncHW+iAcpoE2lO+Fq18/uAcNAmCtQQdkSyZHebn23ezj5stxG87n4mK1QuTjIX/Ovme+utWoJRAk0VKDXlUIsMqEEdDdKZwlJWBYFozDAUdxMSK8qOemT/GZD4SjcCjXLOQC1pfrD0dkQFmcOAYAo7j2cH4/uFyTFYfyDtql4mFZRo4hgO6vQa9kJASUucDq+tWd3BpKV0fV5sUzcTf3e62WKWHb3je2RYPew9vD8P2/frPll0V7yPExzeN5oacwZtszRQXY5uAwqVcpJvQpz8h5OxtVQHdJEpFr2prAQqOW/P43BAS+s46rxebnYZtDjqhd5CkCy7AJNeiszwfOL88nuIKCmP2qhaJh2me+HxY+6HzQKKD3DDXi3lP3xIYHj8ce5cZ0oB6H/Cy38rHKEVVQpybuGcCh3DheEgxO/m5JAh+SnxxHD7nTMJu4hwLN6NFsmvypqdXMk0JlhWle1UJtm8fhAZvAF1M+ODu1PN0ds4BOmrCU5cRGWrdbTS3PsjRBVj7oqsCbrWnWIkJEF3hZxlbgzHPlGVNUxWiGlToybOIeEsK2Pui5OYU4rM9h2K9kv5jj/C5/zMTG7reaUQWk+JMyIymn1yNN3AmhfuIeEzG21zmI1h+CHJcDDqVf0+4EYWHWEIjCQdyX7/bV7wWbI/vKi6Go1u8xJi04w7LwjpRjC/iPOtqwj1OvtXK+RD7o2TivEkQBW1u2GrZFIcHFGxsrAljTm4Fv330BjoOjuBhOYvEiBnPKuyRpCQlwKOOawAIbSxiEHUDICYT2HRo3wGTc9yyBBh3Q/dAbg1HwcYT0n9bsxI0f/IEb3l+KzbWpp8/pbH7j9N+WKU0MZdehLRr0P90uhG3Gy7bgNI1DJXziuluicpyRY/ofAwBY4XYpwes6B9V82cy6bqo5V1Hnui5BapP80frMC9Y7vF5t3lDgKVAE9Pj19/nPc9ociisqMuwrmzZNC8KbqgadD+vm6iLD4tl9/oE8jwMMw6BPvtG9VZ1TBaKxY0umfdC7tdOTJNpNEmTzd3X6JkqCITCPW5LQGpT3qgI6TOY24eYG5JrNDrXJhrUGnVwtcnGu1Hxh402siDzDhnLZOAPtIpg1QmSeQ7OALooCqi3yQQKAL8sio1v5oGd7FPeIEIFTbRrL2E78nZzT8BsiQsRGYM1smrXmaIutD7o62OxWtBveOeEdlPpK49aVtICuTK64ZBb9FNT73hhuxIw/Z2Bc/3Hom2c0sff08iC0Xe4bGQsf9DsOugOnDz0dc9fIlkFeFwenErnbbOLeEOLRHIrCQdyjF49j8Q/1tyopucRwVNegW/ye/q+9BqGxEQ7TgK2ZUMfJg25caY+N8t7ZVAWqlKCIjGbREpWEGA36JddyaPYxyDnkEJTN+QqtHA/W642pL6SYh2sjU8oCehicshbDc0BlDwaXXMNBYoA7e5WCU567VBf39LhO9n2Oy8ECYeC4J+dhRP9CvHPJwTGLLrwg4v9eXqR9n72iBr/deQw4q6BXWcrvDv2eNIQbOq8hlG5BUhp0Uz9Q43BgWes2HBCnTCqY+wPLNG6mTc0ROXDXVftdhVmbZoERJUQYBj7JWvGlVZKhIHF2fsUC8VuiAJxZaIXVHqKKstItJP+76nKBotg4rgZEtzz3yXfnw8k6wcJegz7gw//CPWgQWI9HG9dF0m/c4UDh2WehadYsAGYBPXkf9E39vXj+uEextDqES7xy+/oWFABE7G41UnuxNzbVqyqgUx/0FKlcXIA1d30DvtX+wnGqBl0UNP8ClyghvN2NysWyeQunCugmAUz65Btc8YVxcqGZ65k16BYCut/lt5x8msmy+eMug1n7SlpYkMKt1+FFfbgBPMPEBL8CgGzTSVv6oLPZ7YMeFsKapRXDMKgJ1FiW40U+RkC3JMOr8i3RFi2onTkVGCmw79lzTxT7Yjt9kmQFdPXeOViHYWIWT4uiPgMRMYKnfnsK//fV/ymNJNpLCjrEZ3WhZ7/S/cCxHIIR+fykBt1s4r6lLoimEG/QoINhtMFNEzBFSY/KaqEFZzguRjgHZB9sQB+srTToEjHpyMb1KNUHuZdLX8XnEeuD3uzT78W4b/+B8f872fK9aAzKB+o56VMbUJoiIW2xiVcuZ8jNIOxi4OJcbY9focaBiKtB1+/fr5vq8fXy2DRNLWFjP90YjGJrfdfSov/OUQGdkj7aokEHgGo+gYSVAmaBJZxgzA0LYc16pNhbjJFrRLz+uICWjZ2XAUe9jsNNkdvJHifR7+qKqHnQ3ckaVDAMVvVJfB0Etzw+F3nksZtl7QV0LjcXrOIipSo1xFaiXxcEw75Ux3IhLD9rgpNDXVQeZ/I8TuV/Y9Yb1dLw/N3PxxlDz8ALY3ULAdXKgpq4p4rEQGgJo/E3i8m88lKp01hBEtAUkX0j/KKILXN1XxhO9YNJImCFnb+4KqALytX2OrzyClISPuiwqdOmUJLbKVbM3TpXi6Acz8Sd/CxJEqoDss9oDwszzGwTea180NUo7qlq1zoK0sTdLFxfP+J67bMgCYaO0tZcNMNB4pojLVp7zXnQ46Vds4JNsovWgsQxDnx6yqfadrsI7mpZEjLVm4pBQLfIg67WEVAEdK+Lg0vRoIuaBl09XjmvSbui3jNSAywqgyaTVCRfpXpzmjWLYw2nzkL3oZAgWyt4WZfmghUR9awAVqjRZY/+4Gh8s/Ebw76lWxrAcC34M68RQBs06OEQHMo1E0xDoItzaYs8qVrf6EHiEmjQCb5ZXoWr3v4N2xp0TUpzKHYWqT6LXYWtRCCbhlBD5zWE0i1oiw86AOyM8bFt+wBpFtADLIunC/NNpfT+V9WeM2CQ48zBzf8V4eaB5gUFSbQnMzFl1N9QZjLPDxFjYojNPius9qIqo5LJHAIAjp490RJrvBVD1C2PFaqAzjGcbZA4cp6kxvEho8Wr11wzcU8xzZqgmLhLDg6b62TBP98rvy9eh/HHqBp0n9OHqaOm4pDeh2j7NBP3DOVB774Cuob1jZMA5ASVKO6ioHUQeaYJgxaFOZmIknY+6CYNep5LDuyTVJq1lCJUZt+Es6uwfOdyXDn7SpzyySkAYjVCpIk7KQSGhBCqWmXNTokQ26Nl21RRM4UmBfRsj+Iu6FHcYTJdzXHk4LgBxwGQrQNUAQeI02lqVWRmYG2OtuoClVkgT9H0Nll/efK+9svrp223y4EOxDGHJ89pkM/1/kpNyafWEVRSUvosTdyV/5VjnSZhTn2fGJdLi9gqRBQf9KQj+YKI9qqkWXOwkEQJQoSBEGUgCTD4oIs8gye/W5V8/R2Aei3crENLc9Mq8cZgpATmifCNP95o+H7TB3/A1WMueFYd61IU0CNBLUic2V/QwTj0TAAWQeJI/tzxJ5bWLNU3JCGgu00C+hfLKvH5sko88MUKbZtqIVDsd6NvkTyx6moCOtlL1YfrO60dlO6BOldJVoPuU97BHdFYDXpbo7ur49HJzS3whSRAkvBSgVlA11H7vYKoEyA01ownwbucQQ22lq7ONJ+vJ8bNULfUoCtjEJ/cWMH6/Zp1Vdx6XXKhAneBfFwcE3eDIsOhfLaIY2CpQU8iSJwQlueJAeL2+RUNullAt4tFANAgcRmCwY4nnsDjzwD7rhPBSwKawrIGPU8UDZELNRPVJCaKUUFQ5n+EGaUEbRKiPoxqkvsoEi9R6YHhk/BBj9mesHqKgjl6rjrAnDn0TABGYc+sma1WTEuLrDToWdZ/q5ouUjjLdh90Moq7WWB1cS5twYsXeUMsCXJRxYC6MNYBPuhmDboUTq0jb4uJO8nggsG2x1hFfAdgb+JO+nCZYhkYNOisUYMumnzZzJHtw6L+Pml+6IoGPamFUbVedVBXrr2bY1G9QMTqj8qx+sNyrP+6xFB+/Vcl+N+ySs1POxvQ0nCyDqiuyQ1SRHOZMPPlemMqIK9DT6kniBKaQjwYrpWwZkhVQNcDHgqmR3FE6Qj7voO4b7zI49wvz8X5X52vLYTrViz27eFtFhN2tujPi6pB93sc8CkuDsEuJKCLkgieeMXUeQiF0laSChgqSTijqRkDI1Fc2Cg/cztMJu6PbJ2FAwf0xVKbDDVx26DMnwZVSZj5bwGXfWnRgZHjicjjhMUiXngsgFX76gFUmTziXbbrKzK04K7OHxwAbqzVF87I/Owhxir6fdcmqrpIJBs71p8bMzZYoQroqtKAZeOkWSNScsbTOzJtDBInKibuLcStU03cPQ7drcLv9BsUHmY0H3S7uWY72UUFdKD2pRkAgInfiRAk3mDiblAgqZNJZ+KJ4jst63BtSU9DR0LOW9RVJk2gSEZjmcq73w1X8zoKr1NfNRNEQRtg1NU0g4m76WV8aulzAOTggmaELLNqMJsmA7oQKCI7BfSISJi4m9xCThh4giHVE6lBtzNx14T8DI2rBh/0GAE9ZHGEPbZCtAlzkLjpY6fj8D6H485Rd9rXbaNBN3QjpIBOCF3mbACtilBkpUFXtbaSUvGs/Y7B+jLglWPke0muPqtm7kJENXFPRUBXfdCh1Cui/i/9JkeaYyesjCRmlUCnPrMuxqEFH2qKo0H/ceuPhu9OXp9MbNgpmwRyzoBuBZqiBj3I6ybupJbk6H5HI9eVq6fqM7ktkDnPyftb2SpH30nGxL2q0fpd6d9DX4RoDsl9cZ7HCa9LsebIogWXRJg1L5kKNkTZdUhWgz61th6fbKtE36g8dtTxxtgNb+xcDAB4urAg9TYoz/HQJXIbjloWv9+JilFMnG3RF+Qmepc7RoN+QVOztp3Mz97VfNCjYjShIiaaook7l+uPcX+yIuSTC/mURWSO4eJo0PV5k1DfELO/36uvKOVUDXpqQeLEiDzOisrxg0tytfHDy+mywMiykXEXujJt4t6to7jbQtwoFy+vYqsCep4gGm42q2jQGU6/VE1eII8IKKiVFYE5OT6ggRTQiVVC1cTdLQvo0QRmgYC9X7upVIrbKWZ8hOapJdqiC+iK4G4wcTe9jGp+RLMpFCAHeMomrKJ9awJ6nMlyZxIRdA0iqVA+edDJsh8sowsJEUm/N/Ym7ukfVCVJ0gR/0gedHGgAQAylJqCnmgddnZSN7j0ao3uPjnuM2Qfd8vw2GnRzLAPdxN0BJ2edZk19E4RCN269UD83uZCiCuhiVDVxt19D/m7Td9jYtBGT95wMhmFiorjXNCdOWcUACEQFxGa87RxIE3fVB71ZjNoK6I3hRsP3utYwHv1mJcbtUYbV1bJGzOcJ61HcUxTQAxE9ijs5CVP7Szv3GFJAJ4VOTUOsLRjY9zmFPhcCkdiB1ufS625QTNz9Hgd4xVIjEElfuqhMY+6jqIBOaS/JpdyU3xUGgFfpZ4I2adbaYgWozjNcceUWIhq6zXMvSfEEL1M9afYF14LtSRIYyAGkIyyDOkJJEOxCPugRIYJxH45DsbcY75/0fpxyysJEkibu4FgkUzToMWrQGTDgbR5RdbEdAKSI8SHq/8br8B0g5xuwzIOeBJKiQY8o9/Kmcbtp+0gNek+vMSe6GRokrp0kunEuXn4RVQH94J9NeXdVDRgRxb3Ob6xD7cA0M0TyhSXOr05wUtKgp0TXWs3LVpoiTdogZ6VBt3sZnRadlJBlK6xWQeI0ATdLfdDJKO6khK76MqlCqSAJWsAsIHEU93SNq/O3zceh7x6Kbzd+C8Dog86YzANZn71PuBVJB4mzSJ+XiKR80AkBXfVBlyRJe1ZYhoUgSli4Xk6zVuhzaUHitLmVdp3lDV6PUXAO87Em7poG3SZ9IQBcP+d6PPXbU/i58melrDGKe5EvsQ8mA0lbXMgGVBcNF+PQ+pNmiSe9rgyYBXSGEfDcD+tw8rPzce/nfwMAnK5gTMq7ZBBECc3hEOGDru9T+0V1kSeeBp3sO9X2ags/cQT0G8cNxf79CvB/BxtNDGcu2Iir3v4Noijh5v8uAyCn1POpGvQssohIhLmPMgcnpVBSJVUfdNXyL2KjMOLbMK/UgpZGkjvWzkQ4YXfVIT7o8neXMpDN8+ka1q6kQV9TvwY7gzuxom5F3HFAXTR08sn9NikcgZBEbJ2ARy6jCugcy9n6rpPjhxQ0LtIyLhe2tWzDzXNvxtqWjXIZchUpCR90URH6w8p8qShHn6eRAnq8ILuAHkCOBolrI6LlYG3UoAuioE0chv1i7NRUAZ3UoO/INz6Mnx8kf+csnnk1XRDPAqLyEKsCejwNuu+A/eUPWRhpuDtCDhBNkaa4Ju7qyzgof5ChDqt8mNk2VTSbJgN6mjUpy7T9KsYo7sAFu1+AYm8xLtzzQgC6oGn2QU+cZi09v/ey7y5Dc6QZ//zxnwDkwIF2edALzzozpbo7Ig96DAaleWwUd3Ihx8E68NTsNfhrm7zAWZrn1v2STZdZ7cr26GPsY8l3i/EZNehIIor7mvo18rHKqjsHBhcdWoGzD7T3HdPOJwHBSPZYjqjPrIcIEtccx8S9wSSgg9HvjRpATUBLjLtBMlQ2BhGVIpY+6Gq/aBtgkgjyQwqdtaFaY7k47ZmwXx98dMWh2KdPQcy+z5dVGiwkVlY2aSaKXSlIHDVxp6QTSZKS1KDrqAJ6WLR+b5Z53Hg532+5zw5tPIr3OJP5xO006Mn4FmdISNai4SsDmEu5TqTShQwS18owaEoxCGxHwlhYwFmh9kmOJIdFKRJJysS9xS1fP59Tt75q8VhfL9K1TfUX1/a53bh17q34asNXuHLudXIbUvRBhyagy+NXoc9aQI8XZBfQNejUB72NiNH4T5krKj+s1a3VlvvVKO4sEQCshghGueHUEWhVV4ZCwG5bJEiE2l5UlohCxDxdTTNgtVre+6mnMHzlCuSPPwZAikHiGAaRZiDU4Eh8TCdzy9xbcMOcG7ImtVdU0l+w5kizJsh6OPllJV9A9fPV+19tqMMpSchj5edlYEQuk+QiZIcRL82aIApYXLkY9yy8B61Rc8qVzoOM4s5wLG464CbMPmO2Zn5EWgCoKe+AeGnWlP8z8OiJkoiIGCV80PU86AVnnaVpiJPFSkC/7ofrYjSWVrEFEpHsBE5F1WaTPmwcw+Hp2Wu072V5Hm2RIFaDDhT6nBi/T4GhXrIfZL0mDXoSPuhfbPhCaZ/8exiJwdSTdocnibghLMSsMokmfdDViWGzFLUNEtdozpvNxE68ImLIUoPOCyK+/qsSC9bttKx7U20AYHhLH/Tde+wOALZp1sj7Rk6+tVR+apzGJGwTc9zWz+n6HXpQq2vHDtE16F3IB93cR1ENOqU9kM+Pqt2zhOgH3GJ8DToAPFlUiE9yk7f+Ut95LlkNuo2Abli/s5wrJmMC3zbMUdytXBhVAV0AcPCAvji0f19kRpfafsi5RDyTbDVInCPJrkgKh5OK4t7kUuLUqO5RYNFIPFKuAQOsDxRM1lkuFzY1bQIAzUReEpk47sCxPuiq2XzQQoNO+qAnFNA5auLeLqQE2hFOkie321u3w2HhSKFqwJyt+kDakKvf6PIe/TXNwqiVEu59U0DjSr0eUZHQwkRfWeiRPR6tOiXN5zKZHOkWrPvAjQ1fl4APZ++tbQw34ssNX2LWplmxGpVOwqBBD+sadHW1z8rE3e/0a4stgNyBf1FxDt6tqsWBiq+xmGVuB3F90CURk7+djA9Wf4AX/nihU9pnBRnFXe1kydVg9bdsa9mmmTsD8cyOMndPtJze6phARixvw+q6lYA+e/Ns/Fbzm2GbZlKYgtBtp0E3as0NOwznAmI19iV5HlsNusvBYfY/j8DOoCwQFroLY+qLMXFPQkD/u/ZvbGvZFhMkLikkKasEOjKKu2biLtqbuJNBEQFYCui8FNV90JVZzMz5GzD49q9w2Zu/4dyXFsVo1ldXN+O8GYsAhjf4oN9zyD24ceSNGF8xHoC9e4x76FDtM9l31ofkaMjaM5aERl/VjJtZqwjoPheHM0f2hdfZ9U3cqQa9a7C+YT1W1K5IXLCDIZ+fZBdrVc1wOEFMpDuLeyTdDrVPZ00Cut0ZkvNB71h0H3T5e4PFnFwV0ElN+o44blmdCZOEz7+8TzFxT7IbdQ0YYBvsjWSnbDhsiOJOCuiSRRo1KxiXW3PfMCwMpLI+oyrQOAccLIN8rz5PS0mDTvOgtw9LE3eTSYwgCahsqUSuRfwm1YfUSaR2CRFz7p4FvWOCaDSt02eIUooCOpQJr5ZzOIUgcZpZKAA+mL3pH0g/4WxJ7UUKCS3Rlrg+6JqWi3Oh1FeqbXdKQAHnwR4RXgvwlG1p1qw0rZoWjAiYsKV5S8c2LA5kFHfGQshVf8vK2pWG7XZmR7HvVvpQnw0rE3cmSXN1ErsgcW7ObfiuatRT8UE3C//aAG4hlMsHxJoznzF9kaGO0jy3/jyZBPQ9++SjKMeFHYEdAICynDIAxnfP1bePfGw0vg+6ud/YEdih+6ATXX6iOSqD7BLoNAGdSc7E3QxjIaADRE56RSCe9r+/DfvNAfWe/X6tXJ/Ea5OEoweOw4QhEzBxj4nac2kW0Ae8+w7yTzkZ5ffdp9VF3l9NY5xCVPkcl/VNXFcjC+h9Cr1gGAZepVwgIqA5FM0a66x4mOcAVEDPfiRJwimfnoIzPz/TEAOiKdKELU2dO26Sz09cDTqBbuKePusNdf7EmEyPI4bxjBAYhailFnabYcHZ4n1mGL2eNL/umgZdqThMCOjHtsgWhiElSBw5GmXZlM8Sq36mqrUKN8y5ATXKArpTiH9B+7/9FvJPORml/7o1bpq1vBNPRNFFF2FNH7mQqvTiGA5hF2F239xsebwZxuXUnu0o8XhICSfbRDydkKJBdzgxvDwPHDGvJAV0ta120CBx7SRcE0DzVk9ca++mSDOao83wWVjEqnmMfUH9FQwT5uq5uYUxDyfZp6gadNLE3UpzpKJr0OXjWqs8iDQnmWqJiKXAOrJ3ckKaT9uaIXcwZgHc7INOvoBaEA3OidIcUkBX0klJEnqt51DcILUpwEom0QQ5QvOpCmak0JNs9PCOICyEdRNfi3apv6UmWBNznCWZGc8B6EG+OEXwMORBb4NVjJ3AbRZQNX+5FDToDMMYhPRE91zdT5rX/7VNH1SHlfnh9zi1BROzibv6nO0IygJ6eU65oe2AUfMKwNYH3dx3CpJABInTtydyyWeRvRp03cSdtzVx15CU65RIQLcZCLfUG1MsqWblTiIrwh2H3hVznPq8qf2jd9990evhh+Es1XPOG1JUqp/VZyOJzBE+Gw36uh3yOKLmr1XLzV+7E3tN+xaPfbsqYd2dDTVx73rwhKaZdKk64aMTcPzHx2N7y/bOaBYA4/OTrAbdo2nQE/eDyS4fWc5tJQlrXdaLBlExiohFc5sYDlUppNpMJ1EhiqImCX3+csTMwbXI98r4yRNjZ7KLqR0NOWewuj+PLnkUszbN0r57LBZPS++8Q/vs239/9Hr4YTiKi+P6oPd6+CGU3nwTWpU0fmQUd0P7GhtjjrWCdRMadOK82s+zDRJH1KEI6GHOiRH9Cw37VLdWIPE7ZOfilS66v4Be1YqtPxWhpZLUOBkfjJ2K2V2hpQZdPs4zUA8IFnSR+z0QzQI6sV8T0Il+SYvibjUYq5N4YuK87ovSpHzQSQEdEuIf04m0RHXfwUytPKUKOYl8b+V72ndSQFdfQlUz62bdKPOVacepK60t21wY+bUbz00XZA16Ft2HsKhoeC2iuJMkG5ysIwjzRBR3Cw26nRBrHyROc4BNQ+uMqBNup9pfE8El2xLMxk5oNq+Aa7EFUggSF3MuCw264fzKtV+6YylxlP6cvHTBSKWY4jKh7jK5J6gm7r1yewEw9oPuIUOMbbKZnJl/f0SIAFYm7okeY0nKqqBiWpo1QxT3qMHEfW157HEsFL85OwFd/V+UIEkSPE7jhdlqEtBVkz8HMSVnnbGTa7V/bIm24NJZl+I/S/8TU4a8v+rv003cE09s+hZZazHWKSbueUpb/R75/q+qlheNnvthXVqsIyRJwqamTRmZhJn7qFA0O8ZDij1WlllRMYoGJR7Esp3LOrhFxnYA8sJZ3AVXYuxTTdwjkpDQ6iSQ5BAWFaJgTAKegwfO61WGX5U5NTke8iJvaSbNiZIeKd2ubWkO+qoSFaO46nMRA3/yYMs83ZXRJUrIVX5bK8sAkBAl/ZvT2or0QVq+WT3DjRGjgOyy6DqdpaWxG4G4PujqGB6IymOMlgfdNFfxHXig5fHO3r2N9bnd2sKwyDLavERMIVAcG5Z/f4hzYb9+BYZ9pAY90Tw40xmQsmcWnmFCtS7bfY1KirUiC79t1US193U34NODGdx0EYeqQmK1zOOOEdAZCw162KkfU+ApAGBn4p6876WZbcTYnkUyYQytkezToJOTyHWN67TP6gSUl3ic/fnZShAw+UK7OJdBg64OdMEa/QEQskiDvrRmqWaS53fpUVlZC81uvI6pNliLl/98WRO0MokoiQgJIT1InMWkw05rnHDxJwPviOoTrEZAJU20rczzE2GXZs3826yi8ycDuYqtC+g2PujKgHr198bgiCqFSqAV3WXCVInyn6pB10zcCY0Ul09E4IR9P2he3IyKUV2DTvgtMlapNQhYSAhloQbdReZBJ0zc2fwcPPqP2GvCKQJ6QhN3SUJDIIqQKXjq9gbj6nSEl/cf2F9PM2POSADok5nGcCMWbF+A6X9MjylDTga151ZrT2Khl/QPJKlslNucpwjmZXmemDJ/bktOKxOPD1Z/gBM/PjEjcTnU66FaX7VEsmM8pNhjyDqhPMjbmrdp2/Jd+THHdBSaWXaSKdYA3cQdSOxLG4y7V4eXeHhNVbmULvvmkh7Y4DSOU1ExamkmzYoAF3egztz8ihd5DN+sLF406dfTL4rIURYWW1hVg04clz1TPgOGhVKL+0y6a7KSpC0Q5wwrQY9LL0X/N99A7lFHoeeVV6LvSy8ZjjXfO6teXR3b1DFDnWPeeT6H3MkT0ffFF9DzmqvR90VjP9vv1VdQdOGF6Hn1VSi79x6wHo9hnqOlZDP71GnEBonTTdzd2L+fUYNOzn1VH3M7yAxCmWCXEdBZpwhJAhrW+RBctc6w75U17wMACi3GRjUKc05hCd46ksOmUgbbiFgZQmNjbMfiIoLECboPellOGa7b/zot+rTVKpY2IY0RRBL7oL9PrCB9nZOT4JjOI9s16CSkILuibgXqQnVam12cCz08+sOgdmgM4V6Qs5PJmtWShZULAQAHlR+kCUeAtRAYT0C/Yc4NePK3J3Ht99emv5Em1E5dMxtLQoN+8qCTAcSZbGQwFcqZ/5PTqGkpSkgBsw1WCXb3wfy8aql1UojiDsSamcnbyC/EoBbnug0uyUWOYmKs3g/J3Icp35vC8oJoD6/87hgmvG6jbz2S1KBHhSgxUBOnTHDJGSm70nLpPuicpQ960cTjUe+PvQ9ORtUyG3/LxFFyqjkyGYjZ3xyI9cMP80qee+UdkiBZLpaoC5jxsEpRqedBT65v/Pb6MTh0sHWQKlWDXl4Q25aNO9ufjeLen+8FAPznj1jrgPaiXg91wk990LMfcs6iWlVsbt5sub+j0SxwTDFKYiGiuBPzk9mbZsfVogeTHDp5kcdeG431nLhYxDlzBPh2cji5Ty+sV1wBolVV8H8yFx6LR58TjUJKcKcTO/70I9zkQN2qHNTN34j6BVvkzEVpnmdFxajBx3lgpVy/XxRR1Cxh/BIRkSgLSBKiYRbjl4jwB6SsUsqQkEKkVT9DCugiw2iPCOvkUHL9dfCNHAmGZVF89VXIPWy04dgYE3eLS6AqL9RnU513rurDwH/1ZWA9HhRfcQVyx4wxHOfq1w+lt9yM4iuvROEZZwAAGlqJ5X/Fsqt2VU5S7sDRykqUbpQXbgWXF30KY8eN04achr2L98aB5dZafRV1vkUF9HbCOiS0VrlRuaQAGy+50bhTebHzwhaTVcKs74HRD+CcYeeAd+jlHCUlsYHAnISATqRZ++fIf2LyXpO1fbxV1EyWhSiJ+KlmSbI/TYewUpxekI8tTHYEYDOT7T7oJKSADsjaY7Wsi3MZojyqE2qWSCA59v1YrU5nsTMga7z3Ld7XsN1KCKxsqcT0pdPxW/VvMfvUCOIdYcqn+nTrGvTYtpKmUsf0P0a7J3bPVjrd64O8UaegmZorggdDmri3wQfdTkA3TwLbkgcdgGEg5SVenpxZx/EBbFwJKnrm4JMrD40JHCaZLYvUiLfKQO13+rW2q5NCs4DOOJLzQY+IEU2AJJWyie41Awlb6gLxC3Ugug+6E+rI00QI6C6nC7sxVyJUearhOBejaNC5CPYZUoPvbhiDly4YiZuOGwhAXywRBBFNIbn/GtDDhylj5P0RwThWhBUNOqu4xJitxFRIc0A7DBNDdVE6BR90ABha6sejp+9juW94uewy1is/ti0batsnoJPCivq8phP1Pc5R+gtB4nH/F3/jlOfmozlEhfVshFz4VecCNQE9/klMZoUOROs/EgroOg4AnPKc3zLvFszbNs+2bLICelSM4p8fG9/tfyyQMGGhhEu+lsfIU+bfCEEUsOnc81A+48sYjTugZFkivm/+sQd2Lvdj/ZclqP49H9Uf/omqj1dgw9clsQe3k6gYRZQY8h6aKbfkH80t2ON/Xlz4nYi958vje/CnfFz4nYgbPxSQakrujiKRibv5mdHG0SQUGmYTd/NSiSAK2jigCejE3ObYD4/FY0se077/XvM7NjRusD3fjmb9twQVq7H61blY90VJQh/0zRdepH1mPLmWVpl3H3I33jr+rYSWKOp8i5q4txPWISHUYH2x1YjLjpDFZIG4dycNOgm3HXQbAOCWSRx+O29/5B55ZMzkRSIjCxJR3Iu9xYZyVqsuUiiEj9d8jA82fmHcLsSZyCgPYAExz2QlZK2ATmrQs0ZAt4n4bTYZrmqt0j67ObchyqOWJzMmNUh2aNBV02Lzc2gl1P32/+x9d7jcxPX2O9LW2+1rX/cOxgZMr6Em9NBLCi0kJISWkBAIBEJII5SQAEkIBPgRktACoYSO6R1MMcUYYxv3Xm4vW6X5/pBmNDMaabV799oXvpznAe/d1UpaaTRz3vOe8571s3HThzfh0tcu3STnFmRvrnZYf56UEKLiDgBNySaurBl0T70a9P6fn+iYSefEUtwFkbOKUtyjMuh2ZQy6mj1RpMUQFXf9+Y9uSqFO6FXtMej6Y7Kgixj8YsFKQ0mjDqxBV+5twS4APMVdf1ydEVA8/tEaFMLm101oXg26yZktG4DhArgHZq/C/EWTUOjcSfpe0vQChYtj12GLlnoctPUIFFyRN3Yv1nRmMGelwx40pONIuOMzp6T5sxR34o4zNdjCTOwZG2Q6Bt1LcY9+s0Y3pfHVGSOl97ZoqcPXdxkHABhW5wclTOm9UlvS5TmJU5qmhGxZmWWLzvpX43rDNi3itleX4MMVHXh7SVvVj/c/67+JwdGr374aizsX6zsVbAaLzKArz11C+FtsVapalBr0f839F1b1rgn8vF6Iab+//n0UVgeL6hm2UCZIKe/uobeBZdAB4C9rN+DUrm4ku5x1afxSp1sSXeOsW9NXYtAJAzMTxV11hJRPY8NdNKL4LWoWsbr2i88EG5uiSG2mmME/P/knAKcU81tPfQunPXWatI+5G+fiO09/Bx9v/BhJoUNBpyk+b6XPNb90KX9tpOuCN4xgvAbd/h9A75eREFXzmHtt47noD/iSUQRrD9sJxDD8AF2Y7CxBJE4FRkwsTjSrvR1vrnnTN8DtXOkUikaBLCAUWD1I5SQHI0APSlFRAc/qXm8xSZpJmUF3/x2sQrysZnxYzTDp/aA6Z8DpLb457eJXL3ZehKW4CwGGxmRj6d6ULuisRkacGLCRzmmAReIe+ewRKThQqUicun8V+EqfBmQAxBWldXYOPlDnHotlHYgA/bdv/tbJrInH5bT6IIBO/SJxOgZdvcdmjfx7idsHvTs7OB5aXoNOYjztGfAySDb2FdGdK8pRYAC1MX2/VhYM4UYpfvO402KtPhVD0s1Q8DPozngi7vnQgGEVM2K+EhMVdPdXJE60v560E/577l787/u+vwdvkWMYBD/48hbS9h+s6OhXuzUxg8iiFtb1rsPZz52NV1a+UvE+RevJO/eHMeggNkByILEOrOqIWvH7P9uUJgL0Dzd8iG8/9W1pjPueuU1ojL0vVTurWjLiMxKFQb/23WvDj1UAjnnDxi/usdB7zZ9Ct524HrB6Ng9MKVgFnyL7/pkMip3e3KtTnh9srXWZiRm7OoAussDbLbax8RMXvEbI/AtTcQf0AB3Q+573zb8PANCea5f8kVOeOgXvrnsXZzxzBlIxb3xnFd7VL41EQSmw8bV1WHfN76VP4rV+DFaOMQKPZx9W2f6/AehhwbW4O25NDeEWGzbM/6ZrM4bNAOCPHontA/OCSByrPWf2271+69tnYuJEdOW6fGkydr60A9nQ5x2YUGANGZwAnak5AsBdn9y1Gc/Es6AUd0IIjp5yNP97TY8TGTaJiZgR44qUgMeg24NUJSSIQQ+rNzeIsdn6CYvjhDGIumiuCBCakk3cOdkUwR+xzY50ThqRuIpq0AOm6DfXvImznjuL/80iuOWIA+msYBcCWXNCiOSc9i1zynVyiuAYG0/+GnQnSs/uiwjQH/7sYdz0wU0ghIDEhWsW0Addx6DratBLkSoJ0znHvgjz66YwzoAZMkBnjqJ3TQ1Q2/MOaxN6JoA57Gw9Ee9IfTKORIwx6PI95Ay6ez40INhLCPHVoaulW6EMesQadPF4249txIm7jceZ+01Gs8KaX3jIVnj+gv1wx3d2RcwgWN+dw8r2yoGuGIDLFDP4/Tu/x2urXsO5z59b8T5F29DrdJBh95oQitpJf0Hdlldj/sZlVTnG/6y6pvoK7bl2Cdx8PmrQZRMBuk6XhFmpJylKp4MhvcBJL9uYsYyi5al3S26ff8YR8drUfkiRFjl5J9rylz1F94JmebI/Bwy6boyKY/iy+2xYOefHRWHQfSnuAQx6zIhJJILO9/y07VP+WhQiZkGwnkIPTIE4yykuz9JH/cGpXGcMG55bhbY77pDeT9b1E6AL5zEQXT7+/wHogF5aEIKgkyVPAEO/uhtiQ4f6tr/38Htx6e6X4qAJBwEALtnzMulz8TAFt3dEJkV8Te/HN4znr186YBjG/vVGpLffHp35Tt8Ap7mwejS3hl5g0A0bWFuyee7mMXGBm71+9iZRAy9lYeI8l+5+KUbXOi2h1ripWwwEivc0oQHoRZMOCpE4Sim/zuUAdBFQbWprzbTy1zzWpDlXsQyhIdHgMehBjhKLCFfhvpRi0CUGuIIU9zBGfGH7Qv6a16AH1IkHmeqM+Z8DuSC9y+14ARBYfU7Kr9pHnC1avrplQiR2SdV3WNC+AIAjSsO/EtQHXQGBeSvPwbyo4l4KoKdcPZFqtOOqhnEhHcP0WFWA90GXZnTbc0TqAwD64s7FzguNwK1pEM6g5wJq0MHGQ4inoLJ12vID1zwVdy9ttVwjhOCq42bgksOmaz+fMrwOX96qBePd9myr+8FEi+M1U8ygLVvdtPOXVz0PANgl682xRtKZpz/r/FT7nf/Z5jWdryC+9/moQZefu1IM+k5Z5zeVYtC78938dVfp6pdo1ufO66U6HFTZzyraRa48L73fJ4DDmF8EeJDyMxIAf/izhyUCRP1csigp7qa3zZ+OMqByg1zB3ZR1QlT/pjvfjUUdnoj3+oy+hFBsqZZNRDi/rH4BS9f1r+OCeP4DUYf+/w1AX/NOEyxNGzXAY9CblJzM2hmTtNtvO2xbnDjtRJ6mN6Jebkxr28D6D+ux6o0mFDudG5hPhdeGrm6J4ePpNejIdqAz16lh0Evf/DqlBn2wJsipDtzmTAljFqbCWBOvweGTDwcA3uuUTTRiijtv+yzM0DGLbDYGWrSOXAf/jWomh1gLpDNVCG1TGWP8AY9B1LZZU2rQmXMSBNCrKRLHxsNpW5+GLZq89FovxV1ss1b+dCsC6LgR5wr1qjHA2t8Ud99zoFwrpsBu0hqwEa+2KeNt1nwi7kQaS+lYWhp3bIEjQgseFuBQo9NaBt3090FXHz311qddgDpYlNzFPui1wg8hPgYdoEKae2NSD9AvevkiACKD7l2Q7lwRCTeowRhzZhygs2coZOiqoDVIHwEQU9zdNwaw9p/1Re+JUB4WZOJ4zRQzZacOh1lfoQ9Lu50g2xE9fjG7rsGjXbjZbHXParyztgLB3AE0LfsosJObs2yP+VLlMugJjY9CKMVpz1rYa66NRvc5LQXQvQCuIOwarw7MoLnwzIRQnaYKrGgVEFOmjtVvy4Aur1luB62KuxDUfnbZs9j9nt3xnwX/4e/ZAeVGxIwAgIVb/Ok4AkEnGQ8tfChwXKoEwfLu5aDCGrWhbwNUS8fSKApro8qg+4xSWAHaBXUNfgK2HBMJkYFQcv9CA/T0RK8ti5030LZA78TcuPNlOGzSYdjdVia1iA61pNQMwOoGWufVo2t5DWxXmC5fEw7Q32rYgO8/+32c+MSJsKhVXg06BewCQa2AcwkFBqsGrOrADQaArouKn7P9Ofw1Sx1mCvScQRdS3NkdUlPcaW7z/z5WrzwkOQRx0z+jhdWhDwaAziOymtMUQWlTqonfq+BUw+qJxLGxW5uolVJ9eUChim3W6uJ1vhR2Nh65SFyZfdBV8wnrKQC+NetkNZjwxr0Kbtk562rxGLuUMlMwiCH9HubkSinupoGZS2dij3v2wPPLn+dv+/qgB7RZ891j5ZxSLkDvHSQp7mKbNYlB1wB0k3jrVUNSzs5i5tNhEK5HT7bgMehFG5ZwPA7Y2XgoQ89E16Oe79fXB33ggpd1VQDoIhtabYDOVIobixQtlj9A1FfY/OvG5rTVPatx6IOH4vSZp2N+2/zNfTrcSqUH54qfP5G4uOYx3HoZxeHvUvzoUQ+g95QC6DkPoJusTVeizM4iAWZnw58HOzTLtAIrWD53o3OxrPURswCqBI8Haw26TsjsN2/+Bsu7nBaBbAx/d9rJ8kYRGA0xxb1oAE/s6nznjekEv3zjl1jZsxKAf1yqGX/qsyP6gMzSsbQsyhihqs8u6H9Dc03/ROJEf+t/DHqZ1rDLhEjpGZNTo/D7fX+PGoXyicp4qWmYOkG/Qlo/ivIP3IiffdvE2qHOsVf2rIQBo2yRuFyn7JgTCuQHaQ26CoY3FwAUTQfQT9vGU5FkDyITuGMTjTjh5N2JTAXo175xNXry/VMT7q8FCcQxC2PQ1VSoTWVi6QOv1tA8k+Ik35ho5PckZwc4SlXsg84AVdpMS847a7NWTZG42nitD6AzTQS2OPS3D3rGkp9F8fidhR6cPtNpUeIw6I7VKA4Ye1aoio4JQabg7J+15xIXuNnrZ2N1z2qZQY/FcOHLFyJTzODadzzxIV8fdLvA6/1F37MU/ksPshT3IJE4ho9t4TlNGMEA/aUVL0ng11tPvPfGDqnhNeivLNiAbX85E8/MdUo2mEgcVduiRbBQBt3XB33gGHTWWaA/AoAqgx6m8VCwC/j5az/Ho4sejbRvVn4wtkC1jlhmMwK9gbD1fetx76f3Rl5P3lrzFp9DPmn9pOzjrehegUtevaTq4F4nPiqJxA2GFPdYeQx6XJgreLaS8MyP6HI+7ywxD3TmO/lrtmYbyWCAbgNoPvPMSOdIc+HPQxSdpnKMFEvvryYHFBVgNjhWEr8FAcgXlr8AwLvvqi8YVGYmmljOZhvAXV828NtvGvjr4c4HLAigjks1g08l63RzRb4Qk4IN2QgxU536/xXfMDB2SD9T3AXfcyCU3DcZQF+1ahVOOeUUNDc3I51OY8aMGXj3XU8gglKKyy+/HKNGjUI6ncaBBx6IhQsXhuyxtJG4idopTSW3o+xBVARrogxMACisk+skdE5hsUY/YcZGjcTiUf46UB9AD518KFa/3SS9c+4TFgqDILVaZzqAfvuc23HZa5cNiNBCFNOlp4iMKGfQ8w5jySYaNsEc+L6NYS/UgBYtH0B/Yv4j+OsHfx2Q845qQQJxzMJSozdXAEUSiXP/1QmWiJO8qOIe3Gateiru7NqkYikpWKMViaukBl1YAOoT9b4FjQWM2OLQ3xT3sBrbF9a8yV8bAkD/49fl/tSBDDohHoPuAnQ1c+PUJ0+FkRBUcoVWkSNqRvDXvj7oVp4HQ6gYaI0sEjc43CrGIKQME7XUz6Dbwv1KCz3IW+pkJuCHL/xQ6pbB1pOYYWBEQxJHbT8alx0+nTPogKMl8P0733PPw73uRecZKif5o2AXQCnF+S+ej9+8+Rtpvlf7oA8og5505uxqpbgDQLYQvK+ZS2fi0UWP4uev/TzSvlf3OB1BRgZMU9kvGEA//6XzceWsK3HlrCv5ex9t+Ajvr39fu71Yz7y0a2nZx/vh8z/E44sfx2lPn1Z64zJMt66Iae2fD5E4irYFtVj1ZhOoLQN0tg9xrhnpxso7SswDIoPOAXoi+EuLxhA0HnlEiXN1rCSDnq0ug07zpe9jTc5/v61q1tBV0YIAJOvUwzvBqAA9wu85a3tPsLZoODXpcyYZKMSd71733nUA/NdKZdC7C93S37pykc5eIgUbVBV31WjRwrr3/UB8WQvBxH4CdDGYoeriVMM2CUBvb2/HXnvthXg8jqeeegqffPIJ/vjHP2LIkCF8m9///vf485//jL/97W+YNWsWamtrccghhyBb4qEMMxIzIrFW7EH0+QoBLX5Uq9lpR3l/Goxp1ejDPDrGK2tlfX4lLQQDVztfQL5LHqWj24DxiwcpQFcWuL5iH26YfQMeWfQIZq2ZNSjOCZAnJpYWziaQpCEvgN9/2kbDkgQ635gPNVCZKFTmYFTTWFugUbWjtJ+HKrduJoAuTs6cQdcgBZbmDQANyQbeB/3ttW+jI9vh3zEXqOr/ObKIbyqW4scFAMMdA8Q0ERvuBEXqv/KVsvcvLgC18VpfhJmBHwZ8y1VxVwGyKMznngB/Kal1U+e3/u2UnbHNaHmR4yJxGhV3NpbYvtQFeH1mvZTi/rtlD/HXExom8Nd6Bt3fB103Fzd94xvCb2I16Js/xZ1Sytk5H4PuvhRT3Ec1eAq0TTX+FPfXVr3m7dv9d2JzGm9dcgD+fOKOaGlIcQZdtbwC0I2QFPcLd7lQ+rtgF7C2dy2eW/4c/rPgP5KQoqfizhj0gVujeA16lRh0APhsvQdA1DWjPeN9FqUekQVQ6gKuQc7KDwr9kmrZRxs+AgA8sugRAM44OX3m6fjWU9/Chxs+9G0vAfTOpWUfb1GnIzYlrg/VMF22HdMiATYvg15Om7V1sxvRtawGPatTiAuLIdtHTBBNbnaXhY4yatDZlBGW4v7obgQ3r/kP8u42xTon6PjaNv55qSSDXuUUdyMkGMcsnQM68jKoHByhXr8FAUg2J3MGXYWFEWrQD5x4EH/tE4cVTGzb25cv+sB/t3ItteWvNI6CJaS4lxjqPR8s1r6fjZkYO6Re+1lUI4Rwf+dzy6Bfc801GDduHO644w7stttumDRpEg4++GBMmeKoAFNKccMNN+Cyyy7D0Ucfje222w7/+te/sHr1avz3v/+t+LhGPKYF6MO+ezKmPPsMYmlnQNKC+2CrDHrEFPfEhAmYMvNpvLttXLcbAIBVm/K/CX3NaLaY9bcoClmo7YznRKwXfOWWdYNzcVcXuHs/vZe/ZjWum9rUc3r2hGelvxnwYQ6buAA+cLDXusHqycoMHoBEMTyFfKDNsi28uPxFAMDxWx6v3SZM/buv6DHZTy95uronF2JitHWC4QAQHYMuOmBxIy7dm2veuSbkCP1/PkRGWEpxd+ljkkphytNPYcrMp5GaNq3s/YuBk7pEnQ8wsHHLFr6gAEzIAST72as/w3qpx7i3QVIIQNiuGxLXLN5srKsicYAnEsdEFnXpolTIOmi3vLEnPqNM8Z1Z3s4LNejhwowjL/8Ff50cRCJx4rUIqkG3CcEB01pwws5jMVxgzVV1XAC45m1n7LekWziDTqkceEwqbexYT3HGoLMU97Dp67RtTsOLX3+R/12wCtJvEXuJ29TG00uexjLC1tyBT3FnDHpProh5a7rCvuIz1UHMC2OwIyc7kwvXec/mik59dwfR1nZ3AABqAi6BjYKXyfAFtEwxwwN0Dy18yPe5mAES1M5yc5iOIRczjwZDDbpuPpBMTGkvEiSE6ZLN0TVUyN5qdSaArhJYTZyjPQZd71u8vC3BrK0Ibl98D370PeDSb5lYcs/lmPToI7h/Hw1Az4ZfV1rtFHe2v5DgpEmBNT3y2Py8MejsGeRlcgosjNJmTbRiCV7z328vxxF/eRVbXz4T3co9VQE6G4uZgvfMUTshlRXk4uHnRwJatebNGFrqyysF0RnLWmR19tW0TYIaHn30Ueyyyy742te+hpaWFuy444647bbb+OdLlizB2rVrceCBB/L3Ghsbsfvuu+PNN9/U7RK5XA5dXV3Sf6qRmKFNz0htORmJceNgppwHjwF0P4Me/fIkJkxANuWmzmrWVLsmOkDXpbiHgQk2cRVNWTCheePnA6C/sfoN/npz1TurjMfI2pHS3+p9ElPItmqczF9T2/bd/0QxnKEeaOvIdaBIiyAgmN6sb01khASjRFD401d+WvXzCzIGfs+YcQaSrMOCZrFQVelFoPzB+g+kz95e8zbOmFu9cgPmwKfNtDcmKAVxhxNJJmHU1iIxYULAHsJNFYlTAUPRLvLOD4DcurFS+5gKQQBh/swJwJ1y1Xj//WALlqVoYBDiBXvU3tmiWTFvn5awtjJHglLqKxnJW3l5IWbAT52LiSvc5x6C1aAPBoAuZhMkLAL6bAP+cFsRo1opL5mwCcGfT9wRf/ja9pITnjSTuOurd0n7Y8HOkbUj+eqhBi5UBp2J5jEGnUZg0AHnGWRzZle+SwJX89vlGuCfvvJTzCVu1tpAAvSUXIP+zVvfxGF/ehVvLY4eBG7rk7VDDMNbJ+atlQWMugTA/sJncgBJZ0vanPMY1QksmTkMu82XrwUhxX7Vzw82q497bJVNbWkuYzWqoonOerXb2/XHdEFFUS9lMNSglyNmuPqtITjhfhPJvPOMs/WeCAx67aIk7ry2iGRr+DzAhT6pp6tgJPW6KPPHEr6+tDYSfDaGoD7VhNTUqcib/uPYJRn0KgN01p0kFv6b13fJAN1c3T+h1oGyoKweFtThZXLqlByJqPTW7DAGHQB+9tAcfLzKwWt5BQuoAP3f8/+N1kwr1oj4jsZASPQUdx12yscAGAnEysB4QcaeuW8//W3p/Y2ZjfjX3H/1a9+bBKAvXrwYN998M7bcckvMnDkTZ599Ns477zz885//BACsXetEm0eMGCF9b8SIEfwz1a666io0Njby/8aNG+fbhsRMH0PE3wdAXKeD5gMY9HJvHqtt1XxkJqMDdAB+gB4yR9gZZ4Dk4zJr1VJiMt1cxgC6jrX97Vu/3Sw1XGF90AF/6nCQCAu1qZZBj1LHM1DGnIchqSGB4y1MxX1zBU04GxBL8eiZLpq7z5h9cN6O5+HWg24FIAdPGpNy+vXZz52NXgaEqlyDzpyimOUFZIxUCSajhIkAvSZW42fQrQIvnxhRMyIU+Jbav87EYSsCSNvtERHXzJFeirt/Z20Zx9EemvK3N2lOOV03CsIQFdu3sJRi1pFAtIJdkAT5mK5I4C12zy3pnv9gEIljzJtBDFhr2lFcm8T4jcAOiylXRKYgSLslACmhBj0VS/kCVcwmNEzw1hNljUuqAD1uglLKW+dZLnMRIcuRz5Gnzzwd33z8m6Hb8vMZ0Bp0BtCdccOcwodnrwr8jmpdOXnuy1pets6Gvk7psw19Hfz1Z22lj9GRdZzRbV6myLYncOFDNk6ZfoqX5USK+HBFR/AOPmc2um40fz173WwJoOtKwFSAPljS/XX+idgOanO2WYvaB129liPXGJi6ynmP3ReiTInJIvD1x8IDaixN+shxB/P3RAZd1CXp05xiQ9Ip27E0y1LJFPdCdedww2XQSQmAvqFLXo+GP92/tOmBsiCROHa/2b2LKbc4CoOemOAQA30J+LN/BfOvUfI5bejt8H3nzKd+jtZetczSO8m8CtCVYLJuXCwZAZhlCupGMfG5uuClC3DThzf1a3+bBKDbto2ddtoJV155JXbccUd8//vfxxlnnIG//e1vFe/zkksuQWdnJ/9vxYoV/uPmLb0wk1tbzvAhZ9DVgRmxBp1vz5Vp5ffv/LIh1aeKFqS67KtBD0txz3oAXQT2LRsDvrCZjYFhFTwxW9jeP3HASqxsgB60AFq2z+dMFOhmZdBZXXGQAw/ogdp+Y/cDsPkcDsnZYMBCc56EEJyx3RnYc/SeACC1kWtINEjbiuxHNdw9qQbdBegJIVBNqgjQU7GUT2W9QAuY2zoXALDFkC1QrpUzLnNCzW0872Ri6Bj0MJE4xuo2p5uhWlOyCYAb3XbNEvb/0sqX8Mhnj+Czjs9835XarAEAE/4MuMlsrzWugNGG7s0vyCWNd0FB2KBem8GjdhgHw70mKoMetJaMaxjnpbgjHKC39ubx6dpuFG0KkDxsl0GPR2izVo7+AWdZBrAPOktfXLCuW1o/V3dmOGgvZQVbURUuegC9Ly9/1pH1AHubUI8eZL1Fh52PC3jv4t0uRl3cLV0gRXzvX+9qvvn5NBEgzF4/Wwo2bsxs5KVKizsX4/CHDseLK7yyiZyVk0qtNqfpfAWxNK8a6yWlFD979Wc45clTSvomokUF6ExbQrQmd2izNc3QZLeM2Rjui7I657hAoxIBoHcLUhk6gF6fcMCtjoVlDHos7Y2j5kOmITnSBcTF6gJ0wvannfsoCu7P2tjjbwW2ue2Vla9gRZeMiUoy6O7zaVTAoBupFL71ExNnnBeMmVrSLfi/g26X3iOGfM8Wt/vTxOe1zsOtr8qYYNxQb/AUldOLpeX71drpzBuJljRST76AmRf/BL862UQsAJP1x0SRu9nrZ4dsGc02CUAfNWoUtt56a+m96dOnY/lyJ61p5EgnNW7dOjlVZN26dfwz1ZLJJBoaGqT/AMBMeDfczhW0zCUD3sz39VLclQcxYg26sGd3P/K72QS0vaeBYNVlf4p7sDF1S7UfoAGg2DZ4UsOYMSZMBU/MRMGVTWVs8rpwlwvx0tdf8n0eBNCzCxZg4SFH8/edFHfn5rHUm81dg74x67ZYCwHoajbDlXtfibqE4yiW4yBU08R0Pf5sRojmitkALCIvGmd2qyESJ/T1ZtfQA+gUJF6eaJtqKkA/eMLB0ucFq4D31jnK27uM2KXs/f9yz18CAPYdu69+A2H+zIop2L1fBqCvQWdzmp9B94JFKkCvT9SjKdUEAMgFMOgAcNnrl2kFpXJWTkpxL7a14bNDDgENakrrvj1+iJNx8PHqTv12m9CYo5QwE6CCs2nano84brjXh1fM4kmaycA1Znz9+MAUd7UGHQAO+9OrznHjPYixLM8ILTtLAfQxdWP4a68mfuBY0T2nNCNhGlja2od3l7Xz919duBF7X/MiFm0o3fqySN2yCtv5bQWh/COjiEiJjG9ntrSwZtbVVzCVZ4gF+oixeebdgTIRkPfke3yp4Cy75tdv/BrLu/0p7+zzcq20onl5FtgdxLVq1KB/vPFjPLH4CXy44UMs61wW+Xss261UJpWd82cBnGA4pXoWtUAphRGAd8MCJZyFFRxYMRO1SwLo/rmZ+YQHD9/e9xl1/VwzKYhnxkzEGpz7S6sc7GMicTp5HhKjnLl9dvnrVT1uf+399e/j3OfPxVcf/qr0fhCDzvys/jDoAJBNEq7azmyrIVvx1xfscgGGJf2ZzqJ91O6UNFPLe2apHcdz89YIW9k8+xnQ1LwrS8qb850Mh3aD4su3zsbNq7KwTIJEwHrZH2vLOJk+5z5/blX2t0lQw1577YX58+U6tAULFmCCW5c5adIkjBw5Es8//zz/vKurC7NmzcKee+5Z1rGICTSMz8BMWqjffpw+xZ0z6KwGnbVZU7cr7/JwcWhlgNgEgQx6kFPjc25DReJcgK45hNW6eUTXwowBvsEE0Nk5TR86Xcvuqc4vW/TXXv5LFDcIqQo25eOI9WeMW5sZoLsp7iyFWGdiIOu4LY/DkVOO5GOTXRutIvoAmtQyhrUtKzNoVhPzq1ujmgCd1aDH0ljZ7UR/E6yTlNn/0gYJoJspnDz9ZNz4lRux3fDtADiBpcUdjkrp1s1ba/cRZgdOOBBvnPgGrtrnKv0GIkB3+8oft+VxsCwHRcdC+tL73CVC+FhUg0XD08P5fJATUgotwz9uRSVY5gD0FfsAgUFvv+suFJb5nXzvXJx/Jgx1xsf8td289/fmMs5+GUlvTYLDaLBuczUJbx4SS0/SsXTgWjI0NVQSiRMtSMUdAGrSGQ7Qo3TvCyqfYSbqevD1bUBV3OPYcoQTZHx7iQzuOjMFvLognPmyqQ2b1cpbDuAhhge+MgUZqOWpx65358LZXkopitTZRr22vH7YFbJ4c9HgW8MrMRGg9xZ6fXoarIe2qF8gWqUCslUH6CUC1tVg0EX2LQhY6YypqOsC06LpWogN6SX8eDa1fUCNWXu2Xf8BhFZdAY91X0QG/cKJR3nn6i7Udp8zfsy4d2LENLhWVNUBuqvDQTQMuhGjPJCcqG7pe79NzDATheGiisT5a9Cj+TDX7X8dmpJN+M623+HviUHZukQduoTMpd+fsF3gvmLEC0SDxuV6C2JD9C5UgK5mQltuqQJ1fwfL8kgHlKn2x9qybVjft553TeqvbRLUcP755+Ott97ClVdeic8++wz33HMPbr31Vpx7rhNlIITgxz/+Ma644go8+uijmDNnDr71rW9h9OjROOaYY8o7mAGM3rMdWx69DmZNUt9mLRbAoKvOQplggDnjPoBuBIt2lHJquIUAdJp1JludWMJAivBUaoytZiBDtc0J0IPuh5o+yhZ9q1Nm3qhNQV1vmKXq+ia8TWzMka+N1wZuIzLo7LepAP2S1y4J/P4f3/0jznz2zEjthaIaY1iSZtJj2iIA3mlDPbV0nTNVTUggprgz54gt2EaJ2rUopjLoMSOG/cbtx/vZF+wCf17CAjBhVp+oDwyWiQHOrBAwKbrzilYkjgSJxBGv3CKlAPSa4XyOlETiDKClpkXaltV7HrvFsfjxzj8G4DByhBCeC15KUIjZ0LTzkBZtit7cIAHosaSPQWeXMikILk1qnMRfj6odFQjQ07F0YM13Oh6MvNPpDj6WSZDHLVgpBl3sY2/zgMHATo5Da50x9clqf8r54o3h7bfEAEiSOOVYRBCJyysBHQvemOvJhzPoS1v7QInbziomP0Ns/iUuQD/xtrdC9/V5MRGQ9xb9AJ310LaFMVEfr+eBR7GFVzlWbYBeqt9xNUTixDr3ctZUJhYaOJ+7pgPoZnsfTIvCsh2AHuS3dHUFB7YYCIxRve+8G/GeKR1AZwH1moS/NMzqcZ5XMyWcGPGItGr6uja1QVzArxPINOM29+/SucGhjcBsaNLTdxG7HwS2WWN9793nTp3qo5IiB004CK984xXsPXpv/t6YegGgx+vQmXH8sRENSew3dXjgvkRihdoJL0INIGZSEBIC0MU2q5TCtJwxSVmmkjuvDqkpT68nirVl26pairNJAPquu+6Khx9+GPfeey+23XZb/Pa3v8UNN9yAk08+mW9z0UUX4Yc//CG+//3vY9ddd0VPTw+efvpppMqs4SQmBSEu+CYkgEF3niwVoFfaZs23vY5BLxOg+1sUBRtLcc8mCHyZiNbmFz9SjYGmr076Kv5x6D9wzvbnoDZey0HwZgHoFqu11DuZKoPO7qdPuERQcU+4K5xpbxoGPShdVASRQaYytYAA0N1rI/ZVFq1gF/CPuf/AG6vf4PXQ1TCJQecp7qW/RwjBJbs5wQQdm0GrxKAX7AJf9FKxFM7f+Xy01LTgJ1uc4pxHeRIWWhNrxMX7x+aNgl3gThmr4a7U7j38Xt97YgYAu5YpMwXLnSt1InGeirv/GIwlY/oTp0x3rtX5O5/Px1tRUXEfmpYF5TZkHAdxRO0IXq/rsG7EkygIYlOI/8+YG2QoDGA9dBQTA1I9fd64NWzKU9xNQRflmC2OwY92+hGePeFZEEJCATozdY5gSueqmbXzkRlyJxIFV5wxwlgOSrFnNqLWA+hBonXVNgbQ31/uZ/3+9eYyfLo2GPSxlHVKDc7siZZV6nhFYNlXCAZpazuz+O/7KwCXjVdjJCqDDgBtvZteOLWaRimVgGtvodenp8HmBvE67jN2Hw42BwtAF5nIK/e+0vd5NURuRVBeTokZu0ZB+j7MdAA9/t4q3Pt7C4c/uhYWtWC6P1MNznW2rfF9l5mXJq13YEX2+y/7/gbHb3k8jt3iWABOC1i23kj6T0zaqcfJrBBT3EG9FGxaxZaElm3xAIWOEzDiXor7r+4ZXCSYOF7EUpHIDLqyWTlt1gghUtmuyKBb1OIMekMqjtoAdX8AsMWsERqXVNtnjKmXPvcJCgpjrztXhOGuMdQg2GFcE99XTXxgGPTPHUAHgCOOOAJz5sxBNpvFvHnzcMYZZ0ifE0Lwm9/8BmvXrkU2m8Vzzz2HqVOnln0cNR1Fm2KqMuhuJNyHb8rNTmWsgPK8hgH0wP7TZaW4Ow9YRuMfre0Onkw3l3EwbMax84idcfYOZ+ONE9/A6TNOB7DpU6kBb0EMcjJV55eBWLsgL3RiDbrt3lrTHtg2a5liBkc8fATOe+E87eei4x9k4qTKxioHTCER/A/Wf4DVPav53yX7r5ZhYg267apsGxFrutlvndc6D5e8eolPMAXoP5MupmymzTR2aNkBz3/teezVOMM51wisYynTBU4A7960Z9t5kIDVcFdq2w7bFgeMP0AO8kkA3Q2YxJIouC14whh01Uebm2+VSgIA4KJdL8JbJ72FbZq30QN0wx94YAA9HUtz4MQEpoh78jTAGWF75j+LUsTMwQHQGWNbE6/By3O97iWmIBInyqk3JhvxvRnf46njQXomSTMpZHfJY1K8f001cZyz/xTnOy1PAigvG6QcBt0D6JuGQV/d6Yy7b+05AQ+c5ZXNPf1xcL/ylZ0dzgs7hXFNfkYyW5TnRfHaFtxykBc+XYePVnbw93tzRex1zQv488uzQQgFgYmE4oWxuatBSAees2rzayT0xwp2QQlg9PlT3HN+gJ40k/wZV1swRbWwwHQlxtbDM2acgSOnHOlryar+rkpMBFmVAPRSDLqtAejM9n6jU0pxT4/KItnknUNvewiDzoTG2KNAqOS7iu7ujNEz8Ksv/QqX7XEZ7jviPly+5+XedjETObc5e6HBOZG2NudZndcgADuBQa+m4GSRFj2AXoJBH2wmkhJidwF2b/Yes7e0va/Nmrp0llnqK2KamlgNpg+djqZkE7Zp3gZdGefZaUjHUROSvWWY3m+I1c2HkfQyAWxY3OeJkVgog/7zhz+G6f6u0cNq8eDZX8Kvj3bK4koFlCuxgl1AplBafySqbb7C2AEymfQOYtBN/jEAoWeu8iCW6V/zYIAuxT2gBj0IoKvObbiKu7Mg9MX9P/fyVy8L/N7mMrbgiA6dQQzuiG/WFPcAJWSfSJxlILd4CSyx/hwAzRe592m7Tq1pDVybNUopLnvtMizrWoaXVr6kBaKc+QxxVHRMLZvA2LXR1XOf+tSp+GjDR/xvu4opq5xBNxKw3fRjIx1NeZMFGVb2rMTjix+X+rdXi0HvzTugMGEkpMnezrltaqqwgIvzg3j/2HhkNd3pWLoqTFGYkKCY4u4x6MEq7mq7lUd7FnFwzX4LIYSXXvCMjbgM0BsTMhvEHPl0LM2/21PocW5nuerglPIsgILV/4BKf4xF3mtiNejo9px8QxCJK1+41L3WEaYfy6YY1ejcF1p0rrmX4l76+5WluA8wg14jzxfbjG7AzhOGYKsRDuj7OAT4Lnb1WwyawvC6Ot/nKoNOhZZBRVrAko29OP0f7+KoGz0RqRfnr4dlU5CYc9w6cygM4RmilPK5a9sxNVxlv6Pv882gq+0htTXoOf+9SJgJDjbLAegiSKk6g+4CHTbe1aB0NWrQJYBeQpSOn5dt8WtUSYq7tC/qMchmjGLyoRvQXe88q30dwQBdFYkjRCasRLDLMk4TZgJbN2/tyzJ89CgZKS5a+ykA4OmhYkaQkOJeTYBuewBdRyAbCRoK0DdnS0Bx/LFg0mOLHsM/5v4DgF9AkBE4PMXdl0lcnu8qZgXHzTjuOfwezDx+JmriNQKDHuPdSHSWseRsmfQYL7tvbutc3mo1bsZRVH0QCuSLNtp683jsw9Uw3XU9njBhGgQ17nQQhMn6Y5Zt8XU8aSZxwS4X9Gt/XziAbhXVHMYQFXfOeDsD08+gl3l5jACAHsKgE0Ki1aGHPO+szVo2AV+Ke2+usqjzQJoOoAPexFGNGq6Kzykgqqbeo+0u/zcWf/Wrvu06XpnHX1OhBn2gGPQ5G+fgmWXP8L/fXPOmbxumKhvGbkepQa+JawTXADy99Gn+uhxBm1LGHLhkHjx4ZtZEi3qq93FZl6eE6wnM9m8RZWJGTO2e79VVyI1St1vKxMCOjkFngLe/6e3MhqeHyx0kRAbdbVGXMlOcbdYx6OxZUTtRiFdDpzLMA0KmDNCDfls6luYp7kW7iLxdKMmgcxNqoD2APkgY9FiN1OLItL3WN+WWXQHu88wY9JCUcsumGNno3Bc77+gZcAa9CgBdDP5sCpE4AGhU5ovtxzWBEILfHbstAGCupjad2cMfLAIAJIwa7fqdUxh0W3AgLJrHijYv1ZE57LMWO2J1RtwBo0OSw6XgBy0UvPIpUsS+bp2mqI9w79vL8dJ8uffyYLcoAH1+uyMkLK4hKTNVEYP+ztp3+OtSYLVcY6CHZayoAQCLWv3ufFJJirsorldSJC4Xvk+b2l6Kuwuqiy6jne/qCPweO2+u4k4ojKQ3wGPJqHOsUK7EBDJd3NkruDHPZVZjnav9UAqgv7/+fXzj8W/gg/UflDy6mOKuq0E34jbysWCfru0f/yx5jIEyEaCzsXPpa5fy99S1V22z5heJq5xBjxtxxIwY9x273Br0hrQ8L1s5uR798MmHRzpW3Ij7UtypDRx70+t4d6kz1zIG3XCDneyaBGGy/phFLT7XbTtsW3xt6tf6tb8vHEAvdIu1K0RbP0Ji7uBQGHQW6YulLTRM6EOsubyJ3QgRiQtzXnSf+Ut4QhwZN0XfMgA1E3FzC5TpLAigc3GpUs71ABhPcQ+qQRfeJ5SidlFwaiQzizHotgO0Zq2ZxRW3q2U9eVnxVlykn1n6DGYunemluIeoVhrCJBwE0EUGTDRRsbKaInGcQc8yGo+CJKLR0klD/q2ik0Z9Lyozllatiu+xgFkUUFPKVJE4ZgwEsxS2agH0Yelhfh0L17KCiFloDXpAirsI2HXBIpa9UlTarAU5m+lYWgoa9RT6Stegq2ZTngWwuQE6W9hr4jWICXOgYQsEeAWZOCKDrvZBF61oU4xscBl02/nX60hQ+mEp5fDUxmtx8a4XAxD6HA9wivs2o51MgDFNaTz3k/0wbaQzlsY3O+NmbVcWeU3tatGy8e4KpzwsZdZoWVhVJI4KysKUFGAJjkCm4Gz78epOJJpfQGrUAwAccUQiBKTs3l7EiVdaVOv2kF60oQfZgoV5a7pwyUNz8O073vEp0w9mU1nlvkIfr0FngZsXlr+AzlynlIWVMBM8CFcOQJ+9zlNBt/39JPplHIS6c7BuXe1vq7VKUtyZyF5YRwdmVCnNi9XI63bRKiDmzvHMNWAAHT2l26yZ7uRPDKD5yxORbs5j5M4daJrSh/TwHIZvF0FPgC1E7sJR615SUVzu40I7XrWcNbAUQP/ezO/hk9ZPcOpTp5Y8tJTirplyTaEGXWfrr7mm5DEGynQAXTSVbMpZOVBKvXunZJKVy6CLPos6DrtcX64h5bzfu/Rs5DYcgL6lcluyn+32M5y7Q+lWZQkzoWmzRjB3dRdmznXS4pvcVHriBlR4O9MBYNCve+86rOh2sli1HYTKtEFaRdEPU2mbsBp09hF7sN0FddTuHagbmatAxd3dXlODrrJsounS3J2BLQolBB+XRecp8d9Qg1JQSgcsxboSU9lqSilyCxYi5p5jNUFe2efkTii0WERu0SIkt9wSxDCkiSYVce0Va9AXdi7B9575HgBgzmlzqnbeato6S4frK/Thgped9Jptmx22KIxBH7Euj2WEIh8nXoq7IhInjtPGHke4qr1eHlfVvHc5t44znimiAGdRJBGzWlSwIII8dYqo1DiDHq9DsbUVxXXOgpBf5kzQpAoq7lLpgYZBZ2mhYQr95VjCTEDWttbUoBtJFFlGQ0gNuo9BFwG6ptyCzQd5YToMY9BrYjUwiIHaeC16C73oLfZxpy6QQSfKv5TyVnGbPcVdYNBjAriTGHSz/KiPw6C7f4T8RMumGNHIFMSd6zc21gxgI6IkeZXqvZyKpXDK1qfgow0fgZLHndMZ4FTQnScMwZPn7YPJw2uREmoeh9UmkYgZyBdtrOvKYtxQ2ZnKFm0u4jZ+yJBIDLoI0AkpIJv3xmBProgn56zFB6tWoW6ql/E0olYuKaGZjCeySC0upHT7a0swe3k7vrmr10f45QXrsdskWUBxsJoadBdV3A+deCgeXPggMsUMZq+bLbVRTMVSFQF0llkEVLfsCvDUsNk8p1tXc1YOdQj2+Uoeox8Men3cL2iomprinqi1UOzzHnKrp8dXg20x7cLeYIBuUQs1WYq69e69IkCsNoGJB3mlgBMPiNAuTxB4JjaQnb8A8R7neRQBOqFAkWlJlQDoeTt6mUjRLvIWk9o2a3EbeeVwHc02mlo9/yQ7bx6SW2wBElE3p1qmS3EXTS1jo6Ao2kVPP0DNaiqzBl1KcVcBusugN7oM+g7Dt8fs5RNw0m5j8Zg7ZHYa/iXUJeokgbkgS5pJP0AHML5rLZa1DnHOwZ2XiYv72DgYiBp0APjT7D8BKL0eRrEvHIMuGwlNcfdE3VgNuvt2EIVUwnhNheKZ2gYwtm5s4Pd0Ke4j60Zqtgww18mxCRBXO8XZHtM3GIy18AAEoau77saSo4/GqOv+42xTxTTpqOfEjsnuxdpf/xpLjj4G7Xfe6Zyr8DDXRAXoAoO+oH1BFc/YM3XRYYu5qHjL0ruDavF633oL5/1xES7+jy1tp9agMybesClu+4uFW260EC/IA66a945FOuNu/aURj+5o+QC6Ls2xSgx6TSyNhXvtjSXHHY8lxx2PjX+/B0B1GHRR+EuqQXfvTW/ROYdy6ywXbejBWXe+56vBjRmxwAAGW/jjQnZCXNcH3dADdNF058sDQgJbWyrFHfCCE93F0gx6F4AHFzwohB0o7wX+p+cG5hmNarwGPV4DQzh/gwqtbypIcXcYDb1InGiWTTGslt0X5/h1ttvxJAJAF8fnQRMO8gWe2f2Km/FNpuIOAFuPbpDAOeCs1WOanPNZ2e4X9ckXbaRGPQgAGF5bpx2vOUsViRPGnFFAe58grJWz8OB7K2Ek5PrdYTX1Usqd3dvL16CiXZSUjt9f3iG1i1u0fvCs66WMgVoWcOwt9EoioKxF5HkvykKnlYrEtWW97IIoGXmWbeH6967HqytfjbQtIDDo2rGx6Rl0cf4oZXZe3me8VmkZ2N3tpbi7z6rFGfRgESyLWrjtzxa2/+Oz7ndDnu8SpBEDxvE+A0uOPhppF/T3Jb3vEQgq3lUMsFrU4kFRXXWiGafIKfiubYS85iw59jisvvjiqp1TVBOzN3RjZ0TNCDxz/DN48tgn+XtZKxvMoJdJ7kkp7qbKoLMUd+fZufK4Gbjy2Bn4zdEz+DYsaygKgI4bcR6gEe2WF/6A+IJPAIBngjAGvVTHpmpZlOewlH3hAPrYfeXonHZsqSJxlKW40+DvRDCe2qGpQR9bXx5AH10/Wn4jjGlgKfoEMJXtDCpHkze3iRMGF7q6+WYAQO1LTlrapmbQxf6Q7Jw6/uOkIK6//gYA8j2KCtApZ9Bp1aP4zNSWLjqA3l1wFrYgkbjWW28DAMxY5owdxlioKe485Vw4ZIMSTK9meQKbSI0+NzAQp5EfTnXybUw28kAFAwf9Xc4ZQG+CfiKO1/XfYRDBqU4kjjHo5dZTXf7Ix3h67loceaPcOi+sHSATiYsLqWFmiEhcXUb+/ey6p2Np7aLPVdwNGaAH1ZCm4w7AYqlqRbvo1aAHtJfsJhS/evNXEoPOsgBenL9BqhsuZbZNsb6renoZLMU9YaRAhPPfIpP0yg5KAPT7j7gfV+9zte99T8DUPyYb3FZr00c1wDAIXrpwfxyzoxMgjhXcXsARgk0iUDl80uF49oRnpc8Z05gwE55I3CYA6EHGAPrqDj/g6M3n+Fhqz7UFpLirDLoggEUKaBeE3XpzRTSkYzCScu14XbJGEtHKLV3KHdwiLaImIV/4f77paWks2tCD95a1Yd6aytqPbUpj60JzupnPD6w8xyRmYBmLmOJeDtHQmvH8wLCyDmYzl87E3z/+O855/pyS2/IUdzdqpVtX+6ujIwrDRRWJ4wHjCMBAbQ8br1P0FLq7uYo7A8q2C9CNvmCAblMbcXHqrThbTV+eCvj7p1vuI1KKQS8HkBXtou/3i2YmbWxskE+wa5iNBYrb3vXkU5GPWS3TpbiLGXbbDd8Oo+pGYWz9WD6G+wp9AoOu7LDMFHeRVPAz6HKK+7SRDThp9/GICSw9e15LpaAPSQ5Bc7pZy6ADwJc+fgkA0EEd/7fDTQlhpNZA1KCLVo0U9y8cQK9tUSazKCJxliISp3kgo5hB9J4/LQHQdT1WR9WOkvcRBtCFFHf1hhq2lzo5GEwE3/xBVuoQNzlAF46nRu1oNgtq29JEEwbQ01P8rYRMW06zqyZYVxdvDtBzfqctiGXNLVki/c3GowrQmdNxzZeE3q/K4yUGOwDg7nl34+QnTuZq41GNUooiLaKlnaLwqCNCZ5bBoKu/NWkmcc3bTl1YlKc7Suotq/8fv0rvQCWb+h+sOGTiIfy1CFTVoF65DPpyF4hSKv/WGImFtFnLucf2jhULWbzHKbec7Tao1IIzh8IuLdNx6nXGGFkxJZjHSAv6dEb2THoA0ZbEvbqz0eYeSinOvvs97Hbl81WrBWbztImUJBI3LGPye1JKJG5683S9wE4wPsd/zvoSjt1xDP52yk4AgInDalGXco5jurXTUWrQRaCSiqV86xoDDgnDA+i+nqSb0BiL05v33/NswXumT55+staZ29jrARVKqZTiDqMg9S7vyRXRmSmAxGUCoSamAPQFC/hzYNkWakM0Nxau78HxN7+Jw/706mZVjY5ibI1NGAkedGTipjEjpvWBAAe8sxrvclhpiUGPkNUlbl/KeIp7gEgc0P8adHEdLZtBLwEMaLGIntdmSe+pDHqxp0sQiXO/xwB6b/BvUwP0/aqsDPDDJYAupriX0LMoZ420bI9B11bJpiwcZso+Vs9Qin8c6EeLPa+/Dqs7OPuj2uSNBNAtv37QFk1bAHCCtmJ2Cm+z5lNxLzPFnYSkuHMGPThYwgB6WEDlwl0uxBPHPYF0LO3vg+7aqN5W1Od7MXxxBwDgKeo845uKQf9finspE+pYpLdj7gDiaXbupBLyQEY6XICKu2nGQpVEh6eH+95rqWmR3whZgMUadHVOM2i02puPNnyEn736M6zrXVdy2/6YKNjC2zGpAJ1uWoAuglxdm7XW229XAHrwvRAFfyDUoIumst79MV+Ku+Vn0JkFLVDFNWukv9lYZY4i2ydzOhqJN/EQ6lyzCQ0TnH0pwZWr374aH238CJe+einKMeZU3fg3C7lnXwTgMugRTXWoi3bRHyQI2N3GzEYc8J8DcN1714Ueo7fQC9OiOOwPr2s/Tw7p/8I7LD0M/zz0n7j5wJvRmGzk76uLS7nRYMYeAsDGHm8MqQx6XNiOMegx4h0rCKAfNOEgdKp+ortpUCYHDwgR77pZhqPf8fqJr+Oc7WV2izkdXFySempqNKNnsNgtt4U3bMEhicK2AcCna7u5CM27y6oE0F0He0MXlZwkIs79FS5OYQz6ViPrcf03dsCEZo9l4Yq+bqFllDZrYuAlFUv57jMbWwkzsUlT3IMs4bI2uYL/Oc0KAnD7jNlHO3eu7uzDLx/5GIAjsEfEsUOKaO/Lw6xZDCOxDr25Ijr6CiAxmQVOx9LSPJT77LPAFPcwy2mE7gaT8fFkmD4wbBIz1D9i1z4qQKeUSgy6HUGIUAwQlDrOJklxFxn0qADdDfCV0iNp/b/b0fXsS9J7CQWg211eDTrX9XAButkXnB2gBkPCy0VLpLgHfJwRLnd7PWC5axAt8QyEtZlVrWAXOIOuCxSYKRvbp2Tiq3eohT7NIVZ893tY9ePztce5fc7t2Pvfe2NRx6LI51bKpBp015ceknLqsc/c7kwpuM8BeqGbBwp8NejVFIljKu6p0uA4zKcZkhqC+kQ9DGIEMugj+tpxxRu3IeU+PouMLG796Fau1TDQDPr/AHoE09ZPKAw6cxJ4FJoLCZVbe6FPcS81EPQq7mU4Luz8oWfQoywWl752KZ5Y/AROe/q06MetwMRIPxfA2swMOlsADWJI6TnMNlx/Q2ANevMZ34NRJyyI4mTm3kNTCeBXo08qs6AUd129XtQFijPoSg06O++07U3w35v2bdxy0C28hjCIrdC1f2OmKtEH7adxch+i5sypz33RLmJK0xQAgrp4wCP2j4//gQ2ZDbjj4ztCj9FT6PGl+DMbOq0HqebqgI+dRuyEvcfsLb2nAslyGfSenPeMiT2WTcOUaseH7DURQ7boxdh9W7lonwjQdSJxAHDC1BNw7/7ybMQZ9JIAXajJJc5C15BokJj0wyYexh1R5hBY1PZS3Ev1+RUYXFFtuxixjnFZqwe0CsXq3GfmYL86vwumMCcSEayXKdjDjJd1RGRa2RxsFFiLmtLfEe9rmHMSN+Kwedu3zQcsk0w0SJMamxVYdYMYGF7jD6IDNl79zAn6FSxb6nFKSAFre1ehZsKtqJ1yPbqyBXy6thvElCeMVCwlMehWR4cQcLJQm9R7n1u2yAJkF9z/IdZ3ZZErWnjhUycgMJhMVT4XzTTMQAYd8Oa2qIHtnJWTAtdRGHRx/mzPtoduy9usMZE4zXzWX1a0ohr0QjQGfcONN/rei9UoAD2fE1K83TfdAHmsL/g+WKrvVinCIESbWp6NA5ZJcO1xBl7YCXhlWxI5xb0sBp3KDPqEr2xEol4gclI2Uk1FDJ/RBXNoE0bs2Ak76U+/Z9b7uj6If8PsG9Cd78aVs67Ufl6J6Rh0NmanN0+XtpUYdJbirtagl7nmiD60+LxTSrG+2zm3prB2ue7hw3ATu5dhAN2gNqZ2rOR/L2+i+Mv7f8F/FjhaV9VScQ/qblROQCjIvuAAXZPzDYCYMoNeLZE4lgpiKepIyVj4QFBZ0OHp4chTZVIOTXF3TtwOYtAjLGyMOV/Vs4rXhg2EiQ5i7oMP0fvWW5KTduRbNmo6qgdgo5iuxRpJCjMtpYgbcZw8/WQAHkCvO/AAtFxwAYyU9yCK6UDUfTmQDLq6eLO/L3v9Mt+2URcoxmaw6/Huunfx8caP+cRfY3vXaZcnF2OLZz/FlAU92PEzu+zgyu1zbsee9+6JZ5Y+I71ftIu+MV8/OnpdX2OiUfq7aBe99LsSGD+q2mvOyqExoCxyxA5d/UvvK2Ed2Q7p73IB+sZu7zd2ZLwxZBJTSnEnMRMjd+lE7egcv/8mnPksZpBAAZmkmURHHcH9B3nvsWkxKMWdBYTEGnQQwseh+HyOrvOK/XhKMLX4vbXz4XOI+EiKGJG1wyplqzq8scjS9vprLLK/pp1KKe5EPKUKAXrQfZrfNh8rulb43i/SIiatpUivczJxonQkUBl0ALhh/xuQMlO46YCb+Gcig94ze2Hk31BtS8YZg+6/51mxdCiXxzbvbEB9nyqeRHmLNidII45bG6t7Pefwry86DBkx5PrddCwtAXS7u0di0LuEkouEcO+3HSPPb0/MWYOLHvwIVz35KU7/x7u48D8fBv3szWKcQSemL0stbsQDGXRCCHfUowa2VXAcBSyL66jIvuuM/RY2H+nm3v4CdEnFvdo16EX/Gm0oz7eVz/n6oBO3xCzWl0drphX/nPtPfzCjqDLoIedRSiRO8x4DwO9sZeDuAw3YBvFEwtw5s7B+PToffdQXpA3rYqOao+Lu/m6DoqYlj5YdvKxEM+Eca9g2PZj6nxsxdKtemKCBAF21/MqV6Hz8CTR3Uuw110aitRtt//wnsvPmRT7HINOpuAe1EWYAvSvf5THo/WyzJj7fIlj/bH0P2nrzSMYMbDkiuMNBlBR39syZxAxMcbeVbMAVSoy1Wiru/z7i35jYMNH3frk+mc6+eG3WVNPVoLM2a8qDzfEA/0q5qR2uSqAK0OPhN6o25jGw1+9/PWYMm4GZryvsXSg+95h/HYMeBRBu3bw1Zq93RNqeXvo0Tt26dK/ISoyluBs2xfKTTvF9fuqLNlYsWAl8a0AOrzVdX3ajvh4WE1JxW9V9fauv4+55d3OAbtY5kxtJCgEYHYOurNUDzaAz4TDVoqbcsIlLvB4nPnEif12DOBgPZD/9ItY9/SK+5v697IDVwKRo5w44EWQA+MXrv8DBEw/m7xftoiw2A/d5jYh6m9PN+L+D/w8vrngRd8+7GwVaAFy/hD1KQTGvqM5V3sqjsS8MuAwcQm/Nyk5kOelalFK0CnWEbb15vPHZRmw/rsmfQUII/tLUiH831KHbdQCXbHDGXDEkPZktTllhQhJF4nTGhe/qvS/9cqo3D4m/UXwtprjzTO4SDLqXYm3znu4AkC1YuP21JViwthtXHTcDhkGwdGMvFqzrxsHbeJ011gjCYl2Z6gB0lvWSzSURF8agxKBHbDPIbFz9OOlvFiB9fdXruOada7Ck09GfUFs/WraFa+4QerFrxABVkxh007nHB0w4AO9MeEfaLmkmeRZLsb0HuYULkdxyy4i/qHqWdNX7denhWQG0t1//Z2TvuhuXjQAuPl10mWy09eZBKcWDs1c6/aCYEQsr2jKocYnhz9Z3AyAwk3IJWTqWltL87e5uTyTOLmKb0Q5wJQSYf8WhuOWVxdhqZD1SMRMPv79K2tdHKzvx0nwnuP7Ux2vLuhYDbWJa+E0H3oTvP/t9/llYijsB4UxX1MC2On9HYdDFfatzq2qcQTeC26xtFga9DBV31XwAPZcV2qy5/7op7vFMHhe9chHeXvs2Xln5Cm4/5Hbvi4o6PCokuwA9gy4C4AJTl+dt1pztl33zRBRWr0Z+xQoMP9frpa3rVx9kFrU42cXWFDMhzMOaabjJspGPiKgWHehErm9mbzw6B+swB2ZjI6bOeivyeepMp+IuBshE0zLoalZTmTXoog9hCIjk3WVOMGfnCUN49pLOeMluCCkZhUFXu8hkkvIb1WLQh6WH4fDJh+OvH/xVe479sS82gx7kU8SCGHQ3YlahX226A1mdVxKx8EjN+bucj9G1o/Hz3X+OAycciBG1I5DzsXilReJsQnzHNiMCdDa5A/r65WoZW7jqQ3Trxq3atAw6m8Sk/o0j5LQVu7cPQ5NOz9lU3hVLqXEWQolBFxzZkWxSHECA7mPQrULggl7uhBEUwYyHkOSxlZVpGKgp20W7GHqcKLb7qN0xY5jTvqNoFblKdqk+6KJzFbZI5O18IIM+0KY6tOXc20zBknp+/2HmfJz0f7Nw1l3vwSSmcn0I7mysR5fQf/viB0pH+RmAzgoBK3ZEsZZeNPb8rRsew4MHUPzhOAOTazxQLI7HIIDO6yVz0QA6pVQKNGTyFn77+Ce4790VeH2Rk768/x9ewvfvfA+vLfQ0DNZ0Vp9BZ/MutdNICSuzCNCjOkunbn0qWmpa8LcD/+bsQxEwPeu5szg4B/xlRb5a0ggiceL9CUvvU+eVwtqB1T0JMuYk6gC62OO8+2lHpHLSOshMCaHoy1t4ZeFG/ObxTyCu0U4fefFBshFvegskJi986VhaChRa3d38+ljUwo7jmnDXd3fHGz/7CgghOGu/KfjyVi3Yc0oz/vC17aV9jWrsf0rlQJnYO3zP0XtKdaqmYQaK6BKQsmvQbZTPoItZU6UYdPZbGFMoAvrRtaO151CuVQLQGYMeVoMeVFJCTIqWnx7G/y7mM16KuzunsjandncP3l77NgDwf/n+C/K5hvvSpdqs+d8TwViWZawqKe6F1asBAN3PPy99VwyklOo2I/ZBZygpPSyPlh06MU7pFMUe+yN6epGiFM/uoOls0qhf81SzOvXkSjkm+vJs7ASVmIgAvVoMuhgEEDO3Fq13MsSmjdQH4740+ksAgJOmnwQgPLAWhUFvSZmIj3XmlTu/4t8orKymXNOV7vwvxT2C6SYIPmh4g0dnIPASdDV0FtEMBtCVObBU5G5y42TMPGEmvjntm/y9L43eU94ozD8KU3Gn0RY2Uen9440fD6gqbEMvxbde2PTiQB3ZDu3v0jHoKgPX9dijvBVM0l2DjBqHJRIZdDHFfZzbJ/eADyliQp3qQDPoQWnm1QLosRAxFrsEcyna+r71gZ9Z1AoA6OU9k6ISvbhwhZno0IXdK4dBD9nRAKa4f3+770t/l8Og9+bkhW+hu3C+unCjL8UdADIKKKR26dQwNtYKmsX9N1/6jfY7/F5RC4/sYuLtrQwMTzXxzyUGXWz15kbsbVEkLmAc+lrsUSqpuD/ziQcW13XJ9/6DFV46Z3tfHsTsRazhQ3Rm+l+yQin1ALqVRlycp6Qa9AhqbQAu2vUiPHfCcxjfMN75nkYkbp85Nvb7yMaRb9nobpWFIlVQYMTLG8xh2TqmYaIu652H2RTNea22eQy6/Dxs7Mnhry95qfdEYIQeO/YxHDrxUABAzPUT3ljEAjdS4QSkCYBYSLb4Wy75U9y7YdjAEbNsjFiTAyEEe285DKMa/dfzhJ3HSglbnVXK5BgIU1lnKQ2WmJjcOFn7vT1H78mf+7ydj+SXqKJwkQB6Pxh0Itxn5vRXNcU9AkC3qY2nlzqBJDEjk5nV0YENf7kRHff/R/t9QoDaLUbgzWnOb7FyeU87x53+GUCvyQG7f2pj54X+30jUcpGKa9ABIyL7zlXcS9Sgs7acALBg2Wys/9OfsPqSS7H2it8hv3KltG3RLgo16B5x1zytF3Wj9T5Bs23joN4MXt3W/6MZmUMtC61/L6FtE1CvHtVE/SE1xd3HoMf9Ku5E1WGJuOYwE0G5yKAvdXVbJg3TZ3jceMCNeOLYJ7D/uP0BBAfyAQ9TGcQIxGkkn+N+wJwJ/m2CWjtWYup1Bf7HoEcwEpDG6twsIrAogJwqXomxqLDKYldS6zB16FbS32ELk+0+WA5Al7eLWoMu9hh9bdVruOfTe8o53chmUxs/esTGPnODJ9OuGmBp59KqHvetNW9hn/v2wa/f/LXvs886PgOgAHQlErz2178BsWw8eeyTOGq0k4pN3Em37ku7OX+btpziLgyEo9/yXg+EijsThinYwQx6lIjetftey1/rxm3CSACFYGrb6AhuJ6Lad2d+l79Wx3fRLiIhHCbeVNlkx+s5qYZB1zxSOSuHtX1eemhY7928lffVpW4qG5Iagl/t+Sv+dznpWmECUqqKu+7X1SccR+eYHUZrPnWMLU628DhQAuzUshOaBNAtGnv+2osZzo4ME7QEghh0ds5Fanlzei48COaNASqluItpw8tbeyWF97hQA5wtWKjd4iqkx9yLdcV3Q48VxTLFDHeiqJVCPEAkrhxFXdFRogo+H91K8cPHbZz7hI1TX7TR+qsrpO/62iVFYNDFLJgw5yRmxFAvlmKXmbZfLUsEpLgfdN3L+JT1FqcEUNIx2XirTTr/vr+8w/lAFIkzVIBehJXzskGYOSnu3t+0UIB1+z341gs2Lv+/0nOpODRWtgf3p97cxtgwBsxFxilmeF1AmJ2z/Tl4/mvPY3TdaGksRdEHqYRBF9fMUi3X1D7o353xXew/bn/cctAtfGxUNcU9Qg364o7FvLRtcpM/2NH+7/uw8a9/xdpf/SpwHyYxUGCdbws5ziAzwspMOv82ZIALHrZx8QO2RDwAAIplMOilatA1H68Z6n8zqkicGEhZee3VaL35b+h8+GG033UXlhx7nLxPavlF8gLNuwZ7ZLP8GkrmZuT0zZqF9b//fejeVnz3e9pMh3vm3eNLo9aZCNBLMegs26K30Osx6Fn5GTPDBN00ljJT2H3U7th++PYYUz+Gv79ko+NLTRymz/CIG3EeUAaASY2TcMaMMwK3BfTAmJmdy3E/oKApPQjrHFGu/Q+gD4Sx55U92L42a5XVoKsAvceugDFVZ6cQ/6iv4KRbGgAMJX/XsL1FLQzkq+zi1W9fHf1cyzCb2pixLNzZW9pCcOR/j8TijsVVO+5NHzgiRQ8ufND32T3znGCE5NBqGDg7m8O4hnGos5zJwUg7oLj52ydhxM4dmHzoBikdSLyF01cMLIPOJtogBj1uxH3gC/CPCbHvNtGM/2QsGQp+jM7oAH1p11LvPJQBbtmWBNAnnLmje1JlCpa4C1JfoY8HYsJS3C977TK8vsqLYIex7nkrz7Mp9DaAFDrA+wkD5S0Gur7PzNQFvEdpeWiSGLpzzkT5yyO3CdwPA9C2MOTOGbYrbj7w5oBveItuq3vN07aNtJCWGFSDzhxlMSWuVCaHxKAH1NIvbe2T+qLHBIDeZa0FMZzPuugS33fLNeZUGTABmkBcSLEWS5uh6TIRxby5zfmtwzrl31x45Q3pbzW9MEoNuv54fouRmFzitJl6oetq0Bdv6EF7X0EA24YnKusac8ZqXID+9hIG6MRrakl/E2KBFpp855AyUz4SofDwkwDg0+D4PJvamkwM/saMmC94fPYOZ/NWs+LcFmXt7HcNekiK+2urXsOC9gX8vAFgZO1I/OUrf8GXRn+pagC9XAa9M++A86ZkE/Ydu6/v84LSSlVnJghPIbdyOd5O1mTq7SkbfUocOK1Ms0RZWyoXSiW+WOQ7ezXjX5pUZZ7irKZmK+uvGHRsnCsLY9pKn/KCVfAyYcuoo5+SL2jBoO36TMUN0QSYCwqjDwBXvX0V/vbh30r6xToGXRU2ZCZ26mGlG8ZyJ4uMGBSjdu1AcszQSOfMjBCC2w66DXcedqcXPLdsLG9zJv1JAQBdZ2dspwfo7NkLW2dQLMLOOEFLXdCkqgBdsy7/D6CXsqCbRxQG3ZZT3CsVtmA3SU1xb7ejpdZKVoYwQ0/RAeiNGkBgum3WVvWswv7378+Bqmg2tTm7uCmsWOKnsR7AYa25yjV1YsoUM1jetRyAN6GdOM0TQlMZdABY+5tfI79yFX/ojbTDJBrxOIZu2YdEvSUDdCFSI/Y1HlCAbukBeqCCqfo7BWBQmL8Qpz5voTYjM2O+4IWQAmW096Aj24GF7f1TZy7QAk9xj7W09JtBZ+AcCBeJY2mCW62kOOlFC709HYH7ztt5KYiwqW1YzTD+upwU9758sMOqRoLbArQwkjEjtFUKG28igz423hAqYMSDKe4xVeFw8RmWBB3LaLPGdum12qNSmzXRurMFtAkthcRU6KztOVpdvXHMWdm/2kGW3p4wagEQxPIiQOcjNtwhCTHh5wIA4oqStnoFfDWaEZajrYZsVXojMAZdLLzePEg0GXdr0N0+6F3ZAr7yx5fdT1laK/GVFcTzNk593sLUVplpJaCYspri5BcspPI2JPl9YgGGM9deuvulaEg0YEhyCJrTzb74BG1rxxfNxBp0wJ/iHmYxI8bBVpTss0pU3MX9hjHoZz93Nn+tc8rZXNTfEsFya9BZq9KxdV4tf37FCqy7+hpsuPGv6LjvvpL7MAAU3UCcXchxMVyW2h4H9Slh12SBbNHT4yBKuUi4L12KQZe/+9RXh6G1kSCltuV156be+evR85oXXKegaP37Heh84gkADkg94H0bX3/FQv26cCIha2XLYNA9m1QoaMGg3dWFtVdeidUX/yzSfnILFmjf3/MTG93/ulv7GaUU9316n5RlojLo6pgVBRhtamO3+TbI468AAEbt1oGmKX2R15y+fJGvkYTIHV5WtGdQsCgSMQOjNeU6QZYyU9r67jgpzaADnh+gC5qEpdCXa2pnCqA6NehffBX3MFO9Fh+DXp4Zhp5BL6B8B8Sn1hsy4fcW+pAC0Aj4PC2DOqDtjo/vQFu2DTd/eDPO2eEcaZsgcL6yeyUIIRhTN0b7eSVmUxvZBFAX0jGLiarpGN9KTU3XPvHxE7GocxHuPfxebMw4NYRi5FkH0LsefQy5eZ8iNtwBRqwGXbTabUajc9ZiZ2ESxpEoFFetFPdsMYu75t0FwFNuDWLQg3QQbEV1lRYKIHHnWtV87zIcCSCdt3HrYc5EmDSTPnay+fTT0XrbbQAAs7sPxz92PNb3rcdDRz0U+beoDo1lezXoUsu7Mk1XR19KJA4Afnun88zm734AuNARmpvbOhdDkkMwum40VnavxKqeVfiSxndKb7c1gNUVn3NUa0m38Nfl1aBHT3FvV7J/mLM7uikdunCz85GudYnrzp5Ri7VZUSYz8RmWROIMr2+0lxUVPufylG9bTnEXrTdvoU1Qu+8R2PSc7Tl4xCjg3WVtmDG28gWfBQlNOM+xKTyXMSZe2o/pkCo16HGEOzYqKIiyJo5vGI+7vnoXhqbCGZe4EccbWxqYutrtnhLSDWAgTa1Bf/IjkWV0zo2A+Gowd/33R5jyNoX99nN47phDvQ+Ijav+6eyrL0Xx3ylCXhApghBn/NTGazHz+JmwqOWM4xD8aFM7dB285dSd8etH52J1Z8iCOgjMV4MuON06oCsaIY5QXNbKDhyDLorElahBZ6YDDmxOjHLMMBPT2qMA9O6CM3/UJjx2cvm3v4PCqlVBX9GaFXPOv5DNCADdGcUJSrF8OMFWq7zntSbnXLsUXDCitHDLbKxcKVtl0HPu85OmFOJot4Ths/rii/nr/MLPeDp54+GHw8jmcebT0TIbssWsV4OuUZOXTPBdaihFkuiP0f6vOyMdGwByS5ZAJ2F2/iM2gHuQO/wkJKdMkT57YfkLuGKWXKrkS3FXWxwKDLpNbVz4kHfuiYbo7EO2YGH33z2P+lQMr7uClj25In772CeYs6oTn7glQ3GDcJwUxQghaEg0+IJm7NmLihF0QZNqisT9j0EfAONOh2XLNR+GukE0M93Boqp2nzX56PJPzjeIgyeJrAv4GjQesOEy6GGiPUF1toc9dBgOffDQqrLrNrWRKTFn84mxiinCKlBb1On0pf3vZ//l/YeHp73wcBADl1u4EHafy6DXMDbQuzcNO0/A2L3bsMUR66SJXcyqqBaD/vLKl/lrVoM+t3UufvDCD3zbBk0WtJBX/vY7A1PWefchaSZ9CtnDf/gDrJvmgkXL4uJvLyx/Qd53SJBJp+KecFPWjFRS1wMxkumcKOGgPlMzDawlywAAq3tW45uPfxOHPHgIuvJdOOyhw7C2dy1n0Gv22ANbvv4axtxwPcZd/XP3VAc2xX1Y2mPQy3lGVZE40dTr1a2kuLP7NLIhPDocM2IwIae4l7p36jMao1S6hlINuuFPcRdF4kqZLbyyA8ZlX76Itl7veehxAxuUUuSpwMCQgpQKX4mxUgqDOtfVyHnHNTJuN4ikXfGYMjhAd4JfVkGZg9QAmQowIh52++Hb+1q7qRYzYnh0d1GcYHOldRk6JQABAABJREFUuMsq7q8sFNJPmTAUDB+DPv5dJ/3U5zwJv6Ohj+Lyo7zWcZOHJ9HoLhcJM4G6RB1ncMICFEGCn8wO2WYk3rjkAOyz5TDpfRZ8iGqUUu4Ev7ryVXz9sa9jftv8svYRZjzFXVeDrmGfVCunF3p/GXQxRTjMdOfNGL1KGXSb2k5nCWHeLTUGAI9BZ6JfAMoG5wCF7Y6bYj7rtZNlDLoL0EWryVEp24aE6NOUZYT4MqgK7nVIK8+LmKVltXrBFdGXsfN5pMoIYmWKGa8Gv8wpNxFBr6OUWRvlIBGlstAw80FF02WccpE4Gs6gF6yCb86Pp6NfgKWtvejOFbG6M4sF63rwp+cW4uDrXsZ9767g4BwA9ttqeMhe9KYC6b3G7IWRtY6eB3veZn2zF+P2Cw6s6Rh05jNXw3RMfmDWahn2BQfoQQOLSP9Q20b2E691kJpaE9WC2qxtN2SKZusSpqa4h5xS0VULT+oAOnXbQQnpHOqELyq462xRx6ISJxvdKCgyJQJLxgAw6EEiWswpScfSIB/Mw+qLL0axrU0LVJnZfc71Iml/0IMQoH5sFvFaW5rXjAFg0MX7KNZK69TRgyYLNRBBi/4FthiTAfqGP/1J+pwkEli5x0QAgCWIxKj122GOhq8GnVpIFNj+K49E6pyoIAa9YBeQteRFnC1aYkuqBW1e+hkD6I1HH41YczMaDj0UZn30Gqv+mMgol9MaMawG3bLli1NUHE1qu3WXEVo6pWHI17pE5FwNyMVDUtxLicSFHASALBQY1M/941VdOONfngBcT7aIG55bgEmXPImMwqD3hGQlRDHWu9a2YwClIGIQzJ07Yql+sHLuhaGg6C32IlliCrKsgavdiBkxWCbBxiEsc63/AJ0Bm3KMicTlXYA+Z5VTpnDpV6eBp7jD8InExQPU0kcIaftrhxCYpncN/3LSdpjU4oxZcS4urFuHXGvlAJ3ZH7+2PX5y0FRcfsTWAACzzNZIP33lp9jvvv0we91snPP8OZjXNg9nPntmWfsIMy4Sx2rQhWeZObciuFSNBZgHKsVdZKmjBju1DDoqZ9AppfjuzO/i+MeOl84hEkB3SYa6RF3k49UM9wc7LJbinskgxbrVsP7nFFjeIo+rr79qS+fnS3EPsxKTdUJ5ntk9qlHuZ3OEeMq6K36Hrzy6ovSGruWsnOfHl2LQFd8lFaHFntncHPp5sU1mjG1q84AJABhp//orlvExKyUSJ3ZIsJWsMzNZ+nc8/fFaHPGXVzF7WQd/75AbXsH1zy3wZfVMHl6LCw6OVgYlmjgvfGfb7+BvB/6NZ6qwtb+nCagbFRy8K8SAx+t2ld6rtFxMZ7q5oFT3rij2BQfo4cbrhW0bK3/4Q+ED34tIFggoy2xT4BxaUVMOcT6K7mKQ0Aw4puIuRotUEZRSyqhPLH6i5OlGNUppSQa9CgFInwUp6TOA3pxqxvJvfQudjzyKdb+7kgP0ui9/2fcdrwbdvabivRFeSzXowibVYNDzVh4/e9WrZ9rYtzFk6+DJwgfQNYEJK+6N34a8CUtZPABwlmll53LvnDLyOYWl6ulU3JlIkpPi7n5e5qSq3vcf7PADQSBM3rY3788koVRIdXVtebf3GxNFgeX32cAy6KKxfu9RrM8Fk/Up/6KSLyj3QXE2aNFxAPMlFHMBoAUxid0otSBObJwo/e20GvO+EyQSJ7dZ808ebYLPyj7NsN3adlj1kGTduSJueM7RViCmEHwiBXT3sxc6mxNs20TSKsjK7a6ZKUUZvBzjv9cZ56q4oV+kUQUF1Xdm2Ngopb5cyv48+8/Y/l/bY7t/bYeHFz4c+XuiSNw9s5ZjRZszr++9xXCuzEcIkdqsiQHMbMJ7fvadOhwt3QLDRSAF+4q0yO+xOHbX/vJXoecYFei1NKRw3gFb4ojtRwEAMgUrcsBiaedSzFw6EwDw0YaP+PtRU72jWFiKO3t99b6OMO2Fu1zo+35/GPRyReIyBRmgL+1cimvfuRYbMxvl1HwNa8ZF4irog160i3h33btY2L6wLIBesAr402wnaF4XjwbQGw/7ChonOsdIDXF/OwUs95kgQjcWxqA7Ke7yfqavBPLrvdaUhtJmrXZUpWQEQVq5jzoGvZbEsGB06bmp4/77Me3jcJ0QKgDUbDFbMYOeVFNoNZZPh2eNWK2y72RDBui6RUunncBF4pQMFmYsUJa38j49Ig+CBF+Aq5+ah49XdeHSh+cEbgMAMYPgru/ujinDoweQmIkM+sgauRMGX/vdU4zXBLQYBsWEWBo7tewEALyVW7VMh/3+l+JeykqIxIkMelFQuaw0sBJUS0XKEHzzzkFVcadY0rkEN31wE09nYmZxBt1vhu08fOIitTErP/ylFoC75t2FDzd8GP3kQ8xJcQ+/wGx+q2aES4zY6+q7xB6Zuc+8SOSo3/p7NnOAXqtLkfEmTiqgE9MGr+WvBkAX09sBYHrzdN824m+OzKC7kzTLEgC8RRsA6rU9RDyALgabl3Utk7YJBeiaFHevBr3yOjZ1QapL1AUy6IyFEK8Vc3K7Ch5DLaqocpY/KVzffgoElWPPHP8MbjnwFuw6ctfSG7vW64rEtdT7Z4wN3fI9Kij3hVrOYjmmqbTQyygSlwB6KYxXG6+VhBpjag16gEgcc5Qt2/bN3U/sQnDx6d6Y5a8E/ZETdxuPKCaCcBGgE6P/Ke4coFsx1BT1qZixCIxGkIkq7n3FPs6OcVOGbFTmthLjAJ1NK/1IcS/aRdw25zb+9+VvXB75uwygz1vjOZg7jW/CpGG1IEwHwYxJKe5s7gcAmoojYRr4yrQW3HrqzlImgEFl8ay8lecgUJxf8suEOVITXIrSYku0dJylWPvbxwUZUwAHnICmWDpTLVP7MOtq0Pcduy9mnTQLp21zmu/7/WLQI2RoiPvN23kpbfv0mafjX5/8Cz979WfyvKPx9/qT4h7kF5R6Fmevn81fR23pO/LCs9E4uQ8TDtiI8V/xAjG2my1idjprYTFGOVBLgKI37Z/E8wsF5lZh0MfsE0Zvhy8INUqQss3NEmsWgPRwswZLRhHMPSa4HWpUs3s8vzpjZSqqQQeAmoAM3PgYT8tpdXaddhtmRUWAklIqAXSq0VhhpaqX7X4ZrtrnKgACg071DDobL3krDztbno6FbVMsawvPvj1jn0l47if74r4z98ToCD6DzsRg1d5j9pY+4wKx7t8TD96IiYe0IT5OLrNi2RhX7HUFfrzTj6V2wtWw/9WgV2pRRCQtC7ERI7y32QNWYQ26zyppjaOAegsUp888HTd/eDOue+86+TN3AUoQw4cNWA26uAB1ZDukbdgCENZ24JHPHin3F2jNhh05xb2aTqKY4i4xu+71EoFcbr5Xe2fU1SE1Q2YnqQteDZ7irmfQRT9hUu147DFqDwDVSXFXVZZ17SiYsjsQrCjpB+jONe940BN4M4SFtCEfFITydzBgAH3vj21ccp+FXGewOi6lVHJQitTrg24kqleDXhuvlQC66EixBa5OuG42KPoKffjpyz/l7y3s8BTq+TnqGPQBrkEHgFF1o/ClMV8q6ztMJG64BqCf/o/Z0t9FNXDS7bRW+9EBW6KUjYQC0CMsNyIDFKeQrqFUd65x8Iu06BseC8cQdNZ6b9ZTlurtGKUUvzxya9xy6s4lz621x3tWiCmwbFWoQWdjv1A0ccCK97TbmKnKa9B5ijt1nLZUiSnIVlXcq5kOSGQGve0f/8SKc39QsjWeznRzaXs2mgp6Mu6fyy4+dBrSCROXHj7N2cY0pTmi+9nnvI3jJj745UG4/bRdkIqbUlNyw5YBesEu8L/FbCZDKJPSXWIrW57+S1r4TWHdGqRjCPe6YBVkLZYqBRvVFHdxvRVfB3V5YM5ulPRzXx/0CGy2mkUoHmdDxtEmeHvN2/J5V1kkTi2vYlak4XOLyN4t7Vwa6VhGMglCgJrhed5GzalBd85/+HynTC4vxMZHFi1HF0Q978uuwvrrb8Dqi3/mY9Ajxgv8RgjSlCIvXOIiLWKoZWGskMXS7Aa71o8EjGQ0zes3puvnss5HH+Ovs8WsQBSVd+p1AQHHhiOO4K+tEkthsVXOXqGgvO0dAFBNKQErVd1t1G6caV7YvhA3f3gzD1pZH36MJccdj6WnnIL5u+yKUYf8EFfdUcTQz9YHd6QJuABLW3tLchHbjG7EFi312HnCkPANQ6w57ZUDiH3SASEg5i78sZSN9NACSEImdTpNEwDBuIZx+O6M71ZFYV00XSnl/wB6SSNQEXq8rgjmxXmkAkVqG6Gnb4VXxQxiyitg0NXv3J1dyYHliytelD5ji4GOZzRch0xkL1WnhgHhpmQTXvr6S9h/7P6+/aztXVvuL9AbBfoiAvRq1WoD8iK2PuPVaGcsZyEOatdA4nEYioo462kpsabc9Aw6yRV4ml7QQlyOMdVWAPj+dt9HY8KvIC0C9ECRuAAGvfe11/h7YuS2NqefrItulFlM5e/IdQAAznvMxo6LKXpuuUP7XcBZgHa5axc8s/QZZ38ig56qfDJVnShfnaOwwjAGvYl4160104rd79ld+sq6Xi/6ndCe4+ZRpY5qzHEfVlc6Lb/oLuwTCgXs13gq8q374Gs7j0VtBGdoFInLInERHB1x4VSdQZEdEksO2LNra6676gixqiYvSEORips4ZBs5dU5n67tzGM1q74nApgfUoKuB0DBjAL1YjGG7jXrNDzPRHwbdfUEp8lYeSaWUwbDkGu6BrkEHPIDe8/LL6Hn+efS++mrZ+9Jl5agZZkGWisuD445v74rdJzvO4L5TnX8JIdIc2fOyl7lkxQ3UJGIclNkCKDOot7aw82TrWdLwnjsidAJp3trPNhb6ov0WZjHTwLA6Z51ZvCHad0UwWbAL0pxZjbVKPIauD3opFXcAGFHrECirekoLn6mMeaQadCVTQRcIoKAlxe3602atUgZd/N7Xt/p6yeMMOeWUwCwvSwlaFZJC0AnACx3AkiN3kL/U2YXWW25B5yOPYPg6b7zUjSkRTCmBfNO2zfuebzzSITe2zuUl8TgG0HsNAqNE2jiztQFYsXumU+bRmevEvZ/e64k9l3TfFQbdtqXAdLvrTjQeczTaXKA6c2d5pxsbgMKh+/C/7S5ZU0atQYcyP1NKueZPbbxWCnTdPc9ry5Z96HFkP/kEmXffg93TA0IppqwFZrzdKgH0xomlW0OvaHfub32ILzC0tvLsR2Y/2OEHOHrK0Xjy2Cd9n/GAmDKUKsla7o/p8EM1MoC/4ABdti2OXIfJhwoCWq63Rm2bR1yGbdslzBvlXeCg1FliVnCZFTa+Q5ik1cXDctNdEprDGDb1MehqtFgUkGhON2Ns/ViotravOgDdpja/TkO+dap2GwbyqgnQxSj0hj5PrZc5c1onwTRBTNMPEN3rTRKukxFQg06FWYPm82Wl6ZWyzpyXlvjtbb4tRRmZicr9unZj7Lykv12ALtZaprKegxME0HPU+Z4RokhsRejve8HLFzjb2pYHfpMJVFqD7mPQE7Xycqph0Juod91Wda/07VMU4fPOcfPWoJdjYQw6qDyJMAZ9i3wBk40vAzDRmI5Gi+xr1Ckp7qWvh5j+67RZ0zPoUgtDnuJu+QQ+bXXhVg8YocXXZYc75SOdGYEpF1vpaGrQH1jwAPa5bx/cPe9uUEpLggQO0C0TxB2TqpPkpFpWNqbEtp0OQNdsJDwLqmBQNccym4uoMh6M2vLFFXVzaYFGSwsfWuONp/pkTFJCZwDLJKY0R4qlP7ZQ+kMplTLUDdsT/gMckcn2nDP/yQy650jXjc4hMWGCdI7FTGlHWbVdJjht7t5eGpyxJJrac1sMZlerg0toinuJXsYAMLFhIgB/2ZTOVMZczTbTWRiDLpqudl40XoMesWzjow0fYWH7Qtw+53bc+tGt2m1KnT8bZ0OSQ3wpwKpNfupJjLgkoBc3paCKXlIhLc+PQyiw6y9vwI+/b+L8MzQ1+C6Dbo8ZjrF7tfcj84aghlI8sxPBtd+hWHSq0wJ3iGXDFFbwZtNZq3uJATMVbV3qrCE4/+JmjL5WTnPOffYZKKW4/ePbAQAmb29ZXrBlSTyO75xv4kffN3HmD0ycd5aJdXf+BslJk/DCJV/BuWebeF1h8c8/w8Sr35qB+b89BQDkrlLQpbjLn2etLB9ztfFaTBs6DYdPPhyAHLCk7fo6/HhfXgLoo3brED7V38OV7c7ctMvEYHa8GgB9iyFb4Iq9r8C4Bn93EC84LxqVAp8AMLpQHNCMRrUGfUpjBcLguv1WZS+D1ZQbEq+1YMS896U2a676dCxVOUvRi4BIZxVq0MW/skqNIpvAdSruJnUWRzEKG8SgswVHBHZMoGFd7zoJFFZqNmzuyMSG6pUsWeSyWu3IADlCvq7PY0A5QNdFwGIx6V/f53HdgqBn0Gk+X5bQTSlj9+K0rU9DfaIe9Yl6/Pfo/0rbiMKAQQKGPlE49zkQa5ySQvqumGYlWtZ1cMLWMltJ+wtroycy6GoGQzmmY9ClQJoAStg1/crLHfw9cdHa/VMbf7itiMbVXnSb1aAb/WD5N7X18Rp0/zlTBaC/lXOCWTFK0eW2/mqICNCnkxqlD3oEgC4x6PJn4r00hKXL64Pub7OmBk3Zt/ijKdx/Ufi6JuHNB5OGecCx2w1uECK0FjKKWLCuB7OXewGoX7/5awDA1W9fjbOfPxvHP3p8qAYDn9NpHIbraKkquuU6itJ3BZG4gl3w16ADUg21FaH3cqXG75caPKlATFV3TaOWRonOY20yhpgQSGfOLiEENOfN11aXtwaK2hwWtaShZ9oy+/yHd//AX4vZTKK+hp0niE+QUzjLTXEHgF0nOQD9nSXRALqU4m4XpL+rBdDvm38fAAGgl0gVV42ltkYC6P1sswYE/24xkK/bbzkAvSPbgZOfPBnHPXocbph9Ax5a6JWVERDsNXovAKX7oLNxNnXo1JLHTE6aFPqc2Up7Pqq20gAwvG4ETjvsUqwaRrBRSUhLZp2xQ8ePVDkmjZVi0ClACFYMI8jDuQYJSiE+acNEBl0jeqqzjlpgldGJR7tfl963OjpQ3LAB6/vW48i3bGztir6Xi+v2zGSRSRKsaSZoryfIJQjyw50MRysRw4YmgmxS3mkuQfC3ObfiDxvudd5QuunY1EaN1Pxd/lxslZyOpWEQAz/Z+SfOpoLfZWsEfgGHhGG+TGzE8Aj3DljpMujjhsplKY+cuxd/XRex7KBS82rQCVbGTI7AxMAnANy1pkoZwAEmaigdNeUo/P3Qv1dlv19sgA5EqkGnlAJu7a3kBJX5ZE5INukPU4mKu/IdMTpvUUsCnGwxSIH4fq9hOw6LGCFWHRhVQEJMj5nUMAmA08Zp73/vjdvn3F7+bxFMYhoMA2P+/CffNgOR4i4y6KLgHUsV1zoJrvNuteuZXz1A96xhvMd+0FwukEFf27sWq3tWh+5LNZY+LrbPm9I0RUoDEp2JISl9lFOt+/QYdG98xYW+2cVuvehLlroAPcQvUetaJzQ4bNG2zdtK7y/qWOTWoLsRbKnNWnnPpBoEEMUAAUgAjamg7vKCl0YpMo0XPGxj/EbgB497v8Nj0DUicZugBr0SY+nYzXWiEjrB9mMboS4Jz+Yc8cwYgK6M872oDDoA2FK7p/IAepxS6SuEEBw04SDsMHwHTB3iOaOcQde0WVMBOp97NABdbE0lpvAP0bEAAkAHccb+d//xjvY3vb7qdXzW8Vlou0o+J9AY4u5pqICcGKh4TIkicQW7wINfkgkA3RYcwKFb9QxoDTqzStTc2XWrj9ejJd0CIBpjCkAC5GpXMramGsSQGfQub/6jwpd8DDr1B9KZiQCdZj3wn2rWBBvKZNAt20Lz0HUALLy7rB1WhAwR0R8oWAXJV1AVzSuxjzd+zMvzeA16CSZatRE1Toq72oFGZ+zeifNCKYsK0MXAglhCxqwcgC6K84lWF6/DGye+wcXy1Br0jZmNeGftOzzLgwX8y+u7rB8XVElxDwIIJ00/CePqx/nKFbmvwP3XyjUzmIp7hhCvAwKlKAhzEWfQDQMxISPMHC4LHSYmT+avu9zb9vCSx6BaYeUqEBCc+qJ3/0iptkJKucBpSno6oA8a1n/jawCAWVt5v0ecE0UW3YYt+SKqSByrP6+J1fAxqKuztgOyGGty1NPTUQkR4ZxeXbgBK9r6QCnFe8ucfY0d4vlUQ2rimDGmEZOG1WJUYwpjhij+VpWNPeOv1KRx2LgxuKjFue9GjYdhPphqYrjVjw4oZdple1yGoamhVdnXFx+ghxln0C2e0tsfP6QpFjAYK6mHKHEibMHLW3k+UevE0XkNugDoSzHo4sIzLD1MGmw3zL4h+m/QGAWVnOSGgw/G1FlvYdrHczDxvn8D8Bj0Uu3fyjHx97OWMqJp0+zcRSa/fLn/M4jMuj7FPV5rY8rhDltP83kkDT+DnrNyOOiBg3DIg4eUFZDQAXQAUnmCZVv46wF/xXe2+Q6+s813tPsJ7IMuiJCYwlqQ69RP8BkBoJ+9/dnYZcQu/mMpaVts3H1vxvek9x9Y8IC/zVqFYkXN6WbORABA2kzL5QwKQE8rGQKpgv+4tczvphTJMJG4QWp9bh90sXbMsinuPmMP/PTgadrvxChFl5vGXRZAFwF2hN7MInjRue3X7X8d7vzqndI9lBxxFWgRwBTuMYPaokgc349wfmJ9/qjGlMSiO+Y9FE2uCF17nzfHUKpJ/wxZbhkLRu04n8dVFqM/DDpPJ6fOXKgTGpZq0AWAMXw7v8PZH1Nr0L0TqACgu2tE3Izz/VYiLmqa8slwgA5DCmJaYoBSzDiglnRNTZsGZkqJY5ypwo/avd0R61LuS1d3ePtM1f76wV/xi3fOQM2Yh9GdLfI01DBTa9CllmMVMOjt2XZ88/Fv4uYPbgYArBTKhBh4KDfFnQHjKGCbjWN2DApasiZcZalZPa9qbFxctOtF2p7j7BmPIkwXNB9Y1EJdoi5wPB/18FE4febpmLV2FgDvHvVflIoipmRQhU05MSPmB+h597mphJRSjKm4Z4jB/bckpSgKj2qd61P1GgTJUZ7IcXLCRP56yEknYdi55/C/O9z52tKcotXWKrHRABBLlSf4l6TAMVscI72nE/prvPSnOPdsE9cdK2TiiJdfYNEppRC7t6kiceycRd89bcp4hFDAUsTnzB874sI1OSDh+jpBXXPeXdqGU29/G/v/4SV8tLITby9pQ9wkOGjrkfju3g6Rd/Gh02AYBDN/vC9evHB/xCsp7y3D2HyyKu48K8/W1gCUSuKbD3yjaUDPAZDXTp02RaX2BQfoQQ6hnOJObdsDJv1wgoJAdTXarKkOFRM6yxQz/JR1fdCPmkVBMjkJ7AbWoLsDS0yNTsfTZfVYLmU2tfn5sutiNjaCxGIw6p18KcbC3j3vbkmQqz8mLnK66LauBp0LUOhYY8MIyIyQb5SYppp0nXbRcfusw2tR0pWP7gizdOwmJWtDHDd5O499x+6Ln+zyE4yqG6XdD83LjomuBp33A6UUBzy1BjrjDDoFztnhHF/gAPAz6GzRGlk7Er/f9/cYXTsagNN/16KWl+LeT/B7xd5X8NfJWFJ6HsW71Z5tx9gNkIypXR84/kD+HnsW4yKJ+jkSiet1WY4aJf2sLhnDmCZ9HXCcUnSWy6ATEqjLEWSSbkLEoAxPc9P0QacESIn7IcBZ258licQxiwnjIiaA9Zb6lE/lfeIwoRWf0QtWBccYS0L91+izje2glGJx52IfIBAZdJZdr2XQKzQiAPS8ndcvcwLgFBmaavMOQQC9EgadOe4JMyGr+ZdpprJ2MoDlY9A7BdZTrNmntq8GPQqDzmraWWmd6iv8/rXflvErwFvOmQ3vAgA29pQupxKvlyooWwlAv2PuHZjbOhc3fXgTKKVS+idb+3RdGMLME+IrPUZUQTrxPdUopU7WQEQGnZ3/biN3037OGfQIrd2CtBLYmGZaDSpAZ1l/s9bMks6pLGXqgLm1oUc+byPEHzaJiT4lVZsB9Eg+bymROPcc8wbhAZM4KIrC92pcnzVDDCRHefn28YmelkNs5Egkt9iC/93lurc6JfXixla0dsnp0KXLXv3X6MJdLpT8aF1Wjw0bG5oIKCE4e/uznfcCGHQHoAvHUfbHro+Y/RozYl5JSZHi5r8WfSWNiSlOZkFNTuhIEwDQ31rc6v4WiqP/6pQHHLzNSEwaVouff3U6Xrpwf3xjV6dOPBEznM4WA2xBwT1RzyRKhk5/TZzjosxnUe0LDtBLGHdaqMegS1ekzHTaIIaokiiSMsERZRLY2Ocx6MwxMIg/xR0AtviozScEs7Z3LZ5e8jQs2+ILAFsQxIc8Zaaw7TA5Bbk/JvW7VjxOBnjFjKKLXrmoKsctVccVxqCP+cMfQNJKNFKsSw8QiQPk9KiU7TLygjOwoG0Bf12OM8QYdBWgixaFkQ8UiRMc9JjtgPM64fSavvENkJoajLnujwCAKUOdtlssAs+0C0RTa9DZohUzYjhs0mH4wY4/AOAA5aLttVlzUtwrTxsX2wfWxeuktnEiKGnPtmNIr3z/WJDghKkn+PbLa8IMQ4rYejY4U9wZg16X1PTujOnBdwxAl1tf2BBRLRcAEiKTFIFBF9M0HRX30t9hC7BaBww4AD1JKf5+kIFsHKg5ICk/62JrLNE5khZc4gtK2ILeSE+hG0bSCSR+uLIDC9d1w7b817E904Onlz6No/97NC5+5WLpM86g0xhS7rQYr1M0G/ohEscAKHVT3EsBdEnFnfD/VcX4/VKXxYip6aKxeT1uVMagn7Czk3H04wPl+l0uEkcJqNj7XHRwbQWgC983qH4+v3T3S6UgKm/Z6QoutFz0Uxh1HjMb01yStb1rI+vBbOguvQZIKe5Ktl0lAP2zdi/ovLp3tRSoYPsrpYauGheDigDQ2TaiMGrQ96546wrsc98+WN7tZMmxLh8sZVgFVuw5DWKrOUCPwKAHjVO15LBoF/Hwwofxi9d/wc8L8NY1JhJXXoq7xijFJzsMQZe7lPUlgbadg1X840YcyaI8kSQK7u9mPm8/ROLSwj1j4z1JKURPLuWOnSwhqJnSDHPYMJCaGgw54QTEx44FSaVQs/NOSE6ZguUjTSwcBXS7v68oLgOu4G+xrRWkQyZkVC2QKNaYbMQbJ77B75HO/xTfYyWI4pwosuQ27EgMuhgUIITwoM2E9cBQ9rNME8np05HabjskxznaDiJA9zPozj1c2+UfCyfs5MyfhkEwcVhtVZTLyzGdtpIFimFnnwW7vhaP7UYQYzPzJjq3IL2nSmzgQwub0wIAq1Ykzn1Y+pNGGMigVwGgs98xNDUUbdk2rM+sB83nkc31cYBOfDDe/aptSWDtvk/vw/XvXQ8A+MUev+APMa9BFxn0WBpbDind8ziqUUo951C9Xqa/l3aUtipRrJTTpgXo7j1oOPQQ1B90IBbssSdsl00vVX/OTHxWk+7sKzLoS7uW8tdBjAvg1LE+u+xZHDnlSOw8Yme+YOmYamaVAXSW4i4vKDELSNomWGrvqF//CiMv/wUPqhw99VisxzOYWOdEUHUAPSjFnV17VkrRlm3DwvaFGBKqkB7dEmYCTx77JCgoEmZCju6LKe65Ngxz/VErbsIsWHxRNItCNNsdti2uj2wOGSJnU1Spd/BAWQ9j0BP+6T8VIIgYoxRdmQKAWBkp7kRmryOAPFHhOuriJDHoyrRpE0ds6OldTMzcieC5PodV0InEnXfAlrjiiXk4ZofR6MkV8fEqL6NFFbthY7cx2YjOXCfM9HLYuVE47qY3AAC1U/wsxMbeHjy87E4AwLPLnpU+48+qHUfSTbc2TIqmyb3oWOywAf1Z9+tcQGG7bdbYmrHktP0x6Z8vAVBS3CtIE49qHKATAklU07JQzPTh4RVPYIfhO0Rad9h1SxgJGO5zXSoYK9pVx83AWftNwZThcuYIY1zTYVOoyKDDz6DrUtyHJGUtEJbibsSc+SU5ZQqmznoLTx6wLSav9Sf0tWfbccTDRyAVS+HVb7xa0iGOwqCrInFSDbpVPkAXgwcL2hZImWEMSIjguRTjZGezPKhaDkAXgwBB37t/wf3S36PqRqG7vRvr+9bj/vn3S+J+4vkzwVfVyqlBL+WTiAD98jcuByCDcLVtqzh3ljb9GtXXlMIZ55mgBgGxKe5YmwcChlDMiGGYkvQXz7sZRJEmq/Cxm6CAQSlsQviYUmvQk+7YyRGCWG0cW774guNjJhKYMvNp0GKR11T/8oxa9BV6ud8pguHCsAYkV7eisHIVUiNlP6zkTwlY703DxO6jdsezy57VZnCwuStmxLi/JLUlFZ5LmyoAXRGJY4EvloFGKYW1cSPq7STyhR5J3JfEYpj00IMApWhb54gupgpAo5vZr9agP//peiw3l+Cut7xSz2TMwJM/2gdThvvLPDal6cBwq2miZdQorLnvStz56gXYcRMAczpAWZNfbIBeylibNWrzeg/pXpZ7Y4O2ryTlIUDFvaWmBW3ZNnT1tmHhvvvBqkuDxMMPb9lFyWlZ3esJkr244kUcNOEgAHqRuLpEHbZskh0lm9oVR4lsantkqMKocQZdmIgqqSfUWUkGPSTFnZ2byJrLyu4hDDpxwDwtFJCy/Ay66MSFsRVnPXcWAODBhQ/i/iPuD0xxFy1KDX9wmzV5QYkVgbOmnQ7gbyCuAIcISlMJ570YnPd8/cbhlpJQir+8/xdMGzrNxxQwgL4xsxF3zbsLPxEjuvy6VjbZii06DKIH0+kVG3HWU87gK9YmYXb0IWYDtRmKhuN+LO3vgA9snOluG2vWdyMYrCJxjEGv1QD0ZEBaWpwCndkigFhkFXcA+GZPNwB3LES4HFKbNUojXUOpzZryGSWOUwc4ol4xuIs6B+jeZHP6XpOwx+RmbDWyHqs7MljTmcUZ+7gpgAn5urB5qaWmxQHoZl5idnS5/Q++vxhNo/Xzmcig83aZhIIIUvbEiHY9dNbkBmE7rAJ+/eavcRH72UKg8UfP/RDn7nMRthq6FWxbYdCrOJa9Nmvy+6t+fD5oLoebzzaxoYlgzmlzSu6LzXEiYCpnzYibBrZo8TuZDGDVhOBbIjLotq3UoOsDriqwYwBdzLQiphdAUkU3F3cuRs7KIWfl8OGGD7FDyw7BJwigtadMBt1SUtwrEIkTv99d6JYAO2OAozLo2QULsPT4E5A85kBgi2g16FEZdLX3OeC0R1rQvqCk1k4QQC8nFT8qaSD+5n/P/zd/zfwFNs76zaCDoiHZwMUPj2rYEjsvWxG4dcyI+WAJY9CNKojEETiMeYYQ9BScbjsJKqe4J91xlGOkWzzOj0jcNrnMLGpLrR1FgJ4fWofk6lZ0PvQQTm+oIgMaktXDs0mIl4ouAnRVCE70i6F8xvxIBtDXX/sHtP397/iz5pzio0Y545QQJBs9falvP++WJyTksf3esg7ctPgTZ/9xE9ecsB22Hd2AyZsZnAN6gL7BNNECoOi2Qo3xqP3g9MfC7Aue4h7xhli2kOLeHwZdfzkrSvsIqEFvTjlggC5bBaujA1i5JpiRZla0tIsR4CymqkicyKCPrx+PMXVjpO905/VK3lGMojSDbgqeW0euI3JPUZ31Ffpw36f3lWTitU6CWmYggvJEEEjxjx824SXcOVUE5ZWkE85aM4sv2k2ppsDtIjHohdJ90AHgXwf+HUdNdPpq6rIH2LVhkV2dyE7ByuO1Va/htjm34YKXL/AYdDc4wtK8mJp6Ndqs6cwIYND3e9ETUCmmnXtmWsCen1KQXu/3EAoOzgHAbFYVOwcvg27blLdZq0maSChtdZIx/RwmumINEfvNghDsJ6QHR5kGxbknFjETgbftgr4GXTz3GIjkWIqHMAyCbcc0Im4amNBciyfO2wfH7DjGPXf55BkIYYEo01QcMMP/7K3LfYZlbfq5U2LQDS/DS6oB7Q+D7pZgMEaYZ10JDuy7a9/Bmc+eiaJdlC5jteNMXLxLrUF325kd+EH0+Z5dt7gZ54Asqop7mLFsgqC2ku5G/KUNf4q72GaNmZoaTbPONoaiFM0BunJ4EfTP2Vg6gBGJQRcA4DPLnpFEsipJcRcBeraYlQE6qyWOyKCvv+b3oIUCYv95CkA04MvYrFI16Gv7/K2XJjdN9r2ns6AU93JS8aMy6EHkArtPuhp0df32WcDcWhf3QNflw/YI3YVJTNx8uIniCG/9izOhsShZoxEmFhZcZT5nglKpmXHKvd45Q87G0ZmqTSGmuHfu5NWoD+kSBDJnRNEFCj5u2JwklnuwgI8YQBBBuE1tSaxXJVDYvMDGZdvfg9t8jbn+Ov46maxBnxJrMuv1OjQA8NwF++Go7UcPCnAO6DNfM+76ye63qi+yqc6jGvYFB+jhxvC0LBInbVHm/gK2r2CABIF6xjKKAMgDvNDOFYlsMXCSFyPmOgZ9fMN4mIaJB496kL/Xn37okpqqWoPugjzDpth9hCPCYlELXbnKVYRv+egWXDHrCqzp1YubMdM6CeoiExcYdBGkhtSgAwBxwXyytQcj2mR130oEedpyDoBNx9Khyq0VpbjzPujyYjaldjwIa0WoCU7wtHFX6Ek33vryvdiQ8VTY2KLFFjG1NYWn4p5Cf2rQVROjruLtygvesJ12rqtpAyM6whf+WPOwgE8GX8S2r+At7HXJGL40xQn41bs9ZBMB6rtx6ri95Yq/yF3WSi83DUlPL8B19Up+R2TQ/SruRKoGZQw6v6MVBv+Yc81Uc2NisbDRByPun7MSza/AMtq1+2vNtLmnk0RKIJ/Edb8/NejpRieQ0NgHJPNCJw1hTjMo0J5rd1Lg+UE5H1XRcXUWqOLuGgPuUYA2V3EXa9ArEIlTjQG6FAPoGtErotagKwy6LigsMq+UUh4QVf07pumRIrL3zATCAKAn31Pyd7DOC2EWBhRVResoJu4vU8xwvRRxf6JDG8agFzfIqp3liMSJx9B9T9fadPrQ6SX3XxuvlQKJorG1pZRqPFBeirvOWDbCwvaFAJT2ffnSa7/PKJVAfqIE6IgZMcwbT7DsjktQf5CThclagRHmT/WjBh1wGHTAA+hJCmwh6EAk3XPMhhznxvdvxD3z7vGNAZFB7x43BDV7yAGJ1P/9AcO2Kf2MhRkbg7o5ifl7pmFinzH7COflZvaqAF0cUu7caOfzKLa2egA9lkR+2bLA8xly6qlITffGeMyIoVPB42aTXDZJ3Xtxws5jMaZpYNumlWusVa9oeUIASj2NIwbqBhCo7zV6L8wYNgPf2OobVd3vFxugE6KvDWA3iv16SSSuH+xXBBGkSo3tuTntONTiwmnY4eAlmSkGgrWiXfQx6KKS8oR65wGYOmQqhqUdIFJJVJ2ZqOLuyxIQnKDbDryF1+UwQFqJvbfuPelv9gDtPnJ3qUe2LgKm1lERQUCLBIhphTHotRf8Hn+5xcLkTzr4Z1EAOqVUcmKeXOz0Og+rPweipbgH9UFHoeh7nzuTuvp7F9hRd1I8detTMaJmBM7b4Yd8k75Cr3TN2fmxa58wE1JqfKm2H5WaxKAL96sgPPtWjePsNGSAo9/ys7KimUPlutLBXIPu1JEDCdNAMmbg2hO2x3f2moiHzv6S834Ag84W6Sh9lSUjAa8DTNQu6I3Y/YIDPmpr+6Bnhec4Dheg8xT3SIfwGZszWasl0xScxuHPar8DAMQQW7E5B88UM1jSucTZnzEOMQETi+tRf9YmIvRyv+YOi8/BhinMae57BVtowzYATk1QH3Rm7NA/fOGH+g0E4yruRqJfbdZ858AY9KwrFufLkoH0nL+04iUfg64zKaAqAA313qaSjtdsFfP4YP0H/P3evLfus7TfMMsWSgc5wq7XSytfKvl91cQ1LWfleEYUABw55UgAkLLywhj0Yrv3XUJpeSnuwti2qOUL+Oh6qu/QskNJ0bo9R+0ZeM5sfYtynuy6j60bi2v3vdb3eZCKO7PeQi9W96zGRxs/krYHogB0/QBNS62CSwSmheeN6cSwNduIpLsUnUFvzbbyv7/X0YXTOzpxz6q1HKAXCYGlUc5f3LEYt3x0C656+6pQgF60i4gNVQiCZMSSgZD1Xp2TdP5ejDgM+l8P+KuzO3ZeAkCnlGoZ9KXHH4+Fe+0NrHG6Og1vs7DokEODz0cpxyOEoFOJNcWGNkl/J0yCU/YYj8uP3Dpwv5vL9hm7DxKG7I+ycgevO9XAEyVxM457Dr8Hl+1xWVX3+wUE6NFvBptMqWVz5rDaNejN07vLOqfAXSsp7qKapxGOz5HMWIEMet7O+9qsNaeaccwWx+Dk6SdLKdRs8u4PQJcCJmpAQ0ghp5bliYZlKgfoLTUt0t+HTDwE93z1HvzpK3+S+phqWzGEpLhHE4lzU1UVxnnkCs/JigLQC3ZBisCu63MUo6cOmardnlkURzWKijt7n21rxDWAWWHQx9SNwXNfew7f2+Z0vkkm3ycx6MzEaz807S2SrCRATnGvwrMkBl6ERb0gFHzaNdHT6s2mpqADlXtqA26dLkBvSMdBCMHw+iR+eeQ22HKEA4yDALoFB6SXG4MkUq506eVGzG7oNYxI15B9p6jpg06Jl/IGOAy6SUwBoEcHvUdt77QB3G1SIw8usYCSYQhtCes/ibS/rqzznYXtC0Fhwy7WYdKQ0ZwdIYTKtckGKh5TBzZO4a9HtwlrRszkGQbsVokicvx4VRzLDNyUasH36qpXS+6LzZ8JM+GxVVUA6EyFO5VlOhP+LBnGoM9tnYtfv/lrn0icziSWUwLo8namGwA2bODUp07l74ugPAq7nS1EZ5x19tGGj8ouGVBT3Bm4+t6M7+FbW38LALDd8O34NmHpoWJAtyYbMcWd9UEnMf790546DYc/fLhUIqALcMSNOE7b5rTQ/U9vDmbZ+diOEPlja3pjshGHTjoUf9zvjyAg+N3ev3POXxNw+sUev8B3t/0uACeLkrHnADC2fix/XTLFPcCOnnI0AGCrIVsJ7+ofVN6b3rY4CeFj0PtRgw44QnGiJShFDaU4v70TM/J5DtABIKdRzg9rXSumuM9rm+djjmMpEblW9jvUOUksaWRZsOw+Mw0BFjiQGHRVxd3NcMwtdDomNLz9KQBg2Bp/aaF0PppAY2et/NtUgL77lGG44pgZ0UvbNrFNrhsn/c0AOs+k+V8N+mCyKJSNwqDbNmcM+8VSKKts3egsWravvF5bZwzAZMQUd+5hBUykmTzmts7Vflaw/DXohBD8dq/f4me7/UzalgF0MThQrkl90FUGXUyvtSyePqqrZ45qI2pGSH/HjThmDJ+B2ngtb08CBKm4B58fCVC7lhx+9/cZiuhGjdD6JkoNepAjduwWx2rfZ/ft6n2u1p8jHCcmM3cuLLGvL8DFEtUFnubzHoOuS3HnNegKsBf201foxV/e/4vvuyIbIbZEG58c5R4vWVVWOqgGPW8IEeua4Oi52vrIrPML4g1W6+IAXT9+gwA6Yzv33XJ49IP1E9T1Rvy+KKZElBp0G0BGFHsEkdmvMlLc//j17XHDN7eHPfJG/l5twpmjDKEG3eqd4vuuzhau7wDgtUykhUaMakiD8owoKAC98mcgrQQgeWtOw/SWQw2DHli2VQWzA7wPqRdwiec+n89i8hqKJGJVZdAZEEy7DLrKrrknBwA8+yEIoItrkJTiHsKgG6Zb7qX8fFH/pSvfhXOeOwe/euNXgb8jVywNrkuxvTo1+jATr3/WymJjxmkJe+TkI/k9mjFsBnZs2RE7teyksLayietHU295Ke6EEOw8YmcATreUVT2rMHv9bL6dDqAnzIQUuNcZI0l0xhn0CEENtbTw4IkH451T3sFRU45y3ncBsAj2D5l4CK+T7yv08WsbN+LYe8zefDtqVVK6QzFj+Az89+j/4p+H/bPk1jKD7oxr7tsFZkUID3cZNejy3973JICuGcdhc4HIoC/sWIilq+dJn8dTwrjUnmvp8xev0dNLn8ZTS5/inzEBRg7Q3fICPv+pDHqISFzRLiKdoxj/jiPqV7Pbbvrz0QQauxSAbqRl36e5troZjNW2mph8vjk3xZ0/X4OQKIlq/1+ruPP7Ru2APuhl2kCmuCsMuhg5FRfxRD1FJiufR5gSbdbK+tS0g4zVXfWLQadC/WNAH3TAAXrVYOyZ8BgzkaETU8B1KWvJiRPlN4Jq0CXTpLgr29b3yG1tmAX9zqAARVAd3MnTT8YxWxzDAxw663npJaw8+xzf+9xpVAG6wKATDYPu1aAHA3QS4GuLKYVivWLajqGAAUhxRwBAJ8IKmA4G6Ckle9CoVwH64Exxp5Ti3HveBwDUB0TDEwGpiTaAPScPxVXHzyjvoJI/Vt78GDXFnQF07fNDgIwSkBEZ9HLiPnHTwOzeWzG/wwt2MlElQ0hdDxzoip1wy0v44LKjPSeSmhjRkOLPEIGcxFPF9qowKEtFdRTDDbrpUtyZBTLowvsduQ7fHC7a+uuvx9WvWfh08ad48ZtORlE5bdaCjAHBVM7519R0amBtI1kQQa1BZzY0NZRnPYkMOi8vIv57SxhAd/dDKQUR1KwBp3yLpY9nihmcs4N/Po/CoOuul0EMfg36in2SLk3J/QlB5+58Nw8qsPI8wFlv/3XYv/jvCjJbEJls6qHoiZA6zu6HAQNfHvdlvLvuXf6ZmAauq+GPGTFJKE1n4u9QrZw+6CpAB+TxofPHEmaCr/t9RS8j7cgpR8qK1poAAeu+AiB04pvS5AYYxTlAs72o+aCSENFS3Mu3pHIeJjEQg4EibAmg3z3vbkxsmBjq01qKy7cQ67CL8HciFXXMl05x7yn04Kcv/1T6zMegxxQGXcjuUwG6SoQU7SJ+9IiN0YsWAXBav2rPR8OgO2nvXmajUSv7jUG+wmCxeECKOwuSmZ9D5pzZF5xBR7ivTMQUd9bTSfxCP28spyGqkJbr/qsKaQECQDcIRu9fQP3YDMbs5aWFmyFrRc7K+Rj0IOMMej8YbalfrBrQEAF6sVgRQC8lnCMugKy9HKBn0Ef97nfS31INeiSRODfFXQGYdb1CWnUEgB7EoIs1dqqFgXMA6HriSe37qoo7+50Sgx5agy4PNpElCnoWxXG3rnedt7mr6mykqiwSJ6Ae5sxZtiXVoDMHWWc1RXnaNOuDHLrBtTAs2tDDVZ2LAQxLIIMOgju+szta6str5UP6IQfeaxBEuYYsuPbCypcxS8l80NU5yyJx5QVTHv7sYelv5szbEKI2JBqDS4wc3l/ewRk/CgMtDUmn7ScAGEqKO6lcJA4gWLGHl97rMegxDpTFFHe/Tkj1x3IQQKfCsXQlMcxyVg4HvebM99NeWeb1V48A4koZr2Nm2rF1/vnUdh1ANm+LPydteOuMmHostedi86nmkWPBanYf2DFEBl2s7X5yyZP48Ys/9u0nSg26ju1NmsmKA+RiORYTYosZMSk7ilkYOKeWxVXuAWBMq9POrpSx+28YhqRpAcgp80E1/KUYdJ0PxqwSkbggv0tHGsSNOF/bu/PdnEFn+kDMRAa9/tBDUX/QgZh4913hJxR4zgGZmSKDnpBLwqolEmcpX9e13uRK7m5Q5IP1H+Dqt6/GWc+d5RvbkkCssp93DhovHytZIsU9wm9j1+i++ff5PmPPL1tD0qbzvLE1SyQ31BR3WJY0xgp2ATst8v42AnwSU8OgH7TXt/jrxJQpSM/YSvo8HuATDBZTy0nyhADw9Cpi7J5/Dpn0wX3lKzHxJgTdENYzkX1sV4dBJxEZn4rMHYPDa5wUU106HSFAoh4Yu3c7GsZl0bRXTvquznLFnK8GPcjYgn3pa5dW3PpMZtCV+yNevwoY9Fs+vAV73rsnHl/8OH+PneeYujG4aNeLpLrt07f16qNN5VFoPOF4xEeNkt4L7oMumh+QqIC2ocfmk2skBj2gpECNHEa1/IoVPnVcZrRQRO9bszy23I26lxKJC2LQRSbeoEBdH8WOn9m8fjOdo+h97El0PvIIsgsW4MyGr2LSWorvt22H4npH+IRUu82a5iEv2AXYQsAorE0MUcCtoaa4D1KRuLmrvXq8Dd36tJqgNmuqoxTNSLSKI8WOHOLUp57eGa17gxhcez8lB8PqbQtntnf6tu+vSBzfvwsApDRgDUD/9jbf9r1HzBxWdmQ8QEkNjKhPcR0HguqluANAbpw312y9gp2Ddy0M6gAYKS10gJya02IjSqq4A8DGvo2B+1BTr0XA0F8Wndcxs7VVM+dR28K63nUeQBduT5J424+q9dYRHYOuLcFmAN09PnPmw+rOP+v4zPderlhZu69dR+7K119dP/cwExl0pmQ/NDW07AwaOyMfd8IGGomZFhl0NVCdtbL4YP0H6Mx1akETgKow6OWIxAUBdN37JjF5p4vPOj7jv2F4Wik9coGpUVODsTdcj7F/+Yuk3h1t4gsPiov11WrvbCOgG4gi8lTyDCxlmyT1Bym5krt7PcXuCapQ7tDUUJy1/VnaY7WnLcR324n/HReDDmEp7hFE4nT23LLnAHhrCCNcLDbPC8Eomyo16EVL0g9Sn+Ggsjsdgz5uh7346zF/uNb3nMYHKBuiWmYpWCTnnj5/vgYZUVKODe4rP9DG2hkEqbj3UyTO+7N6DLoaKQWCa9BNhRnRWdbKRmbQxRYcorKsanM2zOGRXdUo9fgRNaBBCOFCcdSyuYNw5awr8cbqN3z7umfePXhl5Sv8fG78wKkNfWnFS3wbBtD3HrM3Tt36VGnyEQFuTHkUwnp9+z8PZ9CNlAwwG/s8lkF0JIN61QcC9BAGPcwWHXQw+mbNkt4zXCDe9+67WP7tb3vvu/2TaT7vgfaEJuU8iEEXAHrMAi6/18Il/7Fx8GznOp30ko21P7sEqy/+GZYcdTT2ufgBXHOHhQNv8WoFjdraqoJeoqlBL9gFxCwhAl3iWRAtKFo92CK2n6zxAO/6AIAelOLuJvGWfcxKRDd/M+EoPLJyNY7v7o30HamdkpKVc+u6Ddg1m/Vt7wH00g7/LR/egq8/9nWJvWTG0k0LtpvtkVwNM7nOt92BEw70vUfMHqxs78OKNsbkGdh+XKPnmBF5PSIm+kGgEyQ1TrlhmHLNNyjmtc0TakkHhn2YYdaHAvSWtCPu2Znv1G8EfxtJNp+/v/59fOmeL+HvHwf3Ai5lXGDInRPE+d5ocJxfQoGfvPwTPUAXqgdFoVJdDboOoLPrzu4DK/3R9VZnplu/c1EYdA2Y/OZW3+SiVeUw6JRSiUFf3+cEWUt1HNHuKyOve2M20kjEAAPxBjF8YPuJxU/g1KdOxd7/3jtwXzqALtbJh9Wgs7moHAY9KNCuI0wIIWiI+zMRVIDOU6CDgLLWKmPQ83beF0T3AHqF8wZLU/Yx6PDNRSqDLjKqy7qWSdsOTw/HWdudhX8f/m85myJFkClmpCtQUpy2zLVJtcWdiwF4ujs8A4gz6EINOhQVd6soZZcU7SIKYkvOmP64zJ8TLTHF00wxamp8vtZgB+jqc9xrGIAwD8X+JxI3iCxShE5537JD080i2yaoQQeAX+35K/mwAfMqI190Z3XGjDMAOMCEOTqlALoIJqVUPcGWdS3DSU+ehC/f/2UtSJdS3DVnxuvQraK0KJ757JnSdvNa5+Gqt6/Cuc+fCwASay5GzdnDq2NNpXovxVvUtVGTWPN4dAZ9yAlHSVvU5IB80bnmIigPchhYSYFac14pg64zVneUef99+X0G0Esx6Oy+qbXrwt9xi2Ki469hvznOb916eWlHJj5iRMltyjFZJMw5ft7Kc7YMgCxYWGp/n5Ma9I5eb6ydssd47TaGQTA65//tKpMRyQipaE2MGSYmF4qRvyreTzVtmhCK3bI5nNvegRvWbQAICRQJDLIbP7gR89rmaRm3ZMydQ4wCiNmL2sl/hpFw2M7DJx+OlJnCVftcpU3vjdV/glteXoxrZjqq7/XJJLZoqfeCXERNCOvfuErpALoZkxh0ALIi+QAtaXGQkBR3L804qD0ooGGNXGf42WXPImtlcf1711d8fgzkMUFIEotj9LXXov6wQzHiYkeE06COyrkOoCcEgD62TkhxNwSAnmcAXXMhAhj0sOshtXBzLRuBQS9YfgZ9t1G7VcSgq/eE+QyNifIBulh/DgB1mWjiazzFnRhcxJHZU0ue0n1FMjUtHnA6ply4y4W4ZLdLJKJCNUYARAkklALoQRkHuvPzsfruHBKY1Rkl4M22CRIfdv3Fmz64CfcvelD6TBVMFj4RNyp5CuLdHl8zEuOKBaiTUsKd/1kNuhgc+cO7f5C2HZYeBtMwsc2wbRAzYvjLkQbu28fAotEEWSsrBQ0lgcxQkbjKGHRm7H4yn5qLZwpjnVIq90G3bOT7vBINq5CXzkJtnzvklFMw+vfXaI9vJBIY9bsrMOy8HyIxYYLv88Ge4q4y6Lc1NeKad6/lz5c5yIiScmxwX/mKLPrNYHOIJGTVjxp03zggQR/0z46fejy+t+33+N88xV0JEIgMekOiAQ8c+QAmNkxEOpbGwRMP5tuxWqwRs5djw5//jA1//jP63n0XqnXlSqecsog5ALy5+k3ps7yVdxwMXoOuGX6MibUsHsHXWXu2nb+mlKIz5zEtIuMcBtDFIEOcKgy6LtgSJBIXWIPuWN2eu0p/GxTI9zjnKwY9gtLiWCqn2jJOdPb6a0aNXhCFAfT2e+6F5aYcl8WgC/3Ut/IyzxC3AEIphgcTZACAYecw4aMq1qATw0uUdM+3YBekCLW0Tan9+QA6s8G1MPTmnXux28ShuPSrwa2Chhb9AN0mqOza91vTo/R3RAfXx8q6MYKzOrpwQJ/j8FfaZi1v5TGxYaL0HpujEjELJC73VT5w/IF466S3cMTkIySnmqU8J4a+ARJvA9yRlmC6B8y5JlT2Zw33B1VkBIbGkTRNfw269JoMDPsQF3vRq0a8IGtYqroKVnXOcH9KsQDwOYHE42g88giMvf56pLdzhBIJBSY2TNTXoBMPLO86alccPOFgnDjtRAl00YKbkaSrQVcYdLYGiJ1HVNOtB2INehCru77HWy8TRg1uPfD/sKK1wIFoOQx60P3SBahKmd0nM+g1ufLarOkY9HH143RfkWxCgwxSthu+HX61569w2jan4aTpJ4V+lwmQlgPQS5UWqqarkWelj8wqYtArrEEHgKW9K6TPOIPum4+jziNuoEPYweN7X4eklkF3ziPDtTyC53TxOhEQvLqtgQf3du5ZppAJ+W5lDHqUe8ueDbaOeTXoQps1avNsHsBh0B/8+F7+t5HN87a0AEBz3tyY3mVnjLzs52g8SiaKRGs6/ngMV30t9hsCFfkHh+metbs+vYdjAi4S9zkE6l88FfcyatBZeIJFssX3KrIBrEFXyZOauMcu88iayh6xxFQKHDbpMGw1dCs8cswjKNpFaXLtLfRiVCvFtrc+BsZ5b7zpZkz7ZK4UgRV7SgYtxEE11X2FPhzx8BHYkNmAS0PYGWKaoHBF4uL+dBxmYnp3ppiRzk0UsaM8Odd/MBGgq0J6dtbvCAWKxEmmASSahS/f1QEMHS0xDkEtQdg1HZoaiqVdS/n7laa460xV7mRGapx70Pv66+h9/XXnvTJq0GlRP07iRWBoN5AqUSoaDH4rN5MYzq2hkLQAxPZpvWOGIrwSUdifeu0GaQ16X975gSfsPBY1iWhTf9wyUDBt7N1XXh2qY0SeggfouoypG+MdIsIa7AB0ZwCUe0pqEI2BmCF1wMG7tOApAaMnzARn90WAItZOG8m1IG73gLg7J4sMujRt9bMGXVfDbpgx7hBKAJ1/Z2CcmjhIYIq7LQD0MMZYXYN0AH1l90qMb9Bni4RZWIo7W+cJdcaSjkFPCWC5Pl6PP+7/R98xwlLc4aaoTqodB2AVfvLST3DGjDNCW57pmFhWg37Zf+fgtYUb8egP9/b1M86455HbcBDO2PFszJpHccNzL2Pq9u7nVhUAerISgC4ftyYXrbZbYtA1NeiqHT3laDyy6BH+t8iQTxs6DXd/9e7I58yyc8oC6GWUUwVt7yt9ZHNIYHpy/2vQRfBpKYcJbrNWnhW17rx8PiPNWsxDG+7KrsDe1A5trSaWJ6gZCpliRl4/NC1zRbNBHLhQRg36rQfdih1adsCRDx/JOztwBt0IZtDVGnRYFj5eNRs7u38meuR5ITl1S/46vf32gecXxQYwMbgqpjLozD7a8BEAJxj8ebXP75kHWhkMOlNxF1g+uQa93ENHTKmvwNQ91Joe4xnYB514/7D0N4MYSJgJGMTgC3pPoQcjOvyTjNojW0w5D6qXFlPQxNS4F1a84FPk1aVf8dRi2w7tjyrW9vQUeiR2X2TQxcVaNSklUAWWWb9TIovERalB92zyE49j2A9/wOuEil3RGXSeJphslH5HVRn0AIBupP3MehiDDkplpqaoXyxHJppx9PADSp4XV0inIVGdMk1W8Xb+KdgFvgAaNTVY9qWJ0neSM7bFsB/+ALEWOYth5G9/o78ewKCL2PbmnHtRk4zuPJ22bCpuX7MO+2UyqOjak8A/In6/9HcmNU7ir9Xe2rqvm8QU7n+4I62yjmqKLSs72Zhdj6dafyV9JgImMRj4talfE87PBhhAF+Y+du5EmFuIEfCDohgh2CWnCToa3rWQlj51GqvyWI4TIxCgA14dcBiDHgWgh6nAhxkXieMp7sK+icdu56ycFqAPjTsp3XXxusBUZZ7irmXQnbEgaqPcNue2UICuKzuzbIqn5qzBXW8tx9LWPjzx0RrfNlm33ArUQFemgLvecup2V7Q58wXr1xzFgu5XZSnuzjpuDnfAZ00ejqBviahaGIO+oU8eDydOOxEX7HIBJjZMxDnbe23qvj716wCAH+zwg7LOmTPoEfKvora3jWJqeQNj0MsDyuUx6GJavdqyjATWoEecR1gNegTm+kdDdkTKtvFmsR2z1swKzfgIy+TIWBnYZVyDfITykfacl+l54S4XYo9ReyAdS0trFjsn0zBhEMNrs6bWoCsicWnbu+ipbi+QOfzHP8aQr38dkx97FMN/dB6Gn3tuyfOUTH2+Bpkfo9r525yufZ+NA+8qDe7fobMvHkAvpwbd/UdUC+3XWPSJnlWRMaLAUR8msPLH52P9DTeg4dFXvcMGHUZ40HT1aSxS3Fvo5e1kRLM2yjXkv9jjF/x10EIsgkzRmfik9RP/+eouNhOJK8qOsMqAi1HSnkJPMIPOUhU1NIXo0NgKkFQVZAGEiMSJJgBJ/vsoklOmYPi556K9wRkjha5OdGQ7pFT9oPo6FgxJmAnUxjwgXdUa9KAU95R/3ITWoANSsIMGAHRjXSvOGH186fMKUCPtj5lSeq3LoFsegz7snLOx65jdpe+kpm6F4eeei9gwmaloPPpozREGN4NeG5E9B4AaK4bdsrnKljYiM+jUjnhdypyERQEqXYq7aoZ4/0s4++o8p7IzYeys+nx+c6tvYqeWnXDm9mfyVPlv7NYCluIeZynuYrCwvJLNUNOXOpdIcR+grLDQGvSIDHqUFPcoZVk6YwyoyRT1hTmPZRUQ6pyDDhCkSAIPHPkAHj764cBj8BR37Y1xrntMKb0KZdADMqrOvtsT3LQ0z2DenaMpNdCZKWBko+MXUNtZH8tJcQ9iL8MY9K5nn0Xno49K7/XOehttt98OAIgP94Ki6Xxpdlosa1P7t6tB8HQsjSGpIXjs2Mdw9g5n8/cv2f0SPHnck9hv3H6hx1KN90GPwKDr+qCrdtjEw0ruR1eTXpJBL6cGPcBOmX4K9wn9DHqEySrChCbN5wFB+inJJuzkZjxuyGwIHa9ieYDOp7Sktdt7rfPMPLnj4OskElmnbXMaD9YdPvlw/v7QtKesHjfi3m9Wa9DFIWVbmDLX8x1ret1nuCaFYWedCRKPI7nllhh29tmBvt0XxfZs2QmvLVuJkzplEVfeZ/5zDHO/eCnuykOXHt+IjrdW6rfUBef602ZtACNN01dQTH63D914GoB848Q2a/IJuf9QaIVNUmYK3ehGR64DYzVC4cXWNiS9TBlsMWQLbDdsO3y08aNAgC4u0GI6mVgj7p1fMINOCwXJuVLZAfH4vfleGaBratB190ZkoG1FKMcuwaDrgGsUyyad88h0tuKY+/eXHAZR/VY09lvjRhzpWBrdBWciChLqq8SMOn1CN0n6x01YH3TAid4THmgJTjdru7NEX1aEKKT3wwxxwnYX/dvm3Iap7FbEYti6eWvME75DEs5vZin//P3AQM3gM1aDXpMIZ1XSJT4vy4je4am2nbr1qbjzkzs1rKym7loSCQzfr+jsUVDfMxozYvj9vr/HRa9c5Puu+nz+fI+f89dbDtkSS7uWoiZV5Aw6q0HnDCGhiNf2v6c3M13AODDFPSyIWgWLI6wGnfD1Sm2TJFrBLsCExzLo6j3DVOCDbM6GObjs9csAeKVPRBQFFVLcc7bHoIuBcmoVsdVQuZ+wap5InP8zxnyaCkBf0+tnwJkt6VwSejwAuGfWcnxz13Eo2hTJmAFCCHJs7aMm/vPeSgytdcet7cxtYcrxqgVl1gUxl7RYxKofngcAqNljD8TdDKXlp53GtzGHDgUSCSCf53XoJoLnKBGgG8TgPovOgrL0YkYsUr26auUA9Cgp7tfsew3mbJyDlT2yD3vclsfhoYUP4We7/QxfGfcV/xcrYtADLGAOiJtxfH2rr+PTtk+x9mNFQLNCR7onV8T1zy7A+N6lOA16YKw7n7Q7Z27MbMSfZv8pcP8SQNfs56ONH/G0cdGyBRu1yuYMoK/uzGJ0wPFOnn4yFnUu4hkZzI6YfARWdq9EwS5g37H78vcTRgKW4bRSpEKgVu2DTosWdn5iEf+bAXSkgnWbvsjWaNvoVIJRnEEf5BkAYfb5DS0EmVKD3rjzaIzarR2Tv7rOv40S5Wucql6OMm+sGjXkhXz9HyAT/Z17uNUbTElYPg4/PNUz6Oy9tb1r0ahpr1ps9auws8UkEKALDqwoaCMCd6+Fj/+6cNXwbEZiC3JWTkptE4/fXeiWWiCJDHqYSJwk2KPUSlMNgy6KxCUmThI21qS4E7WA1LFsylkwu9rW+qL5gQy6ANC5ajSqy6DHApTSzSFDfO/pUrqJ0sOemVg+olrfO++UPC9TDRxU4VkyxdZSlMKyLcxcOjO05zG7r2I0uvHoo0oE5QbXwtCXcxn0ZHhcti7o87KvvcJRRMbnUbKgZPveDEc006/i7t+2nBR3EaAXrIK2DGX3Ubv73gPCn0+WGp9KFEECGHRCgESdhbFfG4MJXN+n0jFF9NkEAoPeEK/DsVsc67zvA+ibLsXdMEwe3AgCfIDDXov3W3e9xSDvp22f4l9z/xVaowoAJz3pCYGZxeAadIMx6LoUcCuCmFlY55gYA+j6ixRW/hVmn6zpwhY/fwrTfvE0fvHIxwDETATnRNp6nb8pde5BUJtPnRWo/n4Fna/d4ylR2136bIfE5Ek8gBylDp2v+e7v+ceh/wh8RtXOKP21agN0QojWd/vVnr/Cmye+iZOnn4xRdaN8n9OSNegaK1MkjllzutnPoLPjlrE+fryqE9v+ciZuf20J/vvBagDAXq4fNrp2dOD3AMIBOustHmS6FnWiBbZ+1FwDdrUuesAf/Hn8I+f8hySH44/7/tmXiREzYvjBjj/A+TufL93fuOkx6CJAVxl0Nncwq+lzt62pBkD31TdVYZ8DaO4YG6P4mqzElvdB/xwC9c0C0K+++moQQvDjH/+Yv5fNZnHuueeiubkZdXV1OP7447FuXQgqjWjEIGianEGywT+pqymX9ZP7dzkCW1pUwcL2nKABnxImkEax5+g9pY/6Zs/GcU91Ipl3tmns9U/Orbf9HwCgsG4d1v7mt1h/ww048NGV+M4zFsh8fbTesi1MXUnxnWcsFHo90Lz1k59iv49cNjukfQdjKO1MBid2TMO1f7dx2rMWTItKbIqY3ri+b720aIsOE2fQS0wyjfNWSX/b2fAU9+TUqQF70ixywsKXSzuOl9XtXJuWdorvPm2hpZ2WrEGPGTEpE6IatWvM4iP1AD3W7O/5WpJBF5Tcg0TiAEh9PAPNrH6SjwGDK56u/MEPsfBXl+B7T1vY81ONM87MXSzFmvz6Qw7RH2BwZrhzBr0chvy4HYO4gYgmprgPoHgec3JKprhTKqW4lzolMdiXKWa4U33l3lfiha+9ACAYiIdluDAmxzBznEGnbgG9x6A7/9RvWYeaKnQa1AYrDA+gx2CiKdWkfGeAGHQSLBJnGibPbirFoIv4dcj8NfjuTAvj1ns3VWTQv/bY13Dtu9figQUPRD5PnUgcuyaEOk6gnkEvnflA8yzF3f8Zr0EPAOhDU0O174tWXyIQd9dbywEAec6gy34EtZy1piffg6jGAipqQDzoWbBEgK4LigNITZ3KM6kYg/7Gqjfwk5d+gtZMq297VXcmbsYDAz1hQrSVWDlt1qKkuAd9TgjRqrlzK8mg918kjlldvM4H0IOVxYKP+7eXF/neu6y1Dee3teMfh/4j9Ltp1+coFbwJS3FXrbOvhIIt34//vH5wz/v4wT2zMfWyp7DHVc+joy94HhMtZsQ8HRXLQn7lSqz9zW9gr1ojAXSrvU36Xl2v6+em//9k0AHg9M4unNrZhSZ37PPn638icdHtnXfewS233ILttttOev/888/HY489hv/85z94+eWXsXr1ahx33HEVHCG6Q2Gm5J8fS0egX8JMZbD5nwMcuXEDDT5nyv1zm6FbY+oQGVAuO+lk7P1aO457w3mw6zRrY+7TT2Hn81h94U/Rfs89aP3bLdjlxdU47D2KMeddrz0Vi1q44k4Lh71HMe0Bp/Yt88EH2O2/C3DuEwygs/PzDz8GgOzePvSe9zNMWGfj8HcpDnqfSqJzIoOuCr/0Ffu4k8trCUukeu1462vS3w2HHOzbRlT7T24lXk+qfamzXNpZbIuuAN+l91s45H2KHz5mBae4W0KKu+k5FNV0nk0NEHfe9zuCRFeXHsSg56MtTMwalWc+Pmqku6PqicSZwrjLzp0Lev9jOPh9QYwr5gdcLBPAbPDq/XTBC8kGUcCWUopMBTXozbXiva7gB0k1hOV/PeoczABdFBX3mABKy2HQM8UMz3LZacROvGVPkIMdhUH/+9zbkWyZCQCw2UkJDLpn0ZzlQCMEfuU3wIh5Ke5xmFzMi4NNtqZVWyQuxPUwiMnrqUupuIsgf/tf/geHzKa45H5v/tGVVs1tnRv5PA3W2iimT3GnoF55lXh5owB0ruIeXIMexKCLatRB9sDZXyq5zcJ13V4fdKqskZaz1qzv6yi5H2YsgKWKswU9CxKD3tOt3SYxaRIXMU3nKGxq48znzsSzy57FX97/i297USSO2Y92+pF235VmIgQZ07qpZpu1SgLx1KqAQS9TJI5ZykxpatDLb8/4zlIHdB689QjOWDfYFKd3dstZAiEp7qKmj85Kpbi/PdV5r7cujveWeSA4Gff7j0YJQu5xV5Cxo6+A95d3AHDG5v3vrsBn651x//D7K3HCzW9g8Qbn74SR4ACdWhZWnnce2u+5F7Gf/E4C6IX1XjtjwGlbCwCkCinu3RklMDHomWfn/GopxUVtHdhF6cDE26wNJocsom1SgN7T04OTTz4Zt912G4YIqbOdnZ24/fbbcd111+ErX/kKdt55Z9xxxx1444038NZbb5V3kEiDydkmXkvQvLW3KJj9zHYaSAY9zKS2PNIHzqQlgjrVRrtzkNpmjJnd3Y2+99+PfC5i+mDNwlW48f0b0fGR931i09D6RpbibmfktMGR7VRy1kSA3pqVo+gWtXh6PGuzZpQx1MfedBOGCjVwzPJLl/LXMU3qN9wjOkaE3+ctfH31jqNC252FhF3/rVYFp7izaxo34lotgWpYkBK5L8UcQGyohr1RatCZiQ4YP1Y6LTFSjSccj9HXXosx1/0RIy//BSb992GM+t3vMPHf95YGwRWYrtxBOj8Ng85q6ROTp/D3goIag5FCz1s2im4grxwV934ZqbDNWgUOQcyIgYBEUnHXqfgHmZjemylmPOVlwamuhEFX2z8BwLQRTc4LPp+zk6vOeNJeC9PrCR8jJhfc2xQ16EHipqYZ4wEXtZTKsi1866lv4cKXL3QCl5rTGybgPFGbhFk5vdHD2qyx82dK8WUz6CFt1rwa9ACAni49LzbVBAeISGIDQPI46PpX0O62M6PCGnn1cTPQ6Aq7bSwDoLP7pQqXBT0Ldrd3s6xuPUAnyRTPXjOozJK2Zdt82zMFdXGe32nETth9pD/NvdoAvVSK+wfrP8BPXvoJnl76tLSuh1lFpWx2CQa9HJG4EnNAOp7WMOgR/C1hv609OazryoEQ4Lpv7KDdvDPj+H9FIfP1n28sw9tL25F231PJGtXq43rR2Wv3vRZbN2+NV2YQXPU1A/dcugs6Mh7Qi2kCHQy0/+3knXyfjWqU/bTXP9uINZ0ZXP/sAlz0wEc49q9Oy9oL7v8Q7y5rxwHXvYzfP/0psnniXUvbRu4TRwmHrFoHU5hSiuv1v1PqNlGhvb6oss4Xg8XiytiOfQ6BObNNiijPPfdcHH744TjwwAOl99977z0UCgXp/WnTpmH8+PF48803tfvK5XLo6uqS/nOsjJtBCOpGCg+hb64ul0EPSjUfaAad9YcKqIEPmYw5URIC0MsxEaDbmQxeefxv6Ljy9/y9lOhT6WrQ3RrfNZdc4vtMFKsRHbf1fU40sSHRwBdIVpPOFnM1Wmr39mLVBRdit/n+H17/lS9rQVp+8WLfewD0NegBlql3HJWWR2dhRLuQillTus1a3Ow/QBfTz0ULEjvTAXcdMCWGwcf5mksuRcdDD2P1xRfDavM7UIlx45CY4gHd+IiRaDzyCDR89aswUimkpk1D0/HHIb3DDuKZuweqLoOuM0kQih3dZZniY7yUb22gQt5T2ec2UNba4wW3ajRsQCTbLJH0aMdktZr+FHeNSBwxhbmxPAadzW9iRo5JTG26ZJhjrQPoDW5mijbg2u8MEn0NumnEOUCPI+YD6N68Wd17nzCCAfqM+TlM//PTSOWoj0Ff1LkI769/HzOXzkSmmNGmyfcIU6QOwD266FE8vFCvrq7WW2sBupDiLtpJ07za9UgMOktx101HJRj0LZq2KLl/td95Ku4GFtLLUDflj6iZeBMAIOv2OT9t961w53d3w5Pn7YNv7jYezTXOWGjP+LMQgoytVQkzIY3/IBbY6hYY9G59Kj2JmRx4mLYMfnUK5kG6MzoleVG7pr9WbG/HVtc9ju0X24EA/e8f/x3PLnsWP335p+gpOL83SH2f2cW7XQwAOHO7MyOfi8eglzHXV1iDno75ATonqyKuGWs6Hd+uuTaJumQM+09r8W3z8nwHOPYVvGu7vjuHl+ZvQNq93kFZiMyCUtwPnXQoLtr1IlBC8P4WBuwhDWjvLQjbarI93fFVqwl4v3nJAVhwxWE4bscxAID/e20J9rzqBfz5hc8AAN25Ih5+fyVLfgWlwE0vLcK6rgJs1v65aEmYQmLQlzvlKQtGA0Xh1EgVSgJXt6uaGoPHj9GaMsZUgM5F4gZ9JoDfNhlA//e//43Zs2fjqquu8n22du1aJBIJNDU1Se+PGDECa9eu1e7vqquuQmNjI/9v3DhXcVO8B0E3RHg/0SiIl/VzbPsY9E00HrxaeiXFnm8QAtDdjZIBgv5WwKIZZCLITOWBo9+UF6pUXuf8ecYYdJ2Jzpr4el2fo1WQiqW4WixLbQxqs9Z2193oeuIJXPiQDSJqEYREIId+1+m3qKZhy6YRiROuf7beSxn+0X+9a9WbiigSpxGMKcs0AD259XSYmj7osZEjkdp2hv99pdUYN9cZ6Hn5Zay59FJ0PvIoNro6BqI1n/l9JCdP9r7WGC7cUm0ziYm8OxwSkyb5PtcGK1wGvWYnN1pumsHtSwaw1rpSY/2Ptx/bqGUDRGuc4QQeko2Ffi5qyncrEomLbqLATuCuCFHarIXvUwTozKEGZAadEKIF42GOt65+lM9RQh905xwHjkE3hRT3GDHRlGxytt2MDPqWizJofu0THPOWLc3z2WIWczd66elq5hSzNUJy07pevY7N5W9cjnmt83zvq4y7wdqsCWUvREhxF21Eejh/3W8G3XW0zYBrtE3zNiX3H1e+vO1oB3DHG5yMNjPl+laGQ1JsNWIY9tlyOLYe7czHI+qaAABdZYBYca0Sg8lixxTRxLT2oBR3Eot518NyAizMdIGuoM4tOrZ85xadZndltu6qqzDszfn4+X02z9xTTSzTe3Wl0ypXLQdQbdth2+LdU97FD3Ysoyc7Z9CD5vpyatDDt0rH0r4+6MHIgmhfb+h2xmCL6x99f9/JUG1tJ5uL5ROiIJxBV43NZ8xS/4+9646Tmzjbj6Tt17vP9rn3jrsxzQVMx0DA9B4CGD7A9EBCDSSBhJ4QEgJJgEDovYNtik0xtrGNe2/Xff1uq74/tJJGbVfa1e7tnuf5/ezb1Y5mRtJoZt72vJw8JtVKVXJv5ebcONBOuErr3gNxf6fbNFwOFocOMdgrAbj+5dXS5/kToop/3kFY0MOK/bCel+v2CgZ+UndogwW9usV81oZMhHrVjRVOlelIS5q13bt349prr8Unn3wCj01pAG677TYsWrRI+t7S0hIV0q1sKBg43BEMeuZ+sINnAC+p4o6TjEFXuDunEhH9BUnaQRhYTQFZQM9z5ABo0lZtsGgCApEaq3qepAXdHQT61ylnL3cQMXPsqtNYkSAt6GQ7ogXdzbnh4Txo8jdJGy2jxTpE5HjPIxSGQ7/43LD9kksuQc6UKfCMGqX6xbwFvStfXgSGELonX5e+BZ3nebQHBYp9Mc1aMiAt6P1feB6Myw3XwIFSTl4AyDnsMJTfdBMc5WVwFBVh0PvvYfeVVyK4U9DaGlqOdd6XcPQ+F5x+GgrnzwfjdsMzdiy6flojleGKTbix2xiDzjIsrr6Kw/X1XZjcOBSB7UrCQ10X92gMuqO0FIPefx9sjHEqV5QZGtuOQAiPfLoJAHD6pL5xy+eNKsCAY+rgzlNbI5K7noTkTAv30M25tSzuOuVIFnc+jgWdtLA1dTVJn9UWQQfr0BCaGQklAHRTOHEsJygUdW+UDTHogLBxJi6ZIeLxnWAlBadGQLd5KDvBGnptiShuBWoIT6kbl9yIJXuWSN/rO+t1LegdbvlgdXs1eJ7XVQZvaNyAkSUjleeqLeixWNwB4VlF63YyRBkzAnpIZHG3HoM+ujS+gB5BBH2LvNhzoBMXzuhPbLzlOp0F34NhheNDS5XzcP/CEvxYC7QHzQvoogDq4TxSGlfAWFkVVri4GxgDOA6MyGofAR764SHpJz3hVuKdUWk+yLVz0aRFmNtvLqryradSM4J//Qbps5E3HJmZRlT46SkZ1LCqmE/Igp5UDLqqjMUY9NpWYdyUR/dHPh2elPqoF5heL72qOfOcEedgeuV0HNH3CMx5ZY6kzFPMA6qukWEYHocHTYpYbJ3rMHFp8yf0RkcgBI+TQ+8CL/oV+/DFxlq8tWovVu9phs/J4ZGzJmDOyAr8/vRxmPrPv8ks7qGwsB9uF/Z/agG9emgJ/jOnCdt78bjig6jXiA0C+v5mlQU9Q/YxxlD2z6G2oBuUywakRUBfsWIFamtrMVG0PgEIh8NYunQpnnjiCXz00UcIBAJoampSWNFramrQq1cv3Trdbjfcbp1Ji2FMKAdVmrO+vYBevZB0rJ863idd4yFioOkU3WeiHw689DJaP/4IuXPmqIug1FkEPQF918WXGDYbbmgA26cPGp9/Aa2ffYq+jz+BwsVyyokiInVbwMnCFYzgD8+GiYlGz4Kub5XkwjCMQRetJG7OLSzCrbIFXe3uFqqrw95FNyjiyR95WlhMuaIiOMpkK4gaDMep3K71EDsGPezTX2jzO4GIKmd4dXs1fvnxL7GjReirk3UqNMAJgRDQPSNGSOQ7gLxJcFZWwkOQ4LkHDYJrwABJQOeMLOiq1B8knBW94JsyRfpOusk7Sk0I6DaCYzg05TLoDAOhLu3GUU8LTeZzdw/SWt1VpZPtoq3Y3diJ9kAYHieLc6f1j1ueYRh4i80x2MapSPk9hTHoAODmXPEt6IgK6NHje7saUaQtIqHJ3yR9ru+SlXpq0kkn5wRU+oxYLu4D8gfo9ot8PxmbY9CFOhmFdc/hcCpY3CUXd7GAIRtzcnCAMbSgkyCVHqRwDggCut7zDRGvb1e4C83+Zg07PaDv3iwqQ0WwIgGrS+viDgiKDEnBQQiERqFEJMQ5Rc/FXYwdNlJi9MrphUdnPYprv9AnPwMEJfaT50zErsYOnDiuEh+srcZH62pQ6HVDVEN4er8mlc93K93FR1T0AmqBAK+Tg9UAotCZ68qFx2/Cgq5wcReeh/reMU6nbEFX3Q+92HYjF3cypVqhu9BW4RxQKhuMXNxJjxwR8SzoCSGeBd2UAT3xGHQzfEyPfLYZV86bALeDQ22L0oKuh30HOsTKld2EVkCvzKnErH6zACjn8FhQW9D3tscjuI3vhuXgWFwwY4Di2IWHDsCFhw5AV1B4Rp5oyJnHySHf65GSKdTcfz+44mIpF7xHtSSvO7IKAWczmnJiE9yaxYbqFlz63A8oaG4DknTU7E5oXNyz2IKelp7PmTMHa9aswapVq6R/kydPxrnnnit9djqd+Oyzz6RzNm7ciF27dmHGjBkxataDhQ1F3I2gtc2JWhMufUuXBsowBl34U33XXWj/Zhlq7r1PKiJuLnxRwc9Rro39MYKYIqXmvvvQsWw5ml9/HUMee1dTrqPAg5Z8YYH1BgCXuJGNkQddDZ9f6R5Gpk0RN5wuziVZgP7w/R/wu+W/0+REbfzP8+j4/nuE6mQiDJHB3igXuJ1o7lOge5zlgdwDSteiZfuWScI5IAgBejlPLYG07KgW0dxZwoJWeNYCzWm+iYIroLOqihDqzYPNU27+SPI3S0RwNrxL4sYtDMDv0QrjbJ4whnKPOko6pkcaGB+ZobFtaBM2P32LfOCSEbgyOAYdAJysS8virnM6yb77zL7FhnmxeZ7H8n0ySSnJCK5mXtYTxmNljhAFYU158v2M5VZpGaIFXXk+yxEu7tCSxKUqBp1hWT16AGUZPnYedCMLOqOSjWo6anTDh8iQBaNjbEh0cSdCGgirJKlkILuizlOsixgCeiwL+qG9BXb22f1mx66eD2F8VSFOGt8bDMPguDG98PLl03HCOP3UiWpL7rhoBg2e8cMfI10mCVHpkefKU7i4G7K4d3QQn6OKAJWiWnBxjyosVGNG7901Sq1KWtDtTFEqtUvkcTdKKUl6AYqImS4tQSRmQTdCHAFdJwZd3FvwDIMfdhyQ+0UU+fuX23HoA5/jic83Y321cO/K88Qxo2zzmy312NkojBWWWIdOHCeMUa9KqUPeU9KboZZw347l4u5xeJSp0fTWviTXQ4+Tk4RzuV0XKhuEuxRpa1PMNSJ2lANsYSF2DBX2KWR4AZtEDPpn62uxt0mrQMqUfYwhNDHoyp+zOQY9LRb0vLw8jBkzRnEsJycHJSUl0vFLL70UixYtQnFxMfLz83HNNddgxowZmD59urXGzFjQNQ+KV/xJGOrYzm4fDyZc3KN/XXCAB1Bx6y3wjh+PbSedrFg89U/mEW5qkr8auPW15zsRDGm1kXpa1nBzs+YYoCOgR7QbBjfnlgT0vW178dLGlzCpQhAsRaGMcRu7nbqHDjX8LSb0SOIMYtDh8+JPp7K44Q3tMyndp7RUqAlPnKwTp408DWvr12JW1awEu0r0RTX59330EYQaGuCs1CoBSi7/JXKPOBzOqqqE0rtxecpNCFcoCyjGbOgk7LMiiiRxT+R5cPyad6BWR7gHC/FvfZ94HKGaGoBlde+JITIsBr0+agkozTUe+6mBapwYxAnGPc8kPA6PlsVdZ9w4GNmtW8xlrbdJXrpnKb6t/la3LY0FPQGm5Vum3II/fP8HuU6GU76fkoLVyO3dOtTLo4OTLegsGHg4DyaUTUBRw34Ae1O6qTFlQY+RZk0vB7Zeve3Bdt186noWdLWLuySg67i4A1AqGYhnZCa9pBg2o2tB14lBv3bitTh35Lmm3Z3VSgmGYTBtUAkW1+vbZdQCev9ieY6ubW1FVVH83OviPc115iq8vYxY3ElFhnjPNBZ0jgOc+hZ0vX2AUWpVn1O2oMcjZksE5H5pVd0qtARapP2ICHEPc3ifw/HlXiEG3YyLu/XOJBCDrpljzM05Xk7Pgi7MG/VtfmxubsPkqKQRDEfgkkK3GTS0B/DQx5uk88b00eejeWrpNmku5zhW8lbqU+QDDwY+Vd+N0hBOvf8z3H3yaFx46ADNPoYcoy7WhQNmLeg2rvduzgU3se0L7t+v+P0/s1l8fAiDxae9gbYf7wKaoLj3RmS/Qjd5/P6DDSjwOXHi2N546OONcLAMrj96GKqKfRIPQLeLLUlCbUFvjGRvTH3G2P4ffvhhnHjiiTj99NNxxBFHoFevXnj99dcTqKn7hld3pVmT2lcb0MkNngHEzZlL1NVwDjj79IkvnANAJIKuTfLkyvv9usXacjgFkYVhhwGEVPkdRUzayqO1erf0PRAOYPr6CB55KoT+NYQFXcXUKm64RAHdWalvPQCgcOtOHLEnayfrxP5i/TFavl+pvVRvsMQY9EdmPYJThpySWPcIJYp6gWJcLkNBlGEYeEaO1E27ZgZsroptl9iVcipyyFRDHAudLIMOnb2uSP7GOIR3wZJwnoEQLeglud3rt2ZkVbILXofXlIu7giQO+lYtAHh3m9YbSDyfZVg0vfY6th53PAI7diRkkTtv1Hm4Zcot0ncH61C9n5arjA+VBd3t9Er3IhIJgWEY/Ou4f+G+mfemsBPRrpjIdqYnWIswsqCzPLBg+AKJ6TwQCegK+rou7iGVi7vI4k5a0FUu7iL4iEUBXbQU6wro0Th34h71zukNr8MbN02k6N1BxjuL+MN3f8Dz65/XPY90AQeAHJdsca7RSZeph7aAUM6sBZ28TxFRQA+pFP0kSZxqzFixoCsE9ERSl1lAdXs1znznTM1x0cW9T24f6VgqXNxttaDHc3GPYUG3gjyPA0cN1/fgXLpJ9nj0EFlW8twOuB0sKlRjptwn13P9pOsBAM4DwvO48+112FKrffdJxRfLsGjqJN9h+y3oenBzTuQS20C+S7k2re3HwO9icO+6h7G6bjUAKOL/2Rgu7tvr2/G3pdvwxw834ogHv8Dbq/fh9ZV78cePNgKQifr0CPqyCS7VHnyWO3v3b90mUS5evBiPPPKI9N3j8eDJJ59EY2Mj2tvb8frrrxvGn8eEhTzocTVglknijCzoaVIaaCT06F8TArrEVhvdGFTqsO1rzo3wCDfIVoxQo75Fo83LoMulN8Fph1/JZZcCTidyDj9c81twtUws9trm17DozQh6HwD+721hcnZzbhR7lFp+kSxO2lTFIIXKmTnT8LfY0COJY3THj5tzY38x0JojL5yRfsIEkteiyvmrIpqxwy1PYZ2wxf1NRs6RRxj+5ihXxvbnTJsKrqQEvilTzCm2bCSJI9OsbenNKNKUFF1wftL1S8gQl6r6qIBempOkBd3q9UTLe0qEjU7u+PipoTTtWGjTrIBOksSxvDYu9I3Nb+DPP/xZsYlWnw8A+2+/HYHt27H/rrst5dYmQVrPOIZTCHkq82z0WIJjSkwNpjrd7fRI9ywSVQiyDAsuGggphW3ZPpYZuE14VIgWUr372xZs04Y0QBDirp14rbThDoQDCu8rEW9tfUsjxN6z7B5lXeHYFnSFtZ60oBsoq0nEJIljtS7dZi2tpT6BI0TMbkLCSDj3OrwaizPLsAAvrDk1JrO5iCECea48hUu5kcVaYUH3RwWicAwX9+gwOG7gcQBkAb3Z34yOYIeQeg/6JHHk3iDVAjogePGFIiGJxBaQLejk3NI9FnQrsB6DHpTGrfG5Nx87AnluB5445xDcNG84XrhsmuzyHWO+IV3cGQaoKPCiUhUWsbWaw/r9wt7v4tEX44szv8AAlxwS8vjnWzQKHNKCHo7w6AzEI3q0f333ONwKCzqJ2gJgd3Qb9f7296V3jbz3sUji9mjSpwn4eF019jZ1SgJ6kU9VR4bsY4yhdnGXJ807Z9yJSi45YuXuRFpc3LsNli02yVl41JNh2oe1ASlTLMtVv4L+uHfmr8C/+6JwILoQFp46H/nzjgHjciHc3IzNMw/TnsxHFNrucL2+gM51+uFXB4YAujfIO24chn+7HKzPJ1nxv/vFsSjYVoe2diGWaWPjRkWsoBjT7ubcGnZk0UoiLtZG5D3DvvsWXL4d6b5ij6HJvSbjnW3v4IqreLARDkeWTsfF26uAp18Cp1oQ9CzoSYO8fpsn3qq//hXbTz0N/o2CRjb/+OPR8v77ALThA2xODoZ89mlMl6xUIUxs9jf3YfDL/+Nw8ojTcevUW8DESPNnHpnl4r6jXniPShOxoNtg9R4wtx58GGBzU7tQeh1eBAx0lBJ4XpNmTS28/fab3wIAJpZPhB7UirJIa6smVvrGyTea6rNaQAfxzqdk/dCJQRfvRZgUjKR3JHWr2KEdXehEbNJL8b4a5avWE9Anlo5HnitPEtD9Yb+hq/yrm17FuSPPBSBYPdUCOxNHQFfqUOR5hQ8GDdnjpTKxSOLEGHRiutbL+a3G7dNuxwfbP0B1ezX2te3D+LLxcc8BjFnCWTgRQQgN7eaI4kSFuNrF3YwFXXJxV4XKMQ4HQLC4A0CBS3C/D0aCaPY34+Q3T0ZjVyNYhsXQQmGtUd970u05HQI6APz269/inW3v4IXjX8CY0jGSt06Rp0gq0y0x6GbmdZMkcS7WBZ5jAcjPbdWeZszRKUvWdNGhA3DRUfGzEYgo8jnIJiScMLYSzq8BZ4RBMKrR+r/nNwPYiqfOm4QfdjSiIt+Dli55fntr1T7kDw9JJspwhFfwinQGIxZmPhtd3A0E7D2P3Ypbdj+IkEPbK4WLu8OBYDiCBz/aiPI8Ny49bKD0HugJ6MMqcrGppg1PLd6KujZRQE93KJy9IEWN3jm9Aazutr4ki4xxcbcPFjYUOizbCdcFGJO0pUkDpU2zFv0bYzKeUDER84fMBx/dnCkIcHw+MA6HMYlXJKJgtw416AvofCisqyQw0u6KLsaszyd8jsYrd3QI8elqpl3RAhRLQJfcAsP6AnpSwrleDLoBxNjxoENwVQoV5ICJpqpzBJV9U1uNjFK3WIIooLNsQrHkscCwLBy9ZKI9lshvzuVpN5esx6NLgqKPJC2IBIIqt8h2L4O8glJhvNt6T7pf83ygPYCP1gn5/I4cbpyhIJVgGIB1IMFnlwILOmEpZKB0BSaF9c0HNkuf/zb3b9JnNUEcHw4r3OQ/OO0DXDDqAlN9Jt1bOZZTKdDIRmzyIFGHtbCysoInFYJie9KaZvNYZoxzfEtFeDkGvcXfoltGrwrRyipaxPxhv667NyAoe0Xo5VUXY9BB5kHXcXF/e/7bmrk/rpt7jBh00YJe+OVaFLcI9cYT5JYuWIqzRpyF3rlCGNe+tn2x2ydgtLZwjHAP69vjW9DrO+vxyc5PAEChIAFiCOgKC3r0GakFdI7TuLiLrPxtwTY8/dPTaOxqBCCsmRsPCM9UHQpQ4iWISVNAEqeHd7a9AwD40w9/wk91coYbcp8SKx1jwkjEgm64d4n97jMMo3GtbugUxjYPBl5XIp56yjbvP3Usnj5/stig4rdCn9B23y5hvEWC+RBFmyueX4F/fLUdv3t/PXY2KPeNYcKD55ut9Yr3uiug2iemgCROD24DF/XG/HwEdYRzQCWgcw58vK4GTy/dhvveW4+Pfxa8aN5YuQe/fkPwQO1d4MGvjhyEf10yFTccMxwA8J/lO7G9Xrg/Wq6a7t/HxISGJE5+roI3kX17x3Sj5wno5DMweiBGx5O0FmmFjTRb0jTyuUh+F6Mf4gYsgZglPhJRuKNFOjrgj7JwtlYVw73oSrR5gP8dxeH7ETr1mnxhXNHUa50dwiZN7YonbjDdnBv98vspf4veA3Hy5XXYfIsvvthUP8whNklcobtQEevn5JzgPIJlUS2gq0ni9Nw0LfeOENBTgYobbwRXWIjym25C6eWXw9G7EqULF6akrUQR5LXEQkXuIp2SCSKDSOLWV7cgFOHRr9iHcX0LrVeQ1KKW6LmJned1eBWMtgJUz4JhUOotxXBe2AgxKhd3caMPAK3R/M+Xj7scw4uHE1Uo+8eHgoo6+ub1Na3oIeNiHYxD6eFjQsFqFRphkGWlOxQmlK2Sq30KNzVmLkuMQTcSsB0OrXAj3kPSxd0fkc8XY1IBKNKvqUnnuDAvpVljSXJRHRf3gQUDleEJiC+gSxZ0vaXRIR884XvhetSEY4ryYCSrbGWOEDK1v32/YXk1Ct2FuscdUQG90QQnzepa2VJV5ClSkm4ZkcSZsKDD4ZDuh6h8yXEInicfbP8A//7537p1q13cSQt6LPLBVODH2h9x/gdy+NT4svG4YvwV+O2M39quKAeIe2i4nzMzp5ifA9SpSck85nNGyPHgrMKIZf66z5nWD26HUW514fsZ1SUIHJgGf+3xunUEo3wSxTqhXjUtyvmlIxDRJRjVa9dWkjgHh8dOUk7S3smT0BRjv0auefWdITz95Tbp+9+WbEW7P4R/fbNTOnb17KG47biROHJYGaYNVIaEjqrMR6/8JFP5djPI0VHqNUgJnCXoeQK6pc2d3THoRv6VadLcGFmPYrC4S4uDqHE1IaBXF0Y/8EpCFz4QQMArTMybL5uD4gsuwCXXcVhfFsDi0Tz+dpyG6jNuWwDgdAub2ECXsElQu5OKGsSucBeK3EWYN2Cepg4xzZrIJJ139NEYsW4tRqz/GRW33GyqH8Ywb0FnGEaycACCZYF1ixZ05blqC7oRmZUlRMdCqggN3UOHYuiyb1By6SVwVlZi6Oefo+yaq5Ov2MYY9IAOsRAZL2kbMkBje9vrgtZ8aHkKcu1aRgL3w2IMelA9fRmcPiBqBRdZ3EXoMYN7HV6FIK1hjg6FddmkzcDQgs6oL92eGHTN+SynIImTm5P7kVS7xh0CzJDERQUpo/tLPpfiiy4SPkSFE1EoDIQD8IeEDXj//P64cNSF0jlk6jxSOQMAbqJJ0atL+BKfxR2IH4ceiyQOhBI6FP2oRyY2sngkAGBu/7nSMbMWdDIMQ83dIsIZte62+LUCeiAcUNw/UvE5rXKawoKuFpZFkBZ0I5I4hmUlQVO0oJthYVcLvuRY0Uuxly64WBc4lsPCCQtxxrAzUtOIuM6rMwvFROKepGoBvSu6z3I6WOQRqUw5s/NIrHIGv03tVYxQ7WmYVj4HT503EUN01rzTJvbBcxdPwYheeejaJ+Rv6ao5ATe+shqf/ixzNrz+497k+pggPE4HvhrD4tTLjsWgNWvx87/exw/XPYDWgPH6EiHkjnfX1mL17ibp+4+7mnDGU8uwtU4Y75fMHIizpsjeG4U+FxbOGgwAGFKei7tPGa1VTGTAPiY2lP1rJebnQnehrXvHdKPnxaBbIolTI0kLOsNG6+imgaBuVhqYsa4ralkOmRfQpVRGfERyjQeExZaJTsyM0yHEV0afRygSQmeCnjMOj7CwRqKMlmrLsujWur9tPxiGwUNHPoTWQCu+2feNVEZydxMVEU6HBfdqKyBJ4tTHBFTmVGJL0xYAUQHd60EYgFNlQVfHoJMxfQn3LpxaCzqgE2qRYQjo5FaOx4xsDZlhQd9R346dDcLGundhNxClJCtMWoTX4dW4ARpWxch/SMXX1Z9rlUleh1fx7qkVhHzIgNXHBDQkceL7qei4jRZ0tQ6ZZTQkcUKToudR6uYJPp7rLC8I5vWd9WjyN+mWYQlBlvUJY1y0oOu5uLs4QTj6zfTf4N7l9yqEcvHzxPKJ+LH2R1lAdzjAuIjFi3RxV1yQcv42bUHXIYkjBatAdEyTAqaIv8z9Cz7Z+QlOHHSidExPQP981+dYW79Wce6hvQ/FiYNOxLvb3sVVE67S7aNoQdfzYLj4w4uxrmEdPjvjM5R4S6T3YnrldDhZp0JAN1oT9CzoapI4AISLOx/tV/ytq55S4LgBx2FF7Qoc1keHUycJaEL4eN5w8iHZ7VMFyYLOGuxxbIxBB7Ts4f7oPOaMpSCwOs8bCVrReoZX5GLj5ceCYxkwDINjx1SiuTOIq1/8EV9urgcA/PbEUSj0ufDhdUdg7J2daN1wn0SE+PTSbYBXbMphRi0hdszadcRAXtRTJwIe0x/4DAc6hHdq3LB6wOBRupz5AIS5Kxzd1x0zqgI1LV1YvacZP0fJ8pwcg1uPG6HyYgBumjcClx02CIU+p/Ce7t1h2/V0B1pID6cUrl/pQM8T0BOKQbehLvIUXv5orh17YBSDzvO8MVGc2vXbjIBOWubDSgu6SKrDcQ6Nlltt3TJrxXV6fAgCiASETYI6tYpoAdrbJms9SeZUQH5RZQE1FcK5OfTN6yt9drJOcG4vggCcIeUzEuMCXawLR1YdiZMGn5R847ayu3YD7IhB57UbQPKZ2IfuVVTUtsqb6uPHZkCqkRTPg7oWdEMQ8YaEBV1tRRXrJedWtYJQ45JrATkuWUCP8BFJyNNl9hZ+SbAlg/OIGHRSISiHwkgm9ATbNeoOE3df64gI4QfHv368hmlfBMvKjPxMNFQIUcGXdHEXLfFuVjgmuoM3dTVJdYneE5W5lUAt4InKi6yKOJJhou4NPG/I4g4AkbgWdJHFPWYxBKK7NL3NZqm3FGePOFtxTCBGAva175OI6q794lrNuQMKBuCeQ+/BleOv1ISGiRAt6GoBPRwJ46d6Iab6y71fYv6Q+dK6LMabG7m1k9CLQed1eGIYh3ULeoG7QHPsj0f+EeFIWBMmlzSCSqUdF5Fdj3OcOfjF0F/gXz//C0B6BHSEE7GgG8GEqOpUWdDF9IQJz/nWLegA4FBdb4HXiWtmD0UwHMH1c4ehkCBAYxhIwjkAfLejEVMOORXrmpYh2DQF5XkAYjlGpWA9k5RKTEQSzgHg5/1N8BJbFAdfCL76ArRFqtHEfgNRQC/K92L7A8dL9/3+99cLigcA508fAJdDfzwUJZvhpTsRIwY9VrlsQM8T0M08BE0ZE7HaJtuOrtvR78lVl0j7SkQ7EuE1xCtykWgZCxZ0mVSIV7q4B4NgRNcqHTbKoPqQSSHR5c1BEAAbDCEYDmoE9FxPPoAOxUZFHWMmW9DtXLii0COJM4hBB4BhRXK+dSfnBBfdADqD+gL6mcPPxC1Tb4EtSHEMeupgn5Y6oHKXvXHyjZhcMdm2+jMlBv1Ah/AOjOmTjxmDDYgeU4oUbM5iQLCgm6xKtKDrpFnTqzcWREErEZB8FF3hLnmeJudynrdvTKmrIUniyDXCRAq0pLsSpwkxO0es58NyDonYWYwTlyzorNaC7nZEBfQo58QB/wGpLpGBvMwrkCl6oo9V4d4uNcwC4bAyD7qGJC7OuIhBEhfplJVGmjEdB5W5gjKuM9SJZn+zIs6ehChIGwnnQhl9AZ0k1BMVO2IYglivGUFUIaDHsKBDRRJnhuRtbr+5usdtF86hvA4AcIRlAb3IXYR8t8wfkJJwKnV/InEs6HrrqeaFND8HMCoLelcoArDQpDJTnWW6fmV/DGI5DSaUqQOL8dLlMzTHOUIJ6nVy6AyG8f3KaQCmwcWxePvqCcDDsfoZJ0Q2AYj71Fw3hxaWQUiah4W/4c4+CLUPQ1vTZPDBEgC9ESpeLp0/tLJAoRS59dgRuGBGf9S1+jGhqtBkLzJj/5IoLmhpwZoRc3HCkFO6uytJI9t26SbQzVoSphsHt77nD8Dzhm6Y4qZMtpiYF9BjubhzOuQ9WuuWuWfl8ghWJkdYIG5SxyP2zq/Cs/OexYWj5djC3874raKMZEEXF66Uub7Ef/7Di2TCKSfrBOuJLaDb6aYjPeeUuPdnB9Tj58LRF2a8W34iaI5q4MsSSa+WhdCzoMfjCWUgW9CNvIzibqgJJaVRuiojkIJGV6hL7oOhBT05qK+QYVl9F3eRXDOVijy9HGkEHHEiB04adJJybhRToUXXNAVJnCigR4+JKcvI9G0dQSEcRLSuiy7uagu6cDCaJ568oRqSOHMx6PoCulIpYUWoc3NuKV7dKDTg0VmPmqrLxcr3kARJQFfbKXirSQJ61Lpthp1c4eIuWdC1xgRR4c9GhHuh5+J+8ZiLFd/75/eP275dUO+vnMTXYk+xguDPjlC1uLDTgm5ibeRUAnpH1IKekmnMprX6kbMOAcsAd5wwEr8+fgTyiVj5QWU5cMSb+1KwZxDns/NmVGHL/cdjx+9PwPYHjsdDZ44DAAwrL0Wx/5SocC4gQkwgA8qVRJIsy6BvkQ+H9CvqkXscPRREeDx91MM4hQroGQhLMehxNGCWBzSjPCXN74PhCxhDQJe01RKjbPwhId0tXRd3UUDXuqBp4kNNzt5clETNFQLaAm0aCzrHOTC512TFZnda5TSJQAfQSbNmpwVdlySOMRw/w4plC/r6hvWyBV3t4h7dMNuq8Rc9CLJtsrbRLYVMszatclrS9Rmim++xaEEv7K68pprrN3k/yPOskMQ5lRZ03gTREMPL1kG167pUb1wLekgSRiaUTzDdXzVIC7r2/bSJJE691hEWdIWALpHVMcq/tiG+i7szbFxgwfAFuP/w+5WEbVEhLl4MOiDH/pMpO9tDwucSTwmunXgtFvQTNniMT/v8xecTy8XdbAy63i4s0iH368Kh5+DD0z+MWZcaYry6eE1qHNn3SFP1uMRc8hElQWl1e7Xms7gui+vw8YMENu2ZvWca1q8giYt+VpPEAUoX9xxnjq6L+/kjz1eek8b5V2NBJ7z0izxFSgE9HTHocS3oumcZHDcnoJOBCZ0hEy7uif5maImyhiOHlWHNXfNw2eGDcP6MAfjmNjlzu4JgLh6RiY0QXdwjBLEzwzBwcUJbpTkeLP/1HOz4/QlYd/c8/HzPPOTlyUrhQm/80I+40Ghxs2yvCOh7tXa38TYB9DwBnYRl1xMbrN/dOQY0bQvXw/MRzQIilQipLOhcfNexWC7ubLQeVqceLcOyuZslEvSIFnS1gG5kDSYXQmmhkGI80zn0lePKzbkxqGAQAGBKrylwRknwXCElc7v42YgBN6GeJJBOr6eBdHE3a0myhsxwERNj2MQ8sQkhQ9z1zaDcW66YYxi9vquOMbzM6KyZV6IQBfSrJwgEckf0PUJZZTiMF094Eb8Y9gs8cNgDiXYf/pBfnodTRBKnBsOy4KIuyVU5feQWCTb5VCHe0HLGsKCLbtSKnOSiUlgdgx7RWtBFC7M/7Jeee2dQsFr7nD5cNvYyHFMuPGfWa+DiDuCGiYvw7qnvRi9IRRJnksVd14JOpDUr2LjfkGXdCKICoiPYoSEbBcwrfUUBPaiyoG9rllM57WzZKZRRubiXekvx3bnf4S9z/yKVjfj96FixQrp2hQW9owP+rVslnhRlh6MCOi9cm54FnXQjFxHctw/+7dvjX2gC4MNhtC9bBv+WLTEt6IXuwrS7uMc1RNhMEudgHYp0X13xFI2JIG6frded45bHUS7x+fChRP7s+B2z3K4RREOS6D0pt6BVeOS4HfC5HCjKk+enrDO8UMREDxTQLQxQ2Qc8+bqiiAQJjT5jfoKzBUYWaR7SpkXzk2gBt2BBl0ji1C7uhAVdzeoJJB6DzriFTYJoQVe7KBsJ26QrmZhmLSUkcbrauth48YQXce/Me3H+qPPBRTeArqByYhY3jnYK6NImMkUutKmDfe8SmWaNZNG2H917j5s7hc1vUXdZ0NVI6NmZP6d/fn/L8bqAwHDN87yhgJ7rEoS5X43/FV47+TX88Yg/KgsEgxhePBx3zrgTZb4y6x2Ion9+fyINourHpK0AxiRxo8pGAwDOH3ke0Z54WupI4pw5scn13GHjNkUhUJGTPE94Tnp50CWSuOgx8r0XregdIUEoFnkBRDdzwxh0APP6HyO5UqtDJCJxLegiSZz2Oh1FRdLnts8+Q+vixTHrUkO8ho5gh5RLPhF4RAFdVcdPdT9Jnzc1bgLP8xoBHRCEUTIMoeb3v8fOc89D/VN/A6C1PG874UQEa2qghsjizkYt6Hox6HrhJVtmz8G2445HuKkp5nUmgpb33sOuiy/BthNPQqiuXvGbgxjaea68brOgM1b2OQZ7l1Y/sccz2Cs7WIeU7hYA6tqje5eEDSGJWteTw/OXTsNN84bjjElV8Qun0MVdnWJX/K4X7tirmJifbFGoa0zoNtSZQug+B177OQuVFz1PQDfl4W7sCp5c26kfAI6KCtPtSwoCEy7uVmKT5Rh0XhF/CZ4HF4pOJNF4wItGXyT9nGgMOuMS6nKE9V3cjfosEgIBhJCbCpI4BeKTxAHCJmP+kPnwOX1SGjlXGAgRhFOpsaAnsHD3MCSas9o0MsTqXN8mCug2uL0lhPSSxBV7iuFhTSTXJppgeGBHyw60BXXmlSjIzfWwomEapU4yLO4A8OLxL+LaidcKMXN6FnQ7x5O6Ko6DN+oOXeQiWK9FT6MUrmm9JjUjf+ogsAVatm0AyIvB3acW0HyTJ8PVJ+oBoMqD7g/7pVR6ohDn5JySICnGnot/RffwSKfwXS8GXbovhCuqJgbdH0cwjkESV3zBBYrvzW+9FbsuFUgXfnX8uBWI9yvIK70B1jeslz63Bluxt22vlGaNFNDVaPrvSwCA+ieeAABEgtq+BbZsUXx/5NNNCERvrZGL+4jiEZp6SIVJYI+JvNYWEdi1W/oc3LNb8ZtDNQ2JnAcA4OUywIJuwuor3r+mDnleDIb0z3OyTtSRr3H09VCn9FIiPSRxVnDY0FIsnDVE6Hdcpaj9JHGiZ4taQJcs6Hp9cRy8e7mejp4noFt66e2OQY/Tjg3o8+c/xWjFoJ1IxJgkTnRxFwU3IwGd0IRKLu6hMFo++khZTNQJRMsvmrRIcs/TWtDN3ReWsKB3hju1FnSDRYi0oDMMg8DOnWj7+qvogVTHoJuH0ydv+ENd8q5UtKbbG4MuklBl2atvYxzRHyfdDAfP49cHWuMXTgbdrLHdFc2BXlWsYwHMFli4hwzDoI9ZYTlaLxcdTx3BDklAV1spSAFdFxGTSgEDjC0bi8vGXgYH69BJbybCphh0zWFGmgs6f1qDzjVrhB/SEIPu8ETQ55Ij4Js4UbdEfjuvH6YAwtMo2s+yRddLilq9GHS1BR3QxqGrLeh8h7GALs2f5LPXxKCbdHEnp/doHWxODkouu1Q+3BE704AakgU91KGbw9wsxHuoVl6J90p0197VskuTZs0U4jHdA3jk083430qBlG7qJh45nE/j4n7PofdoTySt8zYrTbt+/hnt33wjfQ81KtMzkgSHoUhIMYeYSRGXLBKyoKuE9mXbGjRH2/z6+0gH68CuMnmOEInLYrO4x0DM+PTEqrQdKeiH6OlpZEHXU5gqw0ltGOfqdyXjLc86/aMx6BkKMwRDhgMu2cGtJq9IsjrdJmI8MoMYdPA8+KCRi3v0uAUBXXRxP/DCCwju2qVbfEz5WKE+hsGz857FBaMuwK8Pu1PZXasx6CHBXTEUCSk3bgaLELkZYxkWW+cdi67VUde8VFvQFSRxsceVaEEHgFCnTOqTChb3rM+DbgOmlk3Adzt24+zWjviFE0L3WdBrW7rw2foaRCI8djYKY6l/SRJu/Mkszgkb0BNvs1wnh7Je3WITLghzx9/X/B2Pr3wcADSbfzP5nG2DLoljCscTy0rKgAPPP48dZ5yJSGdnytnkSbgHD9I9zkUAX5fuTxhSOAQAFDH70toVXctEIbXF36IhiQMIAT1KpCZZ0CUXd6FxPZI4cT3kSau52uqVBEkcIK97Ql8sCugiSVywPUkBXXgXwioCRVHhIbr372/fLynOY6VA40pk9mme5xHW4caJdGn7u+2A8Cx8fmDC2g5NG3pKAaVRwr53iOd5bD/tdHT++KN0LNx4QFHGRegJJ1VMUsSgp9yDC7AlBn3t3mahKDGRdwTD+Hlfi6asg3VgR4VcLmjIZWRif24EI0HL5D7LOuIpRe1v1zAGXVTc6ewFhxUP1xyj6Bnogbv07o1BV0ATx2cN/efUg+GUi35M5nP1b6KlG7xxrl6VBd3IXZzcMIoW9PavvzbsSt9COcXJoMJBuGnKTSjwFSkLmY1Bd0XdEsM8/GE/gpGgIsbLaBEiY73UE5utLt4xmHzNgIzXb+1qlj6LWlM9QpxEwWd7HnSbtLnpcfpOv8b2mv+uxKX/+gGDfv0+uoIRcCyDPoVpcKk0gxTHoANAaTwBXQVn1Hz58saX8caWNwCYy7GcKkgcGep7JU0rSYYN6LC4M6q5MdLeLnnayPO+/THo0Q6h9MorDYsVqkjIjxt4HF44/gUcP/D4aGfFkCVOUtSKa9ngwsEAgM0HNsMfEoQ+0qtKEmID7YjwEdkq7BTeF8nCrcOnIru4K0O8SOixkSt/13FxJ+pgnHK7VgV0iSQu1JGci3v02kPEdYYiIUmAEAX0fe37NGnW9MDmyMrCrsYDCOkI4/v21im+nzaxD8LETZpdXaJpQ69NhYCepJeLAjp1hQ8oBfS8Dh6H9zkc9x92P+YNmKdQIBiF0tiKOBb0zbVt2oMGexde9e6/9P0ubKppxd+WbEVDm/D8nKwTn49n8MkEBs9PGYBp06KZahJer7snBt0SUtCPeC7urI7IdsmYS+RyNAZdBzQGPXOQzEOwOQadj5PnNR58ZQFUTFBpK2MIVoaMmRHekCSu/ZtvBE1/Ai7uMaGjQeWcKkuUScuwaEkYtRvw+zsRioTQi1gPxUWobckS1Pzhj2hbuhSAiiRO3VbKBFRzMejKrsi5iA90NEjHjVxuk4JEQtXzXn3TSJnGXay2+yzo325XulqW5LjgcnTXs05vDDoAlJndiEfHgEtnCXSwDsmKmnZIWSZSE4Ou2XoRLu5SmVBIYw1OJdicHOTNm6f7W0G7ssc+hw/jysZJG1nZgs7KoU7RtWxQ4SA4WSdag63Y2rwVgNKCLjK5t4fa0RWSTfUSx0AkxpooWdDl+8SrY9DDsQWxWCRxgFpAt+btQ5LEJWdBF/oQISzopMAvWdDb9sd1ca9u7kJ7q6xx2bttLxw6jO2rNuxRfL/xmOGIEIKmx52DCp+SiyeeBZ23U0DXCaMJHVDOuwUdwMCCgThp8EmafVkyChOz4ONY0P++dKvmWGdQeV2MmAVIVe7fy3bimIeX4oEPNuAXTy0Dz/PCe+Zj8PfjOLwyYTByXGYMIJkXg65sLv0x6EYWdElg1+lKOkgHKboHPXCXnkAMuuHPyQnY8h7HRjfRmMKaQTuxSOIANP7neXmSseDiHguMDnGFw6EW0OPXAwBcocw+kvPjJoQiIdz+EjGBsSzCzc3Y/asr0Pjss9h9+a8QaW9XkMSpNY+pI4lLDLyOgC6RxKUgD3r2WdBFZJEWNM0a2/o27Ua8OCdDGNwBJPTsLN7DspA1kjinDgGjg3WgwK1PXCbC1g0/CXHzb7gnTC6mk9cjeVIL6F1d8nog/paKPOgEvOPG6pYqVtFEaLwbSNJPVQy6k3WiKk9gY97evB2AMuyJdAMXrecMGEmxK1nA9dYK8b7EyuARx4IeiyROqE6uj9exNMcCGV+fjIAuWtBJF3fSRXtYkWApXVO/RpfFncTDn2xCqFW23NZs0Q+PQ6vyofcu9CLPJz83huNQ4imRFCxGbSrC+mLsf6xCjxQyfKBJ8b2g3XjdToeAbmRB7wqG8b8fdmNng1bh878fdmPm7z/H7kbhN2d03BfnatnxRWyvb0dDe0Dp5cc7kesW201FDHqG7AFSYUFn9C3oEot7d4hsmXK/DWG2f5l+HVpk6y49BhJ4CNJCaG8MOm9GkrWKWC7umtAcEyzuADpXrZTPMRDcrLL56tXjcLjjltGDd8IE6TNX04hQJIRi0kOL5zUuZpGuLkW+UU3/bWUxNyCksGCpFUn1mjplTbxEEpeSPOhZ9urbqh1PkcZdQvdY0H/Y0ag5dt/8Md3QkyhsJjQzA9MW9CjEGHQSDtaBaZXTYp+omk/tcS2UU3MpFZw87BpTkS6tcKG24Eb8ftkanOrNWfS+FZ9/vpROk0TfBuV1q/kARDIssKy8nhAClJgir7GrUXO+KIgHwgE0dAqK0SJPkcZ9ndHxBmPMkMTFEQr186ATdRDXQVrTzUBc+zpDnckJ6JwooMt9EetjGRaH9j5UiD9u2YGtTYJV1ihEZPH6avhCcl+atu3QLUeWETFpIJEH3sGBYRj0y+8nHdJVCpAZUeLwAVgBrxNGE1aRxBW084brdjJp78xCb53fUtuGEb/5EDe/+pO8NyTAANjb1Inff7gB4QiPUHT8kfnB9WaD/U1dyhAD3kEI6DFAY9B1ahTq1Li4x4hBtx0ZkoUmKSSQ+jgTkWW7dDPIIC1JCowsMYVag0sP1dai/qmnDE9jc+UUIHAYxF8qLOgm7rFOPQ51LJ9ZkjiWxc65IwEAXFOrhmSFD4cQ8SsXdT4UUlhLNItlysiPEpwMRKImwoIejqSAxV1iA+2Br/5BjjdX7lN8P2FcJSYPKDYo3TNRFo4gZGJoi0KYngXdyTpx05SbcNbws/Di8S/qnq+xotlkoRNTczHONL6fqrmA7+wkWNzT1AWXC8WXXKw53q9W+V0jiJFZKaKCNPlschxKgkTSHVRcE4KRIGo6hNzb5b5y6XczFnSFJ4V6U23g4h6qq0PtI48g0hbVMhtZ0EkLsMVNpigwBSNBW2LQI3wYta1CGIBYn4t1Ic+Vh1ElowAA6xrWCW0bWNCdfqXVdv96QaAPcw5EiL3B2IZtmnNHFhMW9Oh6SLq5x4tBV+dbTwo6z1XPxV0tTE0omwAAOG3oaeaaaW1F7aOPwr9V644eFyoL+qOfbsbcPy8xdeqWmja0dcnXSO4VyvPcePzsQ/DMhZOlY3ubOhVKGT7iQI4rhTwemWLR7YYY9LiGsiwWRim06Hm7dCsvjVTUJpI4dQy6aEG3kwk5hrCmEd6Jc9uXfml4Hpsnu4oZKQDyjxdIefhhA03FoOvVw2oEdPPDL1Ig9NHRJOQrbiL3XeEIIiq3OD4QUAjo6onNXpI4HW0dI/1nDtFN4Avrnsd7294DkGoLerblzrTRope2BT69G4mdUdfE+RN6Y3zfAtx2nDY3cHphZOmwcp5FkrgIj5CF8EcXrx+Dnu/Kx+3Tb8fYMn3Xa7V1NB5jt1nwQT0LOmzYeAkX7K7QiVdUzdUCi3b6SOLkQ3I/XAMHAgB6HeAlxnZAR/gTuVNYIgY9EpEsTqIFXaqXsKCLQkU4EtYX0GNY0CUFLxF3rvGiMEj5V33PPWh46m/SdyOSOIWAaTZ9YBTidQbCAcniPbBgIGb2nokHj3zQdD2igA4mjLl/WgJ/KCxZgMU2yOcD6AvozR1B8CovN3aP4OIecXtQfPqpuu2zeYLxwB2S3y/xvpC5xfXa7OiQlfZ2Cuh64S3hunrFdz0L+t+O/hueP/55nDToJFPt1PzufjT89SnsuuTS+IVViLRHQzbcbnQFw3js882K3/90xnjNOWLM+f7mTrR0yfeLJeZtJ8fipPG9MWdkBY4f2wsAcMXzK7B2D7H/4p3IEa3uMaeNWD9a+S3V6yzBJ5TiduPFoKfFgt4jSOJ47edMUexYQM8T0ElY3dTYrH1KhTIrNot7YnVyucQmxsCCXnHbrah84AEwf/6tOZI4HTg5J8IJ7r0jRUKaEmeLkK94J5FzE5EwwmoB3e+PyeKe+jRr5KH4A8ER3eywPPDt/m8BpEZAl0moevarbw49iyTuQLuwib3ksIF46+rD0LfIBqKzLNPIl4QjCMQy3kSvh3EI84cnrJ2EzGRN0AjoNgkAfNQTiCWJ/Wx8BlVnDUDu7NmKY+o1hfd3xcjHnkIQcxJXVAQAKGMLcO/Me6XjakFMTgfHKZWO0f6ryf5crFZAbw+1455lQh7tQnehXDgkCujauVJSJpCWLjVJnEEMesf3Pyi+sw79e0xmXolHOKeGeJ+CkaAkoFf4KvDU0U/h2AHHmq4nR0z1xoTR0hVCQ1tAtqBH16xBBco0eXrW7OqWLgxoqVYcG35AENB5jwcVt9yi2/6gd94W2iIE9Eg0Pz0Zg67nVv/whz9Ln+1SoAEwVLwAkMZwQbt23fY5fRhfNt50uGDLhx8CAEI1NZa76N+yBQDgGjgABzoCCEfH5mNnH4Inz5mIPoVaRd2CKQJfQ0tXCPubu+Juz6qK5Xdr7V6Z/I/nHchxGe0vkpnL4pybMpK4OG3b2K5RDLpkQY/3VLJruaaIgx64S0+AJM7QgJ4sSVzy1gfNmbFY3FUbCbPdJzX/RoIb6/Wi8NT5YIuLTJHE6cHBOBAhqrciJPJFAmmTq7kTIT4EljRah8Kyu6B4LBCIyeJur4CafLwLF7XSsLwsmIsu7nZqTSVLTLYJ6FkmKAJIu8b2QIewCS3yZRIxHInUk8Q5gNgCehSiAOzWkXtMpVlTCeh2xbjyujHoQNJWANGlP9+BwtNU1kp1mrUuPyFs2uAFpt8h4Q/5XhPKANGrKwcuVOZUSsfbg6q8a5IFnVHO6WL8rMqCPiB/gPRZFGI3H5Cti2Rbcny7MYt7zBh0A6Ha0btS8V2pDyLqIMeY1fSBooAeDkop5kiPMrMQWdwZRmi/tSskCehifSKTu7ptEo3tAQxo2S/83k+IHS/2C0p1xusD6/PBM2qU4hzftGlw9hKstM6gbA0PiQI68Wz11sivN8qCra0W9BgCOlteBiA2SZzpdrq64hfSOy8clgR0z7BhaGgTnldZnhsnj++NE8ZV6p7n4hjke4TBeOm/vpd/MHj3L5wxAAsmV6HI5wR4UjnmkC3olCTOEuJZ0K1yQSUE9V4rU+63IXT6pxuDnunXoUWW7dJNgBxMlgeWzRZ0O2LQ1WQeRsIaw1t6eVmfrP1UaJfjuD5zDJewBd3BOhAmu2+lvwWCBd3V5kcwHARHuhbqWNAjagu6+uW0lSSORGIkceJ9ZyPyZCzlQbczL7N437KNJM5W9DySuM5AGP4og3mRncztSYXnJLo5S7xJMExsAT3aJzHG2xvWvgdmFGKaTbpNAoDIpaGMQbd3PLmHDVMeULO4+2UW95geWzaDXL+4aL5sPhBAibdEOr63ba/ypAgRskOsXaIHgJQyDcCFoy7EoELZ2ivOq/vb9kvHzhh2hly3aEHXyUgiKgMU40C94BtY0B0lpcq6DJainJkz5aoTdHEPRoLoDAk51BNJHShbgUUBXY5pFwVxMiwAAPYe8OP4R7/E3e+sQyS63jR1BNCrQ4jTzj9WacFnfQKhXf7JStdvZ1Vf6XPBjOnS587mNtS0dGG/lhNTATKFWyot6Ayxl3KMEN6tvC6AC3ePUjlUVyd44jgccFZVoTHqWVVCrgsGa19FvrBnau0KSS7vRhNy70Iv/vCLcXjxl9PBkwI670Ch14jUMIn9+UFAEieuPepwGbMkcTnEe0KR/TiYd+kmXmybLOg2aqAMc6Yy1trxjBkDV39B8y0SE4Fl4wr5LMvqCuj/PYJFexwFvYN1KK3vFqy4DrewiDPhCEKREFhyLxQKI9KqtqAHFRYDVmX2tzXNmh2MkdH+sLwsmIf4VORBj246s5UkLuO1uSTS19fGqPXcyTEmc9B2AxJ6dtbPKUV8d2DRrbg4olVm7G/frzmmhtrF3T4LejQ3tjp3fdJWAFkp5erXDwNefgmDP/lY+EXN4t7VJQubaYxBJ5XPbI5gHY1EFR+3Tb0N+a58XDT6IkU1yjzohIAeFY5JAX3eAGWudVFA39cukCse0fcIVOTIxGOym7+OgB5lnI8QVk7NptpAqFbnNFesuUQdOYcfjorf3CF8sUhCSLq4iwK61+mNdUrMenKiuu7WrhB+qv8JAFDXGsHRf14CH6ckonzjx2r8vL8Fz369A4s3CSx/jR0BSWB2lJZg+2A5BtoRFXCLzz0XVX9/GgNffw29H/wjKm6+WSqTe8Th+GTwoQCAlZv3Y9r9n+GV75Vx3wDwyKxHUOQuwgjcAI4U0FNkQR/wyisY9MbrqPzdfaj4/e/hvv02aY/jaOm0pQ3AmoJBDAFgc3LAcJx5zyqex+mTZKWI2RSdwyvy4CSMCCycyBFZ3BNer7NgnU+jBV10cTdKszZk6RL0+/e/kDPdDgGdxqBnCrJ0lx4DyTyEZC1q6rZTkSrXKA0aq9N3nVQaZD2+qVMBEG6VJojDHIxDV0Bv9QGrBsW+9xzDKVzcrbz4TpewQ2DCEYT4EDgFeW4EkTY1SZxfJaCb9ERIGuRkYN5SK5LWkQK6ZEE3ERNrunekxelgRco07mK16beciPHnRT5XetzgTKE7NmcMCtj4E68oAOdHtJYeU2mpLMSgB3btwu4rr0LHjyvjVivHoJMWKfvHk3f8eLiqhJhTDYt7lz91ed5jgVjb2CgvCh8IgA+HcdS/1+Jt/+UYWzYWnatXY/cVV2L3VQslN2AyDzoAHHjhBew451y4vpfjkIcVKz0HROuwmIKtzFuGzrXrsPvKqwTm7KiLut66yHiiudLJ7CHqNcbAxV2tTDYCwzDIOVQQSi1b0FmZJE7M8U6mHTULUYnBRd+pxo52PLziYQBAa6AJm2vb8OO2oGKNqmmWr3v17mYEwxHc/sZaOEShg+PQMkxO/+jMFZQojNOJ3MMPh2fUKBScdBK4/HypDMMw+KH3aADA+PqtOGbHtwi1D9b0d06/OfjotM+xYkOZ3B5kxZctiD4LNjcX3rGCoYM94WScu7MYxz7zE1qiBnVnc3uMSgSFTvV9v0PdX/4CQIgb333lVehcuw6RduW52884E3sX3YCm117DjrPORsv778v1hELYe/PN2PXLyxGsqZUI4livF09+sQXXvrQKAFCcSwrc+nPK5YcPwmNnH4JPFx2B+RN6CwfjGm0Y5LjkvVae22tuBk/Uw9XovJTFoMexoKchBj2ei7uzvBw50f08Rc9BCnMhdBcSiEG3oyod8LwN1gf1qUau2azFdhgA0U2gpJ01IbSxDKs7tbMRQMdbVIEijzJ+3Yr7pNMpCug8OkOdihh0hELSoiSCDwQUGxK1/sJWC7odiG5O2UhqY9BFl9DMEeKsIov6ncauZn78OZCOGHQAYDgTCrGoCzkX1JYVLY6xoGVxNxYA9lx9DfybNqHtiy8wcsP62PVKLO5GoUwpiOlUs7j7u8B6o1KGOEenKgbd4BAbFdoQCqHlgw/R/MYbAICSiy7EjgVnac8l86ADqHtYECKHN5QC5wjH1DHY6tChMl8ZdpxxBsDz8G/dCs9IIbWnXjgQG7WgK+KEeUKA4HlDkjh1xpFYYETSVosCOplmTbKgJyGgiwaAnw+skn5jnS0AgC83N8DBOhCKKiQaD5RJZTbXtuLDtQI5HCuuPQ4nJg+vRPADoYw7V5kKzwiNvPy8rl/1Cj4e8BCOzn8Qvz52sqJcS1cIER7gCCVTSizoLIsVOw9gbJ8CvLt6P9bvbwGYCFq9QGE7wLXGjiEP7NiBA88/DwAovewy7P7VFQju3Yv2r7/G4A/eV5T1b9wI/8aNkmC+b8MGKbNO1/r1aHn7HQBA2+efwTVYUFzs6ojgwY82SnWUmLCIsyyDk8f3NnEXlMhzeyHOmgVeMpQiBfNVpqA7YtC7Y/+T8c/CbP8y/Tq06HkCeiKDSdKA2ZPKRqo2JXnQjVzctX2PzbPBSuljJAu6CZdzoxh0LoK46Y1YhkWetxDobIoeMC94ihZ0NhzBga4DGgu6egHm/UoLOhNRPV1bY9ANCCksWGrFe8/ysqukxOJuZ1+z1YJuq3a858WgH+gQxn9RjlHsXzcgFcKkiXPNCOisU2gjkqBlTeOCGjR2QfVv2mS6XuMYdLvGlE49ahb3Lj/gjipEU705MyAoJTOLdK5aFbcahmV157T8DgbzBszDCQNP0PymEdC9ZVJ/grt3wz1sqFC3Tpo10YIupKQTr0UUQB3gg0FDkrhwWywLuvL5iNZ7qxZ00TU9EA4kFYMu3iM2ShL3WfXzmjLvrdmPS048Gy9sfBZz+56AN9bLz25jdSva/VHXdl6O6S8tK4QYSELy4cRCYe8KxfcCfxv8nUNR6lXG9Ld0BhXtAfbGoIuKl8auMM7+6zc4angZBpZGlQw8i6Do3R0nLIH0vggdaEJw716pr7HHiKAYigQCYF0uhJtbpOPh5hbwncLzbmOVAvmk/kVEBXrzieqYhfWx3N0ftdGtRZHHl5q19SCIQVdb0P/w3R/AMiyKPMKzS0uatWwk5FXDjrDTDECGmRHtQOZoSfhE6c4JaGowdHG3WDErx+xFAtGFwiDFGgmO5XRZ3FkeCJuQ+ZxOwophYfPndgmLOBvhcaDrgCIG3b9hA5peeUVRPhIIKEjiGLXLZjrTB5kBJ7u4SxZ0m9Os+bdtx95FNwhfMu36KZIC6eJ+sIN1mFCIRS3UfMBabC8ARDo7sfO88xXH9Czo+3/zG2w97njFsdbFi2PWLbO4p29pVgvhAkmcOgY9HR3RurgDcsooANh1+eX654r8Kar1kQGPh458CLP6zdKcohbQFWRnPI+2Tz8TPutZ0D1RC7pfJwbdGVWShcNoW7oU289cAP/mzVIZdcaRmBAFdL8f60eMxIbxEySXaDU6f/oJ239xBtq/+06yoO9p24MPtgum6kQs6OLawzDCWlQf3KL4fUSvPARCEQxznYkvF3yJU/peK7TlFM7bWteOJZvqAABOMVWUw6EQylmvuX795vyZiu/nr/8QZz9yHbb98c+K4y1dQQw7sAt3L/+ndKz+iSfihm18u60BNS3xmdPrmgVvvUh0vC7eWIdnv94R/ZWVDBWsgQcFIBgVdl16mfQ93KCMpzfjZbFx3HhsP+NMBHbskI5F2loRiQro/ihRoM/FocjnxOwR5XrV2IL+eXL4SEYpiVOJFMyN4lwc4SNoDbTi+fXP498//xsNnQ0A0pUHnSJT0POetiUPd5UGTKNpsfgCqjc6vP5xa3Wqv8eIQVe3E6tZhpEX/y7RahN/YmUZfZI4NgKETIwmRTyfFVI7TzROLRzBvvZ9Cgu6Hnh/QGFBV1sgzMTbm4aets5yDLrs4i5qT+22oFffdRfRXpZZ0O0k+kh5DLrUUGrq14Ho4l6YUQK6kaXDynlW7yED1owFXRLQrVvQm954Q7OBVnvwRNrb0fTKqwhs3644vueKK2PWLRJ2MuoYdBtJ4rQ/KSfuUF2dLGymkySOTLNGCHCh/TJpX/vSL/XrEwVz9bweYyio04GVect0y+la0N16FvSoABpdR/lgCLsv/xW6fvoJexctEsq3dyhTs6mhej7qdYr3+1H/2OO6p+677dfoWrsWuy64UHFtdri4s2wEQERKtyZizkhB6Hv9x70Ihby46NkfAQDHje2FPI98344eVYGZAwqFL5wDDCGUk8qYWBg2pI/i+wk7lqOkpQ7+f/4dl/3rB3yxQSCka+kM4bffPqc5/+MPvzWse+3eZix4ejnm/mkJmjtjzwnbawWLdVjXWMJIAjoTQ0DvWrMG4YYG6XuoQUlJr85KE6ue1k8+Ic5rk8L9uhwuHD60FJ/fcBTev/Zw5HnI8a7zYmjmBvNzzsCiCoTaByISLMARA0ch+fU6BvGXps4UecQp5ly9/qQ2Bj0UkZXHooCeHlCSuExBzxPQM2kw2WBBV8PQxd2yBZ2RLejRxcCMJtvIxZ3l48egCxXIGw4r7pMetyCgi4K5HiceCV5lQQ8HVcRPqSaJs4rofWF4XhbQI/Za0EV2VwDZlwedIiZEC3rxwWK9iAFzMeiii7t1CzrfqbWyqV1ozW6wjepJpwVd7U3TtWmzRHiWTq4Ksi3G7QbjEpRN4Y7YZFuArODUhGnFEIbV82qZz0hA1z4LRseCLt0zUUAnlMKiAKYmM40LC4pk0mVaLxd5IgK6xOLuZoQ4MQKh9iE49ZA+cHIMvtpSj3vflQn5zp7aD8Mr8qTvx43pJbn8Mw6HzHEAgdXdDGKNxU/X1+Di577HgFvfw2s/7kF+QDtm7nl/I7bW6XsvrNh5AADQ6g/hgfdj80TsiNYRAYvnLp6CW48bAQBwO1gMKc9DiBP6yYaMx55o5RYRUlvQLXhZBAkFVqRVtqB3cS70LfKiV4EHlQXWn70VnHpIH/gar0Zk562YN6oqpW1lDFIwNZIx6MGIrCha17AOgJw+keLgQM/bpVvaUMTRgFnenKhj0FNgfTASrBhe007MGHQwEklc2IqAbuDiPji3f9wYdEBlEbAgJHo9wmLPiUSwcZQfHd99iz1Hn4CpG4VFMhBSCuj2ksTFi0GPDzIGXc3ibpeAzuXLGyYzfAMZhaQtiCTSJHTYKNy0dAXx1JKt2HOgQ/d3KQY9kyzoRpYOK+dZvYeMSQt6NMY7WHsA/3sghPFb5c10VS2PLbPnoOl1gZgsWF2NLUcfg4ZnnomerH13RAt66+efY/Os2WiL48quh3BLC5r+9z9F/4gWhD9Jx/XrcJWoriewdavsEZAiA7ru2ksoTRmnSxLQI0SMrSHEdUUt0MYQ0EkXd5ZhUewp1i+oY0Fnoxb0ukcehX/bNmyZN08ispM80VQx6DzPY8dZZ8e6Cmhi0A3CztaPHoN9t9yC1k8/xeZZs9GxYgVcAwZIvwd/eSMYFau8z5l4DHoEYTCsrHAI7jsHV4++B0PK83DO1H4AgLdWCenqpg4sxpQBxRhKCOhDy/OAoCigcwoPCa7EnIAeCzes+K/0+d2f9qNNJ6XcPz79A9Y+95LiWHNHEKt2N2FDtTzGXl+5F+1++dmFIzw2VreC53mEwhF8vFqIFc/P9eCo4eW4/PBB+McFk/Hx9UdgcFmOHIMeQ/kXbmpWfN9/622K7/tuElLMOfv2RTwEd+2S621rldL4dTpc6G1JME98H1ye78GH1x6JD6+bJeVSj55soX2zbSbqmZUg4sag2wfJgh6JKAT0Xa3CM57Tb47tbWqglocy3vKs0z/dGPRMvw4tsmyXbhGWXU+Sd1UpGytP9L0mNyVdn5bF3c4Y9OjiGxXQGV9iFvQABzhPOQ4fTWIRYoGGo8bGqCAxF3efW3CD43gAPA+nnhkf8uao9ZNPEdq/Hze+LmzQggGV1StlLt4myFf0oMPiLro42RV3xOYXaNqjSAXsd53/00cb8fsPNuCwP3yB//vvSny4thqN7bLVtq5VUEDZLqBnIcFK8fB2gONQcPLx2h9FN2SVhfr2/wnzRImnBL9bWongvn3Y/+tfAwDqHn8cwd27UfvgQ8K5Oso9UaDdc9VChPbvR/Vdd1vud+snn0qflUJzip+BSgDlAwEEtm0TvqRzniDaYlyygG6G4IuNllWvCurc5CRIAT3PlaeJSZf6EsOCDgA7zzsfwZ2ykCQK1WoW93BDA0LV1Yb90W3b6P6Hw2h++x3sufoahPbvx+6rFsJBCLrhn35G/1rlKcnEoIcjYTCQr+fHG27AwiOFdf7kCUrX8znRWOe+RXJ7A0p9skeBwwGW2Gs4LAjoxZdeont87u4VuOooOe1au8OjW27YM3/Cpc99j8831KCxPYDjH/sS85/8Gv/9brdUJhCK4Ig/foGlm+rw50824fY31mDeI0vx5Bdb8NfFW3GgTdhLOJ2i+z+DuaMq0L8kB/kep2yoiEESp7aYGyH3qKM0x/KOPRZsXp62MIQUfqKnXBfnQr8SA6WMmXnd4txfludG/xKRLM/o3CTmsrSvRTpu0imGwoIeVoZacAyHyRWT9U6j6KHoeSzullKNxYtFta5xKR3dhuIRgnuSJAMmpYFSadRj5UHXtBNjUmFZaeMRjubcNMOmqo5Bry9k8X+/ZPBA1VA0bGNwwQ0cbpt5uuH5Chf9BFzcAcHNnTMQ0NmcHISbmhTHBhUMwpiiUdipvBDTbceFHYyRnLEF3WjjaLkJYlG3M+1MepCNcUTJ9bXdH8I7q/fhxPG9sXSzvKF7e/U+vL16H/qX+PDRdUfg6y31+G6H4EJbVWzdSpY2JPTsrJ/jzAlj+KevgsktAv70D90yrIEL+RdnfoFt/z4JpEiocWnXUe7ZwRLNEh4uoXY/QGYFS2EMOuvWKnU6160VznKKc096Y9AZl1MS0E1VJ5a14OJOzqtu1m1YTs/NXLSgA1ort56LO6AKMTKC+vnEIm4lyvJ+v2ZOV4eBJRODHuJDYAhmVi/BVzOubwF8Lg4dAeF6+0eFwv6EcJjncaIuJOaVdyi89awI6BU33QTW7Ub9X/6q+e2mY4bh1RV7UNvqR4dTX0AHgM821OKzDbW6v11zxEA8vmQbGtoDuOCf3yl+e+hjIRvDuOi67HZrwwjyvU5TJHFhVcy5EcpvvklKxSai7yNCCsG6xx5HvYowMNLWikibsJ/zO1zoW2RhPTDcuyTDoZRN67VFpDDNGg9eYUEHgBJvib0ZfQxBY9AzBT3PjJaMe2TSWdaisUecfQZazSUYCegxOCz0T4BkOeGjGwfWG38ydzAOxW0KcUDIwaB3jpA7M+SI59pNbMIsPB+OYH9nI1CwuJPQI5x585Q3ofZ6tZUkToFESeKiLO5RkrimribsaxdcBu1ycSc3vJH2+HGdPRbkuEtpOpjk8PAnm3Dr62tw5fMrkO/VbgZ3NnRg+bYG3Pb6GoQjPE4YV4kpA4psaVtCUouanQRB1s5lnQ79+SV6jHEYeOBEc1jHhI5yz5Y0TmF5UgsT3hGpthzpCcKBLVuF35zp0+ErYtAJC7rFSpTfYwnojHxtIuu5bpU6a4VC+Fa1KQnsKgtqIrwEZtcphmU1qf7UmVeL3NbnBlFAP9B1ACX5gqKKj3CKZ+XkWFx46ABwLIPxVYWYMUhIe3bcmEpcMKM/HlkwQSgoxqA7HWDc8nrOFRZa6hNXrC/Q852dqI16ErXruLjHQ4G/FSfd90s8V/NBzHKsqDjXeTdICzoTNBbQQw3mSL/YGO+AnhU9VFuHA//5D4CoBd1QYWtmTklGsEmBsN+tJHF6sL9doxh0ACj3po6FnyIz0fMEdGs07sIf22LQ47RjS1UxLOia2JwY1TCsZvE3E4OutqAHo2p6MhdpSyBGzCCpYLDgPkluFB0RId2abvU5OZpjDMNoN2q2um7aZ0FnIAjon+4S3F1LPCUYUjgkyf5Fu0ZYWApOO9WWOtOGbIwjSnD+qGnpwj3v/Ix/fCUwgH+5uR5uA86E3723HrWtfhT5nPjTGePTSuplHQn0LZnriTFmuNwYZHpx0jHpeTEF9+2z0jNdkIRjxUep3/kUxqC7ZGHJ2a+f8jeRTd72cRU7Bp11ucC4EiA8VD2bWJ5CpAVdj1RNgo6QTJJ4heqV7sqGFvRWJfEXV1qKPo88oqpZ9XzMKpIdDkT8Sp4VUontZJ3ondvbXF1ktdF7xINHZ7kQ4uF2aO/VLceOwOb7jsNbC2eiwCf8zrEM7jllDOYfIrjA82IMOseBKy6Gb+pU+GZMB1daqqkvFrg8fdb3SGcnpg0UeAQ83hgeEQRGVubjx98cjaNHVeBRxwaEGxtRsfxz3Dd/DA4fWopFRw/DaRP74K2FM/GLSX1x7rR++MtZ44WTHdpnk+91IBgdVrEE9EirvEfq9+9/6Zbp87CQPq7wzDMBhgGbm4vym26Sfte7D+FmObZ9feVwlOZaUXKlQhGYihj0DEEK+mgUgy40l6Z7QmPQMwY9z8XdRnfyBBpP8nwTLRi5ZluVNxlGmcoH5l3cIzoCOsmYnhIBndioxLSg6wjogDYeMHUkaXokcdYs6AE+jCZ/EwDgsD6HxbTuWOpZdLNatmgRis44w5Y6sxMqC7rtC1By88hfF2/Fc9/sUBzbWKNvfdtcK2z6Dx1SCo8zw1LnJS1MJnKu+CH2M2AYBuUTmlG7qkD7YwwlGx8IaAQvAFKeazPgQyFEOjsVISeAnLIrd/ZsuMtyga3SGabrTgSkpdo7ZoyCdCqdFnSli7sLjNO6BV0T5BUIgOd53c0tKaDHYkfWs2IrPJDUKTzFGHQVSZyawX3ol0uFfm3+tXHbJt8FhuM0KQNdYVlpX+4rT8g9Vk9x4XHo3ys2TtgYGYPOMAz6/eu5hIQOo/jr4P5q/HnBBDz39XaM2+tDcJduMQDAEcPKkOd24KEzxsPr4vD3CyZj7w0vQdy5nDe9P86b3l9xzviqQgBA6+LFaAZ0U5Xme5xoim4tXM3GIQ2RDoFpvde99yBn6lRUPf037L78V9Lvvf/4B+QfdxwAoPKeu9Hr7rsAaL1MRAxZsgTbTzlFCu/7rmIE2oaONr6/pgzoGRYvbiRopTptalySuNRY0Mk0a4AQqklxcOEgt6BnAUyTxOlYRmLdCpbV+OGzJkjiGIZRbKREdy4y53is+Uq5YFh4VsQmyREBOAsWdABARLWpzrQ84ASLO8/zaAsIgleeS38zkghEN1y9mFOKzMHGaq0wLubmffeaw/Dd7XNwxwkjFb+PqLBvnBwsMErHpiYW43nC9bytTSEIidZS/6ZNptvdseAsbJoyFaG6OmU7UQs66zFn/bMLDDEfeMaMUf6mYyVMWT80JHHJW9ABYyu6QkBnY8yJOnUyzhgu8eJvapI4woLOOJ32WsQcnCLNGgC4iMuu8FUkVK1eeFWinCh8SE6zBiRuEVQrtkTsOOMM5H71OW4/YRQcIWPPiTMm9cU/L5yMJ8+dCK9Lvr4gQeDHxyB4ExUyeoqbHLdD2hP1+Wg1/Nu361YhpkITjSLuIUqPGVd/pXKAYRjN/SLHtaO8DO5hw6TvO/IrY7i3U9iCVFjQWTkPumhB9zl8OGv4Wbh83OW2t0eR2eh5ArqVl0atedNo/Sy+gEZt2/kix4pBt5TWS2tBZ0y4uMuNCRBzn7s4F26deiuGFw3HBaMvMD6X3IRZIGpjGAah6KlsBFJKVteQwYpypi3odqZZ03OnUcSgx6+CIVjc24PteGatkNIpx2mgcEikm+KCHmNzmbmwkehDUUcaNf0mEApHsGybEJ84e4Q25qx3oRfleR6cPbUfpg6Q00INzUgB3cjSYeU8q/eQdJ2ONWYY48wXqnWAJPeKtLYqNsbOKiHnb7C2NiZjOImudUJO21ZVKjbRgs64PVCMSx5JjSnFeTp9JC1xjopycGWyyzErkZTZvBmNY/Vi3G6wJi3o/f/zb516ZagFVxFkDLqLc+l6RgCQsp2QKL16oXGHnKIFXe3iLiveqp7RJy9M1PLIsJyGB8FFyJjTe09PqF49YTxmOEAsqAT0ROEZMwbeCRPgGjxY81v1nXcCiM0J8eAZ4+GIkYkBiJ2HXHquOgJ6rlt2cQeA5tde061DEtCjvD+Oykrkn3SSUMfcOfCMHYtVu5vw8z5jb8S8ecfCO348yq79PzAMg6KzFsBRUYG20kos7ntIHMJQnXGmOZTMnJPseq13Hm/wU8+JQWeidUb4iMTiPqBgAG6ffjv65feLdaqN6KkkcenojL3oeQJ6Nj4FCzDSOutZ0OPUpFlgzJDEAQBP9CHEMeAYDk7WiXNHnotXT35VEY+uAalgsDh589FF1RGWY9D7/fOfyD/+OLn6HO018MGgjgU91S7uFhF9FiwPbG2WfFuR69SPt7MKnufRtXGD0EYi5EsUacEVz6+QPj961gQcNkR+l0ZW5qM4R3h2OW4H/nfFDPz5zPE4Y1JfXWGeIjYM50xVDDoZOxxubVOQcTmKo0qSYBCRFhP5unUQ2LkTEb8ffJdgQWfSbEFnCcIu1u2GZ6hsiUunBZ20WpoliSu64Hz4pkyRD+jM63qEmJFAAJ6129CvVhgDTs4pCU1q6ClznRUVhkI2E43RVlthw1EX98IzzkDO1Km65yaKUE0NIl3KbAPH9RZyJk8sn4gLR12YUL16AroZC3okEEDHDz9I954PhWSPkSQJWlmvFwNe+i8Gv/eu5jee5xGqq5Os4f2eexa+adM05bo2bUKACOXwb9+uCFMJ7NkL/9atCFZXo33ZMmVmmOj8oBcm53NzkiEBAAJ790rjKrBnD8JRhvVIh5g5RzCKMAyDPg/+ESM3rEfVE0/g3TXVmP/k1zjlya+wu1HfVZ7LzcGAl19C6ZVXAgDyjz8eQ5csxmMXP4DtBb0xqMw+5T6FDlIZg05Y0BNWiFFkPXqegG7ppVFrwJIlR4gXq5IA1KcaLG661iA1jSsJIg+6dMhEDLpQUGlBjxW/p+lSEiz7LpewmDnCcgoZxuFQWP71LOjV99yrtY6knCSOMR0PCxAWdFXRXJc9AnrTSy9JuXpjuWdmLFJF9JEShuzErAe7Gzvw6Xoh/c9N84Yjz+NEUY78bs0crGUvPm1iXzx4xni4DNKGdSuM2HatnGd1DiYts7HGDMMYC+hqCzpB6BRpa1W6uLtcUkysWWZmEh3ff4+t847FznPORUR0cXd7VH2I5w1gAjFJ4lyKz6SrLEReg1QRBZGpwoLWBXQy3ZlworbM3usXaY7V/O5+FC56CA89E8a4bRE4WSca/va0fiM6FnQAYD36qbyMWNxFRY9RDLUAc/OR2gUaAAJbtyq+z644DGsuXIN/Hfcv+JyJuTt7OO01mhEYqn/zG+w873zsvkIQHvfdJsfZMzokc3aB7+jA5sOPQDj6LgpcBsr2On74AdtPPgVbj5knCOLbtmHbcceDJxQ0O37xC2w74URsOWoWdl18CXYsOEtuIyTH0quR43IgwBdK31s/+BA7z78A/m3bsXXu0dh57rnRfipd3KW6eR6RCI/FGwVlRjDM43ODlHB66AqG8d12IYXb9EEx0tfprnu8fpmEDOhJrtd6843UvXTFoJPXr++FZXe7LKtlcbcrza5pUJK4jEEG7upsRIrT06QDWm8eIzd6nY1XrIpZRmIOlw6ZiEEXKpbPC3Oq+PM4IN3IrKbREd0th+XKZBkMy4IjUqvpCehNr7yiJfJJdZo1qxAt6CryO7ss6HWPPyF9Tih9EUXKsaNBsKoMKc/FwllCTGIJIaAf0q8o/Z3qjjk0lW0SdRtlLyRd1flQCIGdsqUt0tWliWkW8zir2bzNoOmNNwEIbu+86OKe7hh0gsWdcbnhKCuTvrNJuiNbgcKC7jSXB93ZR8lMzuhoqjtXrtQc69qwXvpceUCIQQ/V6gtCRuFQjFo5ICK6yVZb0EWSOCMWcrPwzZiOfs/+M245cTwlAyfnVIQCAOYEhtZPhCwkHd9/DwBoeecd6Tc7vTIMQwXEtlxujYDu37ZN+hzYvh2BHTvithPYuVNW8ke98fQs6DluDqEDSu+IrrVr0fzmm0LbGzcKVUSVAf/4YT8W/G0ZbnplNa57aSUG/fp9HP7HL/Daj3uk87/Zan5e+evirfCHIuhT6MXQcnv2DvYiW/fk6ek3taBTkOh5LO5WEFfzZpPGJQkNlCYaxNDFXaedGM0yDKO1oJuMQSf7YNWCHgnImwbLTOrRzeIDQ67DHiyUjrG5skWC08mDDgBtS5aojtioTdPV1lmDkQXdrhh0UiGRlRZ0O2PQ0wZrfd3ZILgyDiiRrSok0c8h/Qpt6VW3IaFnl8zzJsaM5rXUWtCdIS0XSWDXLkU8Kx8MauJbuZISYMcOtHygzJ/M+nyK+PV4aP92uXCenmXWLitAnBh0xuVSKGoZyTMj9THoCuUtw5gS0BXWfkW9SrR/9x0YloVv8mR0rloF/0aZ1M8ZAhxhDm0qTgAJhhZ0A0VK1AWaJA7k/X60fvqZcF5uDAu6ifWj/7PPAgAqf/c77L/9dsNynT/9FLcuM3hz/ps48Y0Tpe9mBAbG6wWiY1+tqEg2Bp1E7syZyJ09G22ff67fD5dT017H8m+lz5G2Vg0/jRFa3n0XjMcrjxMdRUOOywGnDpdB4wsvSJ95npcE9P+srEVtTgjfRq3eALC3SRlq8dG6GvxtyVas29eCkZX52HOgA02dQdxz8miU5LoRifB4+stt+M+yndK5184dap2Ez3DsJeMBamcMeoYhBXsRRR70cHcJ6D01Bj3Dr0MHPVBAT+IhJGu5ScUAMNklyzHoDJswSRwp7IVZoNnfbLpZdSoYKxDd1vZcJRP0MBwHNi+2BR0AGv7xjKofyVsX9KFHEmfi2RgI6BE+dk5m0yA2KdkpoNuItJHEWcPOqAW9X7E8hs+b3h8+F4fiHBd6F5r0cMkYdMeCaP6dY1Uv2zM/RWNViRh0/+YtijJ8IKAkievfD+EGYXPd9N+XFGW5kpLYAroqE0Vgi+CirCWJS631hszqwLhdinUgnWnWeBXztikBfehQ5QEDpe+uC4QY7Irf/gY199yr+M0ZAg57ZpUih7SiH0YWdAMXdzWHARCNg4/GY7NJWtBFaJQTKrS8+y4qbv81HEXJed70z++PeQPm4aMdHwEwKaATYyp84IDyRwOFR6KIFZrHurUW9Jb335f7RhD3xcO+W25VfNdLs5bjdsAV0e5xeIIH4aG3VuHEKF+A3yBl3XVzh+KwIaX4xVPLAAAPfCDwx7y9ep9U5r2f9mPB5Cos3lSLmhZ5P3PD0cNwxqS+ca7GzJySzLyTztCxnkMSx0admnmepxZ0ip4ooFtBnBfMNoE79RtVQfFm3oIORockzmfOWpvrygMQJTthAH/YvLBrxKibKBiOU6RdMUyzpoIecVDisGEzzcks7iTKfGU6ha1DYUHPRhf3bIwjMjl/BMMRfLm5Dp/8XAMAGFgqbzhdDhZnTU0Xe2uqkcCzS2YOjhuDrjzk+egb1XkC+ZaiSpUFvfy661D7yCO6zXPFRQju3m3cPYO5UN/CaFcMus5PxHzAulwKgUdS4tqufNauverQgXhp1spvuUWbcitONxuffU5zzBXiUbVqv/FJBuFQJLkeCT6OUtUoTVj07JjnkvCMGQ3f9OnoWL7csEyori5pAR0QUj2JMOPizvvld0TNzWC30ifWmq8Xg04i0tqWuMu9znkuBwtXOLYR4o1PV0P0R+h0uHHKhN44c3IVhpbn4uXvd2PB1CqU5wnKn0GlOdhWL+9VDh9aigMdAazdK/BivPyDPL9MH1SMe08Zk0RGj1Tsg+2frzIGqbCgEzHoYh50J5dmAb3HxaDHKJfh6HkCejIEQ0lr/brRgh6LEE4PLKOJwzYbg17gLQQgsKRGLHqp2y2gg+MULoOmBXQLrqfWQJLEmScREbXx5GM8uv/RGFUyylSrocZGtH+zDHlHz9XfOBJWoIPegk6+p6kkiTOJB97fgH9+vV36PiyTUqYlszinQJg0f278zaZeHvRIIKDIT64WLvhgUBIky2+5BVxBARwl+lkrHMUxSJoA+DdvQttnn2mOh2prgBIdF70UgSHmC8btVmTzSKcFXU2qFkuRyObkoOTiizTH9WLQSegpTFwhnYJknUbErIQFvfjii9EYdT1Xe0aoEdPF3QIYhkH5jTdixy9+YVzIIHWcVTR2yS7YTf6muOVJRnyNgG4z/0usmH7G7ZbS3umha/16+FXkeozPB97E/kDPgg4A7nDsAbVgk+COHwGDAOvAYUNKMTOareOaOUqPkH9dMhVvrdqLP3+yCRfMGIC7Th4NAPhw7X688O0uuDgWw3vl4fixlRjTpyBunyWYWfeSUYqnwl3eqD8pJ4mLR/5sX7s0Bp2CRM8T0K0g7kaw+2PQTTfB8pp2YjXLsKxOmjVzAnq+p1D6HLYooEdi5CdNCCwL1itvlMx6AThKY6SC6w5wWhf3s0ecbfr0nRdcgMCWrSi77jqUXvErze8k30BWWtBFZLw2l4S5vi7ZpCSnyigB3U5017MzzIOu3FixPp/C/RUAwo0qAT0QkCzoooXXUaoviHPFsS2XTa+8qntcIGmr0f0t8TXJnAVdG4MurhGpikGXoQ5/SiQdpHfCBAT37rV0jjNBAd3Igh5PAZosSZyirTheBurUa4mCtJq3BmK7hfORiIIRPawW0G0mHoyl8NAjiSPR8q42VZt7yBB0mYjfj3Tpp+Xbkxfb6+2YXQJxnt/pxvh+RZh/SB/DslXFPlw9eygWTOmHIp98HceOqcSxYyrj9rHbQWPQLUERg04FdHMw+xyyau8ooAeyuCeUEyL6J/Ni0HneXJ2s02rfdSzoJgV0j1MuF2aBgQUDTbeqJlhKCg6HQCZEWDLMWNBLr7kaubNn29cPPXcaizHoojaedHG3khpHjF9t++pL/fpTxlqfLtioHc+AGPQP11bjndX7UN/mx9Y62YXxkH6FitRq2Y3ujkGP/RzUxlY2Px/hRmW8bKje2IIubvw5MRe6Cs6KXib7rEThGWdAEzZjl6eHHkkcIcAIFnQ9AT31UJOJIQFPn16/ucPyOc54RmajudOgf86qvii7/nrD6mKmWYvznKv+/ndlXQZKAqk6mzzWFk2SU9W1Bdtit9nVpbgOTQy63QJ6DIUHm+OL69GgRq87f2sqV7t6rhDx1qDD0OSKvw/JryjFG1ceCqcBxwGJsjw3HCbKmYfOPdGMPRqDrqhfA/vbFTMmdIY68eiPjwLIBJK4bET6PNBSibQI6A888ACmTJmCvLw8lJeXY/78+dgYTTchoqurCwsXLkRJSQlyc3Nx+umno6bGyIpwEMHk2NIX0GOczLJadlWTedDdDlkgLvQW4Z/z4qd8kaDehCWDaF0k6zGbG39hLFu40DqDvGkkOBnokMSNKjbn3k7GbroGDNAvRGw4bA8zoLCEn/e14IrnV+Ca/67E5PuEdERDynOx4d5j8eoVh3Zz7w4e6FnQeZV7akhtQfcH0PbFF8L5UQuvUT5sR6V1Ab3XXXeaVpTaBtLt36mOQe+eNGtAHAu6gTKcKyyMS56mRsIu7gZ94INBlP7qcsP6WINMI/HgmzoVuYcfpqos9jpmlwW9X77Mg9EZ0rccS212Kn9XK7nsHlOxYvoZhkGktcVSfd7Ro9HnT3+KWy7c1KR7/PPbjgH3iwVxz+dKisGy2WfVo4giBQY5PaNM2vOgU2QM0iKgL1myBAsXLsTy5cvxySefIBgM4phjjkE7QdR1/fXX45133sErr7yCJUuWYN++fTjttNOsN2bpnVFrwJIlR+i+yZZ1RrTtxySJUxK5ALHZUEm4nfKGtF/hQJR6u9dd3EFYqsxeg73QI4mzGoOuFNAvH3e56TQp/u1y/LJRPCwplHMGZTIatpLEpSkG3eD5iWztJI4ZVQGPkwPXkzZsRpaOpOowW56PPWZ0SOIcpaWamN1wXb2iXjKnNpcvxHw6eytzcYtw9rIuoHNFUWs8r7YA2EUSpx3vZGpK1u0CQ8agi2nW0kAS5xmlVEjGCsXJPfJIw99yZkw31QNH9PnEc3E3Y00lISpM3UOHCP2ZOVNZXUwB3Xg+0hNs43mM2ZEL3So0AvqBRmUBm5Xjhvnoowg3WxPQAXN8PEYCelWxD8MnxleuG63VaYHuusfrl0nk3U92vdZrs1tj0GNdh33t5rnywKja+rnhZ9vqNwX15WS6a3jMsQKb947pRVpUMx9++KHi+3PPPYfy8nKsWLECRxxxBJqbm/HMM8/gxRdfxOyo6/Gzzz6LkSNHYvny5Zg+3dyC2yNh8t3ndCzoMeVzltWkGjMbm+ziPBBttpyz+91xnRXl6PPoo2B9XoXLX/mNN6D2ofiacHuRKIu7kiTOitbUv2mz3HpIn0FWJMUrvugiuAeZD0mgsB/1bcr3bsqAIlw8kz6TdENtQecKCsCrBPRgtUCGyRUXI9zQoCCQyz1MELzcQ4bAUVGhYXx3lJai6u9PI9LRib3XXmuuT3FiilMBrrAQfR5/DIzTCcbpNE0WajcKTz8NfCgI35QpAARrvm65BQtQfuMNhvWUXXcdnL17w1nVD3uuukrxW8EvTgfDsHANGAA2NxfVd94JV0gI1eIMyNcthwdFBfS+f30KrZ98gqIFZ6Jt6VKBxHPO7IRJOvXOcxQXo8+jjyrGV/mtt6D59Tfg37QJvN8eC7oVqAlYIy3KmHXL+bnjIN79DLfIArpemj09mPFiibQZu/rnHzsP4aYm+KZMxvZT5gMQUgIyPi+6Vgvx7Y4S/dAYiixBimLQc125Cp6H8WXjbW+HIjvQLb4TzdF8o8XR2L0VK1YgGAxi7ty5UpkRI0agX79+WLZsma6A7vf74Sesgi3SJGzhpYmreUvUemPyuAmYFfdYZ0TbTmwJXRMPbnbhdDtlAZ11ZAaBRf68YwAoNwe5Rx6J1k8/Q+eqValtXE9bF1frqgSjSrNmJe7Iv2mT3HzQQECPWjUKzzzDdL2ZhSQtiCTSphHWb6euTfnevXKwuLUndNuT8WKKM2ZUh/lwWMt6Hc1p7SguQrihQUrP6Bk/TqHQLDjlFDQ8/bTiVK64BJ6RIwEAZmnL4rv/Jkm6ZOAxkn/00dJnUjjhQ+L9SBVJnNwfxuFA8bnnyt8NFMYll14S062Z9XpRfOGF8G/brjied+yx6H3ffdL35nffAyBY0AX2dwMJPUELuqtvH4lpPv/YY5F/7LEmTo6x4huwkefPO0Yxvkouuggd330P/6ZNiNhoQS9yF+GAXz/umgSvsqBH2sznGk8E8QX0Zulz8TnnmBLQSS+ShPrkcKD4vHMVx5z9+6H4/Auw68ILAQBcSewsD2lHKpjXU0ESZ4dnliXEY3G3F/mufElAP3vE2bh8vHG4TGqgMaGnuX07oBODnumeADpIO0lcJBLBddddh5kzZ2LMmDEAgOrqarhcLhQWFirKVlRUoDpqwVDjgQceQEFBgfSvqqpKW8iq+2pK3F2ThE6XPKNHa45xrti5VzVgGMuxeiJcDtlKHbHokpt71FEAgPzjj7PcLmcinyuZMshRVqZxp3P2MWZMtQdmyFd0IJLEiRZ0xrzuLLB7l9yUDgkfHwhI2v5E4x97LtJPEtcQtaBX5Lvx2pUz7G/fTnTHnGhHm0Z1EMdZh3LO5MMhQiBVgoumTBMFdLVQoEem5igqNNtboh7xvddz0UsPSCWBozg/rW0r+mEgoJu1aKtTxKnPY9xC/UN8/eCqNGbENmNN9U2eJI0J3zR7Pf7ENS338CMMy4jraV5UCcB6hHPstKD/9ei/YljRMDw196mY5cIqy3K4NTapXLJwDdT3Pso7RlDa50f/ukeMMF2nkElBifyTT1J8N0s0K665uUccAVdfef/hqupndEoaYGZOSQVJXAqJ51JGEhenbZvbFVOtAcB1E69Dvqv75mCK7kXaLegLFy7E2rVr8dVXXyVVz2233YZFi2Rm0ZaWFn0hPSbisDDapnGxV3PT75l/oO3rr9H68Sdo/egjACJJnAULOsvAO24c+j71VwR27ECuKk4uFlgiZZfVPOi9H/wj2pYsRd6so6ydCGDgm29g5znnSml0et19t6YMw3EY8PJL4INBcIWFkgUMACp/dx9yjzDe5CSO5DfTsgVdON+KizvJJaBnQfdv3w5EImDz8nQ3HlmBbIwjMpg/aloEAf3qWUMwqf/B5OaYhhh0EnFi0FkH0P83Z6F5E4+ml18GQmENSZwIMZ5cFNA1BGaqnMgDXn5JIWAOfP01tH/3ncAozTJgGAY1D/xe25Cu8EnMKSmIQdfDgNdeRaS1Fc6CuuTaNe5QtDsxYq7J9G9ut8yjYZJkTOONoGLBFsOhipgcMCVOhPbsRelVVyHn0Bngg0EEdu2Ge/AgQxJAABj8ycfo2rABubNnY/AnH6Nz1SrkEd4IdmDwhx+gc/VqSeDUQ6977kHurNnInXUUAIBxCddmpwV9dMlovHbya3HLhRuVMeeRVtmCPvCN123rjwhX3z7o989nAJZFqK4OOdOno335t8idNQsAUHr11XAPH4GcmYKn0qD330Ng5064Bw5E29Iv4R4xXGBk51h4hgp5yJ0V5aj6+98Rqq1F7hGHo335t8ibOwdFZ52FSGcnwo0HkHukub3EoHfeFsbFMceA4ThUPf03hOrqkX/Sibbfi+SQin2wTTHomWg8S5FFdn/7fumzlUw+tkF9r7PQ8kxj0BPA1VdfjXfffRdLly5F3759peO9evVCIBBAU1OTwopeU1ODXgZEO263G269FCPkYLI8sJKdBFIwAHTSrHGFhSg44QS0fbFYOiaQxJmH6M6eF7VoWwJhNe9dYE0pwuXloeDEE6y3CcBZUYGC005F/eNPAAC8E/Rjc7zj5eM8L9+XglNOSQMrcWIkcSJjlWRBtyKgE0K5OpcwANT87n4AgHvYMNvj/7ITaSKJU6G5I4ivttRLec+riruD0NAikhkvSQuTyZxrbrPpG9YHwYJKNL38Mtq//hp8RN+CLjKySyE0MSzo7uHDFXMQIBCgqUnQOtes1eRhluYn3Q1G+uAVvbTWv5P2tkWQ8fisx4NwVEA3bUF3qC3oqu+iEBvwg42OC+/4cfBNngwAyJkR37vFVVUFV9Qw4OzVC04zbuwW4ayshDOGhR8QiOcKCIGPES3oNrG4m0XrF19g3003K46JFnXv+PFSyIfdyDlUGSZE3gvW7VbsOdyDBsE9aBAAoNgo6wmgYMwX6/NNnGi5b+rnlxojgUWYmVOkIsmQxKmRAoVrOkjidK8nNe2K+c8pKNIioPM8j2uuuQZvvPEGFi9ejIEql6RJkybB6XTis88+w+mnnw4A2LhxI3bt2oUZJhbJhBF3I2iTMJOiGHSSpIRz8pp2YjarpjC2ADJFWb63MOF6EgFLxIaZSkdE5EBNZ8ogy+CSENAJYji1BZ0PBtHx3XcAtCzJWYmsUjAIff3fD7vx9ZZ6/LyvBZtrhXd2fN8CHDE0S70ZEkVCzy5VnAPyMVK47li2XFvS4wFXUKg4FsuCbnae0YudjS98piCmMy3nq6uLX5/agi7BbEx4PAu6JMT6wYtcKlwGrxEWwEaZzSNpJonbc+VVmmOiBZ2Jk7Odogci4WkjC9b5FO1Fzh15Ll5Y/wKuGq99l7oHWfAszCCr9o4C0rIaLVy4EC+++CLeeust5OXlSXHlBQUF8Hq9KCgowKWXXopFixahuLgY+fn5uOaaazBjxow0MbhHpaJkLRWpGABEl4YsWaL4KUKkqbMsbyeT6oRozDLDbZJgvUTOc1MCusXY/ESgCFUSta7Sf6bGFaOOQU/Ygq6MQQ8R7obl15ljks5M2KilVrynqY1B53keN7/6k6bIaRP7HgQ5cLvj+sh3zoyViI87FzpKSjTs6poYdGIeNMvSrRtjzenEoNs5RjOOl8W4flIJohDWE1SAaCzobjFO2w9E1xU9LoG0wqb7zUTd8rsjzZoIrqwU4bp6KTSBCuiZBDNcOSmMF7dcHTGfG5HEpSwGPQ5JnM3tLpq0CMf0PwbjysbZWq95ZGA4QVLI3utJi4D+17/+FQBwlMqd+tlnn8VFF10EAHj44YfBsixOP/10+P1+zJs3D3/5y1/S0b1uQ1NHAO2BMPoUmktr46woV3wPtydBvpLM3pkULNIsoJPKATM5z0kX9/Qg0TRrShZ3KwI6gnLcLB8MovOnn1D36GMAz0vCO1dWGjdnLoW9CEYiuOb5HxXHfjGpL3JcHBZMscqXQZEq6Al8XGGhlOeYKy3RCNOaFGCEdda0gK5nQdcTEDMx/jINYJIV0DUu7kpFjCgwRgIBsFFywHQrnFMF0Tsg3RZ0Es7K3gjX1UvfzaZxpaDICqTIIuviXJhYYT2UgqLnIW0u7vHg8Xjw5JNP4sknn0yusUReGql/yZIjWEvHMP2Bz9AVjOCHO+aiNNdAuxzj1pEW9Njt6/QoCQs6ea7aKpFyEM+EsejinjoYEFJYiI3SWNAtsLirLeg7zlygKeMoKTVdX0bCVqKP9MSg/7irCR8G5CwUfz5zPE6b2NfopJ4HO9LhWJ2DyXcuDkmc9FFHKGPz8mQBPb9Aa41VW9SJeVDNHm7YVR2BReqLEYNwmkjiNG13B0kcMb+T9z/RGHS1+7oYg877/UKKPZ0y6YdNFvSoiztJIJpueMeMQddPsvcQ66YCesZA973j9csktKcWP9jFQxJjPk9LDHqsMKkepkClJHEZg7SnWaMQ4A+F0RUUzKU/72tR/MbzPF7/cY/wOUYdkTa1gG4BScSgG8VvphumlAzpcHFXIMHJmlVa0FkLz0choBvkQXcUH0xs4ZmFMX3y8c7Vhx1cwnk2QUcoI5m7GZdLK6Crrd+kddasBV1P0NQTEA9SC7qDyBOtuN9muUTUadVYNYu7IDDyfr/E49HtLu42QbxfRutBqiCmFOv7xOPwTlJaATVeJxQU2YxsFFwpsgo9UEC38NLETeVg1Xpjsh0AtS1ybNgNr6xGICQLki98uwuL/rc62ifj5jQWdCsTRjKTC7nRYTN8Q5MOF3c9bR3DwFIMenSDf9wKHodsiVgT0ENKF3c9cKUlusezB2Rsf2zUtnShpSvGxjTFMegdgVC0ZgZf3zob715zOMb2LbC9ncyHkaUjiTrMlo8Zs6gsp3Z9BrTW23gu7oyCJM6cgC5Zbcl6JAHR7hj0BOMlU2V9MGH14gilYqSrUz7VpPeXJmOFWmAXlTA8D76zS7dM2mFXDHp0vKo5SYwQ8fux88KLUPunPwEA2r78EttOmY/OtesstRuJxpt7Ro/W8RA5OBVNmQkrMeiJvPvJet7o7c0Pjhj07keSclBGQGf9zEKFSg8U0LMD1S1ybFhdqx9vrNyDUFgQJv+zbCdR0nhQJZVCJQmCKoY4N90Wh7zZswAAnjFjTJU3E15hLxJrj83Llz7f9opFAT0GSZwIR3G2C+jmsL+5E7MeWoz5T34Nf0g/ZVYwnFqlTX2rsEl1sqxpfgmKboSeiztBaMU4HBq+C42Lu8M6SRx0cq7rWtV73AbQHEiSuEhLa4yS5qC+tyRpmZg+L6MzfViAVQt689tvo+Pbb9Hw938AAHb/8nL4N27EvhtvNN0mHw4D0fYYj0fxDgFCrD8FRY9BFgp8FNmFnrEakbD00sTRgKUwBr26WSlcP798F+5+52dcdvgg7GuSrQVW5L0wD3T5wzBDBZZUPmxSeEyzxcFRVoZh331riiAOQIbEoMeHe+hQxXfGgtbSjIs7V5LlLu5ETNvOhnaU53mwt6kD+5u7sLmmDWv3NuPYMb1w33vr0R4IY1tdO4bf8SE+XXQE6tsCmNS/CE6Oxbs/7cON//0WG1JIKLynqRP9ALidGe5dkmp0aww6TMag87pCGUO6uDudCndr4ViMNGsmBXQ+qBXQoWt9Pzhj0EmEW5MX0NVp1sjnxFvMsW4rjPgGkoBkQTcpoAe2bNU9LiouzIA0GLBut8aC3p3x8BRmYNc+WHFygqfpxKAb1ZlqQdmw/hjt8tq0x1kDGoOeMeh5AjoJy5aH9Fkq1AL6mr3NAIDHPtuccI+21bWhOBRGjplxmEwMeneSxAHg8vPjFxKRETHo8Z+ie5gsoIdYizHopIu7kQU920nioli3vwUn/GMxRvTKw4Zq5ab99ZV7NeXn/nkpAODCGf2xr7kLn/xcA4VsboN1sjMQxifrazChbyE8ThafrKvGoQByPT1geu0O660tbRrUoVO3LkmcSkDnVBwOMS3oJq2wesKTVI9ig2Gquh4NvrMzfqE40KRZYxgwbrcknAM90IJu0mod2LNH+kyGXrB5eabbjJD30eORSPikeqkFPXNgZo5NZh42PDcVddpQd9z6YtVNJ2iK1ODgdnFPGfujUTsyttaZS5FWMKADrDOC/BFaV9neDz0ExuVC36uPAwDsaLSwiUkmBzPp4q4Tv5lJSEuaNRs2046yMulzdVEKSOKy3YIevbHPL98FABrhXERprhtPnTcJE6oKFcf/tWwnPvm5xvZetflDuPRf3+P//rsSRzz4Babe/xnqoi7ufYtMenkcLEhLDLrZdgkLrg6PhsKC7nBoSBZtsaDrxaDrWnBjWI9MI/ti0AGg7Lprwfh86P/fF+Ho1Qs5RxyeeJt6XAPq3NzdIqDrWXuSg6hAMmtBj3TIfDYRQhnCRUnfzEC0oDNOJxiW1aw5pCKEIgNhOPaS8ba0MwY9wxDr2jKxv6ZBY9AzBZktXSUE4iFYfSDJvlQW2ttcG1tAH1QmOKo73DyGnVqNPicUasoUnHgChv+4AnkTBwplrQjdSQxWBUlPt6eliYO0uLiTSJAkjmHQ78UXAACuUOICeqihQbcMl+UW9Ej0Hu4+oFRCzR5RjmcvmgInx2BMn3x8dcssHDumF95cOBMvXjYND5w2VlF+6sBicAqSKeWzCYYj2F7fjkc+3YTl2/TvJYm73l6Hb7YqyzHROi29j5mKjHBvTKBNC2FLejwaYh5pICpwOBzgCgsVx4zqMC2gh3SEJ0lAtF9oy0aUXnEFhn/3LXyHHIIhn36Cqr/9LeG69Ly91HHSPSUPuqhASsRqTZLPJmJBF5Vbzr7KrBXUgp5JMDOnJCPYpEDYj9cfShJH0cOQ4dJVqhFnsrBN46KsZ0d9uya1mhr/ungq8Fj0bBaobfUjLxDGun3NmNS/SIohJ13ymjpDpue/ZPKgk+7xmZ6Whsmi3KuOqOu+zw8ELYw90sUdIZ24VgCOosJkutbt2NnQgYHQLvv3nzoWvQo8WH7bHOS4HfAQcd+HDinFoQDG9y3Eh+uqMbJXHo4bW4kT/vwpoPP6hcIRXPjP7ySB2+XYitevPBT+UASN7QF8tK4ao3vn47zp/bFmbzO+2lyPV1cIrqHPXjQFlYUefLKuBnPDtcA3yEqNbWqRhhh0s+2S9eoIZYyHYHGPWiO50hIpN7qGoZoM+zFphdUTGOMKiEnHoCeIVMWgmykZvZ/Jup/rsvWrLeg9RkC3ZkHnA4SSd/9+6TNrxYIuCejCPdWM5R5ybymsoJvmq3QgG/poB3rMdWbfdfQ8AT2RwSRpwJLVhMVvm+d5XPXCj+gMhjGxXyFeuGw6pt3/KVq6ZMHqjhNGoqpY6R67r6kD83/7IQBg4azBuGneCE3/IzwPjmNMXoayr99ua8Dfv9yGgaU5OHRIKQ4bUgqngfu6QujN8EW3zx//iN1XX43y665LYSvxSOLMjSvRWuH1AxGTzi08z0vMuUbwTZkCR2WlqfoyEZEIj65gCGCBIp8TT5x8CHY2dOCywwfCHVUQleQas76N6p2PUb1l3oLyAq8soBPa79+8tVZhDQ+EIjjx8a8Udb26Anjg/Q0IEEzwlx02ELNGlAMARvTKB9asTvhaexS6Y2En3zlTlg19kjjSgi5atR0lpRKZltaCLtehjk83Qtk1V6Pj++8RJOJ/JaEmBcRhidWVYutQiq1PefPmofWjj4QvegoRtQW9O1zcU0ISZ1FAJ9zPA7vl8WiFw0V0cWfdcnhIrzt/i+q77xE+33Wn6booUgzd9443USaZ+pMBD0OLdsrWGR1vyFjl4h7LEvQEjwBdkrjsQ88T0DMce5s68fP+FjhYBk+dNwleF4eLZw7Eo59txrCKXLz/f4fDESeu+8kvtmLB5H7oVyII8TsbO9A/+luOywGYCPV64bvd2F64ErefMAolOS7c9voabKsXXNv+/uV2jKrMh9fFIcLz6F/sw9GjesHn4jBlYDE4wu0t010CPaNGYejnn6exRWEyqG31w+FiYCXyW4z343iA1cnjzYdCCDc3S4zSocZGhTtiwSkno/mttxXn9Lr7bhQtONPiNWQW6trkAf3IgkPgGNo7qfoKvbIAdfFz38NXUIIlG+vQ5heUZH89dyJqWrpw1zs/655PCuf9in1YdMywpPpD0b3Qm8PULO6AksdBI4STFnSTLu7O3r0x5NNPsO/229H82uvCQT0BMYs3GN2NiltvkQR0fQu6Kp99hq9nZqHn4h6qrwdXXAyGZYXPhYVgHA7wkQiC+/ZJ5TpXrZI+834/grW1cJaXa9qIBAII7twJ1+DBYFhWqoMhlFtFZ5+NorPPtvvyKCi6Hz3GskyRqeiBAnoicdg2xcsYvbDE8ZW7mgAIVr3yfGETePXsIags8ODwYWWGwrm65ldW7MYNxwwHAHy1uQ79AVQWeOGImOvz7uYuvLlqH5o7g7hu7jBJOBfx837ZB3jlria8uUpewB8aEsJosV89ZEOTFIgNdH1bF0oBtPrDCPj9KGaBBz/cgIsvmIHSGFZeAGB8PoQZQUAvCGo3+XuuvgZtS5Zg0Hvvgc3xYevcoxUWEjZXGy9ohhwuGI4YekvoYcXOA7jt9Z9w3/yxmDow9eRze5s6IfqTxFNemYHPLU97K3Y2ogXyJnZsnwIcN7YSje0BhYC+5XfHwcGxWLW7CR+s3Y/KfA/K8z2YObgUPpdqGs3itB72wg5LR4KpLnnpP4MqiPhBEyzugJLHQU0Sp3BXT8IKK4ceGVlVu4skzmakiaBVoSzRIQNkXWoX955JEte+fDl2XXQx8k88EcUXX4Qdp/8C+SeeiD4PPYj9t/0a4cZG6dwDL7wgfW5bsgRbjjgSFb/9DYrPOUfRxu5LLkXHDz+g+OKLkX/csdi76AYASgs6RaZCZ5xpxl4y61iyxFx6JHFGdaYoFjyZGPSsVqpSkrhMQQ8U0DMbP+46AAA4hGCZdnIszpraz9T5tx03Ag98sAGPf74FX22px03zhmNnQzvgBCZUFYLZaa4f4vBdvKkOh/QrAgDMGl6Gq2cPwd6mLtz4ymoEQhFMHViMUZX5+GhdNfZHU8P99YcaPCFWlOkkcWlGKBzRzGer9jThrrfXYXdjB4ZW5OGhM8brnsswDODzAO1d6O+sUPzG8zzaFi8GADS/9RZ8kydp3BfZPG28IFdcojlGYmtdG056/CtMG1iMv543CSzDoKkzgCKfC1vr2tCv2KcRQC969ju0doVw5t+W4dmLpwA8sGxbAziWwU3HDAdrMznaroYOjIhfzDQuP3wQsEZ57Pq5w+B2spg7UrjvxTkurL17Hm559SdMG1QsKQYmVBVqGOIpshu6FnQ3yeKutaA7KpQWRdI6a1lAibdxyOrNXvcinsu61sW9Zyic1WnW6p8SyPVa3n1Xym3e8u676PPQg2h+66249dXcc69GQO/44QehnvffR6hGzpDB5uQkfwEUFBQUBzl6nnRlSUtCaMD0NkGWNS5xNG2QLeiiUGy+ZqF/Z0yuwhNfbEFrVwgrdzXhnL9/i19F9xS+GLGPXFkZKm69BftuuBEAcPFhg/BVpxs1LX78+ZNNAIAJVUWY1L8Yk/oDoyrzEYpEhJhaAHedPBo7G9px5IOL0e4kN6+JbWi+3daAcITHoUOyk12c53l8t70R46sKEegKQIxwFp9TSa4b+9si0WPAuz8JxDur9zTjghn9Ma5voW697px8hNq7EOnsUBwPVVdLn7n8PITqtQzjehsjR2lsAf2LDbXoCITxxcY6PPfNDuyob8dL3++Wfh9ekYe3r5kJt4NDIBTBov+tQivBl3Dxs98r6utb5MXYPgXY1diBY0b1wgvf7sTL3+/GRYcOMK2EEhEMR/DC8p24652f8ZHLPqt0/xJZkfHVzbPQwuTqpkTLdTvw5LkTE2ghezW2tsLI0pFUHfHKix9ixCwq6jWwoHu1FnSynHuoKqyBUFSyPm1KzJhd1rtG3uBL0iRxCQr7qSKJS7HyQWFB14mnJt2xgW7yCEtBDDobJTGUlLhESr82IuQrEo0btwoyRWCooQH+Hdvlti0wv1N0E6zEoJPvvtn3NVkvMs18YyYGPQVx77p9Ubcb49xshPoZZ+M+RjcGPfuuo+cJ6BmKhjY/Hv1sM1btbgIAHNKv0HIdXieH4hwXXr3iUPzmrbX4bntj/JOiYBhGwdxeWejDJRMH4oEPNgAASnNd+MVkOS3KkHKtNbZ/SQ4eWTABv/nP1/LBBDZY+5o6seDp5QAAF8fipnnD8bv312NgaQ4OH1qK6+cOQ1FO5rKv17Z0YdZDi9EeEDYpR7Or8fdod/M9AgdAodcJp5sDDmjPf+ar7Xj0rEN062a9wuae71SmE/Nv2iR9Dre0au+7wwHWoxUMuKLYiiAylOG1FXs06f821rTiP8t24uKZA3H/++slRQMJt4OFPyRsfm9/Y61uO7e+vgZTBxZjUFku6lr9yPM48OPOAzjnH98CAC46dAAmVBWid6EXE6oK4WAZ3PzqT3hj5V4AAJuiRSLf40C+j+YrP5ihZ2VV5kEXhDbWK48TLlepDFNY0C2PJ2pBTxUUAjqvFdA1Lu7dkgc9BVCxuJMCNQl/lPQwLlTzL8l9glAI/p/XS1+t5E6noKCgoNBHD1mNSGRmDPrd7/yMt1cLcdwT+xWiX7G1TVyOy4H3fnUYAGB4rzz895fTcdMrq7G1rg0zc0qAnTHaR1SrTfzOsAwuPHQA9hzoRHGOC+dN74+yvNgx0gDQu9CLDoe8eY2oBEkzEFNTAQLh1u/eFxb37fXt2F7fjmVbG3D17CE4eXxvfetSGsHzPIJhHi6HvAH/65KtknAOyFZzAPA6WIGkj2GQE/Vo+P1pY7HBNxkAcNm/f8AHa6vxh2AYHieH+jY/7nv3Z5TkunH78SPB5AjjQnRDFNFFCuiNDZqcsozTqbEGlVzxKwWhH4k2fwj1rX58u01W8qiF87F9CrBmbzPue289Xv9xL3Y1Kvt007zhmH9IHxR4nXhtxR7c+fY63bZEzP7TEulzntuBVr9siX/umx3S53yPQ5HV4NjRvdC3wQM0wR5tbtrGVPZpbO1FN8agA4htAZEtuHopJ8kYdBGFp52Kju++Q96c2drqCMsr47VmQY9/XzIhBt3msZymGHQQAjof0bbFFRYovnfPepOCGHTxuiMR8KEQ+LB++k1S8RuzPlUoQKS11bAstaBnKQzHns6cahZ2vU9k3+zwzLIEo/UjRrtZrVSlMeiZgh4ooCeIBF6oYDiC//2wG4NKczFjcAlqWvyo0Cm3dm+zJJwDwO0njLS8ERhc5gPKZM00xzL484IJwpevvhcE9BhwFBWBzF8OhoXHyeHe+WMs9aN3oQdhgmwn0mFdQP9+h9Lyn+t2INftgNvJYmdDBzbXtuHal1bhL19sxZ/OHI8xfQoMakoddtS3429Lt+G/3+0CywA3HDMcJ43rjapiL5ZsrAMADKvIxcUzB2LHVz8TebW146hvoQd9h1SA53mU5rpR3+bH88t3oqE9gL8uli0Y4/oWYHzUStf6yafwTpiAztWr4R07Fv5Nm6VyLR98qHFNZJxOhVCRN2+ebmq5rmAYj3++GU9+Ibeb53Eo3Na9Tg5/v2AyyvLcmPfIUgCypb1PoRdf3jxLE2d+1tQqMAwwZUAxvE4OhT4nnvh8CyI8MLp3Pp75arvCWk8K5wAwY1AJWv1B7DnQiaYOObb+/2YPwaJjhgNPZlFsaFYvzj0EVp6BngVdJ46c9fnQ97FHdasgXaNJS7sp6K4FPSNNTHdDsc7quLjH4+jIVogu7gDQ9MYbCB9o0i1X9/DDpupTC+jhtjaDkgDjylzvNworSEawScWcFadO20niTLZN52eKFOEgF9DjTDxxJqbfvbdeYfmbwa7Df3XWpitf+BGAIIj+/YLJmNQ/VczXxv3liouVPyeoTarI94CUzTgVMVkwHMHvP9gAfyiMW44dgTyPMi4+EuGxKhqH/97/HYbRvWXhOxzhMfm+T3AgKqBtrGnFiY9/hemDinH93GGYNih9m6mHP92Et6LM9REeePCjjXjo4424YHp/bKtvh9vB4rUrD0Wexwk+bwTwcvw6GYbBzCEleGvVPtz33nrN719sqMUhUetb0yuvoOmVVwAAvmnTEG6VhduIzuaI9XgUmyjWwIr39qp9CuHcxbG4b/4YPPbZZmytE9wWf3fqGBw2VOAG+McFk3Hr6z+hvk2w2J8xua8uCZzbweGCGQMUx+44cZT0+fixlfjHl9vQt9iLgaW52NnQjurmLkwbVKIgXQuEIli3rxlFPhdy3A6U5qpfqCzSgmahxja1SEMMutl2SW8iXRb3+N5EyhMIAd1iDLql25J0DHqCSFUMehrBR7Ru3mLKyp4G0rW/+je/VfzmGjQIgW3bAAChujpz9an4bWJZ0CkoZHTTfJVqZHr/7MTBdK0Zhh4ooCcwmMgUDgZo84eQ4+IQivBwcix4nse7P+1TlOEN2q5u8aM014fPbzwK+R5zOXL1+5jAb1FwJcVKV84EmbadHIthFXm4f8p5mNZVjaq8Qfjw+RWoa/XjvlPH4M2V+/DMVwJhzPPLd+HIYWX47UmjMKg0B2v2NiMc4dHqD4FjGQyvULrCcSyDv5w7CW+v3ov1+1vR0hnEtvp2LN/WiIUv/pjc/bMIkW0fEG5VJMpR8q9lgqvCyeN7S8oHxZ0kXUJJwqoobj1uBPzBCD5cJ5O+jazMx/r9LdhS16YrWHd8+y24Un0yvcIzzkCothb5J56osKAbCQnrq2VB/4XLpmF073wU+lxo7gzit2+tQ/8SH44fWymVmTuqAi+VzsATn2/GqN75uHjmQN1648Hr4nDNnKHSdyMmdJeD1SdQtFVLnQDpjSVQjTqA7lnYSddpU8+W12dxt2gFJMkyLceg65LE2U8cllhdKR7L6bQ+6bm4F8vK8tKrrkpfX0iYtdRZgdN4nXT26SMJ6KYRUGYMCVMBPbth5r1LJn2Y7e91jPk85SRx0n8W2s3iPUBP8AjQJYnLPvRAAd1+vPvTPlz70iocNawMX26uxwnjKnHpYQNR3xaAg2UwqCwHm2qMXb4A4Mhh5WkTLvXgKCoGSAE9ic3zb04chXOrW/ElAPzvJ+n4sY98qSm7ZFMd5hCxxyIq8ty6Oa1nDC7BjMGCVaOu1Y9bX/sJn22oRX1bAJf/+we8cNl0cDan8QKA5s4gLn72O/wYte6L+P72uSjNdWHPgU6c98y32NnQAZ+LwzWzh+pXFGdirizw4q/nTcSyrQ1Yu68Z50zrj9qWLsz+0xJsrmkDDCzf4fp6zbHcuXNQee890vf2b7+TPhsJCfubBNf4W44dgZkEg/750/tjaHkeBpXlwONUCixDynPxiAGpHQVF1kOPuVtxzMR8Q8ytRt4rRogb7pTFG4yMgg5JHOOWFTElv7o8nb1JKWKNKeskhoJLO8/zYBgGka4uNDzzTDLdo6CgoKCIgx4ooCdIEmewCapr9ePqF1cCAD7bUAsAeGPlXoldenSfAjx21gR8v+MAWtY3Alu0dXhdHC45bID5fuki1iaN1PTpwzN6lIokTiscm8Whg0swvCIPG2sELXqRz4mKfA82VMta9TtOGImali78/cvtunVUFsbfxJblufHMRVPw464DOP8f32L5tka8t2Y/Th7fGwDw054mFHpd6FeSPAv326v3aYTz0b3zJeK8qmIfPrruCOxu7IDHyaGKJPnT09YxBImIJmsFg0OHlEop5jzFPikO/L9r6nCiyT4zKisJ6ZbL6GzCWrqCkuV+WIUyNIFhGEkxkpmwkehDUUcKhJ8sTuthL7qRJI70iopDEgeduZCxOEYYBUmcHSzuRhb0nkISJzVgb70xwOvEoDt7yd5CrNtiWINtSK+1Ry2gOyoqFHnMdREOg+/sBOPzofmdd9D5wwrDou7Bg+3oJkVKYcY6noxlONn1WnWeGZI422PQY8195P4uCU+DjAQlicsU9EAB3V68sXKP4W99Cr144NSx6F+Sg/4lOfi2pUBXQP/TGeMVsdbpRNXjf4B/Vz1yZ89G+9ffyD8wiQvoDMPgv5dPR2N7AC1dQYzolQefy4EXv92FT9fX4I+/GIfSXGGzc9bUfrj1tZ9woCOI5s4g6lr9AIBeBVoSJiNM7FeEi2cOxBNfbMGbK/fi5PG98c+vtuOed39GnseB9645HA6Owf9+2I1whMe50/pr6ud5Hks21eGQfkUo8DqlY+JG/J3VynCF3582FvMP6aM45nFyGFoRj6HW+sTs4Fjcc8poXP/yanRxiRPskKmh3AMGKH77fEMN7n1XjnsfVEZT4VBQAMJ81ueRRxCqq0PN734HQE5PZRZkGivrMejUgp4W6Li4e8eOQcWvfw1nv6pu6FD3QJ3to/jCC1H7xz9qypXfdCOcvXtj7w03ApEIwq1tYH0+BHftlutyu8H7hTU954jD4Z0wAQXzT0ntBVBQUFAcBOh5ArolLYmOtUWFlSqrKiDESpfmuvCfS6cqBJ3xBnG1R4+q1D1uCTEN6Maavtypk5B7tCBosoQ7X7JKseIcF4pVucrPmdYP50zrpzg2uCwXr1xxKABgZ0M7jnxwMQCgtwUBHQDmH9IbT3yxBZ9vqMW8h5dK1vvWrhDm/HkxgmH5Br29eh+unjUE/UtyML6qAB+sqcaSTXV4Y+Ve9C3y4oIZ/bF8WyPW7m3GzceOwPtr9ks55V+7cgaGlOdJQrw56FlAGEuxUace0hc1LX7sXv+RhXYFLN5Yixe/3YVxaMac6DH3sGHYVNOKQCiCfU2duPw/gsWjJMeFm+YNx8DSHOMKMxF2WvLIOSKVMehZqLG1FXakw7F6D3W9ouLHD+YfOw88z8sCuiKNYfw+8H65vFUXd/0KDSzoCZPE6dRlriPJtWuIFFm9YkHHgg4AxRecn74+6CFFfAOMy6VJxwkAjENe2/KPP96Qb6H4wgvBOBzYf+ddiLS0INLWClSUI9TYAAAou+5atC1egs5VqwAA/Z5+2ra+U6QYuu8dr18mkfUy2fVaM9/EmM9THoNusH4cLDHo2biP0Y1Bz77r6HkCuo34Zms9PlgruAQfM6oCH/8suIG9csUMTNQhsvI4MjsVFLkQJ+Pinij6l+Tg+rnDsHpPExZM6Rf/BAJDyvMwtDwXm2vbJOFchCicl+W50e4PYWdDB2569Se9arDnQCfuf3+D9P3GV1ZLn48eVWEDw37iE3NprhubHMZulozTqbDs5Uydis01rbjo2e8BAN93tUgC+t0rW/Diio2K82ePKMf9p4615L1AQXGwgHRrd5SVSZ/dgwfFPddRLK8HjE7atljwjh+HAy+8YFwgi/d6mQT3iOHd3YW0ovCMM3THFbn2+2ZM13hbSeWi45jLzRUE9CgxXLheENC54mLkHnUkOletApuTZQpfCgoKigxHDxTQ7YtBf2vVfunz/80ZiplDSlHb2oUJfQvj1GfyuCWYiUGPHcuoyGWahIt7Mrh2rhG5Wnw8fs4hEhFdnseBtxbORK7bgf/9sBsba9pw/dyhYBkGd72zDos3atPHFOe48ItJfbF+fwsq8j3YUtuGVbubAADnTuuHe0+xlhNegkJbF/2riEE3t8P2uTg0u41dzzv++i94LztH+v5a5WTc9/BS6fsBTz7unXohWp1erFmxX3Gui2Pxh9PHSTH12YdUWfJoDHrqkCUx6AT6v/A8QnX1cA0YgAGvvILAtq3wTZkSt1Vnnz7o89ij4AoLLfYXyD/xRET8fvgmTCCOpioG3eJpKYtBT5XVS4uBb72JrrVrkXf00SlvKzGkJga9/MYb4Bo4EPV/+QvCjY3yDw4Og959Bx0/rEDh6aeDYVn0/uMf4Bo4EMHdu9G5+ifkHT1XKs7mCWFd4VaBCDcUrctRWorC+fPBFRQgZ+ZM2/pNkQ5YiUFPhLMlFTHoRnXSGHR70dNi0KPIQk+AHiigE0jyJekKhgEIVvFRlfkY06d74sjtgsKVLQsH64he+fjy5ln45OcazD+kj+Rif7WKUf25i6eC53k8+NFG/GWxkPP72YumYNaIck2db67ciw/W7sdN84br5ve2jsTHnNfFoclAQA9yDpz27j58EP2+Z8bRuO/DTdLvVx41GM9+vR3f9B6rOK/I58SBjiAuPXxgFgvnFN2G7thopLLNOHX7Jk2SPnvHjoF3rHmlXf4xxyTUJYZlUXTGGcYFsnqz1/3wDB8Oz/CDy3oOCKEWxeedi+bXX1cI6AzngHvIELiHDJGOFZx8MgDAO3Ys8o8/XllPnrAmNT7/H3R8/z261qwBADiKi8G4XCg6++xUXwpFj0G2zmXZ2m+KbEbPFtDjIrbmbVt9G4ACvHbljCSFt3QJw7HbYVyEgJaCVGXpQFWxD5ccFj8XN8MwuOGY4ViyqQ41LV2Y2F8ntzaA+Yf00ZDBWYc9FhCfk0OTW5+EbmXpEMX3tfuagQrh89lT++H6ucOwYHIVdh/owPPLd+KjdTV4eMF4zBpejj0HOjGyMj/hfmUEstEqnYVKsNQiDTHoJCzEoGc27IhBT/R6Ux2DbnO12YiU5bwXULhgAarvvFM+oJPeNBa4XGFNal+yFO1LZI8tZ9++tvSPIlNgMPaS4myxMQY9kxB3Psyw/lqBJga9e7qRFGgMeoaCfHEsbSq0L1RjWwAeJ4thcZm7pQYttGcRsSZGUwRyAOOSyWHi5t7tAeBYBq9deSgiPA+fK11DPTGSOADIcTtwQMeC/tj407G8cjRGEUI2wwsx80+fP0l6lgNKczCgNAeHDy1DY3sART4nGIZBoS9xZvieCwZGoS3JI4sXZzWSmSeSFiaTOdfEZjOTobvBoKCwjsIzz4CzVwV2/+oKAIIF3QpEF3cS7pEj4SgttaV/FN0AM3NKMvOO4bkpULh2B0lcStuloBDQ8wR0m3HD0cOR57HC6J25IPO88mF9RtueBo8zs4n7SHgNYtA/GDgDAHDR6F6K4385d6KhokXNsE9BQUFBcfCBYRjkHnmk/N0imS2Xp12T8mbPTrpfFBQUFBTG6B6msJTCnIZuzZ5mbKxti37Tt6RNHVSCS024U8tNZzhJHBGDbjXPL0UM6Fm7EiSJC7PKzdNXREz5nJHlYCp7C2WPOQZOi66K2Q2bXW1Tqf3OYpcqe2EDSZzlc5IjicscpIokzuL19gCSuMxHerwlmGj6v5zDDrd0HlekzWzC6gjtFNkEShIXF4q5T6/NnkoSp0Y27mN01s9s8Z4j0KMt6B+tq4GjtlZKPSXiyudX4OOfa/AU14HhHPD5+lq8vHoF/qYqd+8po20iDssMKAT0EBXQU4NkYtCF1/G8eb9BXqADvlAXthb0xk3zhmPqwGKM6VOA8FtvILBjB0aOG2dXhykoKDIZPWqzR9FdGPL5Zwju2wfv6NGWznMPGaw5xum4vVNQHJyg8zNFatDjBHR/RHbd/nJzHUYxXZqrFHOb81Fj5Sfrq7E4XAuo0kPnuq3enhRa0GPGoMewcpAx6JxsnaUWdDthQEhh0UrkdQnPp8FbgAavnDFg+qBiKT87l58P78EonNtuyUulBTV7Nba2QnP5abgfuqkz9UjiIJfLRBgRh/U4krgMvf/pRIpJ4kQ4iorgKNInS40F97BhmmNsLhXQsxq67x2vXyYRkrhk12s9krhMikFniP2dmXuZTdCQxGXhPoaSxGUmlm1rwMlxskndfOxwVBZ4MO67QmA/MKZPAYKFlcCm2Of1JFABPVVIfGJ2ObQu61MHFGNClfVNFQUFRQ8BFWIpuhGu/v3hKC9HqLZWOqYXl05BcXCCzs8UqUGPE9CDYfnzjccMB1cbBNYpy1x1VDRl1UYvsB84d2oVzh03Drg/ycZTqmlKPgZdcZQK6PZBNwZd+s/SBvu6uUOxr6kTs0dUYEdDO355+CBwPSjMInGkIAadJ+q1E1mssbUXaktHGtukMegq0Bj0zEVmM/YzDgcGvvUm9lxxJTpXrwagz+xOkU2wEjdNY9C16Mkx6Oq+Z+M+hsagZzwKfU7A0yQH2hIAAQAASURBVKMvMWFQAT1VSG5ivm6u1p2QgoLiIEZWb/YoegIcRUXwTZsmC+i51IJOQSGAzs8UqcHBRANtDNs2QN2tobHQPhXQUwPdGHSKpJGqGPRU4mB//kaWjnS1GTMGPZssuDQGvUcjS+6Bd7zAfeIoK4OzsrKbe0NhPwzGYSIx6Mki5nxjQ3YQK6Ax6N3Tj2SgMKBnr0djjzMvuxNOPZXhL5Qpkjjzv1ELeqrQwybrno5UksRRdCOy/BnoktxQUHQf8ubMwdAvl4LNzQXr8cQ/gSJzYWZOSUawScWcFbfOFJHExa2bzs8UqUGPs6AfOqTUfOFs1AzFgoXr4YOhFHaEgiJFyKp3Npv6mgZ017OLFYOedbAppjPt56ury9b7f3DDUVYGNppPnYIiLuyKQc84ZHr/7EQPudYsXHN6nIDuSIhQi7dH49fdJHEmfiv55S/BFRai5JeX2dIrChiQxMUhEaGwCJvvYSpdnOnzjqI7FkQdkrhYyNhHlaLUWwmTxKUKGfsA0gjqLUGRbpghNssgb8BuJ4mzSDSa1e9xNvddRHpSV6YaPU5Ap4iN8hsWYeg3X9MYspQheycDCgqKDERWb/YoKCgoejLo/EyRGvQ8Ad2SFduitcVsfamAqThznfZ1zmPYnvfYuxd6FhAmtVbagw3SLbSZJC6VMehZ6FJlK7qVJI6PPS9m+rvJG1gAKElcz4PRs6agSBXMEJvxOu++2fc1WWIuzXwTYz5P2VweY+5TkMTFODcb0SNI4gz25FkGKqlRUNiKLJ6YKSgoKCgoKCgoTILu+ShSgx4ooFvQktidPiKlChoTcebZqOnqCdAbOzQG3WaIY9ym6mgMehqQ5nQ4ZJsxYxbV5TIRJlIeWUKC15sq60OmezCkFTQGnSLdsBKDzugcM1m/XSRx3R6Drkac/V1Wv8fqvmejXKHjlZSF8lEPFNApKCgoKCgoKCgoKChSiWwWxikyGT1PQKcx6ObPo7AJeveYxqDbCtsteTQGPeXo9hj0GO1m+rtp97ikMeiZCxqDTpFuJByDbrX+dMSgE2VsRbwYdLFYD3tnaQx6xqDnCegUFBQUFBQUFBQUFBQpRQ8T0CkyBj1QQE8wBt2WprtZQ9Pd7VPIIGPQKeyDXWM8nfHQBy26MQY9zqHsfDbJ9DnDrpeuVRQUWYIk3lW7YtBj1pnquSRODHqPRw+5zixcc3qggJ4I+CxwUzFBEmf5NwpbEG/sZPzYygak6h5SkrgeCbNhSxn7rFLUr4RJ4lKFTL3/6QQliaNIN6yQxMU7ZrL+ZGBmPrfdw91qSrkEzs1IZHPfRfSMsKGME9CffPJJDBgwAB6PB9OmTcN3333X3V2ioKCgoKCgoKCgoKAgkL0CIEVmI6ME9JdffhmLFi3CnXfeiR9//BHjx4/HvHnzUFtba74SShJn/jwKm0BJ4lKOrCKJE5vIPpcqW9EtJHHihxikQkDmv5uGqRsTBCWJy1xQkjiKdCNhkjirVuV0kMSlai6PRRJHHDdzL7MJlCQuY5BRAvqf//xn/PKXv8TFF1+MUaNG4amnnoLP58M///nP7u4aBQUFBQUFBQUFBQVFFFksjFNkNBzd3QERgUAAK1aswG233SYdY1kWc+fOxbJlyyzUlABJ3JZPgNb9FtqIU18q0NkILP69/m+7lhm3/93TQE5p6vpFAVSv0R4jSeLWvQHUbUxrl3oc/K3CX7tJ4r59CvAW2VOniL0rxEbsrTfr0I0kcatfBhzuGO1Gj+34ynhe7U7Ub9I5aANJXEeMdUQPe3+0oW297kTrq12fmfc/nQh1yZ+//weQU9Z9faE4OCC91wQO7FC+i41box+Idz/UZe59FfdEds353zwONGwxqDP6va3G3rmkcbuyfk2b0eM7v9H+/PWjgCvHvr6kE/tXqw5k4T5m5fPA9iXC5wPR55iFngAZI6DX19cjHA6joqJCcbyiogIbNmzQlPf7/fD7/dL3lpYW4YPLJxcqGhDbJccZLbvlU+EfADAswEeideVauwhnCl/IrmZg8QNx2vcBAw4Hfn5TPvb931PXJwpjOH2ygPDzW8I/iuRh1zvm9AGBNkFATxWydYGunABsfF/4XDYi8XrIuRiQ59t4yK2IX8awzeg9X/M/ot0cgOEAPgxUTVP2befXwr9sQDLjSbzerqb464jdbetBHAt164HF6+2tO5vx/T+6uwcUByuadunPDaVDAdG+EAlamz+cPqBijPy9YpQgALoL4pyoEqaWPaGsU0TJEHluaq9LbG6LB5dPuAe76oljOXK7u3QMiN88Zn8/ugvqdTwbsOp57TGz+48MQsYI6FbxwAMP4O6779b+MP1KYPr5QPVaYPAcYGBYsL6JGr3pV8plD18EuPOVGuxBRwHggXAQ8BVb61TpEOC4B4G6DYCvRLDMlQy2emkyfvUlsPUz4XPT7thlXTnAlMsApwfoNQbwlepbdilSAz4C+FsATyHAcsCEc4W/RQOBSKi7e9czUDZceMfswPy/ABs/sKcuPTjcwvuYjZh5LcA5gaHHAOUjgc4DQP+Z1usZfRrQsk+w2paPBIoHmjuvdChw8hOJCerzfgesfgmIhIXvDAOMOV2oa90bwLRfCcen/kp4ZwMd1ttIF3JKhfWpcZvwfcjcxOuqGAPMux9o2Bq/rBoONzD50sTb1sOoUwSBoKPB3nqzFR0Nwp6BgiJdiISAQDvQa6yw39XzIs0tBw79P6CoP7B9KeC1sCfmnMCki4CSoUCwExh0JMA6BevmqFNin8uywIIXgLWvKtvkXMCUS4W1de8PwKj5ghFu7t3CfGI3GBYYf5awv/7x38J65isBRpwAlA4Tfg92CmU7G4W/Vu5RpoIPA/42oPchQK9x3d2b+LjwHaB2A1A5DljzqmxkFZHXK7n1s5vA8HxmsLQEAgH4fD68+uqrmD9/vnT8wgsvRFNTE956S2mB1LOgV1VVobm5Gfn5+enqNgUFBQUFBQUFBQUFBQUFAEEuLSgoSFguzRiSOJfLhUmTJuGzzz6TjkUiEXz22WeYMWOGprzb7UZ+fr7iHwUFBQUFBQUFBQUFBQVFtiKjXNwXLVqECy+8EJMnT8bUqVPxyCOPoL29HRdffHF3d42CgoKCgoKCgoKCgoKCIqXIKAF9wYIFqKurw29/+1tUV1djwoQJ+PDDDzXEcRQUFBQUFBQUFBQUFBQUPQ0ZE4OeLJL19aegoKCgoKCgoKCgoKCgSAY9JgadgoKCgoKCgoKCgoKCguJgBhXQKSgoKCgoKCgoKCgoKCgyAFRAp6CgoKCgoKCgoKCgoKDIAFABnYKCgoKCgoKCgoKCgoIiA0AFdAoKCgoKCgoKCgoKCgqKDAAV0CkoKCgoKCgoKCgoKCgoMgBUQKegoKCgoKCgoKCgoKCgyAA4ursDdkFM597S0tLNPaGgoKCgoKCgoKCgoKA4GCHKo6J8ahU9RkBvaGgAAFRVVXVzTygoKCgoKCgoKCgoKCgOZjQ0NKCgoMDyeT1GQC8uLgYADB48GD/++GM39yYxTJkyBd9//313dyMhZGvfW1paUFVVhd27dyM/P7+7u2MJ2XrPAdr37gAd690D2vf0g4719CNb+w1kb9/pOO8e0L6nH9k41pubm9GvXz9JPrWKHiOgs6wQTu9wOLLm4anBcRztezchPz8/6/qfzfec9r37QMd6ekH73n2gYz19yNZ+A9ndd4CO83SD9r37kI1jXZRPLZ9ncz+6Hb/85S+7uwsJY+HChd3dhYSRzX3PVmTzPad9p7CCbL7ntO8UVpCt9zxb+w1kd9+zFdl8z2nfKdIBhk80ej3D0NLSgoKCAjQ3N2eddoWi+0DHDcXBAjrWKQ4W0LFOcTCAjnOKgwXZONaT7XOPsaC73W7ceeedcLvd3d0ViiwCHTcUBwvoWKc4WEDHOsXBADrOKQ4WZONYT7bPPcaCTkFBQUFBQUFBQUFBQUGRzegxFnQKCgoKCgoKCgoKCgoKimwGFdApKCgoKCgoKCgoKCgoKDIAVECnoKCgoKCgoKCgoKCgoMgAUAGdgoKCgoKCgoKCgoKCgiIDQAV0iqzGAw88gClTpiAvLw/l5eWYP38+Nm7cqCjT1dWFhQsXoqSkBLm5uTj99NNRU1Mj/b569WqcffbZqKqqgtfrxciRI/Hoo49q2lq8eDEmTpwIt9uNIUOG4Lnnnkv15VFQSEjXWN+/fz/OOeccDBs2DCzL4rrrrkvH5VFQSEjXWH/99ddx9NFHo6ysDPn5+ZgxYwY++uijtFwjBQWQvrH+1VdfYebMmSgpKYHX68WIESPw8MMPp+UaKSjSuVcX8fXXX8PhcGDChAmpuqyUggroFFmNJUuWYOHChVi+fDk++eQTBINBHHPMMWhvb5fKXH/99XjnnXfwyiuvYMmSJdi3bx9OO+006fcVK1agvLwczz//PNatW4fbb78dt912G5544gmpzPbt23HCCSdg1qxZWLVqFa677jpcdtlldDNHkTaka6z7/X6UlZXhjjvuwPjx49N6jRQUQPrG+tKlS3H00Ufj/fffx4oVKzBr1iycdNJJWLlyZVqvl+LgRbrGek5ODq6++mosXboU69evxx133IE77rgDTz/9dFqvl+LgRLrGuYimpiZccMEFmDNnTlquLyXgKSh6EGpra3kA/JIlS3ie5/mmpibe6XTyr7zyilRm/fr1PAB+2bJlhvVcddVV/KxZs6TvN998Mz969GhFmQULFvDz5s2z+QooKMwhVWOdxJFHHslfe+21tvabgsIq0jHWRYwaNYq/++677ek4BYVFpHOsn3rqqfx5551nT8cpKCwg1eN8wYIF/B133MHfeeed/Pjx423vfzpALegUPQrNzc0AgOLiYgCCxi0YDGLu3LlSmREjRqBfv35YtmxZzHrEOgBg2bJlijoAYN68eTHroKBIJVI11ikoMg3pGuuRSAStra30faDoNqRrrK9cuRLffPMNjjzySJt6TkFhHqkc588++yy2bduGO++8MwU9Tx8c3d0BCgq7EIlEcN1112HmzJkYM2YMAKC6uhoulwuFhYWKshUVFaiurtat55tvvsHLL7+M9957TzpWXV2NiooKTR0tLS3o7OyE1+u192IoKGIglWOdgiKTkM6x/tBDD6GtrQ1nnnmmbf2noDCLdIz1vn37oq6uDqFQCHfddRcuu+wy26+DgiIWUjnON2/ejFtvvRVffvklHI7sFnGzu/cUFAQWLlyItWvX4quvvkq4jrVr1+KUU07BnXfeiWOOOcbG3lFQ2Ac61ikOFqRrrL/44ou4++678dZbb6G8vDzhtigoEkU6xvqXX36JtrY2LF++HLfeeiuGDBmCs88+O5luU1BYQqrGeTgcxjnnnIO7774bw4YNs6u73QYqoFP0CFx99dV49913sXTpUvTt21c63qtXLwQCATQ1NSk0czU1NejVq5eijp9//hlz5szB5ZdfjjvuuEPxW69evRRskmId+fn51HpOkVakeqxTUGQK0jXWX3rpJVx22WV45ZVXNKFMFBTpQLrG+sCBAwEAY8eORU1NDe666y4qoFOkDakc562trfjhhx+wcuVKXH311QAEaz3P83A4HPj4448xe/bs1F6gnejuIHgKimQQiUT4hQsX8r179+Y3bdqk+V0knnj11VelYxs2bNAQT6xdu5YvLy/nb7rpJt12br75Zn7MmDGKY2effTYliaNIG9I11klQkjiK7kA6x/qLL77Iezwe/s0337T3IigoTKA75nURd999N9+/f/+k+k9BYQbpGOfhcJhfs2aN4t+VV17JDx8+nF+zZg3f1taWmotLEaiATpHVuPLKK/mCggJ+8eLF/P79+6V/HR0dUpkrrriC79evH//555/zP/zwAz9jxgx+xowZ0u9r1qzhy8rK+PPOO09RR21trVRm27ZtvM/n42+66SZ+/fr1/JNPPslzHMd/+OGHab1eioMX6RrrPM/zK1eu5FeuXMlPmjSJP+ecc/iVK1fy69atS9u1UhzcSNdYf+GFF3iHw8E/+eSTijJNTU1pvV6KgxfpGutPPPEE//bbb/ObNm3iN23axP/jH//g8/Ly+Ntvvz2t10txcCKd+xcS2cziTgV0iqwGAN1/zz77rFSms7OTv+qqq/iioiLe5/Pxp556Kr9//37p9zvvvFO3DrVm+YsvvuAnTJjAu1wuftCgQYo2KChSjXSOdTNlKChShXSN9SOPPFK3zIUXXpi+i6U4qJGusf7YY4/xo/+fvbOOk6NI+/ive3xWs8nuxo0YLsESnAR3DueAIAny4ocdEhJcjrvg7pDD7dCQQAgEiEASAnG3dd8dn+73j57uqbaZnp2Z3dnd5/v5bDLTXV1d01JVTz22666i1+sVCwsLxb333lt85plnxGg02oG/luipdOT8haUrC+icKIpiOibyBEEQBEEQBEEQBEGkD+VBJwiCIAiCIAiCIIgcgAR0giAIgiAIgiAIgsgBSEAnCIIgCIIgCIIgiByABHSCIAiCIAiCIAiCyAFIQCcIgiAIgiAIgiCIHIAEdIIgCIIgCIIgCILIAUhAJwiCIAiCIAiCIIgcgAR0giAIgiAIgiAIgsgBSEAnCIIgCIIgCIIgiByABHSCIAiCIAiCIAiCyAFIQCcIgiAIgiAIgiCIHIAEdIIgCIIgCIIgCILIAUhAJwiCIAiCIAiCIIgcgAR0giAIgiAIgiAIgsgBSEAnCIIgCIIgCIIgiByABHSCIAiCIAiCIAiCyAFIQCcIgiAIgiAIgiCIHIAEdIIgCIIgCIIgCILIAUhAJwiCIAiCIAiCIIgcgAR0giAIgiAIgiAIgsgBSEAnCIIgCIIgCIIgiByABHSCIAiCIAiCIAiCyAFIQCcIgiAIgiAIgiCIHIAEdIIgCIIgCIIgCILIAUhAJwiCIAiCIAiCIIgcgAR0giAIgiAIgiAIgsgBSEAnCIIgCIIgCIIgiByABHSCIAiCIAiCIAiCyAFIQCcIgiAIgiAIgiCIHIAEdIIgCIIgCIIgCILIAUhAJwiCIAiCIAiCIIgcgAR0giAIgiAIgiAIgsgBSEAnCIIgCIIgCIIgiByABHSCIAiCIAiCIAiCyAFIQCcIgiCITuS1114Dx3Gmf8cee2zC/fLfpEmTAACHH344dtttN8Nzbdq0CRzH4V//+lfSdk2bNg0cx6G2ttZw/2677YbDDz9cta2mpgbXXXcdxowZA4/Hg7KyMuy///649dZb0draqpSbNGmSqu35+fkYPnw4zjjjDHz44YcQBMHaxSMIgiCIboa9sxtAEARBEARwzz33YNiwYbrtQ4YMwd///nfl+8aNGzF16lRMmTIFhxxyiLJ9p5126pB2mlFfX499990Xzc3NuOSSSzBmzBjU1dXhjz/+wLPPPosrr7wS+fn5SnmXy4WXXnoJAOD3+7F582b873//wxlnnIHDDz8cn376KQoLCzvr5xAEQRBEp0ACOkEQBEHkAMcddxz23Xdfw32sIL548WJMnToV48aNUwnunc3LL7+MLVu2YP78+Rg/frxqX3NzM5xOp2qb3W7Xtf++++7DQw89hH/+85+YPHky3n333ay3myAIgiByCTJxJwiCIAgibdavXw+bzYYDDzxQt6+wsBBut9tSPbfddhuOPvpovP/++1izZk2mm0kQBEEQOQ0J6ARBEASRAzQ1NaG2tlb1V1dX1666otGorq7a2lo0NDRkuNVxhgwZgmg0ijfffDPtui644AKIoohvv/02Ay0jCIIgiK4DmbgTBEEQRA4wceJE3TaXy4VAIJByXatWrUJpaWkmmmWZSy65BP/5z38wadIkPPTQQzj88MNx6KGH4vjjj0dRUVFKdclB7tavX5+NphIEQRBEzkICOkEQBEHkAE8//TRGjRql2maz2dpV19ChQ/Hiiy/qtldVVWXNb728vBzLli3DPffcg48//hjPPfccnnvuOTidTtx555248847wXGcpbrkYHItLS1ZaStBEARB5CokoBMEQRBEDrD//vubBolLlby8PEON/KZNm1Tfo9EoampqVNtKSkp0Ad3M0Arc/fr1w7PPPotnnnkGa9euxTfffIOHH34YU6dORb9+/XDZZZdZqldOyVZQUGCpPEEQBEF0F8gHnSAIgiB6KFu3bkW/fv1Ufz///DMAKEHd/H6/4bE+n8808BvHcRg1ahSuueYazJs3DzzP4+2337bcrj///BMAMGLEiFR+DkEQBEF0eUiDThAEQRA9lL59++oCse25554ApKBvALB69WoMGjRIVcbn82Hr1q04+uijk55j+PDh6NWrFyoqKiy368033wTHcTjqqKMsH0MQBEEQ3QES0AmCIAiih+J2uw1N4QFgwoQJcDqdePbZZ3HkkUeC5+NGdy+88AIikQiOO+44ZduCBQuw2267IS8vT1XPwoULUVdXh4MOOshSmx566CHMmjUL55xzDkaOHNmOX0UQBEEQXRcS0AmCIAgiB/jqq6+watUq3fbx48dj+PDhHd6esrIyTJ06FXfeeScOPfRQnHzyyfB6vfj555/x3//+F0cffTROOukkpfybb76Jt99+G6eddhrGjh0Lp9OJlStX4pVXXoHb7cbtt9+uqj8SieCtt94CAAQCAWzevBmfffYZ/vjjDxxxxBF44YUXOvT3EgRBEEQuQAI6QRAEQeQAU6dONdz+6quvdoqADgB33HEHhg4diqeeegr33HMPIpEIhg0bhunTp+PWW29VadUvv/xyeL1ezJkzB59++imam5tRWlqKo48+Gv/85z+x9957q+oOBoO44IILAABerxdlZWUYO3Yspk6ditNOO01VN0EQBEH0FDhRFMXObgRBEARBEARBEARB9HRoeZogCIIgCIIgCIIgcgAS0AmCIAiCIAiCIAgiByABnSAIgiAIgiAIgiByABLQCYIgCIIgCIIgCCIHIAGdIAiCIAiCIAiCIHIAEtAJgiAIgiAIgiAIIgfoNnnQBUHAjh07UFBQAI7jOrs5BEEQBEEQBEEQRA9DFEW0tLSgf//+4PnU9eHdRkDfsWMHBg0a1NnNIAiCIAiCIAiCIHo4W7duxcCBA1M+rtsI6AUFBQCkC1FYWNjJrSEIgiAIgiAIgiB6Gs3NzRg0aJAin6ZKtxHQZbP2wsJCEtAJgiAIgiAIgiCITqO9btcUJI4gCIIgCIIgCIIgcgAS0AmCIAiCIAiCIAgiByABnSAIgiAIgiAIgiBygG7jg26VaDSKcDjc2c0gCBUOhwM2m62zm0EQBEEQBEEQRCfSYwR0URRRWVmJxsbGzm4KQRhSXFyMvn37tjugBEEQBEEQBEEQXZseI6DLwnlZWRm8Xi8JQUTOIIoifD4fqqurAQD9+vXr5BYRBEEQBEEQBNEZ9AgBPRqNKsJ57969O7s5BKHD4/EAAKqrq1FWVkbm7gRBEARBEATRA8lIkLh58+bhpJNOQv/+/cFxHD755BPVflEUMXXqVPTr1w8ejwcTJ07E2rVrVWXq6+tx/vnno7CwEMXFxbj00kvR2tqaieYpPuderzcj9RFENpCfT4qRQBAEQRAEQRA9k4wI6G1tbdhzzz3x9NNPG+5/5JFH8MQTT+C5557DggULkJeXh2OOOQaBQEApc/755+Ovv/7Ct99+i88//xzz5s3DlClTMtE8BTJrJ3IZej4JgiAIgiAIomeTERP34447Dscdd5zhPlEUMWPGDNx555045ZRTAABvvPEGysvL8cknn+Ccc87BypUr8fXXX2PRokXYd999AQBPPvkkjj/+ePzrX/9C//79M9FMgiAIgiAIgiAIgshZsu6DvnHjRlRWVmLixInKtqKiIhxwwAH45ZdfcM455+CXX35BcXGxIpwDwMSJE8HzPBYsWIDTTjvN+gmrVwKhEsBVAPjqpG32XoAgANEIEA4AEOPl7S6AYwwJIsH4Z1FI8dcC4O2AzQEIEemcEABRTHpYwvoAqU6GTZs2YdiwYViyZAn22muv2O+LtZ13AGIEsLkA0sp2DKIIiFHpfokiEIlZh9jddA8yRUtl/J1OF7sbKBmevXsTDQO1a7JTd0eQXw601Uh9YF4p4G+Q+rRUKRoEuAuB5grAX2/9OHex9A5FAkmLquBsQJ9RAB/r00URqF0LCGEgvy/QWhkvW7IT4HCnVn9H4m8Ewj6gMLZAXb8BCPvbX5+3D1BQnvpxGXiWA2EBIkR4HExsjaKBgLsorXq7DW11gLeExgqi44iGpf4lHJDml94SfRl/A9C8A/D0kuaTeSnEcIpGYv2GCOSVxcZuEeg9UurLhCSufA4v4CpUn1Ouk7dLfYevVtqeVwbkl1pvm1UEAahbCwhRaVwJNkvXon6DNDb1HiHJEID0DgOpXaNcJRoBQq1ANCTNA3Idm1OS+QLNQJ+R+n7UVw+0VHR8u1rSc9POuoBeWSlNiMrL1ROD8vJyZV9lZSXKysrUDbPbUVJSopTREgwGEQzGhenm5mbpw8tHAS7NzckfBBz0GFAXBOyafc586YYCQFst0LQ1lZ9nTMlOQMMmSWDLFH1GA04TH3pRBGpXqRcXAKCgH1DQN3NtIMypWQ1E/EDZLpIgKQsj7l5AydBObVq3YOtC4OWjoVpcS5ej7gUOujZz9bG8dTqwcV526u5KeEqAv70EvPU3ZPTeJWLsJOCkx6XP394F/PykcbnSnYH/+7Vj2pQqgSbgP7tKk6QLP5UWGb68Kb06OR6Y/D3Qf6/Ujnvrb8DGH9I6teEyiLsIuOEvaWLVk1n5P+DdvwP7XQac8Fhnt4boKTwzThI+AUmpc/1yoJDJINNWB8zYHQi3xbed8Sqw2+nW6n/vQmD1F+m387DbgCP+KX2eeRawfo6+DGcDrvoFKB2d/vlYvvwHsPgV9bbB44Atv0if++0JXD4P+PVZ4OvbpG1H3AkcdnNm29HRPH8oUP1XZ7eifRx4FXDsg/HvrdXAjD2k+XlHE0xvztNlo7g/+OCDmD59euJCvMNYC87FVvHFqFojodPWcACfQjRtIQpABEItauGc49VaeivIGlm2bWYCOqAXzgFpkkcCescgv/yBJnVH0BmdQnekZhUAUXqnPcXp1RXySZOO6pWZaJkxct2eXnErmK6Cr86433QVxrUFVmirkRaqNs4DIEqr3FY0poHmuDWQIy9xv8cSCUoaDva+Gt1jb2/pN9Zk8f6nS9N2STgHpMU/+Xc4vIAzL/X6/I2Sxqp2beoCunxud7HOkssKggjUtUn3s5fXCTvPSc9GoElazOzpAvrsadL/i14iAZ3oOOqYQM1CWFIqsQJ642a1cA4A3061LqBXr0i831lgbsEUapO0+wDww0NxAV3bn8tjqxAB6tZlXkA3Gj9k4ZzdLwvnAPD9fV1fQGeFc94uzWNylbA/PlYC+ueuYZM0D+d4aezvSGwCgJZ2H571mWPfvpKAWFVVpcrvXFVVJZlmx8rIOaBlIpEI6uvrleO1/POf/8SNN96ofG9ubsagQYPUhYYfJq2etDaotxcPAuye5BO0vD6SGZ5V6tZLE0Qt+eWpC8rBFqBuHQRBwL+eewMv/Pd/2LptO8rLy3H55Zfj/PPP1x3ywy+/4eb7ZmDZijUoKS7CRWefhvv+/Qzsduk2f/DBB5g+fTrWrVsHr9eLvffeG59++iny8qQJ30svvYTHHnsMGzduxNChQ3HttdfiqquuSq3dBJFNRkwEznsnvTrmPy5NNDqCi78CynbumHNliif2AerX67ef+iyw84nW67m/v3qCN/Jo4Jy3kx/30eXAH7F7fNjNwME3WDvfys+Bd/X9ogpPL+D/FgKP7mStzlzj4BuAw25J/bg3TgE2zE3v3Bd/CZTvmvJhNc0BHPCApPV656IDceDw3sBDQ4BAY3rtIQii63LCY8CeZxvv++4+YN6jyesYPE5amN22MLNtI+IMGQ9c9L/OboU5i18FPr8+ebniIcB1S7PdGjXNzcDU9rtxZV1AHzZsGPr27Ys5c+YoAnlzczMWLFiAK6+8EgAwbtw4NDY24rfffsPYsWMBAN999x0EQcABBxxgWK/L5YLLlYI2R4MoivCHBclXIRTzrQxFgTCjOQpF4/usEBKk4xPU43HYUorW/c8Hn8SLMz/Gfx5+AAdPOBYVFRVYtWqV9tdge0U1jr/gGkw66yS88fg9WLVuEybfch/cJf0xbdo0VFRU4Nxzz8UjjzyC0047DS0tLfjxxx8hxvzj3377bUydOhVPPfUU9t57byxZsgSTJ09GXl4eLrroIuvXgCCyQTpxHMwrzUKdctUdZM7dJejga8Fe+2T3QRRz1O9X+xsydQ3bU0965/aF4pZglU0aKzV6TwgiR9C+i+m+mx08ZmejL7EyfhC5hfaedOF7lBEBvbW1FevWrVO+b9y4EUuXLkVJSQkGDx6M66+/Hvfddx9GjhyJYcOG4a677kL//v1x6qmnAgB23nlnHHvssZg8eTKee+45hMNhXH311TjnnHOyFsHdHxawy7Oyf/t2k1KVAP5sR+1av/n49xX3HAOv09plb2ltw+Mv/xdP3XcrLvr7uYC3BDvttBMOPvhgbNq0SVX2mdffw6D+ffHU/beB4ziMGTEMO2qacOt9j2Hq1KmoqKhAJBLB6aefjiFDhgAAdt99d+X4u+++G4899hhOP10yXxo2bBhWrFiB559/ngR0giDaTxceIIn08TGL3L+sr8PJe/bPTH5XgiAIguimZERAX7x4MY444gjlu2x6ftFFF+G1117DLbfcgra2NkyZMgWNjY04+OCD8fXXX8PtjvufvP3227j66qsxYcIE8DyPv/3tb3jiiSfSbBmXo9oRa6xcuxHBYAgTDt4/edl1GzFu7O4q7fxB+++D1tZWbNu2DXvuuScmTJiA3XffHccccwyOPvponHHGGejVqxfa2tqwfv16XHrppZg8ebJyfCQSQVERRdlNGZJHskDsombkfY7VkVXBUa67C/Y/Ztc41WuvlE/x3qnKpXBO7fl0n+X6mDpzVYMuan6DmO7zlMYzn+a5WQ36u4u3oleeE7cZ3iuCIDoNneYxw/VpSdjvmuwzqjOrfUmyOntC/5WD4yOL7jkysQTJxXE+CRkR0A8//HDFVNoIjuNwzz334J577jEtU1JSgpkzZ2aiOZbwOHisuLKvFDCu727Sxqbt8bQNgJSWpmiA9UrrNgKhZsBbCviY1AT5/YCCsth5rQed87jbb8KvxWaz4dtvv8XPP/+MWbNm4cknn8Qdd9yBBQsWwOuVgjC9+OKLOpcCmy2FIHkEQRBaSIPeo2EFdAB47of1uC2HYw4RBEEQRGfTxcILpwin0ZaodnHwOmLR1WWTc6cNCDPGd05bfJ8VnDZA5NOvJ8bIYYPhcbsx56eFuGyP8QnL7jxiGD788juIoqho0ecv/B0FBQUYOFAKdMdxHA466CAcdNBBmDp1KoYMGYKPP/4YN954I/r3748NGzYYBp8jiE4nbQ0iQ0do78Suu2prfo1T/S3a8laPZ8qldP0MtMTaxQFOa1WVq4sHJj7o7Vagp/PMp/cs+w3juHSEFQtBENbpaB/0BP2JaV9j0J9nsy8hH/QuMIfRtM/UBz3Xf4ee7i2gdxqZeWndbhdu/b+LcMv9j8NZ1BcHHXkMampq8Ndff2HChAmqsldddBZmvDQT19z5MK6++GysXr8Zdz/6JG688UbwPI8FCxZgzpw5OProo1FWVoYFCxagpqYGO+8sRZiePn06rr32WhQVFeHYY49FMBjE4sWL0dDQoIqWTxAEkRI9YRJDmKLVoAPSCNn1pksEQRAE0TF0cwE9gQ+64eYsTSTTmIncdf1k2G02TL3vIez4v+vRr18/XHHFFepCIjCgXxm+fPNJ3HzfDOx51DkoKS7CpeedgTvvvBMAUFhYiHnz5mHGjBlobm7GkCFD8Nhjj+G4444DAFx22WXwer149NFHcfPNNyMvLw+77747rr/++vY3nkDuaui6GuSD3mF0ex90dneOvp/dyAe9zUBAj4ry5CNHrz9B9DQyHf06qQI9Ez7oXJrWQckgH/Scn8MknVd0XWvGbi6gd314nscd112GO+6+B/D2Vu1T/P4FKaXbYePGYuEXb8YLOLxALAf6zjvvjK+//jrhuc477zycd955mWs8QRBErgrBRIdgZOIeCEeRb1I+EI5iW4MfI8rMShAEQRBE96Z7Zzsx9UE3W52zWM70fKkVJ3oAJJvkHuSDnoRM+6CnqoHNoA+6rkhXyexh4kff3rZn4je3sw4jE/dgxPwe/d/bv2Piv3/A/HW1pmUIgsg2nZgHnXzQc4ecHy/bMa/oInRvAd0SPeAFI4iuTk8YCLsrnXnvkp67qzxXmWpnGkHiUuTP7U247PXF+GtHMwBgTN8CPPf3fdDL64jXaHB/5qyqBgA89d26dp2XIIj20FX6QoJIQKZdNTqRbm7i3vVWTAiCyDbUL1iHQ7snbmm6S6d+nJUD6d53FCc++ZPq+6l7D8Cxu/XDM3PXAzUmBzFsqmvLUssIgug4TMaQTGlmc17DSxDto/tr0E1f3my+1NYmtNGmJkRqzcz4Umlf110h6p7Q/cg8WTAZ72JB4pq/mYW6V15FtLUVlffehy2XXAL/8uUQw2FUz5iBtgULUfPEk2j7+WfdsaFNm1D18COI1NQgXFmJqkceRWjbduMTWQwSV/fKq2j+ZhZCW7Zg23XXY+uVV6Hxww8NDkzn3rXnmERB4jR15urqui5InPy5awSJa/KFddt65zkBAAN7eZi7Yt6eiqaA5fMRBJEmGQ8Sl4V+3yhIXHxnO86TjO5igZUOOb4Aonu+TNIFdsGFnG6uQe8kLL6zoa1bAQC81wve681igwiC6Opsv+46AEDbTz+i7edfpM8//4LyO+5A3XPPo+6555WyO69aqTp223XXI7h6NfxLl0IIBhBcsRJtv/yC4R9/lPikHGc4UQusXoPqRx4BADiHDEFo82YAQOv336PwhBPAu93xwrkqBBNZozmgF9D75LsAAAOKPR3dHIIgOo2uJxgRRC7QvQV00yBxHU3iNohh/WQmvXPRhJjoZqSdZoqhQ4LEac+VOWThXCa4YX3SY4KrVwMA/EuWxLetXGlS2izNWfyz0NqifJaFc2VfW1tMQM+BIHHaxQFdkLhc7Su1vyFNLUBaz3zq5w5G9IHheudLGvTyQubZ0NwfUfO9JRBGgdthvakEQbQTE81juvVxnElVCfqTrhIkrieQ85rnJKlTMzl37GC6t4DeRdBOSgiC6LnUPPU0IlVVEIIBcE4nHH37oc//XRUv4HAAzKJe23y9SbsQDCLw1wo0/Pe/KL/1FvCFhRCam3Xltt98C3pfPAnuXXYxbozJ5Ir3mGtBg2vXoXLadDirHCjbBTTJ6YEEwoJuW++YBt1lN/esC0bUx1U0BUhAJ4guTdcTjAgiF+jmAnruptRRCeWCfjKjPyB7bSGILkNG3ucsrrgrtK/u0LZtqH3qKd32gokT4l80FjfhLVt05aN1ddh84YVAJIJIbQ2cgwcj8OefunLN//sffIsWYeTc7+MbORMNOrudNxeyGt55By3ffgvAgZLhPOypamDNzm/5uETXXmNVlauLBzof9HS1AOn4oGvqsIBW0AbiPugOGw9RZ10h0RZU50zf0ejHqPICy+clCKKddLQPesLxIAUf9KxaxFmoM1fHkIyRmzKUQjf2Qe/+QeI6hRRfaisCOkEQ3Z5oQ6Ph9sBff6VUT6SuHohIwo7vl18Bm3lXH6msNK/IZFATDUyYZcIVO+LlosY+7ET3JhjWPx9uhw2AJKCboc2Z3uTPpPsXQRAdT9cTjAgiF+jeAroVH3TR9Es7+pUUDmAmrYlM3A8/YzKun/ooclGFfvjhh+P666/v8PNOmjQJp556aoeft33k3n3rknQ5H/T2rdqKQePI1cE1a1Oqp0kT/E30+U3L2oqKNFuS+6AjqtZ0sgSW/RE/rwiQD3p76Oo+6OpF54NH9FE+O+28aR50rYAeMtDEEwSRDbLog25IIh/0JHUq5bJsDWWlzu6+AJ3zmmfyQScyTdY06B0XJO6jjz6Cw0H+gQSRKQS/sYAe2rYtpXoaZv5XU6+5gO4YNMi8IjMNetRcg64uiO4/gSF0yEHihvXJw+l7D8CF44Yq+xJr0NULP0am8gRBdCW6nmBEELlA99agAyYTzM7vMFL2QbdKB/60kpISFBSQfyDRgXQ5H/TU2iu0taW03SqRujoAwODXXkW/++9X79ReU1MfdGazVQEdQMoa2Hb7oGvOZ1qo8/v/pJhadqXpg95ByEHi+he7cc2EkSjyxhdynXaO8UFXY6RB/3N7E+79fIVhbnWCILJEl/NBzwZWrkF3X4DO8fGyXfOKrkH3F9CT0kkvF2vinmSyG4lGcfWNt6KoqAh9+vTBXXfdpQj4HMfhk08+VZUv3vlQvPbuZwCAI488EldffbVqf01NDZxOJ+bMmZO0mc888wxGjhwJt9uN8vJynHHGGco+rYl7RUUFTjjhBHg8HgwbNgwzZ87E0KFDMWPGDKUMx3F46aWXcNppp8Hr9WLkyJH47LPPlP3RaBSXXnophg0bBo/Hg9GjR+Pxxx9P2k6iu9PdB0EJNn2ZanuaAroY06A7BgyAe7fd1HX7fanXZ9BncV6vvpzY2T7oSc7dVbT7mWpnu4LEpXZMSyCMlliwN7fdptvvtLHb1HW3BvUa9BOf/Akv/7QRD3+zKqV2EASRAl2lLySIhGTaVaPz6LkCuigCYb/0F2qT/sK++LawX/ou77Pyxx7H1hNi6pE7wUR+khpef/9z2O12LFy4EI8//jj+/e9/46WXXrL0My+77DLMnDkTwWBQ2fbWW29hwIABOPLIIxMeu3jxYlx77bW45557sHr1anz99dc49NBDTctfeOGF2LFjB+bOnYsPP/wQL7zwAqqrq3Xlpk+fjrPOOgt//PEHjj/+eJx//vmor68HAAiCgIEDB+L999/HihUrMHXqVNx+++147733LP1egujKRFtaDbcLPrUQnXfoIe2qn/d4wHvVKdIS+adbDRLnGjVKCUqnLphyE4kuTEsgjLH3zsZdn0gZA1wO/RTDYYs/U/9duAUXvLxAMYlvCaifIdYHfW2V8eIVQRC5TNfTXBJELtC9fdDNgsRxkATnV4/r6BYBt+8AnHkaAd2gHDMxHtS/HP95+D5w+aUYPXo0li9fjv/85z+YPHlyggokTj/9dFx99dX49NNPcdZZZwEAXnvtNUyaNAlcEpOPLVu2IC8vDyeeeCIKCgowZMgQ7L333oZlV61ahdmzZ2PRokXYd999AQAvvfQSRo4cqSs7adIknHvuuQCABx54AE888QQWLlyIY489Fg6HA9OnT1fKDhs2DL/88gvee+89pf25D0klGaeHBIkTWpJo0HkeO331JcRQCBvm/agrZ+vTB+4xY9D200+G9RjlL9f7p1sPEucYOBCDX3sV9rIyrN5jT13dnRMkTtcAdX0UJK59bbFw7qVbGxGKxoVql4EG3WGPp1l769fN+Evk8c1fVTh5z/5oDajN2IPMQpDH2b2nKwTRueRSkDizfUZB4rLoskZB4rqAaXj3DRLXczXonY02z20CDtxnd5UwPW7cOKxduxZRC36gbrcbF1xwAV555RUAwO+//44///wTkyZNSnrsUUcdhSFDhmD48OG44IIL8Pbbb8PnMzaHXb16Nex2O/bZZx9l24gRI9CrVy9d2T322EP5nJeXh8LCQpWm/emnn8bYsWNRWlqK/Px8vPDCC9hikOuZILob0SQm7o4BA+AcMgSwGwsrnj33hL1vuWn9nMejE9K12nn1AWZB4iQhzNa7BM6BA8E7ncbHM7Il0f3hNc+Ly66fYjgNgsTJadm0Ju6sBt3r0Av7BEHkOl1PMCKIXKCbL0knCCDh8AIXfyWV6RcTGJu2Ar76eJn8MqCgn/XTNWwGAo2Apxfgb4hvLxgA5PeJnxeJU6ulAsdxmro4hMPqSc5ll12GvfbaC9u2bcOrr76KI488EkOGDElad0FBAX7//XfMnTsXs2bNwtSpUzFt2jQsWrQIxcXF7W6zNvI7x3EQYoHy3nnnHdx000147LHHMG7cOBQUFODRRx/FggUL2n2+DocEkiwQX40XRAE8l4G1xVwMEmciLMsCOhd7dziT7Anlt96C+jffMtznHXcgOJ4HvF549toL4e3bEampgRgMQoxGwcm+waomG2uzxZgGnbPFh5ABTz6B7ddcqzqnKDJZJbIeJM5IS2wQVIitM1e1H9oF3LS1AGlomVI4d4tGA+42EKrZNGtc7JON52LHq8euWSuqlM8eJwnoBJE1dAr0XAwSZ1AuqxZxFCQu5xdYdM+RiSVIzlsC6OnmAnoCOA5weABwksk5IAnPDsbc0+GN77OCwwNEg9JxESZdktOgnhQ6vwVL/lR9//XXXzFy5EjYbDaUlpaiorICwE4AgLUbNsOnSdW0++67Y99998WLL76ImTNn4qmnnrJ8brvdjokTJ2LixIm4++67UVxcjO+++w6nn366qtzo0aMRiUSwZMkSjB07FgCwbt06NDQ0GFVryvz58zF+/HhcddVVyrb169enVAfRfdksBHDeO4fg77v8HVfueWVnNycthFhcCDEchi0/H0IwCKHZxM82toClCOgGGvRRixbCVlAAXhOsbej778E1fLgSxI3jOAyZ+TaammtQceDhUvX+AGz5Bn2d2aAWs97hmIBfhUcdhYI/l0MMhbD+uOMRqYoJV7kqBBMZp8mvFtCNNOhGadZuen8Z+hd7lOByTjuPUETAlvr4ghUJ6ATRFel6ghFBGCEEg+Bdrg47X/c2cTfzQc/eCa0XTeaDzrBleyVuvO0urF69Gv/973/x5JNP4rrrrgMgRWl/6ulnseTPVVi8bAWuuO0+OBz6yftll12Ghx56CKIo4rTTTrPUxM8//xxPPPEEli5dis2bN+ONN96AIAgYPXq0ruyYMWMwceJETJkyBQsXLsSSJUswZcoUeDyepL7uLCNHjsTixYvxzTffYM2aNbjrrruwaNEiy8fnEpTBN4PE3pfHQlvRHGrGM0ufaX9dOeCDXv3441i9515YvedeWDNuPLbdcANW77kXWmbNSlgtFzMlN9Kg22IpD7Um7JzLBT4vT/Ueihww4bPjIMQ2CT42SnxyH3QlSJxNLTRxdjt4rze+gNApPugJAnCSD3r722Lh3FYEdCfjgy7XKIjAOS/8qmjQ++TpXSaMTOMJgsgU2fJBN9vfFXzQrZTJ1TEkQ+S85rljfNCD69Zh9Z57oYKJkZVtaMTrLFLwQb/wjBPg9wew//774//+7/9w3XXXYcqUKQCAxx57DIMGDsQhp12K8/7vdtx0xUXwety6Os4991zY7Xace+65cLv1+40oLi7GRx99hCOPPBI777wznnvuOfz3v//Frrvualj+jTfeQHl5OQ499FCcdtppmDx5MgoKCiyfDwAuv/xynH766Tj77LNxwAEHoK6uTqVN7ypU2mxY7XQg1NkN6WaEclagSo26Z5+LfwmH0fLV15aOM9OgOwYPjpfR+IMbCfNVbVUIiWGEZDk6ZPKkmo1pgl6DriK2XZItu8c9I5KjFdALPfpnj43irkUOEtc7X6+lCEdpyZMguh65LuARRHJqn3seAND433c67Jzd3MQ9gQ+64eZMTSS1q3xGRayda+4HL0ofigbi2Zde1e3v378/vvnqS6BqeexcNjSunKcrV1tbi0AggEsvvdTSeQHg4IMPxty5c83bptnXr18/fPnll8r3bdu2obq6GiNGjFC2GfneNzY2Kp9dLhdeffVVvPqq+rc++OCDyufXXnvN2g/oROpiAkodD6QQxYBIQjgj72gWV9wVshM5VNGgawR0JyOgg1ef00hAv+fXewAAYRvgDgMik4bR1Aec1cDLGnSDKN1SUfkap+uDngKWtMQdbVXVTkwXcDuz7alr0PcaVKwr47TxCJnUJQeJ652v16CzAeMIgsgyOemDbhBThHzQs0yOj5eW5xVpnkfo+PGnmwvoOUwHaZXC4TDq6upw55134sADD1RFWc803333HVpbW7H77rujoqICt9xyC4YOHZowd3p3x9bd++4OQ7qQYbFnT9JFOSWaRuh277yz8pnj1YZRWgF9Wc0y/LRdSsMWTqpBN4virg8Sp0LWrHe6Bj3JubuKdj9T7UwrSFxytEHedhtQpCvjZMzeOc39WbRJilnSy2sgoJMGnSCyR1fpCwkiIZl21YjVQgJ6hmlP/sW0zme9KKtJzlREdyPmz5+PI444AqNGjcIHH3yg2vfjjz/iuOPMc8G3tramdK5wOIzbb78dGzZsQEFBAcaPH4+3335bF7W9u8O+xhTWKLNkRIOe8z5V5viXLQOg16D3vnxK/AuXWED/bst3ymdFQGc16OqjjTcrQeJMvKRiWvz2dW1pRirPRtWEJWQt9/ideuPqI0YYRnE3ChKnpdirHzNIg04QXZFsz8OpUyc6AAtprTNN9xbQASR/ea0Ha8soHbQac/jhh5suAOy7775YunRpxs51zDHH4JhjjslYfV2VKPMg2bq9+VMHEXuGu4wPejLzvjRhteSl110LW35+fKfWxF0jzNcH4qkkwzH5KVxVDdvmzVKOdQsTKlEerEw06BzPaNDTMfdvz/VLFCROV2euPk/acalrBImThehT9uqP8SP6GJaxM8+nVoMuY6hBJwGdILJItoLEZbLfNwoSJ+/KRpA4C3V2d8uDrqbQ0AWJkz+k9ztEA+tNIRBAaNMmuEaPTikYtlV6gIDeCXSRyI8ej0flH05khkgX68+6EqEebuLOWUjxYe/VS32MRoPeGGxUPssa9O2xrBAjvv8OqtIppFlTEVtAEEUuJ/o6IvtsrmtDbatkiZFIS25lItPLSINOJu4E0QWhCRHRDTAYf7Zcdhn8i39D/8f+haITTsj4Kbt5FPcEQeIsdRpZ7Fho0tpt8TGf6S5nipgPencJEsdb63pdu+ys+j745Zf0hTR9XMHRR6t3awT0pmATACDPkado0GX8y/5IKUgcZxYkTvX70gkSl0IfbKglNggqhCxrXTKBNkhc2qli0njmLZx7W4MPhz06F8u2Sc9WMjN2UVSnWdPSyyDNGmnQCSKLmKanSrM+ChJHZBPdc2RiCZKuhtvA6tm/+DcAQOM776ZXtwndXEDvLFI0i8nkJLGrmaN0Q5roFmSNzAjonY/W7NyMwS+8oHzOO+QQePfd16g2Xd39mKwH2lzlsgZ9QP4ARYOuoLVQSBIkDnwyDTpyVwgmMsaiTfWq78kEdIdBfnSWfkUe3TbSoBNEV4QmRETXJ1GQOCPz90zQvQX0HBZWkweGS6XtNAHOJQRWQdd5zehexN6XCDLQEWZ1xV2uOvGqrVUBndV+24r0EbHND2Q+atoga9AH5g9EWJOTWowK6oPNPseEJTMNOmQBrV0+6MZae8vHJVr85DiEook07LmC9jdkygc9jbYkqGP2imrVd6c98fmKYz7mZj7og3oZCOikQSeILNLRPugJ+oiUfNCzaBFHPug5LUdJaNpnagmS5u9IFCQuS4vH3VtAz2W6+0vdg6FpZPYIdZf3xmJmAznvOQA4BgwwKaQfeMz8fAVRUAT0Um9p+hp0Ex90To4kn4M+6P/8eHlnN6HbsK66BVfP/B1fLK9QbU+mQU80VXLaePTO18daIAGdIFKjKdiEllBLJ7ci1wU8gkhOQi15loJ+d3MBPZEPepbOZ3W7SstjoercmuMSCegK+rmuh3QlAxlZ/uh8H/T2aNCdQ4eaFDI4h0m/1xxsRlSUVoJ7u3sjopGvxUjUkg96y6xvpU1J8qCLqgjkxkUTtz3zPuifLN3B7M7RN7SL+KBP/Pc8fP5HhW57UgGdk33Q9e1xO3jYeP25/OEoNtW2WWgwQRDBaBBHvnckTvnkFEQFCymiuqQPOkz6/UxBk/OcX2DpKB/0BFrybOVI7+YCeuZoDDSisq3SYs7yVM1iuvsL3rOgu5l53m78E7eU9kakm1xdKwK6Z599VOU8u+9mWM45eLBum6N/f8OyVb4qAECxqxguuwshTTMEv0+9wWBQC6xejeDq1dIXE0FM0eCTD3qPxKqAboRWOPc6pcWebQ1+HP6vufjfsh1GhxEEwbC2YS1CQgg1/ho0hZo6uzkE0aUREy1ykYDeDjKoPd/euh11/jr4Ir7kha1gcdI66fq7wQ3YB1xBGRwOB4YNG4ZbbrkFgUBAKfPDD/Nw5JlTULLr4fAO2x8jDzoFF103FaFQCAAwd+5ccByHxsbGpOcLBAKYNGkSdt99d9jtdpx66qkJy8+fPx92ux177bWXpd/TE2BfVRJNMsNDtb/iq/w81TZri2UGdKQPulkTNAL6oBdfQN9pdyP/iCNQfvvt6HPVVRj4+AwAwIAZ/0G/++6FS5MSccibb6Dspn+g4Bh11HYA8O67L8pvvx2DXlJHfZcF9DJvGXjweg26369tqa5uRTgH4vnOtahM31O9zlnUEue8P51MloKIdhCuJEHgEsFr7tHuA9SxF56du171/f3FW/HmL5vafT6C6I6sro/302xqTetkyAc9FctSy3Ua1EM+6EQW8QVbTfdlS4PeA/KgpzEhU977+AsoZChaXyrCxbFHjMerLz6PsLMIv/32Gy666CJwHIeHH34YK1aswLEnnIhrLj4LT9x7CzzePKxdvwEffvkdou0IXBCNRuHxeHDttdfiww8/TFi2sbERF154ISZMmICqqqqUz9UdCYjdRcebO4SFsOH2YDQIt93dwa1JETOBkElDln/kkcg/5BAAQK9zztEVLTz2WMMqvPvtB+9++5meuuTCC3Tbqn1SMK8ybxk4jtNr0Nt8gMcsSJv0WQgGlS1iJGJ88pgWVBRYH/R29MXpCtQG/ayY6yZ7hmQqSFx7eqfUz52OBl3e99alB+CjJdswafxQnPzUfGX/sD7xhbpQRMDNH/wBAFiytRGPnbmnpTzrBNGdiQgRPLzoYeV7Y6ARSBpjNEszl/a8j+1KyUlkhZy/xh0TJG5t3WqMin1eXrMcX278EifLOxMFkEuD7q1Bz9BETPbZBAAbZ6IxSpUUfNBdTif6lpdj0KBBOPXUUzFx4kR8+63kAzpr1iz07dsXj9x5PXYbMwI7DR2EY484CC8+ehc8ntSFl7y8PDz77LOYPHky+vbtm7DsFVdcgfPOOw/jxo1L+TzdkRaOw/pgg2obCevp0xhoNNw+buY4PLTwoXbUmAMDDrvi2oEr8LKAXu4tB8/pNeiCBQ266I9b7+hM4uWjzDTrVshqpHJ1memf/dW+cxEJcdgS34tEt8rtkKYlB4/sg3+ftRf6FqrHsYFMhPcmf3zx7qPft+P3Ler+lyB6IvWBevgj8b68IdiZ70V7fNBTqT4HxnOiW7KjdQf+/uXf8c2mb8Ax07TzvjwPb618K76B0qy1E7MoxKIIXzQo/YXa4Av74Iv449uiQel72IfWUCsCkQACkQD8sW2Gf5FA7LiAYT2+sC+uOU/ZB10q8+eff+Lnn3+GMxbduW/fvqioqMC8X39L4yKlzquvvooNGzbg7rvv7tDz5jK1JhGtifSoC9QZbo+IEby98u32V9yJQeJUEUGzZB5lRJ1fupZ9PH3Ac7yxD3qSoD6RhnjOa71JfAw2D7rm+NRI1wzSSIMe55Ol2+ALmVgBdCamQeLaS3aCxJmRXIPOx2oUcc5+g3DzMaOVfaUF6gjubqd5v8oK6AAwd3WN5TYSRHclGA2qvsuZOxKi0zym2Qil28hgv6/rv9hyFCQuO5jfv7dWvIUftv7QgW0xIItB4h5Y8ACW1SzDTT/cBD7BbRazlGatB5i4G+OPBnDAd5M7/Ly/nPo9nE0+RJubTcuIgoBITT34iPRAfT77R+T3HYZIJIpgMAie5/HUU08BAM4880x88/VXOOxvk9G3rA8O3GcPTDh4X1x4xokoLPFm5TesXbsWt912G3788UfYLUaj7glEDDqA7t51dwSyUGmGKAioefwJePbaEwVHHNFBrUoTpkNPmL4jw8ialBJ3CQAgYuPAPqU6gdvgmY7Wxu+H0GamQWfyoIsiomEOtZ+tRuHQP+DZY4/2/4AM0cDz6BVbGBHoJW03nCjgwpVfY0XJUCzqu4uy3anxQQ9XVKDulVdR8vfz4RwyRPVYHTSiD07asz8e/UbymS3VpFjzONQCeoh5d5r8IdW+2Sur8Y+jR4MgejLBiFpAbwjkoAad6NIsr1muuFEsv6h7pi6VLQ4BqAT087+L4o9hzHNNQeLaAcfBsHMw294BhDZtSiicA0C0qQmRhkaEWiTh94jx+2Lp/O+wYMECXHTRRbj44ovxt7/9DQBgs9nw6ssvYdvir/HIHddiQL8yPPDkK9j1iDNRUVWd6DTtIhqN4rzzzsP06dMxatSo5Af0IEJkapUVzDToMi2zZqHu+eex7cqrrFXYkUHizJ4JtkPP0uqrEfUBSftd4i4x1qD7/FD3jfrP0cb4ZE9vEh9D0aBLCwA1fxSi/qet2HTW2RZaaeYDb/E4lfuQ5h5zHBx9ZuPQIQPxRZ4XHIBIB15/62h/Q276oB+59Xecs+Y73PPrK6rtWg36tquvQcObb2LzhRdJVcE8zZpWg66tq7IpgOaApDlfsqVRtW9lRTNqW9XCCUH0NIKCRoNuKYq7ieax3SRLr5mgLzPt5/T9OQWJyzIm96LWX9vBDTFD64Ou2Z2GD3pEjFvXsSbupywQcdc7jJKFgsRlFo/NjQVHvih9Kd9deggbtwCsv2t+OZBfjsZgIypapVyvgwsHI8+Rp68QABq3AoEGwFkAhFri2wsHILilBqIgwM279MdpHyjNzc7zejBip2FAfhleeeUV7Lnnnnj55Zdx6aWXKmUG9CvDBWeciAvOOhX33nQFRh1yKp577R1M/9chFq+INVpaWrB48WIsWbIEV199day5AkRRhN1ux6xZs3DkkUdm9JxdAZ+ZK0UHt6M7srVla8L94e1dL+2SqkPvSA16TJPSy90LzaFmvQ96MKDeYPBYR5vjfZupgG5Ta9ADDbkz1LhKvwMA3N+7BKgDIqRCbxeiKGJYsz4HOqD3QQ/8Jfn6RxIEEz13/8H437IduOqIEaZlAOCrPysxa0UVVt5zLO77YiUAKdL7pro2tAQiaPKH0SffYJwliB6CVoMeETrTjYcUF90RWzpxZroI7HvDJ5qmkYDeHjjT1R+O4+C1xQZxh1cqZ3cDNmZgt3sAhxf+iF+JFu2xe+B1mJiOy8fb3UA0pKrH5imEEAgYH6cR49gUTNrFOZ7ncfvtt+PGG2/EeeedB4/Hwxwv/dZexYXoV94HbT6TyXMaFBYWYvlytTnLM888g++++w4ffPABhg0blvFzdgUCpD3PGusb1yfcLzIRNEVRRM2//w3nkCEoPuMMw/J1Xy5EZEkhynYSsjh1SLJqK7Am7h0nIMoCerGrGFu4LToNuhgIGkZulz7Gori3sAK6iYk7xwjoqS5TmZ3f8nGJfNDj9RUKAoIQEYnmoIBu6oOexRR0SduiPndEEJEfMh5jkvmgy/eKY8o+cNpumH7yrjrzeCOigog/d8S1gtsafHA7bGgJRBAIZyeiLkF0FQJR9VzTUvYh0+jX7SSZFVnCriwFH/SsWsSRD7rZveC5eD8tiILqe4eSRR90WUD3BkQMTmAwYJQjvXrGDLSl+Q51cwE9M4isj2Y7X0bO4QBMBXTN+ZJEeD/zzDNx88034+mnn0ZBQQGWLvkNpx22F3YaMgiBcARvvPcp/lq9AU8+OLVdbV2xYgVCoRDq6+vR0tKCpUuXAgD22msv8DyP3XbbTVW+rKwMbrdbt70nIZiNJx3bjG7JusZ1CfdHIvHFMN+Chah7Ucr9XXTqqbp84wBQ/ea3APJRVBVAZyVpU2nQO0iDGxWiSj7cEneJYR503SKikQ96azwfaC8zk/VYwERJPheRK1oU9koXCgJqAIRz0sQ99wlFBOSHjRdokgroMXbpX4gjx5QBkBbNnXbrz8mvG+KuL/5wFGVuBwAgEKb7SfRsQlF1bAbSoBOZhhXII0IETpuzE1uTHaIxwfv4RYnnaGJQ/b6Fd+xA3XPPozXN9GvdW0BP1dfc5B5Yzn3eHl+bdmC323H11VfjkUcewccff4yffpyHK257ADuqapDv9WLX0cPxycuP4bDx+7er/uOPPx6bN29Wvu+9994AOlbT19WI0iCUNZIFiQszEWtDW7fEP2/eDNdOO6nKss9wNNABmjYrPugdFMW9LdKmLDAWuYoMfdDFQADJfNBlDXq/++5F0emnG56L42WNbSwIXXu7jnR90AH85XTg8/w8XNnYBNY5qTB23XPTxN3Ej74dWoBgJAohIsCTvGhiNOcORgQUhOICep7ThraQ9E7Z+GTtlPZPP3lXwILG3IhHvl6tfH7szL3w+Jw1AEAadKLHo9Wgs6mCrZMpH3SzvoB80LsEJveCTTkdioY6UUC3OiamoUEPJr7H0cZGiIKgBMeNNlmJ+ZCc7i2gZwh2Ut9eITVhEAHToAbAK/+6Bzan/py33XYbbrvtNgDAQQfuB1T9BYADeBugWS09/PDDU2r3pk2bLJcFgGnTpmHatGkpHdPdMBv+unnX3SGEhXDi/eH46mVw7dr45zVrdAI6IvF3Q+xM02aVWb5x3xAVouA4LmOmY1HGDMvO28FxHCLaIHE6H3T1oCaKoqJBzzvooHi0di2yf1rMB73TEEWcM6AfAMDP87iDueeFgpDDQeIyw+rKFhwzYx5mOCpxqg1IK0ichmAkivxw3MT9H0ePxj2fr0ix6vSfjaN2KccJe/TD8/MkVxgS0ImejtYHPWpggquHZiuEddh5SbI5WoeSpqtGja8GfTx9wHEcChqDuOKDKDyhJHVEo4g2NcHeq5f0tSEzWRO6dxT3DGk1rZu1J/CFSaglS9P3h/rVTkcgH/Ssoc3pqiXMmPOFd8QDxoW26IPLieH4QJKt3JVW3l92waz3xRcb7j//y/Nx1v/Osji5So6sReEgCf08xyOkMXEXA9prrRHQAwEgdg35ggLzk8U0qGLMBz2lLipLkcrXOByoC8WvZWHs/oe7gg96Ozlmxrz022JCMCzAzbx72ujrHUV5oXRet116mMnEnejpaMfMdmnQM+WDbjYPb08/b9Qm8kHvFNg5jNaloqvy8dqPceT7R+K5Zc8BAE77phm7bRGxU2XyY6O1cSf1SF1iq0+rdHMBHRYDVCTxL2A16O15GTkk9DPV7cmixum4445Dfn6+4d8DDzyQtfN2d0iDnh0iQiSpi0kkHJ+MCE3xFIbRen0nqRbQO+LumPQ/MQ36kLfeRMGECbrdreFW/FX3F1Y3rMa21m0ZaYlsriVHX+XAIWxk4s72mZrPUTlAHMeB95oEywTAaTXo7b7U6S58xU/MAfiOj7+pHlEABxGRDnIxSIs0g8SJGTEDVZ87FBXAMfUdNKIPAGB4qUmWE1VVmZtUHzKyFADgckjTGdKgEz2ddgno2Zp3tmvBNXtmy0SqGF9j9pnqVA16BoPETf1Zitv1zLJnIIoi8lqsjyWRunrmcxcS0KPRKO666y4MGzYMHo8HO+20E+69916d6fjUqVPRr18/eDweTJw4EWsZc9V2kSGtZiaCxJmZsZoUZj5mtgN66aWXsHTpUsO/K664IqPn6klEaZzICuzKrFsQcK1bnyWADRIXbWxUPte//gZ23H6HqqyYIybuct/nGDjQcD87wZIjr6eLPKDaOUkq5zkeYU06LCGYWIMuxMzb+fx8c/N2QJMHXc36447HhpNOTuCnlWakchPCHIdni5kYBLHyOalB7wIEwwJ4Zqzq5bbhj2lH4+vrDs34uQaXGC8GXXDgEByza18AgMcR06BHSEAnejY6AT1DVljtox0+6ETOwwroIaF7aNBZWsItCNmtzw0idXENerQrCegPP/wwnn32WTz11FNYuXIlHn74YTzyyCN48sknlTKPPPIInnjiCTz33HNYsGAB8vLycMwxxyBgMfK5Oal0AsY3I1lUdUswWhrdxNZkwcfCxpQZMGAARowYYfhXUlKSkXP0RMyCxNHUPz3YldlfNm/DZM9QHDpQEgDyHJKmLsII8ZFGtTDb9NFH6jRsrAY9W6awVoJ6yW0yEXIDkXi/V+2rzkizhFgfJGvQeY431KCbK1I4Jee8vU+fhOfibJo0a0ydoY0bEVy7Fv7lfyZvdLpmkMzHCrsNjUyUcCnzgpijPujaIHHtTxUj1dZOjXWCZzkYiarqEyMRFLodltKkpRrY6f0rxuH43fvqtl8/caTy2e0gE3eCAPQC+tebvsZNP9yUJBaRpYloCqTRZ6UUJE7eRUHisoLJvWAtG8PRzvRB17TP1Ac9teew1lery3KTiCijQY8yqWjToUME9J9//hmnnHIKTjjhBAwdOhRnnHEGjj76aCxcuBCAJADPmDEDd955J0455RTsscceeOONN7Bjxw588sknHdHEhKSsQTcqEjNxd40YAdfo0QkPaK+Wnug8aEqYHWQNOg9OiWj5xBFP4Mezf8TIYmlyLjBa8WhDo64Ooa1N+cxq0IVQJ961mLBspoVmJ1hVvqqMnDIixkzcY9FXOU5v4g4AYiSBULZGipTtGjUq8ck4WYMO8wlMB2t1gprfIt/93IziruZnoRVn9O+Lv/wWnOFiRLP0u3yhCK56+ze8t3greHZsDGcvlVN5oRt/P2CIapvTxqOXNx452E0m7gQBIB4kzmuPW558s+kbbGvJjLtUapCmvDvCpu7LqSBxGaLGX5NUQK8qBv43Yi8AarN2bdq19tIhAvr48eMxZ84crIlN7pYtW4affvoJxx13HABg48aNqKysxMSJE5VjioqKcMABB+CXX34xrDMYDKK5uVn1p4czWf1JrcOwnGYtAYqJu81mqjVjCqd9PqJjiZqsMtKdTA/ZdMopRwzlONQ+/CiqjzoJRbEMT0KUEQwieiFBYFYzxVB8IMmegJ4kpgXr82wzHgHYNDk1vpqMtEo2c5QFdB48wganX/v0VkRD8vOs9kGXo+S7Ro3UH8iiyoNtvOQomuUIVb1LKfTVhn7NTCAbrYDOcVIU91wU0DVB4i6PbMJqlxP/t/ljy1W0BBhrEcN6U22HdP1mLtiCL5dX4r3F28CxuyMpTNLa4YPOaubHDumFhXdMAM+kc4tr0ElAJ3o28vghW5nJJPRFTzP6tWl9pnGgMhEkjmtXX5LCCbNQZ1fDgga9m/igy9g5O2r8NXAm+VlVxRwaPFICUzbmkRjqQgL6bbfdhnPOOQdjxoyBw+HA3nvvjeuvvx7nn38+AKCyUtIKlJeXq44rLy9X9ml58MEHUVRUpPwNGjQoa+1P3QddoxFntEgcx4HjONgSRUAmAb1LIYgCdeNZQtagO5icm/Wvv45oTS3G/ihplgUDoZxFTgsGqE3chc4yhWXdXUwGDTZNjjanbXuRJ2eyibuNsxlq0IWQiNYdbrmBqn1ylHznkKEJz8XJCyoiFwsSZ/A7zQT0LKFdRJPPnpsm7sa0JMlowHLV279npQ1+JhI+z0zSxCTvYbo4mEWf/sUeFHvVeXdZAf3FeRtw1du/IdyF7i1BZApfWFq91gronWOdSRr07ojKB70bRHFn3T+8Di9qfbWq/Of+IrfumIgNaHJL2yO1rIBufZxORIcI6O+99x7efvttzJw5E7///jtef/11/Otf/8Lrr7/e7jr/+c9/oqmpSfnbulWfUknqF9IJUCGnClIHs0sZ9piY9twxeDCcw4fH9sf+i0al+lPOsJNehF8iPRIFYCHBPT3kjt+pdFXxZ9wm8nCFRPDNrQZHxpE16GI4DMEXN3fPmoCexAc9VQ16Jix4AEZAZ03czUy4ON0HAJxixmXv0zvxyWK/S4hwMI3tYSo8mUSRN6wjCsHvh9DWFr/sFl86+ey5GSRO64MuYUswZEcaGiD4fMr3n9fHJwx8WGSsItpJ7F40+KRFLpsQhYMxc0xNQE+9LayA7jLwc3fbZRN3Afd/uRJfLq/Ed6syE7+BILoSzSHJorTErY4rpGg6Lc1js+2DnqAPSMkHPRMZKsxORz7oZveCnfd2rol7ehH/hVAIYjgMf8SvbMtz5KHGXwNPbN1h4FNP4rPHTtQdG7EBjR4pzWd4xw7FKlDIkAbdQH+SeW6++WZFiw4Au+++OzZv3owHH3wQF110Efr2lYK/VFVVoV+/fspxVVVV2GuvvQzrdLlccLkylHdVRMJ7nPaqo8GEnYuZV8pnEPx+BNevh72kJLkJPJFTyAKUDaJpsDiifSgCOqeXJPebtRlvzgKAP9Q77HaVqXu0pQWiKGL9scchvH27sr3TfNBZAZ1LHiSO9fVKB3lAtfNMFHeTESAajLsUqLbHBHRbkoCSXMz0uH51PkpDJgtY0fR/17ar/g+tP/wAACg5/ViUOzUFEkyeohzXddKsxbCZTJZ8v/2GzRdeBD4vDyO+nQVbUZGyr8TfhFGzN2GN2BfD9qiFXg+QCP31q2jyo6ytHs9+/xi8jKVHuzToKUxunUyAP0MB3Sn1Edsb4xOtOz5ejqN2LleZwhNEd6cpKGXI6O1RL6Qm1nR2c0GTyCiqNGudGiROQwquGmIkgnWHHwHYbOA/fVnZznM8avw18MaGN3tpKaIGeqA2F9BcIC2KB1evxpaLL8GQN17vWj7oPp8PvEbotNlsSlThYcOGoW/fvpgzZ46yv7m5GQsWLMC4cePSOHOG0qylmQddjPk4cjyvMWmNf45USyv9kfp61QMliiKm3HIvSgaNAcdxWLp0acrn745MmzbNdPFGy6RJk3DqqaemfU6O4wyDFsodFc8aSsSekwxnyetx6HzQLeAcqg4mJbS2QvT5VMI5ACBrmtMk9TKm3ZzN+HexQeIs5bC1gPKcxq6lVkB37rST8jkS0FssiJGIksYuWRR39rhAVdDwkphq0FPwFZOFcwCo/+hruWZLxypB4nJRgy4af+FN3gP/H8uBaBRCczNCW9TWZINbqsBHRUDgENyefvqXiqYATls/TyWcA2r3kWyg1qDrF+y8MRP3FTvi8WhqW0NYsLFeV5YgujOyBr2Xq5dquzKudIRmOFn07AylQc5YPYZ0hKVB16Q7pFmL1NUhWl+PaE0Nzn//NGV7IBJArb8WrtiQxnk8OkvGrX2Adw7j4R80X9nmkwOfdyUf9JNOOgn3338/vvjiC2zatAkff/wx/v3vf+O006QLwnEcrr/+etx333347LPPsHz5clx44YXo379/+oJVBl5eWzgKWzpKFrmj0ixSKA+1IKjNXpmO8Zsf5uO19/6Hz99/ExUVFdhtt93Mz0PCoCGPP/44XnvttazVr5gOA8jnJRVeL/J9zAhxH/RYVHALx7jH7Kz6Hli1KmMmR6ljYOJu4PKihdWgZyqHrayJV0zcwUFgNIvlt92KPtdeI50zJqCLAhD28RAFwL9mo9JmVkNrhBCMt5938gg2GTm7RxGuqkpyb9Lt1MyfGAEAB7FL+SnbTK5HcNUq5bPQ2oJwVTX6Fkq68r/tVqrsE1MNiKeZpAuhELi6GriMNCapaNDbEdiptCBuMdfo0z8zXpf0jFU2q2M2ZCuaPUHkKs3BmIDuNhHQjciWqXa75uDpmS0TmaT7Boljs+jYY9Msd1CEs9mPGl+Nso1zOFTWKOL4Q/GPyXY0FHBoUod5kNztgtJ71u+hB1P9NSo6xMT9ySefxF133YWrrroK1dXV6N+/Py6//HJMnTpVKXPLLbegra0NU6ZMQWNjIw4++GB8/fXXcLtTM8hTkXLHoO+gos3NKKsKQuSAzaVcEh90k/OZRLPc2rINAxHzPWdTQTGnWL9lG/qV9cH4A/YDCtRB9DJFKBSC06m1DU2fcDgMh8OR8XpTpSiJMJEuioAuihjsLILQWoVmWYOe1TN3f+SOXzFxt6Dt1KYAq3/5FcNyWXMdS1Yxq0G3kGYt0xp01sSdhXe7YS+RBqFIQLrem95vQaCqL5yFYYTemw5AMm/nTHznZYS2uC+0f7sfRn1jYM0a7Lj1Nrh33RXDPvyA2WOt3zaNAm/xxgqx/jgno7ib+aAbaNCbv/oKTZ9+qnzfcvElAIDSk+9EJV+MMb3jY2i6z/ymv/0ND6xdh3qXPshptoPEeZ3x6cqKCn3WlnyX8XQm3IVcGAgiEzSFJBN3nQ+6srDWgT7oacWBYqsza082fdCtlMnF8SP75KyJewqwcwhnbPh66YkonJFmXHurDY7Ybt7pxOTdJ2MbXpS+220YUzIGq+pXIehUP8drDjoYzljQ8mSKjGR0iAa9oKAAM2bMwObNm+H3+7F+/Xrcd999KqGQ4zjcc889qKysRCAQwOzZszEqWa5dS1jpBExeMA4QAtJqPCcC7rDVF1ETxV2eAGon46ZNk8pPueMOXD/9IWzZXgmusC+GDh0KQRDw4IMPYtiwYfB4PNhzzz3xwYcfKUdGo1Fc+o/pGHbgifAM3hOjR4/G448/rqpdNvm+//770b9/f4zW5WXXU1FRgRNOOAEejwfDhg3DzJkzMXToUMyYMSP+czgOzz77LE4++WTk5eXh/vvvBwB8+umn2GeffeB2uzF8+HBMnz4dEWYy19jYiMsuuwylpaUoLCzEkUceiWXLlqnO/9BDD6G8vBwFBQW49NJLEQhYj2ytNXE//PDDce211+KWW25BSUkJ+vbti2nTpqmOWbt2LQ499FC43W7ssssu+Pbbb3X1bt26FWeddRaGlA/B+JHjMeXCa7F58xbYAKxduxH7Dt4Xn374hVL+vffeg8fjwYoVKyy3vaejDRJnJbCbo69+IctYSO+AgTVZkLhOENDZIHEA8P2EUhQcdyw8Y8fCViwNKNGwtC9QJb2noeb4Qps9if85AFWwslCt8eDd/MWX0jn++su8ogSLrILfb7pPIZEPOqQuuCtFcTcS0Gufedaw7N6blwKAOpBbysKqOn5KcO06AEBJsEVfsj1B4lKc3B61i/Run7OfPmuL12m8aBSktGtEDyIQCSjjh1ZAT6hBzxbtUqBbPCir5u0EgK4XJM7UB91gLsaMWY6IVFYW1Htvb1U06HA4UOCML0rbHHZMHy8pLISIJlNCIAAhpkHn0lR8dogGPRcRRRGiPybk+XwAbwP8AYAV/Bx+CG2iIqQ7WgHB7YMAn0GNAPx+qY6oDQgxUZijPgiBAHhO0sBzHJc4MnPsgXr0ttswYvhAvPTuh1g071vYivriwQcfxFtvvYXnnnsOI0eOxLx58/D3iy5G6dtP4bDx+0EQBAzsV4b3n38EvUv74ufVlZgyZQr69euHs846SznFnDlzUFhYaCh4GnHhhReitrYWc+fOhcPhwI033ojqan2E3GnTpuGhhx7CjBkzYLfb8eOPP+LCCy/EE088gUMOOQTr16/HlClTAAB33303AODMM8+Ex+PBV199haKiIjz//POYMGEC1qxZg5KSErz33nuYNm0ann76aRx88MF488038cQTT2C4HAW/Hbz++uu48cYbsWDBAvzyyy+YNGkSDjroIBx11FEQBAGnn346ysvLsWDBAjQ1NeH6669XHR8Oh3HMMcdg3Lhx+Pzbz9EQbsCrjz2PY087F3/MfhejRg7DTdNuwp233o9Tjz8XPM/jiiuuwMMPP4xddtml3e3uacgCuismVIoWBHQ+P0EKQ5bOWvi2IKCzEUUzZeKu5EGPpVmTNeizj+mDq07+j7Qtdu2EsPnara23BQFdZRFkfKE5l1NVxizlnOk5fCb9MFsmiYk7kKtR3I2xG6yp80WFhmXlhWEnI6ALWbQWEMPWBHQhFGq3ZuCJc/bGH9sase9Q/TNopkEPdFY6RYLoBGT/cxtnQ6FL3Td0ioBOZujdElZx0DnPVfqwcVOcEahcmW3hqBJXinc6VfMY3maD2y5ZpnGcfn4mx+rhHCSgJ4AzXf0R/X6sPuGSdtWaTsiZ0b//Bs7rTWwqHzO7KCooQH6eFzYbj77lpQg6C/HAAw9g9uzZSvC84cOH46d5P+D5tz7EYeP3g8PhwPSbrpTqcXgxbN8J+OWXX/Dee++pBPS8vDy89NJLlkzbV61ahdmzZ2PRokXYd999AQAvvfQSRo4cqSt73nnn4eKLL1a+X3LJJbjttttw0UUXKe299957ccstt+Duu+/GTz/9hIULF6K6ulqJyv+vf/0Ln3zyCT744ANMmTIFM2bMwKWXXopLL70UAHDfffdh9uzZKWnRteyxxx7KAsHIkSPx1FNPYc6cOTjqqKMwe/ZsrFq1Ct988w369+8PAHjggQdw3HHHKce/++67EAQBL730EuoCdahqq8Jjj9+L3UYdjLk/L8IBhx+Icy45B/Nnz8N5558Ht8uN/fbbD9dcc02729wTkeM0yD7oQiT5ZLuK12v3Ohb23Tbof2QBnePM86AzA15EzFAUd40GnY+JSWxfZCvIl5qYICWXvXeyAHEa4dmkr+OZvkdoaYGtMDaZNAmkqUU0FdDj54sYCOic6IDIhZUo7jnpo6y6ZmyQOP31sBUam9HJQVgd0QjkJyjlNKFikmeZLRqxpkWpvOce9B+Qug86AHicNhww3DjFH2sCzxIgDTrRg5AjuBc6C2Hn1O+EEsXdqB9IIfq1JUxcOxUSLsga7DNsDzvHz0Y/TkHizPp9VnHAxszpcNLwQWfjpjjDcT90AHAx0y7O4VAt5Nscdti4mFUhp5+TCs3SIhmrhGgP3VxAz10E0Vy3Y2YquG7dOvh8Phx11FGq7aFQCHvvFjdTf/q1d/HKO59iy44q+AMhhEIhXcTz3Xff3bLf+erVq2G327HPPvso20aMGIFevXrpysoCvMyyZcswf/58xdwdkMzwA4EAfD4fli1bhtbWVvTurZ50ya4QALBy5UpcccUVqv3jxo3D999/b6n9Ruyxxx6q7/369VMsAlauXIlBgwYpwrl8Pu3vWrduHQoKCiBClDSAAAKBANZv3ooDcCAAYNrj9+LEA0+EzWbDir9WpKwl7Olo06yJBpPtyrFDMKgqivC2bQCAtzZ/hLOtVN5J46piZpzAj7vGV6N8zrgGXWPizlrz8AWSBj2aSINemNxCQaVBN1lTYYPDRerq4gK6RayYuBuJjDbOhQjCcQ16F/JRNjJxN7tusjDuEOICejY16FaDxDV98CH6X5fcCiNVtBr0kjwn6ttCJKATPQpFQHcVKtZSMqRBJzIFO29gLf66Eqys5YyIcEbiz6qTmTxwDgeCkfg4YrPbmXdLwG2HXIWHfnxGVz+fZgyu7i2gcxwMOweOA+dxY/QXMb/U8t0kE/eGTUCgSSkmFvRDYEut8j1kBwIDe6PcaxKsrWkb4KsDHHlAOD5BjfB9EK5rgq2gEJzHAwAJTdzNgh+1tkqJ+L744gsMGDAgviMSgqtlMwDgnU++wk33zsBjd92AcQfuj4LBu+PRRx/FggULVHXl5WlCD2YIbb2tra2YPn06Tj/9dF1Zt9uN1tZW9OvXD3PnztXtLy4uzkobAeiC13Ecp2icWARRQCAS0GmeWltbMXbsWLz99tuo89eh3l+PQiGKck8pSj3xbOir/1oNv88PnudRUVGBfv36ZesndUvkjt8tcGjZ5kbb1i2q/WEbsPC6IzD0kcWKgN7stCYopKxNtApTb2j7DoQqlyP/oIPi+2PPWaLFmnWN6+LFE7nDpICiQdeYuKsE9PyYBj3CmSpQoo1NxjsYjDToeaNK0bYmvvAgtMQTi0br6oBhw2Lf4tdFCITQ+u23yD/4YPCxvhMAguvXo/XHn3TnFUWAYxoeMfgRNrgQQSsETorinpNp1kyCxNlj9yywahXEUAiePfYAb7JgIpu42xgzPjHlZ0mEKACtFS54ktz3SF0dWubMQf6hh4JzOBBtbYPv11+Qd/DBBqUzH9gpz6UWRvYb2gvf/FWFgAWrG4LoLsgm7kXOImUxViaeB93ovTPRPLabJBr0RIK74TEG7WHn+FkJEtcB6ehyHZP7x1r2dYaAHly7Fv5ly+C01cLL7kgxD7rMqB2ANxQvO3Ydc5zDgWBbXKFgc9iVYLvgoljW29jdlnO5DLdbpXsL6AngYkI6AMDrlQT0gBvg4iuM4ZAInoki7+CBoMcD3uvVVicR8gCiG3C4VbYSPOcC73aDz/PGtVZIMGkwEdB32WUXuFwubNmyBYcddlh8RyQIVEvtnr9oKcaP3QNXTToLcHiB0hGKJrq9jB49GpFIBEuWLMHYsWMBSNr8hoaGpMfus88+WL16NUaMGGG6v7KyEna7HUOHDjUss/POO2PBggW48MILlW2//vpr6j/EIjvvvDO2bt2KiooKCPkCGoON+HP+n7p2v/vuuygrK0OBrQD5/nyURKPol9cXaK1CMwQ0NTThzmvuxOQbJqOptgnnn38+fv/9d3gYQYNITJWvCgCw32I/tv1UAmCzan/QIQUoERgts6wFzgXWn3ImEIlgyJtvwLvffgCY/N8mGnRBFLChaYPyPdMm7rLZI6+krmNN3GPXTuQgRIwHZseQwUnP5R49Gq0VFVJVMUGR96gXxYSWuCtCpN7Ycaji+U/RPH85ik4/Hf0fiFvhbDjhRMPyoqCe9oUNfoINkuWQECuZ60HiwoxQbQMPURCw8VQpRemohQtMF3q42H3lIvGJhdiOxYiGdV5U/V4Mx4WXJSy34+ZbAAClN9yAPpdPwY5bb0XrnDnodd65KZ+zPeQxGvSHTt8df2yXFhRIg070JFgNuiJExOicfNWkQe+OsAv7vkjyeDCZZsNJJyufdzrRBmd+6v08Gzfl3B/U84CDV8TGT4cDHMchyCz0cjab8m5xnAiYyHPpBonrkCjunYe5D7qVTkNoU5sD2QSrWjdNFHcliCDHbEuwqmNicllQUICbbroJN9xwA15//XWsX78ev//+O5586mm8/t7/AHAYOWwwFv+xEt/M/Rlr1m/EXXfdhUWLFlloszljxozBxIkTMWXKFCxcuBBLlizBlClT4PF4kppsT506FW+88QamT5+Ov/76CytXrsQ777yDO++8EwAwceJEjBs3DqeeeipmzZqFTZs24eeff8Ydd9yBxYsXAwCuu+46vPLKK3j11VexZs0a3H333fgrUeTnNJk4cSJGjRqFiy66CL/+9it+++U33Hv3vaoy559/Pvr06YNTTjkFv8z/Bds2b8Mv8xfh2ptvx7YdleBEEffcdA/6DuiLy2+8HNMemIZoNIqbbropa+3ujlS2VQIABq9oM9wfcEr5vcP++H6/1T4xawvfTMWxFdqW2bOZ3bH32yRAXEuoJStB4pQ86Hw8DzqgHmg5t1sZFQSNdOseNRy9LrgAvWOxIBLR79574l9iAjrHcxj0/HPKZjZAi8iaqzN9SvP85QCApo/imSoSIUY5sNc/bHCThZjhu3xVg7kooDPjQ1BkF3t5JccqAERq65IGZ+OZ6yy0Q9vTsl1aUAxv3WapfNNnnwEAWufMAQA0zPyvvlAW5uwue/x9KnA74LZLzzkFiSN6ErIGvdBZqEulqZi4d4RmmHzQuwkmPujMuOQPd6wGXSs/hVos6JqNMupYiJsiC9kzF8SVQ5yNVy9+Gfihs8e2l24uoKcH59BruLj2TOaUCSrPbBLMJykJOsZ7770Xd911Fx588EHsvPPOOPbYY/HFV19j2GDJX/ryC87E6ccdgbOvvA0HHHs26urqcNVVV6XeZg1vvPEGysvLceihh+K0007D5MmTUVBQkDRP/THHHIPPP/8cs2bNwn777YcDDzwQ//nPfzBkyBAAkiXDl19+iUMPPRQXX3wxRo0ahXPOOQebN29GebnkSnD22Wfjrrvuwi233IKxY8di8+bNuPLKK9P+TWbwPI+PP/4Yfr8f5x5zLu6+4W5cf+f1qjJerxfz5s3D4MGDcel5l+Lkg07GjTdOQyAQRGF+Hma+/z/Mmz0PDz79IOx2O/Ly8/DWW2/hxRdfxFdffZW1tnc3qtokDbrDYRIAyiEJnkIgPkDMq9CbPhuS5XGVfY3DOyriX2IWMmY50ONmiLHiGU6zJk/ajEzcOY6DzSWntFO3r/TSs9D3jtthi5nBJ8JeWgp7gdTBsdch/7DDUMwEq5QRAkE0ffEF/Mv/1O1T2t/SgoZ33kGkrk61femw+CRNiKo7VaMgcQMdh0hlY4dtre/41f9UCKjuvwgxFFJ/DxtPMmRTfy7MaNBji79zVlbhlKd+wrrqJAEVRRE2Z4pjXkrp1jL3ErKLxbsPKILbEXMHIA060YOQNehFLr2J+5cbvjTPWd3dTbUJa5g8B6Io4uO1H2NV/SoAasVBKibugRUr0PTZZ2m5GGrHPI5n60qhXgtjFRdzh336e8YS2WbXBGA0HmMozVoiUg3IpbmvnE0/gU4ooCcTuDm1gG7lMbr24r/jH1edFz8Fx+G6667DddddFy8UCQDVKwEALpcTr/5nOl79z/SYibsUPO7BBx9Uir/22msWzqymX79++PLLL5Xv27ZtQ3V1tcp03eyFO+aYY3DMMceY1l1QUIAnnngCTzzxhGmZ22+/Hbfffrtq28MPP2yp7drfa+Tv/sknn6i+jxo1Cj/++CP+qpU09S67S/f7+vbti9dffx07WnegIdCA0mgUZXl9gZZKnH/mSTj4vLjfPc/x2H///REKdYaJWddF1qA7TYJtBB3Ap+s/xd/KhsFdUYNI7BUL9y6Eo64ZeYcegrZ5P5rUnl0fdFauitTGY1nIJt9WcqADGRTQBRMTd81zzbtsiPoFJRe6Qor9qVJcUGtSOLt+4dO3cCGav/gCALDzM383rK9y+j1o/vxzNLz3nmp7wAkITgf4YEjSoDO/R/sTntkcxStjhgJhQI4UsaaqFblH/DfUM8/DSn8V5m+ci1K5VDhiGlSUQ+ySM32OfGkufV2yTpr8xm/4/qbDE7YkVQE99VzrmWPOPw5DQ1sIg3t74Y4tsAfJB53oQSg+6K4inYn7ttZteHbZs7h2j8st1JQhH3TTibHx9h+2/oAHVr+A/fqU4L5a1vXJrD3kg94RzNkyB1N/ngoAWH7R8nabuG88/W8AAMeAAfDGXGZTRUwjg5OqHisCuoGQ7R4zOqkGXeR5wJ6eiE0a9ATIE9eIDYjyysZ21wOeCX5kNVhPjrz73333HT777DNs3LgRP//8M8455xwMHToUhx56aGc3rUPQrkSzyD68XIKbpTU1I6whTzacBkIdAPhc0jt1/0HV+N/+HO49Vyq3ePrpKL3hBgx49FH0f/RR1TG8N73AHVZhNdAc21HH3n3LGvRMRXHXBIkzjYchz3c0Puhm7TVHo0GXq+P19zK4dq3ymV0w4BjLieaY5UlwxUrVsRUlAFzSAo6o0aA3at5JtwjYedn3Xvp3U20bwrlo5h6jUlBrJ6b9cIfyWQwGFG0Cp1nEsokCHDyvdiXQCM8ba41dR+Ik1qD3ueZquHffXX1ENMmkh+fjz0SGx7edSvOVHOmyBj1IGnSiB+ELS8KS1+41nLdU+6pNjszSZDOFhV1/xI+rv7saO8LN+LQgHw3JxhzKipN5NDJOlRhERIhgafVS1fb2BImLtsYXw8M7drS7iYJGQFeN+6ZB4oxM3K1r0AHg2sOuw4u7noiiU09VCehGudC3eXvjk6Xt/41AtxfQ03x5Y/e1yQuIiptLok7M5HwGD0jCIHEdzI8//oj8/HzTPwBo8bfgpltvwq677orTTjsNpaWlmDt3ri4aemeQqO0//mimPU2OKj90IgFdNiVlHg3ti8XlSKCU7a3bcck3l2Detnmd3ZSkiKKIQFTqiG2MgOtlUvn5YrL26qI2vDnBhpWDpetcVSCgz+VTYCsqQtFJ6oBiZRccH6s/m60HWnbE3T/EUAi1zz0P//LlCPwpmXGbZWvImgbdJA86u1gYFsLwxR7krfM0+aZTXWTSatBjG4wsk9iJluCXBMrG9V61f7XJ9dpSygGxfKNaE/fPHOpjXAKUgVUuGhFE+EK5K8RVRqXJz6HLBRywSgD7k4RAXEDXTlbdkRDOWf2lyn9fls9Zf+1EiKIIzmb+ovSePBnFZ56h3hiJouGdd3VlbUVFSiPqf8++z6KsQQ9EcvfeEkSmkccPl82lmrfkOaQMO5nKCmId6z7o8uKCjEmc0qT1EJlhicuJic0LcMu8W1RCeHDdOgz/8De4YlHPtfdNS7S1FVWPPIqNJ5+ibGsONqPmqadR++yziqAsiiLq33gDW6/6P7QmmLuzcVgA/bhvhdC27aj5z4yk5TinU3GTWttrED4aeTg4mw08x8cVbwYa9E2F/TD10/RiZXVvE3cgQYAK9ou5zwUgCedpzeUVC892aNBTqL+97Lvvvli6dGnCMjuP2xkf//gxAGDXPrumd8IMk6jtqnR0KaJKP5VAOJE16GwJc3G+c5n28zQsqlyERZWLsPyi5Z3dnISEhbjmz8YIFLbSPspnn4kyvDHYqPqed9ihaPthHgpPOCH+7mdNQhchikDlomJli3/ZMviXLUPNjBnKNjaKOYtWQJeDu6WLNg+6kYn7dd9dh9MRwQAAoqDpO1PUoMvdnW590qYfdti86ZGWAAQfjwrm+iViQ18OgscFHkA0xIPtELfw6nvsEgF7TIMvgFOsXkK5ZgbN3JOKqB+9WkRc/bnUxlsujvcuYjAYn9xo3GfGVq/CoNYa1TY5zVqRx4HqlmBsm2ga7LOuLah/Dhg4hwPuUaNU2yLV1aicNk1X1j6gP6I+HxAOo/pHH/KPs8OVRRMxeRGiKwSJCwMIcRyyk/yU6EnIFlgum0uVB72Xqxfawm2S5tNo7EshPZUlkgWJM0BekJcJcQk0o1Ll7Amtt80yPTFIXPz3PF8sLap+u/lbnDg8rujYcOJJGA3gnP04vD7RllSDXv3Io2jUuKZt//C/KFoi+XV79toLeePGoW3ePFQ9ILnjtn73HXZetVJXF6A3cVdbzmnvh/FzuOWSSxDesgXJCG3ciJaA8RzMztkREkMAotiaX6oabzcV9k1adzK6v4CeBiEhAjti2vPYvW0NtSI/3KasRhpj9oDEt2TKbDUTeDwe0zRoMrmk8deSrO3thdVcJopWr2jQmW18jvol1fprkxfKEdjB2s5o0O19SuNlTGJwaAX0Af/6F5q//hqFRx2F5tdjJu9ZvEXRYPuNk7IdJE5n4s4sRP24/UecZramyae4Sq3RoMvnM9KgR5mUjZHmABwWV8QfO41HRW8O4YFlsG+pRKhJPaT5tWsMAJyx9HZRAE4bD0SAUA6buFcLARQw8x83Ex9H0qAbx7Uo8+nTYIrKvYhvC4QFeJzGS4pb6v0YaHZpYulnnCNGJmy/jL13H4Q3b4EQ0/hH/Dyy6WzidUrPQmswMwtc2eSKvmVY4XLiq0AjdtTzKPI6MKCY0nESqSMv8DptTpUGvdhVjG2t2zph7pmCgB5JIKATHU4tkwrWSEu+0w5pPEkmoLfNn6/bVvBXXDiOxpQVPosZp4RA+hp0K8K5THMgPuj+5+w9lc923i6lLuSiuPXgK/Fi8zzk/TwXgKRBT5fubeLOMZK1JdQz9kisI2M16HkBEc3bNqq0TtG2NoR37IgHfzKrlulsomLUonxAHVRnIIqiSphNmBYPBgK6SZnOJp3ImR1NMCJ1whw42Bihzt47bnptptxrCKiFE1tBAXqdeSZsxcVJUwOmjSgi2Nj+tU+tBj1T1jZmJu6Wn00D3/GEmMXuMcj/zmrQoy3WAsBEi/KxYExMSzpUyvhQtaRIlevbr0152SjikA8/R3GrCIEDnDapkTmnQWfa3SyEYGOa5wnG9zXMnGkaBNFlYHlh9P63hcwF2G31raYadNk3z5afB3vf5NoC9r0FACHCZ9XPpMgjta/ZnzyVTmciQsRCjxutPI+Xf/8fjn/iRxz88Hc5n12AyE1UJu5Mn13sLgYgjydG752JYqndJNOg67cn1KAbtYdj6qEgcZmB+T01TOwfIyFc4IHB1SLO/KQW2zbpLTIbP/wQ22+8EeHt23X7+BATGyUchu/331H30suqMpvOPgebL7hQFxhWDGbGB90qsgZ9QLEHp+09UNkez4UuoMFdiDtdeyn7NhaRgG4N2VQ9xfdI9ikWGAG9yAcUtwFCc7NSLrRxIyL19Yi0yDkmjc/PdlQRIdKlZO9c8aHuKGr8NTohzwxDDXo7ztmVhOeOQB6s3Xa3KuUh7/WaHtPHI5m/azXoKrKZNjVGqK39ArqsQZcF6UybuMuDilGaNcB80QMpatCV0koU99h/SQT9SGsAopj8XFFH/C1rHdlf+exnYiDJGvQJbT48UVWD6E/A6F8X4aYPo4iCkzToyEUBPU6zGAbPNI/VoPt++VX57B13YNK6KhulSZaf8blvS6BhrmsNm94Lnok/4hw40LAMi613iep7JJDd6UdhTEA3M0/MFZqYy7uxXopaLYrA2mQp8AjCANbEnU0FVewqBqAO7tUxpKFB72HzzlyileNQz2rQDSK1R3kOt78bxcSlIhZM1qdPrbjjTjR/mTytsBgKY/N55+u2+5ctg2/RIlROvVu1XatB1waHzTTyIq88psgogeJiPugVsUUwAKj0qse79tDNBXQp0a0jWA9EQ/CluJAuuy+KsapYjKL/maWXETUCelSI6rRkySHhrSPRDhRaLaMoivCH/RBEQTH/Zx8RbXdhRfj2+aQOMJuB93JFk28FdqKhMotmFrq017nUI5m/y7lgtVS0VuDj2iUAsnktRKSj9A4J0u/22CUT10yZuMsTM1nwly0J5PoVQd3UxD35cNESaolfe04bxT1WsUlEfhkhENFdv96TJ+vKRZm4BA17DY0fz3TN8lv8fw1NOMLnB2JzjFE7pB7VYc9RAZ3pL5qFMOysgG6SqbHXuecmrbaqWboiPpWAbv58NQfC5s+yM95POQYN0u0uPussuEbGzd/tvfuo9mdbQJc16E05rkGvYaKLVrZVAXwQgIj6ttxud09m5sqZeG7Zc53dDEOCQtzEnWf67AJnAYDYQm1HaoZN40Dpt8tWczKWfNC5bK6490QfdIkfvHEXG7fNbaxB54CSWGD2Xbaq96WSbtPMTUtVhgkSq9WgW/LaSMNyUh5DCtxqxYu8AHbEGMk6rMmVj+sOuxZTJtwMMQOZm3qED7ot4kPx5q9Q7TwDQDG8gQC4KAdEYi9WIADwdiAUjW8DEI4KEAQgEuUQFESwbtjRcBj2WKCCYOxBtAkihIgIiALAmFmGolEIgqAcs7FpIyJCBDYBUr0JiERERCMiEApL7TQiHIy1W5Qm10pHJpgfkyJCSFAm8IEM1ZnLCGEBAhNcKIwwAo74724INKDWX4s8Rx7awpJ5bjgsIBAMA2HpXghMZMcQH0LAZnzdRFGEz+dDdXU1iouLYTMwAc4UXUlAlzXoTpsTnM1a59rL3QuAtNobFaIqEz8A+McP/0BJ6yYcCGR3XI1pHW0lJYjW1ycprEZevPPavWgNt2YuzVqsHllzrg0SJ5/X9LIkGXDCQhhHvHcE8hx5mH3mbH0wPtkHPYkGXfDrB2vvgQeg7sUXVduijFVFSAzDvctIBFasVeWflzXoblnKdECKyAUpirts4h7M0UjfH+bnYV20Fbsx45KZgM67XHDvuisCf5lHjuVESWMeYcadRCbubYGwqYk774gHgHAM0mvQ88YdCM9ee6Hi9tsBAPY+vdVuXkEbsvkSFrrjPuiRqAC7UfaAHKCGubybAwuQP+pLCP4BqGp5BEByywSiYxFFEQ8ulAJZnTD8BAwq0C9OdSaqIHGMD3qhsxBAApepHLDg80fVQmCQfNA7Aek52G6349DlAvZeL+LPURHsv34jfthJwIGrGPdeTZfKBhxl03uyrO0HjKxQb9NqyA1bFQ6Ds9lQ89TTaHz/ffU+K0HiGARfau5DFU3Sc9m30K3aLmvQbXwU0uQCWNNrMADgwnFDcPXBA1A+I6VTqetv/6FdAObl7rt2JgCgeshxgN8G2BxAUyziXqtLmny21QBhJpWA3w5eBBp8QEsAqvQ2tnAYqK9Dvb8ORY3Sg8i3OmDj/IDNCTCBniIhF8RIFLZIBJzbjYo26enkRSCSxIqNtwtSHlp3CHCb5KyNhoGWmtgEmoMyQ7U5AWNFYspU+ariJrJp+Nd2FRoCDaoVQ7fdjaA7vrpb1Val02xGo1G43GEg0ASIAqqZwGY+hw+trlYkori4GH0t+HL2FOTVdLfNretjnUOGILR5M37ZWT1CyGZ8ANAWaVMmJTIr61difLZN3MW4Bp1zmUSxA2AvLzfcLk+wvA4v4M98kDjFxF2TZk2+3qbW5UlM3Nc2rEUwGkQwGpS06LJroDbNehINetQfhuiKn8vWpzcqnPrV+6g9XiYYDSq55mUfdEEUFAHdExNI7fkcIg2x/eBy2gd9udOJaaXSyryTmet4TAR0zuFQroEZHESsq1b3Q4lM3BNp0Nn8sIXHHofaJ55U7efzC1TuKLaS3ii95mpUPfgQACDclt1cF6w5Yksggl555u9iZ1LLZBoIoBocB9i8W7C+eTWA3MqY0tEsq1mGP2v/xHljzst+7BCLsC5Hb614C5P3mKy4VuUCrIDu5OPPfHmeNN5IllRZFsZVwr51H3StBj1sIdsS+aBnhwq7TckcctBKSVmy95/qMgIPBPKdcLdKz1xEiMBhk/pdMwF9UzmHkRWpXzMxHIZos6H2qad0+1INEhdtsi4Y5U+cgO0N0vxjQC914E5lLsXrB8nyQreS6rO9dH9JS869CxH91r6Nsg0fIXzRl0DvnYBnYz4Tl84GPMXA/x4HNv+kHLl8Tjm8AREvnWnDaT8LGL09/lCV3ngj5gxpwce/v4K7Z0oT3z7H7Ywi/gegZCRQv1Ypu+2vPRDcVIm+d98NccRgXP/F9QCkgHP3vZF48l04xI/S3VqA/acAO08xLlS/Efj6H4CrSFqUCDTGGrkLcPYb1i9VAu6fdT+q2yTnzs9O+ywjdeYy7y58Fz9v/1n5vnf53pg+frryffrX01HvV2tGH6ipxZj9/g9Y+CIQbsV1A+J+sSftdBImj9Gb6co4HI6sas5lupKfu6xBd9ldOnOpoR9+gPCOHXh+UG88u+xZvLtayruc58iDk3ciJITQFtIL6KLYQTYEsZPwTnOh4It7jsaUsE8SxBlkTXamTdy1QeKUle5YY+XrbSagc0k06H/VxTW3/rCfsTxUR3FPFmxO8IcgMpft22nH4P1fr8ezmnJhRkAPR8PgHDEBPabxZd1UvAZxIrbbbcj3rAGwL4I5GMV9tYvx8WZkaHfI5Am22wGHfkhfNJKDwAEHrJGOW6sR0O//YiUOH11mWGVLIGIeJI4xcXcNH4ah776DTWefo2yzFRaoUurZ+/RG3vhxEEUR1Q89LAVSzGJ/5LDx8Dpt8IWiaA6Ec1ZArzR535r82c8Vn+v8/cu/AwCGFQ7D+AHjO7k1Emz6z5mrZmJx1WJ8ePKHndgiNWwUd4fNgXdPfBciRGxtlmyQzS2ysvQuZirNWpp1ExaJ9ckVSRZ7AUmDzjPz1khbCxyFku+1Nu2nzKpBHObsxaPQJ+KIP0SMW2XtuRMjEQgmfaIYYV0htDv1QeK0edSXDOdw9D+fRl5BLwgADvr97xhcA1y/x9UYvtfZeP1xSRbQZtaIC+j631DkSd9VtdsJ6LUr8tDY7MagQ+oNA5vZon4pp7LbDbTGnCZcTul7qC6+DYBjWxR8GNgRsiFcD/AV8Y7N0daKZrEZB323HXxsNcjZXAa3fSvgLVDVw1eWga+ogMtmQ5stioqQpEHPD4iqOo2w57XB3doERNukNhoW4qTzRdukDstXJ20v6G1+TIrUR+qVdtscNmWVrLvSGG1Ufi8ADI4Mhpu5ljXhGlSHqlXH+PzVcCMA+LYDwWZcvb0ed8Q0YC1ii+p4IjmyJkDSoKsHblt+PmyjRsEt74/htDmR78xHfaAerWG9xUJUjHZQHvTYwmCCeAIvb/ovIl4nbtrvJtV2xcQ9JrhnwsT9+y3fY2HFQgDxNGuyoK5o0JOZuCfxQd/ctFn57Iv44NRq0OUgcRY06CiQCjsHlOK57e/BY5CPK8JUExJCcQ26oF5wAAC3HCiUkcM5EVid/wGAvXJPgy6KqGMmPi5GQD/1V+M7JGnQ9c9bZS8gL3YpOBF45vt1qv1rq1sRFUTYNBYSf25vwtzV1bjNVIOuFnhdo0ervvMFBeBd8Rtn61UCjudRfOqpqH7oYYR9dkR9AWRzWbLQ7YAvFM1pP/StBpM7AGjuAa5kiWDjiDQErQVs7QhYAR0A1jSs6aSWGMNq0AFgl967AAB2tO4AEOvvs60ZtnKsgXCdMM2aWZ3kg54VqpKM04CkQecZd95wUxM8hSWomDYNoU2bDY8RAWzoxwHgsO9a63Mb36JFqLr/AeN2pKhBFzSLB9VFQPFBhygCd3QZh419Aew6Ct+ujfc9WgFdmUvZsiOg56ZTVhrUrShAW4UbLdtik/YUAlSwiALgivXDfhd0poNCIIBKXyV22yQyx8hR5TQ3Kzb54xwOVSREK0GXUnr3s7iayDPaM6Nojt0Nnfm6RkgyWvzZU16Vi93/k1vbcFVji+HxXZXWUCu+3vi1YU7MTKNo0G0ugNGgFxx5hKqcEkkTgIN3IM+RJ7XVQEAHOmY4VUzcTTToC0ZJz8/axrW6ffIEK1Ma9B2tO3Dt99cqGm6tBl2JLRFJrEFPJqCz19sf8cf7I22QOG3/qFnEEPyh+PWLCakBJxDWzBdCTJesMnEXmDYAcAtCfKBjTq2kLuOE3BPQAdQxlgZeC/Il53CizxTJSqfpgMPwxxDpem84eKhyTzmI2FCrd5Vq9Om1HVe+/Rs4iKYPBF+otk7RLkbx+fmwl5WBc7vBeTyIFEkLTrbiYvAxF4ZIfWPyH5YG+Ywfeq5iJqC3hlINJNu9WFW/SvnM9vGdjVZAzzVYDTqLkhXELIp7thass6lBpyjvWUB6DvwWgpzZeTvsTMyYcEsTos3NaHznXfh+/dXwmOVD4/csksLq7Pbrb0Ckqkq1ra1IWoSKqqy8THzQmWdJDKrHuz08Oxn2MUMLh6KFGTvG7aROFSoHieN5/RyNBPQECFGu3cI5AESCMf9MDmj1ALxGQI/4faiq34q+jfFtZnnQxVgAIs5hVyaNZd4y7Fq6W9J25MriHOt31RHCWWejDaSiFZK0htI/bd6GIoP7L/c/mTJT7mz++eM/cfO8m3H3z8mDeqSL7I/msrmUuUPRfoPhGDBAVY615nDwDuQ78gFIiwlGiCZyYkaRNehOteq35NJLMOyTjzHjVHWANhY2SByQfpq1rS3q8Kry9Uo1SByXxAddDpYISH1EXB7XZEDQZMAY+d0c7DTrG/R7SAq8JPiZ1F6xwF4ix+GS620YMWe2chz7joaiIb2AHosn4mbPbyigi3h+3vqEv60zqGOCmrkMHoGlwzjMGRd3j+AcduSNH48R837A2im34P6zXJh8jQ0nTfw/RsY2vrt1bXoBfWu9dP3k69l32l0oufSSeJtGjkQ4GlZMZzmNi46toACcw4Gd5s3FDTcUYMLHRyvCjTIEJwmSmi6emA9gMCwgEhVQ05J7Qu82EwE9GM1tQTDbyBpfwDgHc2cRipoEgcgBBFFQ3jFZgy4jC+gdryxovw/61NLeFqbAJKRnAytK6YML9gYY97BIS3PCoLhzn5uEpnzGNc2KgC7LXgZR4d8aLz3rTWJqdljaqPEl1er+5a3j38KMI2YgHCjFE3MkJcq1E0bqfModvDyX0reNBHRLWOgcRL3mOxpLAdPslSaHvMacL+Jvg31zBVRjq3K8dkIqC+gORbj12r2WcovHm5Som9L7WCQ/JjXYAbIl3P3zs2oF6kRCkp2zo1DVecSvOx+7gbkioKfrgT1321wAwNebvs5AaxIjC4ysBt1WoLd1ZnO9OmwO5DslAZ0VGFkUYSVbErooxgOXOzVaRbcH7jFjEE0QlV6rQTeNumsRrdmg7BKg5EGH2sTdrFsKCGGc9ulpeGTRI4b7WQ26yspGEYTl6K7qd8leWgrn4MFw7bQTACBqoEEHgKCTg71fP+U7x9QTFuI+6Iiq2+MxEdDjcV0E/Lm92VCL3HmI2Oww9kGXqewFuHvFg1PJGmxHWRn8URGCTUBTPgenzRkfIZjfv0u/uAa8rlX9232xyO4c4j79vDcPnt3ii8quUSNx5ewrcfzHx2P+9vm69nExl56Am8c2sR4toRZU+2JuQbHFnlRS8bQHt0N6xv3hKKa8+Rv2u382lm/LUOTUDNFk8r7lsiDYEbSE4vOMXBLQc1mDzj4zOgGdZ12ajMa+5NGvrcMcm4IGXRvFHQCqlDHAoD1WTODToScGiZPnrJAUlIkILlio+l5/0eVonvWtYVm+qAh1bvW7k0yDznu9sBVI6QFtxcW6/bKAb1dNvzX3w4IPur1WPSbsWbonJgyegKcZd7DSfL01pKx15wyCxJGAnkUiAenON0rWsrBpNGH+tma469UCgBw9WPuAyPn7OHtcg+6xe5KmG5IOzo3VQXaSb6aZ7E4IsYnjCcNPAJBYQC90FpgutciiY7pCVqboSkHiFAHd7ooHGjPQ4mo16LKJu9lCUkcGidOa/WpN3uUFk6Zgk/J75Qkga+IeioYwe/Ns0/zuidD6b7rtkuAkLxDqTNxN6plb8zvWNa7DmyvexIamDQCAbzd/i6M+OApLqpeoLGskE3flR0rnkzXqTHTX4jPPVD7zedJ9EwLhuAWCXT1EcTwPz75jAQArdslXthuZuH+z6RsAwKhQ/Hzsayhr0LnY6neWlbkpERaiWM8s7jg1MoEAYO0ADnUj+gA2G+ylpXAwixe+YFT5XU7eaTiM8Dyw39BeAIB6jQa9ujk+gVEWSxx2uEaPUUzW88aNw4LKBQCgBGlkkV0o2LFD0d51kAZd1ngEwlF8t0paHDjpqZ9wytPzUdva+dp0URQRMBk8wtHcNcvvCHQuMzlCOIctG5RFVrTDxD1rWJ/DGi1K2XPFjLSHIYiAiXFPQmr+/W/D7bzXq1p0A4BIkvS5A595WplD2UpKVPsCN05SBPRUp9dsALsoBzRdc45huTwXk6bQQOBWgsSRBj11RAEmq3da83e95jvily5Nk1cqZ3eoBfRfN8yFvVUTxEXQ1wNoNOgxzZLX4bXmg65UkuBN0eQZtnRMCoSiIZVGTPuSdUdkraKcpiSRBrzAWaDewFx3WYOerplyNrhl3i052S4ZWVB18s64+4iBgM5q0J28UxHQTV0xshlTJlaxrHXUCuRagV2EiMZAIw5+52Cc8skpAOK/WxakAeDx3x/HDXNvwFVzrkq5NXX+OtV3rQYdACbPmowftv0gtYm5xO7+8TYITHclt/XGuTeisq0SN/1wk2pC3RxqjkeJ1/RPrIl733vimRHklFxCMJ7ay2gRc8jrr2Pkz/Px47j4e6c1ca9orcA7q94BAJzdzPRXjEAYj+siC+i5MxHcGqhFhOnPHZrXdPJ1Nvy4G4+Nowow6uf52GnObPCeeACbtnB8ou6wORgNevw3CgJQEotsXt+mFlarY6bgQ0rc8WfZ4YBr+DCM/OknjPrpRzgHxnN0J+pHWOFKtmqJx3XK7sKlbOLuD6v772VbG/HBb9uyem4rhARzLXkua2o7AtKgp44s4No4m86nVmXibtTXmWoe2wF7rKmrqX4Tu8DACbImN5FPGjuXpyBxmSH2eyLWF1Ya8pOX5T0eAwHduOzQDz/A6KVLkHfggcq4LgSYPsBux5YjxyjHW8qDzjyHQkyDvmWoFxf+w4boYfsZtqPQHZ+vFbj1PuryO2UkoBsJ9KnSbQX0ioXFWHv3N4i0pd6Ztu5woWKhpFlojmnQtQL62F9qccEnam2WYq6n87mMC+isBj1ZXmGDqjqFyrZK1ffmUHMntaTjkLWKso9JIr+tQq2AziD3PzmjQWc6r682foVlNcs6sTWJka+5nY+nYzLKhavSoNscisBuNpHqkCBx8pjgUvcbuqBxIrC4ajEAYHvrdgBxDQ1rovjR2o8AAH/U/JFyW5ZUL1F9lwV/VkD/teJXRQvKCuisxUKiBcWWUIvKpeChhQ/F69E8+qwGnb2fioApiPGorHb9OTmbDfaSEtWkXZ1mDVjdsBoRMYJhUeBgf3whlX2NFas0LvcE9LqI2jpLa+LeEls49odCsBUVYXVdAPvfPxszF2wBAPhCGlNXg6FGEEVFQG/0qd+VqmbpmvUpcMef5ViEeFt+nmLtIJNoAdNIQFcWazpIg+4P6dtntzD+Zhut+wlLLguCqRIRIpj09STc9+t9lo9RadDDJKBbQVakaM3bgbiJe6642xkhj31j1wp447Eoxq8Qup3421UwsNo2huOwblBya+BUBHRbfj74mIuUrNQQ2hiFSzSKxmBjXEBPZouvQYxZ1YXtHMIOTqXkYWkOxAfew0bpU5Eqi2CaIHEHDi/RZUVpD91WQIfIIdoaRNPv1fp9Zit6sZnI1nnxSH2+WD/ndCZPkWXmLy4L6LDHfdA9dg94zoqJu3GdJoUsbk+NHW07VN97ggZdFg5lMzGtWRgbP0Cba5vFlmM+6FrYFetcQ9bK2ThbfCJv8O5qo7jLAruZVi/rQeJEUXn1tHnQjTTorFmfKIpKu1kNensnhXX+OkUzLiNP3owWO6Q2Me1lBXRNVFe23TzH63z+I9rrrPigG/8WVgMshKVzcTbzIYoV/FQm7lGgISCZ9Q8Q1LIp+xoqQeJivziH5HM0aTJl2EwmS2trGiGKIv7x3jJUtwRx+8fLAQA+JgiOk3fGfQlZDboowhm7vmFNHnhZg16a71IcEbWZTFgSLWCy90kWIOJB4jpIg24goOdCZPdEAnouWzelytLqpfit6jdDVwgzupIGPVdcx+R+r8RdotunDhKXbc2wahQxKaPfLluU3PqBAFcEuP5TgQlWZhq+NLabfNAzCW+x+7H36YM2b/sEdLMgcew8SY7jI7Qx84vYPCnSXhP3mAZdPt4sS0RLQHrX7z5pF0OBW/FBZzToMycfgJmXHZhag0zovgK6gvkkNBpK/mLLqXzsDgs5rM180A006F67VRP3VFZhsqMRqGitUH3vCQK6rPFWBHRmsrSpaROqfPF0DwXOfPXBzECiCOg5kmZNO5HIJc2EFnlRxMbb4u+UkQ86H+/MXTaXshqafIKbvYFViUKuzYOuab8IUWXmGhEjOh90oP2TdSOfdUWDbtL9q/yVVdp0dXnWkoYHr09rp7U8VEzcjQV0zulUIrbKfbM2MjgLu0AQEkLKsaIA1AekSLIlURHREIdomJOEc2Ygl9NogpPezWgOOaE3agR03qRtjX4/Ln/zN6yoiN8LURRVGnTWF5UDK6ADjpiAHoqq6/fFhNd8l41x1zA32TPyaxVEAX/V/aUOHii7nXSQgC4HiTPyN28JdL4AnGiBNCpGIOTQM5kOrJWT1UVhNtZNLgnoRn7SiVwVOhLZnam3p7dunyKgmyoLsvOsRYOCZRmWa/HBEY4XbvTqDLA0B3S+FUxX4q0Vb+HzDZ8nLhS7WbxFrTRfUAAxwUK6DJfnRVNIPR8x06CrFBkxyy1osr9ExWjch51tq5UgcbEFbEW+MxHQZQ16gdt47DMS0AeXeMFnyDord5JLZpEwgCd7FWPPYBCvFBXCufBeXP1bf3g/6odBh9YhLl7JWjpRmaWGY1fIpp1oGyAa+KCLIpRJCOd0KHke3Xa3TiNlWKeo/ZCokHZ70uotoUTejdETBXR2ULtr/l2qsr1cvUzrsSG3NehtGlPaVJizZQ4mDJ6QwdaoYU3c5XfLSOvLdq5FriJlMmimdRa0gmM2iPXXWg26Nv+mKKo16KFoyDBNTnufH6PJsJEPuqpNJibuombQufOnO5XPETGiW0RQLBU0Qob2mqj2eb0QmpsVDTosCuiSibsjdr64gH7Q9wLWLJWCpzkL1O37z4tRnPVPO+QHIZdM3Bs11gg2kYPRA8vzUcxaoc4Nu9c936I5XIf8kQAHHjbOpjzzbBT3+07dDT+sqQGg16CHYt8dNi4eDyAVDbrNhqnzp+LT9Z/iiEFHKJt1Ju5ZvuZup/T81BgI6M3+zjdVTih4chG89NMGHDyiFLv0N7fS6gqwfVlzsBml3tKkx7BBPnNJQDcaV3xhn6FZeUdTF5AEdEMNOs9o0LOtGY4d6693YNM7q1E0rAj9D9AsFmvG8rpXX8Okh+dgErNtex9gQDINeVINezp0Hx/0zc2b8fCihwEAJw4/MWFZEQBvJc8aAL4gH4IVAd3tUcZlGdM0a+xYY9KMqBCNH5/i9EjWoIdjgWiSadCN/M9Vx3HxBjgtXAur9AANOvBuYQFeLS7E9eWl+MPtwuKGlfC+K0X4rVpSCO0LxvYb4dgKjTbNmiEGPuis6QVntyuTWAfvsKZBT+Xdz9JqonaSr9OUdUNkgUgJEsdMQFntOQDkO9T+mOz9lwNR5YqArvWFTyen/fXfX59maxIjXzM7Z4+/BwbvDKtBL3QWKp2mqda5AwR0UcmDrhXQ1SatIkTVAlgwGjTNY9seDAV0OYq7lf6CEcrDmmd4/o54ai12Ai2/M6LmOsvCfu8pU+DeZReU33GH/nQxM/doSDZxNx7BRVFteRASQiofdNnUc9jS+E0OtRgMsqIYj+KeG2EiAACNmnRDnMmzyvP6fqXJH4a8QmTjbOB5XjfJ+deZe+LA4b0VDbpOQI/IC5Rc3L/Pbr5Ire3fOLsdn67/FADw/dbvle26IHEdZOLORqWXaQ5YF9DrWoNZWUxojgU+chppyrkoHvhyFY5/4seMn7ejYccdqwv8XcnEvS3chi3NWzrdP10W0K1o0P1ZCirMUvunFJ+naWNekpJA9cMP648v5JLk4yYNulUag40WS4qIQh+Y1AxbfgFEe/L7EMl36eaf5hr0+Lwp2tCo2z/41VdiGvTYBpW230KQuJiFWSipgC5r0E0EdMV3PT7+OUhAT43lLnPhWmDf/lj+YjbggKxB52zxG9QctzxVYeSDztbFORyK0GDn7ZYE9NTyoFvdnhqypkqeePcEAV2rQa/x1+C/q/4LAEqUcBntdxY+x0zctRMIX6T9Anq2UXzQeZsSfdtI6avToPOJNehZX+9mfNA5zcKeEFAL6E3BJjz/x/PK91A0pFrEMwteYoYv7MOahjXKd6Nr0F4NegjJR2yv3assLIhKIDB1GXvv3hj20YcoueDvuuNlAV0Iyybuxm3ULr5ofdDrg/VGh+ngAHid0rlySoOuNXE3aZpgdk9iK/o2zg4evC4P+pi+0sTZGVuA1groQVlAt/OWNOg66wm78cxLsdhRrCuybeIeE9Bb2m/i/r9lOzD2vtn4z+y1GW0bADQEpOuRb+hEGd8WiebQ6lE7YMc/1jXmjb/ewNmfn43FlYt15dngtLk0Thn1qZ+s+wQnfHwC/jH3H53QojiyibuRBl0eJ+sCdXh7zfvYf+ggPFlclKC29H3Q5X7cGAuRv0XVbDpxPeSDnhB2gTFZ0OIoBzisTlltPPxi8oWpgEc/JkRMhhR5sR2AKiUaAAx58w3kjRuHqBiNy2cp+6BbE9Dl4KmFSUzc2QVqh0Fg2/bS7QV0UQAaEwjCYpRTvWA1y9URuWUTCvaBqdcE7ZZlfMM86BoNuty5O3iHJRP31MjOaqKsqSp0SWZ2iQLbdBe0UdwB4IEFD6Al1AKvw6sqm6/5zg4kcg7PsBDG1PlT8fbKt7PTYAv4I35lhV1GG9grl1AFiVNCSevfGRsTbLHIVZRUg571IHGIC6WcZnGQ96oXc9Y1rlN9ZzXodt6umCWy/Pu3f5tq8ybPmoy/ffY3LKpcpNSnxWWXBGhzH3SmH2EE9KAFP/h8R76ksQX0al8LGns51ZqiQWcEPXZBQevzyaZZgwC0BC264YgAx+deFPemiDUNumgioHOygM7bwXO88szLPuhD+0jPoV32QY+oTyCbuDttnKk1CIs/4lc/kyaWD7LFjrLw00Ea9BpGQH/kjD0AWNegy4H3npiTBQHdL/W/Bcx1iPs1xu/t5vrcEVDbAxujYPov01Hrr0UwGsSjix/FiroVirWFTEVbhUoQziWlgFEedHmRlbUW6QzkxY8ip17wZvvPh5Y+AQB4oRdbLvP9XzSFVF1G8AKTZs0I8kFvFwktOkURUXBwRKw9D2IwBD+S96VtBgaBERMRiF0MFv2asdAZdztVjtcoWtUNNPBBjwn9wQQCeiAcVWKXDCg21soaCuhJcrunQrcX0IVQFI0JTA5Ejf1M3Qq19C2bUPCMeV9NkfqYzw+QNUX6yYaioXc4VCbudt4O3mDyLePdb59YAzu/A5I16HKnn0vmZtlCMXG3qSelNf4a5Nk1GnS7NkhcHFnztbhqMT5e9zEeWvhQZhtqEVEUMeG9CRk1cc828j1gNehGYzX7PBY4C5RFlc4MEtcQWzT4uWaRanuvs89KeFwwGlQmgA7eoVp8kHn1z1d1qdMA6Tr8USulYZu3bZ5SnxZZg25k4j5h8AR1/F2mTMDCIJznzFParNegJ+/LOK9agw6m7+bAYUn1EgSjQV2gJnWaNc7ywhMHgOdzzwe9TXPftClvxGgsaClnMtGKbXfbHeA4jnE3kH5jvku6VslM3B12Xllk1mrQ2b5kU/MmXDnnyvhOEw26rr/JchA0bR708Tv1xogyqb+ua7UW2CsSzV4bmwPS9WAFdMW1hbm3m2pzdyHVCmxfvK5xHY547wjM+G2Gso0NCAcAW1q2qL5r93cmuRxdPxiR+g02A4hMqtZYmUCJJWKEBeHaJiQJEmexHkLdXyfToIdT0KCLoRCiFhJStbj0/Wir2/jesa5tcs5yZV8sdW1UiJu4p65Bl+oMxcZ+VhEns61Bmlfmu+wo9ibWoAuMBYHDUvBva3R/AT0soDGBICwJ0PrgbjJylD8+En8CqplFx1mHFyoPWcQXgq/GCZF9EWJLPLLpJqsdM5ogD3j8cey8aiWKjjtKalEqQeI4DqEWINBoT35MCsht7okadK2AXuur1ZUdVbyTegNz3e3ZN6i2xI62HaqgOzK5vNgiC+gO3qFcUyOTZ3bS7+Ad1k3cs3ZrRKyLBSz7pe43ZWvx2WcrGmIzNjdvRqVPMu108A5DDTpgLHj/Wfun8nlQwSAAxhGHjfKgyxQ6C03XBEMWIrHk2VkBPbZRv4BtCu/RaNCZgToqRnHhVxfizRVv6n5XUGBM3AXrwQ85EeA5WUC3dEiH0CZoBHRNX9628WoAcS3rhDHqHK3n7j8AQMwKg7Mp92JgsQczLztAKSebuEcEYwHdycd90DmND7r2HszfHo9JYBbVVw6SKs88xFTz46SIHCROpsBtx059JAG9oimgBAFKBHtt2oIRPP39OqyrzozA2ByMTQINBXTmvAZp4roSRhq7t1a+pXzW+qVXtUlxXgbkS89xLmnQjfrUXCEomAvoZmOJgqnmsR2IVkzck2MTYJgiMk4i3+NMkEODQpqwQnlil0tZg26tXjEYNNWEswQ8+kJNjK7LOXSo8YFRTXwTVoOupCHnErgD633Q5SjuQZveUlZma4M0rxzYy2Mar8dIg56pCO5ADxDQxZCAhkRO+8xsVIjoJwvyCo3bF39aG/Pjx3jziiHEqm9buh2b5/RB0yrG1yNm4iML6Kx/qdEEWRFA2rkKs/59FzZ+XYZIMHO3VtboyRr0XPIHyxamArq/VhFqR/cajRmHz8Co4hGm9Rjdhc7Imfp71e8AgKGFQ/Hy0S9jpyJpUSGXNehW86Dna9LcWTVxzyaOWFeiCoJioeO+ce6NqPVLi0AOm7EGHTCOe1DRFk+HKC9OyIJ8ubdc2afkQTeQmL0Or3p4Y4qYmbgfO/TYeLucecpEUOtKYCUonc7E3cBU+s0VbxqbuDNB4qw+15wIcIqAnjuTMZ9GCND5oIvq6LHFXnU/5YrNN+RxRj68NN+F8SP6KOUcjIl7IByfZMgCusthi1tAMJlMtEH6tGzobTwBlPtO5VnI8qpIsUc98SpwO1DkdaBvoSTArKlK7goRZjToL/64AY9+sxoT//1DRtrXHJQWkjzMdZDHHNbEPdDVBfQkMVjYAFaCKOC3KmlhUw521hZuy5lc48kCwXVmvBlZg66dtwDmMUeyQUSI4Os8L6KJNOgxjFwGZCxp0HMEASkHE+9QRFWKzcz5oDuHDjUN9sbiK9ErJ1gBXYxYWxHgnIwGnX28UugeZK28LKAbmbhvq5cFdHOlimyVImQpCHS3F9CFUBRPVtVYKhv16y9yyC4JYkXB+BMYcsYnmoP7jNBFmWxeH3/4RY2AzmrQDX1AY5NbJYBcCkHi2NXKiJ9Pcox1eqIPujaKu0yNv0bRzt24742YMCRxmjGbwaTCah7YTLKtdRsAYN+++2L/fvvjol0vApBemrVswwroigbdQMidOHgizhl9Dh499FEASK5Bz3YUd1GEIzapZ9OIyDEnrE7gZO2nEUYDLBtUSX7GZG3Prr13xQnDT8B5Y85jfFw5nZDu5J2aPOiMD7pBIJjnj3pelWov35Ef16DLGxUNenIB3TlooPT7lDRr+j5yfP/xukldOBpWBYlTBPQkVp0c4jlMcykPequmj9CZ8ImybV8UgIgCtx1H7xJfhHE64poBDhyzWKL+jbKAPntlFXa9+xt8/scOAIwPOgfIqzRywMPKtkpMfH8i/vPbf3TtvuNCG37YjcMjE401nsrYYZKCL9P0zlf333I03lGxIHnJNOHaZ2JtVWY1ua0xDbqbuS/yAprXBRwwTAr2FYjk8tQ/OcmymLD5kT9c+6Hik17ikn6/IAo5oxhIJqBbj5adeeR+X3ZjYjELhGVO+9/Nd9a8j5vL+miia2vh8MZfb+DAmQdKCzIGqYx5ARASpV3hOMQ7k3Y31xwrdYqS6Hte/3L8bUDfnBXSVRr0JO9jFBxsSX7IkJlvo+iUk1H+z9sQTSBJFp54IkouuQT1I6TUiocNPAxjy8fiun2uQ5CRpaIt1uLGcE6H8hvCzCOtdVc2ODJe1i+NQ4HYI2fk/rE1ZuI+qMQkKjiYeCFaH7QM0e0F9GC1D0M28JZMxIWgsQb92n2uRbQpPoBEXfGOZHDpCN3DyfaDigY9phlSpVkzmLDGNejSvrZKN0ItFpanALDWyrw9c72VPMkvcEqTGsVMsRsjd2YFzgLVYFfnr1Mm/3Etpvpai6KIlm1uhFptMLpzHbXAsbR6qeKr3BxUB48pdEqLLU3BJuODcwDWBz2RBt3G23DHgXfg2GGSJjepBl3zfzaQNeiqPJ+xRTerKfcSmbgb/TbZLBSIv7PyhM1ld+GhQx7CPw/4p+oYrVZFDiBnREDUa0y9dq8qYnCeQ2/inooVs2vUKNV30SDgCgdOWTRU7rUYgWiXF0DiQalM1jeYE8R90HNEQQdAb+KuFdDFmIDOcSKcvb/HUv+zOP/wCMAFY9vjmgE2SJz2qbcz1zcqiLh6ptRfKBp05lmVLRRe/+t1VPur8cGaD3TtXjuAw9Mn2dBQYDxZUoSXDkqz1jtP/TwXxKLxDo5NumQ/QzM+XrJd9X1gr/hkrS2Yvi9yrV9SHvRiYgDI2s/Dx/RWghOx1g1dkWR+2+w49M6qd5TPBc4CpT+xmp4t2yQT0LW5njsSpb83SNFpttgbAfCN14PKcLPh/vbwU8Uvum1G/eujix9FSAhh2s/TwBsEoVSZuHcC4TYO9Wu9SefgAY7DXy4X1jud2GESf6OzsaxBF0WEOePMIS8fHZ8vePfZB/0ffhj20tKEPuj9H34I5bfcjGBszO6X1w+vHfsaTt7pZFU5ocnaXJSP+aALoqDS3Cs/yYKrhuCT5vBBWUA3WLzaGtOgD0qkQY8dV1Zoxwm798NNR48yLdseur+AXtmGhnm9sPf65LMvIWCsQbdzdjiHD1O2NdnjE9XS4oGKibsMq3SVBXQ5+JFKg25kcqREQI7vW/9FuaUFBpU7sYiMzTjlyXBPChInd2AeuwdvHv8mDhlwCABpcUL+/V678Yvbut2JbT+VYP3n5YYa9I5Y4AhGg7jgqwtw4VcXwhf2KdFdZSuIYncxAGnCHBbCaQvqoihm3DdP1jRLPuixjRbMxJMGiUvo05YJRNhjg4Wqb+Bkf19rE/tEadaMhHzZdx0wENBNcqprFwkLHAUqDfp6xAVFWYM+MH+gss1td+sFdNnEnddoNixo0F0jR6q+CwYCekSMKL8v3xF3b4goCyDxY5J5CnEAeDkPeo5I6FEhCr9GCGAnS6uLB8VN3AG4ymZhfeAHXP39ZHgGvQEA6mCkjIm7VmPt1FgoyEHVgjGNrZMxMJUtFNLJ9by8djneX/M+Y+KeXQG9JE+jQY8FxxtQLPXdyQT0dxaqg5XJadsAYHNdehpdURSxsnYTAGAQY97p4qV3NSyEFR/6B75chZd/2pjW+TqTZIuS/ogfoWgIP23/SZUm0mlzKi5MuZJxhH3+Wdchmc7U9Cfq781M3G8t7Y2bykvxUKXGbSON/tDJO8Bp+hrdI8CMBw6bwzBLhE0Q4z2QWXuUejLff+/4yYmq34qx9Ud92ro4ourMYo7mZmct9yxp0A26Zm0GK5lEPuiym5o8ZsvPpvZ59O6/v+HxjgED1PXFBPSIEIHAc8oCzgZe//yYIcQiwycU0GM+6IMMTPNlWB/0p8/fB1cfOdK0bHvo9gK6zIgdyU3Eo0YadDsHG29D6TXXoPdll2LYxx+hslf8BXR68/QCupEG3aPWoCcT0I18L5PByn2ZnGvK5qSsiXuu+INlC7kD4zkeY0rGYM/SPQFInYw8UVDSrWmuhb86/gB0lgadPUdzqFkRwOVFll6uXgCk1f7rv78eh793OLY2b035PM8sfQZP/P4E9nhjDxz9wdEZ9WmXtaAqE3cLQp7caXZekLh4WizWukY2z2dTDiUiVQ36hsYNymd5MNQOikbnkBlTMgYHDzxYJaCvFePPUTDW7mJXsbLNY/eg1FuqfC/1lOqDxMlYmLfYiopU30MGNykqRJXfxfriy6v4sjLSbXODsyW+yZwI5Wbliom70QRffp7aXC7ce8CkuIm7BnveegBAKNZn2zmNBt3ExF1GjlarRHFnNC3yBDp1U1k19/xyD5O6OLsCulOTkzYSu8eyJnxbQ+L+qqxQ/d40+eN9SlsoPQ36h0vXwe+ULBYGhuN1jS0fCyAmoDPauHs/XwFfKIKTn/oJN7+/LK1zdzRW3HqqfFW4cvaVqm123q4swuWKBp39LTNPmIkhhUNU+zsziJw87htZQpm9t7PypT50Tsv6jLXDZXPCo7kMYgJVuIN3GGZ+UJu4G5FdYdhXFRMum42jeMsIJp9zCXbOkNgHXUSU0aDnjSlD78svx5C33sTikRzeP5jDB1fuojpCZ+JuME+TFX2yhZA8T7jrAhtKpkzGoBeeR59rr8GgF55XHTf41VdQcvHF6HPN1eh77z3g3ZJFqzxHl7XolcpcKXmQOFlAD8RkeqN3Y0ej9C6xVlNakllrpkvH513oJAIuDhBFHPGHiM1lxi+1EDTQoNskIc1WUICym24CAGz/Ob4/2tSkN3F3MqYkUWMfdNk3UIsimOse8OQLDGrFNhudPj2UKO4xs+ioGEVYCBsGIukuyB2Y3InIv7Ul1KKsUhvlGgUAjnEvsNfagH7q/R3hg84Kp6FoyFSD3hJqUVJy/Vr5KwYVDkrpPM8ue1b5XBeow6r6VdinfJ90mq4gT4RUJu4WNOhyp7mwciHCQlgRQuXFg6wHiRNFRQ5S9Q2xBTmrnXkiH3TtCnhTsEmJMwDEnzH5f7N31WVzKRYhzx/1PNpCbWptABskLqZBL3LHn3u3zY0iVxEeOuQhVLRV4Lwx5+GbTd8AMJioWFhckVfHZUIGvl1RMaoM9l6HV/KxhoiIki4N8X184kk9JwK8kgc9afM6BHkB0C6KiMSumTxZmrf7XqjzxK6/yJkmSB9Z7gV2GGjQNcUdGgG2KBZULShHcVc8KkVlbJLdZdIhnge9Yy96a1B6hgfEJl3bk2jQq5vVfbWcFxdI3+z803WfKJ8HRCKYtWU7qi7/DjtapTgAkWgEbof6/vyyvg5/bGvCH9uacP1Ro0zz8+YaVhYlNzVt0m1z8A7FtS5XIrnLfe+Fu1yIMm+ZLgJ0oqBn2UZeHDDyQTcbS2R627SawjQ06DYndt+kPr5uVT4gAoWD/XD3ikAWrkuaRRy0sgFim36xTGvi7q91oLXCjcIhfrRVuIDwJnBCBB6/XRXHIVNwNkB+dP31DnhKpHsb9vFo2epB0XAfbKKIcIjDcYsE/LQr16km+YmwLqADEXBKak/eYUPZDdcDAMS/OLx/iA3njhmrKq8zcec43WCjnYvICsrVAzmUXHANeN6B0quu0rXFOXgwym+9Rbddfg/DNsAZAQr/dCE0PAinPn6uinBFBQJ/SOloAw6gb15f3bshCCIafdK71DvPXM6RLRzTsSpLRI/RoPudwJ4bRFz5pYCHXlMPrHL+ckMNuk2/unL7IXcrn+1lZbogcbyDEdDlNGve1DToSJYSw4CIn2lIBvsqJQ+6Kz4x7+5m7nIHJt8juVOp8kl+vg7eYeqDztvjz5H782Jd3R1x7dhVfF/Ep0yq5UWWQmehboGoxmctmGIitBHV08EwSJyFSLTshOnFP15UPrNB1LINFxulVdY1sgm2gTapzFum22aWBx3QDwhrG9Ya7k+mQWefAbfNLVkosN0IOzmK1cmalcvpfE4YfgIu2/0yeB1eXRR35VztEdANEpxGhAj+t/5/AKSgdvK7GZGjsceuvdfuTbomIAWJk33Qc0NClxeSvIz5tyygC6rn30QjdsOh6FMg5zmX86BLF0KrsXZoXAjWVrdi/rraeJC42CSIPa2cZSAtOsgHHQAe+dseyudDR0rWHmUF0nNW2xpKeN+rWtTWTmoBPb221wbi13GncBj9olHsVbaXygLI41C///d8vkL5/MPq9PvrjsKKBn1T8ybdNqfNqfQ3uZILXVk4jvXNWgE9UXaDbCO7zxktyCYT0PMzqHBx2Vz4x8fq96NuRQHqVhagYlGxavs9b0Vx1CdbFb9gFpuoXujd8kNv1P5VgA1flqFqSRGqPlyOyo9XYuPX+vEzE7AuUptmxS3FtnzfB1VLilC9RJpP1c/vhYtnC7jpw2jOJmYLM0FeE5q4izENunzhGaXIi0e/iFNHnIpr975WdYjOxN1Ig66Zi7DPY7IFAyPk91CO8+Nc6cH6L8qS+qBvufgS5XPQweGEYSfo5iYtwYiydlzoMbeekOc62crc0GM06H4nMLTaZGfM/0sIGDwknN5X4sxRZ8L/wS7wL12K/COOgPCN+hBWtlaiuFv0QRcDUgerjVYtRhMY+sQewKhfVG/KsA+6x+6BnbMjIkYQiARUAnt3QwlQphmEZSGvxF1iLnAkUdF2hAadFdDbwm1KlFxZQLfzdhS6ClW+59tatiFd2tPRmiHfAztvb5cGHZAiAl+1l7QqK9+7eF7VjDVVQ3xWwa6mKybuBhr0EcUjUO1Td1AOm7mJu3ZA0JpFa33QrVi7uO1u8ByvajN7ieR+gNXOeOx6DZ6pibsFtIGCArx+4AtEA/hhg+QvuaFpA5w2J4LRoGLqJnd7igtKIsTci+IuawrzRBEHtPnwbZ4XfWKvs8j0OTzsEKBfuR9VXoBV62PmhLxTlQdd+wu1PuhRQcT5Ly1Qop3b5QeZcYLPSBAsk6jy2eCs/QZhws5l2FTnw9ghkmtPn3xpkhiKCmgORBTLARZBEFGl06DH+9V0NegtoWbADkxu41SaEvn9EURB5fMOqP3eK5q6ziK53Jfv0nsXrKhbYVhmY5Pex97BO+ICeo5p0OW+WSegd6KJe0INehKlT1grtKXpg25GNJYCWD5fWYLwN7wg+UPL7RESpm3LhgZdhJEZfahF6h9bd7gBiAhVSv3JztuSmeR3HuycQUiyMBrhOKXLZ2WRA/sdiAP7HaivW3tbeF6Xv1x+NhUTd+Z5jApRY3/QBMhzzZDqUUt+7UObNimfg05gr7K9dGWafNK46nHYdH0wS9J4R2nSYzTooQRLEWJYuhlGUdwB4xD8nt12RcnfzwfH8zofdLZjU4LEGeRBNxLwog0N0gdNdCPBQsRYlQY9g8gvloN3KBqzbq9BFxJr0NnAWNqBLNm72hE+6KyGtS3cFvdBZxZVVL8BwPZWdcTi9pDJlUTW2kS5xikEiQPUPspKELX4eJ89DE3czX3Q++f3121LpEHXDghas0ptmjUzDToLz/G6RUNWyA7EVuDlPkBuoxZzH3QL/ZPDoSoXMEhas65hnfLZH/ErqRDDsiY81o07eafuHtu86jawGvQckc8VE/c8QcDD1bV4N39v9IqNI6wG3WYSQBCIPw8Om9qVStRMzOwGaewAoCUQG6di5dnHIhNBLjsqSJxM73yXIpwDUrC3/FjAOFYrzrK53odQRIDTzmN4nzxdWdkNoL20hSX3i2LNpFLRyohRJUicETUtHZ+us73I/VVfb19cs/c1qn3y+9sQaNAd5+AdilVWzmjQmfg0gN7CsrM06GEhrLTNyAc9WR70gBDJ2LwukYAuRDnUrsjH5hum4eJZiecLQ6sBrrXzxBSjOUKwKX6/jWKcRHJTPlfNGRK7nIgQtzvwt/ny4mzy658oiruMVlnAzm2sZrZhkX9DQPOo6Q28JJfD2p+qUPXwI6o9AQcwqpc+8nqjX3qH5ZgsZrBZZLJBjxHQE70zgiygG5isNeYlX3nUrh6xL7UsoPvtIp5c8qTiX2aWB905dGiswRoB3UJAGlaDnsnFRFnYc9qcSXNMdxcEaHzQNREitcKt6tgkPbQ/2gEm7swkobKtUrlfvT29le2DCwarjsmEZj+THZXKiiEmPRnlQdfCTpjYSPvy4kqHyGEp+KBP2nWSad5aUwFdc52176N8/1MR0AGocmYDxj7obFuNFhnliaDOFy/2vcZXg8WVi9EUbMLS6qUqLSrHceCYFesApx+46wJ1qu/ygB9W7MCl/xw2R9KIPRyjQc+VKO5KGkdBhAPALvYCxdVc5DhccdhOuGHiKDgSRK2V77+Dd6isInQ+6AZR8lX7YwskHOPr3p4FxjNGnaHeILenE1dF+sRypNeaCLp/bpcWNXfuV4ii2ESt0Rd/z9LRoIejAoKCtBCjFdDl9ycqRuG2m0/RalqC2N7oN11gyCVYa6gpe0xRBZqU46IY5Q932OIa9JZwbgSJ08anyRUf9GAk/hxY7e9Z6qN+7P/2/u0KFqslkSVdNGBDzR+FCC9dheN+S/7+F3wlxSDoDBcko8B2W36Iz/0MBfQc1aCn4oPunF2Ewtg01cqcS2vizh7x8dqPATBB4ni1DzogjXmp3l9ZGRTUyNCbPtOPi8EmO2pmb0f9q6+q63A50C8vHiSqORDGSz9uwOpKqa8xsqxiyXaQuJ4joIvGef2AuAZdjKoLzD7AiRYvl3TlUSugqyI6xkxyPqr4Gi/88YIyCGk16B+O5zDw6afg2VOKFs5pNBtiMFGnrw8SJ4oZDBIXG3CcvDPrD2SuIHdg8j3Smgj3cvfSHaMcywjoHC/ixQnP4bhhx2GX3lLkS3YgzRbsJGFz82YAUk5ZduAeWjhUdUyyTjvRfnmyki0NutJ3W/BBZwV0VoMuX3fFTDhbA74oMj7ozFAV+8xeo1/O/QX/2Pcfhibo2ijuBc4CHDrwUF0dgF5r0x4Td0C/GMleoWCsznH9xyntMUK+/qJWeI99P/bDY3HxNxfj4HcOxgVfXYC5W+eqivEqAT15PyM/062xiPPB2KqCg3ck7QElAV3WoOeGgK6YuMvaZRHKjRAA3HzMaFw3caSh9YIszLDmhDzHxwVizRXRmrhrcSgLY/FtqWjQL9rlIrx+7Ou4bf/bVNvNosp3JLKZO2u2zvL7Fkmju8eAIkXbzpKOgL6twQ/w0oBdpHlPZIs9QRTgSmBeub6mFQc99B32vW92u9vRUbABPwG19kx2uzIU0NkgcTmiQVfFRgFgt2k06J1k4i739Rw4nUIhFd5a+VbsU/vfzbAQRnOG4hfa2mIWWaEk86Ys9CVGit2Ij9Gg8/rzdgUNekoaawsCepRZ6I1OvVb15Ez9eSpqfDUJfdAnfjARN8+7WVdvc6gZ327+1lB5JM9HA04L7QsYj3Oc162Swx75ehXu+2Ilbv5ACiKXVIPOkYCeES7/SkChz/gFFoPSg6N9v1cMi3XACUwJAb2m6P/Z++4wu4nr7Vfl1u273l133G06NpjeO6F3EkgooUMoaUAKCSUQCBBCCIQWAoQWCMX0YgOh2fRmjAvuZdf29nabpO8PaUYzo5Gublmbn7+c5wHv1dXVlXRHM+ec9z3vMUwLaz+vwqr3apHutj+7xGjl9iHIBrEVjQqq9tvP3UGkuGfyP1AcMFtOkTimPcL/LwG6KAQjBjhs4CfebIuZoS1TwU5Dd8SNe96I4RU2jXlDUNxZJ2F5t93LtzHRyO0zpmYM9zqvsmfAbz662kbji6Eq+RmPoPMJkyBjAxcWQd+QrA8COLLlL4rzTBP0uzHRSOmbMsRDRNDjWtxXNVREbWiAbjoBekiHzdNZgkXQnXlgROUIzDp+Fl4/Th4Y0BpaiUicZVmeZMIry3gRDyXizrcDDoJ+yuan4NZ9bvV814TaCTZSDuDR5S8BALJwA3QRQZeB+i6CLr2cDW6U4s4yC5x/d57YCM1xmOqSXg+YlLCw3UI4BF24SLHNmmgUQWey24UkGCsiFZjWPA0xLYZLt7+UbqfCqsaGobjLrDZpPxNs6zTW3llocyV3Hd9Aa/JZK4XivnR9HxTNCdCFcaeqLtOmq999Vm44dmv+GEw9em4j3scwRhF0Z/5iE4EkQJd1B4iqbh/070oNOkXQ/WrQNxLFne2B7rdOzjp+Fh485MHA45C5wzIttHxSja6lhUfaWTNH10CRglysET/d9/0yPwOWZXkC9NUf8LpLigT1y4Up5doIxrLuAn09IRBS8rCsAB6kzG09Ccjyc2pbqs0tlXXWa0VROH+DdH9h7Wdv/gw/ffOn+NOHf/K8R65HRNA9ZlkwfLQLRFHaF7/khYRrE8F+E5kD/hegF2GJMS6dtzIFHPqhT4DuiMSJHlpO4euQ/UysQc/2KmibV4Xu5UmkO50WT4L/LTrfi4cKtZGF1KBbgJlV4EkylUskzpAE6INUc/FdMVHFXVyEZZRk+lkhhWql7YCcTEwbYgFnv4Oo44oBuqgcni+4lk1C35/yfcw8fiYdF4UG6As7FuLq969Ga1+r5z0pgh5ixmKfV1YojByPCmZtAJE4rsMDoa4KaBLAJ4C2adwGj3zvEaiKyrEBYlqMq09ljfzeZP+wfdBFE+c6NsgmvbVjWgyNyUZfETYSYMhE4ki7P9ZENgBLcR+A/ZtVR6s9SYZhFcPw9/3/Trcv6LMTUZpzuIga8f7GknOiAfp3JEIngn8UQYdFB+v4JldBPyZhRZBEDct64n9TIUAPoFADQFzha9AtyyoIQWe1Fc7Y6gw0Jew5p+87oJwf1Yloo9dZzeRMLFxrB4TjhlpYjkehRvk5SkTQ2/sy2O2Ps/DLJz/P+92LmQC9WnhQWJG4kfXuM3bc9qNw4g6jcPkhU6ALqNZAiYJ1g20UdVa9oAdJKuWjuH9XEHQ/AVliGwtBD1JwJ9aYbMTkusmBxyEBev/Xy9CxoBKrZ9cVvFZmzSy0MgfoZip43jEDWaZFWDYLccHoWsz38LIp8PzNyf4foLgX5KeFSDiwFHdDtVB/6o8AAO9tbn+2O90t9UXydRaYvWY2AODf8//teY/46HkDdNjxkcxiOu/H1wqU9ubqYL/pfzXoJVj1DpuFomdYGQdBFxy0HkchN18NugdBl/xWYoBOKO7nna/h8tM0tNT7FGyS78gjEscKVwDlCz4sy+KU5/+/QdDzKLVyi6BHJE4I0FNp7hgb4t6xTgKhuLP15wC4OkAgP4JO2ispUHD+tufjnG3Owa92+hWakk3U4SqU4n7yiyfjiQVP4PK3L/e8xzlCVCQu/5TFMhTYIJIiA2VePxd0LMDZr56NL9Z9QbeRxHqQSBzrpLKL1m7Dd8PWjTZaxiHoepw+f68sfYVT0yYBGaU4m+Eo7iLlOSgZmWaYNEFGrksmEifrFCA6CyyCTmrQ2fZtxM7Y6gw0VzTTe0ecBOIYRrRIXiaR+l2kuGcIxZ0VM7H/0XX33rC/w24jdgPg/u4UQXdE4shvISYhIgHro6YqiFp8gO6XXJzaNBW7Dt/Vs32rIVtxr7cfavfP7SA9fDaQSJzMdGcuyRre3z2dc8fkzZ9ejWW5V5Ace7uwD3/ub3yzFqs6B/Dvj1ZiRbu3ZRQA9GdyePzD5fjPJ8sB1Z6nqkUhQ8VNwu09qRE3HrsNXr5kD2iqghuO2wbn7jUeB2zRzH1mgGHY9YfQq9nQJga1MgRdNrY0RStKxT1rZDF7zexB6ZgiisR9VxB0IvAm66zBWlz3BxcAxndgpoY1mQh6QyLDzy56Fs8seYG26UoFLBcmgKd2DXdcKx38W4bRaSrEzEz+gD8nCfz+L1Dc86m4syaW28psRPVI+nevlcIT+ydwzUkq/nao/dmuTJcL9DGJdj9/460Vb+Gb9m/oa9FPAVxfM2h8EZOp/197ouoB2rLCfRlRF/wsbTIq7qtWrcIpp5yChoYGJBIJbL311vjoo4/o+5Zl4corr8SwYcOQSCSw//77Y+HChQFHzG9KREPF+Nq8+/kh6KR+NF+WZ0uLV2CWATH9MaHOzBGJa6tRsHiY5IkWHKfgycfC6g9quS1r5tR5et4WY+zAYxH0TVkkzrIsOiGIKu7ERESyY1ESK9+tg5UzPAG6mbIXzg0psMc6CeRaRlaN5PYJCtDfW/0eLnnjEq7n8QtLXgAA7DhsR5y33Xm4cOqF9D1W2KgQI07Fl+u/9LxHJmBWxT2MYAkr4McKMdIA3XldrnjswpkX4v017+OUF0+hBybtu/k+6Pa5k2BaRMeJsQ6WyiQkYlqMjqGPWz/GZf+9jL5Hro2UXhSLoIvUSFkyI9+x/CjuUBSs6Vvj2V98HtSoe1/SDsWatHhkjdSmEmYKudcEQeeYF35mAfiuUtwdZ8GyTDpmdd1di9jAoDpiBznkXrLOkN0HXf5dQSrhlTHdbZXjJDFk5Tn7jd4PDx7yoLQTgahzsW2jrbHSrZBr23g3XXeomzJ6eIYJvr9Y/xkAQFH5cSoi6Ks63Rqz2Yt5IUNi97+7FJf950vMa22hiSEPxZ1h2iiKghOmj8KUodXcPiftyAt87nPTm/h4WQee/2I1trjyFTz0/lLp928s4zpygPep8rVrJRT3nkx4kbjbP7sdZ716Fq5+/+pCTzWvkeCGXMt3RSRuIBsuQCfj65APTfzkWQOKMPHR+ZhZC34Zacaho7zPt8x+8+5v7O8JEaAvGg68vWW4MCQvgp4q73030/mZQmZWldSgfzcj9GIR9DBlhb/d9Ur695VzrsJdX9+HL8eqyEbsz3alu6RggQz8XNy5GBfOuhDHP3d84HcSoCMTDR4/Vs5A66feOWZZk8Kdi2FaWNPJ/+bDa4OfpU2iBr2jowO77bYbIpEIXnrpJXz99de4+eabUVfnCm3deOONuO222/D3v/8dc+bMQUVFBQ466CCk8jyUQaboaih6BkXQhYWSoF/5EKMLf8Rn1mXKtDKKO5s9Elt1iEihJVGYJ2Zmssh0C1ncHh29y0oP0NlAL6pGi0ZK/y8ZO3n51aDzQYqFlo9q0bMiga735nvqlkjmdzDZBy8ufhGftH5CX8uchAm1E7jXtfFa7jUboJ/z2jmYuXwmXWwBUBr69ObpnmOXWosjG0+sGA99pkKIxI2uHk2vlf0tBytAJ0Enm+XVCMVdBdodVnLVvvsCkCMd7Phi9Q1ElJ11bAn9C3CfU4I2kcWwUJE4sbOENECXtPBhjYwFmYq72K8dyENxV+0xkNATnjmSBOgkI0/6oJN7L6W4A6g98UT2lL5zfdDfX/M+AKDCchMHpJ5TZ+4NSUwA7r2gFHeTTwK5mmz8NSYDRMiq4joVUCXDjgTo7DiUIYnnbHMOnjnyGY8DNrZmLACX4r4xsyIRWuvtPYeME7RHNMU34BID9EVrXYS3o1+Ooq7ssJ99RbOTMAmtChF4k/dAMKNp9wlDuNd9GQM/f+JzXPjIpwCA3z471/ezG8NEYTWZSJzMLFh0bJPEVRj759x/AgBmfDuj0FPNayQw8G2ztpEp7vkCdGKnv25ij68t7LTQQpJBDinFPev63qPXAe1a/l5abJs2wiILoiA/t5OKtiqXBt/rAJrVe0717JsXQS8zxf2dpW/k3ceSIehlPYvyWbE16AhRg17PsDP7TG+Xou5Mt6cPun1o75hq6WvxbJMZSZQZAUlmAOj9bLF0ezrCs0lau1OetaAumYctuCmouN9www0YNWoU7r//fuy4444YO3YsDjzwQIwfPx6A7TTceuut+M1vfoMjjzwS22yzDR588EGsXr0azzzzTNHfq0Z0aYA+5McnY8Hdl1LHmTghHgTd+WhNNDjDWzN+Msa/8jLedTKBsqHvR3EnltD4SdWTtQqIJswB94GIVDLtcNaWHkSziw3bZm1TpriLbZ8Ar8iWX8Bj9KY8rTlI5newEPQlXUtw2duX4dSXT6XnLnMSxtWM415XRXgVbllW9d1V79K/yXlLBc2U/E5lkMlqeMg2TdVoVB0GQQeAw8cfbh+DGafU0aaHGKzgwILusCiUWAwXn6NhzT9+g/iUKQDkATp7T0mQDfhT3EUj10aCe/K61Bp08Q6pippXNJP2Qfe8o0gRWHEu4UTiHHdHRnEnjj15FgmCrpsALMt+3iQ/8dArf+t+F0Nx35hoLrHl3ctpSUqlsx4ZpkmvI+KDoJMgJmNmOCE+cm/8Ohf49UEHbASdsMvmxiN49JtHOSEqYrIAffvm7TG+drznmARR76UUk41Hcdc0wmjxR9CjmupbX5gSkuYt3e7Y7uiXz/HdjiCdojst1gQWE+Dez6C6Rk1VcPPx23LbSO/676KJJWNidwrWWNaFZVl0TiuE4i67r+WyfG3WvusUdwC4b3e3H3RlxgLbLYys839e/RbdNnpduLlxXf86+jdF0CPyNbt990mYM1lBKqbg0rM0/OpHGs68WEPDkw+h8fsHevYnpYJ+ZpWZ4r5svc3gFVuI8V+qwMrxz/r/dQRdXAfD+lz0eyTxcle6Szo+ZRR3P20b0cg1GLHgAF3R5e+nI/w6RpKnmzUkscu4BjRXx7DdqNrAY/tpApXLNkiAPmPGDOywww44/vjj0dTUhKlTp+Kee+6h7y9ZsgQtLS3Yf//96baamhrstNNOeP/996XHTKfT6O7u5v4TTdFVKT0jPnEclBFD0e2MA9pmTYKgJ/Ukh1T4WXSzzZCK298l651YMILuGbj+EySZuBQVUHRGbbe9dIeTOPi6onOiVZuySJwMQRfHABfwMAPHMk2IMSoRiRusbNvXbV/Tv0mPaJmT0Jzk6xY9dOY8AQpxzmXPA0XQhXHRnenGj1/5sVTkI5+xFHeKoIdcLMjvxp4PFYlzXpcrHBOzwJZlIeKs2VoigXRUQf9QN8mXD0EnlE6Ad2RFBJ014lSRzxL1dllAxdpVu14FALho6kUA8gfoQQrBxPz6oCuKnCItjhlVIhIno7gTx5jcO9aRUizIA3QFUDRNkPiwxxkZYr988nMc8pe3S2qjVayt7LVr9DXDwtbPx7H4pUak1vbR69AYZ4NNGrJjJmflXJE4596Qyw2qsx9WE8ctJ7hBX3U8Aitr3/8BTcGNH95Ixy6LPMgCdL9E0tCKoYioESqeaG3EAJ3U3+ckNeg0QNdV36SjOD5YWnynX4CeIowEO0BvSNQj3WFiyStD0L3CvqesSFyQHbv9SIxrdNk2Q2sK7329oYzO5YqX4k76oBMT1xeSSC6E4l4Xc9mZ5U68iR1exPPdWAh6IQH65Bo3eXb28xYuf9hELGPfp5wjorQ61UX32esrCw/9KYe+PD5la7/NslMsiwYXfhT3zgkNFEBrq1GwaISCoyYfi6atdoCie+cPMy+CHuxXrepdhRs+uAGre1cH7kes0rKfx4E85DNTUJePrAlOYG8sC90HPSfcxxC6P+yCKopmA3aAThJsbEJO5s+EBbCIn27G88q4e7aYUR2WqnB+EdENGVmXwMNn7oS3f7kvKiTtNVnbJBD0xYsX484778TEiRPxyiuv4LzzzsNFF12EBx54AADQ0mJTGpqb+QCiubmZvifa9ddfj5qaGvrfqFGjPPsouuiIudujapRmeqyMD4Ku5q+P4g/sBOiSOSyn8ycSVaNcIOiluIsIuv/XmgP2xKVGeMJApqN8FHeyCA3mgHxrxVt4YO4DZT9uGJvfPh+3f3o7UrkUd220Bj0kgm6ZlgRBHzyKe2tfKyewtqRrCQC5k5CIBC/c3HiUoKRBaKxfH/TbP70dH7R8gGtmXxP43UHnoyuF1aAD7r1mz8cjElcmv80T1GazdGKNJPiacKAwBJ39HeKaF0EnATitQdf578tHcd939L6Y/YPZOGubs6TXIs6fYajyQX3QZQrgXoo722bNvq6k7kXQCV2aPJusY6CbeUTinFNjReIMZ4z9+6OVmLemG28tWOfz4cEzonK/X18zsCaKdFcEPfPbmfHvXiQbGLA04ZOePwkftdr6LjRoDjHmc6aFGkbFtiquI5exf6+cZs9b186+FgDfxYKMV/Z8ZD3aAXt81cRqvhN90Al7QBQGAlwBuGiAyr2onJ7mAnR5kNY5kIEaXw41vgoA0JRswJo3Mkh1RLHqXVs7w28ulVk30yIuGfluBgaAF0EX9TdY1JwdOxYsmnzKmtnQom9s+VZPNnxgH8byicRtLH2esDXoAKAJrv/EVcCkVfazSO6xLgy/WA5YMzPYpyQIusrsxgXoivu8z+iY4/k8mVdkwmR5Ke55EqoXzboI/5r3L5z7+rmB+xGrgH3i+VTCxfZvI1+s9Nlz41poBF0I0MP4XNHNbE2M/ii/7pPk2rqBdbQEkPVvZAh62AQXmR8tcd4TWt/JxkX/2KEAeL+LaIiMqE1AVZXAuZ/YYGtybZAA3TRNTJs2Dddddx2mTp2Ks88+G2eddRb+/ve/F33MK664Al1dXfS/FStWeL83Y8gRN01DRIsgSwJ0gqALc4+h8shEPiPIkljS9vwBPIWrKlqFmlgNNxDzIehBWWASACoR8H2Ly4CgEySGLEKDGaBfOOtC3PTRTZwa9oayH7zwA9z1xV3488d/xrVzrqXbw9WgM2aYHp/TGkSK+1frv+JeE3qs+B0KFGkv7CcPfxI/mPIDAHxWlR2PouCYLEhjlYdZ+3KdV/wtrHGteQqoQQfcwFZWg05s0BB0hopHAvTfvfc7ih7nC9DZGnROJE6PeZ67jlQHAIbiHq2g32FaZiiKO/t9HlaFsG8YqjwdC4rwacWH4i4g6GyA3sdQ3NlkxVlbn0WpcDIEXTX9a9ABvspBYQTL2HmWIKu3vLYAB/75Ld9+2eU0ghLWWq5XmM4YbomHJkfQWVRiQccCrOpdxe9Dk8f+o94QAvTKuI7Ofnt8ET2Wz9Z9BsAei7/e6deYXDcZ5293PgA+UPEL0AHbQaPJlI3Yv9sVifOvQRedtPtPn46/nLQdAKCtl3ckM4zyu18N+jq8gYqxdyA25E0AQF28DmaG/37yzIehTXYPuM/OB0vbA/bcuLa2fy0AeQ26ruo4bcvT6GtxnWLnpw9bPgz1fWxyoz8rV9Qv1sg66ScSt7EQ9LdXvQ0gZIAuSUrVOiX+BJTRJI9mNs8Q60jb8wUboLMBrhZz3xBZpQDDzAlA0PWE+9u+u0cFUs3OZ3LBz8uCjgUAXBAjn8Ucmo+Msm0CyDjbzTzU+++KcQF6QPJPDNDDIOhqPI7bb9wFZ13E3yyyLpHEja7qgW3WLMsKnYSjibII//ypCX4+JSywWFMCk+bMxthnn8Hc39s6NCwTbG2P7ZsMrQ7ucsDaJiESN2zYMGyxxRbcts033xzLl9t9a4cOtbMZra18n9HW1lb6nmixWAzV1dXcfwCgRd2BZ6azUjqmommIqBHknAWaBOhtwoJoqghNhwFAkwGiD9Su8wNuYu1EKIrCTeRsJiltpLEuHX6xJTXOqu691lx7aYs2CWqIEzxYATp7L7rSXQF7Do6RRenVZa/ihcUv0O35VNxTCxZg4UFH0u02xd2pP9YdkadBFIkT6/eIg//g3Ae57XE9Ln0WJtdPxjETj7HPkwnQ2fFIUD2xrpU1WosjTPykB7vM/rvyv77vAXxrHhpYhKW4S0TryFg2BxlBJ7+3CSAedxN8zyx6BkCBFHdmAUvqSU+SgbRaE0XiAODs184OTKpIryWPSFxQ4EWP4UNxhwLp4iuOGZ7ibl9vQk9wCDrbMpA8iyyCXtMH7PnTxyUn4Z4L+ceiKu4WV1dMEPXbZi7EgtZePDxnmfxYZTTy/FbBvc8ZJkBnxz+LWLNBDGtkH8WnBp21rGFyAXpDRQxdA50AAENwUuNaHCdNOQlPHvEkhiRswbIwFHdyrhY9nY0vEicTB2Rr0FnbZ3ITxg2xn7H1vfxYzhgsgi5P5vRbfBeD6mg1FEGESZZc9LPMRkxwhLWudBdeXfYqAHdcsHNmRI1w7fjYcT2hdgK373mvnxfqO1kxSla4rBwmisR9FwL0Zd3L8NZKu2Y8Xxs1AFAlqGK1c8sohb+ICh+y3rIgJttqVOcCdHvcs3oBFEGXBIUE6GCD/OXKABYk7OfQKvOzQNbxjGQqy0Ts/wBXZPq7bmFF4opB0AHATMaoajsx4p+SbkCVkUrOD1WF3zln5Xw1HD5b+xnOe/082n6NBuhCMscSnBbLGet6TQxaTQ3ikycj5YjPUo0Wy0JLl/17N1aFLxXaJNqs7bbbbpg/fz63bcGCBdhss80AAGPHjsXQoUMxc+ZM+n53dzfmzJmDXXbZpaDvUjSgevQAtJiBqm1HySnumoaoFmUQdPvmzrP4RdVQClMOJQNPHPsDAkI0sW4iAN5ZZR+Ys189Gxe/92v+IIEicU6AHoEn6DDa5O1ewprYu5A4D+VAgV9Z+goNWtiezmFq/gfL2LZigBsgicghOceWK3+H3DrmM6ZFVQJVRw+ATOCDgaCLitpZM4v+bD/NZBMLyqqLNY+WZXFU5O60HaBTurQEifdD0IOEfS6YeYHve4CgRO3cU9nCLTNyPp3pTjz37XPoz/Yz7WOcncoUG3iywGRhjwAJRvAkCEFnj8FR3JlApyJS4QlwPRR3JlCbs2YOpZWFDtBF5o4wfwYFXuI+sj7ooUTimDZr/QRB15O+fePJs8g6god8bCLZGpDoIwG6BSggKu5AX4ZFGfiJPJsb/GCSPGtVhnut2RyDoAuBDTE/ZgPZJ0xALCLoU4ZWobu/0z4HIUCXfV8hATrNm0iC45yZo4jrYJoeIBJH6OpmfJHnvSFV9rPU3pfh+sqnmeROt4RtYVkWsoLzWRWtgliGSRNcZWiT+l2w+e2u70c1bZjxoSkaxtSMoa+70l148vAncevet2Kbxm2K+k7Wb5PNOaUYFYlzEoZibXy5KfVhbHn3cvq3InN6BVMz3ui7to+U+jgBjc/wC5pDyDrEou/sOqDGGWaDM4Ww7RmbK+wyV5YpRNYws99eN7UIk0TVXOZUvgA9rLo9MdPx22QIeibqBu75auO/K9Y24MYCgck/Q3gvbFmhpCySgA3rBmwEnfVtAK/vlDNzvl0zfvjSD/HOqnfw8LyH7dM05Qi6h8HqMCsUBsAkflNci8MwLXzvtnfw+jwbIB5SGT5AH2yRuA1StHTppZdi1113xXXXXYcTTjgBH3zwAe6++27cfffdAOzA9pJLLsG1116LiRMnYuzYsfjtb3+L4cOH46ijjirsy1Rg+C4dNnUxGZO3WXNq0A0aoNsDQihdgKkC+4zaJ/RX+4EUomgCEetiByKLIn2y9hN49G8DJkUrZU8kagQwhEROqSI8ImpaLhTYMA38/K2fAwB2G74bFxiXe0EtxUjSRVd17D96f7y+/HUAroNqdPFBgGVaNIOnapYtP5Xje8CWM0AXnbismZXW+bI1o6KJlMqUkeKOSxB0Ml6lKu6Smu9SzLIsrncudQpCKqSS8/l07af4dO2nOHTcoYMnEscgu4ZpUEZLRucVSUkgSQN0RhOAHRPsZzgEPZL0BOiiWru4ABIrug+68H5hCDp/LMWnBt1TjsFQ3EnQndAT3LWz18PSuA0F0CwgEnJ6UiwAChGJs9CfdsdvX9oQOjqEO2YpRpz9Csu9B7mcCToKVHmA7oeauQi6/ToIsM6ZFqqZAH10QxLd/Xago2r8B2WIfViKOxugW5Ig9LL/XoZXl72Kh7/3cNEBWhiLOOi4jOK+vscea13Jx7ntpmViae+XgJpCzoyjayCLugp7/LFotlifDtiouqXwAXpltBJiLqPcc+nGNnasUBFEgeLOiTX1rMDk+smYXD+56O9kae2yOacUE0XiRJbYx60fo7WvlQabG8LYhIeYnJda1uuDDOmyxSkpc80vQE+loCTkwS6Zy1WfzypJL8V9eMVwKnQ7pd7udAJJDbrRa89FWtw9hgWX3ZPP103oiYLYFKbjTBsSTCATtZBz/Dyzr7wMjcGwjJHh2rIGIuiGiKCHBEUkPc1Fhqf4Whagh65BJ/6qys+THpFmB4BVdaI5ksW9X94LwI5rlqzvw7w1rsh4IQj6JiESN336dDz99NN49NFHsdVWW+Gaa67BrbfeipNPPpnu88tf/hI/+clPcPbZZ2P69Ono7e3Fyy+/jHg8fD0AACiaBUVxSlUVxQdB1xHVGJG4LMn68Qv1fnWb4/e7/j78d/uIxIksS0IJZB1OsQ7Tj5kpMxIQKBKKuycbVqCRh6XcInHstfdkerjsXrkpaWEsqedv7XDI2EPo38Sh8AiXMCruiuPUWkKAXs6HWXTiskZW6tgF0d4IrZkEI2LNHgnQgwTH/FoDhcnmE2PPmz2OrcZNKO7hjiVO/C8sfsErElcmY1Hn3mwvsk7bw4zOJ0ZI0ELGNzvmyJzA7iceO6knPYsXSaCRa/P7nWWsh1BWBMWdMjLEGnTIk2/iNi5A1+zMvNhijnXo2b+JsyYmW92De19mFZu98/c3v+UQ9J5UjhP+KrDbTFFGnjU2QDdybps11llin0O/BJz7u4erQY9HNOw7pQnbjqrF9pvVIZcmfbv5z8la4bDMpyAEvTJS6T6DEgSd0KHv+/I+32OUw3TnBxVF4h6esww/e+JzAIAG/rl5euHTOPv1H6NqjN2FhtDcV7T3c7R2WYA+d3U3oPCBURCCHgaV+cdpO2DsEHl5w3fF2ATcqh5bG4F15sWxIlv/t2vcDoB/AlI0FkEn4mnlMlEkbsuGLQHYAeDIypEwLROr+woojSyDsWs260v5mYyWvds8C4/eaOCwZ20kkVDcRYq30ePPECAJY3a6YJcBK+K+IAH6sMphdNuE2gn2Z9ie685cYfbabDyW4q7ADaCtXHgE/ZF5j+QtXzWz9j2SBei5qEUp7ssvvSrwON8FW9W7inuuyi0SB8gV2cVWvmJiV2Ts5Ux/ijsxstaRa+iHoC3ki6Db37WyZyV9b3HnYi44BwpD0Ae7Bn2DyX4edthhOOyww3zfVxQFV199Na6++uqSvkcRPDNpSyDdqUGnD7Yz4QrP9y9HHoBIvD78d1OYgt8uBtukfpIdiOQH9vZqdiyQ4k5U3L3XWmpdDq1BVwUEvcQ2a2yAbsHiEPSNEaDH9ThXtyazurjbuoX2Xs7ykwlbg64KAfpgUNzFiTZjZqSTRVCALtLTxftANAFCicSJ9cSKGpr+05HuoIEqew0RNWILPsJLZ/IzWTbXQ50qU/0rm41e0rUEm6Xs+5fR+flHDNBZh2FU1SjcvNfN3BgD8lPcyTWJbbVYi6rRvK3RWOMcKuG9MOUn5Jy9NeiKtAZdfN7ZGnRDtWmPqqJyDgCHoDPXTJwpXwTHPRX72iwgBZtOvXh9Hxa0us5nbzrL9ZbeEOXSJEBPmsw9MNwAHUy9st/9YM1Vcc9f10Fqse87dQfnIwoVQNKEx0mW0CymBj2oDzpb9jQYpvsg6L9+2hXejKEBKbj04ReXvOi8YQeaHy/rwNghFdjjxje4Y6SyJkzTgso4t1+u6oKiCgF6pMrjALPzsWVZgc/uvlOase+UZoy5/AXPe4ZpQdsQWaU8xq53F0y1y5pYOiwZK6OrRmN5z3LI7KJpF+GMV87gEplB38f6VgNGmQN0oWXcqVueiupYNfYauRetkd/Q5Ql9OTchwdbz+5kZUDe9x/v2HEQo7p+OVzCy3cSIdQ5i3NsLNDVJP0tr0MnlKxZUJiPeEtNA+iIRdfftm7fHiMoRaEw0um0hdQ2ZqIVoRkGqxilBchB0to4dYALoAiju139wPa7/4Hq8+/13uQ4YrJmO32ZJAnQjCpS57fqgmliGUVCbNQmbQWYyn0sU2RZfi0F91szmRdDJuZPnsA+iXyfs7/xQJEBnAYFDxh6CeYvce9NYFcPQmgJE4gjbKcRcXYxtEAR9QxrPxvBD0G0Vd9FJ8FB6CnXIFIJE8ptNlc8U1TtBPzsQSRDTme60PyN2WQtUcWdq0D1vloagiyru5RJFYB31jJHhaFkbI0APQwGuZ5I10ZyC9OIlMNj6cwBWJkchWtKTflARdMuLoMuSJ2Eo7mTiExF0Ukcu6hGwRoMyYeIvZMJi607Ze6QrOkyHeqwmwiHBYj2UrugeBL1c8RY74c9tm4tcykHQfWJZkgARa+IOHHMgpg+dzm1jF7CKSIVn8cqaWXyx7gu8u/pdAHKEOyy9XWalicR5f3sZ3VR83pWo+x2GavfOBvigj/2bPScaoIf8cRUAKcttp7a2252XelM59DK9dfs3QF90gn5Vme71mWyAzixwrLPTlGzC3/f3dkUhbUKDKO6kl/ZuExqcfRW3I0na/r30EBR3dqwGqrhHKxmKu/8PNdgBeoSouAckCYjCP2DP/yKC+/LcFny4VE4pTguI3qrO/rwIumVZ3H0sJdDr/45EEMSHGFoxFLsO3xWAHEG/fb/bMbVpKu7c/07PMcL2hgeAdI5PApa7ZE5E0JORJE7e/GSMrBq50fQD3ln1Dv37vG3zC+mFETYj/vBAFLjzhxbWOpG1GYSgixR3hZ+LX69i1jxnjhlVNQonb34yDhxzIHes1w9znhVCJScUdxZBt9wa8XxglIz1s7hzsf8Hcvb318p+y6glFY8jtjHFL2VGEr/EghF0oe1pCTXoIqW9JlrDvfaIxIWguJNzJ//2QmSx8i9FBJ31QQ4acxDWO904Ttt1DF65ZE/EI95Eg5+xfshgoOibXIBu5EQOo1zFXVd0WhtOalc8Tl3Ilk7i7jKKO6uOTAYtF6A7gbRv/VDA805QDjWiePYrFUEvtAa9O9ONw54+DH/68E+Bx2UD9LSRpuJIwMYJ0GX0HNFYdDN99s+w+Hvf8+zT+d959G9at+mUGQwKgi5S3M1swQg6GZs0QBcQdFrnbObvgy4ipCzFPZ/TcuLzJ1Jld/YeaakMpcJqyXAIuojgaarm1qCXUSTOtExuwv+m/RvkmBp0dqEm10QcxjBqu6wjm4zIKe4nv+iWCsmSJ6zieRgLKgEoieKuuiJx7HFSRoobx4qAoA+rGMYdF+DvC0dxz4Ogu1/i/GMBhtIHOLXBIsW9J+WOw7704Ac8hElUxbRZMw1LSnH/3tjv4diJx+LBQx5EMpKk9wkAdhq2E36z028omib2He/P9uPDlg9hmAb+9eOdcMn+E3HriVM950N6/EZCBOhsMq4UkThigx2gE3Q5K6lBJ2Yq7lqUNbMeBKitN+PbUm0ga+CT5R1Yst4OLHpTOQ+CXhmt5AP0bJZzWosJ9EjiYUO0BQxjZN4bEnfRbxawII792JqxePCQB7H7iN09xyiE9i+uQYMtEsdauQL0rJHF68teD9XRZnHnYry05CUAwBHjjwjVGthK5x8bhOJuqEDMsigl3ejxF36lATqVjLEwwCxJ3Unv4jKycqTkSAqNTkiOjAToaoS/t5TiXoRIXJCvaTgBuiXJ9qoRExlZSalj7f98IPBcNrSx/jVQWA16mDZrgPx5ENkJ9QIjWVqDnofiTvw4Mhccudm+3Pui2yHWoJOSl0l1k6CpGrqdNX5MQxL1FYWVArJ+zGD0Qt/kAvRsD1u7okiFfRQ9Al3VGSfBCdCdMbu+Cpg32YTeIKe++Bl1UISxb6q22vYOzTtg28ZtMapqFAB5DTrpa+ytQQ9S93EyRKpkL/FhK9AKrUF/belrWNa9DA9+/aD0fWLstaeMFLoy7kL0ddvXmLV8VknnXajJUOfjJh3HvSbZP8WyYM5bmPeYtAY9y6iRo7yZNplInLQGPQhBF5wKsXMBmXjIbyajOZPJ+fbPbsf9X93vOTZ7HGKyBfMns34CgOmBrmgw+5zzUSxO4TvIxMVCVVQXQScbyxCgiw7U4q7FeHT+UwCAjK5I+7CH6U1OjM1KV0QqcPpWp3Pvi7T9oZXetpSsSm4Yk5SOUwsVoBNl0wCKu5hZZ5McqiASR0Q1OQSduS9SinsBCLr9hz3eBhh1486BLO57x+2Z++D7y7Borb9zWqoZpkETtJUMgq5YboDOLmhDK4bi97v+HlOb7MCavQ+7DNsFJ045kT5/qqCP8pt3f4MzXjkD98+9H8NrE7hk/0kecZz+bD9au1oAADHhhsrQKDYZFxSgx7SYK5wagF4PdqKWtFnLBTj2huImK3NmTkDQLXSnshzLAnC1Cr5d14tj7ngP+9z0JgA74eNB0CNVXJs1s6+PG9thy4MmN9vP05bDqzGqzv5tlrWVt/93sUbmPU6jQEJxD7JCEHRxnSn3OGLbf4pWrgD93q/uxaVvXopzXzs3775sX++wSuWWUJqnJ/kxbJkmdCd5lhMCdLM3P4JO0HdFBZ7ZWcWC4cA9B6mYta2Cr0cBb+/mjmvZXALYwT3grkeG4wdoEX4uMkIi6AmtsAAdWX+KuxYxfRlyALD2hhsCz2VDm0hxL6QPeik16CLjSCzhk9agh6C4m5ZJ95vauDl/vkLwRNqsEY0uUvJCnhXScaMqXnj3KE4geBCU3De5AN0D//jUoGuK5u5q8Aj6nYeqePVgI7R6oftVJJXHbzcV+4H4x0H/wEOHPEQHJbuQ5Mwc3l75tluD5alB9/9eV+Fa8l65EHShzZpfkFkdc5MavRl/Z5aloaWyA9AWr4TqLAivLXsNF79xMT5p/aSkcy/ExOtRTQuX1Z/EKYNqqoZHvvcI7tv9b6GOSWvQHQR9MAJ0MbHAUty5GlXdPxjUVA0j1lvQHPRQbI1Gximtc1ajyK1bh2yrS0lnv+uWj2+hf3MBuhBMbl7PT6yA69hQp06NUEqdFrG4NlNBJi4WLMW9nHLcLX12AFPdZ2FMi4XuLz9H72LbYcroQh92g090hGl9xt6/Cr0CB445EC8d8xLtLiE6o1vUb+E5BouslmoHjTko7z7k3numYrgIuhigPzD3AXp/RASdOHB+wlJsPXTeAF3h/yX1kYqj5N7NIOazvlmLZz/jhYT2v+UtnwOXbu2pdpiWCVVRkWBafyim66QqYjE4Y351+QBgCRz315a9BgC4+4u7fY/3m3d/g2iOHFsI0POIagYlcti1V6SCcp1NBql1DTGdUtwD6vLBIOhGlmcOqCl0D2Q9zIrKmD02v1rlJu8M00JP2oug18ZrudfWwAD3zIe9B/eeugNO23UM/n7K9lQ0bvH68C1iB9PYuZxYkEiczMQyrCDzIOjlVnHfAAH6K0teAQB81fZVnj3dMhYguK0payLFPVrBjzOzrw+VDotneiaFmGVhwOlbnk8kLpmyMKzd9UmjFVH85lQdr01TkY4q+P0pOiq36MPt03+Np454Sn4ghUfQU/MXwOiyUWAWQVes8G3WZCBM0P0iNeiyKEmPmB6K+7JG/nVq3jwKzmxsEynug1GDLnuORTaHGKCLjL8wNeg5K4el3UuRNbOIa3E0JL26FOlFbntMM0tq0O3nVdQA6nZ0ZtgOJmGNTTT+j+JesCm+FHdN1RiKOy8SZ6pApIgaEpJpktWg56wcV9sHANs2bsvtd/7M83H1+7ZIXiEq7vQLZYFHiTXoojBYvlZhrJNIWqrIjF1EI0+/huOvfQ8XPMdPGvPa54kfGzQTH67L3qzFkiOPQsdDD3Hbt27cGtslJ4Y6JqlBxyCKxAUh6KwTHUThz37wCf58j4FfPmELXfRleMculUshZ+boAhe1NCzcY08s2msvqn8QpkRApC6Rcx9f42kqyLVYIw6BSG0LsiCKezQEChzWWvtbAcvCvbcZuPF++7/j37V/92xECNCd8oNCEPSJde5YI8HByKqRlBGRNbP0Wq/c5UppzX+hCLofxf3OXa/D4eMPz/t5VyTOmywl7IzaWC1/7M/vxDPfPmPvpvMBOnluOIo78zfbri4sxZ2cWZQssA6Cvqpz47V4JAJkDfEGKKyzaUFagy4aG5SLz6PbYYRfnIIQpNeWvUYD9IRwQy1Zxpj5uYPmAy45LgTHYnmNTFSwXCYTiRN7oucsBkF31nBiitaH7lTOE6AnHZYPW4PePZBFbyoHqBIWEfObmH19RaEyo+qT+P0RW2JUfZJqCixZ9x0O0JUCA3SED3xFB7/sCDppsyah9BIWSakBupi4CTL2u8JQ4gHAzPDjMCIG6D09UJznotEyEGUR9DwU93tuM3DFE/Y5KYqFGdU7evZrNAzsNXRHbn0TjeSpov0qlhx5JLIr7WSpFpWruCOgVAWQo8aB94sEqhJKWUw3kRbciEXD+fVuydHHYPVllwWe04YyD4JeSA16SEBjUt0kzzaRuSkmdsUyv5wVDkH/ar2duNqiYQvoEuHgxYcdjoHP7U4cIoIulhj2OAh6dbxwzXRN1egz/78APYSN3JNvMSEdW6QG3XlpCiJxpqKgGBdeJR6K4OGairxm72c7/Aynb3m6Z7vkEMESwiaZDCXHKRFBd4OacDXoLALCtjMQjXW8qh+x2+rs8fXGE9YQg+apc+xxtPbPt3r2DarBYk2lmd0N2GbNzNJrYQOXEZUjfI/Rf//DAICtl1l4bdlr+P37v+fev++r+/DjV35MX0cYGrDRbteJypwV8fxEBJ0sEqOqR9FtlF3CiBOS9ipqxAqNfosBgqqojNK5/TuUQ8elpa+FBjGira2xg2liy3uWY8/H9qR9c8ME6AdsdgCOm3QcDh13KBVLA1y6aNpI0/G076h9pcdoTDRKtxdquw/byUNJkxnZRx8Q5h5FoYjFqVue6vncnz/6sz1emCDUUN3nhv3uxqR7TTIE3a+Hr0sVt/+JkGM6CPq3g0hhz2ekrGdk1UhaNwc4FHdiAQF60HgqlDNCAvlozv43IXytzIliKe5BTp2maq5InBmcMOhMdYY95YItonpF4tp6metScsiBPx+2nlnRUjBMC2t7+CRCImrPPe996/oinQM2FV5RvPeNjeXSS5dyc1cxvdDHDrFRqyXrN95YZk0UmgX8y1X8rJAa9EEP0AWRONYKoeIHWV3MRRrzCY6x/kRYcTKxPWykkl/EjJ5eKKT0U7E8FPe56+firFfPwrw2HkTJmllE2J9IAWrUCIYJqGwi73kqsHxqrdQiKe6ysRMUoFsBCHoiamJ9NT/HLW1WsEDIhXe/+FLgOW0oK0gkTmzNHJLifsLkEzDz+Jm498B76TZd1XHIGLc9sfjMeAL0EDXohmlQ5uJm1ZtxorKsdTzyCABWJE6OoHeSAL0IBB0Y3F7om1yAXtEkoJN+InGqKxJnOgEUoUUaRSLomipXcbcU4Na9b/XsXxWtwnnbyRU3xW8PnHjZ9zwicYNUg+7TZo0NdIPoQxwyEkAx3FDm93BZqRRHcweCa7AS45vdFyqv4u6HoD8y7xE89DWP1Ic1j4q7maXbknoSp25xKo4YfwTO2uYs/2MsXUb//tlbP5Pu88lat9wgwhZlOc8X61T6UTTF6yb3nGgyAK5jQ8ZXcyfQ+R+bBqcVgKCLCQNN0egxY2VG0Mevkb+3vFHBudu6NYTPLHoGPVl37ISluP9ul9/hj3v8Udqybe76uXSbLAkIeGll+SyoBj2MkbFQs15AZWDRxXH75u0x63heZ6In24M/fvBHribX0HjH/h8H/QO37XMbl6xgaxjJ0NT8/A9Rld7pNEoo7qs68zvzg6XQS5zFc7c9l0MxFFMuEicaG6B7AmQBQc8XFBGHLuo8sqrOX7OMwq6ETANoihugQwhkPAG609VkMIwg6KxIXGu3G4Dvtbn3+WTPT1ft32g1ZV2YiDa+hOWpDwEA/13gdgfoGsjagoOqd53hAvQFC4qiuLP2naW4MzXonEhcmWvQRdaFqOpeqpHrkT1D5aK4s7T1fM8A64tduv2leY9t5XLofWcOt82DoPf2wBneUFQLNabJicSd9/p5mL1mNk5/RdBEEdZ4Mg2NExD7RAifzy/HxzHpWIp7gJ4FIPfxSKAnM+o7yxD0eA6rBe3V5Y0K/rm/F6jofffdwLKADWHivBpMcRd+wwJKfZuSTVzQras6btzrRmzfvD2qo9XYedjO3P6iLkBYFXcKHGpRKJp8/sisWIlcRwd6v7D9W7HNWkJP4MUv16C9z/6+YgN0su7d9cVdRX0+yDa5AJ0zRZG3WdN1LotvOhkjF0EH9BICdDFInlg1EjsM3UH6GT9HqRAEPagGPUiEJ4yRbBZxyPIi6MwEHfSgcROGD0rw5IInsbRraSGnW7QFZb/a7ruPex002bLBBV1gcryKO/tdqVwK139wPW788MaiVIs9fdCNjNunVdXx8+k/xx92/0Mguma0tIb+PlVRobLtg5zxJbt/lmVx5ydmRsl7RASM2AuLX6DHu/rWdeh5+WX7uyPhn0nxuWKTRQmygJQhzuroWYerHpaP3+VNCqqiVThjqzOk78sU18MaGUuvLrPZJ6qi+v7GIp28ENuzUaawG2zEmR5I8stLhlHPrIxUcig4scfmP+aLoAPA9KHTsc/ofbjPsAg6CdBjuTw/LkXQHYdKEjj5mSgKVi4jNMS6WB0foLNzfwAyHYRai23Q83UQIO3eCDtkvDBHHz3x6MDPB5mmhqe4D26A7kXQCRq+7cganH+ArTi8WfVm9H123UrG7cH2+jx7/tSrvkZsyFtIjvIKpHb0Z9CbTtNEEABXrZy5BaR2ksxf89vnB2q5yGy8Q3Ff0d6PTK609b8cRgNan0C8kBr0UAi6zzpTDntj+Ru0HagMQaftCUWl4AKNDaCIcLCfkfu7beO2mFw/Oe+x2+69D92vvcltE2vQjZ4eqE7iSlOAppyBfqcGPdPVQcUsPYKyhhig28c4s4tHcBOWiby8Hp/ohBWJ66gCDFJammesy0Cll5a85LkGYkEIejxqYuUQ/vyXNwL9kml1xY/PxKpL8idOBtPEZyBQJK5IBJ0Y63sRX+C+A+/D68e/7qlJlyHo+UpA2QBdV3UoEfn8kV21CivOPMtufQxGxZ1B0P86y61VL4biDrjzzX8W/qeozwfZph2gw8dpcSjuxEkwTbv2lkXQs4q8fj3ISIDeLUzcWsAC5EcNLih2IE6O5Hw9D1uBRhw1gsLl64POPlx+D5plWbj87cvdDT7Z1EWdi3Dcc8dJ3yunmZYZuIivE2jubA1Ww1lnQq1khYOYAN0HQWfvHetMiHVCYSyozVqYuvAgkynCJvQER48jIiis40pUNmUCdrJzn1g3kQuybvnoFunYqRnXj7BkXdHpI+fXnGxGnASyZQjQB9bLM/DP7qRgiZN38BPMKqU/uaikX6FX0Lnu4mkXc+8ViqCzycGd9toadRP6nNKhkAipM6fN2Zu/vozlJo4C2QPM/Gkq+R14TgXYcQgjIWNoGqAj/DzZ0WePTcO0sKarfPRZglpXRau8CDr5O6Rgj2gW1Udx5iRm8MvQlLaUPe9XOGrybPOEc7Y5R8rW2GnYTgDkmhKsqYpK9QlE1Iu0wCEWtqa2GHNV3L0IemNVHGv6bGrMiMoRNBhj5zmxI4+i9TF/83P5uu40spaLzl+727W4cc8bAfAIutHZCcAN/s59/Vx8/4XvF3RdjVUxxCMqTAto6dp4mgrEZDXofnR3P6PCkyGAExEYKKfmy0VvXOSek8R3KxfFnWUBhG07FeY+AsC622/3bNOT/PxnpTNUtFdVLDQaBkXQF6/+yve7siIo40xXO6TS2KfPTb7lpbgrCg3uuc2aCUUFRuzejkVb5/DfrZTwFHdJUJoxM/5JQKY70ptHp7GK6RBWEcthRaOCx/ZUodXXYPXOKfQlFHqPROt7993AcxtsE8dj0PgU9QkKXXO48hXnb03VpP7k6OrR3OusmfVNmBAzTDdAX9DSj/vnyEtpLdNAaq7LMIzU28kAMofHtThG1bnnRMQ9v0u2iQfoivQKFU3nROJMI4eH5z3MicTNjRWObmmkpY0w9nUfCgbgIJKSTGxBNegWU4Mu7lZiDTpxUogSdD4EXaZaLRpxRCettLDlUpND+Q+fbaK2172IwRQJIia9Fvb3F+49obhX7r8fmn72M6hxNwvI0YFInWWORxD8WAbF1MqRiZZkLbOmq+IedsH2M5ZmRyyuxTkF2HV33IH2Bx9E/RfLMXWR+zsO5AY891V8TZIicS2ON054g24fVjnM3le471XDwzubfsmJUVWjuD7DpVp2/Xrp9of31WjCzC8YDUNx9zMx6Gf1Bs7c+kzuvUIRdNYvUnQNQ3foQtXw8M8hufd9lSqG7tBJt6ed35ttvXLK5qd4Pt/LtqJSlLyt3TgEnSDj+eJtZz/dmXuVAAS9LhnBP0+fTl/v+ac3sLytHz/992fY5fpZHJW5WMsYGao2XR2rpsI2AC2Pty2ksyQGMq4+ir2dddBkTKe2gTaMbbEwpI0o4LrH80sq18RqMPsHs/HkEU8GnhubHO/9hG9XKc6Bg9Fblp6Hg6CzwnBfrOwEADRXx7C61xalGhlpxN5fAVX9Fnd+tRXCfVCZVoFxXv3/0xUdUHV73aiKVuHICUfSTgasr0ySv+w9JpoVYU1RFNQn7bmlcyA4uNsQJqtBJy1M6+P1oRKVpfRBH6xuALI1hiLoZQzQ8/lAhQboHpVueEtYcpkBWiakqhaamAB9oLMNVZEqyMwQ2rexmNHWafe9hBlCT0bSioOg59UjU/h8zyxMVaEUd+JHZteuRdeMGR6ler9x4IsmMyJx58ba8NC+TEcVZ4F5ajcVzY/ciHVb29/lF6CLllm5El3Pv4Ds6tXoeu55ZFta0P7AA0jNGxxhZD/fS7pvTvgNC0XQmXGYb+0+ZfNTcNi4w+jr37zzG8p23KZxG+lnDMug68I7Czvw7FdyBqgirFOxZjupzCLoRMjzpuO3DS2GtyHtu5cyKLfJatB1DYqiUop7f6YfN3x4A+5mAvSx2RwKldbRnQEhChRpevBt1hTNM6F7A3T/z1OhHSnFvbTFidToDE3aNZ9kUfJ7wLng0yfz25/th2pauPYhcgz32n/4hold5gG/On3DDU1ZgK5WVsJMO5Rzy4JlWfQBNhzRMq3SXqQUNpiXIegBbdbYJEZRCLrzO8T0GHLZHOa3z8fybrtVn58jHdbqYnWeGq24HofJIOjdM55D94zncACAAwBccraC1Q0KejO9nv6m4nigPVNVDclIEmdvczbu/uJumJaJrJH1BFmKivAicT7XPqpqFHqUNul7xZjREUw/BAYHQReTen7154C3pVlBxt7vAgX6DFjcnJRW7OecPddfTv8lhlYMxU0f3US3dVXx15bP8WTvI0FmfRF053zIpUThjBPFf548Yfoo7D25CZOaK7Gg1X7273hzEW3Bds/bi7HnpNKE+EjSUoGCykglev0Q9JBtBsdUj+E3CBR31tJG2kM1bEu14Yb73XNQmdKdIKcraBzSYzFrb66jF+mFCxGbaKs5b9AAnYrE2Telqz9Lf9PNh1Xjs67FAIDdZyzF0BczOKgZePQyFwWMCkHNXlvE4GiLQtF5Su+jH6yAVmGzAcSSHpZBRltKlsh+qklGsborhY7+jd/mSYagT6ybiFePfRWKooSjuBdQ2y0mnMop3qSreiBDrRCkH7Bb0eqq7nn+OAQ9X9upQgN0iYkBejadon6splioNdwa9JqsjspoJaW5syYGxWy2V2Umn0Te31GRLjeqoOAOuMKglsOEWXbS95FdvRqZFSvQeMEFdH9fUMlHT4n4bYpqf1dfgp0D7dIjS1GQNXMwnLfE1mt+9u3+B0i3azU1mDRndriDFGDkuVGgwIIV+BxlMgJQVCCgwY7DfD5oXI/j+j2ux/OLnwdgrzsEGBoS97ZPA/gAHZaKrN93CANIc2rMSSI8rsdpuVq50POcmYOu6pi7fi50VccwvbQWt5s2gu7nT+pEGMh+SWg5ZEL6Xm8frmgrvB6YUNzFxJ8WgKAD8onV2+oohEiconjF5UqkuLf22dkpIsqUb6FkA06/haUn24OqfulbAIAJ/rodg2IyJ1AfOpR7bTL0LLPf/ltN2gEoh6BLatCJIrNMJI79u5QAnbSzMCwDN3x4g30NIdRxg0yGvCb0hHcRZmx4mz0CF3Uu8tLvfVTcyXnuNXIvADZ69+qyV0PTlGXmd+118TqoZEIvA8Vdbe/Ou48fUl5KgC6iKkF9qcMor7PGzz2FZ5XJomwAHE2RIOhsECdz0Nc3RtC8fSeeOIzXbvAzNvNN0JS8CLpjlOIeEKDHHNS6XuQ0O+a3vRAjAXpltNL+vXwC9HzO0oOHPIjf7PQb7DJ8F2476YPe6zip7LMoQ+jEQFlh+qCPqxkXeA75THTasowGhliDnjWzWD+wHi8vedmXkVWsiW3W5rV0I50zURXTceL0Ufi281sAQNP7Nso/tpU/P1Y8eJdxDaiudN8bVitBV52gvSnZxG1nYzmibyIKrBaKyNYl7ZPr7P8OIOgSkTjAZkqxYo9Blg8YYE30O4pRwvcztm1UEIIeFunf4/E9MP3h6fik9RPPe7K/ZSZLgPiZn5Caollo/oWrtp1N9UN3dlVVYHImg/64wzjp6caKnhV0X3ZsmgEIusWsJUnTQr61RRags0sZeWxEint2tZ1k65k5k/us32/i63eROdg5j/kjgIf2VXH98TYfiZTC58wcTGenETkDr23nPXG1xstGlJnRNTglPbRFruOL+CUlACCT5cdbKQh6MT4o6f5Un6iXvs9S3AENpo9/Y2UziIy0NXSatnPvq9vNJ2oLdwKoKrL+XLS0kUZ/th8/eulHOO654/BRy0clHW/TDtDh85ALG40cr+J+dk8XRuaMomvQRYp7vgBdRm32xA5BwYSzwsvbrBW/OGWMDFWdHpIc4nxHMIUrTA1639rV+NGs8A5HqXSxfCbLrCpCHU73czPo31a//XupSZtWzCLoLMWdzBtdzzwHM5ORIuisM1FKDbpM9KlUirusF2tci8NK+zt9ujPczn0GOb2KAAEAAElEQVT9XCzs5Omr4nhgxewAoCFhy6KuG1iH/yz8j0+AHu6Z9GNvJPQE1DJRmQZyA0j05neA/RynUn4fUZlYZCuUYv4q7oUi6PxHUvBS3AFve7h1uT7UT+zHXKetaiH3iSAZ/skdHkLXHQRdUfwdlqgjLtNczSTimOuqS5YeoJNnvzpaDQAwWRoqV4MejEhMbZqKE6ec6FnjVhp2wLfGHKBlMHt8aWKvL0z0/PMhj2MoBsNqRME/D/4nfjn9l9hnFC/SV6hpiobKFEOZr3WdV3EtzJk5nPzCyfjFf3+BB75+oKTvFY0g6ITivrDV/g2mj62HprrUck13n9/+rBuEH7xVI6K6iu/vOAqPnLUTupha1njMu+6qun2PPQE6R3HvgZXL4bA5Jkatde9RvrpM0WqdAL1r4LuJoBdq3xUEnU2qykqlCunXvrp3NT23U18+lUskFENxD7q/Rmcn1v31dnT++wnp+4oCVExoxvtTHFZJJkUp7ppiQQdwRNp+PuIDBnb6xsT2C+1r5J5ZwW9iIwz2juQdCYrLQPSzHOk/TRH08CruFQMWTnzLwHnPG5h5yffRsfgb7wcogu4CYM/tpOLTCapzDfb2rGnQaxuRy+HtrSTjwgFzLMNA2z/uDzzP3kGoVyetpIckbD9+Xb9/WVY2I5QS5llzRGMTV2HX7vsPcu8J8d3YVoNshxBWJA6WRpPPohkDAxRMqmhOg6z97HzUmyovgp7KpdCeaqfXMHtNaWyITTxAV3xKt50f1Ll6Slky+bcLNYLGiPNKUA26n4kIeiBlKkipvYQadHahIwtTPgpXGBX31p9fjj3m+l9PlxBrBLVrK4dJFciz/ELTctXVVOzNHLAXJMWZdCt33dF+rZm84iUzENruvTevSFwx10mywjIBjlIDdHaCJBbTY7Cy/kFpNQOAPbmAr0X1IBvOuZMxVR+3M6ZkDLH9xSO1haHNZCESLaEnqFZEqQh6OpdGVX/+g8gcJ03RSqp5IjQtYhV6fmpxUVbEObIUd/bTWcdpFcfqsMpheOOEN7D3qL0BAANOdp84YIWM4xiKFIkLQNAjDtIa093lch3T+7oiFuzAzFw+E1e9fxXeXvm27z59GTsAI8kLM8P0QecQ9OLGDFlPVMset8PbLPzkeRMXvGAic9u9WHPl77j9Pe2SNAvbN2+PH27xw5Jr9TRFQxUbhzMIiIfibmSxus9GxN5Y8QbKaaRf+dqeNF6d24JFa+35d2JzJXJmjs7TKhugMwh6Y3UEX/zuQFx39NZQFIWb1xNR77qr6PZv3BAX+jOxXaOyWay/4w78aJaJP/7THZNiH+N8VpOwk0ZE0HBjmqwGvVArJEAXA9ogtLBQYxPhMgSdBO1WiMVFnNe4oDxXBMU9AK3seOxxrP/b39Dy+9/77qMpKrLOJeXSAzTZrjl+DGlzWj0A/OxpE5c9aULPWdy4NwW/iZ0qDHHayDOPyN6OVrnfRY5XjEjcD940cex7Fvb50sIhH1tYffwPvN/PiMTJjLRizlpZei5NhgFTk/z2ju/YP2cO1t54Y+B5rvjxmXlbxhVqxNci7Kdl3ct898328X6olizsuS2E4k5sWvM0zzbiDwLAvw//N2V0sgLEluV/fCudoYLG7G/IdqbqcSju5UTQ2TWs1C4km3iAnsfIA+4sIEyijN8hpOk+FHe/Pn1BVlANOkNxFz9olUDvYp00sriSTFaYGvSPWj/Cle9eybUP68v2YbOFwTSeZU38NRSDLBdiMqRfRuM2U/bDTinuCTtAbzjtB2jevhPjDl7H0YHYBab/ww/pxGVYBnU02MW3UCeMHAuQ06XD1DF6Ei3MaxmCblomp+IuWg0TsK7qXcW9JyYgaGLMmcTjWpzLlLIB+mbnTLX/CBkc1MRq8OxRz+KmvW7itif0hEc8hLW1/Wtx8H8Oxp2f35n3OzJmBrEQ/q9I7QT4jHAxJjqhrEhcqTZC8VmQC6z/FxH0nBOJyO7HkMQQGpxmnTGdJfXkAY79y1+twS2vLcCzRz6Lm3e5CpXOcxWW4q7TAN3/hyQIeoQRaJu92J3T0ll/Z8qyLFzyxiV4csGTOH/m+b5B+oDhCtcAQKrXTcAo7OGL1JWwmD96Mj0Y0sU/972z+J70YtKSrUEv1TRV40ucmKArqAa9lJIQmVUxqMnZD32MNqcfbnNVnLt+lrXAIug5M4d4xE20sYFgZcK9v9ccuaVzIPv9mM5fhzgFdzz+bwD8GC5UzZ5S3L8LInFlQNDZtSxfkC62hh0sBF0aoDsudRhaveh3+KHm5RCJy65Zk/d8NCjI0QA9hWTaHpi6w+VWEyb6BbJQIiNch6gA7kNxz28KOnU+PKk7/gg0b+f6SAbxRcluBv8giWss+3xuuUwQ0eyTCPQ6CLrqQymjAbqZo2uVblmokrTYI7o9uXXhBEWzK+XK5MUaGSNhAvTcUvu7sxowbHonYiPkVHM/Y5/zsH6OrAyPDdAn1k7EH3b/g31+TPIUluo7rhTDcME0zRUlzBluQovWoA9SgE5q64u1TTtA93MoyXYSoBOKO0XQi4PWiGMqUtxbs/mFpETz1qAH7ez8K/tMCRR32r9U0ekDRK7Rr88nS438pv0bPL3oadzwwQ10W87MuaqbPqYJbde604UHroVYGAQdAFquvgqZlavoQ68mbGdajURQP7Ef0SqDD9DZTE3O4BZQ8p2l1qATZ6VoirtwnazA4dDVKfxwpoGKAfc6UrmUN3nBOLCNKXcFZ+vUAG8/V7EGXVEUzgEiKKje1FQwgg7Yi9HIKr6Pd1yP01IUWdLrPwv+g1W9qzDz+b9h7c03c4J4oqWNNJdE8LOg+vBiTaS4+4lzFSM2NUlhx1IpCDr/DOQIuu3jqJP6uIzj3OYIXT3AsT/3X5/gtpkLsXJtFQ4cuber4u7zu9Cp3/lXd5bAxPAnAZ85jQToO41zkU+2F3oq5z/HigHn4/Mfl+6XyrnCNQBg9Lm/r4ugW8Wj18yS19LfkneJ8yQty+gp2Ai6ewLdA530b7HNGnsepXQ9kJnolK3ttu95bTLCJaAVRuQ1ZaQQy1j44UwD+vyl3OcN08D41RZOnmWg0nCvY/eJtoAgKaOIqvx1iPGm0eYVsSwcQf8OUtwlibmwxjrw+eq7SdKblP0MGsVdElSQbWEQdLGMpC/bh0fmPYJ7v7y3MJE4n64tmRUr0PrHG7Du9r+h83H5vMOaAsBwEnFGJo2kcwqqg5zHYWGFoIWZTAn3V1SIZyYa768WPJetFPpbN//kLESYfu1kfSD+ZN/8teh9x6WHW7DQ9o/78c3j92J593IYpoH9PjVxwn8NDA/jkhNE3hdBt/99oWU2bq+rBQBoAGol5VJmdzdarrsOqy+73POezNILFki3d7/4Yl6KvMyInzi2ZiwAoLW/VZr46X71VWgvvAMAeOpAE7Xj+wtec0oVuATs54jtma4qKvUTTcvkKO5BRnxVVkOFzEet3QZNjlbFip+bWEsbaY+OSim26au4BxkJ0B2HkATWxfpARMVdRNDbcsHU5eePfh7Lupfhgpmu4mQxbdZyCtCv8PU9pdagA/zCSjJiYSjuxBY7arjkc6koUBnQMUtUwR9sBJ087HWxOlw49UKMqR4D686LPft1z3gO6XnfQG+06dOkBp21ii2Ho2vOYnthYrPHhsEFGlkzi6gW5RbfYkSQyLmPrByJ/mw/5rW7bTrCBOhiz0vdcCljUy69G1MAJDIm7j7E3pgxMjAFh6HhjDPQds89AIBhuUoANtrDMicAL92HPHcsDSqmxyh9mwRZSqyEfuFCcBfX4lQJW/aYk0XhmocMtOFeqBWVGHLuOdJjZ40sopKfbB6fE8CU+inenUoEJA8ffzjeXPkmfe2XBCgFtbKt8GQlp+LOmOE4a36BFjnXTEgEnW2P1dKdAlBB1cFlLEMAjKCm/U+aGcuK1gfL8CreE+T88G2G4YmPVuDthXxrvVQAgi4GVn7BhRigmwMZ6heqOUdjpIQgmdwXxQLW9K6RdTDizENxLx+ADk3R8PFEFZNW2/ft/NfOw51bzUJTssnj3LDOf0wtL4KeiPDO3bfr7HW6JhHhUFqRcXPa6yb2+9yC9eFdwKGX0O2GZeD6B+zf992Gb/Fq1K7VHzukAk+cuwvu+eY1vN8qGf8h2KykBCKsxZ1rI22ENqaVswYdyI+gk/WjQq9AV7qrrG3W2N9OFoQX0g5OTBwc8tQh0v3CisSJ6/3y005HdtUq2Uf8z0l3AvT0ABOg29cZsywsalQweZV73cm0MFcICf+B9e79Oq6nF3fX1WC/vnABzFld3QDcpKiik+SHHey/VGknpQ3m8Vx92WX078zCRZROfmjqL2hSanDOywU8Dz4IuuKsIaQG/f7lL9H3LAD1lgFZaNXx4EOhvzq9ZAlkvVdW/fRnAIDKvfZEbPz40Mcj47E+Xo+4FkfKSKG1r9XTh3zVRa7f21lvybIqea1QUVrpMaDySLyiuMw8oQY9jLFAARmvj8xeBWA0th5Rg3ikPBnoVC7lSTKXYps2gp7HiNNhGFkoluXeDFXYIaRFHGRODDB/tNlBgZ/brHoz7D5id26bd+oPqkG333tLz6FDPOcSatBlC2u+BUgWoIsCDwN5gBCRgbCka0neLHIpxmagT5h8AnYctqOvUnl64UKYVCSOBEXub1O9/WYYuXs7JhzWyiPoRn4EvRgxPBZBf+TQR7je5aEo7kI9uS75Wce2MAi6kfKIxDX+5EIkd7Tr8FXTf5yKNE1y39nzZFVyow5lTY3HmARV8YqigCMSJ0HQP137KR6e97BHwCz97be+x86YGYqgJ3feGc/fdixuOUrFjcfx931YxTBv3WmJdsBmB1DKF+CPoJeqQ1CqijtPcXcCdDVcgJ6vBp2tAyfBenOBaFmKYyLY3ydOoaT2XFEUnL2nV8E8lfX3YnozQj2fzzNJgoqEZif9rJT7jOkpJ5EVM0uOlBXLLj3RhalGfGo9qGM5A3RVw4ydGKaRBby7yka+NiTFXUSGCMW9NhnhKe5Cm9RdvnESJsJNyzEJ1pp0GufuNR43Hb8tAGD6mHokndP3Iuj5k2CF1lGTMRtUfrGhrBw16OxzE0QftywL76yyEUASfJQTQSfXMCQxRKpzQhH0EG3WwrYQLJbiXmhwDlgwnXHDIuik9jxmWVjeyD8zyTRfg64GzIXDDANzlq7An9eu992HmqJge4G9trxvDbbfbBS2GTsaR45021eZzCmx7BOWBannLFR0F+ZDqk5ySxEe9AQJ0J1/k8y8tFzX0YDSx5ux3suiMRmflPigoY9nuWAI6ZwgttAVLVPhqfkNZQk9gc3rN8fYmrEYVlFcm7GIFvGwH8mzxVLcSdQ27nutGLWXf/tc2yWxr4PEEkvWp6CrCu764fZl64EuUtxLtU08QPe76QLF3TAwhhmr4gMZ1sjUJKIT29ZNyPtZlsIBFNoH3Z5IvhIzAyitBp0i6MzCmk8kLt9iaFomBvL4WaoJ3LrPrdiucTsAwLVzrsWZr54Z8qwLN3LOk5flsPqyy5Brb5dS3ImRGnQl4UXQFQWoGplCpMLk668MwxYGE5Qk2cRDMZl+KmSkqNBVnSsHCOOYiIkIyRBClln3M0YG6/7yF+59JRpF9WGH2n8HOJti31QZgs5S9Qk6rURLQNCFeuq4HpcGST966Uf44wd/xMzlMz3v+VnGcAP0miOPxNpYGrM3V7l+qYAdCBBqGT2vEpFtRVGw87Cd6WuZSCBQjgC9cONE4mQ16Pko7iRAJzR0n2to7XZpOOt60oCioDKfY6zw/w5wzq/jeGkqVfgGgPnd7+Ha2dcia2YpdZi1IASddMEg5vdMkkU9rsdhWRZUNgnmXJIeL34uHxO1E3cKgNs+vQ2xPL5qdhATopqiwdAUtDolhqrlzgHkPpBE2T+++gf9XLkp7n7GIuiaogE6P18kfeKlyi73nrUPieLyQ6bguO1dJ5PM9ex1ZFtbkW4LEaAXGGTGHEQoHVB+saGMsCJK6TTBonJB9PGebA8WdtjdQ46acBSA8gboZN3+7c6/lb5fiJhd2AA9Hzjhh6Dns2SjdyAbToBuplKIO6enRl0EfbmgD3TC2yYfoOdhbCQtpmK4wKDoprn/QMaZl5dH3Hm4IQTB8vTXTBz3amEsFBBmrXCaSZME6PbrfmYNWRSNoDGEH6c1BCfsc+3eNs9mj3uhasJb0hhktGOOoqO5ohmAXerEmujTm7Hi4iBFUfDYYY/h6SOeDi0SBwBPH/E0/TuqRTGqahRu2+c2PHjIg/a5O+N7afdSrOlzNBUsDbtPaESs2kDlMP9ElgxBh6VhzJAKDK8tn37P/wL0cprz4K0baMcvnjI82wuFDbKKz+QUsk0BmyUXH40wGVnpfFcCgk4mXtahKKTNmvgZ8rl8CPqwRBP2HbUv972frv009HkXaiRDfdF969D17Ay0/uE6GqBX7rOPZ3+3Bt1xONjfhvmbnRQsw+B6PpN7y6q4l4Kg08QJM3LC1MKIAboMQc/oDNrVNwBDsngQIaWgAL0r3QXLsvD3z/+Omctn0nNlE1NcDTppQxqLgT4RhbJahLrHpJ6UIujEFnUuCn1suwbdRfmDMtKNCb54j7TTKsXCHKOsAXpRInHeGnS/QItsDysS19rtLshrCZouSa7qCXZQK8z/hQBdIQkEhdadA8BDS67G4/Mfx4xFM6QBul8QtLhzsWfe8mv/RyjuMS0GK5WSPkda3EShaxKxn9TZIovk9uQTN/SW25RRJI4kcJxDqsycSZwb2dj2Q9BnLpuJFxe/WLbzq0lEabJUVVSO4s4yhHIJfhzXtDN1wxLEm4qXMXNSy+9+H+qcCk3exvTvDsWdsEhEdlIhxiHoAfeCaHNoikZFpsqp4p6Prl8IxT1sSVs52qyJVnPIvqgZ4yQF65w5yQJMIoTZ4Sb6eQSdP87mK4Hc2rX0tSrMhRXDik30eeebtM/cuWB4/rnpgM8sTF8Q/CyI5aCK8+yoAuKWCPDTRmdzaAoToFfJCOyuGW1elgEboAeWvMqOR+YzVcXQpI2g//qdX+PDlg/dQwq+YISupYXP/aqiFhScA8AEBsgkc/0+o/fB1Kap9JjEaNmspWGPie6gjCTlz7qigl4GeYYtS8fIuvIF5wBw+6e3oy3lj+QXapt2gJ5HJI683Z/tx5Buz9sFW6PPAqRI+mXms4JE4khLBslnSqlBD6K4FxSgQwzQgy+uXq+BoigbDDERe0KmF7lB2rBrrvbsTwP0ChkiwATlLPcqx9PQyH1iF+liEHSxVdkl0y6h77GKw37mF6DHMowjqgHbN28PADi8ie9ZTU3NH6B3pjvxUetH+Ntnf8Mlb7jnySHoDMXdrUEvfhyIAWpcj0Ml5+psY5NfYRJhxNgadCUW5xgCQ3IGrupyEV5xLFdFgxfoMMayDfzQmJJr0EttsxZSxR1wqb8Zy65e73PmTV+Key8ToHfbfU7F062bksLYgyTKuQRBz3kRdE0I0Ol39K+VB+gSBD1rZnHks0fizx//mdvuh4aRAD2hJ2D0yCEhPVZ8sBUTxnxcHC7CuDfKiDqKRp53Iu6kWLazePunt7sBeswboMvGQc7M4ZI3L8Flb1+G5759riznV5OIcLRhVsWdZR6YUf58TGatNXLe55HM9SzFPbOMUVOWJJd2H74bgCIQdEJx/w4E6IRFUsqcx9Wgmya60l14b9V7Hrr7/I75AOz5lnZNKYFFKFo+tJqouJeT4h66zVoBydihPz8PNeP6sdl+6zF6XzegIAi60mU7xBnd1b6Im5aHHQYAuW+X0L9VQUl9xB5B8HZha0uVTyvRJcMUdB9aWJcDmZm9fDmSYhDwQwjQHR9nvcavEVul0/jDujY0+1DcIyNGuC/04OA11+YFQYwe9/wK9etZP5GdW8945Qz3mCleGCpaYBKgnMb6gcRkbQQtS0Ms4o6jMQeux5Mn5tBS639s6nNbWlkC9C0btqR/z2ufh79++teSj0ls0w7QgUBqOHHmVBNoq2K3F4fWDfPLEBfRGmeyKCwV8LCQxUCBZI0vM8U9b4CeJytsIj/FnUw+frWq5TZKl3EsPX8+/VutrER866259y3aZo083HIEnb1F5JrIvSwXxZ2tLQKAM7ZyJ9xiEHTNBIZWDMWjOItuq9CT+Ms+f8Gf9vwTzhhzovQ4irNYDUs2e97b/SsTVzxuIN3ZLhX842rQmaBzu5otAABqtIQadEUSoLN0Scvi7pMFS3jW/J87tgZdjcdwxY5XQFd0XLb5aZi1YhWOSbm/p0jLLAeCzpqfA19eintIBF0hnR74j+SrQWcp7nfWuloKfkmGnpQ716zrSSFjWJ5TTDRkocdlc5VT384ugQ6Crmsq4tSBYhgxioKquITiLkHQ/ZJjvgG64YrEdc+YId1Hi5dQg+7wNMn6EPecBj8+c+J5llEljq4hziEP/cDCL540cN8nf6eJClkwJxvjLJ3wV+/8Km9dpZ+RkobNGpKI6irHTGKDrR0XuH8bgrCQxUz4piRAl1HcVaZMSnaLEwbPuAprFEEPqAneUEYE7vx0MsKYqOJ+youn4JzXz8FTi56i23syPTjv9fMA2AicyFYrh+WrpyfsrHJS3MvRZk00NRaDogDJxgw0wtVmatATX9oIZYrx1WI+Pqh21V+w9s+3YtVll0ETEkJFC/c7D0OWUfusDmBg9DWbUGPhrj9+4H7S7V0z+AQfDdAdBP1UJ2nx83Y7EZ8SxNBubV2PMbkchvkEz19Nq3OPrQffmJykk4PZ6/pOVoGlK2Q8Rr5chL1++xx+/68c/nlLDo9dn8OSY49D/yef0jbCxOgZllMhNKTJuhJJxecsDVFGI0SPm2hvNmm7QGKfxaJocRgYAznCGNExqbl0oOTeA+8tiR0UZJt4gK5AdDwilTmINeiKBSweygzCIu+KL1JeIIJ+/KTjEdEFJzYomUUCdMXrQpcDQeccCpSIoJsm+vOVFJMAfQMh6GKAzpoSiUAVVMRJ6y0lJqsDkiPoBHUXnQZOJM4sHO2gddxOUMSWE/Rl89dcyRD0gzY7CPGPXDX4bZMTUROrwcFjD4bu11fXQZkaInV48vAncfCYg+lbFz1nYupiC/vMXC/9TVlnh6WxNun2gqbEC6u3Yq0mVsMpnCf0BE+9siwuaZA20lyLLiPgN2Fr0JV4HLuN2A3v/+B9nDLme57ncHjlcO4120KkHLZFwxbS7RujBp2KucASAvTgGnRWJO7OOjdA97uGnpT7Q63tSeOB95d69vGs6UIN+iVjj2TeJA6Z4rbgYvqjK1CgiQWJkIvE+dWh+TnlbA169+w50n20aCloKB+gx7IehTMuEM1JAsxyGUmaEZbY9t9amL7QwnaLLRqMyBweGVVZvM8LOuTtifzsgC3shOK1R22Fj3+zP57/ye7cd6mKys2R075175EpoGAmkwzP5bzzJF1PmQSVwnQCadjCm7yMO0IMZL0wLRPXzbkOTy54MvC6SA165ruEoEeKd4YVRaF+hGmZWNq9FADw+rLX6T7sOm7Bomvi8p7lNPFTquVrGZfPP5IdS2bbDNkGB2x2AIDyU9zrTjnFF/AxhaTTAFOHHHc+8+zOgsZKVy/a7roL3c/OwEiGmV05Ik8tbojA79W97O/sP2ZfqAEJ4k5VhZoIt9bpo0dJt/e88gp/eiRAd3y6n7V34p1lK7CLE8j2C2tBrfP815gmJ1zX4eSl7hg2D4ttdjnqfvB9/pyGDUPN0UfT12a3t60ix6wyCks60STOC2+ieul6bLHC1tJQAaTmzkXXM8/ASrvPyFtbKVQEb2PY8ArbX7IsC2u7U7AsS06Zt1Q61xHTLcAU1v0fDh+KA7pnAwDSztxsWRpOnC4fC4VYZbQSuw7f1bP9zK3PxOwfzC7p2Jt4gM7bhMNbMe5gt16GIugWaMZlyFbdzLxRYObIZ8JRtHC3maBqh4w9BLpnsg14WEw3QPfsVkINulQkjvRBL7IG3bAM6pjV/eiH0mNYGzhA90VdNA2KpnkDROf8lKhzX3xq0C3DvW7i5JF7KatBLweCzloYsQpZgB7VorCYfqYWQ/3yo99SGqhhYHL9ZNTF6zz7VPQZnl7o4rmzmdOk0z/FprgXx2pRFAUzj3eF35J6ks/EWhbXCqs91c7Rf4OovmwfdNIKjs/8uud62pan4aAxbjeHSXWTCroOP3vmyGdw3e7XYa+Re0nf3xg16JRaCl5wM2wNeka45/4BOougp/Hp8k6vwGcewc8pyREuWuvsq6sKqpwAXdHcZ8hvzlvQ2os1Xfyz5oeg+znltM2aFkc6Y19/zRj+GLamRXFohqhSK61BZwN0z7gvP4IulnENRN1gRIa25kPQAbvuvxC7/QdT8fxPdseJ00ehoTJGGRIkWaqrOjdHsswDQyiDsJhkniFxoGU16FTHBEDl8DSim23GfSbqLAnk2j9q+QiPfvMornr/KimNuivdhYe+fggDhj3PbmyKe87MucJ/JSYlKTOHeQ5ZcUx2fJiWyc0bV7x9RUnfTSxfDTrV6AnROy8oQH/40IdpWVloiruEAizauJdeRPMVPr24LQumoJfUxzyGSWd8P7KXikvO1nDpWV6fg2iy6KOGY+RuHSWgr/bnPt/GwsVna+g86ygMGP5JlnZNgyZhN8ksMmQIJs2ZjX+dwKvwpxct4p4pF0F3z6iGKeEzmGv7w7o2kFyGAqD/+btw8dkazrlQw0Xnaph790VY06Dgt6doWPqPy1H9vUO57x7/wvMYdu01GP3gAwD4uYSYyVHcC3uuyTOjdsr9N6OnGyZDcb/zUJUJ0Dccgn7L3rdgWtM0/GqnXwEA7nl7MXa8biae/HilTwcUHkEHbHX9VMBQIM/d0dttRplGpZrM//YT7i3ENu0+6MLkEKkwuO2W8+CpJqARxWApHTKkSdAVe3u4AP3pI5/Gip4V2L55ezxQBII+aDXokj7ofguQLNjlUGKY1GfW6+VKln4BumVZZWuHwNry7uXS7aS9jthmh74fkc0CcgSdOHliDTq7+BYjEseKGYkWqgZdUKvXTfv3ZscNW/sk1mlRc8Y4WVhkfbkVC1jdu9r7UebcWQQ9btqTnshgKNQqo5W4+4C7YVmWreIegKADwFHvu79DLuXew+6XX8H6v92OEbfcgtjEiXYve6J0mwflr4hU4Ka9bsKR44/Ea8tew9nbnF3SNREbXzse42v9+6GWm0ofxvz6oOec8Z0vQF+V4esJ/ZzhXgZBz5kWvlzV7ZkD/WYLOo1YLtKmwLTPOLoKRjwNYDgXoPdm+bGvV32OaMM7GFj1fbw6txWn7jqGvudXXpKP4p7QE8hkcojAaavGnnO+5uVB5lwwOYSnBh2wtUyc51iGAJfLaJJX+HFMVaEoqCxAl5VPlYqgx3QNW42o8Wxn51WLafdUkWIRdH7O5WqdHQrqv+f/G0MrhmLPkXtKKe6svoaZURDZbDRXlx53CvU7050wTIOOE8DuikGE0Ihd+e6VmLViFsZUTQTwY/RnBk9LIIyxLK5SaaCqotpCZj4BOjsWTMvkHPrXl7tIeymWD62WJRH8LF85IAm481H0C6G4x8aODXzfEtDIHHPIemdtt1QFqx3XbX0VMIRZPhPOoxIdMxqK+lGes8nvy0VhYU2DgiwMoeMGbx2aCjUeLpyJDmmCVlODzmp+f6OzE7l16xBpakLbffdhwjLHZwt0vm07opdnK04fvyeqJkzGGmc++jZugwDZiIKbVj6I5vFbgw3f+nQDVZqG2DinjWfO+5uzFPdCEXQyNykd8lp9s6eXsjwH6pMw1QxVqR8M+9sbi3DbTLvbwr/P2QXbjqoFYLePJcwRALjuxW8AAL948gv87NB6z3EsS6N6G8R0AOmIDK20zXQ0AsY2lE5vp98pSY7JfOBCbdNH0AMGWR8jUqOR2J11gopA66TbQ6q4NyWbaNZUFyhUQaIjpPZN4cjkjpVQg16oSNyq3lWUesYat3CaboAOVcWI2/7i/WJnchJrVcPWbBViOTOHZT3L5G8699zo8KK+gF+A7lr1aKa22XHyWAT9rs/vwj/n/pPuUwyCLqq4s0b6XQZ+Xoagq1FYDMWVtJUDwiHogFxxWbGCywkAHoGOGY5gDddmrbgEzS7Dd8GuI2wakoigiwH64R8wWfJ+d+FddcklSC9chNWX2QgER3Fnyx1owsx7rnuM3ANX73Z1WbKrQXbd7tdhfM14/H6X35d2IG7eCXfvqZIx+FvwScr+7X3brDnPe7eAlIShuANAR3/Ge8t9I3TnX8tyx4MzMfUO+ROWaLdBjbZCUd2568GvH8T9X92PQ7e2e7smRj4KLbECsaaX0DXAz00F16Dn3Br0TNa+LjEgt5Voi0xQks85h4zI/DsfBLh+cm9Z6xBpECMcUrUsOp8VS3Ff2LmwLOdIvktTNA5Br2CGpkijZO+fZRpY0LEA18y+BhfMvACAXCTOYuo+4w3e9Y3ML/d8eQ/Oeu0sblyt7Fnp2X/WilkAgKU99n3o6M/iIUnpx2Dago4FeHDugzBMgya1YlrMlxYe1mh3CGadZOdRNhlgWmbpApkSy1uDXsY2a7QcThj36/rXYc6aOdQnLK7Nmk/wIiCKCrOfLFgQyxVpa7YIOZfS5qsIc41BAXq7pkGvck9Ga+TR8ZUMFhQb0gQAnjplAMiutHvHr/3TTe6x9OIiVVZ3hgWu1g6sxakvn4ra758EAJgzWaFzBNvxSUTR317kJpnyAW9ZM8vFDPSZ8Q3Qe/DWt68BANphzzERyloM/Kqi7J/vLUU6ZyKdM/Grp7/03W9Ipfub3vKqZG63VA8KrlsWUkzosHpzNxA3LROW0xB7RE35AvTBQtA3/QA9wHoJgm65/Z9L8kP8PlyEintURNCDLID9WygVhrVCReKWddmBblOyids+kGUCdAZBhwJUH3ggJs2ZjSlffYkxjz/mnLM8yEsFUJyKtRU9K5Azc/KHyZksM8uDEXY/kbhIhYnxh7bamzMZWJZFF9HVvatx+2e3c05FKX3Q2QD9scMew94j98at+9ya9/NekTjLvu+MCAmLsrM0K/6DTps357eTIYgKAsoJHGPVO6NO/aUSi8GvZq4YExH0rrS7aCXSgpq1k5xg0Y6BTrvQLp1LIcaIxH2X7PDxh+OZo57BmJoxG/y7yRg3YbmQLVxKs28NuuPA9wuOq5za5g3QAUicieBxYzEIul2D7u6vJZchPvzf3P63fHwLrjpySzx85k7uVypZjm4P+CPoaZ8AnQQyST2JbIYE6Pw+JSHozFoHyJn/XA06M94bt/HWQ5ZitCWkyHZgzkmKoEsCGnZtAYBvO78tiygYS3Fnk5gVaW4n7jOsSBwMA20Dbcx7FqW4swg6Qa2G7dRhi3UJv0uU0Qr4sOVDdKY76etVvatCXctvn50bar9y2bEzjsWfPvoT/jXvX7TFWikCccRkLczYdZt8FwD/mtUirDvTjZeXvoxULpW/Br2MATrtdiCM56NnHI0zXz0T7695HxkjQ9kBpSckLOgWP+n4ea5DK4Zi++btPQE6KZ0JC0rlMz5A9/f/OlQVsWEuWyy22Rj698vTFDy5u3sl+hA7Wvck2AAY7V5xtki8dKFFGYNj6JVX4oLzNNxytIpP135qM0TZ+yag6J+t+YT+HSQSt35gPfZ+fG/89t3f0m2GZdg+lBCg/3M/55nq6cGrC54HAGScYTSYNeiseOXc1d14/etWLG+z18yBjIED//wWzn3oY4yqZ/xyy/uDDalIYGgNz16MWBbSzKPwGIO8s+vFyLoyBugSH+V/AXpeC4ZP+lSX9qeT+bQMNELP5iICdF2kgQadlulmukTHq/0f/4DZl18sTGZSkbiABYg4IM2CkjfrrJqW6TqJzn3Ramqg6DpU0huSKJ4Li2A6FyyWUoyt7bc1CYZVDPO8RxgRUtRYVX0WIf4HYGmqVjZLF1FZfXgxAfrCDjuryE4QWzZsib/u99dA6jM9p4xAcZfVoDsBumWaWPfnP0uPQ+6F5TA2RDowYI/Nd1e/G3g+7KQWc25HuYNftq+xBT5pMFLoyEUU+79p/4ZuS2dtRyHHiKrwOgUbT1zlu2BkLOZgcTMwCch8Ke4Osthnus/53kOm+jKTetK8A2NJJkBfRJ1uZxF0kxOFiza8CTXqZc8MqYxhtwkuQmOZcXQP8Ofih6D3Z+VzGJmHGpON6Oq351Epgl608TdCuswxAScboJcbQCGBhxigq8ySEjpAd+bRLRu2RESNIGtm6b0sxTiKuw+CbgktJTm9CsPg5uS0kXYp7gyCTthJpLRO9BWiQq6BDdDF9qAAZBy6jWazls+i1yxrm1SoEQE2NhDnAnRmzTEso2z6Gz9782f4xVu/wE0f3ZSX4j4YCLrYJo4klN9f/T7mtrnJl82qef2CQPMJvqp7hfP2mXOGVwxHRI2gPybXtlDCTFYh0DByl7NGFikJgn5spd07u13TEBvmBlyRMe69aKtWsHKI+11agx2g5ySnmFvf5mEVRn3aWx7jgBXnjzlM+n6+VnuKomDIuC1gOfdhdd9qruOTiKBr7HwTwIx9YO4D6M5049lvn3W/K5vDnX8zgCw/oax0ljGzpwcxBxDJOI/NYFHcTdNCt5BcP/PBj7D/n98CAHy9pgsLWnvx8twWfLq8k9nL+4PtPqGZduAgpsPWMyHWy6xlu9z4Iv17dF35yv9kc83/AvQSjTgIqgVoTv9Gfl4pkOLuV4MeUiSOtYgnQA9BcfdzZGfOlG7PZ4VS3GWIO2A7UWSy4oJQYRJXBBRWHPSDgaCTBVcaNDjnM+Kmm6Ak+IeNq0v3EYkDAIVpE2JlMoEBeqEq7it7VmJeu622XixaIBOJi6h8DTpyOVimCaOzk26qPfFEKMkkRtxys72BOJYOY0NkUQDyp0lsp8QmFXQHPbIp7sWJxMlMZ51g0+Ro93V9/O9npe3789qy1+g2wxn7lpO4sRSFa5fk2nfHWS6Lhbz3bg06pLcgXw06+QWGZ3O4bduLfb+HoNZDq13n3/t19tGap3VB0U0M3zfO72myCLoFRXPnGDXq7UVLjJ3/LDOOnnQwgj6w6iTnc5L+2GaWoq2ZdCV6nU4JkUreCSuHSBzJX+QL0E022FTo/8pi/hR392+ZoJgMGf/ZWz+j+5MgMJ+oVhijdb2WCmvAnasj7E/CzPV/++xvnIo7TJNbjwdyA1KRONqy06HRNv3yF1Ar3WvXBT+cZfsMxnpYTlvTt0Z6zcUaaWH2wpIX6DbWR2DZaDwzpjSbvcZWYn5iwROUbu4rEscozeczwso6YvwRuPfAez3v0xp0huK+fsCVSU9GkrQ8qz5ejx2G7pD3OwPNsvD1dnXodpay/hjw8S78M/dIl4V9R+2Lq3e7GrqqI5bjJxLSHYKCFyWKxOnOMzaQG5BS3Efqtv/QrqlIjm+ANmQIlGQSdccdh8jIkTCiOr4ZqWDlEGBJMzAwaSS02loAPMU97QyjXHsbjHZ+3o9G5cHwb9a349FVLTh7s0Ol74e6Sub+fL72cygMXZtFyU3LpCxf8T3RWOYOseFrsmhwcCZLVbGkGVg4DGitdUCo3l6aDMzo/L0vtx9zzr8+lm4nHSfW9fgAcRIEvaEi6RljumXiqd1U9MYjqD/tNPQz60Y/ltC/GyvLV2YoRdAj/wvQg01R5GAWUdqkInGWS3EfDAS9iABdz9MnEXBo07mcq+IOH+pikTR3Wb1VGAQ9okVw5S5Xoi5mK3kblkGDfcuyXEdMvF9CgC46ZIOBoAcqoDoOQfXBB2HyRx+6CD/y15/T/dhy53SaOhSyFmiFisR9vu5z+nexbWRkfdBtijsfSFjZLEd1H3bV7zH5ww9Q/b3vAWAWZMdJ/dEWP8KxE4/FXQfcRT8jG5sPHPwA93qrIVvRv3Vn8VdKFIkTLc0kiVp613AIeqXji2ecy7FyOXzb+S3+9fk/6D4mTPzuvd/hxffsc89UxXg2xUZsT/JdMJIs6oeJT+JMva3zb74+6MQiCBaFJBT30Q1J5/iKd0VzBl39pD5MPqYFiaHEcSQnxSPoiuo+R5Yld/D7s/3oTru0b8uI5UXQrVwlPR8REVvfvx4W7PKXFes0qM74UTULtePceaIkBF0I0Mm/n39/mnuOPhT3cpvbB11A9U0g4jj4YVTcezI9NOHbNtBGg8CyUNyduTiZ8R9/CknUWRb+/vnfuflNNfn2WP25fmkymFDcVYfCFxs/HpPmzEZ8C7ttog5+DHakXUaHbM4fDBHVYm1N35q8qudhzEyluID7oa8fct+zTFiWhZs+vAl3fHYH3V5OBJ39LmK+InF5utywRu5NRaQCOw3byfO+iKCv6V2Dff69D33fMA3qR0yonRDmEhiTr1EDdQmcdZGGE67QcfolGvrq+P22NoC/7PsXbFa9GXRVxxCh+oV2h/ADqzgLgaA7c9LNH9+Mxb1ezYURuj2vdqgatKSOiW/MwqTZ7yOx3XYY/8rLeO++czF/lAJTVXDZ6RrW3nqpy4xkfP02x7XLrlyF3Ho+wI36dAKJANgqk4FWQgDLsigue/syfN3htrdlUXLDMvgAXdYlwsjghg9uwPOLnwcsCzW9FsxUCmYqhXiKWXN0DZedruE3p2rod/LV1sAAqhz2BEXQB4EJaJoWXvu61fd9w7T8A3RJuFqf9DJzdMtmTZx+6s54+4CT0Q/3HidG2XOHAq1sJTCAHCD7n0hciUYy+IoFDI/ZiB+3vhW62PnWoBc+EKKiyJbg9FuZDBbuuRe+PfRQkMnWKPPaXCjFnRXBOX7S8Zh1wiz6HkGM7VoYe5vIOKBBjkOvFlVO8/UDLcaCFFBZZ0fRNA4155XdAxB0xQ3mrUwmMEAvlOLO7r+oc1FBnyUmQ9BjWsyTobUyGbqvkrQnHi4oJSruTjKoIlKB3+/6e64/pGydExH00VWjsWXDlhhbMxYxg9SgR5n7Wvogn8+IAg7kBiiCPmK9hXNfss+/j8z7Rg7vf/Ma7r7NvR/9uX50PfEk/vCgvS1T4zMRf4ec5fJYYSJxAHB9o1v/la8GXQzcI5blew8ty0KvQ3HfrN69/0EacWyA66q4m3RxVWABTICuKPLncadHdsJn6z5j9rOwunOA64feMcCXeFiGi4qyQRYAtPbbDktTogmrOlNQydyqWFAYgSJF9b8feY0p5wIYOjmbaPShuNuZ3/KNZTIHihT3nz5j4uGbDDR2WlJ6YNbMcmsA2x5x/cB6T4eMUoyglhVBYLyTGCfCqOz8ppk85ZpN6HAUdydAZ5lWiqbRZLUu3KQXFrvo8UBugKuL/i7al+tsAahiW6amFizAguk7Yu0f/yjtVJIzc1javRQPfP0AxyiwYIVqO1asyURQgQIR9DzJC1oqZOYwr20eDvzPgdz7nelOiqCXo8YfsJ87y5krLFVBLCDZHFG9IVyUBujktypNJE726eEMTXuEIyaZURX0WwaUSARq1B5riqYhrTO/g6IgyTBzDM09enuV/XfXU09h5YUXct8XLTJQzUdxB7w+7qMLn3A/b/gj6JCIxM34dgb+Ne9fsGDhlDdM3PNXA/O3m4r5203FZY8wz0ZzA6AosBSF0xA47Hm7NMitQXfeKOPcv7KDZ45GBfCysz+DtZIA/c6Tp0mD8eqEDnGUENX9rGLi5098DkPxPouxEABoISaba/5Hcc9rwQPryLT9w01MjkBDpNb+REkIuvx2FpPVjggDSHzW00uXwujsRHbZckorzimW9IqtXHELOAmq2eBVtgA9ueBJnPf6eZR+RxZjXdU9lO5QCLrjKIqORzkpfZZloT/bj6xDOZVm04R6QC4oj/o94N7xozgLhpVO0/tRjgCdpbtt2bBlQZ8lZmW9AXp1rJqrQbf3cxF0GXuA3BtZZpfuI9mWjPDBraIoeOTQR/DUEU8BDr281DZroh03an/6d87I0rrOo99zx3Q6TpJFBlKvzeLEoRQLOOclJpipEZ2jTQhBL2LuYucLkcYM+JdjiE5vkHjuQNaA4QRIo+sJgg5vFsjzmj8hywKPoGvyOUbsiPCrt3/FHDOLxev7cPhf36Gb2gZ4aMnMuYmoff69D4f2kUCzNl6LFe39VDlZUQCVXY9KWK3VmP3MJpzHfXLtJPs7NPe3Wt/n1jSbjANY7jyTXx90QrE86HNVGgB9se4L7PzIzpizZg4AcN0XOtOddG4tR8BKEfSgJccZfyt6VgDg5zfVAvoy7hzfxbQOZINVy+k9rGr8OKX6LAE+TGe6E7s8ugsOe8qtgf0u1KCzCYiv274GUDyCvvaGG2Fls2h/4EFpgG5YBleXz1q5EXRiCT2RXySugD7o5N7cuOeNAIDf7fI7ALyK+4nPn+j5fGe6k/oRYtcDcf32mE/wKB4nKEDXVR13Hqoh3VTj7k+6moTRXQoxsfQLxxmVzWIMw+Sr0+JIOImMdssb2InlLiyqydagfzrBPZdci8uoe3QvNXAdsk2+gxXCDxDnqpYBBl0WA3TGPZRR3Nnn4Ig5/t+d+71bNmZoCjJxfj0mQftgiMQtaOX1nKoT/HPU1pfB2m7v77j35Cbce+p0+jrTsSMybXtgQp1Xd4H+Xk6C3ZAgQwmtvF10/qfiPgi2tzOZVKpxd0IbjBr0YgJ0T8Y5oAbdcRRyinw3X+VtHzNMA6Zl4tFvHgXAOxRUgZf5oqvevwrvrHoHD82z6SPsAk0CsMVdi+1jB9WgkwDYMGBZlmfyKifF/dfv/Bo7PbITlnTaNSnSxVwsTYgwiQo2SA2oQQcAxQnmsy0taFhvLxjlDNBrY7U4acpJBX2WmAdBN+3jiYE2h6BLkhOKUIMuMxmCLqMBqYrqqCfbv7fdwqx8Neh7Nk2lfxtGjiaP2Jo0tdIOupWcgf5lSxBkhq8a6MZ3lstqBdagA3wQRv6uidVAZqOqR3HPoe0g+OhqOPR2TVUwikHQvRB6HieD65fMU9yJHTH+CMw4agZ3bj1ZxtFQ7HNZuNadZ9uFAB0GP87v/PxO9y3T1dxY1tYPjSLoAFvaVkoNul5tf39NPxDLWIg6GX+FmdOOfuZIOufnyNxLf/MyIujOd8uSNwCgqhqqo3IBn5yZw5mvnok5a+ZwAfrRE44ua4BOfpMkWXJkAYeQSBYRdHaOJy3REnqCnqdlWW7SU/TvnGS1JpOaduyLdV8gZ+awum+1FK2bMtSel0bUDm5LR9YM06ClboAbNBSLoOfWuUkjaYBuGuhIeYUcgeJ1WfKZyPrivpP4RwWgpyTYP2TsIfjg5A9w3KTj7GMxKu6sv3Xd7tcBsO8tYWmICLq4rocyy/JoPwQFaRE1gnmjFXx6xzmoOsDuXR0jX0uelxJr0LuF5+7Q3n4uaZBQddSrNrK6IOf1c8UAnb1POSb5uXwIsHQiP+dccaqGGbsoGJxRZI8RsfXiBy0fwNIIG1EI0NmfwpmfzEwGuTabkl8Vscdlc7v/b5b4/vGITJnEbeuv4p/NLucWRcrIWiQ2XwjQq4Te9Qf++b+YNd9G8o+ZNoJuj0dUVDNiwZm2vZFeeyjqKqLeGnSS4HbaqcmmnnJ3t/mfinsxpijyLBb5QcnVWxYN0EtrZVO+geyp0xRPi3tYHUfB5+vNXnnvapllzSyOmXEM9vn3PnTyP2jMQfR9sdUJuxC1p2xxDTa7TFD1c147xz4XRsVdfLC4rKtheCbXAcMrrFasPbf4OQDA/XPvB+BHcRcTCBHp37z5I+jLTzsdp1z1PqYuMvHy0pc9+xUiEpc1s7QW76ytzyraAZL1Qa+N1XrUPvMh6BBU3OnnmPEhi5WCUA7SI1iJFXdtvsaMs4yRpgH6vuPdcW4kHBZIzwAOeEegK4vPWa0QTPx/XoPOOtJsfGEBuGa3azClfor0czEthi3qt6Cv9YCkJAnQK2M6hjltViwoHn/Qd0Zm+oKzfdBlCPqQxBAk9AS2GbKNz6G8aFVnSmxN5r82kLlUUzTMXd0FhYwfhV+PSlmbtEqXHnjD/QYisJ87lZ3TLOC6ObbzT/ugD0KZBq3T9Tm0pmr2HBRgZ756JheYXb7j5YNCcSdtF7WGes8+RJyVlEl5EHQmQCclSCMqR7iMOgYJ9Cj2kwA94CfP16LzT8dtCwAwN+B8JJah0QDdR3cin+U6XMEusQUY4I+g18frC0LQezI9OPH5E3HnZ3fm3dcveQS4bMkwyXbav5yhx7JOPUnksJoVp291On02utPdLoIuBNb5A3T5mBCTD/kQdMAe/0QnhiLoWph5I/8+PYJPXWsa3KeSio5GBw29se8bbt9P136KR755hNvGMvYM9tgK0FfBB1lZPSSK7LPPpdtfyr0eWTmSe50xM3QMHD7+cLo9RxwlJkA3LEOKoC899lgs3G13ZFauRH+uH80dFv56l//Y04c0eNhJ/ZW8P9eVtO/LYNSgL2QC9PtO3UE6AkgN+vl7j8cpO4/GLw6abCveV1Qi1zsBuf4xsLK1qIrrGC5JProIuqMRIlk3xdKCUu1/CHpoC+9QEDqYZZiUBl7uGvSurVMFnRMxL4UqCEF3A3TZNxkFIOitfa1Y3LWYBttV0Sps27gtfV+sQb/yvSs9p+gXLFqWxddmiQkNhkJuGQYOHcerY/q1LirFSHAWUSRBZwDFPZxInFNHJSDO44RW4ISeXgiCPne9215lcv3k0J8TTVaDbiPoQqCdzdJ91Yjk9/VD0FmqrDM+ztz6zHDnlrYnap7iXnrAwJac9DC1odXJOvp3LhHeoVRqfBy2/09r0P0o7pYCHDXhqMDPjqoeRf+OWPC9h0TBvTKmY0QdsxAGFaHLtgt90BXNO1cSh6Y65vM7q26ATmj3bH10PiPBYHtvDh39WWiU4m7xtckqih5TrDrw8HYg6lyzqmmUjEuezw9bPmQCdPJm+cayH8WdnquqciwLP0fnD3P+AADYbcRuSEaSLoJeBueLrFMkQNcbhkh28kfQVaEGfVGHHaCzTrrFBejCsWkNur+LxnYKcJME7k2NRezPpnPFicQWY2J3EpKgL5bizl5PUkKgy5k5D4LelGzCnfvfWVAN+qzls/B129e44/M78taPlwtBJwCEXz07rUG3chT5PW7icTQY78v20ZZzBVPcfUxMpMQCWEzkN82ZOQpCUJE4OqBLq0HvFXywGsPkPOG4ouPMGtt/Wm2msLJnJWYtn4Ufv/Jj/OilH3kOyzL2DOHR6kvw55rV2FZjhV/H3qP2xvGTjqevb9n7Fu79tJGmc0djspFupxoAjO9kWZZUJC690J5XemfNQm+2F6PWBY87vb7B8xv3VvHBZSdF0J0NZZz757fa4/WeH+2A/TZvxg92Gu2777ghlbj2qK1xwT62AGJ1PIIttZ9jgvFLvHf5/njxoj1QGZPUoDvP3i4TanHp/pNgqN7n+YTJJ5TpipzvlMw1cb0crSU3OVN8/pbsQ67eNCliWApKISKuseEp7Lylf6ueIMuLoLOWD0GX9fH2MdGxFJEM6lw5D8Ezi56h75EA0y9bvrhrMQzLcPugiwg6KzpmGNhp2E545shnsMeIPQDwNYflNmm23U/EDhBE4hhjF2bn+ohoCbEappXXbsN3w0VTLwJQmIo7cf6qolVSBdh8ZlkWBubOhdHVxW3XTDs55KlBz2RcBF1Gcac16EJgzxyH3M2pTVPx4CEP4oWjX0CQUYp7NFZeVFoSoGuKBj3qOkpm0r/uXWx9pFX5O2z/PxqLoMso7kHG9ksOQi+IQFxVXKdt1mwEPYhq5Bo9FcvkEHQ15lWYJQlHX1VWBkHPOgkqtldz/4rTAACpFnm/XIKQre0mdEf3JPkAvXzPAHEoVE13l0Pn8Ge8cobb0ztMLWmR5sveVhQuyeuHhLan2qGYFsauNmHlcjSpnTWz6Ep3YXn38qLPjfwmiZQToNdLEHSy7hryAJ1FuBd2LgQAjKhyaZtWEIJOatCDdBiYYPi37/6W0uiJxXQnQM+GT/yWar4BepFt1tj1o9ZbFQbD8lLcXzzmRWzRsAXnXwyvGB74PWwSiNTN+1lQgF4Igk7YBn6ABotQk2A+qkXpPNSV6aL+midAL6pzj3ewBfXCZhkrhOVGfTvfeYNFrfMvCDnBh681TbBKS6qiYK/kSGzjsO2+Wv8Vrpl9DT5o+UB6PA5BF0DPSJr3ebI6gyJLzzX/+bNsixFVI3DfgffR1xnDRdAb4g3uhyjY4a/iLhOJy3R3Ypd59vl+NdonqdI4xIP29lYI7Yyd4VjuGvT1vWl802KP161H2AnYM3Ybi2uO2grP/2R3/Ok4l6E2sakSquh/KwqeOGdXzLhgdwyvTfClbYwR5l1lXMHF+0/kuvaMqR6DO/a7A0dOOLKs1ybe03E146QlOYXaJhighzdWydeluJdwQGFAlaIT6Mk4e54VdwOpQU8rFlprvccyHIp7b6Y3b2ZXDNBrony9aNACRMoJ/Baco549Co9985jryPj0QQfcQG987XgMSdjohaxuu1wmcwJjY8bwG/xq0DmTUNyFfUfl3Ek7qkVpf9dCEHTCJphYOzH0Z1jrffNNLD32OHQ9+R9uOw0+ZSJxpAZdgqArkkUFEAJ059bUxmoxtWkqRlf7Z08B0B7kZae4gw3Q7WcjqSe5sgUz4DvjAntQrxKR1U2I4l7EIs1mk/1ozH7GoklB+Ne1z9vtaOIRDXpAG0vP1zP0cfLSXUhNeYDuJBz9kNyJzW5SgQToA4YdoPcvPRtG7xTcf/p0ZDt2R/+yHwPg6/DJc++QAtDsUA4V8PFxGdZ7aqqzZqiqxnUzod/lk0Qtp4VJ2ADB6OsP3jJxxHVvo+Waa7ka9EOfPhSHPn0oFXAr1EgdddwRktUaGrw7OQE6YUCINegs44sw0lhHnJYXKf4IuhbyJr289GX89M2fcgM+5rAm0jm7FVlqAwTqYus3ch+LLsFietDX9HiDTsMyuK4IR4w/gptD/rbf30J9P1sWcftnt9O/Zf5SEMU9qMuNaCRA90Pa2Bp0SodXdRpkdqW78MaKNwBIkgam97cm3VcA+M7rYkloLKCTBpnnZy6fieUDq/k3y5TYu25dGxIhSv9qnX16sj2ceK5o7ByeE5JiPUn+nLM62ws8yPz3WTfgaihUR6ux47AdaRKaRdBZ/5PWoDPX7emDLgnQt719Fvb42nKuRX4+kYYhHiHJnkr+uvvjDsW9zAH6u4vWw7KALYZVY6hTlqaqCn6482bYakQNjt9hFH572BYYUhnDrSdtJz2Goih51yRCcSesIjZA/+n2P8UeI/coS/DMGluDfvG0i/Hvw/9dluNuggG68OMFjTGFpbgTSh/7gRKdE9fLKfijhVDciaNgKsBfjtQwZ7KCm49mftqcgfnt87HLo7vgineuCPxeth0M4A0aw1C4ghyqN1a84d5ikeLOBuhMYEcoXZwwU5lNFqAP+8MfuNdcDXookTiH4i4Ee2MMl0od02L0nhYSoJNkhaiCHta6X3hRur1GtflNNGHFtIgLV4POL6YsSkSGcF28DmGMUtzj5RWJYx/rHichlYwkuevyZUiAofE5Fqmuke/4/6tIHJNN5mrQQ3w8prvONRGJe3fReux54xt4d5HteC1r66NiM5+t6AQA/PX7U3Hi9FESinseJ4Ppg67Aghrp8OxCnHux5IbYEIYimDWcZKlpB2eWaTuEExrtOczM2O08ezN9dA4laC2RfYhSjRSB4q74003zm4LaqUzvdieAULUI/V04BNhDbyz/WPYdD8I486MAA8CRs+0T7Xz8cS5AJ8jthy0fFnxeryx9Bb9+59cAgAghElRK2lhZdk97iqAzb6mWK4zKGifmReZTiRemFBigA8C89nnca4Kg50wL5zz0MXa6biba++S1yWEo2WHMr9NKMRR3yzCoyj0ANK33li60p9ox49sZAICrdr0Kf9idX7NJME2cdT9jkX/SGg6QX08Qgi4yDIMsL4LuBMDsOUS1qLSl2rjacdxrFkGvOvhgVB2wP8Y8/K/gE7Isz3lHAyjuTUl7LlvctRgzW9/m3lNI0rREkbjt02nMWbYS9XGbwbJFOiOdN5KO3zG/fX7gUTl2l+B/vr4nn3jJauT63fPhTzH/ta3tX+vZRn7v/mw/TeRMqnOF2yjFnfGBDdOLoIu/1Ygv3drJfp8pMzqkCU3JJq7UZl296+usbADmOyQfV72+PHP/8jZ7TdxqhH+C68e7j8VHv9kfWw7386kkJorEOfeFJLYMx3d8vHZn7DN6nwLPOpyx8cMeI/YIXLMKsU0vQGd/LL8HiPRYJG+b5UHQQ7WWCGniguKZ75kNJJtmKcD2cQN/P0rBnCkqPtzPpPs++PWDAPg+qjITEXRxgiHZq6A2IjLVd+4YfrUtgkgcMULfYtvWlNt04TxrjjsWkWHDuG3+fdBZ81LcxYA22uUiK1EtWlDWnRipPyym/2lmxQpOHZe1Y8ceib7Zczw9z/O2WfNB0FkkXrWAyn4L8Q++pmPW6O1F17PPouvZZ5FasADpRYswMHcuul99Fbm19thTytxmjR1nvU7ZRDKS5FT71QAFYF34mSLVtfyG/4nE0b+5GvQQn2Up7mShPfneOVje3o+T752DZz5dhSc+cqm8Z+4+FgBw+LbDcfURW3mn/Lw16O4cpesAJL3PyWI7feh0j/APYFMVdcepIgh6zrLnKsuwA/SRTp28ZdrHMqwcRRcJAmtBRV0yAsWZBxSUl+JeP8wNQgY++hiAXYNOHF7p4QcRQfdjV5AOJuR32XPknqGOR4JAFrn+3Xu/89Cu89nP3/o5/ZswiqRzngX05frkNegWML/DGyywYl4EQZcskTThKSmfDDTWbyA16ADw6tet6BrI4oUv13g+05ftw6FPH4qr37+6sC+TmN+9LkYkzhzgg+Nha7zJhTdXvEn/lgkL0jppK3yA3p3ppkwAme5NYICO8Gw4iqBrcgSdOP0DWffcoqpPgF7DB+gEQVeTSYy89c8Y+de/Ir755swO8rlkavNU7nWrrvnOAcdNOo7e85w4hv18YV7kSb4PgE9WdHB7vXD0C5i1952oFyjuZI+Es1YUUtYiBrhdSQvJnXemr7ka9CCKe8B6f/Y2ZwMAjp14LN1G1hOWETqhdgL2GWUHjzSpzYAdFoQa9JwRKAToF6BHGmyK+3NHP4e7D7gbALCq2f3x/nKk+3uHEYl78P2leHO+NwkhszXd9jM1tGZwu0qQmZotDQGAcVrhvnJYY+McWcxTrG16AXohRjJVfiruJYrEuS8Ld3JEqlgwgm6/ZynAlKxJlTc/cFoYWJYZOoMtBuhsyxTAXYCCFMfZAP2RQx/xvE8xGVGETVGoUBybASYB+qAi6IIYT1Cvb+/7wQi6GudnS73LnZg5BF1CS/Mz4lD41sUG2LcHHIj+OXO4bSoJxD+bi+WnneZuTziBBddmTeJs+SHoTICuG8CVjxpYf8El6Hj0MQDAultuwerLLsfqyy7HkiOOxOLDDsfSY4/Dqosuds+homLQatAJYySpJ7lzVQMQdNFiNT6MgP9PReJYM8P5Y9TYzLNMJO6Sxz/D7W/Ywji7jGvApQfwLWPyIuZ0P+JcuTXoEc0CUX5ljZ3Pdh2+q+f9jJlBxEnuZHIm0kYallOXbplx5+uc7zPdYxEHjT73lmar0pJnSOHXI0VDCQC6V+EeADRVlwbKnlrSMo/lndVq/wA9Yo+BZ458BpfveDl1cvMZWePaBtq47W+teKvo8yTJOHa+V6ttBEix7KQxFWgTKO4yY4Mr3xZrAFOD7t6kYyYeU9C5RyWlH1GJuvabK97Eip4VeGLBEwUdX2Zev4V8b+EBujXAB8dN61xfZPcRu3v2lzGz2DruIBMTC4SaLEPQw1Dc8/XAfm/Ve/hs7WcA8tegsz5YRI14kh3TmqZ5jkEp0FohwYKFfUftiz/t+Se6pSlnwG/SSUaSeOgQu5NMRhd8X+rbFT5vvPxVC/7wAq/IXhmtRKPz+8rubMLxgdf0eRNQxC6bfhn3mv2NeuOKPUaY081xKu7FIejTh07Hmye8SXvbA+7vzYpIRtQIHdNkXmR7nXtU3I0cxy4BgBzzbPvpe2iOn6erOi2tWD3EHSMpxq2l1+5znQtae3Dls3Nx2v0fwjTzr7utXfb5kq4r5TN/BJ2dj2KD1jCPZw2Ws73jphegh8rQCdsNM5BuFtrK2GbNszAEIeiOQ2cBqLIsxMWHxQq/QJKAZUhiCOJaHNfudi33PgkmCYIuq+VgF5AtGrbAtKZp3PuuI+O9X7QO3fBS3AezBj1i8Q+VrI0ah5pHwiPodccdwR+nb4D+fhuL4i6aWmE7jgOffspvJwF6PgSd/G5i7TrzOmJYGOMkW7ueeQYA0PeBXMyFtUhzc/4LKMBYMUeCoFdEKri2R6oWPkCP14gCUpsQgl5kYPaDKT8AwNOYrxi6b97PsfWYQW3WAODoaSNQEWN+J0kQ6hGNI6wW8ppRcT9px5FQ8gTooiYHYCNhEc1F0FmBONWK4qEf7wgAePr8XQGosJwgnTCC6HNvqRhSGXOTXIpICCtxXMkCcV2XIuhKgF9aDrswOtKX4k6SNGNqxuDkzU8ORCxZI2VhbN0nUNocSZxiRY9g+J/+hKpDDkbzZbajr1p20thPxV1mXICeIQG6LHPibbN22DhbZLAx0ejdX2K6plJmB7HL/vMlMoKqO5vkLVUBv5wUd7b+HACSfe76WBfzBuMyBL3oAL3fHkNi2zggHMU9iA33z6/+iXNeP4cGiH4IuojEaYoGTdW4GtymRBNu3vtm74edOcSX1emT8FYUBQePPRhPHP4ELqzZFkf19gWuAWNqxuDyHS/3KKL7fyaY4TqQMXDuvz4OPOfJQgtYKAoSzv1e3bta/BQA4KVjXsLJm5/MbauP1+Ovh6t4fA8V3w63A3SFEzhVQorEBc/LDYkG7jcj8xsboLMBM23/xgA2pin0QTdMmCl3bFrZHDef6sIteml7BXccwT+D5JlMqTkM+8O1eP/QMWitdw+Srwa9P+Oe3+L1ct/8gyXttAxtjROgE1HXwbK4c95pI02f35hpDqqeCqu7U0j3iHy26QXohbRZc66eE7IqoQbdl15ZxMDwTPBBDwsJ0BWg2rQogk4fWMsKRTHrmTULox5/Fyf818CZxq6Y/YPZ2Hc071RTirtlImfmQtGyxR6ddD6TLR4EiZVQ3FnHt9wWFQN0WbLFTyTOtwbdtspdpvMbTJMKjfXn+ksSiSsGQZeZmpQfhwToHY88CqPLTt4UhKAzi+nkVcz2TAaWaSK7Sr6gEhty/vnkE/Y/ZZpkiXPUm2IQdOZcNUULKOLgLVkjacEEYNCim41lBdz7YyfZlD4WJZ0Q97tPrvEIenDN9ag6yZgtmOLu1qA/tvSPec9J1mptSdcS6HE785Q1LPSkHXq7GcUHvz4Qe0y0A6qpo+vw31/sQ2nuxEFzgwcVDZVR17lWLN6fVYMuKJ/JFO4BTdOlNeheIc/yjuWIovoG6BEhmRy2no84nKJIVLEtvgBAdzQFlEgENYcfhpF//jMS22xtb7OAlr4WN0BnPucXoLNq21bWYSTJatAlbSsn1U3Cmye8iZeOfQnDKoZ5PyQxUofO2ktf8SgjmzQgYnbFGm1bKtzzYlTczX4eQY+n3PWRFVkkRuqUWQvLTvND0FmKLLFSROJW967GzR/zAXU+BD1ov60bt6YiuqwVhaAzvsuU+ik4p3ZrJ9gJfvYrIhXeAJ3WoAvb86whrQ4N2ktjd+2s7j6c0dmFR1e5NdeE4i4yPgHg8h0vx8iqkZ4A7ea9bkb3PlMx8ae/AuDMw8I+lWZAprJIX4TMZ7946xcA7GdFURSaqDGdTCmLoJswoRlsWWsOVtpNhpn9/Yjk3PfHJ10BXm3q1rj/QA1ztuUDYzZ5VXvssXjvoBHc+w107pFfZ5aZm75Y2cm9Z1kW/vL6Qpxw1/s47s738O26Xqxot5/nYbVlDtCF3yHp/Gat/a34/gvfBwCkVXVQGY3/Q9DDWgE16OTqSSab3VaUlbEG/cTJJwbvwNWguyJxVZabQaIOkGlyk7ssS55esgQrz78AW8z4Cse9a2HaVU9BlTyYFEG3TG7xOn+78+nfbGYQ8AaRatCcRwI9iUhcIb2FC7WI8MOz2Ul6bn4icZxJEjySoJ30dK2IVHD3NKyRGvRyI+iiKUk7QO97912svfFGe1sBNehWTo7IWOk0cq2tsAaC60PVwWhhpij02SBJn2QkyQnaZUY3h54KErWCwvP/5zXogMui4ah2Ie4Lp+KeJyczsVlI/EEJH0cyj2a+zDobbPglxJTkAgC209LSa89TlhlFXZJ3qhsqo4BhX2N7v83eCELQPcpjpZhkQKtaRK7iTv4tIyuMNR2KL8U9FuEduLCKu34Ud1ahu1AjVHVuznPmOsWyRehkFHe/nyosxR2OAnuGqT+uilahIdGAmBbDhNoJec/dsiwkot6Dp7P8OsMmhksN0AmlVES4i0LQ+/m1IZZyz1uGlsuQbRqE5KlBF6n5BEGXUfbDIOgzvp1BxetYk3UV8FNxFwN02T30BV7IHOLb4SLMXBIuKV4ZqfQE6MXOG+t6Jc3uhfNJWsClHV3YitZgKzQoE21E5QgPck5sXO04/Ot7/8JeI/cC4IwRwYevpnNxAIJe4Ho/smok95r8rhRBJxOJKVDcBZE4k6G4G52d3DF7RrnPn7rlFPtfYR5lRTUBL8ukWaIUz9oAg6D/9N+fY8zlL+Anj9oMzOe+WIM/v77AOa6Fk+6ejZ50DpUxnQqmDpZVOH50e6q95PksrLFsl3IqxG96AXohCDpRcWeQM74GvdCvDkmpD2GeeiphErBkFHcFqGIRdGZfdrLf/8n9cefnd3LHy67wLhxij2yAR9BZx+fMrc+kf4tIt6gwSo8lSWhQqjSDxJIMcVD7jEJMFghHhBp0K+UNHHmRuDA16K6Ne+F5DPnJhdTRu2+3v+L4ScfjR1v8qDiRuHIj6D4BuprwHj8IQfcowebkjpGZzUjHl+ewVZX0uM635/1MIba0awkAJ0B3zlVNJtG/H896sDafgCE/uRB6UxO3/e+HqEgkfBy2/49r0ElCkEdJ83+edVYjsABFofXdrB285VAMqfQiqyJK7P8TEOfKzIuusUkDMZgnbXtUzXYWM4aJlp5Oe5sVhyY4qsmoBlj28c6d9WOkcin6/Zalor6CRdABhZlbFDXwgoItoAadEppkCDrz+XJaRFF9A/QthmyZ9/NV0So8e9Sz/DF9EHQxQLcsSyr+JTPNQaW48iZnvlYtYF7bPCnFnXWmdxuxG/1bSnGXIugkQHcDFtbxm1iXv71mzsyhJuEN6vozORz+13dw79u2yjwboLel2jz7F2IEia6N13Lbi6lBN50adK3RXv9jaQOKE4jJAnSZY8z26g4ykvAmdsOHN2Blz0opgh4mQAeAX7/za8+aLgsY8qm4E5MF6JPrJ0s/SxB0pSA0zy/QDH72k5Gkp6c46PeGpTTZtq7HHu9ThvqzFGRzUUK4z4SpcuUuVwZ+HyCMEeHQNTRILR+CLuqYkOCOIOgGWZpyAsVdFIlLu3NDrt0dV4kLzsTyvafgp2dqWHLCzsiedjQALxNJLP9gA/SDevvcK/a5Tlnbxuc+X41U1sDnDq2dGPlddxhTF9gWtTiTI+j59iunsai5rCNUsbbpBeiF1KCTUg9GLbQkP8QjelY+JM2ygI5HH8XKSy7F2ltvRcdDbsuMdqeXs6XYNegixd0wc54s+R2f3cEd30x7M5fGem9AzAaTLrVP4RYTUSDlpMknoSnhBjbeFj6MEZE4ZnJqTto1yJ3pTumCWajJ6tHEAF1UkAUQIBLHGhNI0uuzEBs/Ho0XXAB96FAAwHDU4spdrsTQiqHF1aDnylyD7kdxj0uCoKAadIBD0S2fAD23eg1VaQ88r8pBQNAlSKtNcbfH85Dzz0NUQPGUCWPs328ITyccc8KpkuP/D0EnziSn4h5CSMZLcQciEjRmnymSOlzZfBKC4i5D19jEVxDF+oRJJwAAVNWeP7M5E2sdBF1XvMiYoiiIKK6K7fOLn2e+X0VDRZRnoYQghIU2WYCej+JeRlYYazoUX4p7c0V+zYmtGrbyKFcTGjXbFxvwMsZu/PBG7P7Y7nlbMgE8xZ0YQQcVy9YCkTHS2GTH0ORQ+reU4i6tQbfvu+5zk8Ig6Fkzayd8BPv9c1/jy1VduPYFuy0bux4S9kGhyvfE/BD0oBK77tdeQ9cMHm3um/MB2u+7DwAQaXR9h4Sz/FdE+YTydbtfJz02G4QEtT4j1zuqahTddufndxZdg07sq/Vfca9lIINvDboQXLOB/AMHP4Afb/Vj/HCLH8pPJB+CHgb1DYkMF42gSyY0EsjVJiX+lV+SXnFF4oj9aqdf4b3vvycV9RSNC1SF368mDIJe4Hq/1ZCtuNdE/LggBN000PvmW/RltsN+bvujQOO55yISi2Nlo4KFR22HlYY95tjWaoA/gn7w0F3wy/bOvNcxIAnQAeCjpR247x0b+Dhl59HcewdvOVT2kbJaQiJgfXDv4OlXAa54NvA/Ffc8JiAco721SnRPmT9XSpu1QUTM+pd2o+Wqq9Hz8sto+/tdVGQLAAymzVqVZXko7jkjK3Ui2AXLaPNmdnOSbWyAToLlqBaFoij4xQ6/wITaCThty9O4z9TF6/Dc0c/h+1O+zx9McrMpxZ2hG1dHq+kCL+srWahJA3RB9tLMg6DLAtcwpjqIsNnrKtIXo+Le0mvXX4UVDMp7XpVy2pESkwQZAX3QAV4/wC9AB4B2Jsnke15Vg0OHoku980dFpMIdc7ruQTXUiP2aUP6JXbzTz/E/8xq5f/xjld+R4dusOf9KnMyahNzh907BPmJIzNvic6dA4QIpWb0rYNcE00BBswOTrGFhXZ8doEdVeTuZmOoG/wO5AUbFXcXw2oQ7LysWIhXh54R8JksYq7oPxT0oiVoGiwQE6GG+k9Y0M/sSh1MMLkX09F/z/oWsmcW/5/877/eolOLOoCIMxX0gN0ATLGxQrjIBw5jqMfRvwrgAWJE47/cS5HOLus2x+4jd8dudf8u9HwZBz5pZT4mFaJbTy51Yb7YXj8x7BDs+vCP+u/K/eb9DNCISJz4zfhR3K5fDqp9chNW/vAxZJmG7/NRT0ffe+wAArb6esrZIaZiIUvnVhbPfG8RQI2NmdJUbUBiWIQ3Qw9SgE1vavZR7LZZfAOFr0NnfaVrzNFyy/SX+zISiEHQfK4LiXqwjTQL0OkliSXY+ZKrMCec4fej00OKSHFNBuFRKcS8jgs4mgVgjieAcqUFn/ShJm7X1f/sbfZ11EPR0xJ5jyPyYMTK09ZxIrRfZJcQvPnrkPmjKQ28H3FKZfafwrMJT7nM7BG0+rBo7jrG1ISY0VeLwbYfnPW6pViEklnaNNeOGdaUxg/IZG/v9rwY9yIQa9Jrth2PYjh0Y971W7z5Clq9mkmeWKey7xawhLeQr3clJt/hngIhjMM2KosG0FQsB1zXNGBmpeAZb051r82Z2ZdvYNiI0QHeC5x9t+SM8feTTaEx6g8ZkJEkzhG4LH+99oarhTICsKAo9pqjQW4zJEDNN8BYtCYLOisRFx4xldpZQ3BWxgNT5HgcRNnokAXpIBN0wDSzvsSfdMTVjQn0mn+k+SulaXZ1nm4zirvj0sLdExVXG+j/8MO95aWLioBwBg+Ii6ORobJs1JRLxOEckQ8oyDWqOPIIK/Pl8Uenn+l2yAu69DEEPAzTEdK9IXH/G/l2eOt9FQ6QIi4QZkbfqyDI9z52makhE3EBKFJ+6YscrMLZmLG7d+1YayCvqAAALlzz+KWbOt8uF4ppPgM6Ux2RyFjr67blGhYapo2td51oBopUGRh4/ApvRRhDFjinvvQF4BJ0LMD0Berkp7povxT2Mc08DL+b58wsCiQOaNbP4pt1t3zSsMr/QmuYonstq0FUnQJclv6uYnruT6ibhtzv/FjfueSPnyFlBnWOcGvQINNy5/504YfIJ3Ntja8ZKPsRbxshIKe6stfdl0MXUsg7kBnD9B9cDcEWsCjGCoIsUdL9A0ux1y+HMbrnGjDJ6M6pFQgN0gf7tRytl0aygOvR0zj4wy0iri9Xh0jcvBWAnWXRFx7CKYVzyTjRVcKlv/PBGHDPjGFrTTkoI2CDNtw+6cI1rB8KDE1beGnTZh0qguIsIOhWJC/qsP4Lul4AVP/f3/36Ld79tR4r5nj1H7omhFeGRWnbsiEnDUDXoBZrYx54k8EjyjiDobIAuIugsgAUAplODnompUBWV+uRpI011D0ZX82g2XaOdMi+yDuqejKEPxd1hucYj/mOsJhHBY2fvjIV/OASv/3QvvutKuUz4beKWBYU553otZj+VG6jk8P+8ivsf//hHKIqCSy65hG5LpVK44IIL0NDQgMrKShx77LFobW31P0hIU1QFteMGEKv2Bj8i5bJqXGm3w7elRTkswLklD+75VhUUuCJxZIymcylPJnjySgtrrruOKqUuWvKJ57ht99wLAMi2tqLl6muw9tZb0Xvz7Tj9VQNjWywc/szh3PcQ6//kU7Rc+weYfW5SYf1dd2P029/auwf0VyQIpTkwgN6338bio49By3XXoTliC3HJMtCFmgxBr/uGVxM3U8EU99ikSZ73bZP8UMzCRxwNs8d2TDIrViB941/R1GGFqkHPmTms6VuDrJlFVI1y9MlSLDJUHqDrDQ2ebXkRdIZi5CcSB8DTx1NqBbQ7K8Q0p9Dr5/8xcOprBibcOxM9L78MwL4+sVZQda6JrcmvOugg+cE3JYZ7kYJ3JIPPUdxDHItD0GEhYxjIOjTj4TVuwCtTpwYAT/G0OMV4tDy880FEjXBIGIt6AsAPNv8BZhw1A6OqR1FnvS/yCRIjH8D63gxWdHY4n5OXjehMv5y5qzuxvs+p203GkYzqDIJu/1M1sRLJMnQa9K1BlyDo7mcGx6nRFX+RuFAIuiRAHzJ/LX78ioFRa/kLIQH0ua+di+OfO55uDyPmo8ko7qRVHwnQnQTAzs070n1YanoyksQJk0/AIWMP4Y5tZQjF3fu9BPm0DHlQGUbZvjPdie6UO/+etusYzz5nPvgR5q5xSwL6GVE6v5ZpQeZXg+6n4m6wAbosKQ7ghgU5mEk7qEmmgWEVwzw0Ur8And1+1+d3+Z438Y/2H70/3fb2qrfp36OrR+PV417F44c9HoiQic9LV7oLCzsW0h7zXekuALZ4GTG/37IkJC4vgj64InH+LYeDv5eIxNVJE7Dez/amDLy7aD0O6evDGDWBkyafhFv3vjXwO0TjAnThvf4wTIAi1kiC7jcnm/GzHX4GgEHQSatPw0Bm5Uq0XH01zJVruADd6OD9E7OjEwCQjarcsbJmFit7VgLwIvdsQjNn5eg6qIccd0QkLq7771+TiEBV5Toyg2UK+BK1ZBkD5jBWTpG4DXvmAD788EPcdddd2Gabbbjtl156KV544QU88cQTqKmpwYUXXohjjjkG7777boHfEN6h0OL8jdQTYeEXHxMmJffjg5u5oYi084WkBp04QOlsylO7fc1DBizMwPrqZjT97Kf4avH72F04bvqbb2BmMlj9819waOchAA752MAJV9jDpyfTw31u2Q9+4JyYgqG/+hUGPvsM6/78Z2wJAFfokhY+zLU4AZDZ149VTgInPW8eph87Fp9MKk2Rl5gsQB9/+4vc6+qDDvTsw6r9xyazAbol/VNmmhOgGw5asOKss5FduhQ/GQFcdZo/gr5+YD3Of/18rOxZieMmHQfAFt8rF51GkwTi9nZv6xpFVpfuh6BnCtMMqDnmGHQ99RR9HRnmJCAGSSRufAswvsUC8BHdpugR7D5iN7CpIMXplKBVu7Q5WfKCs00MQM93QZZl4ZdPfgHDtPCn47aBAgGRCOHHsMjbdqkMOgaI06Cgscodd80+vVRDT9lkRwmCris6FwAEBaksGqJX2eisotpj3k8fwoT7fQNGHyxnPoqRBCCDoLsWzln2NUWRRuAaQ3EfmmjCCdNPx40f3ugi6GRNK7dIXBA2EOKriHOpKK6M3tSr/gMA2H6hgfMvdF0bsmZ80PIBdwyZQrfnVEgrIT2A4u78fg1xdz7QGU0TETEj5qq4+9egs23WCrX1A+vRlw52Fj9d3onpW7njgugnAIWJlgJ2Pf5/Ftq/QU20BgoUqkfjx27gEPTeHuk+SxJD0KNGUQngqm0vw4gDj8Dn6z7n9gkToN/z5T04cMyBmFJvq1r3Z/tx44c3YlrzNBqgNyYbccm0S3DrJ7diWfcy+lnDMqTMQNH86k+J007GXEOCGSs+516Ko086+xSEoJciEuepQS+uPSOtQa8ISEBJ5qJq08Jz1TsCO/+6oO8D+Psf3XsPDLzxFjqdqXtv2knA+505yyo6gHrqiKfw5fovsf/o/en6ItagW4aBlRddhPTX86C9NYsL0LOCfo/iMBWNqH1GhLGSMTKUbcmWbwD8defMHJ0nNXFu9hWJs08oHtVwywnb4qf//tyzTz4GT3nMe34VkSTVaUrQZ3LDOGTlpLhv0AC9t7cXJ598Mu655x5ce+21dHtXVxfuu+8+PPLII9h3X7vv9v3334/NN98cs2fPxs477xz+S0I5EvY+kQoFDVv0oO1r2+nWkgDCsYzlRx1MBD3AVKFMJiZk9NK5lJSGBwDppUthWXx9C2tmTw/6P/20qPNKffElAGDg66/pNsW0AusbCcXdFNpv1a9PA5PkwTVrA7kBD+IlWr5jjLzjDlTuIaYrgMzSpfRvXUL9tk0uEkeMBLxGWxt3zMmrgh2is149C4s6FwEA7p97PwDgyPFHBl5HISZVZoeEYg5Ar/cG7X416KwDRr8rkQByOeqg1hx3LCp22hmKpqJy331R/6MfIjX3a8TGj8sfBBdlwXOEEomgKdnEB+gO1TU6bjzd5pfU2LQg9PD28bIOPPGxna3fY9IQRKAgwwXo+e9Lc0Uz/jTueNS/ezumpdP4vMt2aEfUJaCpCh45cyd0p3IYXit5xpnSBXaT1JhHU6xB11QttNCLlO7qCMZV+CDoWSNHv78r3U0pghGxgwWdKMsznqQIuhahSZSYGsVuw3fjv3oQa9D9WpGFQe1lNejEhghxnl9SVyaEJs7BVY6gnx/FPWWksLjLVkNnHduI5Y6f/AG69z2KfAbokjx26GM46YWTfN9vS7Xhpwfuhg+XtuPi/SdieZurVL79ZnX4eJmNnH+7rotuX+sTJIexpxc+Tf9ORBKIaTGKwvuJxJlMqRdb9sVaWosgbSmoBDCqYgSqYjVFUdwBF0zImlkc/ezRWN23miYVADuwkWlOhBWn9QuqP279GLd+fCstK5zWNA0vLH4BwCCxVMw8CHohInF5zk9VVKiRCACGpRnGFy5AJM6yLJd56asMX9w8yY6RyGEH4OnVT+HF2Hxctt1PMHrJL3zPdSBroUop7nuHVgz10PBpgE5unWki/bUt5KisagVTNYPcWp9STyeRSBJizy9+nr4la++mKipMy0R/tt9F0EOufZTirms4ZtpIZHImLn/qS26fDROgey3JxACJDYCgs5T6/7MicRdccAEOPfRQ7L///tz2jz/+GNlslts+ZcoUjB49Gu+//770WOl0Gt3d3dx/thUw2SkKKoe6k4o3risUQfejXW4YBJ2gHaJInGka0hp0AFjZuxJtqTY3yBfM9Fk0w5g5MIC+Dz5A69XX0G1xtpOFrAbdqfFdc8UV3HbFWfiCgusZ387Ajg/viOe+fS7wvAzTQCxj4dIZwI7zvRdete8+Uhp3ZvFi+QFlNeg+pjfYKuDtDzyAzPLldHtX0nYO/WjAJDhnbbPqzQK/S3qqEoVLwIe2DnngLgtMFVWl43zNFb9C51NPY/Vll8Fob/fsGx01CtHxbqAbaR6KmsMPQ/X3vgc1Hkd8yhTUHnsMEtttx56580WDnwXlBKEcI6JPkRGuyIk0UcEfqZyntfEtz72f+Y2b1b/08c9Rj+DF+dW5Lbj4sU/Rl+af6YPrt8aOKXteXtNl/zuqzp4Xdp0wBAdv5V/W4TnDfJ00LNNTm6qruseZ8TNRTRow8yLo9ZXuAt6V6kLGSZ5GnSCD64NOz7NUBkn+GvSIolHqpUIft8GpQdcV1TdA73njTaz62c9hMMq705qmcfvIKO7Eeh1yBUvzlJksQGdR9bdOfAt1ui0Ixs2PDMUdcOdmnQnOdMa18g3QCcVd5jY4yKcVgKBvKWlHN6pqFKXStw20YdroOnz5+4Nw/t4TuLZIT567C3YZZ8/jq7vc+9yZCq923JftQ2ufvAxRgcK1TPSrQTd6GAS9x5vMBQBDUdGTdXwaRydERKn8AnQx+CVj4s0Vb2J132rP/jEthsqoN+kmE4sTLdfRgRE3PoZtF3t/s9lrZuO+r+7D3La5AGya/kvHvIQ3T3gz73GLMRdBLyBYKLIGXfY9FKwqYL02TQvrCcVdEIlb3s60wSuzD6AoCh0/Bkx8OM5EV4WC8ZzOg/c7g1aWT5Z3BLwrt6gahQIFJmn/nDO4+Y1D0B3fccFwIMfOHw7dXHzeEnqCY/gA9jM0JG77o2v71wZQ3OX3m1LcnQTzSTuOxmdXHoCvrnJL/zZIgC4ZDywTjyLoG6gG/f9kH/THHnsMn3zyCa6//nrPey0tLYhGo6itreW2Nzc3o6WlRXq866+/HjU1NfS/UaOc+gr2N/D7QZjt0RrXOSu1fZ0HQd9A/rkbXPMUd0ovtSzfBWZ57wq0DbT5IuiGz6IZxsyBAbTdey+3LZ6ROX+uEQTds925tiAhtV+/Y9ObfvXOrwLPK2tlcchHFnaZm8PPnzJpb1UAPJVRsPofnwHApmH7m0Qkjln4dIYyvuqnP6N/9zm+jOz6/H67fEwBqUkC9NgWm0OT9EHXhw5FfKutvduFVmPUnEW69623sOZXv0LXszOw/p57Pbs1nHM2YuPcFklaTUDP08EwRUHOqQNeJYmxpW3kHFZAcpoTKGiab2u6Yuu2vytWs7V9U2I12YIWtZYunjKcFJcX4bac/dDHePaz1bht1kLhSO53tnTbxxxVH2asS2jcHrBFYf8BJDXomqLh8h0vx07DdsJt+9wW+I1VEUEpWDEBxT5eRVROwz90wp707+XZt/F510sAgChBhZk+6PY5Dh6CrjMUd93yBuiD5dQoij+C3j97NrpfeAFt99xDt92x/x24bPpl9DUN0CXnt8YhNxEktKAAnam7ro3Vuig3I+ynMBR31jRL7kz7JWoCEXRHe8OvBj3IiCNOBMmijl5DQ6VLG1YUhTrP3Sl3fRH7wwd1Fjn+ueOx/5P709ZhLPK8unc13zLRl+LeI/2bOwcmQAcJ0MUa9JAoGVlfiWibaFEtKmXFEBG5IGu9/npUvf0Ffv14/tKAuB7HyKqRHNU9n1087eLQ+7oIup+LX0gNeohdRb/JN7LgHHS8/20bzvjnh1jZ0Y/v3fY2cqYFRQFq4nyAub43jfZ++zfoTvHPhEX9rOBT/GBJO/a7+U3c+voC/PPdJfjrzIUUEGFbjhG2REJ1x6/8KfD/3vP/9Qna+wor71MUO6nlIugG5w/LfPQlzQrSLLlH4ynuxBoTjVJ/m6D4LX0tNFEdCYEAp7IG5q2xQdFExN2/NhlFZUzH30/ZHn85aTvU5ukiMVh2OKP3sSEQ9MGyDXLmK1aswMUXX4zXXnsN8bjcaSnUrrjiCvz0pz+lr7u7u50gvRCHQoEeMzHuvuugjt8FeEyoOy6xBp2jOw+iiTXocSfgpARJ0/SluA8YKWTNrK+z5LdoAkAkayEb8b82c6Af6fkLuG2xLAJ77IptrOh2JytVSCsyP8uZOdT2uRdcxfhpE9+Y5fu5hjPOQMX06YhvsYXwTngEXat3F+TUV26P1KTjF8po7mv75OqtrNJ0WGMR9M0e/heUaAzRsWNpT14AqNh9dzT94hfQmxqh19Vh3IsvYMV55yG7zM7a+iLHkufFWO84b8ceg9qjjoISiyG+9da0/AHg74n/iZf3WfrrGSaWKVGc+F8TI9r530zKJnDoXPqQIRj34otQfcYpf6D/mwh61RY1GHPgOsSqxOAg+HoIPZFYP/ix7PdofL1art4MkKA/gpF1PskQ0USKu+9+Dkohq0FXdQytGIp7D/Qml0QbXim0jVEMKCRAj8jXujO2Ph2zls7GvK6PuO0RzRGIk96oMtSgA7bjzPwsLMVdV1TEtBgm101GzboWAG3u58o+lBVf1haxHCMSWxGpwB4j98ANH94AQF6DTqw/Zp9sTawGa/vX+q99AQh6TItBVVS3V7mM4g7Yv5Vzj1jkhNEBDGgxRlTcy1eDnjNzNOgTBVUv3GcClrX14bjtbXZIVdzRkEmnASc/m8qloKs6TVot61nm6TcP2IE8UYf+pPUTHDjmQC7R9b2x38Ory16lr/0RdJbi7oOgqxpypHuMkygVEXO/eywaCb78mHgxLSYP0EMg6Ol53+Tdh1ihyfU79rsDe4zcI/T+RSHoRdagA6DtcamFrEH//j2zAdhrAEnGxnUNEUEEdF1PBl/MW43TA84yn/3plW/w7bo+3Pq6mxB+e+F6XH3UljTBw9ZiA+419aRyqBUuhZxHOmdArJhv6U5h2jWvYURtAmfuMRan7zbW3TdAVC2uxWEq9nNg5QzbH3bElsUAfe3kRjy0XzuWDLVw7kuOiK2TKBFLSvwYJs0VzcB6YEXPCpqci4vPkrDm9KVzOPJv72LRWvs84xHv9QSx3Mpv3jG29/A9cA1ucF5tmDhsMGyDIOgff/wx1q5di2nTpkHXdei6jrfeegu33XYbdF1Hc3MzMpkMOp1WAcRaW1sxdKj8h47FYqiurub+AxDSgRFoTyOHIjJ0KEqu9ROpIRsKQRfGXxVps8YgMBkzg/0/NfGbRw0c9LH7pGuqhoyR8XWWlp9+Bs1ai1bjJNsP+sjEstNPh9Hbh67nXHq5sW49dbIUJxN4w/0GxtB4U4ag+ygfO+fH0lH/+dU/MXPZTPmJ+1hu3Trkzv8Vdv7G/a1vvdte9LW6OuiN/kIwiqYhsd12vvXatgXXoKuVcrpj9QCgmJYU7Wnpl7NIkj41roHGBOjxKVOQ2HoraJUVXE19ZNgwxCdPotti48YhOmYMfV/zQ9CzckcYsGnsyenTkdhmGyiKwtHk9SGDUWceZAo6qhSsblDQL9GiUWQsipwbxMXGjXXmCz/7v42gK4qCRH0WaqSw6xAD9EMh/K5O4Nnel+GC8q4BYdwwc7iLoIcY64rinf7zzcGSGnQ/Z0ZmLI3X/r4cRdArY/IAPapF8Yc9fufZHtN17vlUylyDbh+TvyGaHqXrhAYViqLg0UMfxS1732xv9FVjLt38ksJ+xlLF6TwpWe9zzs9H2A1+CHp/rt+zjQTo9Hd1xJeUqJfiDvAoOtuqM6rkDxhpW0eJF0ZV3AtMSGfNrIugCwF6XUUU9546HQdvZbeXq3YQ9BQzbw8YvVzw+lELn0QitqRrCf2bJLjIfd56yNaYUDeB68jgi6BzFHc7WBfLsKor4zBIgO7MwyKCHlaYiQToREDqmInHcM97TIt5WsQB4QJ0vxp6mYVR4QeAm/a6Cedtex52H+HVxAm0fAh6KAC9gKSgsGaG0WPKMcxFMs8DwK++N8Wz72X/+QJvzbcdR0uY1C3JX2Htg6XtOPjWt9GTtX+7e7+8l47jr1b4J44B0Pvy+xlfed6KOgm2VZ0DuOq5r3HYX9/G2CtewA7XvI7fz5jrm5SO63EQIk7rdddx/nBcmMYW7zsJmYiCTsalVB2mj5gQU3wWwmanPcgDXz+ArJlFfbwew+I+/p1jby9cR4NzABhStXFQ8iBrYgQdu3zKe/8v2AYJ0Pfbbz98+eWX+Oyzz+h/O+ywA04++WT6dyQSwcyZbrA1f/58LF++HLvsskuB31ZYDXrZjgVvJpy+2lBImvP9TU6WmU5Xlt2z/OyXTWyz1MKPX2XaYCkK0kaaOkvt/i0+PUZ6kv74NRP9789G11NPYfUvfunZT29shN5kPzCJDBAl639AH3TRYgP2NRHn4eu2r3HzxzfjkjcvCX/CANof+heUT+einknWVzprg18v8HJabKK8PZtqAUO6gT99+CfPe8TRmlg3kdteFMWdEXATGQyV++wDAKg96UTPx5LTtgcAREaNgiqhw+cz0l6OGCv+VpAQXJmepYxzHFmArlbZyb61U13V0/pTTy3iW/7vZWwDLc+9X9vjoI8O+nG8IU92HXPHu/jebW4Lo85+/8SOW4MecqyHDdDpdkuq4l6sKYoB/D/2zjpMjipr429V6/S4TzKxiRsR4gQSCJDgFlhkkcUhgUUWX1hkl49VdHFYnIXFlyCLJwSSQEKIEHfPWManvb4/SvqWdlV3dU/35P6eBzJdXXXrVnXJPfec8x6Wf0bl64S4A8CAkj6qZR6HS35/avY9iRx0QPXMdTqcsRB3wWPkcrjgEs5BqnLQwTBx5QGUkQRlObGB45oGQXhUKwpLeL2J4frBSFBT26MzpPagd0b4ZaJxGQtxj10TpLeQnGQocsdCvJ0R4LmZz+H9U99X7UPCwEBP1IMeioak8ySGuOshetDBxK65Fk6us/Lcquc0z50ojAfEwsVFw0YsIeZxEiHuOmXWxDKv/N9C/rvCIXDa+L6SgY6ImCdrTiQOkN/PwWgQ+9v3Y0sT3/98V75kpAC84UyWQBMRryUjlHXcp/Wahn/N+pfmuqqJPR1m9ZuFOWPmWBaSS8yDrkcSHnSDfm9tUE+QjehZgPMn91Xts7kzhAYhZFxpoItEdPR15m+ow7LtjWgPxJ/sWrBrgXQdd4Ri+9HaJydMyO1VpHYBwOuXT5J9Xr27BRwHtAbCePH7bbj6tWUA+MiBBz5ei49W7sXOxg54HB70aODvt2hbm/q8AthWAbBFRdg+mH/eRIhVRANdGYmpd/0cUc1HZYhpKhOqJmisK/+8dBufX+9yMPjjaSNxwiE9NNtOGzrHds2Ya1CdV43TfH0N17MDs/ezVdJioOfn52PkyJGy/3Jzc1FaWoqRI0eisLAQl156KW688UZ8/fXXWLZsGS6++GJMmTLFmoI7YO5HUK3Dyf5JGGVJiy4an1cIs8xKD7oWEUQRiobgEGYzXzqaxZw5DsAX/4JjOOD86tOkz6R6N4mjvEzTM641yxppbtZswy3kHYmDabK0m1aoom6fPfqzfZ5Bg3S/M0RLJE4nB92Rl4vqhx/WbKZPHYd3Nr6jygMUj6/SV4kSbyy8PBEDXTbYUjz8ez3yMAZ+/RVyRqjFh0qvuBw1772LmvfeTUh11pEvn/lxFMUGs/pq6CQ2eqUZBuK7VwyHJfEM4EM6V954PObMceDquQ5NVX9dsjwH3Qo/bG3EOc8swtq9LTggGNr9y/nfOhoFSshnQpRDU0cQ2xQDswMdymdT7DepbxcMdNMedEW6QrzrRiNqxWqZlPsOu0/6e1BFjhTinu/Rvz9ZhlVVYXA7nfL7k8xBT1EeuizEnRwOSEJ1qXuJTemwXmdbFMYcV8lPGGpWAuF4A3tk2UgAvOGo5UXXqvMtetDFZ6tkoGuEuAMxD/qhFYfKvDZcMIhJPSZhQFFMDFMJFzLwoIs56BY96MFIUDfEXUm+V8zj158E2Nu+VzMcvCnQJP1d7+cH92IqgegtJz3oeiruHOG9F0XzlB70o0f2QES4Jz/8iQ+r753fW+YVNJpUI72JS/ctxXHvHIdPt30KgNcHID3mHodHNZkwrGQY/u/w/9NtX4ScbAD4vN8JVRNwxyS1Jk5Ck+tWSCQHXfWMMf/MUaaFaaZtKNjeqDbQL5jcV3d8IT7LncQ4+/IjauARRF0/WbVXFY21vaEdF/3rB8x+chF2HeD3d9GUvnApSht27vo1/2+4U4qy6OiMXYdOrePRiJAUGd+vBF/cOE21PNavDry6eDuufHUpnl6wBXNf/wlH/PVrbK4NwkPcbqG9e2XbvTKDxV0XONBz3rto8vK/MVnijnXx13p7SC72qCdcdlj1YbJrcWLVRM3jAfh0s4n3f4HnFvLRM38/azQumNzXMGS/6+Bw5egr8ensT1HlSPG9BmBKjymY0XsGrh59ta3tdk1dMA0eeughnHTSSZg9ezamTZuGqqoqvEvUQzZP13mtuqrMmrR/4dArFYYyJ3jQtYhwUVmIe5QF6gsZwMTgieGAQY2xlx8X0A4Dc5aUanvGtcITa7XzrXut3IfCdk4KR2UZFpPXRvHwU2HsX7Ekbl/9YT9e/uVltBTrG+jeIdrebWvEf6m5a/ppLu8jHPq+dnlIuxhe53V4ZbP9CYW4E9eG8kXIuN1w9dCeDWUYBt5hwzTLrpmBzVOKaRH5mgpxyHRwSTPv7ejTUx1OJ4q/sS4X6gsZNBR0M0+4jVz+8lIs3tKI4x/hPeIeJyt5u8MRDme3xEJVOI7D8h1NqjZa/WHc/cFqrNrVjGhUcf9wQHm+B6W5JsPoTHrQGWJwlWiIe9M772Lz8SfgRNdYKW+1JN8hhbjne40HBn86/E84JD8mZuN1uhT3p6luWEMx0Mxx58aqfRD75qyEtyZIUdh6je+XjnsJd0+5G5cdchkAbc8QywG/PfS3kmEWioY0Q5S1JnZFMTDRIyKFoZMedI0Q96ePfRocce2KxqYRYttaozBGNELC1gz0UCQW4t7ob9TUNAlGgvjrj39FfVjQAWHU+wi1xnRWtCYyyPHE3jbeiBAnQUQDlxz463nQyfMUFQ10xTH3qyiUPOhLNvHe+jx3nmzyw+ieHVsxVvr71bWvytLkcl25hmJ25w09D/85+T8YUjJEt309xDD8c4eei2vHXiv7zmyIe6LY6kE38QwQJ5QkTIyF317Kl+ScNaISx4+swrkTe+Os8b111xfVwsn7r8jnwuED+evdH47io5V7MX9DHe54bxU+Xb0Pt76zUlpXFJf77dGD8Mu9x6GMEE0Mt44AAycCkYD0XGghDPQ8r/r6zfXwx3zPyWqHBgAMrMjH97fNwJT+pfjDScPxwx1H45PrYjoCd76/GjsbFc+gqAt5xCLOL7/3VvdhEHAziOb7JEdOhHimOwUDXXl98Ya3NqTQqTTxqcFT8zejVkhjczkYHDW0Qnfdgw0H68AjMx7BnDFzbG23y+TtvvnmG9lnr9eLxx9/HI8//nhyDVvKQVd7OK23RaCr4p6mAb7Q30JhBjoqjUH1DfQwE0UgEpAEKKLCIXjvvhn+e9Xh1rLdcUBOS2zgE27UnrF3FBVpn2ONWb3Syy5F69dfI3fyZLR/+63suyG7OOnl2hnuxI3v851u//2fgE+PNOzrMyufwbOrnsVPK4ErddbJnTrVsA19tETiGN3rx92vHxylpVItdHdNDYJbt6Kkjd+2wd+A/ogJ84iDS49TXgJGb9Bj2FPSO2FL+FuM3OnT0D5/geZ3YoqDtO6kiXCUlsLTv7+5iS2bReJmt7ZjbNSFitPuwK53fiOFVRZfeIG0TtLlMrJUJE4XjeNReix6FedInrlQlMPlTc1YU+6Bu86JvNEDZbmGJC8t2o6XFm3H6WOr8dAoeWjhscMrzUdtWAxx56KcykNo1kDf+3u+asTee+6F+3g3EALW4yE4c3kjwijEXaTEVwgIwUAep1Nm5MljwO0RiVNu7nF5pfdEmPQyC/2QPGG2X8uMiaAA9QqlOaU4c/CZsQUazw42yhteohdJaaAXegrRHGiWwjpJdEPcdTzoYoi71+lFO3FAepPVJIYicQnmoIe5MEpy+CirCBdBU6BJFnUFAP9Z/x+8suYV4dOfAaiN+HDzWDjz1oJh+Aow+ZBPsJLjia93fo2GzoaYgS4YuaR6vSkPekBoU6Fcz7ic6FGSC+wBcoicgr4FfWMl7gzu2T9O/SNmvDVD8zufyycLTxWfM++c8g7mbZmHS0deqttuPMhIHDKaAEhdSKxEXA+6FeLf+6zKgy5oBoDBgg11mK6xzfyN9QC8GFSRj5tmKSZAFM+bn+46FuGdS4E3gBy3EyCM2Ak1pYBQhfaO92Lis68v2QElAyvyUJLr1nifsPCGB6HTuVZa0tpB6IFo9N8ljJ/6leqn/PUsysG/r4hFAVcUePHl76bj2teXY42ggj65fwn+fflkPPHNZvxzjUvmQSepLQR2CsOoUDQkTSSQHnSHk7/Pju57NE7sfyJKvaXIc+fhwuEX6vaRvHcqfZVAh1xLYdWeFnC7mvDBz7ulZb2KfSjQmLToGjR+HQuljzOZ7NWfN4PlHya5H1L5MEz78FwchAG4+kAzVnHCg0PwkmvBgYM/7IdbOPSI0GnfKSei76nngHG7EWluxsap6hBflgNcXOwlFKnXNtCjbW3aqtcaJyhn1CgMWbIYrM8nhYxtv/Ai+Fevhiscy0EnBX6ifvWgn+M42UP4p9qf+OU6eUqDf1gChyg0mBTxryHW48HAr74EIhFEOzvR9PY7qHvoIfRwlgE4IBs4RqKRmHCRw6tbU9c05PHbPOju/eST2Hr6GQisXw8AKDjhBLR8/DEAdfoAm5uLgV9+oVt/PdUwAAaEIsDYcRj83UKpHwwR6ZF4LnL2vhBUGDxDOY6D28kiSHhCexX7pNzWUISDC8CoGbXgIgCbl4MDTcaexfeW78adA4IyebkB5eajNuLa5xphnMnmoEdbW6VBTpiNlW8ic3D1qCkuxfz9Yl9ZaWDNf04BCmOQJeqgR0i1c8nzmuGTTBoGiCPKwef0yRS7SQP94zM+xtR/T0VrsBUtwRYUuGPPfaVInORBjxPizq9MaLuEQqp3kBJDkTiTHvS+BX2xvWW7bJmLdSHPlYe2UBtag60qA313227ZZ0bwoEfDeWCdfMRLNFQEcE6ACclqw4uQKXOBSACbmzZL51s00EkPup6KO+lBl0LcFRGAjNOJ/lWFwGrAR4Qmyzz0Biru5b5yzOw7U6YqL+Jz+jS92YOLB+PGcTeqlluBFLIjDXIn4zStOp8ocT3oZsbGFqJolMKq/kgU+QAa2gLYE/FLlgankc09omf8cVdJrhsQPN6OOCHwRrx5xWTpnvzbWaNwyYs/4oSRPfDRqr2Ito4FimMGenOn2Qgfa+/7AeV5mHft4WhoD2J/ix/9y3PBMAzmHjUQr2/Tftfte+IW/G7rPxB28n1/ftXz+LnuZwByA93p4s+Ri3Xhz0f82VR/yPefVknIt5ftwks/fCdbNr5vsam2KcmRMSHu9mFhQGGQQ2K5LUAteiY56tMzyCEHA3OamnFNk5CHYpCDzjFAW6hNFuIO8LNqrM8HxunUFfFiOMBFKNeGG7QNdC4S0RSa0ZvdlUKMfT6wPh8cJfzDwBmJKS6TAj9hIYeOfCEqFXrFl7CecnBSxnkCs3WsxwPW54OztBSsl+9bHse/tEUDfX3jekx9Yyoe/5mPKtErAWMJ0UBn2YRyyY1gWBbOqlgIPkvUN3coROIAgPV6NUVQtEldyK2jsFC61shzMqJUO3TNPBlu3CTJ8p1NMuMc4D3oeULoXzgSq+fNOvk/DpioDUsq3HJgUOC1YDDHq4MuLRfjutUGeltIu9yTHlwkojngNhPG2qc49mz1udyKCTRyJzZFkCjTWlhWMtDDYdJAF/YnvdNsvpYZECIp2mi9MzTbUcBy/ABVqm0ciXnQC9wFKHAXSEbr7la5saoy0EUPL1kHXUfFXfnsjxvmbpCDLnrQWz7+GKF92lU8AODZY5/FNWOuUS0X05+UeiaA0nvLSTno5YQIHxMuBBd1CW0Yh7gDfDi90oNO3hO6peZkHnT+N2pskYf9Mg4HHIIBGCW866SBrvSgb6ptxWUvLcXKXU0AoLrHpX2CU3m37YKMwCL7ambiLmkS8aDr3m/WDfTvtjTy3VBsG47I9zGxpgQzR2hVRDHYZ5wxQL9SH/5x1micOKoHrpo+AJceXoPxfYvx1PnjUEqEtR81pAIr756J3584DADQ2ilvt6GFcGVr7TOJsQjLMijP92BkdSF87ti5K9BJiwpWFiHkjO3v1bWvSn/LPOgu64rqZBoMf80qnmPE37+e1AfHjajCHScMs7yflKH5O9gYfdaFdD8DnfwN9H4QveVJhkKojY00e9IUh+UURw+c+oUqEhUNdNGDLlwRZsKnGQ5wcrFLKNrRAYdQI9szeDAq77gdbGEhyq+7DgUzZ2o0YO6GYT38Q9Udjr1oSQM8GA3h/I/Pl72Ev9zxpeyYJQNdY1K05OKLTfXDHMYicVowQjmmHEGOUxT3eXnNy2gPtYMT2vQ4PUl70DnCQE8FlTfdBEdRESpuvhllV1wBZ88eKJs7NyX7Spi4E3M8U3pOwZ+P+DPePvlta+1ncUiVCp17dGdjB8544nsAQM9CLwaU58LjZHHM8Er4PPx1rJViLArJ9S2NzdS/ftkkHE3kszV1ymP8CnPMe5vUxo7SYFcfj1KsrTnQbHp/AB+qrGWAmPGSkerQY3qXyCN8iBQlu1CdH5aVzlCU8N5LofYpHNTYcViMhnXLRnkjWvTaBqNB6V0gGmO98vha4Lvadsm2FfOtvQ4vbzwK3lyWFBclnp3Tq6fhwSMf5I8nas1AlzzoGnOUDCG81PjSy7pt9MjrgStHXyldRxU5/H0kesK0SsnJvNlsQDLQS4nqHCvvOhMQJowPdMoFpwB12bEGf4MqB11moJvIQRf/fuwzRT1xpxMOQQiMIxTeZV5phYH+yJeb8MXa/Tjln98hEjXQ4IlGUhZurudBT3X+OUBEIehOgJu5+cw/A1in/PcN6TRPLv757pl4/bJJcJgu5ag3Scl/Pn1sT2y8/3h8fdORmD2uFx4/71DcdvxQ3HXScLx99WGatbnzvS4pFz0ckZ+rXY3x0lTMje+skOPw4NGT5c+0nPHjEPHqG94yFXelFoAJ9CavlEyqKcGfThuJpy4Yh2KzmjCUpOiGIe5WBhR256DreNDTloMu/+gAx2eXGeSgA0BbkPCgC20YDS73FQFVTfzuXISBzgWDYPPzEGlsRNU998B36FgUX3ABX1d55AjUHtiN8AOPEv01ZyQywqygMxILcScFftqinVhRt0K2ze8X/h5L9i7B/YffDyD2UhTnLJYMYbDit8fiwRkP2+BJTi7fhRE86J4w3w9RIbdHrlywzevw4sSaE/Hm+jdxaMWhiXVVMABSJWjoGTQIgxZ9L53TQV99ZU/DNuegm4FhGJzY/8RkGrCvMxnGmz/ulP72eZz4/IZpCEX4kPdt9fyAPqxKJ4l50K+cNgDhaBTj+5ZgeM8CHDawDP/4bD0e+2oTWv2EVw1JGujx5mijUdwx6Q4cXn04bl5wMwCgJRin/q2ScAQuDaVYMwNxUvTR7XAR6unKy8eeHHTV9qzDOMQ9ZVFgjFbqcwLNxPpV8pvfoPHFF8FyvHFEepFFz7honFblVmFl/UrUdshFScX3itfpRbQz9o4Ro7r4D7GL7IGp98NZLIR7Kj3ogQCgETkkfW8gEgcif9lMGtALs17A4z8/LomRiR5bLQ86KYroKvgZAP/5yD5T4Q/7MahoMHI9LjCCgd7YoTbQlar4WjnopFGulzZCetCjwSDCkSjW7WmSrcOwLJxuF8IAouGIlDpAeqWVeiG7D8SOe2t9uyqC0Mk4Ma5yHGb2m4nV9eo61nagl4NOplSkDPE9r6wsZEgyHnS9HHR9PA6HuvKR1IB1DzoLBqyl4+VxO1mU5blxgJMb6KEIAKNbLwXvd4/LiYUjWew65Cz894K7gVAIcLmwass8zfXvmnwXXvzoTxDvYWUkg5L6tgDcTlaWP64SklQ8x66aPhDnj56G6qIc26Mu7cFsDnom9t2YbuhBN/Mj6K2TpAddIzwkrSgNdPHC5KKSF1aJGOIeE4njGzESXRHD4BkOYImQJS4UknLmRA8AeUM7lQrgJu8XhvCgiwb6uxtjCv8haM8A/nfzf6W/xYGZGCkQZoHS3PIUPHBIkTjlMm1YL//ydoT4H0E8RrL8C8AP+IeUDMEXZ36B52Y+l1jvIqn1oAPI0Ic4if0z33K6kQddgw37W/H95phOwk0zh/AeS6H+uc9t5EHnB8oluW5cOKUfhhP5h6JSe6tf4UH3mTfQlY8t3UtRvATAwefy4bia46SvrJRtBHhDS2tCUy/vlqR/YUwM0h/xx+5PWcdt9KAr55BZRpqUjZDiXMK9oeWhtgu9esYSSkV/LUjBNkHnhOWAfoX9kOvmPcJtoTZpglqcNNErRUbqfUgGutMJxk38luRJlA0E5Re8aQ+6hgeRNKyMSoOKDCkZgkdnPIpBxbzWhxhp1R5WG9dkCSZvj/fBCB50n9OHj2a/j4eP/isAwMHw+9Uy0EUPuphy1ehvVJVZI+8JvXfC9n1N0t9cMIhfP7cEu+rVKSaiB90ZjSAgPFiMSpXVtcW8n+v3tUp9E7li1BV4btZzyHHm4MjeRwJQC7lZQZWOwXG6Ie5maqoni+RB1ysZaXMOOqswDNtDJryyVscJeoaWyYg4I249bihAGOgc5wAbd4Ca/H6VeITz2BmKgGEYMG5e0E5r/J7vzseMPjPg8cYiX5SRDCSt/hAm3P8FZvx9vux6jedBz/M4MbgyX1Ktp6SP7megJ5SDbkNbGpvEHOjpz0EHeA86ILw8dB7IHPgXtmi4SjnoBkJJ4oCO5YAgkQvOBYOGLwanoi6wWS+uODhyRviHyZamLdjZGvPgiR4gF+vChKoJsm2b/E28mJXCQI8yQBmRc9eViBMQjiA/YBNnNJXq0mKYXGVuZUIK7nzjdqq7dgEZb/yTZFNfzbGnqRMzH1qAn4RyabceN1QVOuh18fd+RGlgMQwa2mMGuhIxP7CZMNA5MBY96GYHS5KFnjR6OehmDPRCT6H0d21HrWTk6dcRTvSa0tmOzEEnvKKxVJhU5aAzcc896V3Vb4f4U8jf7O2rRt+CvpLx2B5qlwxK8TcRn/1KJXcxJDzHmYNoO/+3skQowxDhDWSUiOIdG42j5B5TcTdcTZrAtYIY4k5qtYgoaySD5e9J5aS8aKA3+dUGujjhUZXL3/taOeh6yu1SPwJh7K4j9CYCASzZ2ghWozScUzDQHVwUfsH40zPQg+Eodh+IHff6fS0qjz95b06tnopnZz6Lj874yLC/hiiuVUdUHuJOim+lxYMeScSDrocJA12R+7yulp9kcTkcyPMkUi0m8Rz0RDhrfG9cPZ1QkudM9DkF/fBKBrp87OfXeBZ+fPrHKMspg9dNGuj64/Y1e1rAcbwXnay+olWKkcSX6Ya56Qov2Tcey9JRugFmfgTVOqKnOcnRGsPIm0739aA4LjEHneH0xdEY8CHuogddVHE3VJ8V1+E45LGxlySZs0fm0In4fIXyBWYNdMGD4A7zgk4HAgdk34uTCn0L+mJQkVwt/OudX2P6m9PxzoZ3+F0SExG2Geha4TQWctDFARgrGOjijCZZrxWwKXctxTnoqcNGr7QNM+6GdKccdAVr98rDv4drKPDmCAZ6WHEaohyHPU38wLlnkdroEHMBxXVELBnoysdOPDvXht9KLwfd7P16/rDzUeAuwIk1J8bqoCu9tHZdU8pmCAOdrINuynudbFfiGegmSpWRHn4xT9zH8teWaBS1hdqkEGelgd7gj3nQOY7Dwt0LAfDK39FOwUAnw9ulnQkhvISBrvSicsE4EwwGInHRzpgwG+O2/tyXwvsVOejPr3oe7216T7asTxVfVklpoLsEA73Zrw6TFz3SYhqWzEB3qEPctahtDcBJeO8iwu/t0DAYHEKYP2+gR/HKom145PNtOu36ZZfv3ma/KsVPOXk2ucdkVPgSr+usnExyRuQGOjnWSLoSi5n+RON40LXefRoVLgDISmPqRWIqDcMWP79/n9uBk0f3lJYzSQ2QjXPQk31GDqksInblwBEDRQHPeGFY9j0rvcJ13hkKYfXuZumZcqBD/iw8steRKPLy/XUQzwdlqgHJ/tZYG7uICawx5WMAkJPF8uNxmtYIyCS6xxgs20bpJujii0mpIpzWfcs/OkRbkQMcOlEsjqhcJO7IvjMwZ8wcw904hBfvSTUnoqc35j3jQiHJg66lzu31KUO7zP1WrFuegx5R1IYVPfo+l09VUuYP3/8BBwIHpBeLmGvPMUB5jrw2tz0kkIMuiMQpPejKWX87DHRpQGlzDXTKwYHSK66lsJ4jhLhHIvKBdktnCKEIBwfLoKpAbaD3KuYn+9oC8lJjosFvBqWBHlcnlBhcJXx/hXU86HE8iCK3TrwVC85egB55PWJGXooGRcqnE8Oy2iHuwpopjbSJp+IeTwUdkP/AYq628A4SPegdoQ5V+LWWB31/x35sbd4KBgxOG3gaOCHEXelB5xcK54UcnKtE4uJ50I0MdGtpFkokkThFDvrDPz2sWndfx3YA6qg5l3A/tATUfREjEkQPekNng+ocx7v+61oDcBHXXGc7vx8tA13MrXVEeQ/6XR/8gvpG7eoy+1vk573FH1LloNst1EaK1wGAKyzPQSfHJWZFuZIiAQ/6gY4g5q3cIz2D6tv4c0b+GjpVauFwyc8nJ5b8VTyAXXY811LkCS3Pi03EcZwDfz1rVNr7kSNEirQFgzjpsYWouf1jzHltGRo7+EmScOtQ9A5cj79M+4u0jYMwyo086D9sjU1G7iYmwf849Y+4YPgFeOX4V2w7Doo9dD8D3VIOepwZMMs3YNd60JUPQ6c4yALg1HmwslFgVf0qyXC9cuxVuHr01Yb76VvQFwBwxoDTZHV7ZSHuGmqSSk+Afhin9nZiDroyR1QcYOY6c1V520rIEPdkZszl6AhSmFWpF0TiVB50RYh7vFAkU4jiMdkW7mOr0Eeajj3bznEcQpEornhlmWxZgYZ3W8+D3igouPco9MKpMXDsXeLDtMHlMiPyxUsmWrpWZQa6kXHJqJ/9d06+EwBw6chLTe8PEHLQNbyFZkLcRaTBvDjBqRfllaxInPJdx7JwCJ7TalKUUhKrY+T/2kb8EPdoHAMXgLwmuTA4FSchRQM9wkXQGuK9xOJvUupV56CL6v0l3hLku/MR7eCNW8anNtCl38cgxN1sDrrWKCxK5H2bmqhQIHrQyXD2Dzd/qN0P4YdQetA9LP9eag2oPeiiwavlQRfP8XE1x4EBg6k9p2rut7bVL/Ogi8epbaDz9wfLRfDwFxsAAFF/b0zJvwYvHy9Xua9tkZeFa+kMY3qv6bJlVu5NM6g86FG5cB15bpUK+KlA6UF/7MuN+Oun6wxLF76/fBeueX05Xv9hBwBg3so9fFvE+7IzxIv0LdhQh6l//gpfr+NFFp1Ol9yQF47dYeYZbPU73Rz05CglImVYOOES+x5PyMRGCr3iGDn2O328ah/+tXArv5RzoK6uryxlghSGU4olimytb8eri3dIn5cLKWoAHy10y4RbUFNYo9y1sIMsHMdQkbgswHLoiQ3e7668BpQedNFAj+NBB4jyYybKNIilHLgoBy5MvGBDIUAqHaO+tGRCO4DpG1+Zg94ZURjowq58Lh8KvYXKzeVtidkMDFCdX21q/8ljfF0xQog7EycH3ap4lWZPItSDLkFF4uJDnKMv1uxXfa0Vfi560JU1b8USaz2L9MWdhveQh8z3K7UWDso4iH1quXuURhTx+bSBp+GLM7/AdYdeZ2mfXCSiqdmRiJeOUxrG/FLL7ZiFYVkMLRsOALho2IUa/UjZruOHuMcLEYd8IkMK7xTeQTnOHDDCARzw82lRondXDOckFfvF6hniJG+0Q/Sg64e4yw10hUhc3Bx0Aw96R8wo7vjpJ8N2tFCWWfth7w+4Y+EdsnWU0WYORTi0R9A8aQ/q10EXPegd4Q60BvlJEDJKYcmvl+CJY56QtosGAuhYtgxcOKzyoHvDQfRu3Y8+hRr3jfC+cnBRvP/zHmnxyMIZGFsxVraqGJLtcztQ3nEA+9dswNWj5uCswWfFjs2OaLRIBO2LFiGwaRNqG+V5+q6wPMSdxKiijm1I73kW/lAE//h8A574ZjN+2cNf77sOqCddRJ5ZsAUApFx/0kBv6gzh3GcX48J//YDdTZ24+MUfEY1ycLEuWbkvMThGHR6dxLMs7vs6ueekxxkbn3ocbgvt2fd8drKiuLLi3SV9ZlHXGsB/ftyJt5ftwrC7PsXOlthz8ucdzXh2wRb87j8r8O5PsRKSz327RdbcU/M3o99tH+E/S3eCkrl0QwM9EZE4vRvM+ugkGiJm9EVrMF0zUIqHoSzEXS80KSr/11RIlLgfLgqOeMHG86CzSjVa0znoRB30aERS2hWRPOguEx50Sa3eRrEWzdk684h13uN50JUh7wkhDiKzLq8ozfeSLWRTX+MT1shLztcKcRc86H6Fkm+7ELpelqfvvaosUA6crZ1D1mHx/lPcr5W5ldajS0IhRDVqhikNHlNIZRAVy5P2AuiLxOW4eWOu2F1E7E/cLHUica5c41Bfzq82DFWQKu75vMecI6KExHxfPQO9M9wpeTRFD7r4nRhmbpiDTlw/Su9kNK4HXRSJU59bqXQbgLYvv0TrN98YtqWELDEHAJd+po4KGV85XnMbkRzRQNcQmhONzBJviXRO93fwE3hkukeOM0fm1dv/5z9j+6/PR/1TT/MGuiJd7Zkv/4aeYbWKO+OIicSRtAfl78j2QBjPfct7GwdV5uPlz+7H458+gGfmrcZFIy6S1rPDg9704TzsuPgSbDnpZHzyrbxUmzIHnWR46fCk9x0PThKDdaCxPXYdnvTYQny/uR7PLdiitymiccYwi7c0yj7XtwXgZJ2IEM+sQp9wfhN+X6dXJA6QX7dVBSYmhlPQD1Z4rswe11PxDZGbCeCWd1biprdWoDMUQV1H7B76eUcz7v94Ld75aRfueG8VmoVJcVE75tFzx+Ls8b2l9W95eyVeWbRNsS+VCz2ZQ0o9mr8Dp/47q8aOPN3PQDcV4a6zkg0icanGWVmp/6VSxZ3IhzcKcQcIETkTnlVJmIfjpLJq4mcxTE1LJE7lQTd54zNu/sHpjPDCaaoQd2GA0xRoQrGnWLW9rC3hN3Y5Ey+pYox1kTjRg86GwmA4ThrokQZ6dV41ThlwSvK9i8Re3ActVCQuIbSOyqNxn4sedGUZrQ5hMF2Yoz84rsj3xi+/ZYDZtBk7K+RwkYgq/eScIeck1piWB93O60nZlMNBPM/V3uBUpsJUjWtGwcT+YAu1o54iTU2m2/KNHw93tRARRYjdiQa66B0XUxHyXHmSASUa5uI6MQNdW8Ud0AlxV+agB+J4Sg1E4kouvFD2ufmDD4zbUiB6iPW8taPKR6kms5XiZT6XWEtdPVFCquKLnngtA11J07/fAADU//OfaOoMwaWYhAYA3+7tqmXieMKhiIrpDEZkfx9yz/+k/Nqrp9VI38377Ccp5SFeH82y8oc10t85dftk3zmjakG1t09+G5cfcjmuGn1V0vuOC+FBJw10ADjv2SX4ZU+z7qYtnfxv4nHw13hJrnG0wb4WP5ysE3XEbXzCaKWBqUVmicSRaUoep8vEpKj9InHiM6kwx4l3rj4Mw/oE8OylfXHr8bzC/Ng+JaptIrLUlFhf/aEoPluzDxzHYXMdH+ExsDwPp46V/zbfbybSfDpCUilUStfT/Qx0Sze93TnocfZjA9UP/sNgL4ziMw9rIsTdxfGXgpa4G98Iq/qbC0fQ8r//ydcTvRca7Yie8Fg7JnO0FXXQ9Tzom5s2y8oWKals5HD4bv4lPaxsmKl9myM5D7ooEgfwoXFKD/rVo6/GJ2d8YnhsphEHkdmm4p6NeURZOGNrRKtfHsFxzDDtyUI9Ubf2IP9sMFJlr1B60C2eQ9Nlu6WcbHt0HWb1mwWAzzV96pincMuEWxJqSl3eTPqG/yfZHHTVYkZ6FnSuXIXOVav4L9KQg+70RlF9yTT4Dj1Uc41wY6NMJV0T4fvyG2+QJpfJbcRQb8lAFwwzhmGkCCrRQBf/FQ1XrkPfQNcOcU9QJI68XYQ22NxclF4W83pzHdbSm0QPsVIcTeSRox5RlSlTGui5Lv691BlWG+hiNJfH4ZHy0EW8Jie/X1+yA86oemAyoCJPvbLgQT9s72qA49CzUPDuC1E5m+va8Okve6XXm9vB4tDqWIQcw3Gy+uPJRqP516xB63ffSZ8jBw7IvneG1REVQ0qG4LeH/jatKu4M6zBtcOW6+Wu6uTMEfyiCoGDke1zGaY97m/1wMk7sKI89I/JFD3qi72vD/PTEmowHOWmjF/2Q6n6IY/gIF8EhvXKxK/du3Pj9uYiC/w1rSvMx/+Yjse6Px2HlPTOx7c8nIpd4nxbnuHH3ycMxsYY35G9+eyWOfnA+mjtDYBigpiwXY3sXy0RaN9fxESsLN9Zj9H2f4bZ3Vig6lenjGI3+0Rz0DIW8mOJK+CpJdiZMKV6RZHOauzAS3VAuiB2PXoi70oNuzkAX8vpeew2hHTu019cy0BUedLPeGSkHnQhxZ4gbsCyXF3u7eMTFMq+AcsLisacj6LGNz5MbWj7C1L6toyUSZ3xdsd6YUeIOETnoQpk1J+u0z5OV7XXQbcH+mW853ciDTlx3bUR98qcvGIdnLxynuYmeB/2b9bygUJFP30DvX5arKSBnmnj3iaQuLHy26Ro4ZcAp+Pv0v+OZY5/B1OqpcUtM6aIp4pjC64llY8/zV1/FtrN+hWhnZ8rV5Ek8A/prfxEOI9rSov2dAJmzL727CA+618EPRNuCQl1mYhAuTnjqGehiqTMtkbhYmTVyIKjIQU9CJA6Qvy+tqrqLxxmMBDWFwQrdhTKhKUBtoOe5+eP2a4iaiZ55t8ON3vmxkFmWYTVDuKNRDle9sgztPiKtjONkInEiU3qpDXTxt80N+3HEnhW45HDeO94ZCqO21Y8TH/0WN7wZMyyCkSjynbHjZsDJwtqTyQPnOA5bz5iNAfs3S8vWrZOPg9wRtQc9rQjG9fJdzbj9XX7SzeeOjckYjb6dOa6X9Fzc1tAec/AQz4A8oY1ZIyrhFp7TP20/AMCBbZWEgV6gkRYi7Dn2p8Vni56hZVNEnDqqIt6kqP2ReGJaVJSLyiJFP9n6idAVBn1Lc+F1OVDg5fvrJSZQJvQrxcVTa3DJ1Fj0yBbBez6xXwly3A7kuB345LojMO/awwEAG/a3obE9iD98wKdp1LakXsSQYo5uOErv2hx0Gao8Pmv0PboejMKyNgzhVH4nOj84/RD3mEic0FkdA10mxiNMErQTM8iq9bUMdOUysznogoq7K8LXQe8Md8JJvNcHlg7Gv0/8N84acha8Ti9+N+53mDNmjmpmX9amnSHesnSXBB7WxHlhObUHXamumwxcttdBz/jZXJJs6mt8WgUDffrgcswaUaU7aeTWMbBFg73IwINemufBPSeTk2epPYdGqsZWmdVvFiZUTUiqDUnEUXlupW4mmdOpoeLOKCZ9o+3tUqRN7De2Pwdd6BDKrtavGhJuaND9DoA8Ykt4pnOkgS54c0UBM9JIK/AIHvQgb5i3hXgjPs8t5LKLHm6N2sKxEHd5ihcJKaCqhaZIHNEG44rt17KBLkwQfbv7W/xv2/9U3ztZp8qDToaAA0C+h/8+GDEOcScN9BGlI2SeapGNtW349Jd9aGZix5QX6pSJxIm4Nequg0ilmdmxXYrCaWwP4pn5W+APqQc4buLF3LdYfqzFXuNUOCPI60ukICgXicvv4Gx9tlhGuC6X7WqRal6P7Gkcgcci9mzeXBs7HtLRUehz4avfTcdT54/Dryf3AQA8vWALXli4A1+NZvD5GAYvj5qMon7C2CtLc9BNkYocdOFhEOHkaVObmjYBAPa3q4VaSSG+vsX8JNu0wWWYKtRxdztY/PboQXjl0knSesW5bgzvUSBFohz6x8+xpZ7/zdWTNxk+jon7O2Tj2JEn20bp8UnmR7A5B52LU+c1Hr7yIMrHKDwIBoaVXmkeIxX30ds4OCIcGHFAZiHE3RAtNXjlMpPxqKInYfhOIBIKoTPciSoioox1ODGybCQ6FnyL/X/5K85s7I+rR19t7MVKmYGaQA46E/O2s5y6DrqWQnTCSCJU3e/WNw3NQU8IMcR9VC/jgR7DMDjhkCrds2vkQQeAnkV63hczmM1BF+/NJHaVCsTcb3Ky1cbrSTX0IkLcpXXCYXtC/03C5uYif9Ysze/C9cYGesyDzsYETjU86EqFcYD3IgNAS4B/x4peVUnhW4w20nonSh702HnilDnoGsan7HsDkThAaaDrq25rQdYgv3nBzeq2GUZloCs96gWCgR7S8KBLJdVYN/oU9JGWj6vUjqoJC+fJTZyT4kArXBoe9Ehbq7q/xNjhiKGVyPXwnxdvacRzQgkqkntOHi6rTR4RJr4eOeoRzBkzB5OqJqm2MUuHXx0eX6gw0As7utaDHhb0DaLEGGtQZWwC5tLD+2luV5LLXzd/+mhNzFAjnTNg0L88DwzD4MxxvTBYaDMUZtDqY/Ds8Q68OXwyCjXEQ9VkVg466QjxOr1dmoPOcZzkqCFZsm+JahkZcSZ6031uJ167bDK2/flE/HLfLNx47GC4nfLnPMsyePicsbb1nWI/No78M4UEctB1v07OwI6NcRJvR/XuNjRqdV700A9xB4ATlnJS+TFdkTiNEHcjNEXilJ41k6fFURQzCPqua4R/ih+/f4N4eLEsIs3N2HklL77S+MILGLJsqaFha0qtPp04HEA4DDbKh/EDqfGgI2s96CJZNAuahTO2Roge9DxP/Ovx2hmDsGKtfJnoQdeqna5Lqs6h1Gxig6u4udGJIhqXumPC5HI6OWVxekBtoPv9sUFn3FrAiSJvL2fUIWhV6pkACNeqPUYyJA86q5mDLnnQQ2oDXSmkJnqFxXUkD7jWu0I8L0YVPOJ40GUicRo/i0wh3m8t7NSMSnm8HPRCL2+whzg+TJ50AJAe9CN7Hyktn9Zrmua+RA+3j8hnL+9s0lw32qJhoBPjCa/HLaXRkFw8tR+OGlKB6uIc9C/LRbi2TvouKAj2zegzAzP6zNDcr1kOtKonSwoDCgO9vWsN9PZO/nhJA31IVT5evHgCGtuDmFWyDfhRvV3vEh8217Vjb7OfsA607/0RPQvx2Q3TsWF/K058aYG0PMfpgkcyBlORg56adwJ5fSsrGqSrH6QHXVnFBwBO6n+Salnv4th9qxXV5jIY606sKcGV0/rj6QVbwDDAY+eOxfScIuA1YqWMH8eY7V+mH4eag9xAF5BehPbmoHPRFFwQRsaxKjUn5kGfWT0DwOeamw3eRYTV6RhuDMMQ85cmDHSNdpSeCLNe3JwxY6S/Cxr82BvuRAlZiYXjVCItUb9f5kE/e8jZkD11bFUx1xGksOCpZVgWHOQe9JSEuBPqrlmFrV5pmoOeCC2CgZ7vjW9g53udmmrsQ6vyMapXkfHGyQwIrG6rUTrOFGH54ElpwCRKVLMKBge7rqmoX200Kj240UAg5g1O9eBMuAdLLrgAdY8+pqodHti0WWur2OZiiDnLxt4nGh50MZ+TNFxFQ1z0BouCatI6kgdd/fxlzIjEheN50AkDXeoy0QZxHKQ33QxmwnVJA93r8KreM8U5/MCfY0Jo8YelsPJwNCy9ozwOD3JduXj/1Pex8cBG3RSPQCgClovCF479vpXtjZrrRtvUZdZkjgmnA7lu9W9y+/HD5F7CcMzTHbY4wWFEU2tANXBWedDbuzbEvTMQggtAlLh/D+1TjJHVgrNjqzrqAOAwvEcBvlnPT2xo5alrMbgyHz70lgpNFuXkmHtcZVgOOgkfTdIFOehMLAddy4N+64RbVcuUnnGrzDlqILwuB84c1wu9S3zAjm5QGz3J0seZQpaN0s2QQbMkKXCyGBq1Oode0gactFC/pmwHKZzs1DEGrYa4a7Wj9M6bFYljWfhPORIAkNMalGq7inCRMKKKgR0XDmsKAkmkTPwowYeBcG7YqNpAt6MkjIRUPqkb3vqUlCKGuGvVPleS79G+Zj+9fpopD3xSMCYmxJIMcVflocYxxky3K3j6GFca70/Fs4Dr7CRU3NPUBbcbJZdcrFoe2LDBeEOyKoVgSGvloIuQz1LRIBWfs6GIELYtGOhmPOiySAqlSJxOiHu4rg61Dz8cM0R1fmouRGxvcZBp1YOupSye7+G9iAwTQl1rbPxACqyJ53NA0QAcV3Oc7r784Qh8inJtPTr49AXO5ZJNQHQsXarangvEtmVYhypN5tbjhqoMFVmIezCISKKTcQqa2tRjqYqIfExiR4h7pLUVtY88gsBm40kqLfwB/louL8zB1IGlmFRTgmE9CuJsBZw3qY96oYlxWplzsPR3kS9VJWwF0uDRzQQPekRR4aCmsAZF3iLjBhIwRgtzXLjh2MG8cU7JKLrfKN3KTRM3zNHiDajMQRc96El5hBSfDTy/KuOd2LZ9wbe625EGut4EQMEJJwAAPMOHmTLQNdtR9c/85ccU8wa2rzWE1mArmsjxRCSKaKs8LI4LBmUeAWXZDHtF4jRm6xjpf6YQzxeTNg96ttVBt9Gjl7aQrQyaLLSBVsmDHv96zPU4VE/VXqYHAIzO3+a2ZVgTgxTRPk8wVF3pHY2n2G263ZCWBx02eAH4A/ZUagyeFc/lqD8ASb8kDSJxsUWxfrhragAAwe3bjduJxKpSSGlL0ajkvZTyyQU0DXShWobkQRfytzkDD7o0wUsYfSqPqYaYGADsu+8+NDz1tPRZTySOvMa0hMmMMDOpSxrlWsJu0rljQ9hPKDuTBrqZiQCAD3EvDMg9471aBU+tNweFZ5yhuR2bz/crSpSZ48JhDKrIw0iijNoxwypU25LnzxWNYN0+44oAZtEy0HPbm2WfC9uTnwzYf///oeHJp7Djkkvjr6wg1Mp79D2+HLx22WS8eeUUOOI5JTgOvYp92PbnE/HJdUdgcv9S4Yv49355Xj4698xGoH4Gqny9Yl8Ybmr0pZXv7H/PyvUYCD2hFO9X8qBHo9JzSSTfpb5H+V7Y3Y/uIBLHqf/O+FB9Nd3PQCexOqixORQiFZEVxiruibV55tgLYx90POiVt9+GHg88gD7PPWfcBwMYhpEbhlbmUkqKAQC+thBagi3YTtTcRDSCiNJADwRkgxRWORmQshBvzWTC+JsJg2SZijuXghx0SYSqe9/65qAicXEhjqUtYD7E3elgVR6ta44aaG/fdGAdBudfOB7GKeRkhxLzfKsM9FBydZWldoRIIJY8dzZeT73P6Ye8GfIcXOXznAv4DeqxpxDimeQo5p/3nF8/8gsgjGLWIX+3CP1X5lmTaU/ic1X0nIuGp7ROWDTQNdK1xPcJ6TVXisTp5KB3/Cj3ELNO7XPMESHa8QTnlJgxnEu8JZp/i0jRB0wItaQHXZjIcDAO0+8mfyiCfi37ZMuGHOBLkzE5Oai89RbN7fp/+F8AchX7aGcHGIbBpJpSaVmhhq6F3EAP48RHF6LJZE1wI5o1DHSpb4IRUNgOmQp3IrR8+ikAILw/jg6DBs6d2wAAoZ69ddYwfqYM61GAkT3je9xFyvI8CDdPQLBuJqqLcgzaT+ZZFmdbG5+Tua5cRXvx3yl2YORB17unZalV3WjoQemWBnoCInG6DvRkReKS9z6otjRScVcMJMx230cMYvQMNzYnB0WnnwZnSYklz7eqj0T7VoxERyn/Ms4VPOikk4wLR1R5a1wwKDPQ1R50Oy/95PNdGMJAT60HPZazmVVko9GbhTO2Rogh7gWmFHrVg2Yzhr2KBM4hYyI4RDSAo8EEDWuFgR61y4OumYMOJO0FELZzFThRdMbpiu80POiSsWlDFJh2h/h/yPuamAxg84VSZ/EmPiQPOiN/pgvLPU59D7oqBz2i7UHXjFozk4OuY1Q7e8rLf8q1TIk2yGssYs3Y0/KgF3uKke/Kx9Wj+bJ2JTkxo1wrxF30oDOM3INOCsSZxR+Kol/LXr5vffkw6pIAP6nO+nxgfT54h8vrp/smTYKrqgqAXMWeE4x1UXEc0BaeJCffnMJvKZaSSobmdv189o4CfpxS2K4RUWGReJNTuttFIvDt4SNPuP4DrGypvdhMiHte7D4bWEGW68sekTiSXnm94q+Ugn4Y5aBvb9GOJrLdg668bjN+HKPRP80c9Ew/DjVZNko3AXkxWb6wbPag25GDrsyn1DOOGWsiRawvFsIjC880E/qcjHFHeugt9NcleFR8HRG0BlvhIEMLNTzo0UBAZtiyypvTVpE4ksRE4sgcdFUddFvLrAl9yTaROFuhInGmIe7RVgsicQAwuNK8B0a+z8Q247dlwDoNzr9wPGKON5egga4KObbJgy5qachz0O29njyDB8sXKFXcAzEV90SjpRKBfH85cgWBsngTH1EiZYd4d4kRAKJInIhhiHtEIRInetC1KpKIOejkdaB84et40J2lZfK2dF5FuVOnxpq2GOKuZTwPKRmCb8/5FnPGzAEgD5nVGjvEQtzDaGyP/Q7KXH0z+EMRVHXwonAFs+S56g4f7yAoOOVk2XJX75iRlDt5svR3tJ031sk8dK9L4yQSEQgu4V3qD1k7j1q0tMsNZ4YYSx2o5lMz8v2wTZfCKuG6OjjDIYQZFtXDdQx0M+8+C4ZNRUHMQB9QnmfQfhLj8zSIxP1t2t/wq8G/wqkDT421l0aROJbV96CLQpfqXsT6lztlsuY6lOykG6q4WyDujW2TB93GGSjdmqmMtf14R45EeP9+BLdvl4SJwLLmjHyNPpRffx0anv+XKhdc1U9BrVzcn1ncHh/8AJhIFP6IHyw5FgpHEG1VetBDcg86p4gusNNAtUMx0hHzoO/v2A+O41JUZk0YdGarSFzGz+aSZFNf4xMWJnfyTHrQ+5b6gG3EgoR+u0Q86PHvQTGsmAskaKCnzIMu1MZWKvMm7QWITUq5+/RBvzffgKOE96CqVNz9/pixmcYcdHLymc3lvXDROBMf8jrohIEuGMdKkTjSqFSKxClV3GNh/hoGuoc3SKKEl1PpMdUzqpU1zeUhqrE2co84ApV33Yn9f/yTZWOPrIMukuPMgYM4lnjvejE9gGFCMsNW8qBr7EOPzlBE8mI7y0qRO20a2hfwpbmcgoFb8utfwzNgAJylpQhs3oy86dOl7XMPPxxFZ5+NpjfflMLdjxtRhXv++wvG9i7W3Cd5j4r7bulM3mhuJTzo/d56C46CfHQsXQrG5cKHgUpU/+E3YDnA2WKtdj2J8trhgkEwbnPnu6mez4fvdHowdXClhZ0mbmieNqYa/1q4FZ3BCEb0LAAahC8Sfl93zbvzuJrjDMUOZaTYg07moBe4C3DvYffq9AO44loHejQC/5lsh4FOc9AzhSwdpRuQzI+QrEdNue9UlMrVK4OmJYxkpGbMsvBNnAiACKs0KRymZdw5ioqRd8Th8TeW5bhb8KC7+cECG+GPyUGUsOOiUUTblCJxAYWBrmgwZQYq+TAw76kVRetYDmgNtuIvP/5FCr20NcQ9mq0icTaSgrIsMrIxHF+HBkU4J8sAuRo1iLXpisEZY5yDLq4lhrgnmIOuKrNmYEgGd+zAzqvnoOOn5XGbjeWgE+c4BddTzujRcPcW8lOVKu7+QOrqvBtBvNvYPCHEPRgEF4lgz+13oPGllwAAnStWYOdVV2PnnLlSGDBZBx0ADrz2Grad92uUrpCXDBKNS0A7B71mLwfP7Q/yytlCiLrWe5Hx8oa/rCycUiVcJ8RdOZmsB8MwyD3sMH4/VkXiHOoolyJPkf6+NO45UiRONNDrOurw5Y4vAVjzoAdCETjFkF2HA77x42P7FjzojMuFvCOOgHf4cBSefDIcBbEIHIZhkHckb7B3/PADmt5+G6V5Hiy761i8etkkzX2SBvqwUv73avEnH+nS0sFfc5EcH3IOGQl3374omj0bhaecAmdhEVoEh3q53/j8cByHfX+6H3VPPAEACGzahJ1Xz0Hn6l8QbZeH4m8961fYfePv0PTOO9h2zrlo+fhj2XHuvuUW7Lj8CoT21+LnjXwqQdjtRUW+nqK6mWeKecOmZ1EOvrzxSHzxu+ko8rnNtZ9ohKvednY/J+NOitofiaeVg96voB8WnrMQx/Q9RqcXDJryGKztk30GKMWYbuhBTyAH3Y6mNOA4G7wPyk31QrNZi/thAAiDQCmM0KzRpvGA5KIR/RJt5KayHHTz/XW7+ReNQxg3ukAUjw2HpbA3qT/BIFxEqScHUuhBtwMxB104vtfWvoZ+Bf0A2O1BF8usZevDPIv6nUVdFfnPjztRuaEOou/q3Z9243Li8svzOJO4dhLYLqEcdBMGuhTibpNInEGo/K5rrkVgwwa0ff01hq1ba9yupOKul8qUgpxOpYp7wA82R7AyxGd0qnLQdRaxeUJOdDiMlk8+RfN776EZQMlFF2Hb2eeotyXroAOoe+ghAEBV0z7g7Nhq9Z310t/iBK7oqQpFQ3jgxQgYLMXOq+fAO2wYv6LGu4IVPOiyPGGOMCA4TlckLl6UGQkjvlNtUHHXMtDHVY7Dsv3LcObgM1XfidEHDBNFhzBGuOCTC7C7bTcAayJo/nAUheK7x+kCmxPTvWF96vx3LRx5sdzmvXfehaIzz0SBQboNmYPuExwYf5q3BmeN65XU+6+tXd+h4XE50OIsRBGaMb1gnGE7wW3bcODVVwEAZZddhp1XXoXQ7t1o/+47DPjkY9m6gfXrEVi/XjLM96xbJ1XW8a9di5b/fsj37asvsW4vi16IpQ6ki0KfC4VQ/h4peF5lCmnKQXcwDsPr1X4Vd+UOMv23MNu/TD8ONRlmpdhAIheTNANmTykbqdmU1EHXC3FX991YZ4OVysdIHnSzIeda64UjslqmupCeISsh7m5+wCga6E4iZJ2LRlUeLE6Rg64as9uag64jSGHBU0uKxIlsa9kGwOY66NnqQbd1dpzmoOtxyzsrEQzrP7gsCb2lwpg0sa2pEHcXv49EReJUIagh/RD3uLW8CfRz0O26pjTaUaq4+wPpm8gj7kHy/UMaY50//xy3GYZlNZ9prmb5xO3g4lj+vSrEPRKUBkShnTslkTetMmuiB50vSScei2iAivXYtSd/Im1GHnT57yMagXbkoBd6ClXLnjj6CfznpP9geq/pqu/yXLHfoD3ETyrsadsjLdvXvk+1jR61LX7Jg844HWAJ45E01o0QhWJFwo2NhuuTKvheYTK/xR/GD1vV2/lDEVz/xnI88c0mhAwE+VbvbsbWWr5cG6PhkPC6HAiCP2+OOHXXyeiL8IEmhHbzEx9cMBjnGuEnhsS0mkhzrHxcpLkF+/Y3AQDc+XlamwoNaPWNM7GOSVLxbk1DDrpih4r2laQgB53woIvPJUecsartz+juEAFoR9ppBtD9DPQMmiXhosn3RdWCboi7xYbZWM5eNCi8KEx4wPl9aXvQGWf8wbus/riFB4vSg+7kYtsG1q1D01tvydaPKlXclb9FOssHmcERC3FXYpcHPbBlK3bf+Dv+Q6YdPyUrKM/3xF+pizEUiRMQPdSJeNCjnZ3Yfv4FsmVaHvS9d92FzcefIFvW+s03hm3HVNzT92pWDvB4kThlDno6OqIOcQf40F+RHVdcob2tqJ+ieD+S4qBDiofIDFHJg04Y6BIch7Yv+FBuTQ+6V/CgBzRy0MWJ6kgEbQsWYOuvzkZg40ZpHWXFEUNEAz0QwNqhw7Bu9BgpJFpJ58qV2HrmWWj/4QfN/HAtD7rP5cOw0mGag3wH64CX5X+H9kgLolwUHGGMcCYNk+aOEN7/eQ8cxAQGKVJr1kB3lshLwdU98ig2HTsTdY8+qlq3c+VK7Lp6jvR5zJdvgRH2v/MAn8N+oD2ITbVt2N3UiW/W1+H9n/fgr5+uxwXPL9FVYP/TR2vgECavWI3rwutiEWYVkYkacNEodlx6mfQ50lAv+95MlMX6UaOx9axfIbhtW6yd1lbUNzQBADx55iITKAmSRg+6YTcyyOah2Ev3M9AtRbgrZsBUD2WLF75yoMNpL7fWpvKzQQ66cj9GuyVqknN+0Wtj0jum1YdIRHNGWbWpIzED3ak00ONMfnCBoGEOutl8e1NozdZZzkGXh7iTlHpL1QsTYN899xD7yzIPup1CHynPQZd2lJr2U4QZhWOf6fxzQN/TYWU7q+fQXA46Kxno1j3oTe+9pxpAKyN4ou3taHrrbQS3bpUt33XV1YZti4KdjDIH3UaROPVX8ud5uK4uZqCkUySOLLNGGHDhvXulv9sXfKvdnmiYK57r5OD19EGnywxRceJz3pZ5WLh7oSQSp+qqlgfdo+VBF5TvhfcoFwpj5xVXwr9yJXbfeCO/fnuHvDSbEsXvo3xPcYEA6h99THPTPbffAf/q1dhx4UWaXjejHHQ9fE5e6b0j3CpNZFhlcz0/IeEQVakdTjBkiHuegaeXgC2URwA0vfkmQjt3ov6JJ1Xr7pp7jWpZr7Y6AMBNb63A8Y98i7F//BzHPDgfR/zlK/xx3hppvcVbGnH/R2sRFTzgX67dj6P/8Q2W7ziA2pYARJlbVmO8k+NyICRcV0a6FP5VqxBpaJA+hxvkXv1Ii7k0CP+qVWj9/HPpc1PdASndz1dgdF41ngOqZ0Myz5xk39cGwl+qNlMUESd75mr1J4U56NFYDrqtKY6moCJxmUL3M9Az6WKywYOuRDfE3bIHnYl50IXBptmZbC0vPheJmjLQyQGUldAcsa+igW6kfwfws9eyEHflb5FqkTirCMfHKB72E6smokdeD60tLBPtIMI9s60OOiXlNHXEN1Y9afTsJoq5HHQxxN260cF1qusTK71lyrKPptvuAg+6MprGv2GjJHiWTq0Kcl+MxyOpVkc64teuFic4lWlaZESSzEMOeerQ1V/oT5xo6ZUwGh506ZyJBjoRli4aYEox07hYmEiWCdZpoBXiHo88Fy/U5o+0JGygN3fyzxWZBz0nNgHjLDM3AW3lWow0NamWRYl3/tq9sbDwKAfsbpKXsHpu4Va8/zMfcn7pS0uxua4dl7z4I2pbA2A50YOu/m28LgdCogfdwEAXlehFwgoP+rK1cnFDI0LEBNbmbfvgFa5zZ65PbxOKHaTg0Sga6KSKezwPus9Ff+fuSuaPtqxiaUARZwbM8uBEmYOeAu+DnmHFcKr9GOagg5HywSMWDXTNSYJIGIzbRIg7+VKzYiQK4fMOcRI+Tn5Xxw9LcNT1b2Di+qiwvrIfdl768XLQ46OVgw4Aw0qGJdm3GI4Cou5tthnoSXsQSdJkdGTZjG1Tp3GpMJYBfjdziPkG9TwdVrazeg4Zkx50Icc7VHsAa4cOQ9u3Mc+sf/0GbJpxNJrefY9fZ98+bDp2Jhqef17YWGOCUhiMt371FTYeNQNtcULZtYi0tKDpP/+R9Y/YA/9P0nn9GloliuMJbt4cMy5S5EDXfPcSBhTjcksGepTIsdVFfK8ojSbCW+0PyydWTHumNDzorOBBr3v4EQS2bMGmWbPQ/N57Qt/FEHeFkCDHYds558bZmcKDrjPpvXbESOy59Va0fvEFNh41Ax3LlsHdr5/0/bZzzsXhVYfJtknEg57n4o36QLRNVvbJCs3CxF+xW5hEcTpkERLK3PJE2HPrbbLPLKEAL/LcF3/BUTuXyZadM6E3BlfGPM2PnTtW+vvG/6xAv9s+kj4f6AihLRBGoXhvauags5IH/ZOftuv2N9LULPu897bbZZ8rH3uAX+6Th/VrEdqxQ/q7rbEZ3jD/HCfPsTnsGgfLNk5wM8PwTwvr2kDcHHT7IA100YPOxnEm/XbsbzGoeBDunHSnPZ1Q2kMZP47R6J9mDnqmH4eaLBulW8Ry6EnyoSrlh8QGE1Xjm5JuT63ibmcOOv8iET3ojFnVT8XOGLcbhbNno/i88wCnE4Wnnqq/bYIh7mLIp4MDwHFgdQx0cXDU+vkXyKlvw03vCrPdKRWJIzEhvqKFToh7ha8i+S6JuyggPCjZZqBnFdkhSvLHeWtw3RvLERZEkbQ86AxxLMv/MBMjq6174dJNyZB2wOFA4SknqL8Uw5AVHuqdl8dym/f+/vcI7dmDvXfcAQCoe+wxhHbuRO3f/s5vqzG5Jxq0u+bMRXjvXuy7517L/W79/Avpb7nRnOLrSWGAcsEgglu28B/S+ZwgK3y4Ywa6US6vtKmwrvKNwnEcxlXyaton9JdfD2YNdCMPOgBsP/8ChLbHjCRJJE6h4h5paEB4n3lhNcBgIjUSQfN/P8Sua65FeO9e7JwzF07C0O38+Wc82Ou3yHfFJmWLvEWW9g3w9ZcBIMC1JexBb+rgfz+XGPbmdMpE4pwWDPSSSy/RXN78wQeyzw6dsPlblv1b9vn8yX0xsmfsmXbs8Er8+3LjWtJnjKkCoP3beJ0OKQd9wZq9WLmrSbMNpcdcjx+qhquW5R93HNj8fI21AbajHT7Bg27ocDEzNk6JSFyGCc8Z71Dn79QhestX1q/E7+bzekHxnlOVuZV495R3cfbQsw3Xo2QfB3eZtbi5qNZnXMpGtKFkKJ9zJdmASc1AKWbUjeqgq/Zj8FBhWWngERFqbpqecSX64KquRv9PPpYGSEN+WmaYyy7zvlsy0Mlw9Vg9dFXXcnM1w9tSKhJnh2KkQ9uDnuuyT+jFQbzUjcLvMpNszCPK3L62+EN4fiGfHz19cDnOOLRX3BD3wpwkqwkk9NtZ38aVG8GQL94Gk1cM/OM5zXVYgxByZfipKqRdY3LPjBEZD5aIcAm3BwBSjy+FOeisRy0o1vnLan4rl/jcTW8OOuN2SQa6qebEdZXvx2gUz858Fq3BVpR45d5I09UxNEKZRQ86oPZya4W4A4oUIz2Uv49R2hixLhcIqJ/pUY5XcxcWF7qtT64VCNuEoDbQzxmiUe5OgyYhxN0lqrg7nDLj0YqBXnnzzWA9Hs28cy4ajUWi6RiwItcdPQhTB5ZhZHUhjh1eiXeX74bHycLDcJhUU4xpg8uxYEOdtP7gyjzsbfKjujgHxw1zYR8gr0gj4HXHctBd0Qi+XleHwZX58Lrk60YajBXoRZ4fcRJO3bJQtqzXww8BAOoefQz1CsHA3FAnasQKiVbLrOmOXZLRUMrcd2DSpODYtLzl8ULc7YfmoGcK3c9ATyY8MtlJMmF/djpnVYegZ6AbaFhobwDJc8IJAwcyL8y4U8SfLpdknAOQ/R1vY0v5jYSXh43q56CzeXmaBjobR3zHPhIViRNU3BUe9KGlQ23rGTngjbbHz+vstpDXHac1sZUkWVDWY2td7PdfsqURZxzaC3ubO1XrcUm9nO0UCLK2Letyav+uwjLGabCPeL+fVhULGwx0EOWdIu1BQLQnU3w9aRnCwU2b+e9c6RsiyHLQCQ+6xUbkn6NRuFiXyjgHrHjQNSZkSONbsU/JYA/LDdpEdAnMvqcYltUo9cfJxOJcDusTbHlCedNwNCgZ6G7WjQ9O+wAb97jw8qJtuHBKP9k2/lAEda0B9C7htxUn/pxiDrrLCcYTm31yFBVZ6pOjRNug5zo7weTyE9qsUYkxAAMq8jCxhr8mjj+kB/553lgM9Yaxcdp05B1xBJ69/36s29uKigIP3v1pN35zWD/kuBxgGKBj0SL+ODQGeqQH3RkN46EvNuDxbzbho2sPx6BKYgKOEIgzIqSRXiGiNQlR4m9Fv+V8JA5jmLJo5pmSjGGTAmO/S0XitLB/v1rGeLwya5TuSzeMc+3KHPQ4+7GlKQMPuio3x6AZhlW9/E3noMtyBS2+9MkJBgvhk+RA0RmFbog7m6vtcXZwipNha+imfR50sZcn1JyAv037G0aUjkiuawSkh6XwjNNtazctZGMeUQbP2IrecwBoC4Sxencz7v1wjWq9viV2CtAkcD6SOYcG14wjz+C5ZaSyDe0optCePRprWoMUHCs5cqDyW2HnKchBd8eMJVefPvLvRC+h7deycQ4663ab0jRRofhtjCKFnIzc+PnPSf/RXlHDSCZLpYXr5eHKuh70Vnl5NUdZGaoffljRsuL3MTuR7HQiqhCJ48Jh81ECOuQ4+UiBYDSA3731E78r1gkXV4aLX1iKP3zwiyqM+9Z3VmL6377GZ7/w4fyiSJxkoDsccJSUwDdxInxTJsNRVmapTw4d45uMfDEal0zoV4yZwytly04a1RMF895BpLERzR98AI/TgdG9i9CjMAdzjxqIXI8TLMuAYZjY76rlQSdy0F1CDnEwHMWnq/chQKQ8RFtjqZC3HK4tUFh34x8AAEtGTAMYBmxeHtirf4sXvtuKp+dvRlQj4rEgFIvSyJ0yRfccaJOKicBU5KBnCKnwoGu8W5TPqZRDc9Azhu5noNsYTp7AzpPc3sQe9EKzrf6SDCMv5YPEQtxh1cOSqIFODFTYOCHumssVBn3qRNK0ROKse9DHVY7DcTXH2dszYbBafuONKD7rLFvbzi4UHnTbyWwP+o6GDvx3Rcyg/HLdfpz02ELNdSf3T0LAKWljMpFtxT+MfwOGYVAxpln7S4NrggsGVYYXAKnOtRm4cFjTmyqW7MqbMQOectIISZ8HPWfkSPl3afSgy0Pc3WBc1j3oqiSvYFC3pjXpQR9fOR7DSrUFObW82LIIJMX1IOWgK0TilArug75dgILjZmnuU2rL5L3AOByqkoFcIJh0iSafyyP0I4wlW/mQbwfrwP9+ieXSr9wlv48++HkPohxwxSvLsKOhA1vq+XPlglgj1QmGYdDnpRfR94UXLFcK0AtfD+2N9cmofOJbVx2mCjkHgNDu3ab2L97/Wh70HHdMxb3YH/u9//H5Bhxyz2dYvbsZ9W0BHGjgDfSHx5yFQ048Cttvvl/WTs+//gV5x/Hv/2cnnI2X//QGZh19N2bt7YN7P1yDBz5Zh883xsLkfz3rLgRyY+cld/o0+A491OAgzBxohuWL6xlaqS6bGlckjnrQKamh+xnoWThLYohpkTgNz4jRqWBZVSy+6ZwlciBl0YMufxlbCXGP9ZX3oOt0Tc+DrspBz7CHnkLFPVnPhxZiGK5Wzinl4OG95fKBqD8Uu5nOOLRa9l1BsnnnGYxeOTalQcdxROh5W5ts8C8+/wIbNpje77azz8GGCRMRrquTLRc96KzXo7VZymCI54FXaaBreAlT1g+VSFzyHnRA34tOhnx7HAbnXKNNQ50V8TulSBzhQWdcLntL2DkdqjJrXMCf9Hskzy2MCZgwwPD3gYt1YW9zLNrj/eW7pXumWaFj8cnqvVi7hzdG3YiVWQMsprgROHQM9G1nnYXmebzqerySc1qECAE/LmwgiCca6Fpl1pwOhIVJkVO2foejc2Ne/WA4iveX78Zhf/4Kqzbz+/I73RjWowBHHy8XpnP37YvyPP6a3N3UiX//uFM1oPvml1h5tUZvAdj+sagb7+DBhsdKsYFum4NOyRS6n4Fu5aZRzrypZv0s3oB6+7bzRjbKQbdU1kvtQTfOWSK3JQZSzsRD3HWjAbT2yTCSYA4bBRjBI+4eOEDevFkPup1l1rTCaWQ56PGbkMRtRCdDkp4PLaSBqtW0hIzARqEPWRtpnOnPEPa18IPG8X2LVd9NH1xu4570PB1WtrN6DsnQaaNrhtGvfKF4D5DiXtHWVpnB5+rdGwAQqq3V9dQq8f/yCwCgVVGKTfSgMx4vZNclBxuuKf10LtKD7qysgKM8FnLMSiJlaRCJI7/2eMCa9KD3feVljXZj6BlrZOioy+HSjIwAIFU7ISm7Zq5+h1yiB10Z4h7zqPZ+Xlu8MFHPI8M6VDoIUX8Ad0+5G27WjesPvT6hdvO9wpiADQHgj8fJOFHXGjunS7cfwPKdTQCATXXyKIGPV+1FMBJFvtcJR1RuoCeKd+RI5IwZA/eAAarv9t19N4DENCHI+5pMYVCtJ/6uunXQY8f3QM42XDK1Rvr83MKtCIajUq1yv8ONYVX5cPbogYKTTwYA5B1zNLyHHILSPPX1v+IPM7H5/05AnseJb3uOwtrivnhtxPF47LxD0e/i8+GsrISrbx8UnHhivKM1sSiZZ06y72sD4S/VV907Bz3R6gmJ011F4tLRGXvpfgZ6Nv4KFtCbddbyoMdpSfWCMS8SZ1MOusWHt/hid0aEcmsA+vzrXyg44fhY87nqY3BEOLApzUEnSTQHXQhxFyvR2GygcxwH//p1/D4SEV+idBsa2/nBYa9i9YRceX56vbddie4zU5GDTuYOR1rbZGJczhJBfCwUQrTFRL1uDYLbtyMaCIDz815JJs0edJYQ7GI9HngHxbxv6fSgk15LsyJxxRdeAN+ECbEFGs91LUHMaDAI18qN6FPLXwMeh0el3i/1RWMy11VZqWtki5PWSi9sRAhxLzrrLOROnKi5baKE9+9H1C+vNsAF/BhTMQaLzluESw+5NKF2xcgCn4eTPOhO1onaVvmkxy+Cl3zjfv5ecUXCGFG/Beu31QIAaoo9sYiRJAVa2Zwc9Hvj3xjw0TzVdxzHIVxXJ3nD+7z4AnyTJqnW82/YgCBRPzywdassTSW4azcCmzcjtG8f2hctkgvPihMNGteax8lKInEAENy9G3ceU4PfnzAMle0NyAnxv1Exwxv5fqcbQ6rywTAMqv/2Vwxbtxa9//lPMCwLn1s9Bij0ueBgGfzzvLE4beoglL/8Cq578QGcPLonCk44AYPmf4OB//sfvEPtE5el6JAmD3pnWPu5ROn+dD8D3dJNo5wBS1YcIV6uSgIoN9V5uWl6g/SkzgFZHXRpkekcdCLE3eJsuGyCwaqBLhz7Q4f/TfKgM06nzPOv5UG/9LOoWlQu5SJxjOl8WIDwoAuraj2ok6HpjTekWr2WJ1UygVR5pVOZg56h4ioH2nlPUW+FAFyB14lJNUnknCvRU9u1sp3Vc0h6Zo2uGYbRN9CVHnRC0Cna1ioPcXe7pZxYs8rMJB0//ojNs47D9vN+jagY4u7xKvoQLxrABIYicW7Z3x4yPFbM1U3VtUyWCgtZN9DJcmf8hup1dt9wo2rZ/vv/D+7f3oe/Px/BqC1RuFk3Gp5+RnsnOkrarNeruVxPxV2c6DEuAWbueeTu21e1LLh5s3x/gsHudiQ+IStu62DDYASj0sE6UNvCtz28B18nff2+Fuxr9uO2d1cBAO7f/F/8feETuHfR8wCAixa8IrVpOerOAlxHBzYeMQ0R4V7ktQzk++tYuhRbTzkVm2fO4g3xLVuw5fgTwBETNNvOPBNbTjwJm448CjsuvgTbzo6VlJPq22uMfViWkXnQWz/5FNsvuBB9Ourw4ucP4O/fPg4AqHDxRv4xh9Yg36t/Ps6d2Fv6+7bjY0b3kUMq8MAZo3DEoPLEJlU133uc9joJOdCTfF9rPW+k7qUrB508fu0oLLv3q+VB7wibKM9oJ1QkLmPofgY6SRaUO4qHOppHL4xeY+Bl1DDLSMrh0iKTOejyEHdrBjoZRma1jI64ryF5sdA2hmXhyIsJKmkZ6Mf8zMGhyFlPeZk1q4gedKGfdhvodY/9U/o7ofJFlG5DYwfvAe5dLDfQX750EhzKtJOueIamcp9E23qpfWSoOhcOI7g95mmL+v2qnGaxjrNSzdsMTe+9D4APe+fEEPd056ATKu6M2wNneSzNgU0yHNkKMg+6y1wddFd1T9lnRssDtXy5apl/3Vrp7x4HeEM0XFuruQ+9dChGOTkgIrwflR50USROT4XcLL4pk9HnhX/FXU+8npLBwwoicWwsB/1AewTr9vHHcsRgPh1i3d5WfLUudv6GbebP+aiGLQCA4b98L31nZ1SGbqqAuC+3R2WgB7Zskf4Obt2K4LZtcfcT3L49FtoeFUXidK4LxRjAv3o1ei7+CgDQv2UvXA4GjiD/21wxc7jhfh84YxS2/flEbH3gBFw1XR3Sn31k65g8Pf2mHnQKSfc20OMRd+bNphmXJGagVNkguiHuGvsx2C3DMGoPuskcdFnDFl+20WBs0GBZSV0YLIZ275ItY/NiHgnSWJdtumSlYomNs2mas3XWSLUHnZyQyEoPeoZ7pbXJzL5KIe4l8vs95eHtCf12NlTl0M1BV3jKxVxl4h4O7tghy2flQiFVfqtDMNBbPvlEttx0RJJA+5LF/HZanlm7vABxctAZt1s2Ucs4xedQ6nPQZZO3DGPKQPcoxbB0rrH2H35Ax9KlAIDOn39GYH1M1M8VBrwhBm0KTQAJXQ+6zv0ihECTwoFcIIDWL77kt8sz8KCbeH/0feEFuHr2RI/77zdcr3Ol8p1nHY+TP8ZOdivc5Z8BAJo7YrPd0wfxkznr9rXiQEfsvnAR1xAb1Va5t4O8qVORN2OG7veM26XaX8fiJdLf0bZWRNvNeShb5s1Dy/8+i10nOmMfV0SdM+z68B3p71y3Q/LWMybTCm0VFNRD99pLJgLUzhz0DCNNIe4doTR70LttDnqGH4cG3dBAT+JHSNZzk4oLwGSXLOegM2zCInEyoTedwYseRuVP4iGGre2aExPoYRwOsPnGHnQAcP/7I0U/kvcuaKMlEmfit1Ea6HbfmsQgJTsNdBtJm0hc5hGNcmjS8aCLqsFDqoxCcK3QFS9E8/ccq3hm7rv3Pv4PIgc9sHGTbB0uGJSLxPXtI3nQm/79hmxd0XDXRZF2E9zEhyirReJSez2RVR0Yj1v2HkhnmTUuLH83mDLQBw2SL9CZ9N1x4UXYfv4FaHz9dWw751wp3x/gDfRxTy5ApLlZc1tdD7pOiLtSwwDg8+AjBw7wXUzSgy6impxQ0DJvHsLCPhPeB6Fu7/Rt4//gYuOGcf2K4XIwaAuEsXQbX/Zr7lED4MiJbVcYVGgAWBwzxMNoIoz1qD3oLR9/LP0daW1FtNOcAbTn1tuw+7rr0PIxPxGnVWYNANxR9RiHI3QQZg8rka4/05VzbMfMMyWZ5046U8e6t0hc2kPcKRlDNzTQrRDnBrPN4E79QJWfeDPvQQejIRLn0zZuVZA56BbV0BMpf2IE43DIyq7oGehKtISDEseGwbRDruJud+1LmQc9G0PcszGPKANnbGtbA4hygINlUFUoNzDcgre0T4k1z695EjgfyZzDuDno8kXN776r2I4X35I1qfCgV1x/PRylJZq7d5SoVfJlbek8C7U9jHbloGt8RTwPWLdbZvBIk7i2X8vqd68ydSBembWKW29Vl9yK083GF15ULXOHOfT6eY/+RjrpUKS4HglZlk+zORty0AHAO3IEfJMnG66jLOVnFe3yc7Ebx+N0YGgVn4f+9Xp+Xz0Kc8AFYvdIUUCuiG73pI/RO18rB50k2tomyz23hI4HfVCR8fv1urGxiTurUTapJRXjYPufVxlDKjzoGhOMaQ9x73Y56AbrZTjdz0BPRmAo6Vm/LvSgGwnCacEyqjxs0zno5MjWqgfdZgMdDocsZNC0gd6RqllJUiTOvIiIOBsv/oyMxWsp3NiI5nkfxcJ0lRATKQe9B508t6kUictAtjfwE1PVRTlwmZlcS+blnAJj0vy28QebWnXQo8GgzKhRCr9xoZBkSFbceischYVwlpZBC2eJsQc9sHED2r78UrU8XLtfQyQudTCEocl4PLJqHun0oCtF1YwmEtncXJRe/BvVcq0cdJLQzp2qZe44VYz09EpID3rJxRfHvlAKkiowDHG3AMMwqLjpJuOVdErHmUXLQOc4+Tk+bID8Oq8uypEp4qsMdJv1X4xy+hmPRyp7p4V/7Vo0vf+BfBuTRrOeB31aH+Pft+2F54UGGNm9l1bMvPeSmRRPRbi8Xn9SLhIXT/w5tR50moN+8NL9DHQrxB0Idn0OuuldsJxqP0a7ZVhWo8xaIiHuVnPQrdcnjdcXNic2UDIbBeAs0x5UdxkOeYi71oPaiO0XXog9N92k6SEC5KkIWelBF8n42VySzOvr9kZ+YqpvaRd4brrqtzOZg876fLLwVwCINCoM9GBQ8qCLHl5nmbYhHs+D3vTW25ph1aRIm1a/E8OcB12dgy4+h1KVgx5Dmf6USDnInDFjLG/jStBA1/Ogx5sATVYkTravOFEGytJrVtH0oHPy83HiqB5SUN3YPkU4rH+JzCtdFJDXRrczBx0wnvDQEokjaZk3D4G1a2XLPAMHmtpv1K9tOHn61xhuJ0bqsD5fenLLuxKag24JrdTGw6sPt30/3Qqzv0MW3mvd0EBPqCaE8E/m5aBzyvrdOrAuq33X8KCbNtATF4lTCiwlhdPJiwkRngwzHvSya68xFJaxjFY4jcUcdHE2XlJxtyigJ+avti38Vrv9lKnWpwsbZ8cP4hz0nYKBLoaxnz62GgAwsrogBXvr6hx0499B6WxlCwoQaZTn7Ibr9T3o4sDfUaId4u6qrDLZZzlFZ50FVdqMXdeUlkgcYcDwHnQtAz31KFXPkUCkT9Vdd1rexhXPyaz37NTpn6t3L5TfcINuc4Zl1uL8zr2ffVbeVhwPbLIRa5ol2jgHvC4W954yAgAwqlcRXrtsMu48cRj+fflkuMJB2XEUBhTpZHYb6AYTHmyuL25Eg5Kqu/9gqla78lkhUnzBBbrPBBJHsfEEXmrROCeqa4/moMvaV5GCHHQiKiPHmYMbx92I+w83FoO0n8wdv5gnfRFoqSQtBvoDDzyACRMmID8/HxUVFTjttNOwfv162Tp+vx9z585FaWkp8vLyMHv2bOxX5P8dlJi8trQNdIONWVY1IDIf2kV40K3mSisHYckgtEWqHrN58Q308rlzrSvImybBh0ESInFk7qa7Xz/tlYgBh+1pBpSsYXuD3EC/99QRuO34oXjq/HFd2a0uQcuDzikUmMNKD3ogiLavv+a3Fzy8evWwnT2sG+hV99xtoZqGTZBh/y5lDnrXlFkD4njQdSbDHUVFccXTlPTz9jT8XjfEXacPXCiEsiuv0G2P1ak0Eg/fxInIO0LhTYvzHkuJBx3A6ntm4aLD+kmfpwwoxWVH9IfX5ZCFtwPArGr572j3NWWU088wDKKtLZbayxkxAtX/+Efc9SJNTZrLWY8Hxef/Ou72etoVlCwhBQ65Ik+R9HelrxIXj7wYJV56nRyspMVAnz9/PubOnYvFixfj888/RygUwsyZM9FOCHXdcMMN+PDDD/HWW29h/vz52LNnD8444wzrO7N0zyhnwJIVR+i6EArWFVXv31AkDjIhF8CCYAnhekqnh0UPJ+Gp6hrRFS2ROKs56HIDXSxvY4bA1q3S33r5sKRR7tBZJ6OxVSQuTTnoGRhSpQxxL/C6cNX0AehVnIL7Rs/TkVQbZtfnjK8ZDZE4Z1mZKmc3Ulcva5esqe0oKAQAuHpqG3iuKusGuqNYGIypctDtEolTX+9kaUrW45aVfpLKrKVBJM47XF4T2igVJ2/6dN3vcqcYC6eJOIXfZ0zhCOMVLUYfiROmnkF8qHTu1Kny5gwNdP3nkZZhGy9iLNla6D6X+rnAug7AaaBfoTTQR+crjsnmyXHdevQCkWZrBjpgTo9Hz0AHAHefvnG313tXpwXN9x6nvU4i936y72utfXZpDrrRcdi3X/J+C2lUA0gLysPJwHGMDMNrBTaPHdNLWqbHP/30U9nnF198ERUVFVi2bBmmTZuG5uZmPP/883j99dcxQwg9fuGFFzBs2DAsXrwYk+MolXZrTN77Dg0PuqF9zrKqUmOmc5PJG8LmkimJ4KqsQPUjj4D15chC/ipu+h1q/x5/JtxeElVx5weBEyrGobNvGUaVjTK9aWDDxtjew9oPdVEUr+Q3v4mbI0fpvuwQROL6lJis2NCNUXrQHYWF4BQGemjfPv67khJEGhpkAnJ5h/OGl2fgQDgrK1WK786yMvR+9hlEOzqx+7rrzPUpTk5xKnAUFaH6sUfBuFxgXK4uK/1UNPsMcOEQfBMmAOC9+ZrrnX02Km76nW475ddfD1fPnnD17oNdc+bIvis8czYYhoW7Xz+weXnYd/fdiAb8fNi1TnSX5fQgwUDv9eRTaP38cxSf/Su0LViA9u8XIf/oGQmLdGpt5ywpQfUjj8iur4rbbkXzu+8hsGEDuEDyHvSHj3oY1399fWyfLuM0NaUAa7RFkYNu84A/3vmMtMQM9Mo/3IX99/0xbptmoliibW263xUcNwuRpib4JozH1lNPA8CXBGR8OfCv4OvTO6kHPbtJseEajNis10TJOrrEumoWhHFKhDydZcuWIRQK4ZhjjpHWGTp0KPr06YNFixZpGuiBQAABwivYIj2ELdw0cWfeEvXemFxuArPmHuuKqvdjbKGr8sFNvzhlZda63oMOAAWzZgKQDw7ypk/Ht//+B4bsTvHOtWbr4s66yhHL1R3e4zCcduRVlnYf2LAhtvuQjoEueDWKfnWWpbYzBxu90mmbEc6sGdv2QBgHOvjro0+XiMSlYyMNfQHd57L8IxeJqFWvhZrWzpJiRBoapPKM3tGjZBOahaeeioZnnpFt6igphXfYMACA2UdQ/PDfJEWXdCJGCo49VvqbNE64sHg+UiUSF+sP43Si5Nex0GC9CePSSy8xDGtmc3JQctFFCGzZKluef9xx6PmnP0mfm+d9xPcgEGcgnKAH3d2rWlKaLzjuOBQcd5yJjQ3e+Dpq5AWzZsqur9Lf/AYdP/yIwIYNiCbpQQeAo/scjbKcMtR3CtEkDuMSpcqyZdG2Vp017SG+gR4TYiw57zxTBjoZRZJQn5xOlCjC3F19+6Dkggux46KLAACOUuMqD2knFcrrqRCJsyMyyxLxVNxTQzDaVQa6yoXeJb1IDo0c9EyPBNAg7SJx0WgU119/PaZOnYqRI0cCAPbt2we3242ioiLZupWVldgneDCUPPDAAygsLJT+6927t3olq+GrmSjupNEl7wh1SJ7DbVx7VQXDWM7Vi21KllmzdgnlHXkkAKDghOMt79eMqApZtsRZXo4R5YfIvndVV1verzXMiK9oIOTyKz14Zgju3BHblYYIHxcMSrP9ieY/dl8OHpG4tgDvIXSwDHLdJo2OrjgWO/ap1waxnHXKn5lcJEwYpHIcQsk00UBXGgVaqT7O4iKzvSXaEY0wrRC99EBOEjhLUiEeaLIfOga62UlhZYk45XaMh2+fCwQM0xHMeFN948dJ14Rvkr0Rf+I7Le+IabrriO/TfGESgPXy2yTrQRdpCjRJf0c543dUROFZjrTqe5rtwF2jHRGWP5OftC8Q/vUMHWq6Ta1KCgWnnCz7bFZoVnzn5k2bBnev2PjD3buP6f7Yj5lnSipE4lIoPJcykbg4+07R87lXXq+UtEvJHtLuQZ87dy5Wr16NhQsXJtXO7bffjhtvvFH63NLSom2kGxJHhdG2GRd7Z276PP8c2r77Dq2ffY7W//0PgCgSZ8GDzjLIGTUKvZ56EsFt25CnyJMzRFZmzdol1PNvf0Xb/AXIP+pIS9sBQM3772H7eb9GaDfvL6i6917VOozDgX5vvgEuFIKjqAguOCAGLva4/0/Im6Y/yEmc5AfTogcdEYsTLZB7gLQ86IGtW4FoFGx+fpwSThlMNuYRZdiMbUeQH1jnuBxdVN4nDTnoJHFy0Fkn0Peuc9C8gUPTm28C4YhKJE5ENOBEA10lYKYQy+z35hsyA7Pm3XfQ/sMPvKI0y4BhGOx/4M/qHWkan8QzJQU56Fr0e+dtRFtb4SqsS26/+h0SumOQc02Wf/N4YjoaJkXGVNEIislkMR2KCwTgLC1FaNculM2Zg9zDpoALhRDcsROeAf11RQABYMDnn8G/bh3yZszAgM8/Q+fPPyOfiEawgwGffoLOFSskg1OLqvvuQ95RM5B31JEAAMbNH5sdHnQAuH3i7fjj4vieZwCINDbKPkdbYx70mvfetaU/JO5e1ejzr+cBlkW4rg65kyejffES5B11FACg7Jpr4BkyFLlTDwMA9P/4IwS3b4enpgZtC76FZ+gQXpHdwcI7aBAAPm2u97PPIlxbi7xpR6B98RLkH3M0is85B9HOTkQaDyBvurmxRP8P/8tfFzNngnE40PuZpxGuq0fBySfZfi6SIxXjYJty0DNx0jtF79CXjnsJT698GrdNvC0l7cdFea4zbBxjCpqDbp1rrrkG8+bNw4IFC9CrV2x2qKqqCsFgEE1NTTIv+v79+1GlM7Pt8Xjg0SoxQl5Mli+sZB8CKbgANMqsOYqKUHjiiWj7+htpGS8SZx5xgJ4veLQtQYa4WxSJc+Tno/CkE63vE4CrshKFZ5yO+sf+CQDIGTNac72c0bHlHBc7L4WnnpoGVeLEROJExSouat2DThrlylrCALD//v8DAHgGD+7+dVdNkSaRuAyjUzTQzXrPgeRezkkbk8lsa26w6RtcjVBhDzS9+Sbav/tO9/4TFdmlFBoDD7pnyBDZMwjgBdCUImidq1ajZd48RTvC80lzgJE+csQorbUfpn3fImQ+Puv1IiIY6KY96E6lB13xWTRigwGwwnWRM3oUfOPHAwByp0yJuw93795wC44BV1UVXGbC2C3i6tEDrh49DNdx5OWhkDD4GNGDnqSKu8hZg8/Cgl0LMH/XfBzbV38CovXrr7Hn5ltky0SPes7o0VLKh93kHnaY7DN5LliPRzbm8PTvD0///gCAEr2qJ4BMMV9sz3fooZb7pvz9UuMksIiZZ4q0SjIicUpSMOGaDpE4zeNJzX4PrTwUTx/7tK1tUrKTtBjoHMfh2muvxXvvvYdvvvkGNYqQpHHjxsHlcuHLL7/E7NmzAQDr16/Hjh07MMXESzJh4g4EbTJmUpSDToqUOFycaj+Gu1VKGFtAVqIszTnoLJEbZqocEVEDNZ0lgywjencs1mwF5MJwSg86Fwqh44cfAKhVkrOSrJpgyKy+doZ477DPioFuJwn9dqnSHNCeZOxYtFi9ptcLR2GRbJmRB93sc0Yrdza+8ZmCnM60bK9sLn57Sg+6hNl3TjwPumTEBsA5hd8iA0RP7YAVlM2jNoW4MwyDB498EIv3Lsb4yvG66+26eo5qmehBZ+LUbKd0QxJ+bGTWu1OTrBqLJEM3Oc4s/L3S8jaaO3cuXn/9dXzwwQfIz8+X8soLCwuRk5ODwsJCXHrppbjxxhtRUlKCgoICXHvttZgyZUqaFNwFoyhZT0UqLgCiSwPnz5d9FSXK1Fm2t5MpdUKWWUu7gU7UPDdloFsPGbeMLFVJnHWV/mfqupLqySftQZfnoIeJcMOK680pSWcmNs5Sy+7TgycHnQxxTw9dGEbPEaXJjOC4uM9CZ2mpSl1dlYNOPAfNqnRr5lg7NHLQ7bxGM06XRb99chJEZqwnOAGi8qATIe4Q3itdXjbUpvPNCGH5yZZZI3E73JjWy7z311FehkhdvZSaQA30TMKMVk4K88UtN2dUatL8OMv6Pon2VaRov10OPZ5MIS0G+pNPPgkAOFIRTv3CCy/gN7/5DQDgoYceAsuymD17NgKBAGbNmoUnnngiHd3LGlyVFbLPkfYkxFeSGTsTIe7p9qCTkwNmap6TIe7pIdEya0KIewI56AjF8ma5UAidK1ei7pFHAY6TjHdHeVncmrmU7k1HIiHuBwFaBp+jqEiqc+woK1UZ06oSYIR31rSBruVB1zIQu90A0BxMsga6KsRdPhEjGozRYBCsIA6YKVVJkkWMDrDLg54Irh49Eamrlz6bLuNKoWQDWeiRpWQXaQtxj4fX68Xjjz+Oxx9/PLmdJXLTSP1LVhwhBeUYDE4d6UG3uh8mCQ86k4RIXNIQvwljMcQ9degIUljIjbLTg77tV2er1nGWllluN6OwVegjTTnoGfYCF3PQ0xbibkc5HKvnkLzn4ojESX9qGGVsfn7MQC8oVHtjlR514jmoVA/X7aqGwSL1RU9BOE0icap9d4VIHPF8J89/ojnoyvB1MQedCwRi1TO6PMTdJg+6EOIet4RcCskZORL+lSulz6yHGugZg+Z9x2mvk9CYWvzDLh0Sg+d5WnLQjdKkutkEKhWJyxjSXmaNYg3jHHTjeqSGJJGDrpe/mW5MTTKkI8RdRoIPazZxD7rMQNepg+4sKUmsX5RuQ2dIDHHvaiMkw9AwykjlbsbtVhvoSu836Z0160HXMjS1DMSD1IPuJOpEy863WS0RZVk1VqniHiuzJup4dHmIu02I50vvfZAqxJJivf75GHLGyQXVVFEnFEo2k42GKyWr6IYGuoWbJm4pB6veG5P7sYIVD7qV/STTJ3Kgw2b4gCYdIe5as3UMA0s56MIA/8Crr6L1m2+s7T4sD3HXwlFWqrk8eyBz+5MkbTnomfUC70i3B13X05FEG2bXN8xZlK+nDH0G1N7beCHujEwkzpyBLnltyXYkA9HuHPQE8yVTdS2b8Ho5iEnFqL8ztqnJ6C9VxQqlwS5OwnAcuE6/5jppx64cdOF6VWqS6BENBLD9ot+g9h//AAC0ffsttpx6GjpX/2Jpv1Eh39w7YoRGhMjBOdGUmVjJQU/k3k828kZrbE5z0NNDknZQRqDx/szCCZVuaKB3N/QvqqRKqLCJX6xMEmXWkiV/xlEAAO/IkabWN5NeYS+J7Y/NL5D+3nXV1db2aCASJ+IsyXYDnZIsnUF+Iid9InFZglaIOyFoxTidKr0LVYi707pIHDRqrmt61bvdANAcpEhctKXVYE1zKM8tKVomls/L6EofFrDqQW/+73/RsWQJGp59DgCw8/IrEFi/Hntuusn0PrlIBBD2x3i9snsI4HP9KZRuQxYafJTsonu8jUgs3TRxZsAyPAc9mf0kVQ+b6boya87ycgz+YYkpgTgAGZKDHh/PoEGJ791EiLujNMtD3JPNaZORphdrhr3A0y4S16U56DCZg85pGmUMGeLucsnCrfllBmXWTBroXEhtoEPT+35w5qCTRFqTN9CVZdbI34mzWGPdVvT0BpJA8qCbNNCDmzZrLhcnLsxAOgxYj0flQe/KfHiKGewaB8s2TnAzjRx0vTZT/Z7Vbd9gv5y67HHWQHPQM4bu7UG37HnIPE9FynqUTA56V4rEAXAUFJj3dGREDnr8X9EzmDDQzXrgxNbJEHc9D3q2i8SlilSKxGUY7YEE6qB3hffWln3qtKHRtqZInMJAdyg0HAw96CafTVrGk9SObIBhqrluDdfZGX+lOKjKrDGMqvRXt/Ogm/RaB3ftkv4mUy/Y/HzT+xTD2wF+gksU4ZPapR70zMHMMzaZ57Dutqlo04a247Zn1DZ9QFNSQ/c20OORMvVHvf1Yp7BfB1hXFAVD1YrlPf/+dzBuN3pdc7z1/SQR4k5uq5W/mUmkpcyaDYNpZ3m59Le7d29ruzcjEpftHvQsziPqaoLhKC5/eSleWrQdANC31GT0id2kJQfd7H4JD66GjobMg+50qkQWbfGga+Wga3pwDbxHpsm+HHQAKL/+OjA+H/r++3U4q6qQO+2IxPeppTWgrM3dJQa6lrcnOcQJJLMe9GhHTM8mSkyGOATRNzOIHnTG5QLDsqp3DhewryY7JQXoXnvJRFvamYOeYRgdWyb21zQ0Bz1TyGzrKiGIH8HqD5LsTZWCC8Dp4TD49H2oPrFI9V3hSSdiyE/LkH9ojfWGk+irTKSny8vSxCEtIe4kCYrEMQz6/vt1fnWLAxlyEBZuaNBcx0E96DHSJhKXGdz4n5/x+Zr90ucRPQvNb5wR4Y0J7NNC2pKWjoZYRxoQDA6nE46iItkyvTZMG+hhDeNJMhDtN9qykbKrrsKQH5bAN3YsBn7xOXo//XTCbWlFeynzpLtLHXRxAikRrzUpPpuIB12c3HL16iX7nnrQMwkzz5RkDJsUGPvx+kNF4ijdjG5ooFshzsPCNoM7uXaMotHlIXkWctCTqINOdijTy9IwWVR71SEMhiJtbZa2I0PcEdbIawXgLC5KtFsZRhbNgmbAjO3mujbMW7lX+pzrdmBQpXmvmL2kIQfd7H7JdjWMMsZLqLgL3kiyEoJKoZpM+zHphdUyGOMaiEnnoCdIqnLQzawpnE/G6UxKO0VTrV/pQe82Bro1DzoXJCZ598aeF6wVD7pkoPPnVHUtd5NzS7FCFz2v0kE29NEOus1xZt9xdD8DPZGLSZoBS3YmLIUXgNEsXUIzeEkMdEijN8NfutV//SucPXug51//ksK9xBOJM/f7iN6KaFubafV5juMk5Vw9fBMmwNmjh6n2MhZbZ6m1hMS6J2v2tEh/P3vheLx86UR40jWp1hUvdvKeM/XbaovEkR500atN6jioPeixNpT56XqUX3uNyssoGTUpEA5LrK0U3x8pvv/yZ82KfdCaEMmEHPSUiMRZNNCJqK3gzlg+uhUNFzHEnfXE0kOq7v5D7O977jbdFiXFaN53nIl1kmk/GTjoerRT9p7RiIY0Wi/usiyhO4yJNEXiso/uZ6BTzJGEB91BhL1lekigd/hwDPrqKxSeckqa9pj4w0DK94tEwGmo53LhsCyEPdzYiBAh7lN4qvoYq+69F31feTm5iAlK1rJuH2+gnzuxD44dXolxfbNdi8B+tJ5hShV3QK7joDLCSQ+6yRB3V8+eGPjF5yicfUZsoZaBmMUDjK6m8rZbpb+1PeiKevYZ/j4zi1aIe7i+HpxgcIfr66XIKy4aRWjPHmm9zp9/lv7mAgGEams19xENBhHYuFFqU2yDISa3is89F8PWrcWwdWvhHTzYhiOjUDKEbuNZpmQq3XDUbuGmievhTKLEj5nlljChImlhP0wSInFsXvYY6GlBa7bOYg46ADA+nxSRoBXmvuuaa7Hx8CMQ2LIVof37sWn6kdh87Ezpe/J3Ecl+cTgRG4U+0paDnv4XeGN7EKt3N0uf1+3ly1MN62E+l9Q+7PB0JFjqkpP+p9MEcW+aUHEH5DoOSpE4Wbh6El7Y2ESanle1q0TibCZNAq2yyRINMUDWrQxx754ice2LF2Pj4Udgzy23ovOXX/i/b7sdALD39jsQaWyUtj3w2mvS323z52PTtOlofP111T52XnIptpx8Cmr/9nd0rlyJ3Tf+DoDcg07JVDSuM9W1l8x7LNn3tZZInF6bKcoFTyYHPasnValIXKbQDQ10iimSuFgd+UReWqaLxKWdxB/MDMNI9d2j7XIPOsdxaPvmG4Dj0PzBBwhs2KAKX2Tz1fmCjpJS1TJK92T9vlYc+bevcdJjC/G/X/YBANbt4w30oVUFXdm1jEbTg+4hVdzVHnRnZYWijdir1LKBEu9ZnNWDva4lXsi6OsS9e0w4K8us1T/Fi+u1zJuH+sefkP4GgOYPPojb3v77/qha1rF0Kd/Oxx+j8cWXpOVsbm4SPadQKBQK0B0NdEuGJzEDpjUIsmzExplpSwZTOej6+3GWl6PnP/5OdCnxn55Udu0uA5rksCcHHQDYHF6cKtopN9DD+/ZJfzsK8hGuV6u1aw2MnGXdxEC31Sud6hz09M/YHmgP4sJ/LUGLnw9bvfKVZbjvwzXY3cSXTBpS1QUedD1PR1JtxFtf/MMgZ1HWro4HPUftQSfX8wxShOsSE5WsT10S07DLWsfI6XxIWiQuwes9VSJxKZ58kHnQNfKpyXBsoIsiwlKQg84KIobSJC5R0q/tq6+kv6NC3rhVyBKB4YYGBLZtje3bgvI7pYuwkoPOJPC+TPZ9rXremMlBT0Heu2ZflPs12DYbUf7GWeh51s5Bz77joO7PgwWGkechJ3HTyZRdqXdHQXLnQzTQOaIWLQAENmyQ/o60tKrPu9MJ1qs2DBzFxUn1h9J11Lb6EY0CVYVetPpDeOKbzYhGOUSiHO44YRhYIk1l/oY67G+Rl+f713f8oHlEzwIU5pjLiz4Y0fKyyuug80YbmxOrH+/Ik0+GyTzoPqt15qkHPVXIDHRObaCrQty7pA56ClCouJMGNUlg02Zz7SnGC2QpNoTDCKxZK320UjudQqFQKNp0k7cRSXfNQU9i/xBmtYnvk8lBJ1/AUYUheVASLwfdAkyuEOKuEInzkwZ6Y4Oqpizjcqm8QaVXXSkT9MtuUpWDnkoS308oEsUJj3yLAx0hPHfheHy2Zj/+/cMO6ft/fbcVfz5jFH41oTeiUQ4rd/F55xdM7otXFm+XtfXw2WMS7kdydGEOOgDjaybmwdUSUCRz0EWKzjgdHT/8gPyjZ6ibIzyvTI41D3r885IJOeg23zNpykEHYaBzUfW+HEWFss/JlHFLnBTkoIvHHY2CC4fBRbTLb5ITv4btKVIBoq2tuutSD3qWonvtJaHZYtf9RPbNjsgsS+i9Pwz2m9WTqjQHPVPohgZ6gmT8DWVCJM4AZ3GxPKw9iRB30isR7aAGupzkBENEL13r518gZ8wYdK5YgZxDDkFgw0ZpnZZPPlWFJjIul8yoyJ81CxXXX2+t6xR7sOFZsrW+HfVt/CTMS4u2Yf0++YA4ygG3vLMSI6oL8K+F2/DOT7ya/9Ae+Xj9skk477klAACvi8WgyoNwwGzlN9DyoGvkkbM+H3o9+ohmE2RoNOlpN4XmwKF7lInpamQGt0aIe3fV6BBD3AGg6b33EDnQpLle3UMPmWpPaaBriZhK67rdut9RsolkDJsUpo7pfm23SJzJfdPnMyVFHOQGepwHj20zLl3vsXOUlMi/tunYHBrCZJTEEUPcm956C01vvQUA8E2ahEhrrJ51VGNwxHq9skEUa9WLlzVk0SxoEvfYhv0xg/yHrY2665346ELpb4+TxbRB5ehd4sOvJ/XBa0t24P9OPyThPthPGnLQze6XjCbSVHH3qJYZQiiEW81Bt3Raks5BT5BU5aCnES6qDvN2lnZPA52cRN931x9k37n790dwyxYAQLiuzlx7irKCRh50CiVGFz2vUk2m989ODqZjzTC6oYGewMVElnBI977NYkokTh9HaYk8lDOJEHcAqH7oQXSuXIXcI45Iqp3ugZ5InMb3cdAyrDuWLIGjrExjbaDorLMQrq1FwUknyTzolo2ETMfWWeo0icQlwX9/jtUl7gjyhoXXxeLJX4/DxS/+qFp/UEUePrz2cHhdvKF4xwnDcO7EPhhZXahaN210xYudDJ029dty2iruFr2ApFim5Rx0TZE4+4XDEmsrxd6hdHqftELcS2LK/GVz5qSvLyRmPXVWcOlrTriqqyUD3TRBecWQCDXQsxsz910y5cNsv68NnucpF4mT/mdhv1nsVe8OEQGaInHZRzc00ClaOItLAJtE4gCg4PjjUXD88Un2qjuSpEiczuA+Ul+vWpZ3zNHo8cf7pM/tS36I2w4l89nT1InP1uxXLR/VqwhHDa3AT3cdi/0tfhz/yLfSd1cfOUAyzgEg1+PsWuM8m9BS7pYtM/GsJJ6tVqNX4uY9Z/EAI6PQEIljPLGJmNIrr0hnb1KK0TWVyLsh0tYGjuPAMAyifj8ann8+me5RKBQKJQ7d0EBPUCTOjkFQSkXiTOSgG+zGO2K4QiSu+1XY6zLiicRZuLQYC55vRuElIcNymW5noKdKJC4Fxk+SwlrLdzQBAIb3KMCwHgVSfvnUAXwURUmuGyW5bmx94AQs2tKA5TuacOqY6mR7nQK6UCSOjIqKIxIHjWchY/EaYWQicXaouOt50LuLSJy0A3vbNYDTyEF3VfWQ/mY9FtMabCO93h6lge6srER4v3pCUEYkAq6zE4zPh+YPP0Tn0mW6q3oGDLCjm5SUYsY7noxnONn3tWI7MyJxtuegGz37yPFdcrpDmQcVicsUqJXWzen92F9QcfPNyJsxA4yLCNtMQiSOYkSyZdYSN6zJ0lCefv2S6gel6/h55wEAwKF9izChH18mz+Nk8asJvWTrMQyDwwaUYe5RA+FIMmXlYIZhGFQ//DAqf/97aZlUP9okZBkr6zno1IOeFjRC3HMOGYnKO+5Ar6ee7IIOdQ3Kah8lF12kuV7FzTeh+qEHpQmsSCuvfRLasTPWFjGpkTvtCJT99loUnnaq3V2mUCiUg47u50G3NEui4W1JbucWl1vA0IGuP9OXN3Ec8o7lvWushzTQk+8SRUQvB916blQy4m5k3qxn8OCE28lIbPLkcRyHVbubMUrVrp1Yn7Ft8YfgdrD4Zn0dnv2Wr18+pncxZh9ajUGVeSjMcaNHYZbpCthRDsfqrLdmVFT8/MGC42aB4zjsv/9+fqmsjGH8PnCB2Pq2CDTq5aAnLBKn0Za5jiS3X11S5PUyQsODDgAlF16Qvj5okSK9AcbtVpXjBADGGYu8KjjhBF29hZKLLgLjdGLv3fcg2tKCaFsrUFmBcGMDAKD8+uvQ9s18dP78MwCgzzPP2NZ3SorRvO847XXIe99yDrpdInEGz/OU56DrvD8Olhz0LPQ8a+egZ99xUDfqQQT5IqYh7qkiSQ96bq7ud8qQ9tyJE2Wfyfr07r59k+pHd+X1H3bglH9+19XdkPGvhVsx6p7PMPSuT3HVq7HQ0bF9isAwDMb1LcHAClotIdWQYe3O8nLpb8+A/nG3dZYUx9rRKNtmRM7oUcYrZPFYL5PwDB3S1V1IK0VnnaW5nHz3+6ZMhneI9mSueB2L7xVRuT1SzxvojpIS5B05HYDxe4tCoVAo1ul+HvSDOgfdOJdRVsuUhrjbh2y2TvhXloNu/tpyEAN9JTUffIAtJ5wgfVYOwJzl5ah+9BE4CotUxnz2Y48n7873V2u3aycmZmxfWbQNd33wi+73I3oWoKY02we9WZKDTtD3tVcRrquHu18/9HvrLQS3bIZvwoS4e3VVV/P3XlGRxf4CBSedhGggAN+YMcTSVOWgW9wsZTnoqfJ6qan54H34V69G/rHHpnxfiZGaHPSKm34Hd00N6p94ApFGolSj04H+8z5Ex9JlKJo9GwzLoudf/wJ3TQ1CO3eic8VK5B97jLQ6m58PIBbiHhbacpaVoei00+AoLETu1Km29ZuSDqzkoCei2ZKKHHS9NmkOur10txx0gSyMBOiGBjpBVt8k9iMLZcvCizU7SO6a06vLy7jd8PSvkT4Xnjlb01NXMHNmUvvPZp6evxlv/rgTw3sW4LIj+mNM7yLZ9/5QJGMeCXrGuYNl8PZVUzC6VxHYTMgr74oTlsp9xmnbN26c9HfOISORc8hI000neu8xLItiHW8nAPoeSxLvkCHwDjm4vOcAn2pRcv6v0fzuuzIDnXE44Rk4EJ6BA6VlhaecAgDIOeQQFBCTwADA5vMe9MZXX0HHjz/Cv2oVAMBZUgLG7Ubxueem+lAo3YZsfZZla78p2Uz3NtDjkq48uHQNtI33w7gJD3omDP67DfZ5QPQMdN+UyUm1m/XE8eRt2N+KBz5ZBwDYUt+OeSv3ok+JD+/OOQwulkWhz4XnF25NU2d59jT78dl3WzFrZJUsf7zVLxcg++3Rg3DtjIH4cMUeFOe6MbaPfhRFdpOGHHQSCznomY0dOeiJHm+qc9BtbjYbSVnNe56is8/Gvrvvji1wWIuec+TxHvT2+QvQPn+BtNzVq5feJpSsROfaSyQHPbZxYl3RykHPJOI+DzOsv1ZQ5aB3TTeSopvkoHc/A528cSwNKlIpEmcDRg9GUwJyAOOOhT3Hrb1LSZDkROIcpWWqZVX33IP8o2codpPFLwAbONAexP99vBYDKvLQp8SH/yyNKQsfNaQcX6+vw47GDoz/0xcAgAfOOAQvfLdNWifKMWAZm1JbVPBtrtvXins+XIN7PlyDsjw3PrluGlbvbsZPOw5Ia664eyYKc/j78oxDM3DAm8xzImljMpltTQw2MxnNAQaFYp2iX50FV1Uldl55FQDeg24FMcSdxDNsGJxl6ncVJUsw80xJ5rmju20KJly7QiQuDomRKwABAABJREFUpfulUHi6n4FO0YWs88pFtBVtKV2LUyMHvfics7ugJ5lJRzCMy55djO83N2h+f8Mxg/Gbqf0w+t7PZMtvf5cPy/Q4WRw1pALYxC8PRqJwA/jHZ+vxzfo6XD6tPx7+fAMcLINLD6/BORP7xO3Td5vq8cd5azBjaAXOOLQXOnc34RDFOvVtQUy4/wvZsntPGSEZ5xQKhZIKGIZB3vTpsc9Oh6XtHflqgcr8GTM01qRQKBSKXXRDpTAqEqe3HZmDbrXOL8UALW9XgiJxSnG3fEVeq6uaL5lXcNxxlruZ3fDn8Mt1dbrGOQDMGlmJwhwX1tw3C71L5OWuGAZ47NyxOGFUD+muWL+vBc99uwWPfbUJq3Y347f/Xo4t9e3YWNuGuz5YjR0NHQCAQDiC7Q3tWL+vFRzxe766eDsuefFHrNvXiie+2YxjHpyPlxdtF3rM4PMbpqFXsbrs1sSaEpw/ubsr7dsgEmd5m+RE4jKHVInEWTzebiASl/mkJ1qCEcr/5R5+hKXtHMUlqmWshtFOySaoSFxcZM8+rX12V5E4JVkSdSZD4/2ZLdFzBNSDfhAhM9DD1EBPDck/mAfO/waRpmZE29vgHTpU9l3Ne+8iuG0bckbFKc3UTdna0A6AjwR5/bJJWLipHuP6FmNjbRuGVOVjaFUBAMDnduLr3x0JlmGwbl8rlu04gIHleZgyoBQcxyH6Ht/eJS/+iDpo53yHIhzOf34J+pfn4rtN9QhF+N/2kOpCRDkOda0B1LYGpPX7lPiwo7FD+tyzyItBlflYeOsMNLQFsHBTPTxOFqEIh2OHV8JBdSAoZuhWgz1KVzHwqy8R2rMHOSNGWNrOM3CAaplDI+ydQjk4oc9nSmrofga6pVkSDW9LcjvXWay9/KHPN2DngQ787czR8QfrhjnoBl4OMgfdEQttox50O9ERpEjQS+SqrISrslLzO0dBwcFpnAvnddn2JgAl+OvsUThsYBkOG8jnQR49TH2+nIIY0vCeBRjes0BazkjRDZx0x0yqKcEJh/TA+v2tOKS6EKFIFH/44BfsaOyQGd0AsGp3s+zzqWN64qFfjUEgHMUHP+/GtPbdwHxgcGVsn6V5Hpw6pjqpU5B1qB5HaZiQ0IyK0hKJQ2y9TERPOKzbicRl6PlPJykWiRNxFhfDWWxdgNIzWF0nnc2jBnpWo3nfcdrrJCISl2zkjZZIXCbloDPE+M7MucwmVCJxWehIoCJxlERpC4SxcGM9HvlyIwDg41V78di5h+LY4byRsaOhA6v3NOMEo0aShBroqSKLH8wZCsdxaGwPohRAqz+MQRV5OGVMz6TaZBhG+ql8bgfuO3UkhlTFBp0H2oP4A1EK7f25UzGwIg9r97bg30t2YN2+Vmypb8OU/qW4//RDwLIMctwOPmf9Jy8AUA85xR6oEUvpQtx9+8JZUYFwba20TCsvnUI5OKHPZ0pqOLgN9HTloBO0BcI4/pEF2NnYKS3zh6K4/OWlmNy/BNMGl+PJbzaj1R/GNi+5ZfI56LKl1EC3D80cdOl/dICdJPd+uAYX+0MoZQEwwH2njoTXZU3oSIlooH9x4zSEc6tQkuuWfV+c68bXNx2Jkx79FhNqSqSa6hP6lWBCP3VOpowsnrG1F6WnI437pDnoCmgOeuaS2Yr9jNOJmg/ex66rrkbnihUAtJXdKdmElbxpmoOupjvnoCv7no3jGJqDTrFIJMrh5UXbZMY5yeItjVi8pTEtfaEGeqrgHwZtgQiag52oBvDV+lpMGxSFg2VoeTuL7GzswIvfb8PFgv38wBmHYMgA7VrxVhB/hQKvE1AY5yI1Zbn4/raj4XV3Qy1NSvaQ1YM9SnfAWVwM36RJMQM9j3rQKRQe+nympIbuZ6AnYgCZGABt2N+K2pYAinNdGFCeB6/Lga/X1+Ke//6CQCiKjmAYJxTvwp81tn118Xa8t3w3lm2P1T/+65mjcMSgMtz+7iqs29uK+rYAwlG+Hw6W4T16lm1oC8dODfTUIFxL2xo6EIQT1Szw+pIduPKHTxGKcDhiUBmePH8c8jzd79azm0A4gsteWgqAL4+GKDCkstCm1s3dK4W+JMqgHeyTMXqejnTt0zAHPZs8uDQHvVuTJecgZzSvfeIsL4erR48u7g3FfnSuw0Ry0JPF8HljQ3UQK9Ac9K7pRzLIHOjZG9FIrQQJ/RuqxR/Cr55ehKaOmFF7+MAy/LCtEcFwrJ74+n2tosC0jDvfXy37XJrrxgmH9ECex4kXL54oLd/d1Im1e1owtEc+tjd0AK8SveM4/cvLlICcYjE10FOE+nwz4CQF8G831uOxrzbi9uOHSd83d4bAMkC+N/NrYnMch7q2ABZtbkBFvheFOS7sa+lEfVsQPQq9OGJQuWz9aJTDmr0tqCnLRa7GpERdawCLtzRgfL9i5LgcKMxxSVEGzy/civX7W5HvcaLY5wLaUnJAqWg0BW1SrJHlv4GmyA2F0nXkH300Bn27AGxeHlivN/4GlMzFzDMlGcMmFc+suG2mSCQubtv0+UxJDQe3gW5yZui9n3bLjHMAWLipHgBfWqlXcY5hbWYAuHBKXxTmuFBR4MVJgnGupLooB9VFfK3SXsU+2Xf+UAS1De3Y0diBCf1KNHNwO0JRIBiBT/WNGi4UNrEWxSpRDhADovO9LiCoXufp+Vsw+9BeaAuEUdvix93//QUtnWG8dMlETKyJk9/cxby2ZIdqwknJoX2KMKA8D9XFOXhv+W5sb+hAnxIfrj9mEGrKcrFhfysiUeD9n3fjh63ylA6WAUb3LgLHAT/vbAIA3HPKCHi+Fc5qVs3mZlNf00BX/XZGOehZh005nWnfXtlctp7/gxtneXn8lSgUEbty0DOOTO+fnXSTY83Cd87BbaBLGIvEfbWuVva5PN+DmtJcTKgpxm8Oq0FprhsdoQg6thQCb6q3//T6I6T6zImy+0AHjvnbN9L+R/cqRKs/jJNG90TNpjocDuDtZbtwoiMCH3EdrtjZhFHFnOSVLL38cjS99RZKL7/M0v4XbqzH3/63DiOrC3H+5L4Y1iO54+lWENdONBoFywA+jxP9K/KBXcCzF4wDhp0IjuNw5N+/wfaGDsx8aIGqmZe+35ZyA73VH8KjX25EKMJhYEUeThrVAxtr21DfGsDUQWUoELz4e5s78fW6OozoWYDBlfnwulj8tOOAyjh3sgx6FHllugo/7WjCTzuaZOvtaOzAjf9ZEbd/UQ5YTmw7saYEp47pCXxr8yx1KkOcqcdToCteiBZLZ2bsT5Wi0lsJi8Slioz9AdIIjZagpBszwmYZFLrd5SJxFoVGs/o+zua+i6SndGWqoQa6ARzH4cetjZK3/KnzxyHf68RUofYySZ7Hibx87bCvZI1zJXWtAXyxlp80WLK1ETc4D+BwnV/y2jeWY3ZdHs4a3wt//mQdJhx2Bg6/4HJ05HlhNpv33z/swO3vrgIArNjVjDd+3ImXLp6IwwepzwMANLQF4HKykrFnlqiQg89mWXmqulY/RL8CIzwMehSqrwWGYXD9MYNw74drVBEZAPDRqr0Y/vUmXHZEDTzO5FTKlUSiHL5eV4v/+3gtttS3S8tJg3ty/xIcPrAMry7egX0tfsP2rp0xEBcd1g+luW4wDIP2QBgvLdqGwhwXlu9oQp7HiV/2NINhGMwaUYXmjiCe+XYLWIZBRb5HemQePrAMd500HKFIFNEoUN8ewBdr9iPH7UDvYh+mDCiV6plTKAclWT3Yo1AolO4MfT5TUkP3M9CJ2bW1e1tR2hZAhf7K/D863pZ5K/fi2k94A2ZUr0IcN7Iq3s6t9tY0DHiBsftOHYmXvt+GFn8I89fXIcJxKHe7AT8wY1gFSna7gQ75dg99sQEPfbEBAPDfFXv45QzQszAHlx5eg0sOr8HmujbsaOjAoX2KsWBjHZo6Q/A4WXy0ci/mb6gDwHvuexR6sXJXM56cvwmT+pdgX7MfP27jw5SH9SjA1+tr8dDnG+BgGZwwsgca2oM44ZAqHDu8CgyAghwXftzWiK/W1WLeij3wuh2YVFOCaBT435p9CIWjGFiZj1Z/CA6GQUWBB1UFORjeswCnj61WlcNKB8FwFG6n3Ehcs6cFry7ZjtqWAHLXr8EjQrfEuYUcl1PTS3v62F44fWwvbKptw5a6NkwbXA6OA8b96XN0BCP42//Wg+M4XDNjUFJ95jgOf/l0PVr8IYyqLsQri7fjlz0tsnUGVuRhU20ssVtZRYBleI82ybAeBXjmgnHoXSJPpMj1ODHnyIEAgF9P6qvZpyunD4DbycKlYXCLKRuFPhcGTNdQCJb6Ydc9lkqRquwt62ErXSoSx8EwhzLTReI4HQ8AFYnrfuj91hRKqjAjbMZp3Ptm79dkhblUzxuD53nKnuUGzz6ZSJzBttlItxCJ04pKyr7j6HYGem1rEKK/+rUl2zGc2Y/zFEdZc/tHKPG58Qhbj8MBhCIc6pv9UOqSPvLlRgB8yDEp6tUVlOZ58OyF4+F1OXDPKSMACMJxDAN89SOwAOhV5AN2y7frV+rD9np1exzHi9LdN28Nnvt2C/Y0G3tMz53YG/93+iHYWNuGmQ8twHebGjDo95/orh+KcHh3Od+Z+RvqcOs7q3TX3VLXLvu8Qsg9BoCNggH5zk/A3/+3Hv/6zQRMsaHMVjz2NHXijR92YPHWRvy0/QBG9CxAdXEOhlQWYOn2Rny7MXZSTyXsTcbkg3lgRR4GVsQM0Vcvm4S/froOi7c04uedzab7GYly+L+P1+KVRdsxrEc+rj9mMMb0LsJvXvxROo+vC+v63A7MGFqBUb0Kcdnh/cGyDHY3dcIfiuCRLzZKkze9inPwq/G9ceX0/vh8zX7kuBxoD0bAMsAxwyoTrkGuJRJHoVAoFAqFkp1ksTFOyWi63Yj5p51NGBhHJY3jgIb2IJpdYcAB3DfvF7wXKcZqRVRyZzACl4PBh9cebi5MPYUTNEU5TkBhGDHKmUONma6HfjUGy9pK0B4I48gh5djT5EdFgQf7mv145MuN+HzNfsk4z/c40RoII8flwJQBpWgLhFFTmotfTeiNcX2LAQCDKvJQXZSD3U3yWu4OloHLwSAc4XD+5L4oy3PzXuL6dmypa0dbQC1Kd/HUfsjzOOFkWXSEwpjcvxQOhsGm2ja4HAwqC7xYtKUBgXAUX6zZj9rWAM59djGmDy5HSa4bG2tb4XM5MbZPEUrz3Gj1h9HUEcLI6gJUFeagKMeFgRV5pgzDYDiKrfXtqC7Owa4DHTjrqUVo9cf6vGJXM1bsasbHq/bJtjt1TE/MKRkAfK9okCHylkzMOh/apxiXHd4fi7c0orbVeLJEJBCO4Llvt+L5hVulPl784o+a6549vjduPm4IyvLkZQZEUcK/nzUaZ43vhd7FPvQry5W+P2lUT1N9ST3iNW5TczQHPQ2kuRwOuU/DnEXlepmIiZJHlkjweFPlfcj0CIa0QnPQKenGSg46o7HMZPt2icR1eQ66kjjju6y+j5V9zz7Ps2YOehZGAnQ7A53kmhkD4aoNAOvlyz+/YRpqWwNwv+uRhYMrefbC8eg3cCh87uw9TSW5bhzbp1L6XOTjY7HL8jx45oJxWLylEQ3tAYzoWYh+pT6s2t2MYp9bFcIswjAMXr50Ir5eV4tcjxPDehRgSGU+ctwOhCNRdIQimrnntS1+uJ0sHv1yE9bsbcZdJw3HiJ7aWfDTBseUYmeO4NMK7jhhGGY9tAC7mzqlkHuRH7bJlcBJPE4Wp4+txuGDytDmD6PI50Lf0lys3t2MX/a0oE+JD7/sacGP2xqxo1F9McwYWiFNTuxv8UvbzD1qYMwDvmKD7v6tUFnAzxCt3NWM7Q3tyPe68Kd5a+BxObB+Xwta/WEU57oxtncRWvwhzFu5VzaJ4HM70BGMSJ9PGd0Tfz1zFOrbAqqqAErcTlZVIo1CoVAoFAqFokc2G+OUTCZ7LU8dcggvc1WBF+hQ5ywPqszHoMp8RPuWAmuBW2YOxpyh04An5esN71kAWDLOUzhDY6rWucb+DbZjGEYVLj6qV1Hcrgwoz8OAcnWesNPBokBH0KtCMD7/cPLwuO1rkedx4tXLJuHKV5aiuTOEmcOrMLxnATgOWLu3BbWtfpTmecAAWL27GS3+MA50BNHUEcIbP+7EGz/utLS/6qIcHD+yCneeZKa/WueYsewlqiyIebenC4r9WihLkw2qyMPTF4xDTVkuIlEOe5v92Nfix7g+xWBZJq5xnhXY7smjOegpp8tz0A32m+keXLuvS5qDnrnQHHRKukk4B91q++nIQSfWsZV4Oejiat3snqU56BlDtzPQpw0uB7aaW1cU9Mr3upCvobpNySxqynLx2Q3TTa9f3xbAr55ahC317agq8MLtZOF0MGhoC6Igx4kKQXU/GI7itLHVOPGQHmAZXsgu0TzrZChVhJ+TFHiduOrIAWj1h/H2sl0Y0bMAsw/theNHVslUzp0OBr1LfLoREBQKhUKhUCgUO+hmBjolY+h2BjpjZZbE7pmhrp5p6ur9ZxhleR7874ZpCISjyEu3QBmZg24SB8vgzhOHYXNdOzqCYWyrb8cRg8pxw7GDEQxHkePmJw1uPW5oCjqcJdh1jaczH/qgpQtz0OMsys7fJpk+Z9jx0ncVhZIlJHGv2pWDbthmqp8lcXLQuz3d5Diz8J3T7Qz0xOCyIEzFqH+Jftf9cTm0y3rZSrxrx8K1ddkR/TWXi8b5wUuqrmMqEtct0Smdqb1eJpKifiUsEpcqMvX8pxMqEkdJN1ZE4uItM9l+Mph5ntse4W61pFwC22Yk2dx3ke6RNpRiy8U6jz/+OPr16wev14tJkybhhx9+6OouUSgUCoVCoVAoFApB9hqAlMwmowz0N998EzfeeCPuvvtu/PTTTxg9ejRmzZqF2tpa841YCmPQKMmTFNklEkexC3tE4igGZJVInLiL7AupspUuEYkT/zAQFQIy/97Uui6TuZ6oSFzmQkXiKOkmYZE4q17ldIjEpepZbiQSRyw3cy6zCSoSlzFklIH+4IMP4vLLL8fFF1+M4cOH46mnnoLP58O//vWvru4ahUKhUCgUCoVCoQhksTFOyWgyJgc9GAxi2bJluP3226VlLMvimGOOwaJFiyy0lIBI3KbPgda9FvYRp71U0NkIfPNn7e92LNLf/w/PALllqesXBdi3Sr2MFIn75T2gbn1au9TtCLTy/9otErfkKSCn2J42RXYvE3dib7tZRxeKxK14E3B6DPYrLNu2UP+52pXUb9BYaINIXIfBe0SL3T/ZsG+t7gjt1a7NzPOfTsL+2N8/PgfklnddXygHB9J9TXBgm/xebNws/EHc+2G/uftVHBPZ9cz//jGgYZNOm8Lntv32PksaxXJQcUTitn+v/vq7RwB3rn19SSd7VygWZOE4ZvmrwNb5/N8HhN8xCyMBMsZAr6+vRyQSQWVlpWx5ZWUl1q1bp1o/EAggEAhIn1taWvg/3ER5qeJ+xiE5LmHdTV/w/wEAwwJcVGhLXevbEFcKb0h/M/DNA3H27wP6HQGseT+27MdnU9cnij4uX8xAWPMB/x8leey6x1w+INjGG+ipIltf0D3GAOs/5v8uT6JigFtR6s9lsvRfXmX8dXT3KZzzVf8h9psLMA6AiwC9J8n7tv07/r9sIJnrSTxef1P894jd+9ZCvBbq1gLfrLW37Wzmx+e6ugeUg5WmHdrPhrJBgOhfiIasPT9cPqByZOxz5XDeAPQUxtlQYUwt+qe8TZHSgbFnU3tdYs+2eLh9/DnYUU8sy43td4eGA/H7R+3vR1ehfI9nAz+/ql5mdvyRQWSMgW6VBx54APfee6/6i8lXA5MvAPatBgYcDdREeO+bOKM3+erYukfcCHgK5DPY/Y8EwAGREOArsdapsoHA8X8D6tYBvlLeM1c6wOqhxbjyW2Dzl/zfTTuN13XnAhMuA1xeoGok4CvT9uxSUgMXBQItgLcIYB3AmF/z/xbXANFwV/eue1A+hL/H7OC0J4D1n9jTlhZOD38/ZiNTrwMcLmDQTKBiGNB5AOg71Xo7I84AWvbwXtuKYUBJjbntygYBp/wzMUN91v3AijeAaIT/zDDAyNl8W7+8B0y6kl8+8Ur+ng12WN9Husgt499PjVv4zwOPSbytypHArP8DGjbHX1eJ0wOMvzTxfWsx/FTeIOhosLfdbKWjgR8zUCjpIhoGgu1A1SH8eFcrijSvAjjst0BxX2DrAiDHwpjY4QLG/QYoHQSEOoH+0wHWxXs3h59qvC3LAme/Bqx+W75PhxuYcCn/bt29FBh+Gu+EO+Ze/nliNwwLjD6HH1//9DL/PvOVAkNPBMoG89+HOvl1Oxv5f62co0yFiwCBNqDnWKBqVFf3Jj4XfQjUrgN6jAJWvR1zsorkVyX3/uwiGI7LDJWWYDAIn8+Ht99+G6eddpq0/KKLLkJTUxM++EDugdTyoPfu3RvNzc0oKChIV7cpFAqFQqFQKBQKhUIBwNulhYWFCdulGSMS53a7MW7cOHz55ZfSsmg0ii+//BJTpkxRre/xeFBQUCD7j0KhUCgUCoVCoVAolGwlo0Lcb7zxRlx00UUYP348Jk6ciIcffhjt7e24+OKLu7prFAqFQqFQKBQKhUKhpJSMMtDPPvts1NXV4Q9/+AP27duHMWPG4NNPP1UJx1EoFAqFQqFQKBQKhdLdyJgc9GRJNtafQqFQKBQKhUKhUCiUZOg2OegUCoVCoVAoFAqFQqEczFADnUKhUCgUCoVCoVAolAyAGugUCoVCoVAoFAqFQqFkANRAp1AoFAqFQqFQKBQKJQOgBjqFQqFQKBQKhUKhUCgZADXQKRQKhUKhUCgUCoVCyQCogU6hUCgUCoVCoVAoFEoG4OzqDtiFWM69paWli3tCoVAoFAqFQqFQKJSDEdEeFe1Tq3QbA72hoQEA0Lt37y7uCYVCoVAoFAqFQqFQDmYaGhpQWFhoebtuY6CXlJQAAAYMGICffvqpi3uTGBMmTMCPP/7Y1d1IiGzte0tLC3r37o2dO3eioKCgq7tjiWw95wDte1dAr/WugfY9/dBrPf1ka7+B7O07vc67Btr39JON13pzczP69Okj2adW6TYGOsvy6fROpzNrfjwlDoeD9r2LKCgoyLr+Z/M5p33vOui1nl5o37sOeq2nj2ztN5DdfQfodZ5uaN+7jmy81kX71PJ2Nvejy7n88su7ugsJM3fu3K7uQsJkc9+zlWw+57TvFCtk8zmnfadYIVvPebb2G8juvmcr2XzOad8p6YDhEs1ezzBaWlpQWFiI5ubmrJtdoXQd9LqhHCzQa51ysECvdcrBAL3OKQcL2XitJ9vnbuNB93g8uPvuu+HxeLq6K5Qsgl43lIMFeq1TDhbotU45GKDXOeVgIRuv9WT73G086BQKhUKhUCgUCoVCoWQz3caDTqFQKBQKhUKhUCgUSjZDDXQKhUKhUCgUCoVCoVAyAGqgUygUCoVCoVAoFAqFkgFQA51CoVAoFAqFQqFQKJQMgBrolKzmgQcewIQJE5Cfn4+KigqcdtppWL9+vWwdv9+PuXPnorS0FHl5eZg9ezb2798vfb9ixQqce+656N27N3JycjBs2DA88sgjqn198803OPTQQ+HxeDBw4EC8+OKLqT48CkUiXdf63r17cd5552Hw4MFgWRbXX399Og6PQpFI17X+7rvv4thjj0V5eTkKCgowZcoU/O9//0vLMVIoQPqu9YULF2Lq1KkoLS1FTk4Ohg4dioceeigtx0ihpHOsLvLdd9/B6XRizJgxqTqslEINdEpWM3/+fMydOxeLFy/G559/jlAohJkzZ6K9vV1a54YbbsCHH36It956C/Pnz8eePXtwxhlnSN8vW7YMFRUVePXVV/HLL7/g97//PW6//Xb885//lNbZunUrTjzxRBx11FH4+eefcf311+Oyyy6jgzlK2kjXtR4IBFBeXo4777wTo0ePTusxUihA+q71BQsW4Nhjj8XHH3+MZcuW4aijjsLJJ5+M5cuXp/V4KQcv6brWc3Nzcc0112DBggVYu3Yt7rzzTtx555145pln0nq8lIOTdF3nIk1NTbjwwgtx9NFHp+X4UgJHoXQjamtrOQDc/PnzOY7juKamJs7lcnFvvfWWtM7atWs5ANyiRYt025kzZw531FFHSZ9vueUWbsSIEbJ1zj77bG7WrFk2HwGFYo5UXesk06dP56677jpb+02hWCUd17rI8OHDuXvvvdeejlMoFknntX766adz559/vj0dp1AskOrr/Oyzz+buvPNO7u677+ZGjx5te//TAfWgU7oVzc3NAICSkhIA/IxbKBTCMcccI60zdOhQ9OnTB4sWLTJsR2wDABYtWiRrAwBmzZpl2AaFkkpSda1TKJlGuq71aDSK1tZWej9Quox0XevLly/H999/j+nTp9vUcwrFPKm8zl944QVs2bIFd999dwp6nj6cXd0BCsUuotEorr/+ekydOhUjR44EAOzbtw9utxtFRUWydSsrK7Fv3z7Ndr7//nu8+eab+Oijj6Rl+/btQ2VlpaqNlpYWdHZ2Iicnx96DoVAMSOW1TqFkEum81v/+97+jra0Nv/rVr2zrP4VilnRc67169UJdXR3C4TDuueceXHbZZbYfB4ViRCqv840bN+K2227Dt99+C6czu03c7O49hUIwd+5crF69GgsXLky4jdWrV+PUU0/F3XffjZkzZ9rYOwrFPui1TjlYSNe1/vrrr+Pee+/FBx98gIqKioT3RaEkSjqu9W+//RZtbW1YvHgxbrvtNgwcOBDnnntuMt2mUCyRqus8EongvPPOw7333ovBgwfb1d0ugxrolG7BNddcg3nz5mHBggXo1auXtLyqqgrBYBBNTU2ymbn9+/ejqqpK1saaNWtw9NFH44orrsCdd94p+66qqkqmJim2UVBQQL3nlLSS6mudQskU0nWtv/HGG7jsssvw1ltvqVKZKJR0kK5rvaamBgBwyCGHYP/+/bjnnnuogU5JG6m8zltbW7F06VIsX74c11xzDQDeW89xHJxOJz777DPMmDEjtQdoJ12dBE+hJEM0GuXmzp3L9ezZk9uwYYPqe1F44u2335aWrVu3TiU8sXr1aq6iooK7+eabNfdzyy23cCNHjpQtO/fcc6lIHCVtpOtaJ6EicZSuIJ3X+uuvv855vV7u/ffft/cgKBQTdMVzXeTee+/l+vbtm1T/KRQzpOM6j0Qi3KpVq2T/XX311dyQIUO4VatWcW1tbak5uBRBDXRKVnP11VdzhYWF3DfffMPt3btX+q+jo0Na56qrruL69OnDffXVV9zSpUu5KVOmcFOmTJG+X7VqFVdeXs6df/75sjZqa2uldbZs2cL5fD7u5ptv5tauXcs9/vjjnMPh4D799NO0Hi/l4CVd1zrHcdzy5cu55cuXc+PGjePOO+88bvny5dwvv/yStmOlHNyk61p/7bXXOKfTyT3++OOydZqamtJ6vJSDl3Rd6//85z+5//73v9yGDRu4DRs2cM899xyXn5/P/f73v0/r8VIOTtI5fiHJZhV3aqBTshoAmv+98MIL0jqdnZ3cnDlzuOLiYs7n83Gnn346t3fvXun7u+++W7MN5czy119/zY0ZM4Zzu91c//79ZfugUFJNOq91M+tQKKkiXdf69OnTNde56KKL0newlIOadF3rjz76KDdixAjO5/NxBQUF3NixY7knnniCi0QiaTxaysFKOscvJNlsoDMcx3HJhMhTKBQKhUKhUCgUCoVCSR5aB51CoVAoFAqFQqFQKJQMgBroFAqFQqFQKBQKhUKhZADUQKdQKBQKhUKhUCgUCiUDoAY6hUKhUCgUCoVCoVAoGQA10CkUCoVCoVAoFAqFQskAqIFOoVAoFAqFQqFQKBRKBkANdAqFQqFQKBQKhUKhUDIAaqBTKBQKhUKhUCgUCoWSAVADnUKhUCgUCoVCoVAolAyAGugUCoVCoVAoFAqFQqFkANRAp1AoFAqFQqFQKBQKJQOgBjqFQqFQKBQKhUKhUCgZADXQKRQKhUKhUCgUCoVCyQCogU6hUCgUCoVCoVAoFEoGQA10CoVCoVAoFAqFQqFQMgBqoFMoFAqFQqFQKBQKhZIBUAOdQqFQKBQKhUKhUCiUDIAa6BQKhUKhUCgUCoVCoWQA1ECnUCgUCoVCoVAoFAolA6AGOoVCoVAoFAqFQqFQKBkANdApFAqFQqFQKBQKhULJAKiBTqFQKBQKhUKhUCgUSgZADXQKhUKhUCgUCoVCoVAyAGqgUygUCoVCoVAoFAqFkgFQA51CoVAoFAqFQqFQKJQMgBroFAqFQqFQKBQKhUKhZADUQKdQKBQKhUKhUCgUCiUDoAY6hUKhUCgUCoVCoVAoGQA10CkUCoVCoVAoFAqFQskAqIFOoVAoFAqFQqFQKBRKBkANdAqFQqFQKBQKhUKhUDIAaqBTKBQKhUKhUCgUCoWSAVADnUKhUCgUCoVCoVAolAyAGugUCoVCoVAoFAqFQqFkANRAp1AoFAqlCzn//PPh9XqxYcMG1Xd//vOfwTAM5s2bBwBgGEb2X0FBAaZPn46PPvpIte2LL74oW9fr9WLw4MG45pprsH///rj96tevH0466STN75YuXQqGYfDiiy/Kli9cuBDHH388qqur4fV60adPH5x88sl4/fXXZeuR/XI6nSgpKcG4ceNw3XXXYc2aNXH7RqFQKBRKd8XZ1R2gUCgUCuVg5sEHH8THH3+Mq666Cl999ZW0fOvWrbjvvvswe/ZsmaF87LHH4sILLwTHcdi+fTuefPJJnHzyyfjkk08wa9YsVfv33Xcfampq4Pf7sXDhQjz55JP4+OOPsXr1avh8PtuO46233sLZZ5+NMWPG4LrrrkNxcTG2bt2KBQsW4Nlnn8V5550nW588jubmZqxYsQIvvfQSnnjiCfzlL3/BjTfeaFvfKBQKhULJFqiBTqFQKBRKF1JRUYG//OUvuOKKK/DSSy/hoosuAgDMmTMHLpcLjzzyiGz9wYMH4/zzz5c+z549G8OHD8cjjzyiaaAff/zxGD9+PADgsssuQ2lpKR588EF88MEHOPfcc207jnvuuQfDhw/H4sWL4Xa7Zd/V1taq1lceB8BHDJx88sn43e9+h6FDh+KEE06wrX8UCoVCoWQDNMSdQqFQKJQu5rLLLsPUqVNx0003oaGhAW+88QY+/fRT/OlPf0J1dbXhtsOGDUNZWRk2b95sal8zZswAwHvo7WTz5s2YMGGCyjgH+EkIM5SWluKNN96A0+nE/fffb2v/KBQKhULJBqiBTqFQKBRKF8MwDJ5++mk0Nzfj6quvxg033IDx48dj7ty5cbdtbm7GgQMHUFxcbGpfoiFfWlqaVJ+V9O3bF19++SV27dqVVDt9+vTB9OnTsXjxYrS0tNjUOwqFQqFQsgNqoFMoFAqFkgGMGDECN910E9566y3U1dXh6aefBsuqX9N+vx/19fWoq6vDsmXLcM455yASieDMM8/UbLe5uRn19fXYtWsX3nzzTdx3333IycnRFYBLlFtvvRU7d+7EgAEDMGPGDPzhD3/AwoULEY1GLbc1cuRIRKNRbNu2zdY+UigUCoWS6dAcdAqFQqFQMoSysjIAQM+ePTFy5EjNdZ5//nk8//zz0meXy4VbbrlFV1TtmGOOkX3u27cvXnvttbih81a55JJLUF1djQcffBBff/01vv76a/zxj39E//798cor/8/eecdJUaR9/Nc9eTMLy5JhiWJEwYA5oIhZz+x7mDGhcp5iJhjPeJj1RFHMmCOIoggqAoogknPaZRc2707u7vePnu6uTjM9cWd26/v5LMx0V1fXdKiqp570Fo488kjLdRUUFAAAmpubU9pGCoVCoVCyHSqgUygUCoWSBezYsQOTJ0/G/vvvj7///huPP/447rvvPl25s88+G+PHj0cwGMTSpUvxyCOPwOv1GmrbAeCFF17A4MGDYbfbUV5ejiFDhshlW1pa0NLSIpe12WwoKyuz3GaGYVTfR48ejdGjR8Pr9eKPP/7ABx98gJdffhlnnHEG1q5da9kXXWpTYWGh5bZQKBQKhdIeoAI6hUKhUChZwPjx4wEAs2fPxm233YaHH34Yl156Kfr3768q16tXL1krftppp6FLly4YP348TjjhBJx33nm6eg877DA5iruWJ598ElOnTpW/9+3bVzYrd7vd8Pl8hsd5vV65jBF5eXk45phjcMwxx6BLly6YOnUqZs+eLUeoj8Xff/8Nm82GiooKS+UpFAqFQmkvUB90CoVCoVDamE8//RRffPEFHnzwQfTq1QvTpk2D0+m0FCTuuuuuw4ABA3DfffdBEIS4zjt27Fh899138t8777wj7+vbty/Wr19veNy6devkMrGQFgeqqqostWn79u346aefMHLkSKpBp1AoFEqHgwroFAqFQqG0Ic3Nzbjllltw8MEH4+abbwYg+qA/+OCDmDNnDj788MOox9vtdvz73//GmjVr8Pnnn8d17v79+2PUqFHy31FHHSXvO+2007Bz50589tlnqmMCgQCmT5+Orl274pBDDpG3z5s3z/Ac33zzDQBgyJAhMdtTV1eHSy65BBzH4d57743rt1AoFAqF0h5ghHiX2ykUCoVCoaSMW2+9Fc8//zx+++03HHroofJ2juNw2GGHYffu3Vi7di0KCwvBMAxuuukmPP/886o6fD4f+vTpg4EDB2LRokUAgDfeeANXXnklli5damriHg2fz4cjjjgCq1evxlVXXYWDDz4YtbW1+OCDD/D3339j5syZ+L//+z+5fEFBASoqKnDmmWdiwIABaG1txffff48vv/wShx56KH799VfY7aJnHcMwOPnkkzF27FgIgoCmpiasWLECH374IVpaWvDEE09gwoQJCVxNCoVCoVByG+qDTqFQKBRKG/HHH3/ghRdewI033qgSzgExYNvLL7+MI444Avfddx+eeeYZ03o8Hg/Gjx+PKVOmYP78+Tj++OOTbpvH48FPP/2EBx54AJ999hlmzJgBj8eD4cOH45tvvsGpp56qKj99+nR8/vnnmDVrFiorKyEIAvr37497770Xd955pyycS0hm9SzLoqioCBUVFbj88ssxbtw47Lvvvkm3n0KhUCiUXIRq0CkUCoVCoVAoFAqFQskCqA86hUKhUCgUCoVCoVAoWQAV0CkUCoVCoVAoFAqFQskCqIBOoVAoFAqFQqFQKBRKFkAFdAqFQqFQKBQKhUKhULIAKqBTKBQKhUKhUCgUCoWSBVABnUKhUCgUCoVCoVAolCyg3eRB53kelZWVKCwsBMMwbd0cCoVCoVAoFAqFQqF0MARBQHNzM3r06AGWjV8f3m4E9MrKSvTu3butm0GhUCgUCoVCoVAolA7Ojh070KtXr7iPazcCemFhIQDxQhQVFbVxaygUCoVCoVAoFAqF0tFoampC7969Zfk0XtqNgC6ZtRcVFVEBnUKhUCgUCoVCoVAobUaibtc0SByFQqFQKBQKhUKhUChZABXQKRQKhUKhUCgUCoVCyQKogE6hUCgUCoVCoVAoFEoW0G580K3CcRxCoVBbN4NCUeFwOGCz2dq6GRQKhUKhUCgUCqUN6TACuiAI2L17NxoaGtq6KRSKISUlJejWrVvCASUoFAqFQqFQKBRKbtNhBHRJOO/atSvy8vKoEETJGgRBgNfrRU1NDQCge/fubdwiCoVCoVAoFAqF0hZ0CAGd4zhZOO/cuXNbN4dC0eHxeAAANTU16Nq1KzV3p1AoFAqFQqFQOiApCRK3YMECnHnmmejRowcYhsFnn32m2i8IAiZNmoTu3bvD4/Fg1KhR2LBhg6pMXV0dLrvsMhQVFaGkpARXX301WlpaUtE82ec8Ly8vJfVRKOlAej5pjAQKhUKhUCgUCqVjkhIBvbW1FQcddBBeeOEFw/2PP/44nn32Wbz88stYvHgx8vPzMXr0aPj9frnMZZddhlWrVuG7777DV199hQULFmDcuHGpaJ4MNWunZDP0+aRQKBQKhUKhUDo2KTFxHzNmDMaMGWO4TxAETJs2Dffddx/OPvtsAMDMmTNRXl6Ozz77DBdffDHWrFmDOXPmYOnSpRgxYgQA4LnnnsNpp52GJ598Ej169EhFMykUCoVCoVAoFAqFQsla0u6DvmXLFuzevRujRo2StxUXF+Pwww/HokWLcPHFF2PRokUoKSmRhXMAGDVqFFiWxeLFi3HuuedaP2HNGiBYCrgKAW+tuM3eCeB5gAsDIT8AQSlvdwEMYUgQDiifBT7OXwuAtQM2B8CHxXOCBwQh5mFR6wPEOgm2bt2KiooK/Pnnnxg2bFjk90XazjoAIQzYXADVymYGQQAETrxfggCEI9Yhdje9B6miebfyTieL3Q2U9k/fveFCwN716ak7ExSUA617xD4wvwzw1Yt9WrwU9wbcRUBTFeCrs36cu0R8h8L+qMUafSEUue2K9QljA7oMBthIny4IwN4NAB8CCroBLbuVg0sHAA53fL8nk/gagJAXKIosUNdtBkK+xOvL6wIUlsd/XLqe5eJegLs49fXmIq21QF4pHSsomYMLif1LyC/OL/NK9WV89UBTJeDpJM4n8+OI4cSFI/2GAOR3jYzdAtB5kNiX8TFc+Rx5gKtIfU6pTtYu9h3eveL2/K5AQZn1tlmF54HaDQDPieNKoEm8FnWbxbGp80BRhgDEdxiI7xplK1wYCLYAXFCcB2Q7Nqco8/mbgC6D9P2otw5orsp8u5qTc9NOu4C+e7c4ISovV08MysvL5X27d+9G165d1Q2z21FaWiqX0RIIBBAIKMJ0U1OT+OG1kwGX5uYU9AaOegqoDQB2zT5ngXhDAaB1L9C4I56fZ0zpAKB+qyiwpYouQwCniQ+9IAB716oXFwCgsDtQ2C11baCYs2cdEPYBXfcVBUlJGHF3Akr7tWnT2gU7lgCvnQLV4lqynPwgcNQtqauP5O3zgC0L0lN3LuEpBf4xHXj7H0jpvYtgKN4NvwI48xnx83f3A78+Z3xw2VDgpt9S3qaU4G8E/rufOEka+7m4yPDN7cnVybDAtT8CPYbFd9zb/wC2/JTcuY1wFwP/WiVOrDoya74EPvg/4NBrgNOfauvWUDoKL44UhU9AVOpMWAkUERlkWmuBaQcAoVZl2/kzgP3Ps1b/rLHAuq+Tb+dxdwEn3C1+fvdCYNM8fRnGBty4CCgbkvz5SL75N/D76+ptfUYC2xeJn7sfBFy3APjtJWDOXeK2E+4Djrsjte3INK8cC9SsautWJMYRNwKnPqp8b6kBph0ozs8zTSC5OU/ORnF/9NFHMXXq1OiFWIexFpyJRMgWOLVGQqetYQA2jmjaPAdAAILNauGcYdVaeitIGlmybWYCOqAXzgFxkkcF9Mwgvfz+RnVH0BadQntkz1oAgvhOe0qSqyvoFScdNWtS0TJjpLo9nRQrmFzBW2vcb7qKFG2BFVr3iAtVWxYAEMRVbisaU3+TYg3kyDft9+q9QYR5cQAsK3CJfWCgSX1fje5xXmfxN+5J4/1PlsZdonAOiIt/0u9w5AHO/Pjr8zWIGqu9G+IX0KVzu0t0llwJ07pH7Cubd1MB/fsp4v9Lp1MBnZI5aolAzXxIVCqRAnrDNrVwDgDfTbIuoNesjr7fWWhuwRRsFbX7APDTfxQBXdufS2MrHwZqN6ZeQDcaPyThnNwvCecA8ONDuS+gk8I5axfnMdlKyKeMlYD+uavfKs7DGVYc+zOJjQfQnPDhaZ85dusmCojV1dWq/M7V1dWiaXakjJQDWiIcDqOurk4+Xsvdd9+N2267Tf7e1NSE3r17qwv1P05cPWmpV28v6Q3YPbEnaPldRDM8q9RuEieIWgrK4xeUA81A7UbwPI8nX56J/733JXbs3IXy8nJcd911uOyyy3SH/LToD9zx0DSsWL0epSXFuPyic/HQ0y/Cbhdv80cffYSpU6di48aNyMvLw8EHH4zPP/8c+fnihG/69Ol46qmnsGXLFvTr1w+33HILbrzxxvjaTaGkk4GjgEvfT66OX54RJxqZ4MrZQNehmTlXqnj2EKBuk377OS8BQ8+wXs/DPdQTvEGnABe/E/u4T64D/orc4+PuAI7+l2Gxsx//EdvrxEnc1qmnA2u+Aj7Q94sqPJ2Am5YATwyw8guyj6P/BRw3Mf7jZp4NbJ6f3Lmv/AYo3y+5OiT+0xfwN6SmLgqFknuc/hRw0EXG+354CFjwROw6+owUF2Z3Lklt2ygKfY8ELv+yrVthzu8zgK8mxC5X0he4dXm6W6OmqQmYlLgbV9oF9IqKCnTr1g3z5s2TBfKmpiYsXrwYN9xwAwBg5MiRaGhowB9//IHhw4cDAH744QfwPI/DDz/csF6XywWXKw5tjgZBEOAL8aKvQjDiWxnkgBChOQpyyj4rBHnx+Cj1eBy2uKJ13/3oc3j13U/x38cewdEnnYqqqiqsXbtW+2uwq6oGp/3zZlxx4ZmY+cwDWLtxK66d+BDcpT0wZcoUVFVV4ZJLLsHjjz+Oc889F83NzVi4cCGEiH/8O++8g0mTJuH555/HwQcfjD///BPXXnst8vPzcfnll1u/BhRKOkgmjoN5pWmoU6o6jXXnHOm5FsGwSYwQ8trHug+CkKV+v9rfkKprmEg99D2hUNo/2ncx2Xczw2N2OvoSK+MHJbvQ3pMcvkcpEdBbWlqwceNG+fuWLVuwfPlylJaWok+fPpgwYQIeeughDBo0CBUVFbj//vvRo0cPnHPOOQCAoUOH4tRTT8W1116Ll19+GaFQCOPHj8fFF1+ctgjuvhCPfV+S/Nt3mZTaDeDvBGrX+s0r31c/MBp5TmuXvbmlFc+89h6ef+hOXP5/lwB5pRgwYACOPvpobN26VVX2xTdnoXePbnj+4bvAMAz2GViByj2NuPOhpzBp0iRUVVUhHA7jvPPOQ9++fQEABxxwgHz85MmT8dRTT+G880TzpYqKCqxevRqvvPIKFdApFEripGmADHEJBPGkUCgUCoVCyXJSIqD//vvvOOGEE+Tvkun55ZdfjjfeeAMTJ05Ea2srxo0bh4aGBhx99NGYM2cO3G7F/+Sdd97B+PHjcdJJJ4FlWfzjH//As88+m2TLmCzVjlhjzYYtCASCOOnow2KX3bgFI4cfoNLOH3XYIWhpacHOnTtx0EEH4aSTTsIBBxyA0aNH45RTTsH555+PTp06obW1FZs2bcLVV1+Na6+9Vj4+HA6juJhG2Y2b3F2wy2IiFzUl73OkjrSurEp152D/Y3aN4732cvk4752qnPkxOg269ny6z1J9RJ3ZqkEXNL9BSPZ5SuKZT/rcBhjeKwqF0mboNI8prk9L1H7XZJ9RnWntS2LV2RH6rywcH0l0z5GJJUg2jvMxSImAfvzxx8um0kYwDIMHHngADzzwgGmZ0tJSvPvuu6lojiU8Dharb+gmBozrtr+4sXGXkrYBENPSFPe0XmntFiDYBOSVAV4iNUFBd6Cwa+S81oPOedyJm/Brsdls+O677/Drr79i7ty5eO6553Dvvfdi8eLFyMsTgzC9+uqrOpcCmy2OIHkUCoWiJU0LIQEzE3cKhUKhUCiUHCbHwgvHCaPRlqh2MchzRKKrSybnThsQIqKtO23KPis4bYDAJl9PhEEVfeBxuzHv5yW45sAjo5YdOrACH3/zAwRBkLXovyxZhsLCQvTqJQa6YxgGRx11FI466ihMmjQJffv2xaefforbbrsNPXr0wObNmw2Dz1EobU4qtXiZ0N4Jubtqa36N4/0t2vJWjyfKRbl+QZ2Ju4GWWLs4wGitqrJVA2Lig56wAj2ZZz4dz3ImrFgoFIp1Mu2DHqU/Me1rDPrzdPYl1Ac9B+YwmvaZ+qBn++/Q074F9DYjNS+t2+3CnTddjokPPwNncTccdeJo7NmzB6tWrcJJJ52kKnvj5Rdi2vR3cfN9j2H8lRdh3aZtmPzEc7jtttvAsiwWL16MefPm4ZRTTkHXrl2xePFi7NmzB0OHihGmp06diltuuQXFxcU49dRTEQgE8Pvvv6O+vl4VLZ9CoVDiIk2TGIZRqg5xPFKUAIxCoVAoFAqlTWnnAnoUH3TDzWlaDUti4eb+CdfCbrNh0kP/QeVNE9C9e3dcf/316kIC0LN7V3zz1nO446FpOOjki1FaUoyrLz0f9913HwCgqKgICxYswLRp09DU1IS+ffviqaeewpgxYwAA11xzDfLy8vDEE0/gjjvuQH5+Pg444ABMmDAh8cZTkL0aulyD+qBnjBzxQXfbbfCFOACAN8ih2LIPOrk7S99P6oNOoVAySaqjX8dUoKfCB51Jc19CfdCzfg4Tc16Ru9aM7VxAz31YlsW9t16Deyc/AOR1Vu2T/f550dTzuJHDseTrt5QCjjwgkgN96NChmDNnTtRzXXrppbj00ktT13gKhUJJkxBsY5UB1xfkQMNZUigUCoVCaQ+wsYvkMKY+6GarcxbLmZ4vvuKUDkBHWGDNNagPegxS7YMerwbWmg86Twj+rcEwLGmJdT7o2YqJH32ibU/Fb06HDzqFQslS2jAPOvVBzx6yfrxMYF6RI7RvAd0SHeAFo1BynY4wELZX0nTvSAHdF+QSPHeuPFepamcSQeLSAX2vKZQsgb6LlHZAql012pB2LqDn3ooJhUJJN7RfsE4S1ypJd+lY8EQQd463ms+c3nsKhULJHCmKaWJaPe3TKe2Tdi6gI8rLm86X2tqKDdfYiPDevSZ742lf7q4QtU/o/Ug9aTAZz7EgcU3fzkXt6zPAtbRg94MPYftVV8G3ciWEUAg106ahdfES7Hn2ObT++qvu2ODWrah+7HGE9+xBaPduVD/+BII7dxmfyGKQuNrXZ6Dp27kIbt+OnbdOwI4bbkTDxx8bHJjMvbNm4h7mzQLDGd1jos5sXV3XBYmTPtMgcRQKJQ2kPEhcGvp9oyBxys4EzhOL9mKBlQxZvgCie75M0gXm4EIODRKXDiy+s8EdOwAAbF4e2Ly8NDaIQqHkOrtuvRUA0PrzQrT+ukj8/OsilN97L2pffgW1L78ilx26do3q2J23TkBg3Tr4li8HH/AjsHoNWhctQv9PP4l+UjKXGYF/3XrUPP44AMDZty+C27YBAFp+/BFFp58O1u1WCqdJCOaIejm+I0yUKBQKJdfIPcGIQskG2reAbhokLtNEb4MQCqX4XHSySmlnpFKLl5EgcdpzpQ5JOJcIbN4U85jAunUAAN+ffyrb1qwxKW2W5kz5zLc0y58l4Vze19oaEdDTFyROEASV3B/meRhqibWLA7ogcdnaV2p/Q5JagKSe+XRoIDKR6pBCoVjHRPOYbH0MY1JVlP4kV4LEdQSyXvMcI3VqOizAMkT7FtBzBIF2AhQKJcKe519AuLoafMAPxumEo1t3dLnpRqWAwwEQi3qtv+hN2vlAAP5Vq1H/3nsov3Mi2KIi8E1NunK77piIzldeAfe++xo3xmRyxXo8pu0PbNiI3VOmwlntQNd9kZZJjlZhTjXoFAqFko3knmBEoWQD7VxAz96UOiqhnIx2ZHpA+tpCoeQMKXmfM6G9S6zu4M6d2Pv887rthaNOUr5oLG5C27frynO1tdg2diwQDiO8dw+cffrA//ffunJNX34J79KlGDT/R2UjY6JBJ7ez5uFL6t9/H83ffQfAgdL+LOzxamDNzk+gFcjDvACwVrTEGquqbF0c1fmgJ6sFSMYHXVNHKqA+6BRKdpFpH/So40EcPuhp7Uss1JmtY0jKyE4ZSqYd+6C3/yBxbUKcL7UVAZ1CobR7uPoGw+3+VaviqidcWweEwwAA76LfAJt5Vx/evdu8IjMT87BJWjMAoapKpRxn7MOeLLymTo5r75MkCoVCyUVyTzCiULKB9i2gW/FBF0y/JNCvxHEAMcGMZuJ+/PnXYsKkJ5CNmobjjz8eEyZMyPh5r7jiCpxzzjkZP29iZN99y0lyzgc9sVVbIeA33B5YvyGueho1wd8Er8+0rK24WLMltg86uLBpff4VfynnFYB0+KBrBXQxijv1QTeF+qBTKJSopNEH3ZBoPugx6pTLpdkaykqd7b0Py3rNM/VBp6SatGnQMxck7pNPPoHD4cjIuSiUjgDvMxbQgzt3xlVP/bvvaeo1F9AdvXubV2SmQefMNejqgqA+6BQKhdJhyT3BiELJBtq3Bh0wmWC2fYcRtw+6VTL400pLS1FYWJi5E1IoOeeDHl97+dbWuLZbJVxbCwDo88YMdH/4YfVO7TU19UEnNlsV0AHErYFNyAedJ4rG4YOerZhadiXpg54tZL1WhkLp4OScD3o6sHIN2vvicJb31QnNK3KD9i+gx6SNXi7SxD3GZDfMcRh/250oLi5Gly5dcP/998sCPsMw+Oyzz1XlS4Yeizc++AIAcOKJJ2L8+PGq/Xv27IHT6cS8efNiNvPFF1/EoEGD4Ha7UV5ejvPPP1/epzVxr6qqwumnnw6Px4OKigq8++676NevH6ZNmyaXYRgG06dPx7nnnou8vDwMGjQIX3zxhbyf4zhcffXVqKiogMfjwZAhQ/DMM8/EbCelvdPeB0ERMn2ZanuSAroQ0aA7evaEe//91XX7vPHXZ9BnMXl5+nJCenzQtW5B5hr0GOfOFfPEVLUzoSBx2RdMkUKhpJhc6QsplKik2lWj7ei4ArogACGf+BdsFf9CXmVbyCd+l/ZZ+SOPI+sJEvVInWA0P0kNb374Fex2O5YsWYJnnnkGTz/9NKZPn27pZ15zzTV49913EQgE5G1vv/02evbsiRNPPDHqsb///jtuueUWPPDAA1i3bh3mzJmDY4891rT82LFjUVlZifnz5+Pjjz/G//73P9TU1OjKTZ06FRdeeCH++usvnHbaabjssstQV1cHAOB5Hr169cKHH36I1atXY9KkSbjnnnswa9YsS7+XQslluOYWw+28Vy1E5x97TEL1sx4P2Dx1irRo/ulWg8S5Bg+Wg9KpC8bdREsYRnGnUCgUSpaRe5pLCiUbaN8+6GZB4hiIgvOMMZluEXBPJeDM1wjoBuWIiXHvHuX472MPgSkow5AhQ7By5Ur897//xbXXXhulApHzzjsP48ePx+eff44LL7wQAPDGG2/giiuuABPD5GP79u3Iz8/HGWecgcLCQvTt2xcHH3ywYdm1a9fi+++/x9KlSzFixAgAwPTp0zFo0CBd2SuuuAKXXHIJAOCRRx7Bs88+iyVLluDUU0+Fw+HA1KlT5bIVFRVYtGgRZs2aJbc/+6HCQsrpIEHi+OYYGnSWxYDZ30AIBrF5wUJdOVuXLnDvsw9af/7ZsB6j/OV6/3TrQeIcvXqhzxszYO/aFesOPEhXd/qCxKm/c6ogcboGqOujQeISawsNEkehtGOyKUic2T6jIHFp7EtokLgcMA1vv0HiOq4Gva3R5rmNwhGHHKASpkeOHIkNGzaAs+AH6na78c9//hOvv/46AGDZsmX4+++/ccUVV8Q89uSTT0bfvn3Rv39//POf/8Q777wDr9fYHHbdunWw2+045JBD5G0DBw5Ep06ddGUPPPBA+XN+fj6KiopUmvYXXngBw4cPR1lZGQoKCvC///0P2w1yPVMo7Q0uhom7o2dPOPv2BezGa6uegw6CvVu5af2Mx6MT0rXaefUBZkHixLgZts6lcPbqBdbpND6ekC1TiXEUdwqFQqFkF7knGFEo2UD71qBHCyDhyAOunC2W6R4RGBt3AN46pUxBV6Cwu/XT1W8D/A2ApxPgq1e2F/YECroo50X01GrxwDCMpi4GoZDa1PSaa67BsGHDsHPnTsyYMQMnnngi+vbtG7PuwsJCLFu2DPPnz8fcuXMxadIkTJkyBUuXLkVJSUnCbdZGfmcYBnwkUN7777+P22+/HU899RRGjhyJwsJCPPHEE1i8eHHC58s4VFZIA2nQ4mVjkDgTYVkS0JnIu8OYZE8ov3Mi6t5623Bf3sgjwLAskJcHz7BhCO3ahfCePRACAQgcB8ZmM2iysTZbiGjQGZsyhPR87lnsuvkW1TkFgcgqkcIgcfo86LyJltggqBBZZ7ZqP7QLuElrAZLQMqVDA5EJKxYKhWIdnQI9G4PEGZRLa19Cg8Rl/QKL7jkysQTJeksAPe1cQI8CwwAODwBGNDkHROHZQZh7OvKUfVZweAAuIB4XJtIlOQ3qiaPzW/zn36rvv/32GwYNGgSbzYaysjJU7a4CMAAAsGHzNng1qZoOOOAAjBgxAq+++ireffddPP/885bPbbfbMWrUKIwaNQqTJ09GSUkJfvjhB5x33nmqckOGDEE4HMaff/6J4cOHAwA2btyI+vp6o2pN+eWXX3DkkUfixhtvlLdt2rQprjoo7Z96fz2KXcVgmdw1AuIjcSGEUAi2ggLwgQD4JmMNupTpQRbQDTTog5cuga2wEKwmWFu/D2fB1b+/HMSNYRj0ffcdCH4/1h0ivqu8zw9bgUFfZzaoRax3ZKEeQNHJJ6Pw75UQgkFsGnMawtXV4o40CMFaH3Suvc+RKBQKJSfJPcGIQjGCDwTAulwZO1/7FtDNfNDTd0LrRWP5oBNs37Ubt911P64bPwHLli3Dc889h6eeegqAGKX9+RdewshBXcBxPO585Fk4HPrbes0112D8+PHIz8/Hueeea6mJX331FTZv3oxjjz0WnTp1wjfffAOe5zFkyBBd2X322QejRo3CuHHj8NJLL8HhcODf//43PB5PTF93kkGDBmHmzJn49ttvUVFRgbfeegtLly5FRUWF5Too7ZDI+8ILwPPLnsWrK1/FyX1PxtPHPx1/XVngg17zzDOofell8YvDgcJRJ6F59pyY1TIRU3IjDbotkvJQa8LOuFxg89XCN8OygMcDsCzA8+C9rYSAHtsHXQ4SRwjogLhwIP2JBeV/YL1/jO2DrpX5OZ5XjiN2BsMcVMb31Ac98bZQH3QKpR2TLh90s/254INupUw778OyXvOcGR/0wMaN2HzGmSi55GJ0nzw5qbqskrvqp1wnDh/0seefDp/Pj8MOOww33XQTbr31VowbNw4A8NRTT6F3r1445tyrcelN9+D26y9Hnsetq+OSSy6B3W7HJZdcArdbv9+IkpISfPLJJzjxxBMxdOhQvPzyy3jvvfew3377GZafOXMmysvLceyxx+Lcc8/Ftddei8LCQsvnA4DrrrsO5513Hi666CIcfvjhqK2tVWnTKR2bL8N78erKVwEA3237ro1bkziycA4AoZAl4Rww16A7+vRRymj8wc3M4RmGARNZDRaCQZMTmjSE12vQVUS2i7Jl+jXoZj7oa6qaUn5uCoVCoVgl2wU8CiU2e19+BQDQ8N77GTtn+9agR/NBN9ycqomkdpXPqIi1c83/SBRGUNwLL02fodvfo0cPfDv7G6B6ZeRcNjSsWaArt3fvXvj9flx99dWWzgsARx99NObPn2/eNs2+7t2745tvvpG/79y5EzU1NRg4cKC8zcj3vqGhQf7scrkwY8YMzJih/q2PPvqo/PmNN96w9gMo7Y5f+FQIXJnQ3qUncqisQdcI6E5CQAerPqeZgA4ArNMJzueDQKRhNPUBZww06HZjAV22mknaB90YTueDLhhqiYMcr1mGzrRVVYKYLuC2ZdvT4YNOoVCykqz0QTeIKUJ90NNMlvfVlucVSZ4n4maYSdq5gJ7FZMgsJhQKoba2Fvfddx+OOOIIVZT1VPPDDz+gpaUFBxxwAKqqqjBx4kT069cvau50CsUa4vvi7uBGP4KUEk0jdLuHDpU/M6z6GkUT0CWB31yDbhbFXR8kToWkWU+TBl270GemQY85JueKeWKq2plUkLh0kCPXn0Jp7+RKX5il/OlyIswwONQfiF2YkkZS7aoRqaUNBPT2PdtNJP9iUuezXpScYKYqorsRv/zyC7p3746lS5fi5ZdfVu1buHAhCgoKTP/iJRQK4Z577sF+++2Hc889F2VlZZg/f74uajuFkiiuVASFy2HtnW/FCgB6DXrn68YpX5g4BHTJxD1gNqmIFSTO5H5EtPiJdW0WNOi89rtg6bhsVwZQKBRK+yLd8/C279RDAMb26IarupejiW379qSbBTsX4Prvrkd1a3VbNyVzWEhrnWo6gAY91stiPVhbSsnQaszxxx9vugAwYsQILF++PGXnGj16NEaPHp2y+toFdFU6NUSuoydX1hRjmfclCaklL7v1FtjIBTWtibtJznRA0aCHqmtg27ZNzLFuYUIlSIOViQadYQkNejLm/ibXL2oedGIfY9Sp51yQOOJ7uwsSl8IqKRRKEqQrSFzq+n3jIHHSrnQEibNQpyAgTLSjkbWhKPUtaTsM7sVN824CADy29LHEAvWmE12QOOlDcuOXIOhlNt7vR3DrVriGDIkrGLZVOoCA3gbkSORHj8ej8g+nULIdNgtWy9sSxkKKD3unTupjLGjQd916KwBg4I8/QFU6jjRrKiILCILApKyv84a8mLd9Ho7tdayBBl0/eBotTPJCezcbo1AolGyi/Y/ZubDkmw7q/fGlUc5ptJMOANuvuQa+3/9Aj6eeRPHpp6f8lO18rhIlSJylTiONHUsWCOiUdEHvbeoRr2kAqbA8yYIgcay1rndzufp7n9em6wtp+rjCU05R747qg67e51vxV1xB4hizIHGq35dMkDjl84O/PYh7fr4H/57/b92tC/P6IHGBMK/ToO9tDarqzNp+WBskLulUMUk88ylKU6NCripLrz+F0tEwTU+VZH0dLEhc5j2V2w6nzRm7ULrRPUcmliDJargNlAC+3/8AADS8/0FydZvQzgX0tsKaWYzh52TJYf9aCiUWvnYy/EUzOyd59CJFAM4/5hjkjRhhVJuu7u5E1gNtrnIS1qnRyGvNuGIEiQMbS4OOlPVvX23+CgCwePdifRR3gyBxzf6wbps/mHk/MgqFQum4tP85qWo5tf3/XBkH23HiS0ULEmdk/p4K2reAnsXCauzAcPG0nWohKO2cyPsSIN6bhAeHtK64S1VHX7W1KqCHiR7aVlxs/fwqxbd5X6LNmS5wvPpgs88Rcy8zDTqk4HEJ+aAba+1JjH3Q1VrilkBYd0ZBp1PP1r5Tu4CbKh/0JNqSFh/0bL3+FEpHI9M+6FH6k7h80NPYl1j0QTdLitkuiNLvZ4UGXfscmVqCJDl+RQsSZ2D+ngrat4CezdCJCYUSN34onSQn5LA21GJmgxAhxzt69jQuZDCAWg1YovNpj1eDbqKdZ6RI8in0QSfhNRpzjtOfo8VAgw4ANc3qiPV3ffwXbn7vz7Rm06BQKJSOSfYqytIB34F+b4fSoEfTkqcp6Hc7F9Cj+aCn6XxWt6tM3C1UTeeOlA6N+AL4iE6SF3hwfCJCetv7oFvWoBPyr7NfP+NCRn2cVQFdq0EPc5Z80JvnfiduipEHXVBFILfUJPPzE2gt2o180P1hzkBfzmB9TYv83RsM4/2lO/DlikrsbvJbbGAGaPc+6BmwYqFQKNbJSR90pLkvsTY5b9ca9Cj9flYI6JnyQY+iJU9XjvR2LqC3FXH6oLfDV5pCSQfaIHEhPtRGLUkOKwL62l4AT6RM8xywv2E5Z58+um2OHj0stYN1qQV03udVFzAY1Pzr1iGwbp34xSQPuqzBT6EPOgnHC2ActfD0eQW2gtWGUdzDBlp1AFi/u1n+HAwpx9k6QP5aCoVCoaQWcqRpH1FyzCEtzbLDxD0zCNGUQVRAT4As9kG3Omm9YsJkMD0PAVPYFQ6HAxUVFZg4cSL8fkXb89NPC3DiBeNQut/xyKs4DIOOOhuX3zoJwWAQADB//nwwDIOGhoaY5/P7/bjiiitwwAEHwG6345xzzola/pdffoHdbsewYcMs/R4KJRn8QgoE9Ez6oJs1QSOg9371f+g2ZTIKTjgBDTf8Ax8exeCpc0Ut9KsXFqP7Qw/CpUmJ2Petmeh6+79ROFodtR0A8kaMQPk996D3dIOo72Q7tBp0n09bQneMLJwDSr5zLSrT93ivc/R+28k6IQgC8vq+Anv+Fnh6vWXogx42Sr0GYCOhQQ8Qq+K2rBov0hRElEKhUCyRIh/0eCxLLddpUE+2+KBn0zCSBoJ8UP7ckQR0ndkeQbo06B0gD3oSb0tas6xZ70xOPeFIzHj1FYScxfjjjz9w+eWXg2EYPPbYY1i9ejVOPf0M3HzlhXj2wYnw5OVjw6bN+PibH8AlELiA4zh4PB7ccsst+Pjjj6OWbWhowNixY3HSSSehuro67nNRKJaJvC/+XNOgmwl9RBqyghNPRMExxwAAOl18MVZtnYMPSz6X9y/d14GS88/XVZF36KHIO/RQ01OXjv1n7OZporjzrV7AYxakTfzMBxQfbiFs7OeNiDZa4Ekf9AQ6VIPr57K5wAkCWEdTpIiAkEFfJwrt+n52XbUioAdDSvuzWwxOVZC4RH4lDRJHobR/0vQuJtJvJJSSs+0ghfJ216NprrE/rCgHs8LEPSuCxKUnHlI7F9Cz4+U1JA4fdJfTiW7l5UBBGXr37o1Ro0bhu+++w2OPPYa5c+eiW7duePy+CWJh1o4Bfbrj1BOOAhzuuJuVn5+Pl156CYCoHY+mdb/++utx6aWXwmaz4bPPPov7XBRKvPg0geFCXCICehb0C+SKqy5lmPgbu+d3R1VrVYJ+9tbQatB5nw/wqErojhF8fqK8V7cfiKJZt9So6PfHZXep0qrxoUJ8u7EaLYcXooAoZxQ4TgCDjXta5Z/lDxP1UGGRQqFQUkwiPujxVN/243lHMnH3hbVWdh2DqEpVmmYtQcyiEAsCvFxA/Au2whvywhv2Kdu4gPg95LX+F/ZHjvOb1iPf5Lh90MUyf//9N3799Vc4IxPrbt26oaqqCgt++yOJixQ/M2bMwObNmzF58uSMnjf3oJP+1BAJEpdKDXobBolTRQTVmEdJ0ekl87GwYKKlTgGMkQ96jKA+4fo6eZPeJD4CmQddc3ycLdRtcdlcmijuYpld9VJbJBN3wfDqNweU6xkkLQCy6VU1DRKXKDRIHIVCiYJO85hsfZH/U9Tvi3VqG0WWa7sgceapSdsD6t9DCuhhPn1zE8tkLEicuaJESFOatXauQTfHx/lx+A/XZvy8i875Ec5GL7imJtMyAs8jvKcObFh8oL76fiEKulUgHOYQCATAsiyef/55AMAFF1yAb+fMxnH/uBbdunbBEYcciJOOHoGx55+BotK8tPyGDRs24K677sLChQthtxiNmkJJBV6tBp0PQeB57HnmWXiGHYTCE05oo5bFCdGha9N3SBpzSUDPpAZdJ3AbDGrc3lr5M99qpkEn8qALArgQg71frENRv7/gOfDApNrssrkQ5IK67dpAcUY+6FoCITIrQFLN6pAIPI89056B55CDUXj88ablQlVVqH19Bkr/7zI4+/bNXAMpFEob094EVj0dVYOe06lu44T0M69+4gnkH3mkspMGiUsAhoFh52C2PQMEt26NKpwDANfYiHB9A4LNovB7wpEjsPyXH7B48WJcfvnluPLKK/GPf/wDAGCz2TDjtenY+fscPH7vLejZvSseee517HfCBaiqrkl5+zmOw6WXXoqpU6di8ODBKa+fQjFEEMBB8UFnI3m2Q3wIzXPnovaVV7Dzhhut1ZXJIHFmq7Zkh65ZfZU05i5W9A/n02Q+BQCsJg867/XBXBsgfuYa6pXyMTXoDAABe/4qQt3PO7D1wosstMrMB17EZXPBzylm9vZIJPmwoNYSc7xgmGaN1KsHVD7o2SSha4PEqZ+nVXtX4bb5t2F17Wpr1aXJB73xiy9Q+7//Yef1N0StYef4m1H/1lvYNvZyqUGRqrPpmlMoHRkTzWOy9ZlOtaPMwU21nZo2kXP5LAkSx7e39QjNvSAXx9M5N7GO1gddsztVFmDEnK3utdex4+prlFPQIHGpxWNzY/GJr4pfyg8QH8KG7YC/QSlUUC7+WaVhB+CvB5yFQFBJ5YOinghs3wOB5+FmXfrjtA+U5mbn53kwcEAFUNAVr7/+Og466CC89tpruPrqq+UyPbt3xT/PPwP/vPAcPHj79Rh8zDl4+Y33MfXJY6y33wLNzc34/fff8eeff2L8+PGR5vIQBAF2ux1z587FiSeemNJzUigA4CMGimJnMeoD9QjzYYR2VbZhqxJD1aHH0KCHhTAEQVBSl6UQxqExcQ9ocoEbnJJrUvo2UwHdptag++uTG2rIiYDT5kSAI9spXi+txtwozZo2lZo/nHsadEEQcPHXFwMAipxFmHLklDZrS2Ddekvl/KtWAQDCNJgohdLBaG8Sq56OlDSZFNCzwsQ9U7RBmrV2LqAzpitxDMMgzxYRlh15Yjm7G7ARArTdI+6zinS83Q2QJph2D2yeIvB+v8mB6leaTMGkXcBjWRb33HMPbrvtNlx66aXweDzE8eJv7VRShO7lXdDqTX0wh6KiIqxcuVK17cUXX8QPP/yAjz76CBUVFSk/Z85BtUJpQEBrRCtrZ+zIc+ShPlCPedvn4RJeCYYoCAL2PP00nH37GkY+B4Dab5Yg/GcRug7g0zh1iLFqy5Mm7pogcRGzMRfRF/ECDxuTROA1ExiNBl3wBwwjt4sfI1Hcm0kB3cTEnSEE9HinLAbnJ838WYZFgCMiyTNiX6vI2uYadJZVW08Fw0q9fDZJ6KY+6Iwqzc0e3x6LFabHB51raoy/PoD6oFMo2YZp9Osk6zONaRLt4Dh80NPal1jzQW/fArpGg06MP1lh4p4BH3SuqQmBDRtN9xvlSK+ZNg2tSb5D7VxAzx4YhwMwFdDVqCbsBvf3ggsuwB133IEXXngBhYWFWP7nHzj3uGEY0Lc3/KEwZs76HKvWbcZzj05KqK2rV69GMBhEXV0dmpubsXz5cgDAsGHDwLIs9t9/f1X5rl27wu1267Z3ZASIvkipF6k6Lt6I9tPj8GBXyy4AwP/++h+Ob/qH3JF5Fy9B7ati7u/ic87R5RsHgJq3vgNQgOJqP+LPc5AaVBp0jWAorUqTAjoncLCl4WnSRXHX9lFGPugtSpqyTmYm65E86KJ8rg2iEz/aiYCfUxYfBYiBArVR20MGq9qsph2BUBZMMOKEXJzId+S3YUsAPoa7FoVC6eh0LA16Opf9swFSg57O+DjZRN3Mt6LuFwLqmDihykrUvvwKWpJMv9a+BfR4fc2jLHZwPAdbrNRBifjaJIDdbsf48ePx+OOP49NPP8XPCxfg+rseQWX1HhTk5WG/If3x2WtP4bgjD0uo/tNOOw3btm2Tvx988MEAYqQZoKjYabejiWUxMMzDwKmBkgDeiLCYZ89DM+FC0hpsQXHkc3DHdnl7cNs2uAYMUNVBPsOcPwODixUf9BhR3AFRaCe/pwpWE8Vd8PsRywdd0qB3f+hBFJ93nmG9jGRKHvFBT1itIGntCRN3BgyChJAKhgfAIcRLWntFg25Wn0RAZeKeTf2b1gc9AsOoJkiM1bElFe4RRos1DQlq0Nv5JJZCyX1S5YNu9q63Hx908qe0ex/0bNOgWx5LEr8xpNWgEVxDAwSel4Pjco2Jjotq2reAniJagi3Y1rQNZXll6JrXNaE6ogYRMA1qALz+5AOwOfWdxF133YW77roLAHDUEYcC1asAMABrAzR+Iccff3xcwvXWrVstlwWAKVOmYMqUKXEd095piryo9SyDbm3clnaBIMAbuaZ5jjz8Y9A/8PGGjwEAfFhJtRbYsEH5vH69TkAHkVZLMPBRzhjEyqpZFHetBj0d6DToOh909aAmCIKsQc8/6iglWrsWaTEz4oOeLNrfH+A17WRD4Hj1bwlz+jRr2nlfMETeh2RbmRlIDXr8z0USQeIMiBXwNHbVOXLRKZR2D30XE6UjRXEPccp8KzsEdA0pdNUIVVWh8s67wLe2Ri/IceAaG2Hv1En8Wl8fvbxF2ncU9xSt0le1VgEA9nhj+ftF8YWJGkQgyQeK9qtZBXk7HPTmpAwfoUGfPHIyRpSPAADwhJlVqFIJGBfcvkNXhxBSBpd05a608v6SC2adr7xStU+K4k5qzNNlSmbog64uodnvByLXkC0sNK84okEXIj7ocb0FBtoTbbTYQFjdToYJISxrzMX/jdKsaQPt+Ukf9GwSFrU+6ASkgN7WQXpMgwRSKJTcJlU+6Gbz8ESseozalBU+6Mpv4dq5dVBHMnGvfvxxeJcskYOcRoPbu1f+HK6tjVLSOu1cQIfFABXRX8KkTbsZRA0RrNuTxonimDFjUFBQYPj3yCOPpO28HYkQ8WzZs2jOn9sIslVCniMPDMOg0CkKiByxoss3Kho9rk7fSaoF9EzcHJP+J6JB7/v2Wyg86ST1rsigZ2cVA6f0adC1Arpf3WdqPnOSqRfDgM0zD6DJaDXoCV/qSJA4Cxr0sEYeDxsFiZNM5iP1qoLEZfO7Skx2SQ2GdQE9FWagBs9yotFraZA4CiW7SNe8MyH3mvSbLacS1XJqdjQphZibuEvKhDYljUHiuNo6y2XDRNmcEtA5jsP999+PiooKeDweDBgwAA8++KBK8BUEAZMmTUL37t3h8XgwatQobCDMVRMiRWmJUpEfV2vGGqMw8TG1b/v06dOxfPlyw7/rr78+pefqqIRiF6EkwA/5okA4qGQQAMDBOgAAPGG2zjU0yJ/r3pyJynvuVdUhZImJu9T3OXr10u2ThFEH65Dzvacr3yjjdKi+84HoGnQ+Yt7OFhSYm7cDmjzoajaNOQ2bzzwrip9WbA16SCOgM0xI53OuDRoXKaj6+usmciDNDWFRpUFv6wkSmY0gyYA4FAqlPZKAD3qOQY4c7b0XzL486OlDa2EYjXCtokHnUiSgZ8QH/bHHHsNLL72EN998E/vttx9+//13XHnllSguLsYtt9wCAHj88cfx7LPP4s0330RFRQXuv/9+jB49GqtXr4bbnUys5Xg6AeMJWioEdHIiw7CsJg+ylWakZvLYs2fPlNRDMYfsoHNjyp8DCMDKSECzU/qdAgBw2CICOmFmFW5Q+/40fvIJuj/4ABgpqjipQQ9lwMTdbJFQEmYMhFxJQLcxNrAMC17g06ZBZ3Um7n5tzBsCRs45b+/SJWq9jE2TZo24JMEtWwAAvpV/o+Doo6I3kNGnWeMFXiWkij8kpJi0C5KJu94HXUmDLgavW1vVBKBTpN7oTcks2iBxihYgIRP3RDXWMZ5lcmwUwmH5PbPQIH39FAqlDbE0EY2/vkQUZXEFiZN2tWGQOIJ2F8Vdcy9CPOGDnhUm7prrbeqDHv990cboiQapbediBJWzSkY06L/++ivOPvtsnH766ejXrx/OP/98nHLKKViyZAkAUZs0bdo03HfffTj77LNx4IEHYubMmaisrMRnn32WiSZGJW4Td6Pikdmfa+BAuIYMiXpAShYEKG1Gu4vimSX4IwNFiasEgiDAyYqdp8ARGvT6Bt1xZIAPUoPOB9tw9TciTBppoaVBz8ba5Nzn6cqgYDQACWFzoSywfj0AwDV4cIyKJQ06zCc5cQzu5Eo9L/DwcS2aEoKBibtRmrVIaYM25YqsSGow2toHnVzVEEJZYO5IoVCyjPY/IVIFiWvnP1c1/rS1BVeaYRyOqPsdvXqh06WXAlCbtWvTriVKRgT0I488EvPmzcP6yORuxYoV+PnnnzFmzBgAwJYtW7B7926MGjVKPqa4uBiHH344Fi1aZFhnIBBAU1OT6k8PY7ISF98blFITd5vNUGumKZz0+Shth3l4J0riCLKAjmdnYMOxx6KgRRTweNK0NqwfMMgUGUKQ8FdPm4AeI6YFKTgaaBylFWpJgw6k0QfdwIRrwws7wAWlPlLtgy5FyXcNHhS9YhvZxxn3oKYm0ao+W++Dzgs8mkJ7NcfwBkHi9D7oUpA4SbdOnimrg8QRWgBVFHfLixwJaqxV5Q3GTXJ/OA7nHuqDTqFkFymMfq063jQOVCqCxDFp7kus1Ul6crU/o2/NIn1C408aSaMPuhAjCKqzT2/Yy0RrQjLmkRBMjYCeERP3u+66C01NTdhnn31gs9nAcRwefvhhXHbZZQCA3bt3AwDKy8tVx5WXl8v7tDz66KOYOnVqehseIX7tlUYjTmiRGIYBwzCwFRaam0Fk00SREjftr4NuewRBgD+ysBV8V0yvNviHjcC+sTV3XEsLpHVQ0sSdT5eJeyxIdxeDQUNaoXbZXBnwQddr0PmggJZKN4r7+fTmbZEo+c6+/aLXy0gm7kwkSJzB4BiHzzL5+/+u/RvA3+rzgUdY43Nu5IMebYzOKgHdhCbOj1nrZsnf21qDTi6yCAaLYxQKpaPTzlXKoD7o7RUppSwA2MvKEN6jyeTlcMBW2hkAEN5LCujaWD6JkREN+qxZs/DOO+/g3XffxbJly/Dmm2/iySefxJtvvplwnXfffTcaGxvlvx079CmVxH4hmQAVKepYyIlfRMhw9OkDZ//+kf2R/zhOXAyIWwWbuI8FJfWQXVb2T/lzg4CBBtkmMHAFBdibo69yShp0IRQC71XM3dMmoMfy242hQTcS0DOVB13ZofsAgJHNuOxdOkevOPK7+LDo622EeZo7fRR5s9/P8AKcIQHucIDwQRf/Cxs4lbMaDbqqPVn1smp90EXu3PE1fqn8Rf5OmhiG6+vBe72GtXFBjrCKSBDNsyyEQipNQXwCOh2rKJQ2w1Jnl24f9Ch9QFw+6GmMZ2HRB10dxb2d9W1RfNCzw8Q9uYj/fDCoUtyo9kUE9F7PP4eB83/U1+hwyHOhUGWlvGDN55IG/Y477sBdd92Fiy++GABwwAEHYNu2bXj00Udx+eWXo1u3bgCA6upqdO/eXT6uuroaw4YNM6zT5XLBFUeEvagISO98wWDCzjAMcUoBvM+HwKZNsJeWxjaBp2Q1WTXPbyf4DTSFA79YgbcAAJvUO+x2lak719wMQRCw6dQxCO3aJW9vMx90UkBnlHddEARMWTQFX27+EoCYB13yQU/XSjVrIqBzgUi7NIOzFJ3UVloatV4mEo2tbl0ByoImiwuc9cHd7PdP/IjH8E0CgOmo3DES6KfsEwV2rYm7pp1kkLOsfnHFxv3cskW1VdKge//4A9vGXg42Px8Dv5sLW3GxXCZUXYNNDy+CwHVDxYF7EV/IVeOLEty5C1vOOku1IJCQBj27LzqF0oGg72KidFQNelaYuGuJw1VDCIex8fgTwNhsGPjTfF1MIEm5Yy8rMwyAaisskudCgXXrsP3Kq9B35pu55YPu9XrBan64zWYDH5moVlRUoFu3bpg3b568v6mpCYsXL8bIkSOTOHN2rGQJEU0Ow7Iak1blc7imRvy/rk71QAmCgHETH0Rp733AMAyWL1+eiSZnPVOmTDFdvNFyxRVX4Jxzzkn6nAzDWApaSDXoqccfWal1WHinnf36qr7zLS0QvF6VcA4ASFuatRj1EmbBDOGrvbFhIz7Z8In83WlzZtQH3TlggPw57JfaRSwjhsNyGrtYUdzJ4/zVAcNLYqpBN9BAmP1+UTgX6fGbFK9E3KZNu6ZulUF7sultFUy/qJAEdN9fKwGOA9/UhOB2tTVZcNNGMWMBzyCwKzXpX+refFOnrTfTQlAolCwjgejkiZ8jhT7o6azHEGuWBqRFVvs2+lbnQU/XvCRThGtrwdXVIbxnj6wtJ+H9YjpXxuPR7XMOHICyCRNUcyGvFPg8RRr0jAjoZ555Jh5++GF8/fXX2Lp1Kz799FM8/fTTOPfccwGIgs+ECRPw0EMP4YsvvsDKlSsxduxY9OjRI3nBKgUvryMM2JJ566SOSqsZl5rG85q0a0qn8O1Pv+CNWV/iqw/fQlVVFfbff3/z82THekTW8cwzz+CNN97I2PmyaJrfbpAEdLeFLsu9z1D1sWvXpszkKH6MTKn1Li8A4AurTfVdNlf6o7jbFSOq8rvuRJdbbgYAcBEBXeCBkJeFwAO+9VvkNpMaWiP4gJKnnHWyCDQaGGvxHELV1THujXj9ErEgCHNGadYkE3epduW6ZleaNQ0m91+aIAXWrpW38S3NCFXXKN/J3Pbx/khtCqFgEKHqGgh+v75sPBp0GiSOQsku0mXNktAcPDmz5UyjjuKeHW1KHerfo9KgZ4OAnkSQOFJjLi0wcy2toqKU2KaN5l5w0kkY8NVXcJR3Fa2eCfjWVgiRMbf7fx6N55foyIiJ+3PPPYf7778fN954I2pqatCjRw9cd911mDRpklxm4sSJaG1txbhx49DQ0ICjjz4ac+bMSS4Hetwvir6D4pqa0HuvAIEBtpXFqs9kf4xolgLHQSBTQRHN2LR9J7p37YIjDz8UKCw3ODp5gsEgnHHk+7NKKBSCI0aagkxQHEOYSDXtfQW1LZAE9AI+dp5lbQqwutdeNyyXNuvaWBWTGnRigNAKoU6bU7a4ycRAyLrdsEsBT/zidd76YTP81d3gLAohOEsMymkrLY2Z75pvVbSrvl0+GPWN/vXrUXnnXXDvtx8qPv6I2GNNgx7ecwwAvV8YmQddi1FQPrnNWWVubeyDriXMh9E0ezYaP/9c3rb9yqsAAP2/+Qau/hWqzAXJsvUf/0Bgw0bYDCwoaJA4CiVXyKAPelJxoMjqzNqTTh90K2XUtlftdf7nDXkx/ofxWLp7qbwtK03c40AV5DSy6LzhqKMgBAIYvGSxrAnXugKS8zY2P1+1b/1RR8PZuzcAxFRkxCIjGvTCwkJMmzYN27Ztg8/nw6ZNm/DQQw+phEKGYfDAAw9g9+7d8Pv9+P777zE4Vq5dS1jpBEzeQoYwcRAAd8hqB6CJ4i5NFC37lovlx917LyZM/Q+279oNpqgb+vXrB57n8eijj6KiogIejwcHHXQQPvpYMYvlOA5X/3sqKo44A54+B2HIkCF45plnVLVLJt8PP/wwevTogSG6vOx6qqqqcPrpp8Pj8aCiogLvvvsu+vXrh2nTpsllGIbBSy+9hLPOOgv5+fl4+OGHAQCff/45DjnkELjdbvTv3x9Tp05FmJjMNTQ04JprrkFZWRmKiopw4oknYsWKFarz/+c//0F5eTkKCwtx9dVXw2+kwTFBa+J+/PHH45ZbbsHEiRNRWlqKbt26YcqUKapjNmzYgGOPPRZutxv77rsvvvvuO129O3bswIUXXoiSkhKU7nc8zr7yX9i6bTt4Bti8YTNG9BmBjz75Wi4/a9YseDwerF692nLbKSKSD3pBOPY75OimX8gyFtIzIJDFChJHruBq2uNk0++DDgBdbrwBhWNOhWf4cNhKxAGFC4nt9leL1z3YpCy0aVeMjSDNn4N7jQXEpq+/Ec+xapV5RZLG22Dy5YzRHxunWRP/N0qzllXyuQ7jxoX5MPa++JLhvubvvxePJCLKCnGbCajjpwQ2bAQAcHv36ksmEiQuuy86hUJJloQU6BYPyhJtdbtOsxa5xh+u/1AlnANZokHXPmCmPugGczFizOIDQQiCIGu/A+vWKW5bWkWj3VxBIfj9stWaaRBei2REg56NCIIAwRcR8rxegLUBPj9ACn4OH/hWQRbSHS0wjZILAPD5xDo4GxBU6uE5L3i/HyzDQBAERYtj1rlEHqgn7roLA/v3wvQPPsbSBd/BVtwNjz76KN5++228/PLLGDRoEBYsWID/u/xKlL3zPI478lDwPI9e3bviw1ceR+eybvh13W6MGzcO3bt3x4UXXiifYt68eSgqKjIUPI0YO3Ys9u7di/nz58PhcOC2225DTU2NrtyUKVPwn//8B9OmTYPdbsfChQsxduxYPPvsszjmmGOwadMmjBs3DgAwefJkAMAFF1wAj8eD2bNno7i4GK+88gpOOukkrF+/HqWlpZg1axamTJmCF154AUcffTTeeustPPvss+gvRcFPgDfffBO33XYbFi9ejEWLFuGKK67AUUcdhZNPPhk8z+O8885DeXk5Fi9ejMbGRkyYMEF1fCgUwujRozFy5EgsXLgQtrr1eOiZ13DquZfgqx9nof+g/rh9yu2YeNcjGHP6pWBZFtdffz0ee+wx7Lvvvgm3u6PiiwwEBVxsAZ0tKLRWaVvJBiYCunY1OhNR3AGg7JZblOZErh0fMr/Ots4WBHSVRZDxhWZcTlWZaNpto9/vjqEY5nj9VCmqD3oOCoucwIEtLjLeGfn9an+49P3GWOkOJfhgMDOaAQqFkgVkhxCdTlRB4rJk0SDV1PnrdNvaOs1nspBxU4SAX+WmxQeC8hiq16BHtyCUYvUwDiqgR4ExNyv3+bDu9KvirnFdki0asuwPMHl50QtFzC6KCwtRkJ8Hm41Ft/IyBJxFeOSRR/D999/LwfP69++Pnxf8hFfe/hjHHXkoHA4Hpt5+g1iPIw8VI07CokWLMGvWLJWAnp+fj+nTp1sybV+7di2+//57LF26FCNGjAAATJ8+HYMGDdKVvfTSS3HllVfK36+66ircdddduPzyy+X2Pvjgg5g4cSImT56Mn3/+GUuWLEFNTY0clf/JJ5/EZ599ho8++gjjxo3DtGnTcPXVV+Pqq68GADz00EP4/vvv49KiaznwwAPlBYJBgwbh+eefx7x583DyySfj+++/x9q1a/Htt9+iR48eAIBHHnkEY8aMkY//4IMPwPM8pk+fDoZhsKMGuPP5hzFy4JH49ZelGH7iUbj4qoux+LsF+L//+z84nU4ceuihuPnmmxNuc0cmEBkICi1o0G2FBeluTgzI4dqg/5EER4ZRCaWkbxeQmSjuWqRrx0dJyWXvHCtAnGYh00TwJQc9vrkZtqKIoGkQSNPo97tNo/CL5wtx5hp0yBp0AR6HDb4Ql13e0KprJphewxAfgq3IzIxOPCZ1PujRJ55C2Jop/e4HHkCPntQHnUJpM4z6kziiX8d1DjOBNaoga7DPsD3kHD8dfUn8rgDtr0eLuNkZmLPvatmFEBeCw9aGrqxJ+KCrBHK/X5021K/EBNL6oDNRNOgAwDc1ieVcVEBvd5iZCm7cuBFerxcnn3yyanswGMTB+ytm6i+88QFef/9zbK+shs8fRDAY1EU8P+CAAyz7na9btw52ux2HHHKIvG3gwIHo1KmTrqwkwEusWLECv/zyi2zuDohm+H6/H16vFytWrEBLSws6d1bnVZZcIQBgzZo1uP7661X7R44ciR9/NPA/tciBBx6o+t69e3fZImDNmjXo3bu3LJxL59P+ro0bN6KwMKJxjAgQfn8A27buwPBIuWn/nYojjz4HLMti1apVUbWEFHMkH/R8Tn/9Nh5YiqF1eQjt3AkAYAuzW4Mum7hr/LgDXED1XRXFPUO+XtK146Jp0ItiX1+VBt1EjiaDw4VraxUB3QCj3x9bg27tBuc5RQGdz+ooccaE+bD5dYtMaFUa9HRaCVg0cW/86GP0uDW2FQaFQmkPtP85jzbN2qLKRdjr24szB5zZVk1KOY3BRsPt32//HmMqxhjuy3ZIWUsIBFRzEt6nKAC1Ajo0GvQ+M9/E9rGX6+pnk4zB1b4FdIaBYefAMGA8bgz5OuKXWr6/eMHrtwJ+5SEUCrvDv13xtQvageLBUcyTG3cC3lrAkQ+ElAlqmO2CUG0jbIVFhuH6tZCBC0haImkAvv76a/Ts2VPZEQ7C1bwNAPD+Z7Nx+4PT8NT9/8LIIw5DYZ8D8MQTT2Dx4sWquvI1gQ1ShbbelpYWTJ06Feedd56urNvtRktLC7p374758+fr9peUlKSljQB0wesYhpHT/lmhpaUFw4cPxzvvvIMwH8aWBjHCdbkjH2yRUveq1evR2toKlmVRVVWF7t27p+YHdDB8oRBGrOcxfLtaiA3ZgI+vGoTJ01sVAd2iiXvaTJqJeoO7KhHcvRIFRx2l7I88Z9rFmgCv/m2qKO4ZWk1gCyIa9DBjKstxDeqB+uddP8Nj92B4+XB5m5EGPX9wGVrX71HKNCtpTbjaWqCiIvKNSFnjD6Llu+/AD1QHC+25V8CwnXugRRAARhDwzuJt+GFtDe7WrEEy0Edx9zhtQGu2aT60QeLUretbLcDOATt6cWBNFkyk55vMyRr/cyRA4IGWKhc8DcYTNIlwbS2a581DwbHHgnE4wLW0wvvbIuQffbRBaeqDTmkb9vr2osZbg307d2RXM6P3zkTzmOw5TJUSUQR3w2MM2kPO8dMSJM5aOjpVmjWGwbjvRDfO/bvsj4riCrMjc4PIvahurZY3DSgegE2Nm3TbM0lgwwb4VqyA07YXKpvkOPOgS/iWr1ClWmshZZIYGvT8ww4zrJ9MY5sI7VtAjwITEdIBAHl5ooDudwOMMkkOBQWwRBR5Bwuw0czTgx5AcAMON2BXhGyWcYF1u8Hm56kn5WYdl4mAvu+++8LlcmH79u047rjjlB3hAFAjtvuXpctx5PADceMVFwKOPKBsoKyJTpQhQ4YgHA5j2bJlsoZ848aNqK+vj3nsIYccgnXr1mHgwIGm+3fv3g273Y5+/foZlhk6dCgWL16MsWPHytt+++23+H+IRYYOHYodO3aoBGrt+Q455BB88MEH6Nq1KxweB7hG8Z71cBSiNtiEAIDG+kbccuv9uPfee1FVVYXLLrsMy5Ytg8fCIg1FTd6iXZj4BQ9AHQMi4ABCXEjVCVvR8GaKTWdfAITD6PvWTOQdeigAKPm/NRp0IxP3TEZxBwCbZH0gMODDxv2To28f+XNVSxVu+F50qflr7F9ye91DhqClqkqsKqKZZj3qQY5vbpY/S2lNtFS98jmaflkJ56lHAwcr2//7Kgdgja68wIvTtXs//duwPq2A6rCxcDgkN4LcEBYZQcATr4vPw1W3hcytcgw16PGfr35jHqqXlcAx9pqo5SrvmAgAKPvXv9DlunGovPNOtMybh06XXhL/SSmUNHHCrBMAAJ+e9SkGdjKel1BSScfSoPuJ/rjeX5/7AnqElpAivB7b+1j0LOyJBTsXZEx5oGXzmWfJnwecYYOzIP45Ehk3ZQ8R8BoAmr4WAzwzDod+jI3hgy6RbJC4dh6rxdwH3UqnwbeqNVo23qrWTeOTIqtrrHVUgokmt7CwELfffjv+9a9/4c0338SmTZuwbNkyPPf8C3hz1pcAGAyq6IPf/1qDb+f/ivWbtuD+++/H0qVLDeuzyj777IOjjz8aV1xzBX5b/Bv+/PNPjBs3Dh6PJ6bJ9qRJkzBz5kxMnToVq1atwpo1a/D+++/jvvvuAwCMGjUKI0eOxDnnnIO5c+di69at+PXXX3Hvvffi999/BwDceuuteP311zFjxgysX78ekydPxqpokZ+TZNSoURg8eDAuv/xyrFixAgsXLsS9996rKnPZZZehS5cuOPvsszF/wXzs3LYTS35ZgokTJ6GqcjcA4IHbH0CPHuW477778PTTT4PjONx+++1pa3d7pvBvYwHO7xRNw1V5t61ah6RtXCEqjqzQShG1xd2R91uT1cEfVsdUUPmgx2HdkQyM2y2PCnxI/W5v6gasHzUYnSOxIABgTZ0iJIcFZbDr/uADyoERAZ1hGfR+5WV5sypAi4/IAU/0KU2/rAQAuOb8bKn9AsfAyo2VNB5FHruSGz2b5PMojXEQluSFLTz4kImtf6SKluZWYlv8P7J5l7igGNqx01L5xi++EM87bx4AoP7d9/SF2v+cnZLlrNy7sq2b0HZY1Ayn5BwdwAedLFVvU8Z1m0VBLrsRr68vLI7RA0sG4voDr0eZpwyAGAcl02jlsGCzBV2zUUYdC3FTGKcT25u2Y8HOBco2mzXRmQroaYRxGLxcieR6lSeoFi93lI7xwQcfxP33349HH30UQ4cOxamnnoqvZ89BRR/RX/q6f16A88acgItuuAuHn3oRamtrceONN8bfZu15n3sQpV1Kcfxxx+Pcc8/Ftddei8LCwph56kePHo2vvvoKc+fOxaGHHoojjjgC//3vf9G3b18AoiXDN998g2OPPRZXXnklBg8ejIsvvhjbtm1DebmYLuuiiy7C/fffj4kTJ2L48OHYtm0bbrjhhqR/kxksy+LTTz+Fz+fDYYcdhmuuuUblQw8AeXl5WLBgAfr06YN/XvxPnHXUWZg0YRL8gQDyCwvw+QefY8H3C/D8C4/AbrcjPz8fb7/9Nl599VXMnj07bW1vr4RMxjm/A9jUsAkcYVI9e9u31ipNs0BGvsahyirlS8RCRtsfaDXomYriTsIwDGwu8ZzaSO7vH8ti7dgjYStQgvBVtSq/i2y/vawM9kK94Ftw3HEoIYJVSvD+ABq//hq+lcaabwDw+AWcvIxHUav6xi2vYOTUNjynDgunDRLn0pimFXvsSuq1bBLQtRCNIwV0BmpffqNj1myvVbYlECTO5oxzcSiuMTKbLzqlvUH2UR4HtWRTkdUdYHajEtAJoVw7pucEJs+BJKBPHjkZeY482FlRKI5XQPevXo3GL75IysVQ0CxKM6wmqKpVLIxVjMOB0z89HTfNu0nZaLNmfE7TrEUj3oBcmvtqtEoicJw+YIB8gFm90kpi/Osht1z5f/j3jZcqp2AY3Hrrrbj11luVQmE/UCNqslwuJ2b8dypm/HdqxMRdDB736KOPysXfeOONuNogCALKupXhpfdfQkVxBfIcedi5cydqampUputmL9zo0aMxevRo0/oLCwvx7LPP4tlnnzUtc8899+Cee+5RbXvssccstV/7e4383T/77DPV98GDB2PhwoWqbdrf161bN7z55pvY69sr++GU2j1oCntx9kVn4+yLzkYXTpncHnbYYQiaTaYpUQnZTDpdtxthIQxvWSFclVWA3Y47F96JlwqBzs1A/rHHoHXBQuNj0yUcSKbFhEwdJvJGy7moNQK6UZC4TEdxBwDWZQPn4+Vc6BICA7jt6gW5qhZFQA9wAeQ7FOsFufuVfm9kg1EEVO+SJbJJ2dAX/8+wXdd8y+OY1QJOWq7e7ncCQbsN7jAHgYseS4JhGPznvAMA8VQocjuwNyxFis+mCarWB13BQTxXNg7gQtEFdAST8UFH3AK6mQUYhdLWkKminGxyk+fcJn5L0MTPkbgVq3F9JvW0oQ86+VPqCLlBEmrbA5KFn8cuLmw5WFEOCnHxCehbzvuHeHzPnsgbPjxGaWOEJDI4qeqxIqAbCNnufYYYlNTAsuayokXat4CeJJJAFrYBjCCauCfSCciCHavpkKwsIGTBnFGAgMULF8Pb6gVzGIOGvQ2YOHEi+vXrh2OPPbatm9fmkMITJ/CqWyZQU86UEDQR0IV8N4AWVF13Og5ZciRWD80HGl7B/f+04UPXLeh08UVoWbAQlXfcIR/D5rnAewOG9aUSUgPN2ImuNvK8aDXoOgGddYJlM6tBB6DMd8J6Ad1pUw9WZGRXvbZANDcXtPM0A7O/wIYNynkEJeQO47DLfmJHrhEr6q+JSVNVCuy7lVUEdKKP1mrQAdHvXDpDsccONuJalwVdbRSMNejOMMBHBHTG4VC7DUixTELJRHGPrkHvcvN4tMz/Cf6VirmwwMWY9LCsMqfN7otOaWfU+5W4OTmp3UwraXoZE8lcY/WYLMmKY2birnVbywm0Y0TkEvs58bdIi/RSarV4NOgcEYQtVFkJJCig8xoBXSCz+5gGiTMycbemQZdY8Z//w8l1PVB8zjkxj3P27Zt01qZ2buKe5Msbua+NeYSgFXWCEz1YT7Y63i1cuBAFBQWmfwAQDoXxzMPPYMSwETj33HNRVlaG+fPn66KhtwXR2q7VgqcDUnhq5ALgsvQ+5zIBoqfKI1L5hfNEgbGpRzHK77oTzfuLAcz2FjPoct042IqLUXzmGaq6uv7zNADpt+hrrlS0zUIwiL0vvwLfypXw/y2acWuzNUTToKct4rwB0piyY4E69SHPAB6b2iyUbLO2/fJrwKv7P0P/LWIg433igN+wKU8VxMXMiGJ7GYNgRCvPc0xMK267TTlXscch+6BnlwZdT8MWDw5fy6s06M4wYeKumQzwPi/2vPgiKpb+qGxM4CcyZhceQOdrr0XJBeerN4Y51L//ga6srbg40jAedcvaj2aJkjuQArokcFDSjdIv+RkG13Yrw5tFhakTrrNASFcL6MoCdHt5xgRBUGnQAxs3YvCny+EKCgjzsYVcrqUF1Y8/gS1nna3avuf5F7D3pZdkQVkQBNTNnIkdN96ElihzdyGgnmvwBul3YxHcuQt7/jstZjlSg946oBs6X3UlGFvs2AKuwYPjbpOW9q9BNw1QQX4xmYBIpqqMUiKhOZxs4ZmmjiTJeeWIESOwfPly8+oFAUedeBSOOvEo9CvupzJjzQaitV2Vji5NRDM/zrYp//r69Rg/bzxuOOgGnDvo3LZujmUCNuUa28q6yJ+5PFEIlgZCnZAYIf+4Y9H60wIUnX668u6nTSATtca7l5bIW3wrVsC3YoUqUigZxRzQa3RYhpXTgmVWgx7xHef1GnSXXZ02hGyz9trrfLul6gz8t8i86eFmP3gviyri+kVjczcGvki8EC7Igo12XwUBLKPo1YvcpA96Fr2tqrYICDWFULW4E/4NHhOvVCYHzpAgB7oRNO4zrQt/RnDLlij1WmuH9jkgYRwOuDUTkXBNDXZPmaIra+/ZQ4wVEQqhZqEXBWPscGVdD0lpz9QFFBP3Dq1BN+oH4khPZfUcfobBS7ZmnOByYlggiM8K8vGbx4PfPB5cHvXgOILEKQWSaq4xCQSJY3Ncg677zQzCfFieg7jtbmw+4zgMAHDxoQy8+8fWoNc8/gQaZs1SbWv84ku0RoRwz7BhyB85Eq0LFqD6EdEdt+WHHzB0rT5TC6A3cVdp0M3SBWrkr+1XXYXQ9u0x2y6OobFFZWdFhWq8dQ0eFPOYWLR/AT0JBEJAVyb1VvzrzB6QFDUsxXg8HtM0aAAsrZC1JdHangky6R+cLPf9fB+qWqsw6ddJOSWg+wgtnr1LmfxZyBMFRm9YDBJHTrp4gZeDrPV88kk0zZmDopNPRtObT0QOTl97uUD8xklGiwtSFNhseMYEhpEXDCTI662b8Go06NICpZEGnSNSNoab/HBYXBFfdNMxqCpahF3F+ejd0Ipgox2kTU+XAqc2Mx/shKuRx2GT25VN8rkWzqf0wW5iPiSauBtPkEKVlfqNiTxGZsdE0s84B1qbiNg7d0Fo23a5vWEfi+SyxFIo8UEKTLkpPOUWM4oL8Trbitd7dMPKLdvRqnXzbCeQQ4efbX8+6D5O+R2kFd2ASgHLLJi4t/7yi26bl8guxUWUFV6LGad4f/IadCvCeTz0nfkmdj/yCJpnzwGQGg16+zZxZ0jJ2grGK4ikBp1rakJo926VtoVrbUWoslIJ/mRWrVaDbkmj3j47tPZENghPViFzWeYSfla5xvbOium1LeIHJU22yIAl5MKSrbAQnS64ALaSkvRZskgIAgIN8a99Gml0Mh3FHYBpl8Oz+nZYEdB1gq+BeRipQeearU2cvfl5qD5MzDG7tbPoilP9Z7HcDx/UuwTFbvV98O/l0OV/TyPsE6+ry87oLfGzAnWQOHJs8QSUz6OXCQj/sti4hoB+wSf+IHHmGnTJN89WkA97t24xayLfWwDgw2x2r4pEmLN1Dt5ba5AqjpJzkGN1kO/AGnTDfsBEsZTEObZoXCBJbxku2rtvOEYblGfkfyz1JUt3L8WpH5+Kn3dZS9tpPR2dcR+ZkwK6zgedkedXNsYmR28HxDlBwfa9qLp/EkI1NbqqGj7+GLtuuw2hXbv0pyG04EIoBO+yZaid/pqqzNaLLsa2f45FvUb7LgRS44MeL9HGT3tZGTpfpaSgdQ+xEEguBu1bQJeQBO345yYARN9LWUCvq0N4717wTU1yseCWLQjX1SHcHFAdpz1/NvjKJAK5GJFVZqBZQqpM3DNxbdsiZ2Uq8BMjO5uXJ3+WfLTfX/s+QnxIpYU2tfxIZ9rUCMHW+AV0o3vTFlHczRYwxBiZ6osWzQddrkWO4h75L0Zu2HCLH4KF6Iqc3SFbGKzrWihv99eIx9oMqtjxlQ8F332Fvb+I5R02Vo7dmdV9GyGgkxr0A7cq2/NGHhG7noSCnBrfC5aYfDt79YpZj61zqep72J8b0487froDjyx+BBvqN8QuTMlqyDGBatDTj7bnIL83hzWmTRngpnk3YVfLLtzwfWrT9Jr1qu3lGZN+h9vuVs0POJbBSdMWoeHDD1F52791x1Xdex+avomdVlgIhrDt0st0230rVsC7dCl2T5qs2q7VoAsJaNDTgaNnD+WzhTExFrkxQiYMAzAMHIE6gAvCG69sIgn2kapUuwyi/5mllxFSIqBn8eSxg5Mq4ckbyeWdzsB72e6uYEaAzHNJvEcORhSEvWEvPl7/sUorYroYEdFKJ5JyyhqCNU8YDUbtlTToNd4aPPTbQ1hXty7ZxiWMwOifdfJ66zXoGtNx6b4ZpFkj4f1h3fWrPf84XTnOboc9cv//7N1JOT4snpA16G/DLeK+YK14nCigS0HiojYrs2h80EnDBbeJ4q/TJZfEWa/Fppg9y06ln3L07q3bXXLhhXANUszf7Z27qPbngoBOWuRsb0qtSSQl85D9l1m8kg6BZc1wcmh7YD9h4t4cVbschw86Y33FPf57Hr8POkn7CBLHyJYAbps6zSrPAPmN4jX1/v67al886TYFs1ShZBkiqK5Wg85bMTDMgILUXlqKfrM+QP+vv9Jl6UmovhS0Keuxhb0o2TYbNc7zAZQgz+8HwzFAZCIHvx9g7UCQU7YBCIQ5CDyPMMcgwAsqXzwuFII9YqIRiDyINl4QJ4cCD3BKPUGOA8/zqmMA0awjEOMhDocFcGEBCIbEdhoRCkTaLUQyG0nn5s2PiYMgFwQfEtsZ8Adg5zvEY2OZUCBkmns5xAvwx7gHgiDA6/WipqYGJSUlsFmIEJkouahBFwQBQdZ4CLQR5lbL9yxHF7ciBJgL6JLKNGVN1BPROtpKS8HV1cUoLBJNgz5t2TQAwMfrP8afY/9MTRvNMEtGweinItGCxOmC8Uk+6DE06LxPP1g3H9APnT/6SbWN1KCDFbC1Uzn61VfLwizLimneSFgnQFq2Ou1MdgaJ0yCElf7FTEBnXS6499sP/lWrolQU74nNTdxZhxLd1tFbry3IH3kEPMOGoeqeewAA9i6dVZMkLmBLoEGZxUto+cgAY5TchHTR6dACuhFp6P+0PUcLowgti+pXozfOQCZx29yqdzpVmBl85aYGXXkOGrZ40LrmLwSbvsO/PuWw4SAOO2+5Vd7PRZFBBZPYKO4DD4T/r79U27QacrP6GJsNe55/AQ0ffqjeZyVIHAHvTewZ+Hvv3zHLeA48MKG6jWjfkhYxGei24V0AQE3fMYDPBtgcQOMecWeLS9Sqte4BQsqqXsjvAHgB9V6g2Q9VehtbKAS2vh6CICC8R6yHbXHAxvgAmxMgJq7hoAtCmIMtHAbrUQIsCBwnH2sGa+fFPLTuIOBuNS7EhYDmPRHNIAN5hmpzAo3Gh8RDmA+jxiv6l4TdYTkPIkWkurUanMDBJQgIaFbpWgQB3iZrGvGSkhJ0s+DLmQykRihXEAVXdSfr7NsXwW3b0HrMQUCjKLAWO4tVPl/mJu5pFtAFRYPOuJymxezl5arvRgK61tw8LGTAAsLMB52J7oNuJqBrNbBMDA065wtBcCmNsHXpgmCJPnMEb7fLFgYAj3BEWBc4SYOur9tRwCJQpzTIaWMzsl4TP2ofdGmBFAA8JgI643CAsUcf0hNZhDDToJP5YYtOHYO9zz6n2s8WFKrdUUo7o+zm8ah+9D8AgFBr+hYiU4U3pEzkpDGQkrtQAV0izb1dpJ9hNKdpITrlB9e9hQuPmBhPpSbbrfuge+ye+AR0i5YGZqXSsRiQSaoWdwJQDfuKFzASwMi1e9GMufJ+ngV8+XZ4WpU0aXLQVTMBfZ99dAK6FYRQCILNhr3PP6/bF2+QOK7RumDkOuFYAL8CAOZtn4flNcsxrOswVLdWo5O7E5w28zlesrRvAR2AnHsXArpveAddN3+C0OXfAJ0HAC9dKBa5+nvAUwJ8+QywTQkeseXH3uC9AUy/wIZzf+UxZJfyGpbddhuKTh6FUE0Ntj/0MACgy5ihKGZ/AkoHAXWKv9rOVQcisHU3uk2ejPx995W3hxsasO3mW6K2vqivD2X7NwOHjQOGjjMuVLcFmPNvwFUsCh/+hkgj9wUummnxOpmzo2kHHpv3GADgjsPuwDE9j0m6zvbEPV/djdaQF3fX1uExjZ/lCV4//nXZXJMjFRwOR1o15xK5aOLu5/xgNUJCv48/QqiyEuvZNUAkQGiRqwg7mnfIZcx+a0ZCQUS6CtZp3nn3/+pL1fcwp2+vpEHPLMYXyMjEnZzkak3cFctDdRR3WNCgC8Rlq/j4Y/y1/hN9OYdDNnEHw4OTBPSIxpdlGN0ES2U4LgBOGwMp6Vo250EXCMsud9CknXY74NAP6av6HYQewc3oVNmcUCAW0yBxhIm7q38F+n3wPrZedLG8zVZUqEqpZ+/SGflHjoQgCKj5z2NiIMUsvuaAeoK9u3V3G7aEkgo4whZ29pbZmHrk1DZsTbaRDg26us4Wq2a/VgfpOAdzj90Tu1ACmF05X6gdBImLAseKC/cSfKsXtgJxMV2b9lMib8RwlFxwAbj6OjR88ima58yx1qxwGLzP+HoKYTJInHanPkicNoBq/jHHoPPVV4F1uwGGgXvoUPg3bABCITT16wJ8PkYuu3T3UhQ6C3HO5+egX1E/fHmueh6XStqdgL53dT4amtzofUydLiUQANg4H2x2FnC7gZbIZN7lFL8Ha5VtAJgdDNhgGJVBGwK1PNgq5c47WlvgdrtR//rrYKuqAADOpq5w23cAeYWqetjdXcFWVcFls8HtVrTPYZdLPtYMe34r3C2NANcqttGwECOej2sVOyxvrbi9sLP5MXEg+ARUBcV2BpiA6jdQgG2+7QjxIXhaqlFVqH7xGwO+rLpeuWjiHggHdG+yraAAtsGD4Vu7TN6Wb89HnU8xQzVfjLC+4p4YghxYi4kST8BWWKj6Tt6bcwaeAwCEhjiDRDNx11yzuDToUpA4Cxp0FIqFnT3L4CjvitBO/UIHZ7fLJu4jB3QCx+4UzxfRoNuMVOjk+oIAOOwsWEbcmFWyosYHnSdM3M/5zbih9VwzGLv+easuKkN509bEm2KqQVffE5cmai1bWAjWpSRSs3UqBcOyKDnnHNT85zGEvHZwXj+yWY9OatA7tsa1fUBq0H1hH9bVrcOQ0uSjLecc6fZBlxZlNZstC+jxtCcOH3SPI14B3ZoPuhmtYROr13YCzwIs4c7LtzTDVpCPqilTENy6zfgghoHngP0BAM0//GD5XN6lS1H98CPG7YhTg85rFg8cvXoi/wh1kFXPfvsBAOpa1BHonTYnvtv2HQBgaxLjqhWyP0pLnNSuLkRrlRvNOyNCkdkKW4yVN4EHhKA4wfe5AE4zi+AjfsXeRb8Rx0QeVG1HEplcaSfrltI9xdNHpkk1SK4656IGNp1wPCcLVoUGUaayLQFb+gKjpQ+tBr3wxBPkz60hZQBcW78Wi6oWyd9jmrinEdnE3USDXnjyKN02qb1jKsbg7sPuBtA2GnSzy8MnGCROl2ZS2z9q+kXeF1SuX8SqJOS0IaTtg+0O+fr06uSCPaLRlY9l9D7o6owUgJNlIM0Zs1qDHordk9Rxzegy7loAQOGYU+Wo7gsHHAEhMlWOJ3CPeIBg6mDJFhWpvmvHN7agAPauXcG43WDy8mCPWBfZSkrARlwYwnUN8bUnw5AadDr25T5aF509vuguhh2KDPige4lFU4/NBXOsjtGJa9BTGXNEW9PtI24HoJ6f5A7xXRdnQHmn+OZmcE1NaHj/A3h/+82wPCkIaxd5o7Frwr8Qrq5WbbOXlQGw6INOTGyEgHquwjc1m55X6xbqsXtUqebSSbsT0CV4jklYOAeAcCByaVgWLR59MATBHwDv9yO4Q9GUm+VBF8LiA8xozQ+trCZmwZyRHNToJEUNqVUpNJj8ZpuAnosEuaDsy1Z8aB84evaU953e/3T589ebv1YdZ+qvrY0ung4kDbpTPQkpvfoqVHz2KXo+/bTuEGmh5+wBZyPPIfrutokGPZqJO6KYuPPGJu7aiZA2A8agH+ZhwNxv0f0/jwIAeF9ISe1lE38/zwi4aoINN96oSOkOVhkoOYGDEBHmpdfQKM2a2sadEYPEIQPPQ5LwYX3jNgwuwFeHEpMOG4P8I4/EwAU/oedTT6HPq68i8MFX+E0o0QfsiwNpwaPblPtRevVV8nYyQjugLKZI2AoLwTgcGLRwAQYt+EnlHy8PwVkVOl8PqUHXLUBRcg5OE+45mwNDtgd0UdyJuXcoZXNJ60I6KaDf8uMtuOyby3TPRCIIRBu6hcMY1EnsG8n+oz2S7wdsZPDslpaoQXEHLfpVFqoBtZuUKdK4YTC/7nLzeAAwdcMyQxs1Prhli2lZrczjsrkyNi9rtwK6gtmNI30W9JpvLpIChulUDIFhdAI6H/AjsHGT+qGRj9dOSCUBXfMwWlgoUJoUbSDR+1jEPsY65ANKBXQ1pIBSQAX0tODn/JCCuNsK1QJvt/xuOLP/mYbHmT6rSuLrVDVRjSAogcs1AxDr9sC9zz6Gpu+SgE6uzraJD3oUE3dSg84LvOoam5oAyybuUvAY9X2xl5XB2acPXAMGAAA4Aw06J3AIOBnUEkpbWzgkD5Qcz0GQ/J2lKO5GPui8+rODJYPEZdNkXR0k7heDYEMbPQxa3crNCkTMTBxdu4JhWTB2O855b22ktkgqubgFYsUHnc3Lh2f//eU9rsGDzA4CADAR1x5bYSGCTg98QWIizCao0c8wpAY9F92DKGq0GnSjexrgAlhXt66dC+9Gvy129Ot469cKGH5CsAkLnHmKWsO5sUF7GIN5fBRIt9f5O+bjrz1/YXXtavMD4gwS1zMUxpc7q1DiKgGQoxp08jdro/xpOHCrev+2Sy5F09zvDMuyxcWwd+qk2hbNBRAA2Lw82RXQVlKi2y9ZKKoeI+09s+CDHtJo5lX7NH2E2+7O2LysAwjoiRH2izeAKRUfqLCBBj1crQ4aI/k+6iaFkfx9ugi7VlZhzPI3ZBByUKOTFDVSGg2HIMBp0JnzGYlI1r4JhAOygM4Y+BV3cnfSbQOiBYnLwD2R2qt1a4kSNE56txysckxG2moRrYm7VqOoN3GP/K+xMCOju5ZccIH8mc0Xg8vw/pBigWCPaNAj5xUYBqsjKbdrDjxcHig5gYMQ6V+lJrIxfNAFAXDaWfkaZ7OsuEKTrocHg/Xd3FjfE+AYoK4AaO2UZ3I0UqJBZxx2uIbsI5qsezzIHzky6nHKdRUwetoCHP7I9whEFqvl9mS7Bp0K6O2KaC46EuPnjcf5X56Pb7Z8k6lmpR1BENpmwUFzSm2Wm0y/U0ZzglSYK0vTdIcgwC0IyHeIY1kuR3EXeCQkf+wxsA4EoMroIRFtPgQAvV58QZ5D2UrVAZi7TZkiB+GNW4NO+qDbbOg2eZJpWe0zamftGTNxb3dB4kgE3myCqzV/12u+w76I8FxaAmA7eK0G3esF16AJ1c/r6wHMNehxzb2jda5knmGyXIo6ZOqDbo6fEyfObl6AwyjfYlZp5XITlQ+6gdBFdpbleeXw2D3Y2rQ1yuCf7rxaitZROwBFWzGWfJ1IAb1tfNCVa+zu4Ya/UnzGtUHitBpz7Xc53YomDzpp4t7tASWKsjSA84GQIhSyigAuMfVSG2wbxuKK489Ed/ZPAMDmxs04yiYeLwvoDKDri1Ur7QycNsKgAlmEJkicU9PtXjLmfoQGvQd7fj2uuZVBwAE84uA1VRD+9pH/49agE3nQGYcDrv4VGPTzz2AYZUElFs2BMLbXiRPVTTWt2LdHERHXKYtXRaA2Uc3FFJUUNdr5i9E9/a1K9J39aP1HKheqXEUQBFz//fXY1rQNJ/U5CRcMvgD9XKVGBaN/j++kAPRR3P1aAZ0LwWXoi86I83dy3m3YHnIuH7u9RnOC6GmyrAWJ05aSBfSQV5V6LDcQf83OGNlWSOxlZbFTRnv0AfrM5kP9Pv4IrgEDwLrdsmKT9xMR3O12dLr4IjR9J2rr1QJ6bB90PqJB9xx8MPrMeF2M3m6C9pnhBZ5q0JOlakkJNkz+FuHW+AfVlkoXqpaIWjmmUzEAIKy5Hw0ffICqe+9VbZPN9XQ+lyYm7hZ80LPByor05aUCuhpJKHEJAuwG94qPM4gJRU8gHJAtrYwGOlKgLXQWwmETv7dpkDipvS715MOSBt2m/J62juJOWixoTdy1A5epBl0jg5EadPJ+ygM4LyhRWTUadAAQWAaNzkKwjLKAsbFhI8J2sZ+VihpFcReIiLMCL0ZxV5S5WdDZmuDUDGNNriIgEv+81cMgbGfgC6tT0DT5iOc/GQ269CxHIsTbCvItC+cA4A0q7djdFGmjtFiT5Rp0P2G5YKRtpeQWWg16NA1ugaMg3c3JCCE+hF8rf8Wull2YuXomLv3m0oydW+eDrumTzd6p5t/XYt3H3dC4LbUZcIzudyotC6Rfl2ePLBZD0PXLucLr+cWWyvEAPIccErNcPAK6raBAFpqlMnwrYY3AqWWqeNd5haD4HDAuV1ThHDAR0InFi1TEMDCj3QroEBhwLQE0LqvR7zOboEde1B0LOiub8iNaHSvW6Cb+4pKADm0KnLiiuFvxQbe6PT46sga9sqUSz/35HPb69hrulyZwLkEwTBeUvle34xDgFBN3o3eGFNDdNrecGzuWgJ6+LGuC/Opp86BH06BL7Y2mQe/kMjbnTxekgK41cdcGwDFNs6a5d6SATkIO4HwoEgPEphfQxTpKwbIMhnUdJm8LRQR0aUHAaDFHNZYKDBwsK/qqI7UTteRRW0LZjCYggnpQavC1qL7vaSHN4pN45iUNutZFyyKtAeU93FYrPjNKkLjs1qBHW5Ci5B5aH/Rogf+kQJ25jvY3NgebYVUznDiSBl2NzsTdxCpl5xPvQ+BYVC4iNf1m7bEeU8boHdY+Eyri9EGXfp3H7pEX13PSDx0AazF1WWMBsI7bFbOcoYBuorAg50lSHB++lbiOkfsim7jHmWZN8kG3EqROO4/kBV6eYwLpHRfar4AuYxKRGAAXtPBiR26g1gfdEDMf9CQ06PGlkUiPZpB8QDvaJOWqb6/C//76Hyb/OtlwvySUuE2W8LIghEDOE+AUDbqRiTupcXbb3bKAa/qsylWkTyCTo5Dr3nnzB8IoSJxWgx51MpEqyEkUGYNHI6A3BBpUh+lN3KUD1RuEsPF9YZxOOWKr1DdLQeKk8x7d82gc6X4YAlcAlmEwoGQA+hf3F8vYJK2sWJ+NYSDwArggAy7EQOCg0ubzYQZOG0OY4hs2KytgjdqmEdD/++cTeGfNO/L3mmblfgjyUJd4kDhLEXcNaCHS8OyokzTokQ3ZLqATDww1cc99rASJk8h1DfonGz7B7C2z47D8SH0HyADI8wuAICAEIKwR0LVt45qa5BTGAGBzxRjv4rSGM3qHTbO9xIEioEcWJhhG1qLnnIAeGSPyDDKHGNHqAlbUr4pZjsk38EE3UViotkuKzbD+Phlq0K0EiYtEcWdd0VL9iWifGa0GPZ2WVR1AQDeCwZ6nn8b6T7qjpZK8QZItH2EG6Yz4P1jRoBv4oAsC5EmIdoJjpWtRAsNb8EHXbbdwAguo0qyloDPLJXa1iCuDy6qXGe4nTdyNoBr05Nnr26sEiYulQbe7ZQHXXIMeeZnTKZBJftCaFWJt/k0SoyBxNo0fWEYWyKKZuMNcQDfLg641Y9ZeE9U+yQ89okGHzYatjVvx6spXAQADSwYin+kjlpXWQCLXi4+YwytR3IHqX3ms/6Q71n/cHZvndFWda/PsrqKJe6SerLK21vigswZyrGAwfP9nyX/kzzvrfETZxK0E5HgA8WjQiZRrpAa92R95frPSakEPaT3W0Ran2yNac1Rtn0VOxiU/4lykurUak3+djIkLJiIQNsiuYVEznDCRYzvVMHjjvxyu/4ZXac89kTkxeb1rZ7yB9YcdjnXDDpa3uYqIMdysPXEsuBtq0KOaKMfng07OTiTfetPsJlmO26KA7nXp01AbwXrUArogCOZzAXKsiSIoMYkGiZM06BbysBuZuJPZANK5cNtBBXSg9tXpAIDqP4ugfQlVMoAjDg26gQ86ubKjm+CkOg96mnxrqQ86UOQsMtwumbi7TQaP7J5+tj2CIKDOb543EwB+3vWzokE0eGdIjbPbpmjQY0ZxT+PNEeQ86FoB3W9UHIBJFHfN6JQJLZ6qG9GYuJMCVWNAHSTTzMRdXveM1NV53Di4990X5ZoYHoBiBscFJRN3G6797lp5v4N1yN2r5GMuXS8hIqBL+1mWQf3fSnuDzXoB084IRJC47H1bjTXo0QPVbNormrxfOKIXQlIFSQSJ07loRYEc60gB3RtJtZYrJu7kM0E16LlPfaBe9V2r/fp4w8fyZzJndq5BLp5a1uCmYbFs6FKxzzjxL0H2P2cEAfmRfogUfmoee0x3vCM/loojeQ26aaq3ODC6cpKAHs2NIjsRfw1vUej1uhhwFmKm2YqUOfSull04YdYJmFe1wLAsKThz9Q26/X1mvB4pJ2nQ4wwSF4niro0RZIRWQOcETj0uUBP3FEPeKNJ3IZK/mLzZvIEG3abJ5UccLn1SthF1pT8PutXt8dERfdD3ePfgg7UfyN+LXMYCei5p0LNRW/W/v/6H4z44Dp9v/Ny0zMaGjbIG0ShmmqkG3czaI91B4ggfdO0KLWm+R8LxSk5Y8veI/oIKYSGckgmFVaIFiZMmgZKfvNlERNtce+fOqPjkY5T+8/90ZSUBnQ9JJu4sdrcq6SydNqcczE1aaJFcHGQTdzIPeqzfJyiLIFmlQdf4oFsV0AVOmXBs2SNOzLuWNuCv4vpIVZnRoKsEdCJIXIskrEuLIlkuoNMUo+2Hn3f9jPk75qu2aQW2hxc/LH/mtdEtcwhyntYSajEokRkfdDsxJEgR3N1EStpYwqu6u0qPD3rUOa1lH3SGbAkAJTp8rgaXDAjWxEOesabAtBUrc+jn/3wetf5afLVjjmFZxqGMH6qUaAD6vjVTTvFpmAfdApIlY6w0b4D+GRUEQW1ZRTXoiRPrxgkco3oJ96wsVO+PTDTIB9BeXq4qI8n4hnnQk9Wgx0V6BA+ViXsHEdBv/uFmPLT4Ifm7mQZditDp1szuXZGJZ5yWN2klI/7LcfL88ucBAJN+jZ6HUvY6MZDQSYHWZXNZMHFPv8+xLNS41AMAm2dsNklOHEif+lp/ra7sv378V1ojh6oWMDQCOvkMSQJ61zzRdFw7kOncESwIzJKJu6xBt6uFUAfrABd51/Qm7pJJvfi/zVIQTl7phrNwAUuCMRTQ9e8CF+guf95RL/ZNVdyvSfigm1uDRIMc61oCHFzln8HV/SNZmy4v/GS5gM4T7aMCem7z9B9KfmazOCVkUM609rFphhQKtcE8zUl9/+cIKn2wZOLuIgX0WMJrrCA+8fqgxxskziqRZpD9tCSg55yJu3xvrMknTg7gosTWkWALlTm0tNBvJtiT44fgU0fBJ8chWYOuUbSqMPJBlzXoscc0bS57TuBUigrqg54EfNDo5SNulCb6X+1qjYDuiAQpIh5AR48eqjJfHW7uxChr6B0OnYAeLTdi3qGRtAVZEGWsI2rQV9Wqg16YCeiSAFWqmWjmRzqFbEqzlo0CukQ0rXCICxFR3PX7SQHdY/dYFtDTaeNuJtR0uuhCw/IqAZ34PbU+vYD+w44fsKVxSyqaaQzpg05aG5mYuEsCeoA3ieLOazZEO3WeWoMOm3qIctqcOhN36X5LGnTZ/9/K6CYovzG7NOjqp9NIg27kg04uSjR6xYmDzcYpAnoiPzIRH3TCWqzB1wpn6W9wlvyOhqAmV262XXQNpBY190xVKSRk3+W2i6mVtPe0f0l/+XMux9shU3sZa9Azg0OlQRf7K5cgwA69ibsRljSjcQjp8fugW8NoeuJkxbE/V11jgha1S/awYNHEXZGtpDG3xW18DoaIYSLlLJf3EWbpxibusZF80KPFw5HQpsnjBV41l07nuND+BfRQ9DdcFKD1wd3k/RETdzuRP9fRq6f8+eMjGfkh47xBePc4IRC9Ch9ZIiJTDAiCYKrJ6PnMMxi6dg2Kx5wcKSsfZP4j5ES1DILNgL/BHvuYOCAHqlw110kWs8WUvV4x/VqXsLqTL498zyb9kHYg+nrz123UkvggNeiMzUCDbjPWoMeM4p422YAwcXcqg0nJRRfJGmIt5GIC6VNvJKADbaPN402CxJlp0HXX2cIYKgWSIX3QSZysgYm7rEGPnC5KmjUdPJeVedBfq1qIw/v2wmqnA2ZB4kgT98CekwAALsKLqsEXyfXKhpV13nh/I+GDzsTjg07ct5aAMsHZtLcBnyzbKc88hAy6aySCNs1aNroJUeLHYxPnY9p+1BdSntVc1qCTv8PQB93oOTbVPCaAIJm4K32wL7Kg6uETNHE3bE8032M9hibuURdirF0DQwE9VzXokV8Ttpi6zMlZM3FnCwkBPXKlGgmDQme/fsYHcur3UKVBJ4LEmbsD633QpSju5PzMDK0FCi/wqnGA+qAngRCMZeNOaIjC+rJCxBcin3AdtXcpkz8H7Yzsn968fCe2zeuCxrXKzePDYv2kgH7jvBtxwZcXGN5YWQBJ0Px904cubJnTFeFA6m4tOVAZRgQ1IcSFsKF+Q05OaqQAHxJmA4mUH71LpBO5u+xoHOoP4srGJgDZZeKufd7uWngX/qz5s41aI0IKo0ZwvBiQw3IedCtR3DNg1SCvmZGZGyykWLMxNlVqtV6FvcR6NG1OpyWLSrAlLcc0GnRJQC/PE11+zNKsKeuHCZi4awV0m9PUxJ2zq4P/WTFxFwQQedBjFs8IvrAP0yrnwceyeCPit2dk4s4wyvvMB8R7IESiXgTDPBGQLawsQSfhg65LGRgF1+DB2NMcwBu/bEF1s6LBY9ggbpu1QnkWsl2DTgjoAoSstkKiRMeKBp3UluXyvSbNcttSg076oHsJE3dH5Fb8vvv3qMfHqxmNRpg3jt+SNg16jvugcxav/YEHn4qwBQ26o7tieSzNcUgBXTBIo2YEKVSr4nrFMZTwch706Br0On8d/t77t2obJ3BUg54qDE3cTSZunE9flo+YuBcQAjqpBQs6FB90iaZNxKCuEdAFQcDPu37Guvp1WLXXIHdgJK0SIwnocQSJk81CAYR9bIxjrEM+jPGsBt42/zac98V5+HyTeQCwbKXMU6b6HktAL4sI6Jd22h+v19SjIGLyzmW5ifvWxq2ZbwhBsbM46n5JcJXTrBkIuaSQ77F7YGeiC+j6dyvFkFpHcrXXKMJdBCkYnHZh6OGjH8aZ/c/Eh2d+qNqeVvNL8hKTq86aIHFaE3ezNGvaPOjR2FMSMTcPGfug21m7LNPZtBp0OQ96pM9lACGWVbYgEGnWskNY3FC/Qf7czLLmQeJsyqDksYszHT7yjjf6FOGdQ5DwQY+vLQLHQXogrKSk6ff+eyg++yx0f+ghPPfDBkz5cjU+/2u7vJ9hI+NHMib3GUQ7oadm7rkLGXlZEtC3Nm3FvG3zZOGdFGxz2Z2PXGhIPA938kHibISQ542Mu25BwAq3OM7NWDVDOcRoATBWkDiGgdKZRG+R2bsbdSHGUiw94/wfuRvFPUIM99q+776D4rPPQte77oqaZq3ojDNQetVV8Bw8TN4mKRwCTuUcXHOz9lBDSKUHOb/SuisbHKmU9YljJ5sXPVPDcR8ch0VVi1TbBEGgPuipIlDjRfNOd/SJieQvHDDXoBcQbgikNjxo1+cAJJWCsgY9ItSTWkyjjlPRoIvHte52I9hsYXkKAOkqwdpTN/EhB6p4Opv5O+cDAGaunpmytmSKEleJ6rvZSygJ6J0JMxxBEODe5kBZQ3YlbjJaKZYmKm1FscuigC69mjE06NaCxIn/pfXeRCpX+ThFsYpZuXclAGBI6RDV9l6FvfDIMY9gSOkQ3H/E/fL2tpg88jGCxJmlWYvHivlV71z1BkMfdEmDHhHQpSju0mMg+6AzaInpNs1bivaeScgUSRsjkxEjE3eGVQT0g3p1BqBo0CUBvchtR5ALJGziLoSU8YqMrGuGZ9gw9HjsMTjKu2LhBrFvZBjiWdUI6FkfJE7z8NJAce0DadxbsWcFJsyfgLnb5kIQBDltKpDbAjpplmtdQE/vbMUbeenNUtIa+QOnUoOu9SWWiLbYHWplULchz/IcnCGuYc6auEfuj9G43XzzxfLnvEMOQY/HHoOza9eoPug9HvsPyifeobKgM7Km4xsbLTWPNfBBV7XXgqsG7xXfD8YTfypFrQZ9W9O2uOuwSvsX0He3YufPpWipIjVTxi897zfXoO/qrGxj8xW7jKBdnYINAFiin5EEdCn4ESngGnac0iSe0LZt+rrckg+6qv8REPdkzIxENegSG+o34I6f7khJW9IJeW+kzlXCLNBHc0hc9SsiJpotu5wo+KEQL7zEidYVWaKZM1opbmszvgJngfzZyPz2iaVPACBMfA006KSAXuIqsZBmTXaATaDFViByR9sIoSaKILhyjyigDysbZlrmwiEXYnCnwQDSLCiYBInTmrjrgsTpTNzj06ALgoDtZeoyRj7onOyDLm6TTdwjRck0azFN7wRknQadzC/fzIqWUKSJe1N/MQYKY1M6/IKI8zkPDn9ur8euBnFfSZ4TAT6gmLjHqbEmzQ7jChIHYFDXyLtNCOiMTXxGwlI7qIBOyRDkcrnkgy7x/bbv4ef8qjJtPTYmQ0wTd4vpwxJGEHQCnk9QNOj7BfTzSENz45g+6LAc9NVMQI9m4l75sxPVf5Rgx8LSKDUrT42hiXvOatD1m+xdy3XbGIZRArQaoB3DAb3LHgDkHXaY4fGOnj1V31VB4ux2eU5oNW87APCRyPBSzJt40GrQH1n8SNx1WCW+ETeH8dc6UdjDTLgUn0TOQIPOOcROZdYxLMJ2HgPOvwIVffvI+4N2wK45zFCD7rGmQZcEdKOHOhYcYYafyrmmygc9wdXAOVvn4InjnkhVk1LOtD+m4bW/X8N7p7+H/bvsrwo8Bpj/bsknn1wV9tUoD0Aoi0zcjSaX1lOwpAfSpDvEh3QLI59u/BSAIqAbrbz2L+6PImcRBpYMxHG9j8OKPSsAWNCApFMek9pLmGgbmedLVLVWAQAqiiuiVhvbvz4FRPFBl4LEBbiAPOGRBHTJx0/2odf+3BivQrW3Gi0agw5tP+iwORQTd20UdzldmmLiHlNA5zgwEAs98s1aXHtMf2vB5dIIqUGXUhNJJu4NecCaW68AfiTMxQEUuVxAq2jifu6Lv8rbiz0OBMIp0qDHkWYNAPxSTBdSQI9o/f0cDztyK0gckNta1Y6OkQ+6xF7fXp0Al9NB4kgT96BFDXqKFyilua+EP9IJuXgej9TV4+xePVTxVmDXd9ZCzCxG1vtqMwE9WgYZb7XYpmBT9PgbRnnQc9fEPaJBFxgAAv7sz2BLN2B5fxZTjjsKXW4KwzNsmOoI3sYCIN4Xhon6PJH3vc87b6P1pwXocuMNqH39dXj2319Vts+M11H/3vtgC/Jh79oVrFv97jJ2O4RgiAj4FDtInCygmwTtNcJtc8PP+TO6cNdhBHTWwUMQgMbNeXCt22RYhg/oL7xk4u5zM3jnBBtQ+xbs/fthn8j+Aj8Q0qY3dxJB4ji1Dzr5ss7fMV+uR0KekOomibF90NX9DxPjGOuQmshkzHUEQWjzya8Zr/39GgDgv3/8F6+Nfk3ve2hg4s4LvLzdRWimGMK9oMueSEeVBb/baMLR1gI6qf32c36VgE7eA9kH10DILXGX4McLf4SDdYBhGCWKu1l6Ews5O5NCEJSxiRQwo/igy64Sns6mZYDMCOiqq6NJsybdkwZ/AwAxqF1nt9LmIBdUJr86AT36da/z1+n6Uhho0HUm7nKQOLGMdO1DaIkpoGt7yM17WzGgrMCwbKYgBfQwwyDEc/LzP/MkFsM7dwUQgkA42BdGfDrBqN/xfJcNQS4YJU9JdISw9A4JcS8a+4JSznPlPTx3eBfMmgfCxD07rBbM0E7Gcm+yTTHCY1dr0Pf69urGwlxOs6YycQ8bCeiWnKuTaIGA1mp1PJXyFU5cspaDsw/Q2SaOI7zAw1e5E77vf4DQqp+L6LTwex1oqXKjqK8PrVUuILQVDB+Gx2c3NZ2Xj41MkHsW9MSsM2fh7oV3Y8HOBdjcuBnnf3E+rjnwGpza71TVMYwNkB4DX50DnlKxLwt5WTTv8KC4vxc2QQACDMYs5VE3QDlWGpdyNUicdDmDduD948S+3+PMR9nN4/Vltdl1YgjopBzgGHYAug4fDgAou/FGXVlnnz4ov3OieV0OB4RgCLXr8lE6qBXOfNOiAIBQVRX8f/0FILYPOkmBswB+n18nGzjZ+Bau46HjCOh2Aa27XahaWgIsvV21T+DFbNWGGnSDtE6Tlj6IWZHP9QWARyOzsg5CQJfSrEVWasiX9YcdP+B6XUMlH/T4NehhHyGUp3DeQ648JyOgB7hAm/s8x0ISfLTCrNHEjPRX8xDXiCVMKibOBHBXihuZIEYrf6QpXFtgY5TnXHuNyeuraNCNhVxSsI9l4p6JtRI5Dzpp4h7FB11KpxZTQI8EwEvrKi5j/FlggKZgE274/gZ5glvsKobLrkzEVO+45kLHWpzzh/06AZ2x633QOd6vql4JEieZTUfq4+uiBq8RfxSPMGFmzWeBwEiauANAALwsoPMsYIcbQAj+yovg7v4hAntORVF/SUBXj2EORwDL9/6FwYw4NsQdlC0sCdnx/w4pijypQe9bZsO5B/cEfolsyHITd63bTS4LbR0d0nw936Gexdf6atuVBl1l4h5smyjuu35Rm4UPWObEAAio2+SA8yTlXuz4v7HgKquMK9F0V9t/6gw+xGLvqkjKrj9XRvZ0xdBzordHuiYeuwdFziJ57jF95XQAwB0/3aET0FlW0QtvnVuGoRdXiu34sQuCzXYEGu3oDqBkfj6urOSxfTULHCuWlzToueqDDmLMkchzGGuceSMBPQqkiXuQC+osJ+NBio1Sv74A9evzMfQqjWJG04dvv/Iq+TMbhw96gaMAe317xTRrGYou1e590CVYuwB/g4mZSmQSwvsNgsSZ3Ih+H32ELVefhD8GMXofdEK2lqO4R1ZqTLV6Unl/ZPKp0fIJXJSJTOQB5HyCelOW+KBLkAJXtiJNwLQCkNF9I6+Fi7zWOrOstp/0A8Za18QjvKYGMq+29vkgJ0zRNOhaJIHNPEhcmqO4Q5CFRDJvu5mJOy/wqPWLAnoXd5eoNWfGxJ38rPZB/2XXL/h518/4btt3AEQB3c7YZZO1zY2b5aAp8S6E+MI+BLUCutbEnXXIvuJaE3c5UE3kvobhM0xPpkIAQkTfmg0WPloB3S9wYCOCtcAALMTJDO/vCe+WCeBa9kGxpEGHepxYxz4sHyd+SNAH3TCMfHRaQg1wlPwGxq4ICC3BFgwqL1ACCGaJ378Z2nEgl4U2ioJW0GgONeveu5z2QSc06EaL8JYs51KQB90Ilx9yHnQA5sI5NCbugiBn9zApHbVJUm54aXE5VopXAGBsxnUGm8VjWyrdAAS4KsU5R59Kpb2S0Blrzp+N8IA8aJCu3VrLEwmdBj2ONNHJLmCwblK4jz1+B7duVUpHBHRvyItvNn8TdTFLWtTjBV4XxT1d40KHEdCZKFHNJT87wyjuJh2NZ//9sOXkoRAYvYBOdk5ykDiPBxzPxQwyw9XXix80DzgfiD0hFzXoqSdVGnQzH6BswlSDbmCmJAmUdtYOUozIVjdFI+1PW2vQeUKDpn22EhXQY0dxF+tIp2wgTywsBIlrCDTIk8FST7RgNBkS0AnIFhtdrhJXCRiGkbUFY2ePxRmfniHeuzhN3P1hPzhWPSEQNP0g6YOujeLujVwTKUCfgJBOrrTladog8AhxhHtK28vnuqBOXoGTFxp4BrAzem1DUcQvj9GYuPuwW/U9XoFYGhsZFrhyxhLMXbU7xhEKjfnvwN39M3h6KCkCQ3wIRW4HBDkyX45p0NPw3gkQsM1uR5YOG+0G8l7m2fWawPk75qu+5/JiDDl2Ggkddyx+UH9QhhbL7GGgfnUBJr3L4cq50a9xoMGBYEv81qRGSNdEEjJZC2ZBRpck0KiM6WYCPKAI6Et2L4mnmVmAgKYqF/7xS8QNgdSgG7w3ACDY4xMlycWvZANvsm61K0XEW5BAdDnc+3M1qh97XH1snih03/PzPbhz4Z2YtmyacpTm5ksZh3jwusW7dFlJdBgBPdriGi8J6CH9ZCFcYu7QIK3Iac0oyfsqCehbg7sx8r2RmL1ldtRmOvv1Ez9oOg8+GHv4JjXoqdQOqlaLkvDB83HRBfTGQCN2Nu9MuP5UIA3KsXwPV+xZgVM+PgUA4NbkrtYGR8mWgd6oHW2uQSeeLT+n1qCTGnVJgxgt0JqE7IPelhGXDYLEmdkJSz7HhY5ClU++EdJv29y4OX0r86SUSl5vA+lVGrS07W4JtujLx7h1Ps4HMIxKi65N3+JknbIZutQ06dyefLGwYqGnF9B18ALChAadywITd+172iyEVSbuEFy6Y4qlwDmMscBrGj8nBkIoYuLOCPhx3R6Me+sPy8dynlW6bWE+jDynclOzPQ+6ToOeBq3qt3YeZ/Tugf+WlqS87lzgrz1/YenupWk/j1EedJIvN38JADik6yEAgJCQe5pPCXLh3WiMX7D7t0w2R4XLy2LPX0XYf5uAMX/Efv+3/CBalSVrbaMV0KMFh5MwSvO2/SdlET2agC6Z0K+vX4/drdYXNrOBqp86oygyXSflG23wZAlBY+kWa5ZGzl2SjevBaAT0rV/oF7ADjXbs+X4X6mbMUG2XLJvnbZ8HAPhq81fyPm1fX+wU5zocz+meHe3cNVV0HAEd0Fr/yUhaAoFTv2ylpx0WVUCXbko0P0fJJOeTyjnwhX1yMLK+RX1R6CiUy3W+4Xr0euF5eA46CIDaNBYAhEC0wUIfJE6KwJgKyIcxwAUS7ihjmbgf/f7RGPPJmDbtzCQNiVbb7A178fnGz+Xvdy1QHMtdUQT0oC17fJCMtD9NgaY2aIkCaeIuRcSXILUAsqmyhVVvyU/bVNslaWXTpTEggsSpTLRNFhekwcqKH5b026avnI6JC8wDp6SO6EOtNGhp3wEBgl6et6BBB4AQccnqeLWFh6hBNw4S53ZHDuSlNoRjmrgLgqDSoIeiuRJlCO3E4EnfZjkPOs8ANugF9Dw5wjoZSZd4nxI0KRcIH3TWvRNg9JMpozoFQQAfKtJtD/EheBw25bHKchN3rYtbU6AJLyx/ARvqN6TsHA+5xXs2s1h/vdo7giDgsm8uw1XfXoU6f13azyVhtBAqnX9gyUAA2bOwngikgF4fqE+wluSCxNmcqbl+vDey8BqMMY+yGCROEtCtLOAbrceFvYQGnTU/r5SZBUDOCegkVrKXkT7oPZ54IuaTQ177pE3cPbHjWnF+43kj6/GoFgsOKjtIOUZz84tcYv+sNXEH0ue+22EE9KqlJeACxj9XCIiTDu17ln9ARdRVNumF1z7AAi+gZkUhdv1agkCT+DJ7Nc+Qg3XARjiruwYOROFJJykFtCbuwdidnUpBnSYNOpB4VEqrD/GqvXrNS6aQXkrewPTyvl/uQ72/XlUO0GvQBUJAd3JAIEt87420P4urFqPGW9MGrREhJ0GLqxar9hmZuFvxEY5lBp6RIHFyHnQyzZpx/yO102x1moT0m/t++/dJtNAiMa5ViasEgH5xQRyA4wsSt715u3gsoUGvCqv9QkUfdPGzJKBL1yQYkWIF2XcuJAu2cht0Z+URzDINuva5/Z1rVJm4Q9D7TuZLuWEJDTpjb5Y/84kKxBEB3WdnkF/xPPL6voo1VU3496wV+PqvKrzw40YMf+h7bNmr1tIFwjz4oD7gYYgPwe20KT7xWbAgEg2tkPbC8hfw8oqXcd4X56XsHI1Et7C1cWvK6s0FyLnEHu+etJ6LXGyJ5n/cs1DMuxyPtURTsAmPL30cq2rbbu5CIll3xoe6bxB4AbuXFaFxq/VAWmrEl9wfe1izhDRPN90foy/RCuix3FUEQdAJ6JVLilXfmSgmWhcPuVj+nFPpGTVjRMxAq4AqRV7eiOFAKPriB3k9HvzNwN0iDrQm7joEAZxJ7ALG7VZpvwuditJU2/e7baIQx8NAQKca9Pjx9FMmCHyQRd164/Q5ciAc7eSMZa0J6JqrGGpmULumEE3b8xCIBKbzap4hB+tQ+cB49ttPtV87mY/qgy4AfIiBbiEqRdoJXmN6kOiKVzQBXbW6bUFQSReyD7rJ4CxpTsgolLFM3P2tbaulljAaJMJCGI8vfRwTfpzQJkH8yEnTiyteVLXBUINuoceK7aedgSBxRhp0E+2/tJocy7wdsBbYJqXEEKpL3CUA9Br0EBeKa3Sp8dZgxt+i+Rlp4r4r3KBuDhhFgx6pX05nI/VT0n+CgYm7QfxGUmse4tpeQDfqe6TfcWPvUyAI+gvbySNef4YRIF0AlhDQZeI2cRefzRabeOFsnh0Y88xCfLxsJ256dxme+HYd6lqDeHLuOtVxviBnuJAQ5sPIIzTo2R4kTjv2rdy70qRkasiMVUzbEOSCWLV3lc4ij9yfTsjxwKyvZcCgR34PAPFp0J/54xm8tfotXPzVxbELZ4BUxJbxrt6G+vUFqPytU/xTScKKLFUCOu+PPj/ho1qZxi+gi0KmesBo3Ky2qBUX4o0vzpDSIRjSaQiA7LGiTAQrGnTSxJ2x21F6+VgAQOGYUw3Lkxr0P2v+TKp9MQV0iPKREQzDqJ4DcjzSWtFK8hrP633QqQY9AYpG9LUUVEoIRjToGgGdiSKgC4JgqkE3eu+1ArrT5gTLsLjhRhuY155UfM+Vs6vrjBEkjgxcIbYvavG40E6iEh1Io/mgky9JxoUQsh2Rl1Jqz/Dy4ar9a+vWAlBrA6OZuANA0GcwUW4DzAakb7d+i3nb58mRuTOJtqNbU7dG/qzSoEuvoYXooHIUd7OUSOnOgw7i/bMQJE56n6zk09S+G83B9D5bsbTeRU7R7Ev7Dlz01UWogWaCG6UucpAmNei/NK1XlSt0FpqauIdY8XzStecQjO2DznEIE0J5OAs0ukaCgfQ79i/qi7CBlr9INUkRfwPjUExbhQQFYskHXYhxIbXXrclvPFkO8SF4nDblWUgySJwgCJjw4wRc8+01aRH2teN/qtOECoKgekbJ/q+9cffCu3Hx1xfjvbXvydvIuUS6tFAAsLp2Naq91fJ3MwG9i6eL3JfFk1Jvc+Pm5BqYYowC8h7Z48joB2nfH6K7DvviFxVkAT3KsMYD+ORIa+OxEIgu5MaK0xSvgM4HY5vA88HobZdSkOaygN7TYe7mK0POqex2dP33v9Hn9dfQ49FHDYunMj6Q1gfdCKPo/72ni+n1yOeA7O+147AsoBtp0HNdQN+1axf+7//+D507d4bH48EBBxyA33//Xd4vCAImTZqE7t27w+PxYNSoUdiwITk/L8ZhQ/6AkpjlzDTojM1cQA9wAfmFL9XMkXmDiYLXpX6RnTYnWLCoLWYg7NNffwKNEBG98xFQuaREtaVqcScIFoJgWEErRCUajT3acaTwbkWTmC60QeJuH3G7ar/kV0RaP7htLtRvzMPOXzpBCHNZq0HPxrQx2kn1X3v+kj+rBPTI//EEiWuzKO6CIK/aqYLEEW3/YO0HOOPTM7CzeaeiQY/TxB0AKlsqU9DgxClwiFZJWhN3b9iLH1jNoBVFQO/k6iR/VgWJi9z4F096Ed+c9w3cdrdsFS0J6NK5/dKCgBzFPawzcTcilGUm7tE06AzLGi4iqPrMiJk761JMhkkB/cd1NZj1+w78e9YK1DRFn1gInJRmLXqbGc2Ccr03ZBiwLsSH1EHiknwJA1wA87bPw+Ldi7GrZVdSdRmhHf/Jhahk284LPFbsWaFa4NcuCLcn5m6bCwCYuWqmvI0UXCyl/kqQi766SPXdTAnQ2dNZdj2MR4OuXaBsS3iBN5xrHdPzGNX3uvX52LWoBKbTRKK/DjTGOydTxsBoAvrGHsDC/ayJITE16CaLghJxm7jH8nkHRNPpKP2AZBadywL6Ee4ynDXgLPz3+P+almE1GnTG6UT+kUeCdRsvaJICOmlWngixfNCFMIfqP4t1291DBgNQPwdku7TjsDTnf2v1W3hnzTuqfTlt4l5fX4+jjjoKDocDs2fPxurVq/HUU0+hUydlUvb444/j2Wefxcsvv4zFixcjPz8fo0ePhj/GSxkNxs5acjiVNeja98xmMxXQ/WG//MKv7aURpg3eV50GnXWCZZUVGR0aTaFgEGFePl8whGCTugMNNtvRsi01Arr2GsQaSJdULUFViz63ZbRVJnKfdrKXSbRp1qRInOT+5TXLsaN5h7zNZXNi9+8laN7hQeOv63R+SyFf20ZKlyAnHMf0PAYXDVFPWrTpnTKBthMkg6mQZnqyoGUlSJxFAT2d6emlV4ax2WAvKwMAFJ54orz/ocUPYVvTNjy+9PH4TNwZ9cQy7WnyYiyIFDhFAd1ogipoD41SFbngFTKI4n5kjyPRu7C3WK9Ggy5pNb1Q9+OcSRT3kouU514QeLWJexYI6EaaO9KCxEiDrhI4JAHdSQjokf9bA2FcOWMpJn70Fz5ethOTPo/uMyuZuMcU0DX3dvbKKoDRCzhhPgy3g/BBT/J6k4JIOiyvognoTcHkFl7fXPUm/jn7n6ptbbk4nSmkPgNQCy6ZHH/K88oNtxc5i+Q+Np4FbSsBPjOF2TxLm/u9elkxmrblRXJ5A7oBkVN+f6Ah/ndL6ocDUR7pLw9nUVuomMG3RJqycD/9YBFTgx7DxF0aK60L6LEtRbXKGC3Sc5FTArpGEHLa7Xj46Icxqu8o00MYYvxmNBHdjSADs5m9i1YxWwSQaFlubN3CeMT3wUxA1z4f0dLy5bQG/bHHHkPv3r0xY8YMHHbYYaioqMApp5yCAQMGABAnXNOmTcN9992Hs88+GwceeCBmzpyJyspKfPbZZwmfl3XYDQX0LldfhgHfzYXdEwkqJE1C4jBx93N++aZUlzK4+Tqb3KkYuTEa+qBHLr/RSrzOtDTKKh3vI7TPBUo5f01qNKba9kUbSJfuXoqr516Nsz47S7cvmgadfMCtpL9IF1ofdDKQHyC+wHctvEu1TVolBQCuxa9LzRH0ZV7wNUKa+I8oH4EXR72IMk+Zan+6zaWN0D5b5KRXtWgjaxBTESQuwZxTlhHAcxENutuNAXNmY8C3c+DeZx9dyQAXSMoHPf0Df/TrnR8xfzPS/ut918zrIoXSoF0pxzHAvYffq3oPtT7o0oSrVQgoJxYE8EJIF8XdzwDdJt2vbBDUfudcFuTllhcHiXdDef5ZQy0/uZDo7CSmUGKdtfI2SSBu0WiZVu5SB+HTokRxJ87JGE+E1+5uwuNz1mJDdTNeWbAZDKN//0KcOoq7wCU3RiVqzWUV7VhEmknX+mq1xS2zsX4jnv7jad32bLRySjWS1Q2gNnFPV8pP7Rgzdt+xOLTboYZlC52Fcl8TT2CvbNKg1/rF55JlWDxw5APydrNFBDMhUwgTAnq8GnRBicPidxjX/9P+DBYPYeB3MfjXtTbcM9aGa2614d/X2PDBMXrRRPBHH+uEWCbukcB5HkdEQNcshJa6S1Xf5QWBaO49AgMhbL4wIGvQw9kjoH+z+Rv8uP1H0/3a98XKnMtGCuj22Is5ZmbliRDLB11lxUgeF9G8k+kUf638Fdd/dz3+rPlT1Rc/esyjOmUdSU4L6F988QVGjBiBCy64AF27dsXBBx+MV199Vd6/ZcsW7N69G6NGKSs0xcXFOPzww7Fo0SLDOgOBAJqamlR/Whg7a+hD6R7UH87evWFziw+inGZN8x42CAE8sfQJw/P7wj7V5KC6lEFr5DkxmuPpBHSbQ26b4aCsW60x7ySkjothAcaulAvUpUYA0bYv2kA6d6toxmZk8lHdWq36Pm/7PHy9+WsA6olWW05SpE5baoOdsePmg2+W94f4kM5/ppDw0RF4XmcylgkN+uKqxdhYvzFqGalTlCYgpR71gNQSbHsNemNAERiMorhb8R+PmWYtzRYaYvTXiIDucoHNz4ezb1/T8tIkNRET93QHVoplgSRNto2iBuvSoEepirTuINOscTagT2EfTVm1Bj3PLq6EewXlWrAQDH3QGxhBXOGXNbh8VgaJs3EC3pzpx5OvhtG9lvBTNtGgqzKCdJ0DAGBsinWFdIR28mWL8T5JPujkTIGx+XT3kuMFnDptIV6cvwlTvoxo5Y006EIYeU47hEgFyfr8k9Zc6YiUHG3ymKjGVxAEXPXtVfL37rUCHp0RxmHr+JxO7RUN8rnLJ8bLTGjQteP1NQdcYxpbo8hZJE/Ec1VAl+ZgB5UdpGqXWYyTyt86Yev3XcD71EIkGRW9cWse1n7YDX6Lc0qB5yFHcTcxLljXi5EHhdpiBht7MuBZBjvKGIQNZCE+pgY9OR/0fI2vtaRBt9mj/2ZeE12+tVr5wdmmQa/11eLOhXfilh9vMX++w5rtFuL+sKTwakFAJ9/JpAX0vFhxQQwUoC6XrOnXXodfKn/BR+s/kvviAkcBzuh/RtR4POm6vxkR0Ddv3oyXXnoJgwYNwrfffosbbrgBt9xyC958800AwO7dollrebna1KG8vFzep+XRRx9FcXGx/Ne7d29dGcZuM5yLSysqklZACBpr0F/c8zOaQ6JWUWt2vaVxi271XtJS8AYnDdvV25w2pzwQGPqyaSdOUfoIqWNlHepJcLA+NdogbS7YaIIcqWHQ8ubqN+VUWmE+jAk/TsBdC+9Cra9WJdC3qYCuNXFnbbj2gGtx6T6XAoikCbKpO4QubiVbgMALOg364m2/pnXitaNpB66Zew3O/eLcqOXIRQdAb1qUrMlmImg7ZzMBPRENumkgEqmONMliAhH9NZb5lSAISWnQ0y2gx/IQksxV9/j0KZIccUjoKjMzjQ+6FCl+W20rxr+7DJv2iAteknApTbh2BJS+x8Zz4Aw06ECkvyXSjoVUQeLaXkAP82H0qAWclQ702QsM2yyoFqistpFhxffn/TPel8cm7R2IKaBHtENkqh3G3ogzDuyhKjd3tXLtV1VG+hETDbrLrlQ2b/VunP3CL2LU9wQg+4h0COjRxqJExyk/51flpr5uNocBu4HbP+HjCkyWS5D3KdMadG0fGa2fLXQWyn1sPPc3mwT0LY1bAABH9zxa1S6XzYWfLvpJ/KKZc/r2OuHdpJ5ra9OWCRyLynkW55TEsaSAzhMdsqS06lnQUyccG6X2imniHop+v2IJ6No5miR4M7bo/a02/dv2H7vInyX3q2wR0Ml3wWweL2gEdCtzrvqySAqyPLdpOlkS0jUv2X6bcWpWgDSr8kbPhXvo0Kjn94a8cl8sLX5H06CnMugdSUYEdJ7nccghh+CRRx7BwQcfjHHjxuHaa6/Fyy+/nHCdd999NxobG+W/HTt26MrwQc5Y4xZZOZGut6xB1/Q964LKpFMbyGDW+lmyWcPtI27Hsb2OlbUCWgVH16v0gpOTdco+DVY06NEC0vCSBt0B1QwsVRp0rRAVbaU7moAOAE/+/iQ2N2xWpatpCbWoTETaUosg3Qvp5WQZ0QqjX3E/cTsfliNzSnR2dyIq4HWWGEu2iyty6WJXqxIcKdpAIF1XaQIyoGSAan9bmLhLz9Y/Bv0DANAYNBbQuyLSCVvwQZc00WadpqD5P9WQpnhMLAEdyQnobT3wS5NtI3PfuAR0lYm7sp1jGTnX+rUzf8dXfymxLaSuXdKgh4lHwybw4AXjIHGVrZVKNynwCBMmT+FsMHEXODiJOQMrEAtUNptshr9Pt0J0ynNg2kXDdHWcPiIExiZOxrq4uyg+35rOqa41xgJPZLLGE3OT4cOW4uyDepgcoFg2MCYadJZVNGeBIIcVOxrw186G6O0wgZzopWNhN9q4m+jEUruwn0e8wu1Vg17nr5M/s8QEnuy/pBSmqYbMtQ4o48N1B16H/sX9MaqPYrmpEtDjuBek+XhbuugBynvgsrlU7XLYHLIZt82giVyjOp4JaeIuEajTbTJEDi4JtQ+6n0ipfvHQczCwZCBeHPUiPj/7c0waOUnep01dDCgadLtHaVfn0fvA1S0yNzdoL4nUV0jjhXZ+oH2fJQ26sYAuyAo+PorpvWS1UOevy7qUkmYKGa2AbkWDLjgdGHubDXtnPR6zbIALqAJ6Jvu+MA71nMjuUV9nyQrM1dWDwYt/Q8Xnn6HvzDfl/Ub9uI216eJQRdOg57SA3r17d+y7776qbUOHDsX27dsBAN26dQMAVFerhbvq6mp5nxaXy4WioiLVHwDYnMpLygdChhdVMm2Q5vqKibvmxhLHagX05mCzrPU9c8CZeOGkF+COpFTSpVM38JGQ0qyJ5fUPqJVVKAkpuiVr1//WcJ3FHjVa/Zr2RVvp1pqxa2kONuPsz8/G2Nlj5W3+sF8loLelFkH6rdL/krZZTuWk0aD33iPg4Btfl7+LJu7ifQg5xAfBGQZ+3vVz2tpMCnZ7vHpNpoTUiUgdTvf87qr9bSmg71Mq+mdvadwiDxzSRPbfw/+NfEQkhCRN3H/f/TvG/f28+CVN46U0kRAgYFntiqhlBQhKmjULgYa0A0Fbm7hLmg+jYHV6Ad28nqga9IiAvr5avTAo9e2STyE5qSsJtOD6J36AUztnY4A1tWtUbQmFCQE9CzToHM/BTnS5Np4MEsfIgeyOHNAFy+4/Gecc3FNXx4JWxc++2FVs+qg3+kJoiWIaurtO7OtJjZbHFcJBvUtMj5GFfhMNOqBYmzGRMbfem9hznG4T92hCf6KTMq2/osqlo536oJP9lPRZEATcPE9xH5u/Y77KgipZvCEvvtj0hW5MlMaH8QePx+fnfC4vvgMRH3TJxD2OeQipqU6XP6pVSMGCTAsoCYvvnvauagFQItys6cOTcT8hFjfIvsNHCE+H9zkMn579KfoX90d5fjn277y/4TESQmSea3Mp7WLtNtiLxGuv1fhriaVB195vKYo7ayCgM3ZBdieNFkxOuv5vr3kbjy4xTjmWScjfaFVAt6JBZ1kWfheDVjZ2n7ilcYs6nVmSfZ7O511zu4SIBt1e7IKtuBjuIUNUWnejcSPIBXUWp1E16FwOC+hHHXUU1q1bp9q2fv169I34ZVZUVKBbt26YN2+evL+pqQmLFy/GyJEj4zoXYwOK+vhgc3EoPKi3sYm7rEGXfNClNGvqcoJNOVjK9yu3L6A83NILb5M06Np+wqa/zHmOvKgCuk5TGDVIXERAd0AfiLM28UA2cv1xaNClACVmGKXC8Ya9qjRr2aBFIE3cAbWATg7G183mYa8jBFtekJ+jUERudnDW/IsThdTI1HhrTMtpA9+xDIsDyw6U96fLxDAa0rMlmTEDwNur38aWxi3y5Ntj98jX1MrCVbQgcTfOuxFN0rOWLhP3iIAecDC4cu5VMUor7bSiQdcuorS1gC5d61P6nqLfp+18o9RFvvOkBp212+X+VYvU30r7yUnd2Tu+ROda4wBiq2tXK0HKtCbuWaJBt4eVNrE8kWaNYRGMLCg4TWKskEgaQV1EfYJvCKsELX9v3QsAKp/QjfUbcdaXx2PQUHG8vvTwPkaHotBjsGAcedY75YsTJElA39OS2HOc7tglmdCgkwtS6VhkyAbIxQxJa+4L+1QCgwAB9f563bGJMmXRFNz7872Y8OME1XZt4Fey3y1yFsnf4+lbyfE97Zk1YkCa5pKLvtLnPkV9YDd4VbhGjcumiUbaiiaYFPLIvsdPBJK3FRSAhFxMIPtyycWS94rtszmUPpqxsfL8Ol4BvRNp+Qh9/6FksND/XtYuyIJ7NN94cq743tr38NiSx7IiCDKglmFUaAN3WhDQJQH1zoV3xiy7tWkrAOU+pFqDrq1Oeo4ZAwUmYNznhviQTgaIFsVda6WTKjIioP/rX//Cb7/9hkceeQQbN27Eu+++i//973+46aabAIiakAkTJuChhx7CF198gZUrV2Ls2LHo0aMHzjnnnPhOxgI9RtZj0NnVsOW5DCeFr2wWzY11GnSN6ltgzQV00odMegmlyZLudTZoQ749P4aAbj2Ku+AXHw6j+b2Qggmn1D5Jc2wmyEXTwB7Y5UDdNZRoDbWqTdzbWIsgCIIyyDFqAT3MhVUv6iCbWgst8AKEyIjERzpwG5/e9DmkFqnGZy6gS5FESTPp10e/jskjJwNoG8sF6dkiI8q/tOIlnPXZWfhhxw8ARA2pPCmwkDZRutY7W3Ziec1y1b4QH0q5XL68Zjku+PICfLrhUwCKgC4JmlGD7wmIy8RdJ6CnaWCQMbjchY5COFiHSuMx+cjJePjoh9GvqJ9yqE4+t2biTgosT+93relxcpo1yaKFYcBJZu8e8/Rha+rWKF84AUFiYmcUgC3ThPmwagJtIwR0sGoBPRbFzmKwDGtq4g4AEz/+C7zJ73ZHJi9h4p40h5rREmrBbnyHuROOwSPnHoAND4/BuYQmv2uhC6xBHnTZdSgytkoC+vba1oRMQFPpy2hEtLEokfNpA8QBQIhQBLT12JcuSAF9wc4FCHJBw0CyreHULBI/tuQxzN4yG4A4DkSDFGKLnEVyXI2WUIvlZ5Kcw6U7s0AsSA26Kkhc5HcWOgsNNeih2maVNthM4BUspD42O9aXTyw8FqjTvpFtNTJx51oisUfcRN1MREhH7LmudF8kE/fHjnkMw8qG4Z7D7xHr1yiG5AwWRl6yDl5W8PGt5vdbG5vg7TVv44/qP6K2M52Qv9FUg85pNeixxxky7XAsgVsKKFvsKhbbZNLnLa9Zjgk/TjBU6qnap9Ogq2+YpIBlTcZLMwFdKwNEE9Bz2sT90EMPxaeffor33nsP+++/Px588EFMmzYNl112mVxm4sSJuPnmmzFu3DgceuihaGlpwZw5c+CO4cOphbEJYJiI8M0whhPMn/YuE8tqBHS9bbpyebQm7pIplsfukW+cInCrqwkbRCrKd8QQ0C2sWklIJu6GK0RJprEBlPZJ18BMECdfUi3esBf7dt7XcF9rqDXtporxQP4O6eUkA49JEwuP3QOHtqlEFHc+0m/Y+PTlSeUFHncvvFv+vte717TspsZNANRRsV02l2zqbnUlc3PjZty54E5satiUSJNVSOd0sk7cNvw2wzIeu0cRLCz0WOQCxONL1T5RvMATwkrczTXkzVVvYm3dWkz6dRK8Ia/skyYJ6Df/cLPpsQIEefXZyjOifffS7YNuJBz3KOiBny/+GW+d9pa8rchZhLMGnKW69vo0a+aoTNwJBVdZXieD0lLbxP9JjZiUN90sM46A/2fvKsPtqK72O3LsusRdiEFIIMG1ENxLcEopRYoUKNAChfYrpWiBQmmBAoVSpLgV90CxBNcICfHk5ibX5ejMfD9m9p699+yRc+65CeXpeh7IuaN7Zrastd613uWEuDNbjpw5DIDDPfFdCHG3+BB31bRoiLuiqpR1Pq7xL3jHod5os5pETaBiQWRDt7wf5R0C0rwu3Y0X19yDY549Bm3ZDRjV4Crc00fWSZ1HpK+TJinOILzzP0txxXPzPceHSX8j6EFzYinrVFe+i8vHBnjnx3cheqw/RFRg//rpX6Wh4L35XmQKGTww/4FAfSJIskYW98+/P/LxrGO0Ol5NeTUKZiHy/PpdMtBJWzRFjqCrigpd0nU7532DBdOmo+nKqwC4JRDFHGyjK0IqHKN3supvIc4a6DwxHDHYAJ5PhOjwZrft6GZD3GG5IdhWwX+sWpZF+xtJiRpXNw73HXAfdhuxGwDbIXPay6fRb+6WmPReT425CPqK837ve19ZX1jRucL3+P6W/gpxZ/t/2LxI5gLiWPebY0944QS8tuI1XPRWMCovllHzR9Dl66DMuM4beQ9nk2wdJQ6Y/+oQdwA46KCD8MUXXyCTyWD+/Pk49dRTuf2KouDyyy9HU1MTMpkMXn31VUycOLHo+yiCZiZTME3VHrDUQHc+oOgsZT+7aKATYcMvCSrgKbNVkoFeTIg7YXH3PmtY2E8UIe0j+aZ+i1Z7tt33GkdPOhqja+SlpnrzvRyqtalJVo5/3nUciSHuBbNAJ90/7/FnWHleCWVz0KG7CLpfiZO+yty1czlFWIZKEPm65WsAwJTGKdz2Yuu+/uyVn+H5pc/j5JdOLra5HjGd2HVVVTGy2luJAbAnctNheVZjxRGpVcR4Lz3bt8phiuXNPN5Z8w79uyvXRVldiYH+4boPA69Bvl8UBJ11ZAHA5+s/L6a50YSdayTzZ22iFhWxCg9hHcDPDZ6w6ogs7mwd9KCaqjIGchIaKSOHI21qybS4Ie6miSXxK1A57s8A+JJrm0oM0+AcfxpDEgdN8UXQ2XKQRAhaxLDi0X1jB7gK8up2uVHR2mYr434G+p1f3ImvWr7Cnz/+M9eesQMqpYpPS6YF89bOo0RhKtPX7np7qfwmAbIpy6yVcj9ZNA2bPvC9RdAFBfbxRY9L16refC9u+fQWXDPvGhzwxAF4ZskzRd+r2LQf0UCviFXQqj1RS7+x321T56CzIe5+ZdZ+MvoQ3/Pb7rMdr0R3rBqaQaKOKYvVHf5OLMe4MVWLc5ZaTF9XU3zqUmWsEo8d/BiePuxpWKpCWd7NGrsdBEHXWQOdQdDFnPl1Petw1xd32U4fI0ND5cWUKTa3+L217+H1Fa8713MMO4n+ziLoQcI6446aeBQAm6R0U0kUBN1TZk2SoitKMQY60RFoalrInBfmqFN0QW8SPouZcxwtRSLoNCU0AEGn6TD/zSHuG1N4u1aOoBuq49ki+0hojAB9K4yG6YdusYRh5AOKtnRBEupXGauE6rx+sYwZYOcashLM4s7koHt29n3BJ+0LKxkh6+j1iXo8cMADOGrSUVKFHrAR9I/XfUz/3tRKCutooCHuDDN4ppBBrGChYk0bjPU8Ym3lCtQyIYuRZvQfgi6+cz9PnmEa+LbjWwDApPpJ3D7yjFEdI009djmWML6BKGI6Y0+FSsnARElpSZhZx0BPhb9H9p2INbQBlBVBX9m5kvOS5808zKw9HnMRshryZh5//+LvAKIZ6BdtdxGnYLyx8g18tcEN517fu95jxJdbWKRDFHZuMEpE0Nn3RvhCZKJKDH5qoId8W7K7x0jjm/ZFUBPNUPROWmN9U0rB4kPc2Rx0qCoNyY8LipOM54JWnCDvyrnOE2fuhFfP3x0TBtlo4Zp2r1Hx0ldNSHfbfbvg7ycBYBtWbPm0ITUx3/nk5JdP9oS4Eyk2zH1D2p1/+wVBF4lpGCklJUgWfZZjunihn5CYTS3iOpXUklJD9jfv/Ab3fHUP/fuSty8JJZ4Nu1eYsGtzdbwaqqLSMPeopUdNM7qB0t8SFuIOAJNScmc4Jw5wpeoWxu23HrEKp6JDFATdCSs2FX4uTjC6sCx0elLDJIyrHQcAuOZIUobY3meSEHfGQLcsJsRdMND3emwv3PTxTXhwwYN0noircY+BLuql5PtRbioZgh63pORxbrvsfSdsfgKGVw3Hb7b/DYZV2ZUv7vj8DizrWOZ7bn8K6zT1S71b38WnSRaNoIfMi8SBFjUHPWxN8OSgiyRxYQi65Z1zc0aO9oOgMmuk7f/1CPrGEqMQTkxkqPbEqzAoCuD9sGzHjKkxyubHCo+gyw30MARdGtbmyUH3HkKEhNSqMcXLYFhGBJ04I/w81DLEZFDFIEwbOA2qovqyIPbkezhys029wLFCJm+WJC5dSOPy+wzEf3SB5/j2t5hIAAZB7y+SOLF+qF8uTFNvk53bquoe9vbASI5+FoqgKwEGekGhzjOtIvw9spEaMoIxS4ImliqL2xdzf+fNvAdBD5JPmj+hv/0cWKxMHTAV7xz7Dk6e6kYvvLL8FQDAso5l2O/x/XDBm95+WZSwc49k/vTjkgD4ucFjoAcs9KxxxYa4Bxvo7u/th2xvXycEQSdTMQlyIbwMAABL53LQV7encchf38aZD3yEy/791UZD1w3TQEzIQSe6oMLkoMcEhUPm4HHz8+1/GipiePbsXTBjVD00VcGUofa3XN0ulFiyLPzsvo8Qd+biMGeToiicgZ4KKQvtGuj89rbe4hSdz9a7VRL6BUGX5LWSVK1L374UT3zzRFHXkxl8rPNDCSkV9d8q4rqU0BNSA10WhXf757fDtMzIDO/F9gNW/yJzW3XMjpgM5A9hhHXk9DsvSIhQ9mlV53RWhUGrWBJKPyG6I4lKVZ3wdKMrCoLu6NQKkGZ86jMQLfx/x9oJdP1QBANdZUjiYAFwUn1YXZd13K3sWolVXTYPwYjqER4kVNRLSdQEycUWo3JJG4IQ9NZ77DJe4+vG48XZL+LoyUdTAx0ADnv6MN9z+1O4SA+faMtT3/oVvyFCDnoxCDoZHwTwC0vrkQGYrIhRdp4Q9xJz0KMg6NRA/2/OQd+Yku9itTtFGlVpqE4OuYCgkw+rpwzUjO5FR417rZgWw5yj5+CBAx7grsUaAJqAUtA2wdsBuRB3mZfeMygCOinxEKmSo4y+Ky2ko5aCoLNom8ieSqQt28ZNFpsCQfdDL8Uc9IJZQCbfi/FN4ddkc9CVoBpTfRDxXfk5T+gCVTXC8x3IM26K904mOFVROSZ3VpIZkoBrQYmHG7FJPYmTtjgJgPx9WJ4fpcs37Xzt3ryZZ3LQi/vmUdGamBrjjHmiUDy5+EnkzBzeXv1230rmhXisaxLRDHRPDnqEEHdd1flwaj3AQGcs9Nv3vh1AOIJOLk3alimw/cPijPAbXlqIz1d14PkvmnDPu8vwwpcRBn0fxbRMWLA8CHqcNEtR/BF0yRxGUDOS6pWMqZg63J2Ta1P2Od1Zfuw/94XN7B531o8ofZkNcU/EQpQqIQedyNIN0UnC8kYeC9vc6jD9kb8tW5uHVLilX3/37u+Kup5sXLIOKT1TQHcuOjnZf4t4DHSNN9Bl4AeRz9Z/hrNfPxu7PLRLJOSxWAOd1T2IPkciTy55+5JIjgHWQOkvNC2qsIZFZdx14LPztp7n+/V6YUq3TJPmoBMrgRjGZneUHHQHhVaBp3ZQ0TOogCEz2zF4XC9SA7MYOC14rbt2s+MpURx5tUaPg6ALc4sMQWdL6w2sGEjDpEdUj/DcS3SMt6SdyMBAkjgr0EBvvvZazzbWQN9UUaLs2PBLxdCFKS8Kgs6i5qE56M74iBriHmagQ0DQvSRxfWNxJ/1D1g7S9v8Z6FFFTHz0QdA7sh3uLjKwnUVx6PbtGL5jO0XEAVv5qU3U0nrNRCY1uOHC5Pge4bXmJAh6eJm16Ai6y3At2VcG1IdcnwwoPyMwzEAXF+Ehlbai88SixzGy2YLqoFebgiiHLfEB2MRMo5ot6r0lyu+yzmU0FypMDAZB76+oAE9dbMZ7f+fnd+LOz+8EgMAFSlVUDN9gQQuohyxKbbeF+q6+K5EsoU1tXB46TQx0LWZ5Uj/8hIQoyibOoJJTxcrbq+z69jU9FsY0WcgvWIjccvtdEwSdoDFhsq43eign6yQjSj+bqyWy15cu5UPQg5xUZKGLq3EeQQ8y0Jk5UlM1VOoVoQa6KvhQ0yyKoFgwTAt/emURTvnnh8gKpEOZXP/PS1QpYG51hDbQRdA1zSWJKwFBF+2+mKPcitEBX62xFeiYo0yFRYMoUJBgvlWYgU7Wt/oUf+G3Fq2XHS2VrJEtKrSyFJGtzVEiXdjzz3j1DFzx/hUAvDnNjx78KHZnGLHS3e3Y8cEdceXcK0ts8XdTxHk4padoadUtB2yJH074oe+5K7tW4q1VbwEAnlr8VOi9iu0HrKFCHFlLO2w+hOWdy7HPY94SkqKwOkt/KetRhQ1xj6kxvHLEK3h59stcuLsmzG3Ndfw1zJ4eD4JODOMwkjijsxO5FTYgYCpAd4WCJYf2on5CL1TdwphZLRiweTAKXx+vwgQnukkxFWQWLoLRYc9JHIIOuYHOjrOskaVM4MOrhkMUEUEneeMuSZwcQRdD3JcP5I/JzJ/vElADGFY5DJtaFrQuoL/9yAw90WcRctBZCdPfie5CdO6wyM2w/Z4cdADZxW5ko5knOehyXcKvDrrI4i6ze/4X4t4nUaQGuqk6oVRCiDuttexYZSqjUBKCjZga4xTNPUbuQX8ThbFXUERlCHpCSwQa6FFKG1AJKkFVBmOXhriXgKCzYcusYlMVq8LDBz0MANh9bi9uuMvAWc84ZCCbwLsoTtKnvmji+rsMtN9vs8Gyym9FROJsFkHvLwNdvC6ZRLpyXbj5k5tx8yc3oyPbQRUOGVGf9vHXuPFOAyff51+ijRXVtHDnXwzc/leD8h+UKuRbK4qCmBaTKr/xtBOiFIvubGJTEnzRqD76F7pz3fiy5UvAsvD3mw388R8G1JMuxIa7/2Xf2+ky6UI6EiLGev3DhC11uD69HpZlcUb5+nT0a3kkpJRdUK48qxwXg6ATpTahJSgTOxA9xB0AKvRUeIi78CPNoQh2TfSbX/sGr85fhy/X8MhZMu7flnIJeQ+sgZ6wFNewZsusRclBp0q5EwYq9ENi5OcFhZ28p6qYHfr+dUWwUaooCucwiMloornj7X+3Gl6LG46cTrfPW9rqc4ZXREOoXxD0PhroC1sX4u3Vb+PhhQ+jYBY8CPrkhskYzDQ75eiADy98uKT2fldF/FaqotL0kgq9wpOqxQprSDSmGkPv1RcEXSa9hd5Qo5tD0De1gU4QdCdSbkjlEAyt4tPaNCHEfX0tP5maXV2uge7sogh6SIj7NzvvgpXnXgjALSEonflD1hniSNfSKpYeeijyq2xyNS0uN9DBVOBgUxPyRp6ul7I0Oj8EndaB90PQdf4dLh7GH7j0h4djzUUuA3mUvtuf0pppxfUfXk//joygRyhty0poiLuQgx6KoIfloEsM728POhjpz+z0p74i6GQcyRwaZNz/jyQuoozYjSeu8gtxZ5l8SQwNqYNOJyTmZKL8KIrChTpsP3R7+lsj5dY8Oej29QdXDKbbGpONZWNxJyH6smctZw56KQg6OyGyRvCA1AA0JBswuGIwZr9jX3/Xrx0P7SYMtSYy6zO7Lc033gSgNAN9MPHAmVa/LdoekjjnPqwBly6kaa70hLoJnmuo9z8FAJj0bbQHSzCf32iNrlDLhEy+pG/IcsZjTl6qGrNCF3UiJLT3uW+fw84P7Yx3VrtM62Th7yv+T7zyg1R5KbBmJyCgYBW4CdzPkDh3xrmR781+3+5cN1Z3r+aM8qi5k8VIpV6BoZVDseeoPX2P+dMP/kR/J9MiqUcAgu68k5gWo0Y2AEDzN4Z6BUQ7pSXpuZrPtEfmZtKyDJuDDosavwCQivELfzrX/9wYZO5jc9BhWG6DVRU5RxGNhKA7TlWqZIkGuqNA54R1Iu0oNSra7P0REHTWYRDTQ+ZwWvHEwuyZI3DXidsAAHqLeMfi3LexWNyLMdDZb9KebefSWK7b/ToAfM7k0NbvV2g7ERFh6i30UsM4qSfdagMhEhS9Q6TYfnDYZocBAHYetjPddt1u13HHtGfaA6/BcWhsYgOdklv5cP4AgJrn31GzYKAbXd1M6iSPoIeFuLOoMaGEUotebRVpeTPA0QPYIyMg6OSbyOZI8T31FmynpFUgJSElLO4JE7EKfo5bNljBusH8fNH5/AtuuyNG//WXPDCfT8/1c0x5nNtFlHwG5KRr3H6hzBoQjJKH5qDH5YBB279soMQliYuOoOcNNwedRP7KHBqkbf8LcY8olYOEF+UT4t7c2+ySxBkCSZwzIFmkXDawh1UO40KjNVI6RuhrOQdBH141HM/+8Fk8ccgTqIpXhZBzCXkUQQY6u89DEtd3pUU00EvNQWcVG/JbURQPUdCmCHH3e79WJgPLNPnSXQF2bGq864RpIJ7sjRniziDoRLpz3fimzc6V3qx+M+9FVqyOfL+VnSt5D2uR3lVRWAQdgEdRG9RmofuppwHYpU2iChmvhmWgK9eF8+e4NdbLpQKv6bY9+jPb5KH5Kwa674ZlVpc5oM6beR52HOatY+0n7PW6891Y0cXXVmUN+KLFp8zayZOOwctHvOxbDg8A9h69N/62198AAAM3iK54/1uS8ZHQEpyBHhTiPryed+ak9CRF3zWfKYTO+RRBZwazYqIj7Y6nCgExFx0C/SFuiLv7DSzTNdB78iY+W9kOwA1PJxKUg15siHvGyVFNOS80lCQOChIxtz2a3wegJ9DwNQCg4fGZfPQx7kHQN1Id9CjVFuj5TA57a6aVRjKdPv107DdmPwC8gT6qD4Ev32X5YN0HAFyQojffSxGppJ7EoIpBka4TZR0tdq0dXTMabx/zNm7d61a6bb+x+3HHiLXrRflO5qD7cP5YhQLw/hfctvXCEmZ2Mwi6kIMehSSOtoVwTZSy6PrkKfmSxDGEjuz699Kyl/DumncByMeuaDjTeYSWWfO2QU8aSNTw/WzFQAXv7u6dg7rfeYemBfxym19Kn6m/ZXX3atzx+R3cNr8Qd3btAYqM5kW4/i4i6EDw3B2KoPs48XMrV6HQ1obuz5fbx4WQxFXHqnH+TFtPzJt5D4s7a/eMqRkDANh/7P4AgLdWvYVZj87CwlaXE6Uc8r0z0DlRFKlSaCp2jUSXJM7pHKZ7GsAb6LI61hMb+Drtbm1X/jhioCf1JEbXjMaEehvFLCrEPaCTBuWgQ8JCW6wQJSOMxV2W+9WQbKC/ZQa6YRqe99UfuYRhElROp+Wuu7jw0Yqs/7dQNPcjkH6kmf3nYfND0FkPcnO6maKrY2vHei+yboN3m4+c8doZXPhtX/pXd66bLhJ+CPpf/2ag68WXAHg950EiLsRS1KsPlrplWVjdvRqaYeGk25ZIj1kxiDHQC8H1mkdXe1MPguTHW/yY/u7J93iuGbV+b5jE6tzvEZXokNSe766I7rxhDXQ2NF7xyX87eZexqEny3zihxalCmPBhKSbPQAz0jMEj6O297twmGosbw0Ancx87xlhk6J73ltPfxeSg+yLozjVae3LoYTgosg6CHnfeY2hFAoXvH6pmX2tE1QicP/N8nD/zfFoHOKbGXKXXiVpLOsZ9pggW842BoMsUx2IQdHbef/bbZ/HCUhtRI1UHAHDz0MgN3z8EfUXnCjz37XMAXIf96u7VuO2z2wDYfXRi/UTpueKcEyWUtJR+UJuoDUQ427Jtged/lxB0ok/6Ee+1/P0uFN6Yy21rrhMRdNdAJ9Y1YXGPVGaNtIUY99K9IeuDz26WJE6vTVFd2WKin9j1rzPXSUvDytKAxBBuYmC6ZdYkCHrSRNxjoAO5uPfYlSefgtW/OA8AcOj4Q+n2jVmtiDw/K34h7n1F0ItlcQf6iKCLJHGO5FevxspTTrVLHyOAxd1Zc2eNnoUDxx1onythcWcdGg8d9BAePfhRLpqwubcZv3/v94FtLVa+3wY65PkTIoJOlATR0JWFuLMya9Qs7m/dJ8Q96xh/LEmHff2gEPciBgUpDSR5VsrE2QcRc9CLCXEnniaADyUii4dheQ30TYGgB00Q62+8yTfEvfHUU6BWMflzzHejoWHGpkXQCXpeHa+OFCIYJMs7lyPOPAobzlasnP362fQ3GQuyEHciteN6EbqoOyKO1+q4S9RGDcASdeGCWcAxzx2Daz+4FjU+Jcdf2RZY6gZTcIi3TIELqi0uk22HbIt/HWCHcHXlujxjpk8IOjOP1O88Bou2LODqI9XIBH1knD/7A2HhDApxJyRxWpwqdfbF5CjQ8DpvP4mrcfptYz7DTfz0aYNH0FsZA5011oHiwq9LFfId4wzDnsUgGp+vdce1iKDLDEe65lD7nO/05BovfbUO21zxKj5YZiOFxFDWnX9FFndx7VOgcCi8ojhhjHoSJ009CSdNPQnnzDgHgN3/mxVHCXYcfEknnSCbN9Hem8PHK4INInIdVvoDQZehN0UZ6Aya+tiix+jv6YPcvHt26amKVoXqv0qWtLsOTDbljbCjJ/UkxteNl547beA07m8/3YOV/nDwt2WC++N3KQed6Bp+Dof1f/2rZ1uLwGNq5XIoUJI0exuJYDMCQtzF8ULm46Lj7HwqMCmaCUUFhu/SivoJ3ajdfiwFRbgQd58UryjRL2QeoWXWFGD0nhsQr3a/q540kawrYOCWndAa6rB6hwx6UgryPuUle96xU+xYo9QvErU/RDZnsaWNuWPFwLciSeLCdF3y3ByCHqDzh+egy7+pZRrIfPUV/TvWkJQeR3lfVJ0CsYZl0LmGIOjs3FMZq8Tkhske4Lbca9D33EBXpE9oqA5jchEkcezAvm//+3Dhthdy3jAAUJ0PKXqgCEkcm3MBhBjo4uQaGOLO5KCLh/VDDrrfxCJbmFjElg250lUdvR9/gs2WpLn3dfD7JrTWaOWmyiniN7DYvBbLkoa4V+01C4MuuABq0v2uXOTDJkDQiXeSXaAWtS0CIGcwLUVYdG/9rbei9d570f32O+iaM6eo63y47kP6m4wFgr4C8PT56mHRCenEiZNzTPQtKh8LWxfi65avAQC1PnbwI3vwBJUsgi6bxP1qwAfJmNoxAOy+JYar9QlBZ967omuYt3sBn2ymcvNhkBADva1KwZBt2t1rRSSJ4xB0n3PEGuD2uYyB7hfi7vzrIug5Zp+FT1a47W1P82N2o4S4E0cFi6AzyJDJvI+E8A5k70ossyYK+x7TeQMvOqXkMnkT49tXob7F7lcEQf/bXn/DnKPmYFL9JO46ClP+DQDmrHrdbiPjlGaJwF607Dm+++NvuGfJFAz89J4PcPit7+KNBcGkleKc2l8Ieixv4bDF9ajutcdFUEkwUdg2Eqfp2VufzekT7NJTkWFSG74npdZomgXsEPepjVO5/QktgYpYBc6YfgZ+MOIH2GnYTnSfyHcRZR0tVz9gw5HDQtw5BP07EuLu60gqeN9PWjAsrVwe73Xa0ToLnEglEsEWSBInOOwDEfSw9DhJXDxBz2tGZDBkZicUTXVDlx09Pt/cjPo3v4BmeM+PZKATBJ1hca8YlMOgrVy9lBDVDdiiGxMf/Suat7TXkZw30JYTMh8ObLfQ9swzyK9Zg45nnkW+qQmt//wnMvPnh7avFJHNJS2ZFjy9+GnPdt0S1pUIYCELMIQ5yMQya0CwYRvO4i534itCikdisJyIkpZ4VXQO2BGjO0+ddipq4jU4dctT6TFifyom/SmKRF9p/lvFh8W9I9vh2sCkDjrpwxRBZ0hvmA+31aCtsNWgrTzXJSRxIkFRVuHriBNRUYyB7j2E7qIIumRnGdBoT5k1MwfLsjxKH83liFdTZYSUuwL4BSNmaVh+3HEQM3JOeMNE+7IXgFmX9LndxYjHQK+sgJJzWJwti1PKiIGuVdluZyXBzMoyBH0jsriTyY810EheTLkMdBZB7/z3M+j89zP073HPP4fEuHFFX1OGoItGlqIics67OFGyCDoZSqXqvyw6Xdsrv0jBaWdcjSNn5vDU4qcwbcA0KIoiJ1P0qQEfJGy+fgfpq46UK8QdigLLmVhUn5xGUYgjzoDFz0lREHQ1juZq7iTp8QmJVz+uxanhHYqgOz8eWTUHGCIPqRAN8vRGzEGP+SDocV2nzRRD3KXXo4qPgzIJnV58j90Z+8Wlcwb+Oucmup3koCe0BBpTjZzRBdhr2dYj6+x2JTrw0MKH6PFEdFXHoIpBaO5tRodDnFpo60b2m2+QbLTnpvbePD52nCS3zVmCPSb75yZ70jqy5WfStSwLx88xccCH63HAqHo0PPQPPL/0eU87dFWHZVl4Z807GFk9klbLkBmU9UmBVNJ0vwkbnZUxMoERRf8tws7FeTOPe/a/B9vcvw3dRvrSmVudCcDWzXZ5aBcA9rx91S5X4ZK3bX0gEoJeprX2xC1OxLLOZXhs0WO46aObcMj4Q7h1hBVWf+gvRueowpZZiypiCouVz6MzbzvEP03FsQtcBF0W4v7+2vfRke3AXgN24dtCc9CLJ4mTpT6rcVFXVtwQd2eeXH7MsdhuzRoctquKx3fh1w9ZJKwodM4k5GIEaGHC1z3quXOMGVAb3b6WgpSewi23daELv4f4JrXaWkyc+35oG4sVP8fWb975DQ7dTAAaRVAvQg76vfvfi0Ofsq8TNv6WdS4DUMYQdx+SOFHf0FLy46iBziDogOtQJe0cWT0Sbx39Fgc0iv1pYetCLO9cjg+bPkRlrBI7Ne6Evsj3G0H30QcN1Xn5HgRdYHEPyUEXRdf8Qtztge4b4i7Jf/Z6rSKQxCmK56hyhLiTCYsdULJFiHT0A8ceiN/u8Fv8c79/cvtZI7daZHhmpG5p9JzocomouCqD+JIYesad4JI5J8KiwjaQOATdJwc9Y2Rwzuvn0Ly7cgmZeEWGfTbEfbnjCR+YEgp1lihBFZRyS5eWdE2pgd4HPUs0IFj0rq910Lvy7rv1Q9DzztxBHFSPLXqMEtXIwrn8asAHiaZq1Egn4aJEenLlCXEHFCZMsTgE3YAbjcRed13POry/lldCyNwR1+JYPUDBXfuoyOzhH0oZk5RMSahueLwfgk4kQ56JHfY+TEbVCXve2pg56DGTNdDd9SHG5NuJIe4yoWgezUHn94vvsStrHy/mghMFnihL4vgCgKqUidtPbcBdp7hElKIT9+XZL3vSOfJN6ziCOSLzmzoDUWRR6ezNl98wMiwDO82321C3og2TGiZ5kEky5z688GGc8eoZuOgtt7SSTFmt1Hkkh33ESsZAZ9Ni/puFfQcZI+OJQBDfp9i3Dh5/MH405UcA+m6gs2Vxo8hmdXZfzhgZz9ptmAbtg9+pEHdSPUbiULV8OGNyMeC3P3KPt3I5GupMS1eSOujdXufvqS+fil+++UusaV/ObQ8OcQ9eTxTJfCyN2hdY3PNrbPLWbReVRvBI3h9B0ImVlBqQw6CtOjBSqBQFYYmrG+9de9Vad84TI2lZMTo6fPcVI525TnzY9CGdP/2iXkUnjmmZngjgKAj6uNpxlFsraPw9svARWv2GfQ9BCHrezOPs18723e+XBmfl84iNGAEAGLSV/3tlGf7ZuYjoVCwQIo4p0S7MGBkc9ORBuOy9y/Crt37V57ng+22gwwe0URQUrAJFuQhbI7VzHQubzUGPkndGy6yJLO4SA9e+vmOgyyZND0lcwI0t3rHA7SqDgS4i6IB8wLO5HEdNOgozBs/g9pPOXdNj4QdPL+tzu8opopNEyQvo2XMvUcUi4Yw5tcJ+HyyCzoa4k8Vk1mcWPlr5Pt5Y+QZu/dRlii2HkMmQGKBftnyJB+Y/gLu/vJseQ8pp1CT6ln8O2BNSXBI6RqTUnHQSTcJOhnIDvTQEvZzC5iPW+ujQeaeZLOIyv9UOX5MtYFE8+zKpitkOALKYkHmqXCHuAM38iVwP1TXQeQT9rZ6VWNK+BPs+vi9OfflUzFs7j+6judeOcv7STBXxkRlf1F1mnLLh8b4IumCn8leXK6+1Ffa32Zgs7nyIu/s9Egl3HYqCoBNHqssR516r4+mn0fCfVzD7mzdQlbM7cpeDoIsEecRAJ8a1qJgUzAJOf/V0/PLt0/DKimfpdjHcV1M1DK0ciiomlFurq6Us7qx0ZQpo6vRPaxGvnZWE7vZVLMviUi4Ary5A5te7vrwLAPBVi5v3KAt3Fmt+cyHuWUA1LRw010TXgq/wfRDWmZ8zctBUjXP2iQY727fIcWR+7AtJ3IxBM3DD7jdEbzjAVayYu5YnVvvpSz/FgU8ciEwhwzldN3WIO3EWsMaX0d6O9X/5K9ofeVR6jqUoWDhSQeW+e9t/5/O0EoahAWlFARgEvfPFl9D1+hv2fubZO7p5cIUa98U+hOI79QvHKdIya35Cc4w7OtD85z9jza8vQdMVV2Jguzsf0RB3moPu6teNk3tQNcyr+5IoMwVA7WgvkQQBcyzDwP7vB/fh7nfeCdwfRY5/7nic9NJJeG6pTc7o59gSI0IMy4CnQqaPASwKGcdvrnoTb69+27Pfsiz84f0/0L/jWpyO77Aw9jmr5vjmqftx41iZDKyc/dyVg7Pw0x3Ju4lpMSiKQud3olMFRTGF6Znre/tWluN7bqAr0jBWYkhnnacnSktQqHgU9MivDnqHaQ9YkaArCEEXXYWB+WhBTNplzEGPqTHaZtmAJwujX6clC8a5T5uY/IF/fmGm2odpox9FnCAUAUFqvvwPaIzVAXANdMWZdKt22s7+WzN5cj+mIxz6fv/kE5J3zhq218y7hqu3S6SvBHGAPakGIeiFEuuikwoIrIeSDaWP1RXXJ0QUJm/m8UGTXeqHIuglfhI2H7HaJ8TdcrQLYkAD7rgQ64T2JfWgMm4r+2QxId+4bOgboyWpEZcL8g1N8FPpSz1LcNjTh1Fv+UfrPqL7WASdSCpgzpMb6HGaox0W4k5+REHQa53QuHS+/AagKDTUnyViZObwOIegR1mTnPEkeCay336LNRddjEG3/hGnfPUczvnUJjDrdAz0rOCgPK03g+t2u46ybcvG1yfNnwAAnlz8JN0uM6jqEnWoZnVYRaUs7qIsbPKPohANsUyhfxB0Q2iauL7JygYRBzbLs0FENNDZ5T9mAEe8beLHr5tI//isPrT8uyOsrkDeC5fuJjgnZcgvMaz6QhK3eePmRTtCh1YOpb9ZpnnTMvFx88dY27MWH6376DuFoMtC3NseehgbbrkFTZddFnjui6tfA2Ab6MRQ69EV7DpqOM4ZZUcVGm1tWP2LX2DVmWfCzOU4sEYTqmcQ51ZJOeiSk+LV3m9LctCjGOjk+zff8Ce03PY3dDz5JNruvx9/vS+B2RNm220m3zLPk+T5i8U5fBVZmLvjPOydOxeHvRiMkq88+RTfSIeoQsLIX1pmV8DxGzciaGhaJpJC99Uqoo0ZMi8+MP8BnPHqGR4dZF3vOs+9qDM/QiquX1k4PzGzWVhZu28GfUOqezhzDJnHW7O2nsfxIgkiiyRjRXzmYuV7bqDLpdpRmnPk6cnAFsqssQppFPRI8ymzti5vD0hREQ8miRPuFxjhzrC4C/G7Vhly0InSqCoqDdOXIehsLodMyPYtlwdbRh1OLuPGEpnzQ5EgwYO0OgBA0pnr1JQ9cBt/chwGz2zHuP3Wc+FA7CecsrJ/DHSiDHiUPonIDHTx2cMmyrgW59A9UYyWEg10yVTEGimjf7a1/SNqDrqgiOWNPK6Zdw2Avoe4swh6IkQXYw10v8XoyUOfRKlCFhOCmJN+QFC9cghF0CPWQyXPWRAQdHEEkIWvLdOGF5bZ5adY9CxpWfDzeselOegJNwc9jCROuleuFNU5Ckp3duOFuKeY6ZXNQdcZpFmTjIXTpp2GaQOm4fTpp2OLxi1w9KSjAbD2uX2t/Jq13Hk7NNlobbeTysOSGgLAlpbB1YaWGehuu9w2ytaJ+kQ9qtnLWybimsoNbd2ZR9d3+TMdi4bQU0vvxW2fljeFyILlMdBFZz0pV8SmsLWmW7G2ey3un3+/55oeBF3ojHt94mzYCA6hjSGskyZb8BroQaR75F2T/tYXkrhi2PeJkBB3gHfMsCWqWjOt36kya7IQ9/zatX6Hc5J3lFcrl6PlZJdW6siqKuY2xCFiL2Z3NzfGVdsc2oEAAQAASURBVAHYIClHJeWgCw7T+iMPweCtRODBRdAhRvZJlg7yDXvn8tEQSncvfjjhhwDc/kMQ9ChF3Dk/r8RANx1DsbA+GqKaX7Uq0nFhEqSvA97UOMM0MIKUelQtDN22HYnhDZIzvSI61noLvfi2/Vt8ueFLAHxkEWDbE4E2kCC+BrqfTlgowEzb5yia5XsccV6QOYaAXS1pO5UhCEEXHRyiNPcEE52GyffbQPf5IKTTznXCBYkR65LEeUPcoyDoug+Le7NjoA+rGsZtDy6zVsSnkcdr2lKOEHeQ96HSTlySge4sxIWwRysD6l+MSN+/pB7vEf9uxcB2i3oY1ZQ9cNVYDA0TehGvNngDnfHUaAwRUDkJ48i1opAJSRF0wRFh5N3vmlmwAOuu/SOXFxVTYx4E3WL6aqGlNP4AMhaOm3wcth+6PaY2TqUoqD5oUNEIugflMnPUWI5CEtf78cdovuEGurCywpLExUM+ZSrmfhcyLtjv/+6x7/aJCIrkcZE2EeW/fCVcFIpKF8viboAfA+LpZB5mw97YdidN/w/kj6A7+0O+CzHked1Lfr8BVXY7O9P9r3jT8Zxl2Lyp4mmhkqn9Xlfh9d6fvfXZeODAB3DWVmfhoYMeohwINAyQXko+x5IQ93TiPW57XnjdIp8Ka5Sw+2TITV2yjucgMQwoisJ902kj7FD6joB37q1gkcWtn92Ktd3RjJEoYpgGX/YPQLqrHSe8ZmD8GvsZego9uPnjm7GgdQHGr7Fw/OsGWlpXURRLFNZpB3g/Rd33I/WcChvynTUlBnoEw7koBN1nfQ2qc+4niqLgom1tTgHWQGAdWOvT63mSuAhtJPLWqre4SKJyCHEAq2vWY90112L9X29B+8MPB54TcxbDgmNjWfk8JSzsJcNZURATbDWzq4ubs02Rxb0POehi6vPgs09FrNKrlxHHcc/CZnS/zYSHW8BBc03s9LX7bZLP/gfrb74ZueXLxcu46xYps+Y4yNp8ontY4RB0Sd10s7MTTVddhTUXXRx6LQDILlok3d75/PNoufsfka4BuONG1AeIEZoupDmku+fV17Dvx3b7B27XjrrxvZFT28Rx3NTThEOfPhTHPncsOrIdWNO9hrbpJ1v8BDsP29kllI1Qnuzi/1yMK96/IlJbiJAQd2lUgyPEgUhsG6JDbUjbuiwbnSqKuA6K8rv3fhe9sRL5/rO4S2Rd2vZiLYqr2Bamq6kLCDprlPcFQV9fsL1+xSDonryKEsuslbMOuqqoSKh2h5SGuBOCI78Qd2cwZuJAVQDAp3wXDHQJejHlw2ZctBxor3QMlgqvYVW5xTB0zP3W1vyZLsMy++eMXEnefJkQxTgoDIeILAfdzAkGei4HJOxrLT3M9iib3d0Y+ofLAdh9QEQnlxwwFZs9+7l9fntpJCdkLExqmIS/7/N35Iwc5un3AbgeSqL4lAeR/CRn5DCxfiI+bv44EoK+/Ljj7XZVVmHA6T/j9rGLSVxiP8SmTgTwLQAeHSL9nyiQQyuH+rICRxURQSeLCUGq+i5u+F5UBdcNcecnI3EGI3PIis4VdBuLLiYDQ9zlJHHk2/qtxxRBLyLEfaBjoIt10ftDiBHAGuimkw+uqIDpvJNrZ28JLQJ5DxUhB91vXSAGekHjjdzpQsi7iKC3Z9vp76SepAaMbJ2oT9TjowkqJq5xqqc4jpgcU05u8tAafLyinYbcy8QPqSwni7ZpmZ4c9HH/eANj51k4cJ6BY36t47FFj9Ea51f/035P3Q8+Dv3E2dJreubqjbvcbXRh+0Bj0g6TZnWEoLDzzeo3444pxkAnFTSIFMNqzgqZY1kD/Y7P76C/V3etLglBX9+7Hme9ZqcxfP7jzyMbQmFC2pI+6yL0rmmKdE7cspBXFOSJgZ7LMQa6265sowKsY/K1u7qRqWP+zmbAvuXJNh9YSZVNxdVG8ePcYBx7ay5yCRpHbgB+/Lo9uN7dXEUiZyF+w13wgxDECLe1natQAeCe+hpchYDSv2xZUgB+xU7a7r3P/xqCZJcuhUwzWH3+BQCAqt13Q2L8+NDrkHlaHDcJLQELFtKFNFoyLXRO2nDehe4xNcUBSWIkzF1f3EV/r+paRdeIH074IS7Yxn4O8s6vnHsljpp4FPYY5U/iOK9pHuY1zcMZ089AY6rR9ziZyJwmRGgOujMnER2KtDcIQAkz0Psq328EPUSoom6YfM4HKavIrJzFIOhimbWCaiGuxj2dKhhBF+8XlIPOhLiLUsYc9D4j6M72dAgh/kY30GUaUk6uCIxaDyTyPIs7+21qZo7GiF1asdlB67hJgY2qKB+66b5zkRlZJjJj0BKYjwtZ23Nyz5f30G2Zr7+mv2viNR508rebf4WFYxwlyygtOkBUnuJaHFvX2fVy1WTCWwMxRMQQ75yZ8ypOEaLuskuWeLZxBrrzuBs2H4pTztHwyTmzUHX5OQAATawM4LQ9tE5tEUIN9Bwf4l6wCmWK1FC4WTCKuCHu/CmiY4QYccRTvffovbH36L3p/qTlH5amSwz0uBb3oJ2iiCHuCrfPB0F3ODHaevO4771lwTfooxA0gw1xL3TZY1RLmCg4c31FvLi+Q5+TPKJIqOZsT+cNnPnAR8jneJQ3IbzuukQd9/fXLe4cwY4PmbFcFa/Cv7dnO4Z3/q130gqCohYyPk6ockYomTA9Ie7DP7DRN7J5ZddK+wcz3rMt630NQi9JXLTw3/4q1dnfwvaB3+1oI0qsMi8LcX/koEdw/e7XY/rA6QAYQyMKSZwDFIjKsyy3PYqwBnpTTxOunXctHlzwIN3fle/iUsXCDHTLsrAhvQFNPa7xXM6UJIoARzTOASARBUEHcNdwgVazm0fQDUnEGQAYxTofFAValAVaUbioRaPFZVhngQS9YKEupLAJdaA7/aejx07XC434hICgh5RaiyLGhhbPNpPRSc1e/3xs1p4gRqeocxqWgYakHQ5BQrlFiaecFxiVHFYYX6+ueJX+Xp9eT8Pp2bWD2EBvr34b57xxTqT7sBxATgMx7oB1GLm7/DkA4jTxCXEXEHTRgRoEfv3PQO+TyD/ISROOAuCG31imiczX892zHCTFYCZd0pkD7+ZDEmcqdni7iECRv6XhHUWwuAcRSpQjB50a6FB9PXIAz+IuE6KwpMP6dB8JMooV8nxTVlg46xkD1b1WIBs5yUFXUl7PmqIA1SMyiFWa3LzWXwb65+tt5HpE1QicO+Nc1CfqfY+V5qALjggS4n7DRy7bLYtgW7BwzFv89zE0BXOmEObT0r6dDD2wHGeBEi9+EhxfO54LTcobefre+5qDzuaQEwO9abfJ6KxUsHKbkTAdxDUGvoYnGTNh46QYITlQYg46UL5+5iLoxRnoAP+uxfeeLqRRMAt0wb1k+0u4/UGLk6wtCaYOup+IuxUw5V4Ued8lIe4A8Nun+5dZuyffA1gWEhmmLc5PPWlQAz0KQRwrVIl11jSSmyeT579oguNe8ZUR1SN897ElHqcNmObZr6s6DE1Bez2JXOPf++jGCkrMF2Sg9/g4UctlyBbMAkzLa6DHBVSfGHANDJ9d+4CktB3bDdmOy1vMr1uHbEu4Qt+R7cCsR2fhwrcuDD32uyZk3jt0/KG03wSRxAHAlMYp2HfMvvRvEqobhSFdRjgJlBbiDvAG+hmvnuHhFUgX0pwOF9b/rvvwOuzxyB6cAcOmTfVVohBuAcDXLkG9J8TdzKRpKh9roK8YxM876//yV865YOR8nGayjSHriedr+URU5dvDycNOesXECa8H6ybEUUQ5l5y51lS96vc9NdV4sdIFaNiIrCC0lkh7SMCjjGyXrT+vpvxzn9mQdT993bRMGs3SkrENW5GPKJYoTpcL0mfWp9dTRJo10GVOzJ58D054/oTAa4mSqDFQNdRf3wn6JmROIXOMaJD/D0HfyHLe1FMxqnqUG7pmmlh1NlNnz9lOkNUZg2ZgUsOk0OsOjVdJt5uKnKmZLBhShvZiWNzpKf2PoJeDJO67hqCTd/v7Bwzs/qWFk14xqYFetYc35IaWWXNI4riFgw13YnPQmUOKyVELkiXtS/D5BttAj6kxnLLlKTh9+um+x0sRdEHJNSW1hNkyclpvRlpajI6lElMqZBM1yf+2HQQBUSISSepJzDl6Du7d/14AtlFMQhTppyjR0c0j6M5FEm7qR56MA0teH5eMk1JDLlkhyj5R8NjFpVjWUz8pNcQdACwmbFx83b35XrRl2mDBgqqoqE/UY/PGzQEAcYoq+mQvSvpBnMlBZ0VPud+LnEaPs1jHlbxDVCc3XiZYb74X8YI3CgsAtKQJEgWuF8NRAtAHp9lcEgSGZVJXFXEc8y82yBHI9vnLd77cs5+sA+Qo0al33HajUOPk2gfloPf4GAPlIukiY4rtUxYTedDrTIvEwTOQiYLtNnulaO8de9/B/d30u8siteWz9Z+hNdOKF5a+wDlANpUsbluMvR/bG8c+e2yoI1AkYQJKyEEvBkE35Qh6EBldkBAekXQhjcXtiz37M4UMP8+HOBHu+9oOdWZLoZar6oZpmZxT2E9q998TQ0bb/TtZn2MMdCfKq7XNbRtroA/kr5P+6CPkm10iLDPHRwJ8Ota5XtHh+wr0SMRyClJjw8Od9/7UwnaLgq9H1DXKgu+sQQUV6GXavzSm44bGevxq0ACQ3uiuVlYkBL03mFsMhoTLhzXQg1Je2RKrJGpPHDeGZaAhxSPooi7oLjERiXkDSo5t6N1ADXQ22lOmUzy88GF8uv5T/2ulhXfDfJtYhdw5pqiQPsY3bd9gXpNd7lUkiSMSZKCXGpUTVb7fBrrPpKCoKiY1TKJeL8s0UWBYLml5dGfSPWXLUyLdLqbJFwBTlYdJBCHoReUjEQRCckpZ6qCXiSSOIujx4GdTNhGCTmRMizvoSO41K5QkrlLmBmUMEkaz0/oBQX9/7fv0N+kvgysHS49VFVXK9C5OygVngU3kGEdDnFGsuuUKEnnUbL60UD05gu4QfCRCPDo+ktJTdHLNGbmyIegsQkJy0HXHWZMxMig4CloMkIY+kvFejlrtxDig5YsUPZS5tShRXJI4v3qjonD1d1mnoSTEnXjDG5ON0FQN9cl6vDH5TPxnRTCLrewTJrWkx0Cvn5zB2H0lzLlMrrrruJLPOzLG+P6S3kIvDS0VRU+YMBzCuFiEGuisqEJwv5n2GgTbjmnAPpvb84eC4HUjyvp09tZnY0BqgGc7MZRoOoIz/z7ysx3xq30n4ZRdx7kIeibcQDdzDTAybjmsctWhJga6xXx/NvLAdEhmiQHKRkl9uGYefvcuTxB03/73eRQ6lqzKlHAgkPmDVRrLTSpWisxtmoumniZ82fIlFrYuDDxWDCEFBARdCZ8HSyGJ6w8EXSbvr32fMyhkJU7DRETQN6Q34Ir3rwh9t6JERc+H/PIM7DS8A6NnbcCoPd3Q4LzzWQwHwc3qdoQcbWfKO+4Li7917y/oE3/6of3OfcymwDZG/VqpUY0Ys3ff6k0DgNZrzyc0RcAhCjZV4LpG1yHZwThHF8bjgMW7RPy6WWy4C9KJUTmiFCTVcIwu1/AO0utJuhvgjj1PiLtpeBH0TN/SLIIAB78Qd9k5nzV/Fnif5l5/ZvQx+2zAmH1bERs50vcYVk566ST62y/EvZwRr8XK99tAB3xRspgacxUEw4A+2DVsxBD3viJdpgLsOnxXz3ZSWuqWT2/hcprsndFJ4lgjwHNYOcqsEVZQBkEPqoPu56mmCHpIVIgilsvoZxFz0Eesc5cTtaoKyS235Pa7CDrxrMkRdNbuZ5W3ciHorMJAvKBDKodIj62KVUkVFC+Cbj/cHp97n8myLHS0eRmSdxq2Ex1L2bxXiel45hmsOPU0GJ3FKS6Wo4Cr8eJz0IlQxc7M0dI4XNi1ZFyFRauwDrWxSTtkM56yo2e6c93IWwRBtzg0gxgOYY6sYkT07mqq5hroZSKKI123FASdHVniW00X0hQNZL3qA2JVqGBLR8L7TWQh7jkj58lBTzXmoSfdVljCv7V6pRti60MSJzLGH3rLO9jQ3T+Ldk++B7t9KW+HljRRcN5DrBiCOMDlNHEunevmx6ICC3FNxbiBDuu7qFJL3vcVO1+BaQOn+bLcbjlgS+l20u/JOGy9559YedbPsc3wKpy1x2bQVAU1qXAEPe1E+xjp0ehdei6MrA3vrekoT7gwQaJ0Rk3qesUNSzYdJ4lYkg6w53tWkZxYPxFbDdrKexyTJiXLWiB1fNk5J0hB3VjCOilZgkAijy16DEc/ezTW9axzEXTVx0CPUJu8JJI4wUAvdb4lTtAglJt18q/t8a8i4FdOSjTQf//e7/HwwodxxDNHFNPUSGzYAKAmElAUoGJgDlrMQsyZF0i+de8HH9j/RojgrbryThzzpoGznjFgClEtGYe8olBKDroF5MI+mXPdVGMeaiLa963efz/pduOF1+1/HX2X6EIFFXi82o2OZQ30rxzwwHL0EgW+uCBqDjrIvVeogS7JQe92EXRLUmWICIugk/FC/p200sI1/yjgin8Bh5/1JB66uoCtLnoAvR9/AjPjs6aVyOLOSmeuUxrirkoiwcLSPdoz7dzfrGqgJ02kGvIcqOSK9znYMnMEMKnUeSCL8GBsCvmeG+gKRLUwVlUAoEBXdSbM0UJyiy3cgwSSOFknkt7N5zhTBQ7d7FDPdlbhvWruVcLO6DnoEJRZbtdGRNBDc9AdxT100t/ICHqQQabEYlAFFnGCmioJWZySHEFPMnpmuTxyq7pclJEobYMrXEcT6yiRlliDJAfdyfue/q37HAXHsP7bZ3+Tonud2U664KgSwqM1v7oQPf/5DzbcWlyNYhringyJBwsQVrGTEvHIDHQfohsiRAm6YucrkHIswkSFjcL25HtoiHsMvEJGvNn9EeJORFM0qlCWi3jIdY0Un4NuMmkeMpI4Mha4cFTJPGYI/aqhyrsAzxg03XMP0adAQVvnuHq9knkuPwNdwZU/nEr//mxlO/76ujfUtRzSk+/B5st9DPS4Sd+DXiSqT5/R6e9zvnmJ269bJjQFGF5n9x3FE+LulUM3OxQPHPAAXj3yVc+++kQ9dhy2o/Q8ogiR6bH7zTfR/dpr6PnPf+gxlY6y3RNQez5dyDmPRJit7H+7fULfixWCRMUZr0/3m2/S34ZTk544Stlaz2LKo1/YvcJUAmnc3Bu6ThB7Fhn9w/t/wHUfXBfpGfpLWANdrKUM2Abm1y1f456v7gkPcY8Qek7mlCj1kv1C3EtF0IkDqi3bFnKkLc29zb556F6CK1tEJ89XG0rjuohioNf/6EeedY+QxOWFT9EjWXrzxx7E/a119uDwdy3s/qUFddlqun3eRHcyLsiWjtAcdAv37ml/s/ofnwBYFp6rrMB1DXW8+5CUAU1FM9Djo0ZLt+dft+cf8g5Nx6EuOn3bNHd9a9dUsOsGfSJGf9cG2lFEtYcdiuTmdgrXSzP5i+pDh6L2hz+kf5sSMMNgQ9wDyHjZdZ84lcg6e+LioRjXBIxZ2otYOgcVQN2yFnQ89RTl/AGAt6eiaAky0HvyPZEQdMuy0JHzziessH38vDfOwyFvno2sZ90vfqzLEPSztjpLGnm6seR7bqDzstnB6zBuP9uQiakxjiSOkGMMmNrJhLgXiaD7TDgDEvXSxYHd5gl39RwfYKE7Spv09v2Ugx6EoPuF7pKFmCrHP5YTQagbGUH3XdQ0DYqmeQxEkmKkxJ3n9MlBtwz3g7C1w8thoJuWiQ+aPqB/k9B2Folkw1BlJdYAr4He2duGD5s+hM50m3ynPWHe+tmtqMh4v01nrjNSDrrRJldO/MTKkBz0OIrNQSfCkgtRBJ27ifd5OAItyX6iLOuqTtuYqrTfe0++xy03aAEzBs+g55ExQ/aXhSRO4/umrupI6GUMcQdjoJcQ4m5Jydzs9r2z+h1aZsifbMXJYWS+wx8O3QLD67x5YeNqxqBajBgSUPEYFEwb6BKX1emVbnuZY9lmx3QVe2/Op44EhV73RdKFNDXuasfwSruiWshTA714RAqwu/MD8x/A2g1LvffOFzCk1n6vqmdO9L9fdbwa+4zeh9tWn/TPUac56MIl1UpXEaqIO8ZvPsBAJ3wZgoHeWy4D3UGi4sw8bva638SM8Qg629VUYdn1C7unPCYAqoZlER/NGw/EWUjmDCL3fn1vlEfoNwlD0Inoqk6dE33JQacVbyLUpCPvqmwh7jH/HFSZGJaBdb3rpPv8DPRiSOIyhQwufftSvLb8Nc++MIK6cS88j8G/9tbijgskcURISVlW2k48AOOefw7jnnvWs4/oEz2Dq3HjYe77NooutGYj6C/PUPDKcRkMvthu88WDBuDe2ho8XFNFjyOiJaOljOmNjZg4930Mu453chnfLgMsC4ZlIGfk0NZj5zp73glj/GXIvCq0ZuK8uRj3wvPY7M052OzFF7HZa68iMXYsRv/rAXx62+l4Zwr/PsY/9yyGXvEHjLr3n/b1JCCVyYW4+48DNnLuhWUv4OuWr6kuMDAnX2eNrk6YTIj7P/Zn2xft27GAEZFBqUEAbJZ24sisTbo6qmhb5c281OHHCunjK7tW4tUVr2JZz2os19lvb3GOTyohuiPRFVmDvK9lcPsq328DXfggsUoDqm5v11WdesaMQgFvLX8DAPD4wAosjjkefsYwjSQ+YYc5RT5pstcdmOLZNzw5fpEQdMmuMiDoxIBVFKUsOehEkdEb5OQemzoHnbZD17l/PftjsgVBjqDHDYXLh+6rLGhdgBVddv3oQ8YfgjOmnwGAd46w4dV+E43IVv+7ty7FSS+dxCmYBhNaJUPQz595Ph1LQQuHGKkwpWGK77EAE+JeQh10IgRBL1gFGk7NoawSA7zljjvd3YxXufPFl/DtwQejbo19HU3VaN5WstJ2gHTnu3HbN3ZNZBXAiZufiOqY/e5FkrhysrgT0RQ3xJ04JPxkacfSSDmOpBtHZXFXFIXObe0M0kve+7ZDtvWcwz+H9z7slHD4DD8GcQVJYaKUtfjYycfSZ2rgUj/cm1TEXMUhrqlIxXhFQitTzWJRevI91EDXBBZdRbWovzVWJEJAHjFtGbhm3jVcRA+R3kweQ2sdBD0kB12Ua3a9Bj8Y+QP6d5Bi42egKwwyRd53by4AKXIQ9EFVFfjzMVtRDpheCdFlKUKMJraspNHpKo8mQdCdtB72cTylVi35c7D8GmZOQWz0KG4/mV+i5hZvLGGfRzTQP23+lP4ekBogD3FnUPMoIe7UQI+gG5D51eO8LJUkLoAkyk/W98pzov3mZNLX/vnVP3HLp7cEXvvOL+7Ev5f8G7+Y8wvPvjAEPTF2LDfOiFCSOGFayUo+TafRjcS4cUiMHw99iJBS12M7q7qH1XK564Z0ugyeQ+3KWAo66i0PIvoyx//jIOgRyTz1AY3QamsRG8I7Xa32DlqK7eMbf4fNneqJRLchPY9d09KE6JlrCaBVVSExdixigwdDrayk+edqMgl16BAa+k9EraiAomlIjBtnbxDLYIIPcQ9C0EXd/Np517pjsEOepmF2ddO5Zn0NigZCAHmlq7pkHfe3pmhUHwK8tlXGyHgM9L1G7cW31dHX31vzHt0manGs4zOqENuGXbvEOSSqHDD2gJLOE+X7baADwTnohNjKyEJz5rWvU3GcPsQ2lg0Uh6D7EedkfJQdtnN6nACaN/TDTyxiYCqK93nLsLBbTCRBEAGVrNQTK0Qxo0iDqmL4zX/2HKdErAtbLvF9t852o00e2iY30F2pGeVOhpVWjDJUlwPZXNO9BgAwbeA0XLnLlfI66Mxj+YW4m2KporwTfs18A4thfJYZ6LNGz4LipC8ElvUTvivpD3/Z8y/yw0mIO1dmrbiFozpeTUOqpEiP5Nu3/uMfbhuYZ1/9i18g+81iHHD/NwDs8UDaWFFp36Mn34P3Wmxm/aW6ipgWw4lbnAiAQdBJiHs/MIBqquYhjpPJpW9fikOeOgRHPHNEsMfasmh+nVpESP64WlvReKfSXeDIm/75Vj/3HO+LoAvRTACgBeRfe3ZJDtVVnW6vVpN03mbroFcw+YypuIakYKArCnDbnCV4+avotYajSE++h86PYmkYRQUts1Ysgk5C3PPOWhGT6Hc96TwG19jfS2WCSBsmdYcqbDEths3qNqN/+803gL+Bzjr3CIKeyZue9AYiBEFPxeI4dKvhiDuGnl/5tWKFrGcxJqLL7GSUZMdocEPcmV1Ck4dWDoVMLCbvM9no9ZqYkhx0IuUiwytFgkLcL3jzAvo7psboPMQa4qwjOYrhHFiSVhBiBIuGddRURVH8lPQgw90Pyfabk9uz7TBMA9d/eD3+9tnfpKWkiASRaLF8QcHCd9C483dB/BSSYc/mOGtMbjYAIG2/e1NYKgrFIuiKQlH9HI3+ceeHZqIfM/OSXu2uIW2CCrqKwYI0AgxJgJdB7fa/tX9/im7LOocRtLyd0c0zqmKvkU4zojwlcUZ/vuswAED13nszjWOizwRnFBvZFwS8iX2MJcjVfQ30Loqg53TwNegjfrpzZ5zr2SZW+0hoCc5OEtvak+vxpHucsdUZ3N9kDmD7ochxoFYwkUnTidMzfA0D+LWLRCMWI7MnzMbPt/bqOKXI999A95GYGnMHlWlRj3dBBdbppB5ikQi6jxJziIQgDuCRWw+aVowHK4A/q9S61KyQdipQAkPcZTkmrBCDRGHaW7PPPpg4931M/vIL9NzyfwA2foi7b16bM1nmVqyQ7naRdXmIe6zSxPgD7VA3K5dDQvWPPihWZDnnQeKLoAvKLDHMOQSIQdn9GKbrKpxFLyhiQzCGwyJUXBb3hNSQjiIxNYb9xvCkMEEIutHdzf0tqxed6HUMbKjU61xRaS9E7KJB2+BM/JTF3VGiorAXh4noPNQVN8TdLwc9b+Tx7yX/pn9/2/Gt9DgipCtEzUEHgIPHHwwAaNV5BP2e/e6R1tAO81SzRloQkq96PJTefhNTYnRrUtWlIe5VjIFeEdc8RHFvLdqAa19cgNPu+wifrIiWmxpFegu9UJ0+KQ4LRbVQICzuRRroCQddJs5IGR9ebzaPxkp7jmJz0AdOi0buyPbFUhB0llWzIu6+f78w96yzBiUc5IMYeplyIeg5G07T8+7LYvNAyeeRhbhrglPhyl2ulN6DzC9Dt2+DFrM83ZXMLzIEXkZOt7EkKMSdJbHLm3l8ueFLAMCwymF0e7Eh7qRvRSkhRozbQRWDuO2lIugs8SYrR0862vccP53CD0F/4psnIpfFXNOzxncfMV6K5TeJO69VTM2QCRuOr1YJ4zztOJSEsT2whEjOlPMOiWGcZ/pcRqIzJIa6htVaBsytPe5YDDv7F/RvfYCtqyi6d/2t7ZWk8Dm2Xq/j/e1m1p+0EOIepXQrMdBfPHwkxr/6Cob/+Sa6j4tuEFB0lhguiCTOw9juhOzDsqC38/rJPbMcx1dXF02nycVKMwxH1YzC+8e9zzlqReBInLPE1I7mtJcAc0QVry+QPs7OQXlBp2PJN0ecPitS+0mED7t2pbTio2d2HbErhlcNx8zBM7HjUDkPS1T5nhvofkoMTxJnGQbNuTWY8UEM9MhIl4/ieNrYg6XbWeIY0UgpKsQ9IAe99e67Yfb0jdWWNaT8Qtwty6IGuhTNhbtAEnSBhC1ptbVQdB16jT0wNjqC7vNyyTfgyDmIqKo0VEz8UGyYatKKzkQbJkQJElMj+Ja4bRlZLS87YeV4FEZ35n2Nmf+tfB7duW4oloXj3vRzZjihXoEGuuARDjXQnRD3ZOkh7oC3P3Is7sKx2W++4dvYK1GCSYoG86iV1baBLlOy2Dx4oLwh7vuP3Z/7m0XQ/ZRBUdlf1rEs8B7UQC/CaUicdGmVN9CTWhI18Rou3BUQPNWS+5jMnOCLoCuKB0H3XEpxuAOc7XFFZ57L7Z+sAVwR836npk733X6+KjhnrhjpzfcGIuiGg6oUWwd9oGZrmXnHQBcRXgDoyeShqgre+tUemDnSVVKifvXIBroSjqAnYyr9dn5h7lknxD2h231Jc8ZTb6E8BnpX3kllKbjtMjvcb604nUiKoDNT3XGTj/Odf8n8QioNiKG8hFlZFuIe1aDrD2GVYzGcm33WRW2LsKZnDZJaEjsM24Fu51jcI5SbpAh6hIhAUtFENNBLzUEH5Gi5eH1W/JB+P+f8yq6V3vrOPuIXPg+4a0zo2iI4pglaXSeoimLIO2CvKxvSG3DPl/fAqODXZsVxqrNj+4TECBzULdFBQ9aTpDPnp4VIFXsbc65zncRQd85Z28CkFw4ZivFb/4D+rTU6BrpkXq/tAfQC/27aquxrXeiQvWWZdmcUBc3ZNtxeZ+sYSgQLnfSljJFFfMQIfsyr/gi6VWB0tYBxIPaxvJmHkc3gtlsMKIJhv8qpgulB0EsERCpjldQ5DwRzkQDeygjzW+Z7jhFTYMgcwM4FeRFBZ/hMFB99QYxyIbZNXxH0Cr0CqqLinv3uwY173Fj0+ax8zw10f2ERdMs0oTnIBFv+wCw2xN2nIyTicnQoyEAvrsxaQIg7gK7XvGQixQghZmFD3EUjM2NkKEu1n4HucXQIz6zH7GvLmMD7U8IQ9OHXXw8lxS/QXF66D0kcACia+3eFZZ9TDgTdDyXwEz9GZRFBpwY6hwYBV7z3B1Qx+mD1UUdAqajA8D/dAAA0xD2IlFBMJaAGus80ZDr533aIO7Fais+N4siJFB1xViEUFsFsMx+yLGd0d8KMe5x9qoqqGjmfAuAqoDQH3SpfiHtFrAKXbn8p/VtTNA9iL4q4MC3t9BKGsULmyWIUXKqECKfUJmqhKIqnPnYYSVyBQ9D976v5IOiDZ3RA0U0M2zPJKa9xRWPmdzlKn4oHf6fubDAxUzHSk++hxl2silembJI4Z1+RddAHOMy0VoCBnnUM4VGNFYizuqtC/xcobP+IFOIuPgKjcCmKQvPQ0zm5Mppx1qCko0SR62by5Qn97sh2QDEt6Mz9Wc4O8R2yb4jdJ5KVsWI5Brqq2ycMuvBXsCrdtYbcT2bwbUoDnZ1bmnr4OZNVuonRObBiIGfklkwSF4HFnayNhDiVSF/mW5mBLs5hrPgZ6EGVNZ5c/KR0u/jMQY5Sgq5H1QuI7OhEcrw7RUGX86i9CeCh3b3zTLqQxgVzLsANH92AJeu+5ttGHErOAPh5Rw8urNgMxbuiFSSduYog6GlG5+xRVeSd44hUjG+ENmAArGQCr09X0doQg5JMomLmDCTGj0diyhQkp02DVldnn8nocIQIuLYHqBF88l0Ogv5BykkdYxagjKrgsoX30RDrSCHuAVVWFJ0x0EWUnAE/ikXQ61d2oJHgTJqGxJQpyE0ajXV1DgjV3U3TbXK6ImhkxelcrPPdzxYgIoIFV871RhqJ9hc5h52DeAPdwoAzTodWW4uGn/wEMt3Rsixc+NaF0nazhMpRctDvP+B+LjqoFM4KP/l+G+g+BqtIEmeaphvizvSFoknifCZOxackDmvkenKWIiAkVi4Hq1Dgcntlj9vXMHca4h5AEkfQc13Rfevi0vdJQ9z596XrxEDvU3OLFt9F3/kGNfvti0kffgC1mkGVQvLP6XHMZ0yZ9oLQVwTdsix83WIvjKISwophGfjlNr/EOVufgy0at5Ae4w1xd/4V5v+XFz/HIcbDfv97TPpgHmoOcMgwSB8PQjiEzhlWxpALce+DsAvGkMohvEdWcBp8uvhtAECOEEM7YWYPfuayJhODNdZshzZr9fVIxFK+IZRkzIhl1sqBoAO8MqaruusQ8MlRFVEogjj5SYHmoEdfLsgckGGQaAtAY8p2ZIgIK78QShB0YlgqQQqqF0EnsGbDxB5MOrwJqSEaFz0VB4Og+9RBj+uqr7MDALoy5TPQ7RB3+7eqWagb5yJPNoLuhLgXWQd9kFPblaLzzr//nOV+05uOmk5/F0rIb2YNoCAE3S2zxj+DZRgckzDJQ+/1MdAJgl7pcFSQ62YK5THQ2zJtSAVM1WJ38UPQgwx0EuKuOiF8ifHjgRf+iW8J95YELSLyXQlxb+5t5trHtovoBaLSWkwddDOTgYZoOeiWZVGngJj+1ZeyljKlO8gJ5adTsAzbotz95d3S7SLKGBSqT4hjR1WP8j3GFr7zHt7Vg3Nrp6OtWsEp52io/+gNnPQLDasHuGN0c8dZnSlk8HHzxwCA+AY+/UXJOqXJiBM7sA3Bc1jKmfPT1EDnHVIuWZu9X6+MYcIbr2PVI1fhm+EK7rx0K0yc+z4qZs6EousY+8TjGPPQgy7nCGOgxwbbfWVQh4VaAew3hblWRNDfb1sQ8YlsISHuMgcbh6YLY97Ku2POCiOJsyzUdluI5S0U0r3Qet1+R95F+80XoddZdq10GkarrQfk9L4ZhmxETG2cN9Bv24svtXvmVmeGXk/UO8jYYucCccaPDR2KCe++g8EXXyS95tqetXhl+Sv8Oc48xK5dUaIGpw+cjst2uoz+/T8DvQzChbibphvi7ryRHIonifNF93w8t5wHSFQAPSHu/IRq5XL4ZrfdseTAA0Em234iFpaWWSMGumVZyBpZPPHNE/bfsHw79eCKwThw3IEYXT3abq8w8cU2EYLuRxLHPoeiabzHlSMYCUDQFdeYTzrMKX1B0Be1LcLcprlY3L4YKT2FXSX8BqdueSoA4OLtLsaJW5yIU6ed6ns9XwRd0C/0AkMslUpCVYQQf2dhkZUHoSKGbBGjy2caIui1kogz77X4Ts4qgMOqhvETPvO9sosXY8hf7H5M6r9ahQI+W/IOJvz4anpcwSxg1qcmqs66AoBdtkVRFA+jOhGijIokcaXmRIrCeqk1RfMg9qKIXmtRUegUlGBC0lMMoylZpHqFEHeyXSSS9A0lI2kmhBshxDAVEXT2aPLZWZI4PwSdjH01vg4XvnUhdn94dyi6PBe7q4wl11gWdygWFJ1pk2pRX2yxddBHOX2EGv/OUMwzQ3iPiS4iaLAKoIJIiws7rvzGAuCOBzFPdfUvzsPCrbZGbpVdS5lELjwwdzn2uH4Onv50NXd8xplHq5wItRhB0As5dPTmsaa9bwhze7bdl3MDkCDoQtQRETGdgxVioJNIq+UtPdBjCS79DpDnoBP2+E0hrIFesArUKDYtk0utiWKgB82DmUWLsGjb7aD85Z8AgslyAXsuI/NZf4e418Rr8OLsFzGmZgzdRp7LjySOoKbs9YZXDQ+8t5iny7478T4rOm0DfXTN6MBriqIBOKrazh22VAXpQhqWM9dum85gzvJV2M9haGeRX/FrkBB3Mrb1UlU5RaEh7i6Czg/GVlXzqANKLIZe1SGPTFRyFWAUReENYCYHXXcM9D0+t/Crx4OdQLyBrmI008+KMdClKWiMXimmC3J/B6QS5owcfvSGiTv/YuCB6w3c8PvVOPkutwRabOhQKIqCWCyBXmbZXXf1Nfb5MWFuK9KwYPUtdh144pAnsMvwXbhjT592Ou7dv7iSkcQZyOege9tI9VOJ7ijTjYhtUxWrCjxOJuyY9AMoS5HvuYHu37H4OugGRQyJgb4qppeAoMuP8zNYWSSV7QjvrXkPN3x4A3esuC5lly2D0d6O/PIVblixz32sPiIKbCiyGOL+67d/jR0e2AG3fWZ7xoI83Iqi4Jpdr8HUhs2l7XVD3PvU3KLFt80CsssZ5XE/r793RVLitoJGEPRSDfRPmj/B7H/Pxqkv2wb3jEEzpCFEZ299Nl6e/TKOn3J86DWtfEQD3QR1YqlxrzFFJ8OA0CsPIRtTvk96OMlB7yOCznp0h1UNg8o6zJg2bbjjDvo77dzSyufx9B0XoZL9ZJaFn73gviCt0Wak8TNKxDFDnrtcCDq7oGiqRhE7v8VFRONeWf4KfvzCj5E38nhwwYP4yGIQG0WhCkkQEigKNdB9yMzE2sKcAizpD5EMdEWBFgRrOsfoqk5HaVzRGATd/aaqAmiVC1E5/ka8sPQFdOW6UNOwADIpV4i7aZlIF9Iuyq0AKqspsbplkSRxAypsVIAgwuQebEoX60AzmL4TVT9jHdlBfduXxd0Z7+2PPALAzf2///0VWLqhB+c+9Cl3fM5Z16oTjoHuKIbZQg4H3/oi9rz5ETR3+ocUh0lbti3QQPd0LeY3+9mCkG5CAqc6Bvr1Ly+CrrjgAfkm37kcdMFhQMLKM4UMx33SmbOdWqLSGrWvNF/7R1j5PJRH7JrbYQg6O+eJ9+yLQ1RmoKf0FIZXDcf0gW7kCXHG+CLoztrPsvqHrQM9Bd5AZyNVRF2CpBsMSwnlz0SRODrizARD+mzMsvD3pmY0mqabE870u9sO1NA9wH3PqoOgL0+vdc4PaEPIxEJI4ki+uWjQLo3HcOKaF/F4DyE5tW9GHBp+1YTo7Zkc9Krdd6e/BzCUQ+bW/Ls3wRvoaUXB8ISb3tYVIfKVEI9ljAxyRg63fnor3lr1lt0m9nzRQGf0+KAQ90whg0Pm+r/44Tf+CYDdVw1N8ZR8603IUsWiC6tvxdQYbp11Ky7f6XJMqJ/gOVZRFGw9aOuirk/mAHYuEFncw4QdN1MapuDl2S/TccjaeyzhXZCw85mo2/RFvucGur+wIe4w2BB3+0MvjcVoaZ++5qD7TUTsYpIpZPD04qexpnsNTnvlNPxzvuhVCshBdybObsWCTBUwu7zM0sUIRTpVlS5yZHA89+1z3GK907CdolzR/kdwaMQcJESzwj3l5RQTPh4BEaViJnQuxD0gBx0AFMeYr27PYnCrVXKI+5Pf8DlqY2vHSo9TFAVDq+RlfUTxIOgkxF14JTEGQVdkzglioAcg6JYlR9D9xpeZIwh6EuXKQa9P1ENn7sd+Lvab9jqnFPJZxNe1Bl5fb7SRRxFhPiptj5GquG1AE9Kpcoe4s4oIh6D7hbhLlNxPmj/BvKZ5uGruVZ59BEH3zxP3SoWT89zFzIksOZ+oPIfloJu0r4Qh6OLp3vHIGejwQ9CBWN2H3Hnn7rklrj9yOuor+P7fXaYQd6L4ugg6wA4NRXVL3hVbB12vsd93bS+QyFmugc75qtznJwi6+82KQ9CDjCGKoPs9gvONw3L/807KSI2TP0q4JZa3dqO18f8QG309Xv1G7lSJIu0ZF0E3JM8vIugHjnFr37Lz58zBM6XXtyyL5piT77ywqROaqlHdhKBmsjH7XQlxB9wwbLFNxEAXDVy2IkRQiHthPU+IFpaDzrZLJJ/rC4Iuc76SXFV2H3GW+pLEOSHuMwfPxDGTjsEvZvyClkz1EzHEnX0O0WglEQv1qlD+LIJwBrpzz2rTpFtpTjhzz/mjFDxx9T6YO8mZp52ypMTBVPoKJ8tBF+p7N9Tj42wzLmudx20n82gYkskCLomJE1Cxww7c/l+fqKFmix5csd5NAcswDmvAdh6wS1JHhHmZVlkpZHD1vKtx22e34dK3XR4ZgqJ7CHdZo9xx2Jm5HAotfIpabI1/ypp21CFITpkCwNWLuqr4ebajUpzbSkfQdVXHriN2xQ8n/LCoa4iy5YAt6e9QFndA0MO9uiOrg9+5z50effnNo9/E8z98PpBnghV2vP8vxD2qKIqcoVtReATdMilySJSGXwweiHyxZE5F5gWyCnRnrhO/eec3OOLfR8gPlnMf2eIYRQ/qGZqvw4rZLWEhL0JYBJ28C78Qrgu2uUC6nRXiUPDmoLuGlFUoj9IbRfxD3EUEPSb9LVzNex0HQd/+qufxl9sN1H0cXNbKT+a38gyXbGhdqSLWQfdF0A13nyz/XvEx0Ll3K+agh7G4Z5gQ9z4IG2Ka0lNQOfZ9xihjnivteJWVji4c+r6QXiIMMa2hHgCvqDUWDFzabb8wkqvYlesfA13M9w0LcfdjQibtEyVbgoFOEXSGzGxy0g0FDDbQ/RF0NXCOVQJD3InoCsPiruo0xUJhEHQFCqw8H51SlTJxxMwRtFY4kdcWNKNQhnKWq7rsMESVKarLMrmT35qqIFEkSZxW5bb52n8YVAHjwsyZsUtz0IswajgDvQQEnYqzvTLhXXf/NXcFMk7ZNdK/a5N2X0s543dDTzcU1R5jX7d+Fbn9rFiWZSPoGftFdSS8Bo/o+2HnGdUCth60NZ4//HlpGhIArGx2UybIt03nDfz51SWu88LwKqNEviss7oDbFr82iagSW5otyJlTaHOdo4pl+TvTHaHRSYru4TYpF0ncYZsdhl9u80saQs++iyGVNnLtN8eS8PCElsClO1yKk7c8OTAdBPCGuLNOCg8XUM420GuVsDBbr56iKgr9FuQ76sz6TXLCRXKznJGjnC2qUxWGOJhigUhsCILuzPnrdR3XfXAdTv+QJxDboAvf0yoSQefSFBXoDQ3c/rwO1JgmDmYY6G+rq/XkoGdYPT6CgU6+t2EZFDlvz7a7JTDJNTwIOpOD7hjry2bPxjc774LcKnvtyK1Ygf0vfsb33toAF+0nBnpnBf8dOiq862gxwiHoIfwSRE7c/ETu7x+M+AFmjZpF0zX/sudfMKl+EgCfEPcinQhk3IypGSONQm1INmBkjbzyhkxYW66YVMAw+R4a6NE+FFtqx2IQ9CMZYzZfbE1JiXHcOKXLt00yBZqgbF4JQtDtxi/SZH5+wOgDgj6/ZT4lt1IUhb4LPw9x2KQIwPVueXLQ3Y5dKFOpnCgSRhJHhMtBj0QS5xh5AuJcs9Rb6zGKiN7yYplaZSLLQR9XOw71Ok+Ao5uuga7GvAazn4HOLTLCPpZ8UNo2aYh733LQk3oSGmt0MG1SmOdKFxFVT1hh2Yl5TD5PmcCJAU0NdOL46wNpESsErQbsPhJmoOct+XYSpiqKG+JevIHOGmGnD9qe/t55+M7c8b4okiIg6CFO0FhQ3DE5hqngEYPGGJbuuaoCWAZvlBE0cGSDV/l99KNVnm3FSFNPE454xnbOKrRspsVVgVBUwIKCxsp4iKPCKyw78LBWFyExVaa4HDMWTJKDTm4TIXKF7c9BpbNoFJavgW7vqEt555lLnvwCT36yGpZlwXD6cZ1TYYOQxalx16jrYGybeWvn4boProsUwVQwCyiYBYqgtyW8pHeWwfc1nVGnSJrWyOqR0vnt/Ec+xT7XudVVSBdc2ZrGkx83UQK9V5a+DEC+RonI6sYUPwPdr02iQ25i/UQAdp9h5y9RWKS9ImMT+gYJUd41VfPMr+UiifvJFj/BiVu4BgXr2CT6T1iZNdYov3636wNzxkUDnTX+RWO5M2vPUdVqaSgeWSvJPe0ccoeDhOSEC3pI3syj4KhGCWdpIfOrLnqzo4riIugAcO/X0fOUSR8MQzJ5Ax3Q6nhDLa8BVUwEAQDcU1dDI8oAIK2oyDHrbHsEbhC2tjbr1FzTswYvLnuRRiN6c9C9JHHZbxYDALpff935my8TK0q80S3LSxyKHZX8N2qvFAzDYnPQhRD3KCICe6lYCjftcRPOmXEOAJtc9idTfwJAHuIuy0H3insMGYfFgA5Bwupa5ajOQ+R7bqD7u+hZkjgwLO6H9nYjJiCqUT0iIuJaNSyDQdP90euiQp2DHFrOouWHSJiyOt4R5fRXT6e/NUWjnc/PQ8zmw/qKKTfMCEkcAHze9EmxTS1Z/A10vn0sKZo4uVPhYqbt89U4r2jGOngl5oOmDzB37dzQdooGV19yXSzLQvqrr2AwdX0BGzk/cYsTpSHuuqOQBoa4C0giFwlRbJk1EuIeT0hTB6IKi2wl9aRvDjr7TdMBoL0udH2tqppem0iKuS4x0HvyPVTxB8qHoLOLYMbIFJ2DTmRBqzwcOOcMg0QROehE6Wb1swTTzv3G7Idrdr2G/s2GsMlz0O1/A0PcFQUDPc8mD3EnEocqNdBtdkf+Wt0529E5cbB3jpu3NDgNIkwWtS2iv/kQdy+CPqCq70rFoKQduhfT4nSZfHPlmxTFKTgKYBQWWyLFIuiGj5OBrKP1lXLl7rOV7fhsVQcspQDFtDBoZTOsQgGVzjyrxt160ms63fnt5JdPxr1f3xtJ2SdONGKgyxB0kRCTNQBV05+zoTtbwBMfr4bOlpVjY0otla7lrzkG+nc9xD0UQReMpeOmHIcLZl6A144MLgHLrh91PeE56KzzU4zM6ovizOo1IuLNGujkHn46BTFuWcNgp+E74dkfPut7b9FAZ9+9yApPEPQavfgQd8CifZbck0XAkyQnXPjGOZNB0Injj4a4e2jkmJ9hOeilrflREXQIIIvRzQNZ8WSFN2UKfA56TlWQNl09PkqIu67qdK5gbYDDnz4cv3rzV8iDhPOKIe7MmJOQxBnd3eh84UUAwJej5O82PsA10Ikzpr2Cf8+ZOF9mt1gpxUAX1xmZc0VMrw0kiQtJOyXvvVwG+pjaMWW5jijfQwM9msTUmJvnZVouOqgCo4U6qpXxCKgwUHSIe87si4HubrAY1vN1dd5TjRJD3A3TQGuGVzzDEPQgbzgRt2473/3ijMF55sunY2XXymKaW7JI0yAAJMaM4Tf45aALVxNFPDbe4S5wWSOLn770U5zy8imehVgUMZytL7ku3XPmYNnsI9Dx2OPcdt1wDEohxUA3gBgNcfcqnqpmvxslwEAXc9Cjl1nrW4g7h6BrSR5J8THQMwHrSlIYtqT8HstELjPQAddIB8pnoLOSLqRLykEH5Aa6ZZrIOt8niI1aFEqWxOljCvf7wHEH4rUjX8PNe9yMPUbtEXi9aCHuQEKsoiAeYFmwYLkIuqpTRV5h0PffHjgFUPgxQBTxU3cdh3EDK3Hsdm4IXG3Kv8NYlhWaO0vQeQBIqUnadnZokOmysapv4wEAxlaPAQCMqx9Pv9Hl71yG55Y+B4AJcS9iTSuWJM4XXHP6SX2F/Dkf+mAlDrvlHUAp4Lg3TQw4+2o0/eEKShbHGujz1zV7WPaXdiwNfRbixCKkeu0SAz2bF+ZIRp2qUlO4ZPtLpNde5xDXxYiCqVjCUqhS3YQg8WTOOGriUfjRlB8B8E9J2RjiyUF3nAV+CLq4Vg1IDcBPpv6Ell30E8JyDwB13ZbvWk2kvxD08XXj6W/xWdixG6YfUQS9iDBY8Z2ynD+sTmCYBu0TVZpXD1MqmG0+xi+Zt4kuErcsOh5lOeiA7cwrCMOd9N+SWdwBpHyiJTRJ2+0Rbm8nfbFYBF1v4PtiIiV3cmQFY7CbcVh0OkBFOmegvVeu37MVX9hUD9LunLPuiA5AlhjOk58OYPUFF6DzWdvR0+WjhicGulGX5Fu3VfD36U0qJcQpusI6JkvVcWSGPVmnDUnpSU8OeoiQcVMM8W2QjK4Zjbv3vRtPH/Z0Wa5H5HtooIueFPlRbIg7i6BDsbBO4ztVVC+QtynBxFZRKfxtCZjpGAT9z4dqmDcRGL4zY1gHMWsHCDv5D0wNRF2yzkXQfRagSO+KPIqg/OmM4aeZ2GgGup/yPPRKPueJy0GPRBLnhLgLBmaCYRYmIWlAuMIlRlz0pZxD53PPS7frhoWqWBU1rEkZptAcdGJJiIsK6+wqEkGnIe7JPpLECTnoOoOksDny7HOZATNjQhi2WrW9kLOhazWmCfL9Y2qMKguduU66sJSrzBormUKGOiT8HID0/sLi+W27lxshz+R8JkJyJVkhxjj3HiXfblDFIOwxao8AAichxD3s+4u7JSRxBbPAkMS5BjrLmL7NmAactLNd/ojMaST9qK4ijtcv+AGuPnwafnOgTbjT0uPvbD391dNx+NOHB873BJ0fUzOGottQhRB3xTZPBpaEoCuomcGUiXPGXkWimq6DigV8sf4LAIBJjUca4x56B/YbBq0DZF+pBrp7mEH5Idoffhg1Sfu9KJqrMOetNBY08fNqFAJSsr7FC47SH/O+c0NYV9nUmVkj9sC42nGecyzLwg9veQcAMLbGeUfCOmhZLkkc5QqwXMOTkE6SPrMphPRlsgYRVNUvRS+K414UyzAoyz0ADG/xj/4hwuWgC3NKX0jiSEg+4DX8jp18LABg9xG7u0aEj35E3pNvWUmJiCzurHOEDXFn9YcqRjeo3m8/VO+9F8Y8cH/wjSwXQb/+w+sBOAa6M/aJ03lVN5/OM7dpLnKigU5TiEoVxffcA3u8TiC2nCfRk8Jy+xUBGGg8jS9Hm0p501oA0PQTIp2Mga447+igv/wHW13+iq+RThw0Mt3TcvqQyMNkCQi6OI/1vPkW/d3r072SA112f/Kt19S511nVCCwcLrK493+IOwDsPXpv+lu2Voq2B+uo8uagRyOJKxeCDgDbDtlWOuf3Rb5/Bjo7ePyUOUoSZ++3GANdUYHd0vIwrdBbF8msKxIjBIlHp2A2EG+apQDr6xT8/TAFNSMzGLpz1ufkaMIahM8f/jxiasz1EIcslIFCjDjh+7Ah5JrFG6/9KaZlet5R7RGzERvKMzv610FnxRviLhq0qU7X8cF638MULtFALxVBz61c6WHHJaKZQM2XK2huetZpum5YwQY6eR+i15tbVEwU2trQ/eabsAwDpmUilbWgvPgmOp5+GplFi5BdvBjpr75C58svo9Bs5+orfS2zJuSgq36hjkz+mBIQDqkLj6hKQtyHCIsrQdE7c510YekPBH1wxeDIddAJeZ24nZUso0AUE+JOhEu7ibzO+5PEBeegK94pX3L40Mqh1DjUoEgRdAAwHFyGMLmKDjTLsiia3drjrce1sHUhPl//Od5d8y6WdCzBN23++YHdeXvsbzVoK2qUKfAJca8ubTwMGOKua+kPPwIAxPQ4fReq5aI4BUM00MOFDSEuB0lcUFSCfRzfX5O6t38qagadaX4chIVJAwyRo3NoQeJMUwSnuWa584flsz42dWbQ6bD+d3bZ71qcaobVVtB3QxB0igwrGg23Jn1mUwh5h8RZQA10HydzKWuVmeaR2tHrwyNRyHcrN4K+5YAtMWPQDOwwdAcP+n3I+EPw6MGP4oYf3OCmb/h8/+Zee00blPLyx9wy6xbpe/LkoDP9N1vIomAWcMl/LsFfP/0rADu0W3f6olpRgRE33YgRf/kLZe+2Ra4TigYVh6Cb/npkQXi1FEEXD1SiLwh+e2dkcvjtBj6ys1tVqA5H+kCxwJre0IBvxjGM/CkveZhMuphUk9ub7O+7ZL39zeb6pD4FOQ9MUkJTBDvYHPSC4eEPYsXPQGdD3ImBvmKQ+6b/fKgGKIqnQkUxUqqBftUubgUZWaqMaHuE1UEPknIj6P0l5dcQ/0uEK7NmMcaHauGSllY8VxUxrJ0V0eCkf8o7z+ETDsfUAVMpOVCwBCHo9j6iaFV7mLRLYxgmCJymaHRCYUO4whZLXxHZKh1RFAUF1TaAVNMtGdLfYlqmZ0IKNEI9+4MRdDXJz5apbndi5Qz0AIXLsiwPIlqqgb5k730823IJDfGsgSkrLKjnXEa3Z2JAVcYOb6ch7nGZIkxI4vgXyYW45/NYcdJPkV2wAIN/8xuYMRPHzTFhffxnBBWaUSsry5qDrrH9jnV0MW1NxFMAooWQqg6CznpjhxYMDhmridegubcZXbmufglx//s+f8eclXNw7JRj8fgiO23BL8Sd3L8yVulJYRGFNdBjRYS4A8BfY2NxqcKg8iVEP5BzSMnLUB+oBDEXpSJWgWmWjjwKUCyLGuha5QJgg0teRxxiA1MDsbZnLTqyHcibebSkW5DUkjjmuWNQHxsJKAeitYd/1829zRHndVuIYVMdr2YcmHxusqLZJHEDSglxVyTOCwAay8UC2xgwTAN5R4Ghc3SRJHF9MdDJPTNhkV8CR4DsnoqWRYdgoD+/9HkcutmhgSVBKWJtqgAM5BkruiuWQnU+DcVUwVDs8Qgt0/bV7WkkdRWNVQl8u941tvIkhYcxbvaaMghHbjMEa991rul8ftapR5x9m9JAJ3MImddEA70yVskZlqUwG1tpHikdviE6i7umaJ681r4Y6Jqq4Z/7/xOWZXmuqygKJjdMBgAPgm5ZFnryPaiMVaJgFbC6ezUAYFjVMM89dhuxG9479j08tfgpXPbeZXQ7G+JuWiand3XkOrD1fVtz15ncMNkNgdaKeWbLo3PFGZK4AYaBlGVJKwXldAWsHkRz0EtdtgPmmziAHXp78Qe4rOvdzNgjjuli1ldCEBfXEwBsx9DA2uBStXHLQk5RYDrP/e9VazBWSHsR5x4igbqbShB0Yf5jrm0ZBS66BLB1UhKx6BcBqKbc+xLjdDUT2U9S+zQJ0BRVSmFxB3inhZhGAXjTR1hH1d/qa7EspuOkjk5snsv7RLX2H0lcf8n3G0EPI4kjf5omRcUUFagJ8BQGSrHMuoqCSQ2Toh0cgKB35Xq5QzwftYjHsSwLf3jvD/jLJ3+hCqosp8QwDd9Sa+H3oPkEnn1s7h1rvPanmJbpIUWTlVHjUPNYdAS9/ohDuCMSaTc8KWqIe8EqeBwi5ay3aCTt5528mt/uIughIe46yUE30JHtwMX/uRjvrn6XN9BzOWQX2HnOHU89BcuysPmK8M4ZGzy42MfhhO2/SS0JjV24mXHU1O6G7iWKIODTnBx09nsM80HQu3Jd+M+q/9jnlYnFHQC2H7o9LtruIiS0BF0Uw0ji4mqcC92USc4pPZYwzaIIwwBgd70ORU0+RGSlIgmCHkISJ+4WUXFyQIzMPYyBrlR8A0XrQqxuLq6ddy0NHx1eZYe6f7HhC8y4bwb2fmxv/PmTP2N192p82fY+9OqvPQj6s996SZ+CWLdJ9Ex1rNrNPVTEgLA+ksRJXp2q6zyCnu9FV66Lyc4qfw46ed9hIe67bmajPSPq5WNRERB0GVojQ9AB4Gev/CxwviVjhDglDVXDtTOPw5vDp+POqQfb1zZ1ZNe7YZmVTIoL+YZdmTx2vuZ1zLziVViWhcXNrlF9/u5j7eto7ov4+4nbYmB1RAR9E4a4k7WfzGvEQCcGaGOSz+cNCzeWiSlEMlal7bXasiwYpoG13Ws954jpO7/f6fd0XznYlcPGA+nbZK3+w/t/wI4P7ogzXzsTM+6bQR2iMgOdtPHwCYfjhcNfwNlbnw2AR9BFZP7fS/7tucYOQ3dwiXj9PJo+Du9RNaO4v1kEvdKycEO3t6wn4JYnppenJHGiRCeJ85Pd0lkMFLhuelQVZK0h614U9HbYH6/FgLN/jtSWNknpuHqXa2Bwlat3DJY4C0W+E1mEweo2eTRukMPKIpF8wrfm8s4NE2bGXXOsfIF7n7qgmn+06xB8cBrvkIypMSS1JAq6guRvL8AHB2+GdQ1OVHEfstBZfavU9GCpgS6GuAv2x4tVlbi1vi7S9WW2zXdRvn8GesSOxZLEKczg8yh0xdzZL7yyxImIkwAEcYNj5JFJMUPuR24bEX3sev11fHPd5cDfH8Rbz91Owx3ZQcZ6iMUBss9oLzIrFVpmzdv9iGKibUQEPWtkoQnzryJztviRxIUwRlbtuC33t2oBppNHFRVBl6GhpSg9flJIyifSrDN/7fOxhUpnzpQh6CRsXDEt3PbZbXju2+fws1d/Zi8cjqQ//ZT+tnI5WKaBgSGfeMCZZ5IznJuXIQdd0TylpX7/3u/x0uLn6HEJPRGC1bhCSOJYg3h4oQB2LiJKzRsr3kBbtg1A/4S4A+549ctBp0zHqoZ/7vdPvDT7Jd9rEQQ9bqGkd9/IOZVKmQcdBD0iSZw3Bz3kOMvixpai9yA59EncP/9+vL36bQDA8OrhntMfW/QYc04nWntyXE7g+l5vCkkQCSTJ3a2KVzFVLixenyVl1krMQZetbRrDxaJYdhs7ch1uIAJFporLQY/St/0rMNk7RjVW4K1f7YEXzt0VNxw53XuUyk/aUoel6oaUi/LO6nd820YRa6cWXF7VMGfkDFyz7QlYWG8bMaplIbdhFh7Y/2FcvN3FGFMzhrmAff7qdldBf+iDlfjdv+267D/aYRT2ntDgPAd/79pUwjXQLTgl5Zgc9O9AiLvMQP+241s8vPBhAHYdYVZKUYTNXt6hRRj1TcvEr976FfZ5fB/q7KTtEkpY7jZiN7qvLznoUYUyTTvG1aOLHgUAOpcAdnSBmF7EiqIoGFE9grKQs2z9YhqSTC84dvKxpSHoloUzp5/JbWJz0AFg1zzwzjHv4JhJx2Dzxs3pdtFAJ+mjwSHuQSI/7o6161DrzE3PrXTj7rqZdYG8kyjGYe0hh2DgWWfRv1meFZYq7aEmb6RZXND1RIMdAFa2yp2yDSl+fHDOeudZRASdAzuMAqysa8Savb1cyHucOTW1zUz86M438OPz7/K0oy5ZBwDo2XcHfHmwmwKRjgR0yoV976XqOFMap3i2kXdEnF+yNJINNE0xOAf9fwj6ppKictCdP/PMh+7LGykyB71PwkwGJE2RPA9hmaQ5ciG1QwEgu3QpVp15Foy7H8IR71i4/H4DG3rsfBp2cSWDpGAVOIPkjaPewHW7Xxet7cTTKPs8zoKimW7JkKgyv2U+znz1TCxsXVjUeU09TR4EnfVOEvElieNEQq4hmbhNh1mfNdCDEB2RwR0or8LhZ6CbDsHdVkst/Ph1x3CQPTups2yaWNXlItFWQY7iWtksajoMJEN4Eonx2xfx1kHXmE9jf5vHFj3GlU/rGlYbeSrQKm1Fiq3lPVRYXIki+84a1yjobwO9YMgNExZlqopXYVjVMF/CwbeyTQDkyke4KBjPfv8+pCmQEPdgkjglui7BDE12bB25rYuakPHoh3bRS6lZ5A0LXVk5eRMRkVyJFcq+HKviEHTueWiZtRK9/pIOrerMOmjZhFTt2XbXt1wqi3sEAkTfHHRmHR3VWIHqZAyzZ47AMz/fhW6/8rCpHgRdRkSmxlvRkc5LieGC0jvoGHEaWWDQ1yO3tQ10sr4OSozD8VOOh8mgeuQbZvPutsuf+Zr+PnfWRDo3ioE01UmdGjya6dRkd8by0vXp7wRJHDEUqYGeT+Opb56i+0V29lIUYbOXRx9ZA/2V5a8A8NbHZnPQAV53KTklrwgJI4kD7OiCKJEpdB5ngBARFBGjAsbVjkNtotbV+Xzrcsvn4p2G70SrBAA8gk5EURRcusOluHJnl0TXY6A7f4sli/si4yuHY0Y2C+rAKxSwfdImPetWVTcHvQ8cLyz3zLYDt6K/BwjPcXFLKxLCoyUlz7rcx0DnnHkAxtaOpb8tSrgbXGbNZELcjfZ27tAVA91vlprudW4SqU/UAwDaMm3c+OgpMhqYFVbfiinFIehPHPIEztzqTPxs2s88+6jt4YwBWYRge8Qomf4giesP+f4Z6BE1NJbFvcB4nkjO32bOtqIKDvhOuuVH0FmFg4TBWYKB7t42fJLMr/QypresWwGARyBp/qBpcgOkMdkY3WD0yUEHgIqkveCrJZDEnfTSSfjP6v/gjFfPKOq8NT1rPDnoVsYbmsSTxEXJQXdl3HPPAicfQ1nRSW169hmDEBGRIK7cYvgQMk0bua1nmxRBJ2XWLEBl+ruZl1vgZj6HinQ4WRNhSJflEUUV1qOb0BLQVSbDivlcxEmTjgPLdhzDXaNj3CAMOPvnaK/m++yQP1xO38fPpv8M1fFqXLn5qXYrmfmgOmb3a9aIKTVFJExC66AzTMdEDh5/sPTY67tsoyIhIClR5aJW1ggqPQfd1TeDryGixP56MLHQTc5A32dLLwpbqQfzkcRi9thcw6ClYn1iALhm3jW+aTsEXWdz0BWFcbKCIOglsrj75aBrbqViEuLeke3wpvJHMCg4FvcIuYdhJHGipOLu9fedOtBTcktuoDfjrrcXY2Wb9723pNt820bHiIOgG8y4TcTs36ozJ7Wn7e//1CeMA8YxqHsYp03aAQIuO3hzDKxOwMo5BrqwDFYnYhyL+7cd36K52+5bz362Dqtb7Pv2Z5m1vJkPNGjJ3FUbt3N3e/I9qE/W0/2icVSSge7koGsDbZLGipwdocXmoYtRZGwOOsDP/RvDQKf6kROKLxNZiLhMZGSfImoops0QfZUg6EFkp16x28vWDxcRdFbY722IJHHOKRWeMJmIa4Bkvnly5z/aRjGzr9J5R92MLlkMgu69r/tzu8EzpTsaDAPHd3a7kaqOyJzYK3wMdNYgV6Dgou0uon/T8s9BCHrBoFVuAMBoc9fZB3dX8epWClIP3oGB557DRQiIQr5he7ad0zHb2ciLPuSgF5sWN6F+As6YfoZ0LhdD3GVOsDbikIqYg/6/EPeNLRFz0GOauwimGNuHnH7jug34Qf0WuP+AkNIUrHhIz8rnPbQsYM19d+OT036E5htvwsq7/+be1rkNG+JukZMQrayMmfUqlJ3EQJcg6GyIu67qxQ1EWgfdew4xglXTZTyNKkTJXZ+WM5T7iRRBT3sRMH+SOFaYyYA+n4XE+PFInHoCWpy12eiyjXE2SiAIEelvA12pkOd5ainvdmkOOlOa8M0Vb9Dft390i/S6hTVrUdsVbqAThvS+CGsUa4rN7uvqDW6IM0HQH99Z5Ur+AUDv6IEYeNZZ6K7mFc/aQw+lv6cPnI53j30XhwzbGaIQpYztmy2ZllIfKVDCWNzZWsFELt3+UmzeuDmnnLFSEoKuKBhosqhixGtI5gVKEheSg+7d5ncsaZTFGehrerx0haHGhWKfv99NbritDEEHgM+aP5NuJ4p2hV4BsLmGkoCwhsoSlQqZgS6EuHsM9CKiwtj+FIacXJ3YzDfE3W8tGTegCgdOG4rTdx+PCsknkfVdRTWgxjfggQ+8JQQ/XePNYSYisrizJHFZsnwRA73XRui/ZfLL8znHQM9557jJQ+3wZitPSOL4503GVC4H/YhnjkA6T+Z/FWfcZ0eIdeW7+mVdyBpZHPzkwTjpxZN8jyFzy8AKmyegNdvKtYWE4RMJUoQ7X3kFHf/mc6l75s5D6112SG6Mqd2cyvFGqpjWIOags+BCFPb+vgpxUhWsAheazgqJgAgT8gwcgi6EuIsOPzp2whD0gPmcNY6C5v26RB397Yegp4LWjQg6o8Kcr0h+VTlrnY34CjnoRRCUuU1iH0ROlEbqsPcy255etQYyV8j6rix6c15HPFuOK6knscPQHXDSVHu8UcdlUA66aaB7zpv0z0Kb7WzsjQNP7qTC0BRUTJqEAWecAbXCv8Qh+YatmVYuJa67D9HA/RUZGCXEvVdVkY1givwvxH2TCf91UqNqpUcltaTUg0/G55hCAX/Z/BRMGzgt+p1LzDW/bMfLMHvCbE/eFiu9yzrRceV1SL71EVpuvx3Gc6/SfSKCbimKXSDItQ9DxWjxhvv1NNvKKjvR0QXILBRFxsEKdRhIEHdSak03gC9bvpTmcpZbVnetloS4ByPoIjN7FIlpMVr+goa4Mwh6UI6qXz5xuWTkYDlZoZLw5rnLDHSVeTfsu3xn5VueY4nsNS/8mQhDel+kOl6NukQdauI1qE/WQ2cM9s5MB3WSEGV89zF7evq0Erf/NhLCdl9HDS+1Ce881JLuXwPdT3nPW/a4ZR0XiqLgH/v+wzcfXcy3iyyck7J0h6UZqcyaTOeT35MNLmLf080f3+w5Nq7F8cABD/je04B3rvB7935OR0KylYqlmPnRQqySV0JO3XUcdN+w1WCROYzFEPe2bBta0i1MDnr0Na2YHPR6RQ8lifNcX1Vwy3EzcPH+k6mji5222UiHH4z4AYakRtiX09J4Z4nXGF/T6T/+XBZ352/GQG/qsr+t6vSt5S092PHq17G+03XK9KRtToKLHv/cc+3hdbZRSRF0QbNXFMVTBz3rhMNblgoYKViWfZIYpp81snh9xeuBa4mfEMX3qw1fYXX3anzc/LG03BHgGo2DK+yUkG/avsGyzmV0/4+3+DF3vJ8ibBUKWH32OVhz4UXIN7tjY8WJJ6Ln3fcAAFpDA41SqsjySDibmmNZFq6ed7V9jvNSWafRxgxxNy0T7dl26TFB+eesyBytYtSVL09PSQi6Lew4koW4E9FUjTpIvDno9r8VfQxxl95ZhqAzc0+pZdbEa/u1hNwpw6xF4/L+0XAyojiWHJqMsQl1EwC475IzyMGnC1oFAxtuccEPo60dgEvqC0QzPv0Q9L4I64yrSUTr61GEDXEvmAV82fIl3Tctk6WOEzHMfUGuDbfV1SDDOOjIXOUHSHxX5PtnoAs56LUzh2Hodm0Yd8A6bntST3oUhPmblxiOQ0RUHmkiX/B1Zk+cjct2uiyQlTvb5L/gigg6ADxcU+22PkIOeqFlg2dbbr2Tgy4LcbfM0stFmSTE3fteSBmIhDPf/fLNXxZ37RJkcfti6uQgYkkQdJYkLj5mLHOwJJxGERNI7ffYm3BCJru6sK5nHafUBHn4icevIdmA4yYfh1tmyZHpUiU51EuEBQBafb1nW1CIOwDuXWqG/wI9eXmEEPcqwUAvwQmmqRpePfJVvH7U69BVHZqqUQViUdsiikKQSg7bjNjB06c1Z6o0mFz9mkMOCXHKuftkY2TfMfsW/SxRpBQEHbCRE5kjAQBSllnCuxcShCLrat4oqGgkcYpnyg7Vt4QQdxnyndASHCGSKHrVQkCgFPRD0Jd1LsOnzZ96QlOpga6nXOVaAeJVBkYcORzVs+w2bj+Oz+2NLt53AwC6xrO4A8ANH93gpvzQF1hciHvYmpBQNN8Q97W963DH53cEpoAs71wOAGBKj3PI3w9G/gDVSWc9VfL4aq3XGG9Jt/tenyKxBbuRecaK/sEkG9El6N6/5q1EU2eGWwd60zl8tqoDrT1epXdIre30JCWRZJlhBoOgA0BL1tFfLBWACqtQ6TwD/1x/nPdHnPvGubjgzQt8n00m93x5D3Z5cBfMb5nPhc77OcjJ3EIMdMCtXHDujHO57YA/gm52u1EHZqc8/SM+bix11FZkgQ+aPqD72BD3Ba0LaL+Qyfi68b77yiVslZv2TLv0mKgh7jIEXdQR/BB0KzQHXSJO/2XHUcwCgsY+cZD4GeipwHkjfJ+89QyCrtj9qocNcS+hzBoVP+SYQ9CLu2SLZA6QGYZkjBiOd1Q00NnSjZaQOmg4CHqGGWZRwrfJeh9soBcf4n7f/vfh7n3vjuyMiiJEXzEtE3d/eTfd/tMJR+FvTc2oczhA7DB39yMd2fwKbq2vw9977SiqDekNmLt2LhQo2HPUnmVrX3/IJjHQr7nmGiiKgl/84hd0WyaTwVlnnYXGxkZUVVVh9uzZWLdunf9FIoqiKqgbl0aihu/sSS3pyTv+YFJpCLh7r769zkCPX8CkQLz87CF/bKx30SuJF7P344+x7uqrKVOqDEGf+sIiAEBDF9B0+R/QfNNN0P56L0562cCQ1b2+CHrvx5+g6YorYfa4ToUNt9+B9iefsv+gJEiSEHcn1DqRszB9iYmjr5mHpquu4hgqw6SY8lUt6Ra0ZFqw+Qp+u5kJDnFPTPQrTyX5UM77j2txpB2nZqa9FXs9thfWffM5Tn7RwKA2K1AhJZNnZawSv97+1xw7bTkkNkReykxv9BoEMtTYYr4lO67EyARWElFSsLXyhEsltAT1KFuWRVlOq/7vFvRc9xec8qKBHRc4jqNYzNOndceK0SrchbVmPx8DW9IFxD65ReMW2HHYjqU8SqhEzkH3UWCGwft9U6WWnmSGeJRUGz9xSeLC7ifcQzzew+UhJ2BkJa7FA5U9RctCr/ncuZ59fVkOOgDcP/9+nPDCCThvznncdhIOm9JZBN3+p2pCFbQB9rZkrPRSUTJnharxIe7ec6KviUqIQ4qVpKL6Guj3L3gAf/nkL3hgvn/UAjXEmPbFv1yCk18yMLLZQmW8EgnVmWzVgodQDgC6853Y0C3/TnSMOPNXdbW9Lk0dXoPdJ9sGOumLcY0YE+4LXNvWjdvmLPZc96Vf7IaYYzSRNU22XBEEXXPG3dreZc4e+2CrYBt5YprMY9/Y1QWCGOplcsNHN6Ar34U7v7gTTT1NdLtfxAcpgzS0ylsruiZe4wEb/NA8gzXQZU5xAMmJE2mqU0UWOOeNc+g+0ucWtS3CnFVz3GsxaPn7x72POUfNKaux4CfESdWd76bo9mZ1m+Hi7S6mx4jh/34iGugFs4CHFjwUeA4dg6EIehEh7gFzACXF8zHQJZqC77XCxXsuQdC7VIXO7aVGdgLgn9VnvVKLfAaZkw4Ajp50NABgSoPNWE7GiEEUKMNAbtUqNF1+OXIrVyKTZcrttfH6uuFwvRSLoJO+2JPr4Qz0GtE5UKRsNWgrbDvEy1/UF2HTa/81/190+65DtkO1ZaHasSv8wvMXFGxnFhmXtYlajKweWdY2llv6J1kgQD744APcfvvtmDaNDx0/77zz8Nxzz+HRRx9FbW0tfv7zn+Pwww/HO+8Ut9BE9fYktAS6BMA6llJ4IKRYxEhAd9zTo7epFHERdPc+Y3J5Ls8S9KeFt1a9hUHHnW63LJ7AoAvOh9HhDZUavCYNvaDhsEeXom2xmzu5P4D9P9qAwo/kCPry445zGqZgyCWXIP3pp1h/440AgLofHsagzN6BpKbsxWHXhm2x29/mAgDa7r0P8ZGj0HDCjzzHyyTKxPzC0hfwxso3cNhmhwEAznqOn5Bq9vWWjCMhiQCQmMQa6Jb0pyhxLY4ex+Hf2bIGqAUuecTAsFZgTLOBD7cJN9DZaIZyiiYxxO3t3rQLRRLen4f7/lgEPVYkD1rt4Yej44kn3POH2iytfSGJE6XAoBD6omXAomVgv7aixzz5a6QMX1XDIAB2rV+Z84ITpqkHjz8YTy1+Cl+12GWWghDZvkpYiDtFB32YtiepSXSDPzdVIkkcd0opuhkliSs1xD3kQMsMDe2LUs4wVvshCp1bwTAt6JriMfqHVg7F2p61VNl+d827yBk5xLU4LMviEPQ0g6ADdvQAIYtLxUtcshVFaoFrGh/iToQ62cj7jvBiWQdMmIEej4ANfND0AU7c4kTpPloxQVWpMdJ9yrnYF8DMbwwYxySR0BNO0wuwGAP9yl2uxKVvXwpF68HrC5px1DZeJY2ygTvjfv/pI7DnbjOw0/hGKE5oPCGJ684634s5X7UsvPSVCzCMHVCJJ87YCfUMfwBF0CVeJ7bMGgDk4RiyTsiAZdiK9YY0H/mmQuVI1KII6xiuTdRibY+bDiAz0Nn0NkJ+yUpNogaqotp92enXfroNh6B3y0nv4mPHQnUqZaSy/DyUNbJoz7Rj9r9nc+ewSHNlrHKjhbISI+LBBQ/ihaUvALBRZjYUv1SSuBeWvoB7vron0rmWUQKC7swxbFuDSOIAt+/45aCXvF7TSkT++wA2B708Ie7Vs2ah+7XXJPoQg6BHvFZcU5EzTCmCDgC/3u7XmDpgKibV2+HuRLcj0TOWYWDVOecg+/V8dL/9Dlp71mOAcy6bDgK4cwlroEchbWZLNpJ+tm395vjNF24KbVnKRJdBWAO9Nl5LnZNEjyF8BxlFkTpXLAAXvnkhnR/LWaa4v2SjIujd3d04/vjjceedd6KeCZ3t6OjAXXfdhT/96U/Yc889MXPmTPzjH//Au+++i/fff7+4m0TqTAo0VUN7lYLHd3KPPzkUngm5ah8RdHYRK6aEFjGITAW4psP2QmcYj6JlWWjqacKPnv8Rzp9zPn7++s/publly+xjCnJLqiILDPtWvnCSUDi/iTDz+RcAgPTXbnkZyzAYhMg/xP3IUYdw23MrVniOZYX1mEcJbbrwrQvxwtIXcOfnd3r2jbj1VjSc6FUMybsCAF0S+m2LnCQOsCfgDmftyzspBcMcR+ik1V4CGFau+9AuYbe8yz+Ery8iC1sHJCHmAPQGr9Geg9t2FkGvkABUSirFofDJww7CsOuuw/A/3YAh//dbjH3qSQy98kqMeejBcCO4BClIyEW49kkQdNUJ1R+15U50m59TQ+rpj1Xipj1uon/3JzkJmwcpE7FWcBSRlZAJFZE5POo1+kISV3SIeziCHgXxMvP2mCg4jgT2mqqi4ryZ53nO+brFnhdzZo5+q5SegkkjjBwyoqzrGIz3YY2SvQtdi1EEfWzNaOw6fFf21kUpZ6xhGAVBFyPYiJDNbZk23/P9CLgAYECX/c7JGGuoUgDHQK/WB2PrQVsDABS9A+8t8aZ2ASyLu/13PJXAgdOG2ga2s84rzvO2OCi8wow3TUgri2kKZ5wDrIHuvb+Yg04kFYthl80GwCrYfVIMcS+l9OaKLndtbUw2ckb5LZ96U6nYvp3Uk565kiDVbIitr4He5eoWRpdcz1ASSShOepn4PrJGFk29TZ5zZARSG0PYOZXkoOuqjlTMRYNKDXGPUj6WIuhmCIIeMBcPSA2gv4Ny0AF3LfFD0IMbG34QT2HiddJXcSzuPIJeSoh77WGHYuTtf8O4p58CfEniol1rs0H2GF3YJE/d0FQNh212GK35TcZLQSEKvYns1/MBAPkVK6izEAAKzfLUE/E7hAkt2Zjvpo7qsyccFZhTv6mEsribBudw053tKWf+Tfv0q3dy6/HCshfw0jKbZycopfi7IhvVQD/rrLNw4IEHYq+99uK2f/TRR8jn89z2yZMnY9SoUXjvvfek18pms+js7OT+s6U4Beazce4rGJkQzy0WQQ/PXwkSFrUrBikli9YQaNgqZ3fSDRrDVG1ZOOu1s/DZ+s/w6opX+ZMVfkIXRWZgETnz1TPtdvsY6GY6jZ5587Du8j9w2+hEK8tBdxgn111yqf+NJcLmzUWZmBM5C+c8baDm3a89+6r33EMaxp371ssEDMCnpINXdFVHR6XjGX74WQxuc4/tqAhWKha0LgAApLS+TSqWDx+BH9mZzHCXGaZ5q0DV8zOfNbH75ybOesZAjUSPjo8cifh4l8VUGzwItQcfhJoDDoCaTCI5eTLqZh+O1FZbsS13GtR3b24+wBECAEpM9xrojuFVN8aNnJA5KoQrcX+xoYPlrGEviliORBSxVnAUSZml5KCXQ+x7GlERdM+GEG0qAoIeBX1TFFspzDvIFTFiLt7uYty9793SULqlHUsB2DWkibA56ORhPlvVQRF0peR+43VeAE6ZNWe7bqm05rtCh5vinh8irEMoDL1KKJqvgT5zsT03t7V5GfWJUPIyyZrbnbRRFaLwnrr7SCiq/X3iapzmRytqAfNWeMuLAgxPA+l3ceZ5CLrnzPUkTJ5D0AUUW5YhQkPcJZ+UZXFn5QcTB+PobUfC9AlxL2ZME2HXzqyR5SqLrOha4Um9Iu9egYKElsDd+97N7Sd5rWyEjm+IexeDoDO/WVF0jVYJEVOmskaWVuHgrrsRGNtFKbS1YfpfXsX0b0XnTIxDpQemBka6nmig+/GDsEJz0CmCXkR/cPozmQMAIC/h0mElFEEvec0gCLo074b+rORY3G3pS4i7oqqo2n136AMGiHvor6gh7qMb7W9+//srfFNpWKEh7iQHvWBw8xvb9/MOYJWaPh1gUi+NIuuXswg6ISKOe/Tn7waCzqaPsGCW5rSXpOGlGWcNK4awLan9D0Gn8tBDD+Hjjz/G1Vdf7dnX1NSEeDyOuro6bvvgwYPR1OT1jgLA1VdfjdraWvrfyJGOAsT2Jb/Jgdm+mrE1+lodwIOgF9mv2UWsmBIRZBG/2qrHINOCYlkoKAp6SHMsC4vaFvmc7ITMFfwNdL/HIAPazyA202m0/P3v/LaeXqbOrz+CXqywbKZR2Cj3/9DCLl9bOP2RTiis9qT7d4KGk38KwA7D9hcJSRyp+64o6Klyr3/uU+4770lGq4vN1sssSSQGemLzKdAqvUaIPmQIklO39G73LF5O3Vynv81cYuGs50zs/qWFw9733q/xZ6chNo4x0GvDFY9ySt4sIOfoLbkRXmUpCEGvmDHD3qBp/uVLfJw0rMe2PxmFiWLsp6SGhbjXbmk7HvRaV/GNlZQ6KIzvkkjibDGtKAa6JIzb43NV2H8Ay5/QjQgx0P+x7z9wypan4KQtTqL7Lt/pcvt6uu2JKjj9hOTobjN4G8wcPFOqXP/fu/+HvJGnBk9MjdlzKZ0vyCP0JW/TFWkddD1OjUFNUTGk0k4pKQVBZ0Pcw6IzghD0LZfbc/Our6/35S0g71fWvo5BFdh26LZ0Pa1IWDh71hgAwIDKSsS1OBqS9sK/tmettAwSUQAJgq4xjkqyzhMDnSwfbEkoEUG/+nDvPBoJQRemiVQsjvEDqyiCvqGXN9CVEpRpdt1JF9IeZnAxwoT016SehKIoXLktwEXQWb3A14nPhLX7hbgruk6ru2jClJY1stJoiihrabll3dVXY8j7S3Dpw4KBrsY4PpAZg2dEup4Y4i4Swslkr1EOyEURdD8V339OYR2SLZoaqMdSA13ow74VGiQEoEHCt96LoCecwZNVFMCy1zaytpaUg87djkXQ3Z8EQZ/ilFDcp3G659SGyji2HlVH/17cLHc+seIi6M4NTIPTh2V8PonNp3DHFI2gS3LQY/1UJq2vwuor37R9w2wnCLpjoEdcs/4bEPSN8iVWrlyJc889F6+88gqSyfJ4LX7961/j/PPPp393dnY6RnpxC1RXhYKrzh6Au2c/Cjwk5B33MQddNqEECRtKWQqCrisqYgCqTROdmoYe4poPYnGn+S5+Ie6Wb/NjeQv5mBKAoPciu5B3DFjpXgZBl5RZ86nHHSasUtFb6IVpmYEoZV2PO/lWM1UwJrzxuu85jT/9KSq33RbJzcX84WgIOgD0VsUAJ793M8b3VJHxD3FnFaQ9Ru0ReP0wYRH00Q/cDyWeQHzsWFqTFwAqd9kFg371K+iDBkKvr8e455/DyjPOQH657bWVIcd+hGR1Dq/J69MU/OiCuxBPVSK55Zbo+ewzekw4Eo2y5qDnzDx+fqaGiixw6ef1GLiKDxeTG+j2e9MHDMC455+HGqWfCvMHe83+RHgocY9PRAYtIeWDtlVvXosx+6yHWl0AYDs+bYWrb+++JI44hSDo9p+BIe6AN8Q95LqWZaIyVsmVRFIVlXOgEMVpmyHbYJsh26Az14n31r6HXYfvSktjKprd0fMmj6ATI1E0Yoh8vuFz1CfsdBlCEKdIXhR9jlIRKXKeCo5nRdNiyFMEXXOfRzTQI9zWYubBMHK5ODSP8SlKXZeJzlynx7mRKWRoGTHZfSaO2AoxNUbffc7IYcuRlcBiIOnkpQ+vGobWTAvUWDu+Xd+DqcP5e1AnlsRAB2ugMyHArCNFZfrPz/fYDNuO8c5xpGySrJrJloO3AvAJKpUGAO7aNrZmM0wYXIW4YhvBKzt5It1i0laIsHP3wwsf9pR7TRfSnNFGnCNEwRVzOSmCzij6fv3B4ELcfYwYTQN0x0AX+szitsXS0ogbo6SaKNn5C6TbY2qM5hkntAQXQh4k5P1FMdCPmXQMth60NfYevTeAEhF0idHeqwoThiAugs5/XzfEvdT5Ktq+uNPf885GVocqbz1uFkG35Za2HrysF3DIdkcDHz7DHX314Vtih7GNuOp5u09EQdDFEHerYNj6sEO2LPb9im22weALL0Ry883R9Nv/A8Dm/keTyrg9rjtznVQvSCiCPv8dyUH30+dJVBlJw3ukugo7d63GiIbNAq/332CgbxQE/aOPPkJzczNmzJgBXdeh6zrefPNN3HzzzdB1HYMHD0Yul0N7ezt33rp16zBkyBDpNROJBGpqarj/AETsTPwx6wfoiA0Zgr4xTAIQFd4i+/UvZv4CA1IDcO6Mc4tD0AXbhXiSPnMIhYjitNcnJn7zoIF9P3JHOlk4l7ctk177/x40KXooSq3juJ75djOWn3QSjO4edDzjTlTG+g0oOEz8iuPlW3r4bGQWkIVMhqDLUcmuXv98RABcWB7gJc8hUli/HstO+DF2WOA+0013OAZLfT30gf7hZ4qmIbXVVr752rb456ADQKFCfm5NGjAKciOX5GLqqi4l5SlKGAM9OXkyUltOhVZVyeXUx4YORXLSRLotMW4c4mPG0P2aD4KuB+hELdUAttocqWnToCgK1IY6uk+GyPen5M0C2qsUrGlU0BX3GrGKrnvGHzHQASAxbqwzX/hJ+DzSnwpk1BB3PwVGURSkGvJIMLB5aQC6iKCXnoMeiSROzHkHwudgC56ShXE1Hrh418Rr8OjBj+KcGeegLlkHAFA1HkEnBjoxXljn6x92dlN+OrIdFJGsiFVw45PULS+neiQaSnrMzUHXFBWNDrJMjyoiZLKYPp2AP4LOihjCnTNy2O/x/TCvaZ69QVYJxJmfiYHOhkGTbTTMXe/CkvVew9Ctg243Uk8w8zZbsYJ1SrAIOvN7YLV/DXBAHuK+w3Cb6yIJ91zFqMKxW2+HmKZi4gC7LGZTt+BcLEGZFtFmsbY6jVZwhCsJCK+iS/p6lJBskwtxt411MQ1LicU8Ie7HTDoGALCqexU+3+CtNR/E59Jf4pdDH9fiGFE9Ao8d/BhenP1i5OsRhy75Pr41zwEMrxqOA8Yd4K5bYQh6yNg7b+Z5GKgmcXJ7Z6BOTXTLfstB527mddITAz2nKAAsLt2hGB06igxxxutePfZcP9AEju/sRrWEbGxgdQK1FTEcsKWtJ/z2qS/xytfr0JGW63iAG3JNkgXXXXUVpw8nhVPrjz8OairF6U/kO+wwdIdIz0T0ye58N9KFNCr0CgyL4EBa3NyNW95YLI0+6i/xAxTSxGHozBuLEnEc+OxsSojtJ30hievozWPWDXPwxxflTrlyyUYx0GfNmoUvvvgCn376Kf1vm222wfHHH09/x2IxvPbaa/SchQsXYsWKFdhxx2JLEZWizvjNVsVdS/SEF4t6jKweidePfB2nbHlKaWzdzv0rHKXimSpncbdspfO0F01MW2bh5JeZBdDRDtI5e6FsjVYBxL6P4xQ85Ol16H3vfXQ88QTW/OpCz3H6wIHQB9mGr9nbCyub5drLPYJPiPt/FgYvbOLi9cX6L6THtd53P9IffIAGRiercvQPfbC81Fg5Zf0Q+aSgWkBFizdUr7m3mRIB1SfqS1LAOGHLZwiLd9UeNjpfd8zRntMqZswEAMRGjqSMuqz4IehEepMKp+ipDGpelIFe5hz0rzJeXgG1ugYxNYaPNnPvVTjqgBLuFJ671x9C2U7DEPRi0bZNmYMehSTOPdz/b892C9MGTsOvtvkV3RVTY5G96wT9hm6jHIvaFuL5b5+n40FzCg0pioLthmyHhmQD9h69N3YevjMAG7lgS6xx45MNq6RzZanfgCDo/Pma6rK465bqQdCLyUEvpoyeqqqh9ACK5SVBW9qxlDfaJQaI5fR71kAnDhOCUjWmHEeE3iVVmt0Qd8dAZ9jzFQaVZI3ykfVun9GtAqqTOk7bbRwOme7m9PI38TfQCfu2zrz30TXjUJtyojlGjAIAdOR5Y7okBF2Sw82KaKDPWTkHgGtQsPnVqqJSpGtyw+TQe5Myr/ZvJ9xKIKxlQ9yJU6cm4S2ZNrZ2rHutTYCg+9VxJ4b2pIZJkdFzwIugizrOEROPoL/FmtelIeiu/HTqT/Ha0IMxqlBA0Ngn5eMOmXgYt31qwwTcuXZdH9YM+7yLWmxw4sTNT2R2MQa6Y8JknW2sHuKXwlVacxT8a00Trm3egJM6Oj3tEGWQ45Qb4Ojgbb15nHrvh9juylfx+oJ1UsOWrDlDWuxvZ3Z3c3MNke7RA6HV1aFiB9sIV3TXEWGqdvm22/a6LdJjifwqMwfPlIS4e5/z0L++jeteWogbXvZJne0H8fueQyttvT3FzMWmZeLLDV/irNfO8r1eXwz0Jz5ZhSXre3DrnCUlXyOKbJQQ9+rqakydOpXbVllZicbGRrr95JNPxvnnn4+GhgbU1NTg7LPPxo477ogddojmCaLi5KKEHiOTvqb6iSUtSpibiEIkTrjFCGEzpHlApul0Rq8B2OMoh6aD3v5zlopvhiv4099NJHPBL0SxgMo0g7L51E7UBg6QsuTIvLuycm8AEE8HhwSLi9fnGz7HrNGzvPdM+L/XxIQJgffwFRlJnCQHHQA2KD244YcqLnjSq0DUr+YX+PfWvIfTXjmN5vTVJ+s95xTfVKatwuQ/4s83odDSgthQb23bxtNORdVuuyI2cqTUSRCm5PUm+FxfpdaNBIhFYmovTx4uwLO49yYUz7UT48chtmYJ/jBbRUOXPY7+vEO0vEEAkZBiq4zPIwpR0v2UVBq+W0QIYGmtFfpJ5Frq3v7lksQFnaZQ1Nm9Usg9Cfmfg4QDNvISlUCGnKeoWWgV3+Lsty7m9h9520d49by9oGsq7tj7DhSsAhJaArVxG13syHZQ1DqpJfnxSSKi4ipq4jqQRp9FXB5ZFnddUdGQsg10Nyor+iK25UA7zzoqAWIUBF1kchf7rNRh6RgnZA1lDXRitBNDSdG6kc551xZKEufs0hMMCs6sW6pl0QKTM0bW0e1Jy8DTZ+2McQP9Pd5W3t9AJ4gxZ6DXuob+nhMm4KG1gIFetKY70ZCy14hSyCf90OaGZANaM63cvG1ZFu78wq58srrbKTfpk2t+8LiD8cQ3TwQ6u0gePuCS5nkQdE0DYjyCTsYPK5s3bk6JFzcFizvrbGCl1FxokSROjBI8fLPD8dgiu+69Zz0pJQddWLeiDP3jJh+HH4z8ARpWdmIZHqfbTxh7IGoWvAEE8muG3+Dw7h7snM5g0I8vANZ87DkvxiLolkXflaqoJREmciK8j4GGiQN62G/s1e+IDK9LOe3gnzFbMPHTez7EwdOH4S/Hbs3tI0z/CWY45teu5Y65b08Vg447AGdPPR2aw9ml6O5zFlRgUMWgyGt7Sk9BV3Q6B2w/dHtEWe17nDlzzsJm/Pag/isZy4oq6csHjD0AAxynckrQL1Z1rwq8Xl9C3JMx950bphVKXluqbFQW9yC58cYbcdBBB2H27NnYbbfdMGTIEDzB1EOOLsW/qJJyI2V37mOZNVZKYqB0Hr1C6KjZQsbXs76w3faAmU4OuqkCG2qVUOMcAPYZtReOj+9C/6bIuCB6Q6McGZesAAWhviORmUssFDbwYeudL76IJfvuh8yCBZ7FiygPosSG+qAZAJJcbfNSJSQHvdCLtQ3yPtq4pof7+59f/ROAm3vml8dalDBOFFG5VeJxqXFOjk1OmSItuwZEQNATPBJjMffW6yLkoJdRWAS9VxJ9qlZUIKbGYKoKNtQqaKnx51koVYhR1h9CFBM/xZuiuyWgbX2RYhBWUaKRxCEygu72fcdAZ8aWruqRvOvtjz+B9YcegyGt9jUqRt/B7bdMHcs25PHZqnYsbu6CpmrUQCROt85cp8s6rMWE8Wn/O2NkHWLlUgCE6+ixuBvizuSgexoRQQZVDMIrR7yCt495O9LxA/LhRpRI4Och9IuAoN/39X3oztshUyKCrupdSEvaQcuskRB3hsWdnTdZB1CcaUqtjkDjHGBKm0oNdCfPnWnauPrh9Pd2o4cBhm39PPrpZ3R7KQa6zLma1JI0RJ0y5gP0PQLut2DfBxv5t82QbXDnPnfi8YNdw00UYpQDgEkMdJGwVtc9Ie4yBJ1F8jcFi7uflLp2iCRxrWk+WmKLAVvQ3+VG0DkJmAMURcHwquFQRXLdMurCgw2D11XY/ub0d8Kj0RcG92CRvIOQ9wIA00a4jqQnznRLtD7zmbdCRVyNQ4GCKsYRa2X4+e7LUQra1DQ1zgE7woSIqRbHX6UoCuec3m7IdpHPBYBeiXOzv0SGoE8d4AK/qSKjZvrC4l6TdPtXFH6BUmWTGehz5szBTTfdRP9OJpO45ZZb0Nraip6eHjzxxBO++eeBUkIOen3cZyEtmiTOD0EvXrkqCUF32ktCPUjoYt7I+SrrnXkn76vgGugA8O3PDwy9XU2sGicOPZT+XWhtkR6n1dXJGa8lykTjKScDsRgqd93Vs6/344+5v1f/4jzkli/H6l/+Ep1Z24gdUzMGANDUI2f/R8Agrtx5Z999wSIjiVN8+8/aBqCdeR2FEXaITmU7PxmLSkiUesyhLWXRiXIs3o7kzTw+Hu/fz9urFE7Ri227NdorgK9GAWqUdpSRJC7PhJcvHqagwHTD+h+fYLdPyF8riXBG8v1v+sFN2HfMvjh5y5NDT/9sZTsOu+UdfLCsNfRYVljDW4ai0zroRSAM4/L54udD5/hko614V00PJm0Rz2N/EwS93CHulnNdNl82psaw1aCtQpu59tJLkVu6FKe+KJ9TMk323Dj7tvew15/eQkevawiR+3VkO1xOAEWn7bHbyDo02MicEkRkr3dE02IMi7uClJ7C/mP2xxb1dngyTduKeN8hlUMi1nlWMCMdrtiIDOLZAv+31CnuGCdsVZSnFj/FbRuQdBB0PwOdksTZ7z3mg6BfvK/r1K1gUBU/ZzUrQSRxhM+GRdBHVLvOZU1VMCBpO1Pvev8j97QyIeija0ZTBZadt9ka6TIhjg8iOwzdASNrvCUGiXAIetYx1o2AEHdnqMmc1d9ZA73EXGgWQZ/fMp9L7di8cXOoiop/HfAvnLD5CThk/CH8yaEIejESYewLBrp734Bzg+aUwPmGNdDZHPT+NNCD2+EnB08fhj8cNhXv/3oWZoyqx3YMWWRXhneMKc78m5Cr6miuBVYOBHrzQqSGxpZZK76/se9qbO1YL2IZ8C3WdgRXQCmnyPQVW9dx9Ayh3b42gCN9QdALjB599ztLS75OmHxnEPR+kRDE5uZeHVOzWVw1+SRyQp9uJ06GfTEl+mKgV5DOQwz0Qt435CtvFWBaJkwHuTGccxpnH4G/37gn7vjr3hj/tpxoQYfGebuNDXID3ezulrNeS15Qato0TJr7PkbdeQde/8epOOECDYsdP42Vk6O0ViZLWZgnNdhsqWt71sqP9WG0//ctRyI5ZYp0X3ES3ofyuoKzztJwwgUaHr5hP2T2sXkWNEFRFMP4qvwcScUI+/xlzCme3DAZ1x6pYtkgd9s7U9zrrxggoF+pJM46U8Plx2obHckdzKCE3wxXcOo5Gr546BJM+vgjDP71rwF4F/jiDHT/PjBr9Cxcv/v1kWpr/+Qf8/DpynYc+bf3irg3v5DJct1FFuYgua9+Z5zR1oGjOsPLxPjJmL02YNIRa6BVlb4glloH3XO0Z03wIugxNYYLtrkAx085Hg8e+GBo2yqyPt/b5J93VburWPki6Mw83S9Bc8L7i+kMSZxlr19/3P2P+OXMC/qzFZGFNcgty8KKrhXcfpkBQlKt2L5PQuUJuuTmoHcjI0GBqBOLksQx8wFzzxN3GI3Hz9gJvz9kC4yqdxEZK58PjRgJIokjCHotk/suRjdsOdjOuW7Lr0HWWYdLMtAlc8TE+ol0fmAjn0568STPsaxs3lhcuCuLoNMQdyFVTtF1D4v7qOpRnmtVxBgDfROEuPtJXxF0ADjq2aPo78cOfgz37HcPADut5MJtL/TUmQ9F0KNEM1nRnYKKB0H3O6cPOrbkVFJmzVQU/Du3Dsc+dyyAchnoUdvqf1xMU3HCDqMxpNaeG+47ZTvozrtZuqHHc7xf5FbnnZfhvNM0FHTFU1ZQifEGutgXwoSNfiwlL/vlr4IN4XJJQkvg0PGHcttYvUyMHA4z0INIF8MkW3D16Nvf9PIYlUu+hwZ6dIViD0PHg2vWYVyFHzlYsQi6cDz5swRDqBSSOEVA0El3LZh5f0Zny0RPvgeq07kJgh5X47hh/1tw4143Iz5AzmyuQXXD9AAUWuQGumUYUmXFz7tL0PZEVQ2ycQWdFfZzsYs53xCVDjZSzmRDeoM87NqQG+hKTR+MX1kOeojkdQXZuALU10J1Sg9qgqIosuBGMepChRjoqtp3wjlGLtz2Qvxk6k8xdrNt6LZuZq5PJxVaGgmwkd18TIGlKhHb0UcEkZFrtj6f+7snpSBWWQW1ooK2RSxpU9qC37e2tvUGpw34CevwOOXlUzz7RRbmINkq3oAz2zvQF3VHUQBVR4nfzj6HhriHIuii9z+gUfaFAXgRuZp4DS7e7mIuhM5PZPVpAcAy+PfbmXbnSjK2WzOtPKs+50BjL1amCBKRxV1LuAY6e21aCpMuYn27r6cdCCqWbB9i8U6937/3e/z2nd/yx8gMUsfAW9frliAj6wNxfJP3r6hpD4K+tnstbvjwBgAugp5IMWzq7Du0TMwcXY8TdxrjWf591ysiATnoBEEf8f5SNHTabRCV560G2X1Tr1iKroybe1usyELcJzVMcg105xtYloW2rMsJcN7M8+jvA8cdiJSewtlbn13UvXkE3XHGiAa6pnlC3IdWDfXMXyyCvilY3P2kHAY6K+y38ZVSEHRf3aV4A53et48kcfJdbA66+3yXZr5BV86OCC1viTXIn6OEZ0voGmaMrgcgN9D9vmtuYB3yun0/EUFnieRMtXhwz6sni/2Af85cgV/wPlrB84T0p/zfjv/H/a2rOv0ONQL4xs5VMtluaHHh/KxkhXcgRkOUS75/Bjrbl/wGkC9JXB8RdI+3svTrlTSpO49FPElE/zEMfwS9AAPt2XZK2EPKNES5vw6VC0cze3uhOezciYkTMfiSX0OtrcXAc89FzT77eC8QMsGR8Ny8M9caGTlLkqKoNAd9bO1YO3/YMnHeG+d5HAOW5D08s105c4yDSeJEURQFasIx0PP8oBcVsrKGuJcxRwywFd7ztzkfY3/9f9Dq6vDVMdvgqZ1UrK8BHt3Ffg9fbfiKHk++bSkKZV9lVNUwTMvwIagi8iMabEX1j3KRWpQorIH+SfMnyBm8oVCMgd43h0j5lDNaBz0MQfd0p2jhemxYtohQhIm/gc6P37Ze9ztMrLdDo+eunYvfvPMbAEBMiSGfZwwL0tQy9ifx/cT0OH1DOpgQbbN8DjE/ifJYJMS9Jd2Cx7/x5jJLEXRnjmMdmoREi6BL5HsrWtbDqHzma2eiJ98DzbCgOW2sr2Wco+w9GaXQEhCcMAOdIugSkJMlfjrwA/seYs7kDsNsAl2tYik6HSb6coW47zlyT7r+EASdPW7rQVvjp1N/Sv++aper8ObRb2JE9Yii7h0FQYeu0/dBQtyTWhLDq4Zzh5ExBWwaFnc/6StJXClC36Fv+liUOaWIOUC8j+88rfj8jiJeJ2XcJ/puYIV/udzotwtlm454HC/jBthzyZL1cgP95oP5MZzaZiaySXdbT74HlmW5Oj3jHDGU4sG9MIJfUcSqF0uau/HwByuKQtLXd2Ux+7Z38a+5K8IPZiSuxbl5nR0jjcK80Z0Ljvrba9ReRd2blazg1JU5W8oh3z8DvahBHzLAis5B90HQS1BUS8pbcm6TI49FDHSz4OtRNmCgM9tJFz5acidgcWiqs/+1EXS3o1q5HNRq24gcctllaPjxjzHx/feQmroFag85BEMu/73Q3uDuRwhpCs4cnM/6KM66RnPQ6xJ1VPl6c9WbXrI4R4maO0nBGb8biKMu1nDfLK1PrPnyHPRosqhtEZSkrTTqwqAXQw/LiaCXk9CQlcSECZjw3rvY+9d/hTGwHmedpePRXe0POLdpLj2OzWuMJGXMQQeAoUzkx+173U5TI4jsMnwX7u9y5aCXKumcgYfmrUBzV3jOl5gysLxzOfd3MSHu5ZUS3odSHILumVLCfLSm11HkyfELkeEpObGiJYS4/+kVtyTNpIZJXieQFkPWMdAtiN2nPDno4vma7pLEcazqxMDpQxRYSIOACDYUMdDF2tz0Ksx3a/jJT+wfjqLGGpBEqIEecx0yLPEZACxuX2wfy+ihWqXcQOdSpkRncEgeehBJHNg0Feen6LAdUmnnfilaFu1p27hlx35UUkaioB8w9gDsO2ZfnLLlKRhZM5Lej8zVrKPv2l2v5ZurqCXNJyyC7kcSp6gqNQCJM0xRFAyr4glfWd6I75SB3scc9JKErPOBZS9E6QOCHuOfMVIOeuAFoyHouqJCldxjs7qIfCd9kRLnxLGOge6HoL89VcW6l2/F5PlfY/Lnn2H0ffchx6Dc6UIa57xxDvZ5bB90ZDu46AWjBAT9/Jl2ROHxU463N4TkoHcKaPGr85tx0eNf4LT7Poo859z73jJ8tLwNlzwpL4ccJGypQps4zm7fANFAz/sb6DXxmj6x/OeESNz/GehRpQSSOFf6iKArap+vQaS0HHT7n+XOZElaEjRoTFhoybTQhc90nAxBiwMJg1ehwGIQdCufB5zFlXi82XBAT/3skE/Vk7M7fc5pSj4jV5wVVaMhjLWJWi5n7h9f/sNum2Xhi/VfIJ930AAVGFQ1hPaX8tXMZEnixG1eGV41nDLc6wKCLhroZUHQjf5B0FlRFAW1iVr855j/4JUjXsFThz4FAFjQsoCGUxHUcNMoUgp+1dqOA3uyuP+A+7HT8J08R6iKiqMmunl/xaEg5ZkDdMbhd+2LC3DxE1/gR3+fG3CGLeLCs6SDr9VZFILeF+mrMclIwQk1DkPQxWnLtwnEiSn5VmwqRhRJWPKFXgxxX9zcjS9X2/OUqqhc3WbAnoPSjvLDR3+XEUEX3kdFopI6ZQ2WnMtZM6Qh5GUSK2QBUCw7B/3V5a/i6GeP9uz/8x5/5kueOTwnxGiuT9bj+t2v584h62pMiyGm2MZ6j0OUKgox0E1VgxJn1mMuxJ11zvJzWWQEXdKnWcMq54S2igg6Oye19dpjmnU0Pbzw4cD7EyHO+4SWwPW7X49zZ5zL3S9TyODGj27E7991HeyDK/3SAosTGYIuksQBYELc3fddqbv6xP5j9udy0De2eHQs5u9SEXRZNMTte98erT3EWPEzQsqdgy4i6FHm/mLXBx8nfVzynsbXjS/u2vIbhuynIU5FXZVUd1i6wWtAkjU5bWSgKAqUeByKonBkmZ25TsxZOQfN6Wbs8tAuuP2rv9N9Zgk56EdNOgpPHfoUfrnNLyMdTxD06qTu4YTpykZLLWEN3Ase+SxiS21hDXRW1xkgGM0k3UEmHlLFIiUr6OpN/USW9/0z0Ivx2IVOEKUgPpKfGzkHfaYTvkuUPMu0fCdkC3auHkFPiPEdtKhQlF3RuHwxK5cLXBg4JQfhKC4xnAohBjpUhYa41yZqubzFRxY9glVdq/DvJf/Gcc8fhycWPkafgfXAh5UJK7cMqRyCoycdjfNnng/NCXEXDXSRN6AsOeNlZXcNlyGVQzC2diwqY5XImTlap/aT5k9Ku2CZkLzBhoFr2roxfeB032NYBak0NKNvbdU19/znvrBJDxetCydrExW7pe08y+hGM9BF6cO3M2iZtZBbRCmubR9p/yM5vNga9ZZhyPOpTa+i9DGTrycaXLqqI0MUnDDPQtEiPy8Vq6BNZyMH3FQYCqGXeF+/5iiheq1u2gj6vV/f65mfDxl/CPYctSe/3iad/sxExwyqGMSdxyqvKd1WlHsL8jGVdOxFRSgRqiiK+30CEHQzFEEnLO6Bh1EHtYigs078Jz6xo2TYsX/l3CuDL+wIQdDFNZ/MD525Ttz95d14YdkL9LhypSbJctAtCU+MIpDEAfz7+MnUnwAAztzqTADAxdtdXJb2RZY83z/ZdpYzHzoKJwYAmhNUHILuJxEMdL8ya/2cgw64tdBZmTZgWon3LUJKfDZSI31Nu9eoE6NWiLDznxhN9OTSf9Pfhlp8pKWiKBhfNz5yPyUG+qiGCpy22zhuX1RDtYcx5J//Qk7o7CcDU276ApuDLrK4EwS9VuHntdkTZlMnZDGSzhlY2WqvkSKC3tzVP6XWvn8GekmeO+fD9jXXT1H4S/dBp+kLi/tJHZ24dEMrju5ykCDLhJ/eqsAunUIWFMLiHjRYXdZfhQ9xz+epwc7m0BFRE4LCGmIk7jlyT9y+9+3IOZcq+OSgm4pCkdiaeA1mjZrF7c+ZOTy4wGZjXtlp57yYKq+85cwQQp8gkZHE+eSgP3LQIzh8wuF44IAH8JsdfoMhlUOgOQqgks3jmSXP0GNFBF0sOVSS9FMOepCoiooJdRMAAN92lMp4Wca8bqEGtp+w3tmilKwy5QzrLDrYh7lEfOcbz0Avn3JmEhb3sBB3cdoJs3PL8K2sQh4K+Bv3LjsdgIofbj0cEwe7kS+frminv/cbux93TkyLIZMlCLqA0pYrD128jKrS+TzDhvabZRxvfk0JuUW8YM95q7tWe/YR5waL8KsJe81kw85ZZQ7g19UKB4FNGz4GuqMT62LkF0DnT/ZeHr4Tn6ojVAJI4sy0q+jmfQx01qB+/suVWNXW68eBGtwMR/kX5zhyPzFUtFiELkg4Az0AQYdAEie2g7yL06edjtePfN0N191IYgkGus741stZ8ivqu6dcO75hvDLPpLitiDlAJInTosz9fc9BB+R56FHKZIbfLiytLiRF1keG1dnjqrUnh0zeQEt3llZhoAg6Y6A/uOBB3PnFnb7XM1T+d99TIYOfh/Bd1KZiuHDfSfjoN3uhsdKeV/e58a1IYe5rGedEZULeR79Z14Urnv0aLUKdcW+Iu1xIDnqFcMxp004rmq1+ZWsvpvzfi9j1j29gcXM3RdBjTj9/5MOVOO7O96kBXy75/hnom7gsjIdFuETpE0mcZeGYrm435MOyoPlUHdFM4G+f/c2DoEcy0KF6QtwJgu4lzPMi6GHfSlEU7DRsJ+gOwrxswzfS40ibNUVDUk/iNzv8hm+vZbmkZOSVKDwRWLFEGf4S/P2nNE7B73f6PeccUBP2pBwvAJe8fQlWda0C4DXQRVb3klpHFMoy1kCPIqREHJt+8F0XDkEvWwpEdGHDx5Q+zGuigU6Q0o2fg1665J1+q4cgQqKuFsoTWg7Dt2BAgds/shv2gJEeAwC4/NAt8PJ5u+MPh9nI15L13VSBOWyzw7hcaF3R0esY6P21jHn4eVWVRkSludx7i+7vNwlhcdcdA10WupzQHUOF/cAkD5aJ6hLJoth1tVK3333WkKc0kBB3TVYilLwXtv94SOKi5aDLDXSvM1qMuFAVFZZFkEoD//5sDdYwpfxE54SfkHVG1DnI/cRQ0b7xtfDChbhTBN2rrBCEVvVB0EnbFUUpD0FYkcJWswGAGPNnOde8yJGV5UTQSyqz1o/zhhJsoF+1y1XlZ3GP0I6oUpuKIRWz23zpk19i5hWv4qf3fADAdcAQMCZdSOOquVcFlgxjDXSzLAZ6sBADvSYZg6IoaKxKoKXHHcc9krKV3PmZPOYtdaMAOtLykpTH3vk+/v72Ulz65Jfc9vpkPf0tfucXVq7GGMcxShyLFcIxIvdLFNnnRrfU9Kvz1yHnzFEj6+21qStTwLtLWrDrH9/A3W8vxe+e/hJ/enlh0fcR5ftnoBeVgx7iASt6AJYPQS+FWEQMgVYdZ4FlWdB9POtkwRNJ4oIcBORtqZbiH+KueSdIJc57f2W5dzLphL3Afb32U/kBznVImxuSDVzNWDY8iDoiFN7g7VuIu4wkToncf/SUa6ADoMR2pE2ja0Zj9oTZ2H/s/n1ooyOEPKYf2ZllQhYeQjRUNApTVpK4aNdgCZdKIhTp4ztmDfQME6myZH1xNcmXdSyjjK+vLn8Va3rWACit5mlR4nn+iO+DPc/5TcpIVSeDFS9OVwtSEhXv3C+S60UVq1DgDHSY9jykqwqqk/bvyUNsY/CzVR0Y++vn8ff/fAtVUXH0ZDe3OqbFsIrkJfpFefU1r19c6xgEPZ1jEXSTP68/SOJCfCMxw0KmkJF+F2qsMt+YGAksqi3OMywyVeWQiWZNuYGezDlOComBTufPIJK4iDnoMi3M7HXbFHOGPnVKMBIn67RiYGVrGr0MkuvngGvPtOPYZ4/FA/MfABCOoBMCViL9haCbzm+RJA7gQ9xJf+AQ9BKJ2MolHgSd6RZsyl2xctLUk7i/o67b4Qi69Cyf7REMdFXl5ohIJHERieDC2iMeucPQHQLOLUHKnG6kKAqGOij64x/bYMw7i1tw99tL8eEyO1Uza2Tx+frPceNHNwZea5fhu3AGOlAGA93jxeWfs4NB0GWyISTc+/nP16IrW0Bl3O6becPCEx+vxjKBaG1Dtz1/vvhVE37/zFcOc73FPZ+ol40oGNizl0ex6xXXqZXUkiVxVbClOOsrYhRBH17vnWMvf/Zr/PO95bj59cW4//1lRd+Lle+fgc5K0ehIGdCUMukxpeSgi/dWyfOYZiCCDrgGuhEBQa+I2wNk+oAtvSHutHSMt2t5EPSIi03BIclhw8YWtrreKdO5DrtIs4yzeSNP80pJgIOl2OHw9Jh+zUEPCaUWDPQ13bYBRXLQDxp3EC7b6bKyhMrR/L6NjKD/P3vnHR9FufXx38y2ZNN7AoSE0DvSEQHpYEXBrtj1Ktj7VV/Ue+29l+tVr12xoWJDpEiTIr33EiCEkF42W+b9Y3b6zO7M7uxmNzzfzwfNzk55Znbmmec855zf4QZTnDeBmwV9efTLUW2HhCD9Q6gGm1nh+OKno0pUE33Ci4tRbiDnqdnXzE/63Lv4Xn65Lg96kGvk8zG4/sPVeOCbDbrbEwp1vIEe+BmgLGKPpsqspNyIEn3mBnbikmt6YLxe0OISZQzbd755+QB+WUGadDLk33O3oqymSVoyhrJin3/yRTp5Gblwc4qm+XD6ZpGnjzdyIziPF+z1bPOw/biaUcIZj+LvKKv/3vBoCxVxYqIA4PTvo7qpEc/9yr5PxGlEnAedTlQZ0HEGiMRAl4nE6VRxV/WgiwaZ3Q6yF0qt/0+0sf0qRXlwrKYJFCW0gdNlkfPepvewqWITnlr5FADh3Sc3csU56GLCMdB9Lhca1qzhz13iQW9ogGv3bl4nRQKn4s4IIa5qHnQ57sOH4dq7V/W7cGG8XtQvXw7Xrl0BPeiGK5aIuHPAnYb7IwBCXUotD7rJInGAzIuuuUkYfZlGmw/LNCTUJrJCPKDJ6wl0L0hVLHvsxy3Yd5ztg99Y9wYu++kyPjUTAErSpPnel3e/HE+NeMp8Az0IvIHuVH/m3ly4G1+uOqj6nc/HYNGOcgDAJYPbw+k30u+avR63fs7qEjEMg3UHqyTbvb90H/o9Ng9nvPwnaEb4fdUiG+W56G0swjgnlGvjlUVG3ff1Rsxew06stMsIbOw/9XN4XvRWaKAbGFEEzUU1PjrxuUUz+pSxDk5MSGFkMo80P1ZlGM1avdxyQcWd/X8gY7BdansAQKIlQRriHsSDzuUICgv03X6cSI7dIwyoxWF3Xv+gRNzmS7pdImwvEiejRecp9qCL81oMo5aDbgBrIttp2P0DwkN10hB3U8O1uEFkOEnNIcANprgBMBdmXZxWrHMPYXoQQyB8IaTw2troVp9V8/oYvLtkD47X6TfSuTB3sWq+GSHumw5XY96WMny28iCaNNrLE9Jvx3nQ/cqxjsDPAm0x+PyJntfHT3scl3e/HB9N/sjYPtxuUOKBgl/VPT9VMCDyUpXRCjd9vEZSmcFKW7G/nO3XFNFFYUeQaGxH0+iQzg78ruh2ueh43GayaDOzoCjYkgLfL3YP631Uew7T7P6+W6zT4C/xycgmZr4+R6ifLi6n6OQmjCkvXluwCxe9vRzbjpbz33MicbRT20AXT/DIwzR9QT3onEic8tpaM4QwzkE7GZyyS/0FbhN50FmhIuGa1rhqVKtkVDRVSD7z7xlK3YNuZoh72VNPYf9ll+P4W6waudzzvOfMs+AuK1Nsx6m40z5BO0YtB13OrjFjsWfyGfBWVYXcZi1q5s7FgauvwZ6zzoan/LjkO7EzIdwQ91Am5hleDNbAJLPm2EXnsy8qtUZFUSROjjwVJGKEMRa5+tRiyWf+XcGojzloisacKXP40ooAO35NtaeCsgnPrZWymjBeVLjQJZ9qGtn+IlUUzfbsNEGU74vVB3Hv1xvw+coDGPv8Qkx++U/UuTyoamjGeW8uw8+b2HD9rvkpkoi4DYeqsam0Gs/9th1TXl+qaFV1oxvby2qxaq/gaReLxHEkygzqTJGzM5SowZpGbeddYWZk0wRbn4GuK8JdYyUTROLMQushs+YFKG8ir3HL58MHD3HnlDD1hLhT4vw7cTgaw/Az4moicUZz0Dku7HkpAPalx81Gi6+PC8ocupv63sT//eehP3nDkPL/xj4KaJPUBq+NeQ1nl5ytWjM3NAKLxKlhTWAHgHYv277jjezLXis3MKzWeUN4cZsAFxHi8rrQ7G3mvTJOawuUxglBJM4QZgiPMYymgQ4Aby/agzNe/lP3/vbX7MfR+qOSXHYzZtpLKwXvkHLCwJzB2bJdx7FgO2s4BQ1x1zvxpHILZCVm4b7B9xku0SP3oMPvQc9LFYfg0ji9qzQ39u8DVaispUXr2HDAH+JOiycvzRKIA5S3vMWCXH/JrB6Z3UTrRT4VJn9ANVIHl4BOU9fWSGlk+wu5FgcgzUMEAOfAgbC3bct+kOUwd8nogh+m/ICnRzyN0YWj+eWJNsFAB4C/9p7AlLcW8N8LHnSdIe7yHHRXEOHRACJxmdOnSz6P2qR+D/DGMuXB9rJaQORBZ8ColhoSVwf5bNtnmh50ztCRe9CPNRxTbYseqj77HABw/LXXAAA+t/IaNe/apVgmDnHnJtPFEzdq70jxhEnzIaXQYLg0HxC8hO5DUo8hN95yWp24vMflCIeQ3v/BPOi6vL7cWEbfIW1tCoQPupwvRvsW9UnKK9Kliu2mjZciJBIHAAOLMzFtQDsAwKkdszBn5nC/urv6deMm2sT502mONFAUhfTELH6ZmWNFLXb5o7zEIe4XDCzEaNn77f5vNmJ3eT22HqnB+0v24s2Fu7He7xmnKfYa5KRIox3OenUJXl8gLQsrp0r0zlSzkxyy38MquqahOCUqG7T78ewk89J91Gh9Brqhh97sHPQgxzGAVn3oti88H+AoMgOdD3FH0BB3uQddceOLO1zOe+DxoubXX2UN58RJVAx0hYq7vuvSIYf1etg9QoiiOBTR5VdgF8/s2yw2dM/sDgD4cvuXAIC8Ewz67hUM9JL0EowqHIUnRjwRprESrgddMFJtHsEwj4gHnRtERlHFHZB60B9d/ii/XHc+kKk56PoIPcTdTxj9h8vjC3orHat1oU5n3dHSulKM/2o8X/P48u6Xm+JBF+fDGwm71w1F4Zr/reI/Bg1x13tb8znZIchey/H5QIu8j4zfg56VLO3vPrh6MHY/cQY2PTqRX3aiTmjwN2uOoLzGX89a0TealIOuWEzxfUHjho1o3LiR/SIKOejWBB/aXjMSzv79VddIbQCa3U2SdCUOXmPE386cO+/gw6DlHnSAjdQ5o+QMyYQD16+Kw8IpSvCWJAQw0NVD3EMUiRN3M/590ElJyLruWn6xQ2OMKIijedHs8UkMdACobKrk/56/fz7uXXwvlh9ezi974q8ncKSeLXOk14MeTsi2gmBK9xx+D/rgHQxu7H0Du0h04VTfkWLvvJmTXACatmxB/bJl/GfPCWnpK6sHuLnvzVhy8RK0TW4b1rFCiVgIyYMeZiRpQpcuwhZ6ctADETA/Xfrx3tzhOK9WeA9FTV8nzMM8M7UPfrp1BN68bADyUhPw+mX9+egrLcRRn5yxnpQgpEA4QkmNlSN/VvzXs87lQbeHf8aa/Wyf0k0Wpq8WJcbx/LwdeHsxG8X3zLQ++O2OUeiQnYTHp/TGxYMK4bBqv7g3PjIBk3sJkQMNLuFZZ/sA6Q8hD3G3ir4PxSEUyEA/EqH65xytz0BXERgKuI6EcDtxKuBHI2gZ6AFHoPIcdP50tEPc5SJxXj4ySb4zsYHOflf5ySdwHzigvmMdKu56O1IuNN7qAapcVQAAl1sYJDQx7AMknz3kXmxtU9gX5Ktve9GFTe9Gm9R2ptVylaImEhfEgy4y0O1u4bfnPB1hG4piolwHnYMLR6xz1+H73ULdzpZREtc3892SOehunfWSth+tCb4SgK0VWyWfr+19rcaaMoI8o4dEHnSFgR6yA126YZNbuBbBPOhBDUn/96aquAOwiIwbp82BubeeJhH549ejKSQ7rLhkMJsmVFUvPIcHT7hAM5x6enRy0EHTQn/+8cfYd8GF8DU2Ct7HKKTCODqWqC63+gC6rlFVH4Qz0BnRRAI/KayiAq66f86oo0Tr08JgzOHWFokTyqyJJ2dlOehhiMQB0velQ8OO5d5xlJU1ommrNB9XHM5++8Lb8fPenxV1lFcdZSfA5EYu1zczsvsvnHKflizB28cwjCLEHQB8Tcr9c7+t0wUUrma91eIIJ1UPuiQv3LxniGEY7D1/Khr//ptf5j1RKVnH7mU9/GaI10XEgx6BHHRHt+7835RDq806xufB2qMYZ1NIUtMbCZtg569vfKcFTVPo0SaVz+UuznIKVRk04FN7RH/bJI4p8yosyPl2bSn/Lr5sSHsMKs6UfD9tQDtkyyalp/RrI/ncITsJ0/q3Q6dcNh2pb2E6npraB6sfGoeRXQQP/EUDC/GvKb3w3ysHIiXBhpcvPgXnn8KO4xuahOf+p43H8J8lUo2JRNm9baMoXF9VDQso3Df4PsPnXVmvPYnYs41SSwAAPrluCC4b0h6XDW1v+HhiWp+B3sI56BIUeXz68TJePHyFBU2yfi5gCKc8B10kjKYV4s4Z7pRP8CyreZMlYjx+w7Z+qTJPhF9HzUCXL9NpJHLq7zYvwwvfuFyCiE6tl/1b/iLjPquF+Q1rN1zXsXUhvn1C8aCLRE1oBrzitpa6bjgwLVAHHRAM9K92fCVZrn/wEf0c9PBVzkNvq8erfh/Jw6SrA+RHiTlYKw3BzHBkaKxpjAZRSZXyYDnxYeSgcwQ10A2ip2arHsTex8uHdEDPNuph2xxFWeyk3PFq4fwYxiIIe8qvFd/MMNMGVFTcKdlEpa++no+0Efp983PQ/Q1C9k03aa5mr1E30PkQd3HElt9gUyvTpQb/m1FeFGc58eMtp2FcD9FzUc8OCHnxOUnzuRB3aYqXGDU1cun3KiHuon1Qopzezgnt1PfhXz+x3SewpgmRJj4P61Xj0qU2Hd+k3FiGlkicmdCimvK+6mpeuV2Mr1b5voYoZa7OP+4IVmVDYqCbacCp7MtbKTXQUxqY0FOkZIRkoLdADnr6tKlIv/BC5Nx+G+wF/jKyUcpBl3tNo4LJY5F0px0Oebk6P53SO7HryELcAWmEhcMUA109B/23zUKpt7sndIWcgcWZWP3QOLx0UT/JsiEdWEP+1I5Z+PeUXirRYWxk3P+uHoTnLuiLvu3SMHNMJ1wxtAhju7PpV3YrzacE1DQK9/Rrf+zFK/OlKTFO2fNpBYVbK6uxrM0U9MmRpkPo4UiN0kv+x12j8PYVAzCmWy4uGCDtm7+4YSiGd8rG4+f1xgOTuyu2NUL0i/tGmnAeGpNz0JkgdV4D4fV5sb0dhY/G0Lj+V9ENF8CwknukuRx0itEOce+7j4HFy4Dy39Szp3wDZ14b5YoqIe4BURGJUyzT6cHmPAk9DgIHGtjZf98BIaes2l0LwIIeOxpR9vQzSBo2FMkjR/IvNrFyL0dCCKUW9GE8B91mscEHdraMZgTPeWRC3P0D2hYy0GMCnZENUztPxQ+7f8CowlHG9m/CYMGtMgh8dlofLNguzf/kBFuCIReGMmvwKM6TP14r9xiaMzizWSi4/RMWyUFE4nQfkw9xN9g0DWy0jdfn4pS1A9HDHx64cFsNkjv5FzIW3DSiGFgom4g1cfCpGHqJQtz5dTwec0L/dUInJSFl4kTUytOlACTWuODOUp4/NzgVPOi0UDlEp4EuGKReXDakCL3apuGyYQVY/gdQmNQZZ5ScAqz9VHWyWfCgi3K+5Tno3sDPZiCROEBqoKf41AfelS7BMExsI4jhMe40wFrLG+iXzL1Esa0cRYh7BMS2xMr2nooKaRi6H2+d0kCnRGMH7u9gEU5iA10t7SFkVO4vT6U0KiGtwQyRUZaQROJMyUH3o7dcbGYmCh7zp6+VrtGzY/1tAKCVgw5QKHTrew8aO1zkctC1yEh0oFJl+SujXwEgRJACQJ5fO0RsoCdZI6fgvqOMfS6/vflUZCRpTwTkivLK81IT8PkNQ+H1MbBq3ossFEVh2oB2vCEuJ93JHnN/uQfJ3Dyqio2VLXs+rf7nUF4PXQ8+H4NVe08olpfkJKMkh40C+Pd5vdC9IBWP/bgFANAm3byJzZPbgx5s3TBnyIQxjnk56IGNWpmBLtL40ApxB4AzVjN8+bHMpGwk25OVK6mEuAdCVSRO/oDqvCyWdMEbRf21DgBQ8PB/+GUMBSQ1Mrjk3T048f77OHjDjfDV1/MDsDq3sm60Whm4lsJKW/ncf9on/PaRNNBbKgddzGOnPhbCnqLnQXfanPjy7C8xo9+M0HYQRv+h5kFPcliRaJPeC/d+vYEPh69tcuO6/63Gf/y5Xlo8O+rZkNslR6zcHihXiyWE60FRcIj6kkADA2P75f4IbXAlH/CLvY9OHQb6aZ2yUZKTBPhEzwVDoygjQdY+GWHmoDMelfOVG+hNTcKgM2w1Zs0GST4l9umtulZydTPcXqkRd1n3ywTjh/eg0wFz0NXg+tVJvXNw9fBiAEB5IzsBlpOUgkJO5E/tXSEWSuWQD9SDeNADicSxuxMpxKuEfQNQzc8HAJ+bfWeW1Zerfj+u/Tg8MuwRybJ2KdKBcfgRRCrtEnnH3UeOqq9To2Kgi/oAbsIkmAHMiI22AKX3jKIWoeGtrJJ8Tqs3LzWNS9EzREg56FqE8+xHIgdd+d05dfW4xJqLl05/KbTjhUIEovnSEpXPXPuU9ihMLQQADM4fDICtZMCJJYpLModS4zsoFIV6lwdlNWwf1CE78CRArqR6iQMURQU1zvWQ6X/3Mz7h/UrRHsUbPNur9KD71zZ8zOs+XI3v17N5sU+d3xuDijPwxHnSd5XDakGHHOGaBMrFN0rr86CH0iHwL0Jzc9AZX+gPMGekKSaIAhnH8rRxioEXgUPcAeDC5j4A1rG70DDcKIoSzV/qMNBV9iP3ROj14ib268f/7TvClmCxnZC+xFNkujW+pqbAteRNVTFXG6Tpz0GnKRpWqw1odoNmwAt5cZ50tVqPIbc06Mx6ZJAL3QxvMxzndT5P/w5MDWEzf+ZbSvj7ldfeBFgDnasbytHs8eF/y/bhuhEl+OSvA/h9axl+31qGFH9klYWySFSbhxUMw6TiSWG3j6NRFOKuCLc3QdCs0e3lhfAW3zMatmD3rdFjqlxnXcjrHsty0INB0xSuO60E//yuSlhIeVDgtKAG8glOBma5+n1NSuNC7sH1uVyCNzjSKSX+ZzDziitQ/sqritrhBeUeNIkmq0rSSnD/4PuFzbkQc5oW3icGQ9wL0uywWmg0uBt4AcsEa4Jg5KhEg1F6ROKCGIWSEHe+yaJ9iM5D7E0Xo1XCy44MMAD2VqobwU+NfAprygQvJ03R6JnVU7KOloF+aptTVZcHg/F6JfXd3YcOqa7nq1NOqEtmMfzPhjjcVxWP0B8FK3lnBEZFH8QrE4lLq2dM86DfP/h+NLgbcFHXi3RvE/Q9r/ruY3Sso7cBOtYxMQfdCuCf9kKgaKyxfQY+IL9/dcLLQVcj0WYDZHNxUzpN4f8+r/N5cFgdkmoU4rGVKVVxVH73fRVsabPMJDvvydZCXL1ELpQaDhlJ/j6QEQmyepXe6gyvFxQoXjvDGuIkEcMw+GObELE4oWc+Lh6snlPer106APbc7QEE74wSO25E04iehy0oYURVDSkYAkAlJDGQUSs7dW6Il1kHnLdUuzG5OR2EDxo5MIZD3NX2Iw8V1NlBUzSNXaPZOFDmRJVytz5W4V0M4/EEDg2LmPhRaJ21uM5rRD3ofPmkKHvQZeGSYqORoERNJC7JboFHxaBctKMcPh+DT/9SCjbmOaVlGQuSCxTrhEOjzIPu8fqw8VA1LnhrGT/jHg4vzdsJgK03qrvmKBX8GaTCDHGXe9ESRAZ6kl3foOSiQYWSwYbd5kWqP+yJskXx+ZT1BUxjo0jFPUpNsNuRec3ViuXtZRW9FJFl4qoU/j5Ubw46937g+tkNxzfw3zV7m4Uc8gAedIm3Xi4SpxHi7ikvx7GXXhIMUS0bSuwB1jCWuMlcOTlO1rt2vL5OEYEAsClHBUlCX9AhtYPC+6ZV2STUCBy54c2VJqNsNskERMPq1YptGZcwEcF5hYe3HY6pnafiwSEPqh5PEuKuEkofMiq/ayRC3L21tTj28stIOVyNN8a9YSzVykwPehR1X3QRK+2JQDvsMh2IK3tciSt6XCH63o4pnaZI1NylIe6RSd3ce5w10IN5zwE2n/zq4cW4ZHAh2qSZ5012WC34z/SBACg07L8ejQevAONRar3YANCi38YW4kusXuR8SEmw8h58NTKS7Fj90DgsvHu05jqh0PoMdCMPTdAwR4M/rDwHnfOgh/AgD2szDP89UqZsQoAOV268W0Tn1X+P9kiUThFC2rUmAFLPOAMA4OjRXZeBrrof+TIDLzAmnRW9oSpZ1ermNKEjon2suqtk/ebmgAqqptYBVwtzpPj/6IK7XlSEc9CFmfXo1kGX6yMYN9BN9OhF7QUfRoi7hge9SiWMvLzWhXWHqnDgRIPiO4fVIRGES7Wrq46GisRAr2/GWa8uwdmvLcGqfZVYuEMWXqvzujeLJid+2MCWgLp1TGedVR8oULQOq5uzz0PMTZV7RxNFhnayQ9+gxEJTuGVMZ/5zWhLF5+QqUoTCjvZgT9iRp9I2Wb/MqmhHTyROWCSqa92BnTTOr5Sed35SvuQz52WmaFEOus+nS/yP61fdPjc+2foJrv/tev67muYaoVSVmp4KN8Erek4Vx9SYKDj62GOoeOtt/rOWSJzEwNQ56QAA/5nwH7RNZYWZKhsb0eBR9guA9FqmJ6Qrvk+0Jqpqh4Tah3gqpEasaw+rvkw5nUg7/3zVbegU9r3vaxBC5LjrQlM0Hjn1EVzc7WLVbSNloKv1Gd7y45LPafVM2CHuZY8/gYo338KBa3RW3BDhq2d/c0Vp20CEKRJnfNNAXxr5LtLvc5GeUISP65D1NZM7TA6aaiKOFDUnLUUpEre3XL+BDgCzzu6JJ8/vY3rJu/E98nBWnwJ4GzrCU8dG/DAqv0O6SO3eqqNU6ILtx3D1+yvx6V8H8NGK/aisb5ZUpZkzI7iodHayA4l2c8fVrc9AF2N0UGNyyGu4uxvc5FLxoAe44WW/pkXn8S3JopxzDQ963gP3o+DJJ9H+3XcDtyEAFEVJDUMDu2Ey0wEAlio2tL2mvVDigWYAZ5MsvNDlCuxBj1iIt8pF13Mj+AfJYhX3iHrQo5yDLhfq8/piwYMeoRB3M0TiVD3oVtU879KqRlTWq4dw0qAlA3G+frRegpxLk2iWec/xemw7KqSeqIXpB6O6wY1v/i5VLD/vFP15mHSgjo8rY2b152SHKC6kMNAh9GvJOj3oAFCQJkQFJNp9fIg3LQ6TM/G9VHhxMZLHjJEsk/fnjKtJVO0hit4qUZ9kzWAnlcSRUUMKhih0K4RycBbpu0XHxIvYg/7Uyqck39U01/A55Gp6JfxkgthrLheJ08hBb1gl9RDTVvVrzIhCtIMJzonpn9sf2X619Ea3Cw1udQNdrNKulUYl9tQBCCvH17Vzp+Rz40Y2YoFOTETeffeqblPyA1uS09coGOi+RvXzkSMx0E0McQ+YQuG/h9PqoShPZ5SaX34BAHjKygxv69rFKlvbOxRrrKGnbeG0X2vbSOyT+9rk97lkf8HfKWZgl1WMkKcGqm4jWsdOhV/WT87fByoNedAjzdjuuZLP/57SS7HOrb2ESS1PsDGM24ur31+FBdvL8c9vN+Lh7zbhud+28wZ6cZaTF4SLNq3QQA9BJE5z4jBckbjwvQ/KHPQAKu6ygYRFZ2convnXMtzoxESknzcF1sxMQ55vRRtF+zdiJFoyWcPCVs2+nMUeBS0PeiDD1lwDNYBQkE4okYHe5GnC3D1zcayBje80sw46f92ibKDLBYjuGHCHsR20RBmVcDFZJC4t0YahJVmK5bVNHmUNcr4JFK/2CgBFqUUht0kNsQe9tkmWl60wbIJfj5HPLsDPm4S8WQYUfrzlNEMiM3oeF84A9jWH6FmTGegJPqF9yQa8VgWiEMBkm5M3JJQim2FGkPi3s6VakX6+TPtBXmatySUyNkOPAgvSIPZ/4udaNBnARXVZRbbQO+PfUaZo8B50Stqn6/A4c++HH/b8oPiuxlUjym/XVnEPmIOuYVRb20jPQWobi/YhvsdUJuzUoEDBRtuQaGMH7R7Gg3p3vWQdtfJpqsKwkOZ5j20/FmPDyPF17dgBALAVsXmcnNeZdjpBO51I6NFDsr5zyBDY8tnJRbFRzjTKBGc0EE++mepBD3BvWfJY4yGtPoDQr97jNKnrCwTdzuvlDfSELl2MbKm+OKxnPzoicS1CBNohL7Omx0AXO6KsatE+RpH1Y5+vPoRv1rKT5iUxYKD3EpUw/fqmU3HeKUrVd3e5YLQf8HL9n/rvdVAl8nD57gp+TJWT0nIViFqfgS5+aAw/QCZ70CNRqUbLOKYYzTJratBOIURcMrusJ/Q5HONO3AEZ+H1snEeFq7UsNtAZRmGg+1wuaeemqP8bqRBv4yJxAPjrTvuAdeXrcP+f9/OlscxVcfe3JcoiccMKhuGxUx/Dl2d9ieWXLEe/3H5RPb6U2BeJ86h4AFMTrfjHqI7415ReWHLfaPx+5yi+7Nge/wy3POeLpmh0ThfCqIvTio01JMgzKjbQ5STYjd23ByoaUN3oVly9znkGZq8pCrQ1wPX3nw+X482EaKDLB+lORniJJ9v0hxnmpyWg8fA0eOq6oE/q2fD5PejSHHRz71OHfNAuV3F3CSruoUZLhYL4/WXxe4BtfhvLSlvVc3p9opQd0btLT+pCoH61W2Y3wYOuVpGEy0EX3wfyF76GB92alS3dl8arKGm4EFapN8TdYWFVkzmhQq/PLQlxv7jrxZhz7hz+88x+M5FqT8Wt/W9V3Z/YQA+pHrcIThQudaJUpJJOZCcMUs85W7LcVigMvJOGDuX/5sK3gyKOQIigB50SjaUc3Vl1zpSm0KNzwsVTXs5G4litsBUWqq+k590XtMyYnm3lhDE+DyAS51/B2P6CH1C2fznmHzdB5kHXU55WPM5NHDLEtLaoMbDYYAReBBB7s7U8+s/8uh2D84YBAM5wBNbdUUsN3HO8HjM+/RsAkJ+mU/smArQ+A90IQR9skzzoYcy0nVknnf3WrJlKKY8TKNIzoVcv2ItYbxrj8r+8aFpfzohKG3Juv43PFwsEZVRszo8jwf9Qer3wMT5U1AnqQRZVD7pbMqCQz1WYWmYtUKkdvVgED7qccAdGEri8yiiLxFEUhfM6n4fuWd01vTU6d2ReoyJO6G11q3jQKYpCgs2CK4YWoV2GE51yk9E+kx0c7uMMdFkNTgqURFyoMFljwBYCPh+DJre2IZQgVzMN8tvtP1GvWPb8hX0lZdb0QOnI7eHCihlXiAa6zINekCD0fQ6r/lJwbdIS4akeiMaD1yDNkcJPGFDyaxfOYFm8HcPA3r49ir/4HB3n/cZ+I1dxb2oSjM0o5qCLJ5/pJLaPsPltIS7dR460DrrIQA9W4gzaBvqEogl4csSTojB/FQPdHyXhE3k55TnoWka1PERb8s4V7SNpxAjkPfwQ+0FDEf6DSR9IPnODdc5Ar6d3YN7+eQCATumd8ODQByVRCDf2vRF/XvwnStJKVPdvpoHOebGt2VlIGjWSX84Z6JmXXYbC/7yDDt98jTbPPoO8e4Ww96TTTkP6RayKuU+vBz1SOeii37V49myUfPsNCh7/N9o88zTaPP5vcMM+a42yPwvlGICxCQZOKZ9OSlJUzgl80AhMWMt1mUR/L9slzduXbWh+W2Q0NntR3eCGx+vDl6sO4mi1wYiFiHjQpc/Y8VrhPnju1+24/+sNitQxmqJxwy0WzLrMgvThI4Ie4/v1h/HLJvXqDizS/Vv84/TBxZkt6k3msNAUfr9zJObMGM4Kt6n8DhSA89r8HxZcuACdrf7xpsbvJfagP3RmdwyTRSlO6JEn3yRqtD4DPZyHJtwOSn5sEzzoQ+RhTlpl0FQsu0AedNA0nIPZmop8WKXOzlzNuLOkZyB5xGnBN5aE8Oj/rRId7EPmaXbhtj9uk9R1Z0PcZYOjZmkO+kUdp0l3GDEDVTzrqt9Ty4nWqRnopoa4iz1OJysRm3Hndhv+fvXmb2clswPyozVsP5GXmgCLOFSYotE3py8eO/UxvDz65YDCiUZxeYSHUF7+DQB8BgdZ3ABJLPpyasdsrdU1oALnoHNrcSHuoXq5ZAZTnkMw0OXXuPnAARy86WY0/L1WsZvURKE/bPaKc9BF1zMCA+fEvn1h57xrchX3JlfI4nlhIXq30clCiDvlY3DTj16c+N//AACN69fj4D9uwsGbZ/BhwOI66ABQ+ckn2HfpZaj7c4nm4dQM9KstI3H7F43IKmvk1brV3otUAhslISkLJ39mNULcfbUqZcRUoCgKSaeyJc20jP0BeQPw7oR3+c+cxy3JLkRxfLD5AwDaNZIDqY1LDPQw+w7eYLZY4BwwkF9OOVkDnbLZkDxiBBJ69EDa2WfDkiqI0VEUheTT2YnGhpUrUfXVV/qPB2ORMnPWleKsV//E/goNA9v/W9DJyUjszTo60qdORdo558CWkYka/2W2VAX+nRmGwdF/P47yN94AwOaNH7zpZjRu2gxfvfTYey+4EKV33oWqr7/GvosvQc1PP0nOs/Tee3Hg+hvgLjvGRxhwEx8aRw/YNsk6IY2p1fcvnsS69L8rQ9unVnsM9JMMw+CsV/9E38d+w/T3VuLerzfgxo/XyFfy/xHEg25i/yz3oF/z/lpU1jejusGN1xbswuerDmL1PqnYosfnQVUyha3tKdX0FTEVdS7c+tla/OPjNVh/sEpXm+6d1BVvXd4fr156iqFziSSdclPQtzA94Do7yxrw2bJKXmhWTafnWG0THvlhCwDgxlEluG5ECa4b0UGyzvgWNNBP8jroQdYNc4KMYUzwPihy0DUMK1q5sjVQx0GBryfKz87qNdpUOkjG59Uu0SbeVJKDrv+6JDjYt57FByw8tBATRadmYYAE2bPHNDdLDPRUm9Rra6oH3Qy4HHSVcXFmoolhRT6uzFo8eaLFxFG7w2iqXCTu7L5tVNfjSn8crmINlQSbBRlOm7yUqrGa8zoRh7c3e5Q3rk9h5GlfEJ+PwT1fbVB+EcJ9qseDLoS4myQSxwh9jVhVFwAOzbwFrh07ULdgAbpv2ypth+j8Eqw0GDeXg66VyhSBnE65irurCXSi38rg+uhI5aBrLKKT2dBFqw84dSuD0RsZlG18CplXXol9F6modovroAMof/FFAMCx55/XnDiWG+gp9hRMfmwB6hgGrt27keAPV1ZLB6L9HnRJnjAjMiAYRtOL76utVV2uBsW9UwOEuItrH3Me9CS7MoojlBrJSXYhhDRsDzqnF2C1SYxH2qkvr1UsZnvkoYeRPm1agLVDz0G/7fN1AIAX5+3ASxcrjRJ+skRjvFSbCKTXA5bawJ7+5n37UPnxxwCA7Ouuw8Eb/wF3aSnqly5Fx59/kqzr2r4dru3becP88LZtfGWdpq1bUfM9q6NQ98d82Dt2BBDMQI8W2h50gBXoSrBJr+PBEw3wVjSgOIKt+ubvUuz2K5Mv282mEq4/WIX3luzFVacWg9YzNo3AGCrBJn3GjlV7ccq/5qGLKM1r+Z4KDBF5ed0+4d4Olg4prut97utLseie01GUFfj5y3A6MKmXueVZzUX9d3h/6V7UNHnwmLUZsAJ/H6yCWEHj85UHcP83G/nPpxSyabSju+ZiUHEGDlU24pfbRyruz2gSY1aKCYTy0PCGrDmlbPjdRsAJoR3iruZBD7AfiubLx/AedL0h52rrebySWqaaiD1DRkLcHWwnwnnO5R50q+xaMy6XZMbfIlfbMzUHXS3E3VgOulgkTsyQ/CFom6xfwToo8epBN9WLGAc56P4Q915tU/H5DUPx7LQ+qutxBvpxvzaDw0ZL6nWGW4s3EPUudgBst9KqZeFUbHZNNpRW83+rlU3RDUXpC3G3sccIVSRO7tEUl1mTexo5cSwtHjyjO3q2ScVVwzsEyEE3615V2Y9cxb3JFb2JPA2BUrEx1qVUZ/+p0qd5T5xQWZtFbnBe1/s6vj3ugwd5kTe1MmucB50tSeeHq5Bh5eqxq0/+eOsCeVal58p57wPloIs945wHPdmuNM5yEnMCHFedBIvgiQ9XC4VTpaesFtBOkYGu05C0ZElDTz0Bflvx8QD9IeLHaoUJl2YNYT5+okHjHermFmukJfD7EUVfeCqr4C4t5dsa+B5hJ4Z8/nPyVtfwy73VNbyInlhnSLkDtWeK0bGOTnRuO9fv3QSAdQer8P36w5j88p+45n+rAuwz9Bz0pbuOY+C/5+Gu2etVv3/sxy34cvVB6f6imIOeKBpDsw4+9mbaUSbcD+tknm+19J+v1hzCtDeXocwfWefyeDHm+YWKSfAr31uJ6kbpO3DZbll51DiEAoMav2gtxZUMBYVfNx/FhkNV2FFWKzHOAWBQMWug0zSFz28YhqX3jUFaovmq+EZofQZ6DHnYBBX30FHsQTPEXbks4I9LCzl7vmb/i0KHB5w9lroHnbIGv5kl9ccNDP4cIg86IPU0Fx8Dxq2TdpK+5mZJ6RibT3Y1olk+SA8W9RD3iR0mmnYI1569KL3zLvZDrJ0/QQInEuewWjC0JEtzFjcrSeopS7BakJlkh6+ZHcxOLDbv/pGzv4INpWyXkYj7J3dTfO81MMCrawox1FyFgCJxfjgPdSgedF9jI/ZffoVkWQIj/D6c4Xfk4Yexe/IZkvVqFy5U7O/6kSWYe+sIZCbZRSru0Xs1y41wViROnoMejYYoQ9wBoJ0oVfXADTeob8vpp8gF7wLMkssNzuk9pos3RN3v89m/1TzoCX4PukslB50bZHu9qFu8GHsvvIgvMcYwDHxBjC8JnIHucmFrt+7Y1rcfHxLNwXnGOx5mcMtrB1G/cqVqJYE+OeqTfIEQi1SJjfWQ4EX3rBLjUa+Bbs2URpKVv/wKdo2fgPJXXlGs27hhAw7ddDP/+fhrr+lK27hXZMBwApwKeA+6+jPq8XcFVID0Gcbnw4FrrxN2WSHNx9YTZbG9T1/sveBCNO/bJ2xXV8vn6MeGB12K/JVw1+z12H60Fjd8uBpTXl+KWz9bizpX5MT1PvlrP47XBZ6s+VE0aRCQCPSNieIxNGODmj2z5XCN5LPcQPf6GNw9ez1W76/EiKcXoNnjw9Jdx7GnXJmysa+iAe8s3i1Z9tK8nYr14o20ROWzu+VIDW78aA3OeW0p7vhiHb/87L5t8OJFfZGVLPR1FprSF0URYVqfgW4owl02A6YYUBr8geQDHUZ9ubF9yj8HyEGXHyfQYUU1yZkmzmujc7ZIrQ1erxCOF2hTS2gGekIAD7oajEtaZs0iu9UNiacEQ00kznAOunqIe9iDIhFHH3lEdLw486CHW2ZKTMRz0PkDhbwLTiTOGuQlkZIgU3210UhLtKFh3804v+1DuKLHFRpbhs+e46yhUZKdhOtHlODn20bgl9tH8EryCg96gN+utknk7ZJuZLBV+nLQad5AN+5Br/r2W8UAWhziTlM0fPX1qJr9FZr37pWsd+gfNwXcNyfYSclz0E0UiVN+Je0bPeXlgrEZTZE4sXaCyIDLqhHWqV/8p/r+OMNc3q8HuBXEHvR+Of00PcSqHnSHmgfd76nxv0cZtwcHb7gRTRs2oPTOO9n16xsC12iX/T7y9xTjcuH4K69KlnEe9Bk/etH2UCMOTL8SKQ7le6N7Vnft42qQYE1Q/TsUhBx0KyhxiHtyssYWUui0NMnnqi++gPvgQRx/403FuodmzFQs457F37eU4YXftsOnEvVzqFIISz9Rr943MH7Puvy+OFbbBI/XxxvogTzoTRs3wltRwX/2VEijAbw60yCaNm5E7bx5ou3q+Bx0ymkwB13RN4TT5+h/X098aTF+2yKt9a4eRaW1T/3jrMbm4OKRXDSatM9Va08EctBtwoS7lXLgf9cMxlWnFmPZ/WOw+dGJoCjgWK0Ld36xDtd+sApz1pWivE4qOvnXXuG+avb6cNm7K/DR8v2Sda4Z3oGPylu5V7j3XB6vypm2vKEaEJV77O6JXfm/e7VhtSzEwrub/ZMcT57fG69ecopqqbZY4CTPQY8wJnjQ5WiGuBudaqEpwYPufxnonnFV8eIzXp8uA108gDISPqnwoAfpE9k66KLOTv5bRFokzij+60IxDMT38OmFp4ffJD+cuiuAqNdBJxiD86Ara4lLKcqShjEmWC1IslvBeJPQzt7d3BJ9MrgZ+ZKcZFhoCt0L2BfhR9cNwdjnF+kWugOEGupmTFrry0HnQtyNe2uYRqXabwdnO2Q2ZqIwhRVe0zvAVuy7BTzo8ovetGMnHF3ZiIhoalWIj0U5HPBaaVg8PiTqiE7mJjgpmpb2wAGMYUmEVQABNDW9EkrFg86JxPEGuigsnTPAfHUG7wsdE8lJNn9JOpHtoWagJ9v0GcJixB70YAJUweBTBqxWQeMArKq7Hozci96qKuVC/z1y3YerAQA926ZhYs98oX0Mg0OVwjuyol6u5OGHq4Qieoeu3ncC095ajkuHtEdfCwWAARWgBKVcid4j96AbiLJwHxE8vr5asQfduOZApNH7Rnh8Si/gZ/OPf0Sk1D6sJAsV9S7cOb4L3v1zL1bvrwQAnPCLibl9DGxgI8FUn8IIdI3pidLnbVSXHIzqIqSmdM1LwbajtXxd8vnbjiGhTRls/rmrZ3/dhtcXSD3iq/ZV8n//a0oveL0+XDiokL8WGw5Vo97lQZLDik2iVLN4ZlLPfKzs0Q2bDlejx7bfgGPKdUZ0zsbFg8yrahMJWt8o3dCAIsgMmOHBiTwHPQLeBy3DipIadkDg5lOg+Hxwr0EDXXWSwOsBZdcR4i4ecBgwEjkVdwsXXRbEg96w8i90u+5FDN7OrijPQTdXJC5YDnpw1HLQ35v4HlLswUvX6cWSKuxLt95ArBC2B1FMlIyOMIwb3oMeSEgCwIjOOeiYI4i8OGw0nA72GasPUQBNi02l1RIVXm4wy5V64+DC8ZU56NrnUuP3oOenJki9J0avIaXTg+7P8XYfq8TWbt1R96fgmW3avgO7xoxF1TffsuscPYpd4yeg4r//9W+sfHZsXhrzps3D6/arsHP0GNSphLIHw1tTg6ovv5S0TyDMCJIAUSPyvqB5925BVCtCDnTVd69o0pSy2eHz30dJeqofce8VuUEbyEAXTV4FFEBT8aDTfgO4/KWX4dqzB7smTkT1t9/6286FuEufP4ZhsO/iS7SPw64l+aQ16b21Zy8cvu8+1P7+O/aOnYCuBxkcyRBFINx0HyjZBJlcvFAPZhrocHMGukUSISHPLQ+Fw/fdL/lMixTgOfZMPgNlX3/Lf569+pDk+/I6l6RsZHmtuoHOi/+JfpuPVrAeyk//OiDkoAcIcfdWSQ2hI/c/IPl8+B62xJytXXDPnvvAAWG/dbV8Gb+AOeiqmDUOlmwsO4R233zpkPZ46MzuePOy/ji1UyC9BK0c9OAcrmInL+6b1A3/vWogfrtjFCb1KsB7Vw/CNzezFRMqG5rh8zG40x8G3ej2oV7V827+OCJTFPWQk6Qc+w2VlQCzWSg0V4wGAHR1jpcY5zeOKsGQDkJaSIKNxrT+7XDV8A5w2q3okJWEoiwnXB4fPli2D/O2lGHqm8uVelYxLyis0j6GQW5qAsZ0y4PDP4Zy2Czo4Xci9CtMxzPT+sS8WHKcjdINYjj0JPxQlZzeQn5I/sCqsPenVHHXn4MeEFoQieM86IFDorQPRtntSJs6FRmXXgpYrUg791ztbUMMcbf5y8ZYGAAMo6p2DgiDo9p5v8NWXoW7v2FXtEZUJE6MDvEVNVRC3AfmDdRYOTToVFGIYLwZ6HFF+P0I5322BvmdLDSFp6cKuaUOK40kO/tcN+gI5wuKqA8969Ul+H2rMBXNKce3SZd66xx+76/cg77+UBUq6lyobnRjd7nUQ8R50BNVyrUZJbNrPWCxIO2cM5RfcmHIMg/1weuF3OYjDz4I9+HDOPLPfwIAyl99Fe6DB3Hs2efYbVUm9xi3G3aLHYdn3gLPkSM4+sijhttdO+93/m+p0RwpMUM/MgOUaW5G85497Ido9hPiCh92Oxi/gW7XcRvTftVy+RtFXptcjNhAD2S8BvKgA8D+y6+Ae79gJPEicTIVd29FBTxHA9UfVjm21vX3elH9/Q845L/f7vvKi2qRGLNv4xYUybxGoZRJMzXE3SsYtmKROKsBAz3z2mtUl1fPmSP5bNEImz/x4D/5v3/fWoatR2p4YbjP/mLFwbiSkYcqG1F8/1y8vUjqkVTzoLdNF86Hz0EPEOIu95hrkXz66YplKZMmgU5Rn7j31dYJddADOVz0jI0jLBL36Dk9keG04csbh2HfU2fiifN647oRJZjcW0MxPMxQ8rKaJtQ0eUBRwPRhRXDahec/NcHGG29uL4O3F+/B+kNV/PdNKpMtBysDq/SHgrikbrJdOcEyfVgR+rdPx3WndcCuxydj+78mo29ed9RuexR//z1Gsu49E7ri8xuGYsl9o/HPM7rhzcsGSN6vNE3hljGdAQAvz9+Jm+Rl5loZN53eET/dNgJ7njgD380YjoK02NNokHNyh7gHzUU1PruS3bMOmd3YwSdvA4Y1SyObUQ9UB11xnAAdGk3zAw+vv+am7hlXURtsbdui5Oef+AFS17/XBMxll3jfjXiYRbPVFp+2B51OSlINb1OquJs4c6aWg24Ui9SDPrPfTNNn9yyil7qRsjOxgYk56FEj9LZ6vFyIe/B9tBENDm0Wmh94REJsZ866Ur4u6JFqdoAif9E5NMKzX1uwG/s3rYDdSmNTaQ1+u2MkuuSx9yRnoPctTMfRCvFWxq+hLcmLrr9/BSo5A3j+XdV16AAh5PLwU0VIu8rknl6V6EDQoggXT70LEOt8RTAHnXYojdPGzZvYrWxcvxvdHHTKboNPp2gpu77/HOTvxwAedLHXPKDxqhJmTotCyOVebrUQd0CWYqSF/PcJdA1E69o8bM14SRvluwoh3cXUEHePoIovNh6NGOh599wD2uFQzTtnfD4hEk3DgJUz+eU/YbNQ+M/0gfhoxX7QPi/um9gD/1uxn0/hefLnbXA6rLh4UCFsFlrkQRfui3pRX8sZ6EmMUqiPwyvLOdci9957+FJsHO1eehEAUP7KqzguEwz01dXCV8eN5wz+Xppjl3A0lLS3vfLUYkwfVmR4nFPf7IG+wnxSFvhLjPVtl44kFQHABJsFTrsFDc1ePP3LNrQP0qyqRjcKTZ6/tIjeLWrPW0lOMr65ebhkWYfsJKw94ADX043onI3rR5TA6h9Ttstw4oaRHVWPd2bvAjz6/WbUiu5fSmE3xPiYS/X+YRR/U37HYiyIv+ml9bnRqNAMQADhOyr8x6MtgR20y3dXYJ5MFCPILgW0DPQAGhbqG4D3nDD8jKtOA118iW023jgHWE9G4A5XNAgz8vuIvDy0TzsHXUtwRu5BN1UkTkKoInF+FXd/LxuJ3GFK9Dv56pWKnicN4vsuEqXWTNgnF+Ju0fEyyU0RBoK1TR4k+UPcG8ww0GXPqMM/KG1s9qKygZ3kaSMz0LkQd7WrsKOsDptK2Sijnzey3kSfj8GqfeyAtWNOMp6e2jecBgMAaJtVvX/xL6OsAa5rsN9PrYqFCQY6RGWdvPWi/UWsHCALpVIzu3kX6zUUDPTII8lBt9vBhHJs+W9uQoi72rtCYnzLjskb7DIPaii6BHrfUz5aaaDLI1VDqWMuFikNW7CUy0G3WUGJVOYt6emGdmPJVDfoGdHEGp2iP9/e7WVw1fur4K44jk9//RfGzHkL90zoKlnn4e824dO//FESfg96s4/Cmv1svyUuVZXt7AEA6JOuLcrnqajQ/E4MrfJs8t+pTEJ4jpWj8qOPAEAixKdET58SzqS4+v4Vpp/OfVc3uPlomAMn5J5rfeOs+X4DfUy3XM11xO/SDL8SeKJdvR/iUrE2H64KeFwjiHUx9EasFKQJ603qmY+Prh2CkV0CpQgIJNotuHNCFwBA94JUPHdBX9wlu/cJLUfrM9CNybiz/zMtBz3IccAORi/5zwpc/+FqDHnid35gqn9XATzoitycALuhaMXLX3cOuiRX0OBLXzzBYCB8UjxQtAbxoKsul//EpoZumudB536yUAZTwRB7zdPOP8/0/UcUU3PQo0QY/YdekTgA/Ew5AJyod/EedPW8ufBI8OdGc95zp92CVFlJEytNqXr+5cq8TX5P1IPfbcJGvzhNaoIVhRmifiicPjjAPWNJDvB8BSnHpBbF5D582EjLVBELjmWe3kn+rf/gEchBtwuDUlv79tLvOC+h6ZErgXPQ6VANdHmZtQCRQg6r6LwD5qArjWSxiJfnuDRcWdODXitN67BkZ6PtSy/J9iz7fXQa6F6a9aKLkaeB2S0h5KBbTfSgcznoFgssmZlwDh4M57ChsGRnG9qPRcP4Fke+GB6XAJiy+0+kuepQ9/33mNy7AIvuOR3n9G3Df79w+zEcqmzAFyv2AQB2VTRi6pvL8c3fh1AlMtA9DGsA0h7t/tdXK6RCtv/wf6rrtH3xBQBA+oUXAhQFOjkZuffcw3+vdh281UJue9KwYYFOVwXzJwJ9DPDXXoNjXEDR3/R97Dfc+vlaxWq7y+sl117M71vK8ORPW1HdwKZULdwe3EC/f7IwqXLVqcUAAAtFqZbc495nby/aE/hcDBDMg65G51xhoub5C41Pbl89vAP+vHc0frzlNEwb0A4D26dLV4j5qEX1HHTl37F+HkpaX4i7ieHkIRw86BoVIs9IWY0LF769HCv/OQ45KdrhUJIjaHnUjNqbFCUt5YPQQtxhdBAVqoEuGqjQPuXgg/9Ow0CXq7hHTiRNTSQuNjzo3GA15847kXHBBabvP36QedBNfwGZ50EPVmaNIzfFgWO1LozsksOr0DaYLBIHCN5xTgG2IC1B4QWhKApDOmSB2Re47buO1eFYbRPmrCvll/VqmwZ4wwmp5P4I/BtQFIXcftU4ti5N+WWASTamuVlheAHg61zrgfF44GtslKScAELJruQxY+DISQb41NfoedATe/WSiE5F04MuDXG3IzUpAx7oy9Xlt5N9ZpqbwTCMqqcuxSZc/0D9rZoXWxKBJLsf+Bx0mUicXMG985+L2Xbt/Ce00Oth9FFSFXcAsHulk/bhetDDV3EXctApikL7/30QUhqXVvi6+8hRWP3GfrDyiXYrjWaZimVeQ6Xkc1FWEl655BSc378trnp/FZbsOo6RzyzAgCOlGAbA52/7nV+ul2y3r6oZPQF4jmt7yX0N7GRC/r8eQ9LgwSh8520cvOFG/vs2zzyN1MmTAQAFjz2K/EcfAaCMMuHotGgR9p57Lp/elzRqJJz9+2tfAF0O9PBz0Ksa3dhTW48hJnQjVQ3NgF060fvN36VIzPCALaontHfjoWperf/txYIB3bttGnq2UQoIckzqlY/VD43DnvJ6DEo5ASwBQFFwWGhAFiTF/RbKkPDQEeeg633ezuxTgAMnGjCmW65q6L4eCjNjT/GfcNJ70PVR7/LgzYW7se94+GHBZTXSfEaGUS6ToFskTsUzEuhS0LQiDl93zpJ4IGVwplr6QjYS4i60NRQPuoWRXbdYqwMuU3GPiIHuD8NVyzklxA4Mw+DZX7cDkHrHA/Hr7SPx1T+G4bRO2YIH3RU5DzqnhivOfxdzkY7yJfO2lGHw4/PR0OxFfmoCNj86Eae0zzCvsUHQKscmFxZjGFHoeV2dZPDP9X+uHTt0H3ffRRdjx6DB8JSXS4/j96DTCfoma82CEvUHCb16Sb+zRq+fpGQicdaEEAxCtRKgGl70ZLvggfT4AkxmqewzoM4K951cJE7kQadsNlM1RlIS05FOSQfZdtFpU6Akg3+9iMNsTctB909ghHr+8oktjn0XXIDqH+eyx3JplEjz00vFSMtprOL/ZkTpCcM6ZsFuoeH2MvAxgMXfH3g1rqfLv7zyk0/g8tdel8OXQvM7RRydpBEz9qIiyWeKohTXS3xfW3Nz4OjShf+cIPq7JfF4zZ9cTEuUPnuHVMTaPvlrv+q2M8d0CnrfZSc7MLhDZtD1clLYZyMv1bz+Wjzu05tSYrPQuHVsZ3Zym9CqaH0GupFOX+7hVMwYst8/99t2PP3LNpzz2hLV3XCCTprHpii4vT6s2V/Jdya926bx5ZEMiTkFykE3VNZL6UEPnLMk3lY0kLKGHuKuGQ2gdkyKgse/qTgH3d5JKn6hGeIuU5Q2tcyaWjiNJAc9+C4omYp7REPcQwj/a3lMFImT7COSOeihtbWmUegPDpzQNymYkWTHwGJ2UJHkV2qNhAedAoU3Fu7Cx/58THn+OUdWsl0R0s5dlR9mnga7TKSta36KaPY/xEk88foMg8D3DKVd+UL2HhCLe/lqayUDY1shOxHhPnYsoGK4mKbNmwEAtbJSbJwHnXIkQHJfMgj7ngqUziX2xFnzcmHJEUKOaavab2ICQaKLKIcDtE3fRGLRRx+q7FdAy1gTD4BdXpdqZAQAvtqJmOyZM7QbZOM86PIQd8GDXvhfdfHCUL2WNpsDnZOKJcvsosffRtsk0Xt6EYvEhaviDpmBHioJvXohsV8/2Dsqha+OzpoFILgmRJ926YplVtEkjTiFwWG1oHc7wfih/b9RapIdJdnS8UaS3QK3yMiq/vpr1ePLa5VbCwqQevbZAIDkcWOR0Lt3wPYDQMrESUjs2xc5t90KiqKQcfFFsOblwVbUHqlnnhlka5X7TLEonD6HE+YKs78S0S2fnVBrkyF95zCyvo1hGCzYrlL4GsAphen6mxCkz83zv/semNxN/z6DIM5BT7S1lMp46xSJi/XTUKP1GegR+BWW7WJDlWqalAPex+duQb/H5uHnjUf4WphqvDp/J6a+uQwPfceq4+alOpCcwBpKdSr71UKrw1PzoAfZkyK/Tb9InEk56AY7b6uNHSxYvYIHvf177yH1jMnC7pOU52DxMrDI74uIh7gbxP9bRMqDzjAMmrZvY48RQHiG0PK4RAP7LYdrAqypDldKJRIe9NcW7MIzv2zH+oNVAICCdPVBe06yulfhyxuHoXe7NHTPl3rB2mVEfzCi2WfKctDFucPe2jowbmHwb83015l1u+GrMf5bAUDz/v3wuVxgmlgPOhVlDzotEuyiHQ4kdBa8b9H0oIu9lpTdripeJydj+hVwDhokLFDp19UEMX3NzWhcvRrtj7H3QJO3SaHez7dFZTLXlpenaWRzk9aMXCTOH+KefsEFSBo8WHXbUPGUlcHXJI3EOy1LUHv2eCmc+uQfOFqtp6i8gDhv3UgOu6+5GQ2rV/PXnvF4hIiRMAVa6cREFH/+GTrO/VHxHcMw8JSXw+0vZ9f+g/fhHDJEsV5h1RGcYhGe67Z15SiuEUrgNR8qhWv3briPHkX98uUY00Z4RgYWst73TvlpmHfnKDx3AZv3O6g4A/2LMuARRec1l5by91XzoUPw+hXWfQ1SpXWKotD22WfQfdtWFL72mq4UPEtyEoq/+BzZN90EAEg94wx0XrQQnX79FQndzDMaw8GsIJHOucl48Aw2P1y8y3P7tVGsu/ZgFcpqXHBYafxx1yi8cGFfFGc5ccng9shNDXOSSQTNh7ibZ3OYqflAiH9O8hx0uVdBNmDz78sWQPH3P3+yIUw3ffI3JtDHcYXqO4zCK3/sAgAcr2Nn8/PTEtDkZgeCAT3o8kNrvNxUvUFyGVcxojro/CLdOeiiEHeDs+GSCQaDvTdttcLncsHqFQxZymqVeP7VPOjX/uaDdXokDXQNQQqd+bCAyIMeIQO96vPP+Vq9oQjotDiREvqIiEJ2eN5+tygsULMmbAA477QniNiZGWh70JVGJgMKA4rYEPb+RRlYf0gQNJKEyodTiUPsmQ10z1CUtoEu96CLBJ18dbXSEHe7HXRKCny1tbqVmcU0rFqF/VdMR0LPnnAOZQ0J2pEAMGJjMVg0gA4CisTZJX87unRB/bJl7AJbpETiuOYI7WHcxg10cbkzdkPlOqV33Inizz6VLCt7/AlUffEFngPw74touApcqHj7HfWDqHjQAYBOUB/sa6m4cxM9gUuA6euP7EVFaN4vdQg075bW6x6ZMwzPYzkAtkBAs9eHcS8swvpZE3RVhwAAp1UYEyTZ9Be3Ovrww6ie8z2cgwah6KMPcfgBIc/ecNSdAZiGBuwcMVI4lt2ueN/1PL4Hpz7xBk4F8NM/38TFffNQc9HdknX2TZsm+TyxqAjlM55HutOGq5uAw1+zv7OFpjC1f1sUZTnRu20a7vxyncSDXvvzL9h/8BDaPPMM9pxxBhxdu6JkzndgGqQh7lFH9b3HqK8TkgNdWtqKQ7dHXbbeB9cMBsqXcl/yy3NTHWDgnwRifKAAfLKCHeec2acAJTnJKMlJxvn92xk/B4nnVT0KS7KeCeQk5uD63tdj3v55GNF2hGn7NYT83iAicS1GK/SgizBp8K2lpBxOCGnfdum8MuRPG4+gtkk9T05xS2mG0asMvAI1gKZ45XB+kc4cdGmIuzFDUhweqmcAJjmu/1jicjIUTcMiKq2mZqCPW8coROUiXmbNKJbIisSVv/oa/7fR606ILm6ReFEo4XNW//NpSv5fkD5Uy4OenqgchOenJvCGwe1ju2BYiVAuSSLcE8myYqJ9a6XkikPVGY8HzfsF0TRfU5Mip5mr4yxX89ZD1bffAWDD3hkuxD3aOegiFXfK7oA1RyjRQ4cZjmwEiQfdZtPVT9naSj1ocoMAABrXKtWfm7Zt5f8uqGRD3D3H1MNitdKhKPnkAIf/+ZN70DmROC0Vcr04hw1F+/ffC7qew6OcoKtzeTB/q74SrwAb1v7ZmZ/h0zM+NeTRq533OwB2AgoAan74gf/OzKgMzVQB7lh2h8JAL6wTfucbO1iRWnEk6HHc+/dj1pndcPu4LnyZNW4cRFEUBhVnIsFmQbLDqhANa9q0CdXffQcAcG1ntUWEEPeTy0tKhzg+aquhdZKaYOOFVFfvr8TrC3bxau3nnxKKUa5FZIU6OSiKwq39b8UP5/2AXtm9gm9AaNW0bgM9GEFVttnv7aIXtNgo31OuLz+0wa0MNR3SIQvJCezg57ctZXh87lbFOmot0w5xh9J4D2ChUxSl9KDrflmIdmzwZetrFvIBDSup+weLudWMZBmdLHgkLBp10BNXbZYtMXE2TXW2zhhyD3oogj4B9y+akIhLD7qZOehRI7S2Nvs1LTKcNqQkGP+trP4SZx5f5AcVBRoedJqm4JDlmd8xXqivmua04bMbhmLlg2Px1uX9MUqzbms4v3ewHHSZp5zLVRY9w80HDkjyWRm3W5HfavEb6DU//yxZbtQ7Vv/XCnY7Nc+sWV6AIDnolN0umail+N8w8jnokslbitJloDvkYlga/UP9ypVoWM2qOjeuWwfXdkHUz+YBvI0NqJNpAvBoetA1JlL8kSti4UDG5ULt7/PZ7ZIDeNB1vD+K3n8ftjZtUPD44wHX823Zorr8RH0zDlc1okk0LmEYBpUaOeq9snuhd07wnGgx4qg2+URFuDnoYpKHD0fymDHa7bDbFMfrW76L/9tXVwtffYN8M1VqfvwRNb/+JtwnKmOfZIcNNq/ScVP5ySf83wzD8AY6pTet0ASO1TThke83Y9exWvUVNO+90J/90GO49B2TplhRN4CtRf/sr9tRUd8MC03hFHm5MLOJq7GIEVprDnqMn4cKrdBAD+NH0Oig3F6hm3n59504UMF26DtlHZ1cFIljr0j9PSXBin9P6YX2WU5JreDV+yvVNtU9cWc4B52iQxaJkwi9aQxetAhW/iQQXn8I6X1fCb8HZbGATgnsQQcA5xe/ydoRWOU1dNRE4nT8NhE20CEapMSngW4iUROJCw2u/I+eGuhqcB4FjzcKIe4aHnQAGN9TGp6vVkoyNyUBk3oVmKhorf+Zo2V95tFHH2P/EKUGuHbukqzDNDdLReKK2vMe9KrPPpesyxnumsgmUJp3sSHKSpG4yE60iKs6UA675D0QzTJrjEf6btBloHfuLF2gMel7YPqV2H/5FTjx6afYd/ElfL4/wBroV3xxXFJDWtIOLQ+6Roi7XMMAYPPgvZXsO54O04POoZickFE39yckNyjvnfu/2YhTn/oDd81eD4A1GG/6+G+c8q95+GuP8TQNNcSVAbjz5jE4ZghGoIkw2qH0oJ9euo7/21tbC1+jPgP98H33o/S221DzEzsRR6lUgklOsMLuU45xxDoITEMDf//prpxjArO+34wPlu3DuBcWo7pRj2BgOP0OJ9gmXUqH1c+rG1rje+Szi0XLzjulbcglx4TDBZsUNTC+IxBCoBUa6EYI8oD5O4LqRqHDfXvxHkx8aTEAYGcZm1OWnezAhB55GN5JfUC2y+9pH94pCxsfmYjLhxYBYOugczR7fLpVgFWbSgOKjiRQX0ipiMQ5deaYiXPQDRoRwcqfGIWyWCRlV7QMdDlqwkGhY8Jg2iJVcTezBA8g86DHY4h7POYRhZyDzt4EcqVzvXBh5NHwoHMl3dRQCsWFcD3CeQ6C5qBLF1V/841sO1Z8S7JLmQc99/bbYcnKVD28JTMjcPM0+kJ1D6NZOegqX4n6A9pulxg8/CSu6d4H5btXnjpA2QNPJObed5+y5FaQZp54/wPFsj6p3dB+/VHlyhwa6VBicT0x4rJ8qrszIQcdABJ69YRz6NCA62QEeM3N3XAEDMNg8+Ea/LKZPf+lu80x0BmX8IzItRnMnvQJ9M5Xy0EX46utA6MhDhgUFQ96isMKuzewE0JcXpFKTAxr3KeXF37bjp83Cff47V+sU6xT06RhtIfx7MtfQbp3ZeCYvf3lxTKcNgwoysDH1w7Bs9P66N4+ZOLQI6uLVpeDHmC9GKf1GejhCAxpvBzFBjoANPpDw3YeYw30maM74p3pA9E+U31mfNEOtkPukid9MYs98wdONKDDAz/htT926mmSAiqQIJwaNKXIw9adgy4e2Rr1oJtsoMNikYQM6jbQG/TNmhtHLBKnX0SEm43nfkZaswaUOp4TJ1D941whTFeOaCLlpPegizvqSIrEhQjnQbeH6EHnPO9eMwx0jT7031N6YfY/hoW0bajHNLZt4ElXAKp10H3NzZIBtNy4YNxu3pDMve8+WNLSYM3KhhrWzMAedNfOHaibP1+x3HOsTHZfRnYAT4kMTcrhkFTziKYHXS6qFmgikU5KQtbVVymWq+Wgi3EfPKhYNiJHqfIt2aeWMKvIg5559dXCF0Geu4Ah7gagKAq5d98dcB1Be4XBeae0VXw/+rmFkkjAV+bvxIn6Zlz27grc8cW6kI1HsSK+wkA3Wf8lUE4/5XDwZe/UaNq6FVXfzZFuozM1RcuD7lAJcRez7F8vAAAYisK411bg/DeXRdRIr6xv5kWKOeR58gCwYk8FNpWKokjCmRQXlTyTEoEJV3+f3r99Or6+6VSc1jnbJAdHsElR80XiCAQxrc9AN0LQh5j9Xq1c0eGqRuzyG+id/YZ3dor6gOKPbeV+tU+paMV9k7ohwyk1lp77bQee/Gkrxr+wSM8ZCC2lGcX5BDo9iqZVyqyFEuJuNAfdeC3WYG2hE4WBkt4oAGu2+qC6xbBIQ9xpg4/m/unTcfjuu1U9RIA0FSEuPegcMT+bKyY8FXczPOiRGPjRFHDZkPYYVKzuOdakpX47nTnotNOJmp9+kizznpAZ6M3NvAed8/Bas9UN8WAe9KrZX6mGVYtF2tTaHRr6POjKHHSuf49UDrqAPP0plHKQif36Gd4m2KSx1jtOy4MebAI0XJE4ybGCRBnY/ZeUsjRjUq98xff7Khrw9qI9kmX9/zUPS3dV4Nu1pfjntxsNt4nx+SReaa/cQDdZeDDQhIeaSJyYmh9/hGurVP/H0amTruP6mpSe9ySHFYdSAj2/QN7SeQCARosdeysasPZAFTYcUvYDZsE5koJR2+TBWa8uwe9b2KihvRVs+EVzGKlSvgj0VzFDXI1FWjEhVgaIB1qhgR5STQj//5SDWYZheI+5mDu/XIf9/g6scy77wi3M0DYObxvbGb38oTgcvdqmYe3/TVCs+/biPXynyjA6xTJsRgfiKh503QZ66CJxcoGlsLBaWTEhkSdDjwc9+5aZAYVlDKMWTmMwB52bjec9HgZvYy5/tW7Jn+r7j5hqfbQw0dCM8Rx0LrIm3Bx0wCQvuoyUBJtOD0VLvBDFz1zgc5c7W+nUVHhPSPNlPce1PejcwN+SqT5RYctTGkR6SL/gAijSZsyaaFETiRMZMKwHXc1AjzxyMTGEEOmT//BDhrfxBdMj0eo7NdpnK2yHnDvu0NxdwDJrQX7nwv/8R7ovjUkCDrtH2N/47nn44OpBWPXgOHwlin7ZdlRDNAzAZysPokajwowWTFOT5DwUOehmG+gBJjzoJGfQiAY5+bP+T1etdnlfAQBJdgvmlJyGKnvwcUi1aJ1zX1+K2asP4rw3luLOL9Zh3cEqjHl+IX5Yf9hQ2zmaPT5c8s4KXPe/1dheJvy+KQ4r1j48Hm9edorKVux1euxHVlxwhT/dQXx/HKtt0jnpq+VBDwctj3aEcsFP2hz01nA+0YtAiyRRMdCffPJJDBo0CCkpKcjNzcWUKVOw3V9ugqOpqQkzZsxAVlYWkpOTMXXqVJTJ8v9aApdKqRIAWLHnBHwMkJpg5cWPMpLUZ/wvHFiIW8Zoz8reMqYTuuRpvGR03lvqBnqAjWlaqa6qO7RL5EFXCfMKiHwQFg7+fYlVj+nk4C/GnBkzjCvI6ybEzkAmEmckxF2cu2kvLlZfSTTgMD3NgGAqLl4kLjQD1yoy7CORh57ubB0pEmoedEYWnuqRe9BdzahbsIDd3u/h1aqHbS0wbqDnPzIr+qWXxGH/NnkOesuUWQOCeNA1Jogs6elBxdMUx3UFnjTWDHHXaAPjdiP7xhs090drVBoJhnPwYCSPOE22s8DvCbvoktI0hdO75iInxYGBxZkBU1S6itLxdpZpG/Bq+GQ53fJJLvk99cbCXXjyp63whdhXBcrppygKvtoaQ/tL7NkTbZ9/Puh63qoq5bZ2C9wWG74vOU25gYxqh/Q+uOerDVh7oArfrC3FlNeXYk95PW75bG1I12X5ngos31OB37eW4eHvNgFgo54W3TsaGUl2OAJMvB040YAj1ep5+c1eBvO3smXMKurYcQTDMPjHR2sw7c1lfHoWR51K9GmrIQ49soT4IioG+qJFizBjxgysWLEC8+bNg9vtxoQJE1AvEuq644478MMPP2D27NlYtGgRDh8+jPPPP9/4wQw9M/IZMKU4QmNz4A6md7s00Yta/eAPnNE9oMfprgld8dsdo6S1gA1C23zK4wcUiVMOTHSXBRIZj9H0sGhhFXmqjJY2Mgc1kTijOeihh7i79u7l/9bKhxUb5RaNdWIaU0XiopSD3kIicWIPeiQM9MIMvf2EhqfDCEavofiZMygSZ83OBrzS/t5bflyyX3FNbUsqGxFlayOtxc1hyzduoFsy/N54RQ66WSJxyvtBXJqSdtglpZ/4MmtREIlL6NFDukYAAz151CjN75KGBRZO47D6f5+gE5YGo4+4CVNHZ3ZSPmn4cOnuAhro2s+r2mRJsIgxp0d7sqdfYbrk85wZw3HxoEJMG9AOn1w/BCP9pQ+3H9UXIs2hMNArT0hXEE0qVDe68cwv2/H24j2855ZhGPy2+Shu+HA1HvhmA5btPo7Nh6vxw/rDqh5ZzXr0frzVxgx0QJ8ej5qBzolmHk4O/o61ZmfjiqFFeGByt4Dr/bX3RMDv1fh1s1L0cETnHGRyTiSV6ziwvZCSM+zJP/g8dXl1olnfb8aFby/HgH//jqd/2caLDK7eX4mN/hz2Zo/Xv22IqPU3QXLQzfeUivvcQP1f/HpoVVHIBsT4RETAewUmjx2jS1Smx3/55RfJ5w8++AC5ublYs2YNRo4cierqavz3v//Fp59+ijH+0OP3338f3bt3x4oVKzA0iFJpJFELbxfz6Dm9gu5D720xplsuNh+WvUx0PvsWFQ96QPucphWlxnTnJosfCJNLpoSCLS8XbV9+GbQzURLyl3PXXSjXMRNuLqGquEtF4oyInLh2CMKC8lJFHJwoXuZVV8FR0iG0NhKiQrgh7hZxiLs3AgZ6ZktMgpmP3INuSUsDIzPQ3UfZga4lMxPeigqJgFzyaazh5ejUCda8PIXiuzU7G4X/eQe+hkaU3nabvjYFySmOBJb0dLR99RVQNhsomy2qpZ/EpE89H4zHDeegQQBYb77qehddhNy779LcT87tt8PWpg1she1x6OabJd+lTZsKiqJhLy4GnZyMo7NmwedqYsOuNaK7DKcH+Q30dm++hdp585Bx0YWoW7wY9cuWI2XsmJBFOtW2s2Zmou3LL0vur9z770P1N9/CtWMHBmf2wVKsQoZDmRdts9A4v39bfPN3KZ6Z1gd9C9PRV2S0d8lNxuId5YpyssGQC7D6aqTbu70M7Fa2j/rfsn388g+W7cPcjUdQXisdl3y2UhD2oyjgrD7SCbFg19NbI4ypXutzHmZu+DboOeiJYvHVKScukuzsvfJnmz5I7VOPjVkleHMBKwq3NzUfLosd3SoPAAAG9ivB2VN6gWEYnNG7AIerGvHANxuRneLASpFR/v36UgzrGKRko4hdx2rx6V8HFMv7F6UH3K4oy4kLM9rhy9WHJMvbpCUAop+wtKoRpVXsJMybC3fjzYW7+e/+s3gPfkhLQPn6dXhdd4vjlFg3XAlxT4tYV9V+YZxMf+7emjVr4Ha7MW7cOH6dbt26oX379li+fLmqge5yueASzXzX8J2wgYcm6MwbxRvoyQ4r6lzsC7xTbjKqG934+Noh6JQrmg3XemB1Psg3n94JdS4PJvbMx5XvrQzYMjm0zac8TmALXZEPrtsolJRZa3kPOgCkTmRz+cWDg5TTR2HJ58+ja2mED642Wxd01lUKJSuzlpWo/4Xs2rFDOLxbw0D3ezXSL7xA935jizA9iGKi9mIN7TjhqrhLPejm10JvH6qBHtLlMLqRir6AZr8s/ch4vQoPOlfT2pqZAW9FBV+eMaFvH8mEZtq556LinXckm1oys5DQvTsAQG8XFDykPEzRJY2IkdTx4/m/xcYJ4+GuR6RE4oT2UFYrMi+7TPisMWGcde01AcOa6cREZF55JVx79kqWp0yahDb//jf/ufrHuWwLgoS4h+pBt7dryyvNp06ahNRJk3RsHOCNr6FGnjpxguT+yrrqKjSsXAXXjh04q90YWPucjtHtR6tu+8R5vXH72C5on6V8pouzWe/8/gplxZM6lwdvLtyFDKcd157WQTJ2kJct89VJDfTRzy3E73eOgtvnwwvzdki+kxvnANufcZFA3/5dathA94iEGOeWDNdloIujSIyQ6DfQfbQFP8jC3I8kZeO7ktPwzNK3AACWLPYdT1EUCjOdKMx04o+7TwfDMNhRVoetR2pw+xfrsPuYtFbesdomvLFgN07vmoPTu+Yq2vDmQlb0z2ahsPnRSfh50xEAQG5K4EgDMAyentoH47rn4YaP1vCLc1IEAz3ZbkH3zFSUVjagpkk5ocWV6xtOuwE7EHZ/pfqVCZFZhgim4t7aMFF5v8VQyUGPwwmVqIvE+Xw+3H777Rg+fDh69WK9z0ePHoXdbkd6erpk3by8PBw9ql6f9Mknn0RaWhr/r7CwULHOrmN1xvRBVF6OTX4D3Wm34M3L+uPm0zvit9tH4q8HxqJrvjnlUjgS7RbMOrsnhpZkIS/V35mqtD+hZ0/FMovd4ECcogzn6gmbisusGbuFkk8/HQCQesZkw8e1ZARWRQYgKRlkzcmBXGPP1lZZasZcVH4wPWHU/lz+M4sn46EhD6EkrUT3EZsPCrPlaiJ8THMzP9sfav5j6yV2ReJCDXGnKMq8Wugq53JK+/Tw9hnCMU3bh2g5bZX2mYzXIzJIpVj8JdM4A11uFKil+lgz0vW2VrQfzghTC9GLDuJJAmtm6GlXYbdDw0DXOyksLxEn345ysPtnXK6A6Qh6vKnOgQP4e8I5xNyIP+6dljxipOY63Ps0xT8JQCew21jdPkzvOR2FKcrxEQAk2CyqxjkAdPAb6PsqlMXU56wrxesLduPfc7diya7jku+8Ms+yt1b6ubSqEee+vgS/iupyn9+/LfJTlQbkL7ePwOqHxuGVS1hRs93lSq+1vYN6RFjyhAnYcKgKjUPZ67Y7VT0VRQ21Sgqp55wt3b+K0GySXTmJ4nKw98+qvG4oSxIEJe2F7VWPTVEUuuan8L8L563muPnjv/HBsn14eM4m1e33HGev0X2TusFupXFuv7Y4t5983KPep1AUhQk98/HvKb2Ql6p8/tKddvx82whseGQi9j11Js4Xle4TVyTihl1piTaM6SaeRAinLwuybcRE4oIcu9WJxBFihah70GfMmIFNmzZhyZIlYe3ngQcewJ133sl/rqmpURjpHyzbhx7UAVyqeZZBVBgpijfQE+0WTO5dgMm9C0JorfGZm7xUB6BRqrv9f99F3dKlqP1tHmp//RUAJxJnwINOU0js0wft3noTzfv2IVmWJxcQSZk1Y7dQm2efQd2ixUgZfbqh7QCgw3ffYv+ll8FdyvoL8h99VLEOZbGg+IvPwbjdsKSng2IocJ1rweP/RvJI7UFO6IQ/mOY86CXJRRjS7SJjRxd5gNQ86K69ewGfD3RKSpASTjFMPOYRhThj2+wPSw81xB1gvU5eH2NqDvolg9vj5tM7hhHiHoUcdDFBctBpK1D08MWo3sGg6osvAI9XIRLHwRlwnIGuEDCTiWUWf/G5xMDs8M3XqF+5klWUpilQFIWyJ59SHkjV+BT9hhHIQVej+Ouv4KuthS2tPLzjajfI35wAOdfi8m8Oh5ArrlO4ThGNIHueuHQoxuWCNSsL7kOHkH3zzUg6dRgYtxvNBw7C0bFEUwQQADrO+w1N27YhecwYdJz3GxrXrUOKKBrBDDr+8jMa169HygRlxReO/MceQ/LoMUgefToAgLKz5+ZrCl0QlPOgHzzRALfXJ+mPDlUKRuPHK/ZjRGfhveI9Ic2Z9tUKHvQZp7Pq9jvK6nDPVxsAsKHVT53fBwA7OZnksOJARQPK65rQLZ+dIOrl1+c5XqecgLa3a4v27/0XoGl4ysuROHgInnnqE3xCt0fja0vRJWMwCgYyWJvDOiRKfpqL5v374ejQAXWL/4SjW1dWkd1CI6FzZwBs2lzhf/4Dz7FjSB45AvUr/kLKuLHIuPhi+Bob4T1RieRRyrEE50EXM/f253GBswq//W2Fj6JBP/0S8jz1SD37LPUL76ddBmvYl1Y1YmdZLTpkJ+H79Yexej+rHn/wRCMOnmhQ9MdcxMOpHY1qzQjP4uVDi4CyXGAtAj77/3d2D3TMTcaUU9rCYaXx3pK9qGxw4+Bqtjxffnoi6NTAlQZUkR8zFo3gOPTI6kJ+rePxPEkOunFmzpyJH3/8EYsXL0a7dkJN8Pz8fDQ3N6OqqkriRS8rK0O+xsy2w+GAQ6XEyOoDlRgTJJJHG2Un0NjMelkSbXpm7c27AXJTEoCjgMIFDDZnMO3MM1G3YCG/jBWJ0w8Xkpbi92gbQhziblAkzpKSgrSzzjR+TAC2vDyknX8ejr/6GgAgsV9f1fUS+wrLe2f2RHMpO9Ocdu65UVAlDk0kjlOsYnzGVU/FRrm8ljAAlD3+BADA0aWLodz21kuUROJCpNkTXg46wBroLgCeMGrYApC8nJ12izHjPGxjMpxttSddxTi7tIU7rQBVX3yB+qVLNZ8/TpGdT6EJ4EF3dO0q6YMAVgBNLoLWuHETan78UbYff/+kOsCIHolclNbWH6J+bA5xPj6dkACv30DX7UG3yj3oss+cEdvsAu2/LxL79oFz4EAAQNIwbZVzDnthIex+x4AtPx82PWHsBrEVFMBWENgxYElORprI4KP8HnSmqSnk4xakJiDdaUNVgxubSqtxikhErKxG2O+vm8uw61gtOuWmoHbBAhy+517Jfrx+A31rRhH2pCsj2C4b0p6PFuL+3z7LKfHsZ/sr5dS5PDh4ogGfrTyAw1WNmHV2T2Qk2ZF06qn8uvuO1+NdhxAduKOyGTvasR74ly7qB0dJWzhK2Ai1TK2qJ4BEMZ+7ts7+/TXXBwCHStRTYts26DJhND4ffAIFaQm6+9DsJGF8O/7FxarrLN/NKrXvr2jAxYMLcbS6CSfq2UmMIo3ICAD6+hR+Fe3+ON1px4zRQoWieyd1Q5Pbi7metcAWgFZsG4EJ12iIxKler0gdl0BgiUqIO8MwmDlzJr799lv88ccf6CALSRowYABsNhvmz5/PL9u+fTsOHDiAYTpekmIMpVwGHQgKOegJugz0UI+jJNc/6xjo0ReLlFhsjOI4AQ9roIyXclNxiHt0c9BpUW6YntBD8QsimiWDDMMZYyF4PMXCcHIPOuN2o2Elq2cgNxDikriaYGgZFXcA5oW4i7CGWPaNJ6TfLlKaA+qTjA3LVyjXTEiAJS1dsiyQB11vP6OWOxvc+IxATmdUtpfvLvj+5B50Hr3vnGAedN6IdQnigDEgemoGtF/Z3OcK3UCnaQqDitmQ7KlvLsP/iUKqj9VIPfN/768CABy6SSrKBwAev4HebLFibLdc7HvqTElZ2ZLs4GlXKQ4r3x+OeGYB3li4G9+tO4xP/tqvWFchtOvnjnFdMOWUyKa4qU2Au/198OAOmYYmOGmawsWD1FMTOO79egMe/WELPli2D5Ne+hNXvb8KADCiczaSHC1zLyfYLJja33+dQ+424uA9H1djkXBoJecZh79XVAz0GTNm4OOPP8ann36KlJQUHD16FEePHkWjX0wkLS0N1157Le68804sWLAAa9aswdVXX41hw4YZVnAXD0dvG9dZdR1lp+7fSmWWjDPQdXnQTbwB1HLQOy5ciIZmIQTTJypTZ9jeDqcOuLjMWtQNdFHNcz31giMgkqVAkqrEfvAyQIPbJ1kWCL6efNgedGkIoEcUbph7uz4l6djExFlqyXMawzno4RrEAJ79ZXvY++CwGe4zWuKFKA6d1uMlYoL2hdasLIW6uiIHXdQP6lXpVs2x5g1EnfmPRjF6b0bce6+9f/EkiMRYD3ECROFBF4W4w5/a0OJlQ0263pQ/LJ8JI8QdALr7dXZ8DPDh8v18fWzOg86Vhl1/qEqx7QkHuy3lfyc101ZMG8BGThZnCeXhSnICl4oDWMNXrcTa56sOYtvRGtS7PGhye+Hx+nhl+AFFUs2a/LQQQq1NIDUh9MoMT03tg9O7CukD14/ogLHdcnHpEPX8dQA4rVM23r5iQJA969HKiWC+uOHdifpzLZG4iOWgBxGJi8Xw+7Ag5xMrRGWK7c033wQAnC4Lp37//fdx1VVXAQBefPFF0DSNqVOnwuVyYeLEiXjjjTfCOm5OsgMOm0Xx+zz03SZ0zEmGHtO/qVnIQW9p3tlSg+d+W41rhnfA/53dA956Y/VJJYQzdhaFuEfbgy6eHNBT85xhomCgS48IADha04gmnxUd9do0fu8OE0pIsluYtGHcbjRu2IDyl18BGIY33i052UFr5hJiA17FPQwPOqew+8vmo/D5GNC09IFnGAZNbh98DKPb0xJOyH0so2bwWdLT+TrHluwshTGtKAEmuja6DXQ1D7qagdjqBoD6oMI10BUh7tL7lzPQfc3NoP3igLFSlSRcuOiAcDzoAJAjE247VuPC8dpm7DzGjj3O6F2AzYdr8MlfB9C7bRrEiR3HnOnIdAn551npyZjUi00VGVScid+2lCE/NUF3VYg+7dKxZn8lspLs+Pn2ETj92YU4VNmISS/9CUAZiXzPxK64+B0hIiZPRYQuknQvSEVhRiKuGFYU1n4emNwdm0prcMPIDrhhZEd++eDiTPzrxy1we31ok56IbUdr8di5PXHF0CKSyhYNyDUmRJioGOhqM59yEhIS8Prrr+P118OrnsjILM8Mpw2QiZAyDHDxOyuwNL8RbbkF/q3FlNc1496v2RrT4eWgG3+QudAycZOe+40tSfLe0r04o3c+mGNVEAeHNbh9QLMXel53VBgedCoMkbiwEXWKlC4PejQGt8p8Ua9PfC9G14O+70KlyJw1y6hgTIxhqtBHlHLQQ3yBu0zIQRdzuLoR7TKEXoFhGFzw1nKs3l+JdKcNi+8drcvLYzjE3YxyOEavoTgfMYhIHP+nilFGp6QIBnpqmtIbK/eoi/pBuXq4ZlNVPOh8W7QUhKMkEqc4dkuIxIn6d/H1DzUHXR6+zuWgM65YCnE3yYPuD3EPWkIuCDnJ0nv03NeXSj5fM7wDnv2VjdK5/5uN+Fn03Y70QnSrFGqYdyvK4g3Hq4cXY0hJJoqykmDV2c89MLkb5m87hutHlCAzyY7rR5Tg5fk7+e/lt9LQkixcOqQ9XxM8Kyk6HvR7JnbFr5uP4pPrhiAlDO85R9f8FKx+aJxi+ZRT2vIh+z4fg1qXB2mJOo+n+twx6uuE8uzryF8PiOKYAfrzqOSgB0qTamUTqEQkLmZonS4REWJhEw5uxlatvqeYF+YJ4aFZyeolXyIFF56l9ehPe2s53CJ1VACYt6WMD8kPSgg56IzKjd6SIYG6JhmiEeIuIcTOmg7dgy4x0DXqoFszM1WXt0aO1Tahpkn9OsQDh/1ldfLTzPH47D0unaFsdHt5JeCqBjd+XH9E135sJoTcxyQqRplYuZuy25UGutz7LTYy9HrQ1QxNNQPxJPWgW/11ogHZ9darJSIvqyZ7X9CiMmucjkeLh7ibBHe9tN4HeslJ0TZqh5VkIdFu4UugAUC9lX1uSu96FFuypFpDiU5hwsVqodGnXbp+gxLAwOJM3DepGzKT2N9NXL6rb7s0/GtKL/7zWP93T5zXGxN65KF7QarpZXG1mDG6E76feZopxrleaJoydC0JJhCPhishrmh1Brp8KCOuzcjx1uUD/OsKD9j6g1UKT/+hKiE8rHfbtOAH13Sgh6Ncqf1VokeaX2ZoGGewTZe/+xfGvbCIzYEXD3Ro8wY0Gw9VY96WMtP2BwCIRoi7ymwdA0q4v/TkoPsH+JUff4zahQuNHd4jDXFXw5Kdpbo8fuBms9mJoh83HMbBE8oJtmM1TRj73CJc/PYK7cidqOWgh/bcH/CfV+jlzKTsKZca6A3N0km8lXsrdO3HGm4OelRE4lRy0AOJxDGMIvQZUHpvg4W4UxKROH0DZd5rK94PbyCanYMeYr5kpLwPOrxeFtGkoq9JKOulN/pLEeYrN9i5SRiGAdPYpLpO1DErB91/v8o1SbTwuVzYf+VVOPb88wCAuj//xJ5zpyDz0F7V9a8Z3gFPnt8bAHB2nwI+683uZd8/I888DQlO+QSjuX1t38J0vHV5f3w3YzjmzDwNVwwtwtL7x+Dq4cV4amoffr13pg/ET7eeFlbKUOvDSA56KM9+uJE3su1IDnoUkZ9PPE5EqLw/43BCpdX1WBY6+I/Qo00q/3IBgNomNy54ezm8snBop12Yqe/TLt20NhpDWubop1tH8J8TvFJjzKrj3HkMrFvb5MaSXcexu7we87aUgTJYZu1wVSMq65UDheoGN18SpMntxdmvLcH1H67GjrJaxbocKWNGAwASevXSXEeMnvQKcwnteHRKKv/3oX/cZOyIAUTiOKyZ8W6gC8zfegwzP12LEc+dJZf0AAEAAElEQVQswOzVByW/8dyNR1Dr8mDLkRrskXmO44HDVY3YdpS9//XmZgZD4UGXGejfrTuMR77frOj/5Nha6wBXLcRdpBpOWa0KvQtFiLuoH9Sbgw6VmuuqXvVWNwDUh1gkzlej/U7Qi/zaipXhufJ5MV3pwwBGPejV33+Phr/+QsV/3gUAHLz+Bri2b4f3Xw8p1qUptv41VyedoihMH1aM3CQbbAzbt9CJiZjcX5p77dM5WWCESb0K0K8wnf/cNj0Rs87uqfD8k5xsgumQe4oQYVrH20hEl7xUoFrPeing5uRfnLcdzZ5BgGxstL2sFkAybhhZojM8yrwcdB7R2CzDaUePNql4empvZDjtwHfSVcf3KIBl71ZAhy6MkRdWaZXgvVi66zhGiMPjA3gcapvcWLrrOO76cj0yk+2Yf+fpsFtpfL3mEN5fthebSmtgt9B46eJ+eGfxHn67dQeq0CVP/Xpbc3LQZeVfugTiALRYDjrrQWf5dl0pzm7vC5hr5+isXnFA19F1hLhbsuI8xF2U07Zqv6BMf89XG+CwWXB2nwI8+fM2yX20bNdxdMxRlvAprW5CZIvtcE019txXN7px6lN/8J/bpuvQWNDB7nKpmKTcgw4AHyzbh5FdsjGqSy6q6puhNp1jMzIBCLRwDjp05qAzqkYZJQ5xt9kk4dbssgBl1nQa6IxbaaBD1ft+cuagi/HWhm+gy8usiX8nxmCNdVPR0hsIA96DrtNAb961W3U509CAb28+FT6GVW5/e/Ee3Depq2K9R87piYfHFGHHJ+xn2uHA+H6FOCDeV5j58IRIoyfizCgm5qBr7TPShrLm/gMcl2Hi14AnOegxQ6sz0NOdNsFAD/Dy71GQijX+v4/XsS8OSqWDSk2w4s7xXUxupX7ELRrdjS23cdEgtsTGVtm6Diut3zNuIAf90AnBQP9h/RHcUiyEjQcSiXvip634bCUrElN/ohFdHvoZIzpn48+dx/l1mr0+3PzJ35LtthxRr2PKYUlNDfi9hBjIQf9y1QFU5uzHNad1UFmfxdFFZKDr9cBxRxSHuGt50ONdJE7E+oNVks+3frYWt362VrHew3M24/SuuaBpCm3SEkBRFOasK8W9n6/Eds7+iqRInEE2iEoVpSZYkaBLmDI4yhB3FcMQwMLt5fhs5UFcuL8S4/lIa+Fc9Io5hY0pv4nGPlT2rSoSJzPQLTINh4AedJ1eWDXjid+PZICha3etGqaxMfhKQVCUWaMoUA4Hb5wDrdCDrtNr3XzoEP+3OPWCTkmR6Pic0btAcx/iY1EJCbwIn9r3hBZGTx8bTj+suW0k9mnCvoPuL9C+SQdNiAytNGYxOIl2C58jTIGBzUIpShFN6FmAj64dEv5AOYwZqLTiBtA2H6wlNjx4Rg/Jd22eew6U3Y52MycbP44Bb5jYg97o9mKhyMBWy9/kQo4541yM2DjXYlOpjhAInUSlzJroxeERibyJy1etP1SFmiY3XB51ET9rjlDr1F5YaOzwekTi4t2D7n8J7jhWjxV7WA/6rWM6KW7j7gWp+OjawfznEc8swPCn/sAXq9hQ+Ns+XxetBhtmU6kwMfXChf1M229pVaP0GfZ70IuypFEoP244ElADImyRuKjkoOs9rsiDq6KjIfGgW60KkUVTPOhqOeiqHtwA3iPdxF8OOgDk3H4bKKcTRZ99Cmt+PpJGjgi4fkDUtAYcMhG0FjHQ1bw94cFNIOn1oPsahEk8n2gyxJKsjEDSgmliQ/comw0UTSveOeKJEEIMonnvhfHsm5qDHmMEOrdYbK9uSA56rNAKDXTRjxDkB+nlF357+Kwe2PrYJFCyh+qfk7uhryi/Kfihzb8BrA4GXc47is7nZStqsaeddSa6/r0GKf21PbNaeA30H9zgviSHzTnbeEQUbijzSqzZfwKnPb0A98xeL1l+/YgOOFM0+96rbSr2PXUm9jxxBj68ZjDuntAF/7uGNaxW76/EzZ+sQb1L3dNniCiEuHtF983RGnaQYqEpZCULg79tR2ox4ukFuOw/f6nug6IoFH32KQDjAxnxIMxToS74ZWklHvT9FcJAcsopbbHontGS7y8f2h6ndcpW5G8/+N0mfLBsHwCpOGRkReKMwU1M3TepG8b1yDOzRVgqmhjjQtzTE224ZHB7lPhzSU+o6ESI+7SwReJ0b2ZCSKUugUD/IhUdDa6ONOA3OKxWWNLTJcu09qHbQPeoGE+8gWi+0RaPZP/jH+i68i84TzkFnX6fh8K33w55X2rRXrTMQG8tddC5CaRQvNa+eqGPpVP0K5/7uDQB/+SWrV07yffEgx5L6OlTwjFsImDsB2sPEYkjtDJaoYGunwwn+xLLTnaoh2+aZnCHt59A0ejSkDz9x/norwNYvKNc4vHV4lAlK6Bz4cBCpDisqHUJnh/xwPRIdSOmvrkcpVWNmL1GCJm7dWxn3DauC64eXswvO60T6zGmaQoju+Rg5pjOOK2TYET+tPEopry+FIt2lOs+JzUoR+TL463ed0KxzGqhkSC6NtvLalHd6Mbq/ZWq6uMAYPEPhrx1darfayEOcYdHfVLDmpFuaJ+xSkUDa9RM6pmPkpxkFGY6seeJM3DX+C64bWxnTO3fDhRF4YeZp0kqOHh9DB79YUt0G2uw/9joN9D7tNNRMcIg3DMMAA3+UoyJdguePL83/rj7dHTOVfeU7RNNiAQquaSPKOSg6z2ueL8qRhmVIFJx93sjxZUQFDXMRZMXesOk1QzGoAZi2DnoIRKpHHQ9a/qvJ2W1hiX2parWL/egtxoD3ZgHnWkWTfIeEcou0kY86LyBzl5Txb3cSq4twQgt1F9Fg3hooxm0mvOMv/NofQZ6KDcTPwMW7kxYBG+AQLN0IczgHa9zY/p7K/GPj4X8b7ffWPf5GImic2kl60HvkJ2E07vlopkWDSxFL92lu5Te25mjO+HO8V2Q7LCiR5tUZDhtyHDacPnQ9op1LTSFh8/qwdc53XmsDle+txIvzNuBI9Wh5SC2feYZWNsUoM0zT4e0vR7EOdGcjkG6087fi21SpYPA5bvVvdyct8JXV6dbfZ5hGCDIIMw5aBCsBdq5g3GB/3pw1QDEkS00TeGWsZ1xx/gufDpKmtOG+XedjvWzJmB4J8GwynDaYBd7TGNk9vu/S/by5dV6tjGgsaCT8johKqPRn4MurlLxxY3DMGN0R1w6RPpcikPeDdcRbokXuzh0Wtdvqy4SJ/agc15tsY6D0oMu7EOen65Fzi0zFV5G3qiJgHBYaPuK8PMR4ecvZeJE4YPahIjcg94SIe4REYkzaKCLoraaDwqT60Y0XLgQd9ohpIfkz/o/4e9HZuneFyHCqD53jI51wtl/ODDaHu2IvWfEHvtAx9BxLeOJGBkThYWqSFz80ToUUQiGSfVHD/y+tQz/W7YP364txdYjNZg2oB3mbz2G1EQrnp7aBwu3l2P9Idaz1zY9Ead2zMIcmyg/U2Sgb/OLuw0qzkDb9ER0zU/FDSNL+O+ddit+vWMkLJQ0/FvMtad1wLWndcDfBypx62drcaiyEa/M34lFO8oxZ8Zww+eZ0KMHOv/xR/AVQ8TrY7D5sJAzX5DqAGqBRJFuwX2Tu6F3XRdsL6vFZysPYmNpNS4cpMwz5/P9vF4wDQ2gkpIk3zMeD7zV1byitOfECUk4Ytq556B6zveSbfIffRQZF10Y9nnGCpyBnp8W3JvLTfQ8eV4fjHx2AQDgpYtPwYu/bASUQQ+m42MAimFUvX41TW7sPlaHU9pnYE95Hf49l/Xuj++Rx07umEx5rTAA50LcxSkzmUl23DOxGwBg0+4EQCWIIy3RmHhhvKDmtZaruANSHQeFES72oOsMcbe1aYNOv8/D4QcfRPXX37AL1QzEOB5gtDR599+H2l9/BaDlQZfVs28lXl61EHfP8eOwZGaComn27/R0UFYrGJ8P7sOH+fUa163j/2ZcLriPHYMtN1dxDF9zM9z798PesSMomub3QYkmtzIuuQQZl1xi9ukRCC1Pq/EsE2KVVmigG3hoggrVhFtWKMhyQ+hQkTRwnH+M7oT5VUnYc7wes77fzC//5C+2MMrRGuC8N5bxy1McVhRnJ6G81oV6qzB4/W7DUTz821z0aZeGDX5DftqAdrzSvJzclATV5XL6t8/Ayxefgqlvsm1Yf7AK13ywCu9dNUj3OUaDtQcq2Vx5/ziPHwKKZl1zk+24qm8HzFlXis9WHtRUqaecTjYiweuFt64OtMxAPzTzFtQtWoSSuXNBJzmxe9x4iYeETlZ6OONfHI6DvcfL/QZ6Xqq++wgACjMTcdvYzvD4fBjZORufLnPyBnqzxwfxEJ1hGKzaV4n6Zg8GFGUgNUHd2PJ4ffD4GHzzdyn+2FaGdQer0CY9EV/eOAwJfoNq+Z4TuOyBnzCkQyamDyvGGb3zeWP9n99sxI8bjkj2OaRDJt65YoDu89JDkt2C+mYvyuuEgTpnoDs1xC97tU0DtptxdDM8HUa34fIC+f9o7EKUP6hDxR2Q6jjIReIk4epheGEp3tDX8qq2lEicyYRc9s3gYcSTJSpigLRdHuLeOkXi6leswIGrrkbqWWch8+qrsG/qNKSedRbaPvcsjjzwT3hPCDOWlZ98wv9dt2gRdo0chbz/exiZl14qOcbBa65Fw+rVyLz6aqROnoTSO+8CIPWgE2IVlftMce+FIxAZrjCXmkic1j4jlAseTg56XE+qEpG4WKEVGugEXVAUbhxVgn//uBW1Lg9KspOQYLPwxmO3/BRsO8qKwZ3Ttw1uH9cZyQ4rclIcaLAJ+ZnfbjgK5ArGeYrDitFdlbPtoTCgKAN//XMs/m/OJvy6uQx/bDuGxTvKMbJLTvCNo8S/526FVH4tcGk/gI00YESeVZ+PAUWxQnG00wlfbS189dI8dYZhULdwIQCges4cOAcOUIQv0inKfEFLplpF6/ilrIb1BHPXUg8UReEOUanERlH96U2Hq9G/ayZ+2XQEv2w6iiPVTfhr7wn+GN/NGA67Vep523a0Bhe+tRw1TdJ8/+N1zXhv6V5cYG9CDoRqBn/tPYG/9p7AO1cMwISe+XB7fQrjHAAuHdI+rBxbMV/fNAyzVx/CxJ75uPqDVTheKw5x9xvo9tbhLQwXVQ+6Q6zirvSgW/OkfZzYO2vYQAn2m8f1YK9lCRayrgxxbx3PhLzM2vG3WHG9mh9/hK+hgf+77XPPonrOnKD7K3vsXwoDvWH1anY/P/0ET5mQCiOfWCYQCASCcVqfgW5ogCuaAVMbBBkeLAeZaQsHXTno2sex5uQg9/77cPiuu/2r0rhoUHtcMKAQXoaBzULD4/Xhxd93oCAtEZcPLcKWwzXw+Hzo0y6d309uigP1ohB3r0zB7sNrByPXgHczGHmpCXjt0v647fO1+GnjUXywbF9UDfTv1x/Gs79uw7PT+mJoiWDs/r6lDNd9yA5QJltF1138W8i8REVZSaAp+D2aLlhpGvUuD6793yowDPDDLaeBTkxkDfRGqYHuOXqU/9uSmgLPcWUeu9rAyJrdSgx0/3VlQKFjTlJYYeDd26QBpezfV7+/Eh77dtQ3K0tebTlSg583HcGyXRVYf6gKdS4PirKcaGz2Sozzuyd0wf6KBsxecwjP/LId2+kteNnOtvXcfm0wZx0b+vnPbzfhwIkGifAaAAwrycJt4zpL7q9wGVCUiQFFmbw43LHaJvh8DGia4isNZGukmYgZ3yMP2BFiI7Q8HWHtI9j63B8BchYl+9XwoCcqPeji9Rydu0g3EHleaWcijKA6KcNofAhbJC5EYz9SInERnnyQeNBV8qnF4dhAC4W4RyAHnfaLGPKTuKKSfnWilC+fP2/cKOISgZ6KCrj27RWObUD5ndBCGMlBp9TGN3r3b5ZInJ4c9Ajkvau2RX7cANvGI/LfOA49z+o56PF3Hq3PQCeoQ1Gi8EnwDx1NU6D9N67VQvN5qADQQ0WsKitZaqBTAAYXZ+Ifp5egR0Ea8tPMD2+zWWjcMa4Lftp4FH9sO4a3Fu3GP0Z1NP04YvZX1OO/S/biw+X7AQAXv7MCJdlJeOPy/th+tFZST7tvYRrAO0S1O2a7lUaG046K+mYMfny+4vtv15ZicCI7uGcapaJ4rh2CleStqVV2olYr6ASlYWDJyAhwlvGDDwyfPjClX9uw9jVzdCdglfBZbpxfMrg9LDTw8YoDirrphyqF3yXBRuODqwdjaEkWGIZBbZMHv2wWJlI6ZCfh5YtPwVWnFuMWv57Cv+du5b8/t18bPHdBX9jUKkiYRF5qAmgKcHsZjHl+ISob3KhuZAft7WV10NUozmr93jA1L6u0DjprtNGJwvWyJEuvi8SD7gx+XWVHC/w18aCHjMRAZ5QGuiLEvUXqoEcAmYq72KAW49q1W9/+ZIN0sfYJPB64tgj9mpHa6QQCgUBQp5W8jcS01hz0MI4P/6y26HuKDq1NFpqCTTRDftvwdug57RRTveZqdBKVgXrq5224cGAhbvt8LdqmJ+KRc3rCYaXx4fL9+HzVQTwwuVvYXvaX5+/EN3+XSpbtOV6PC95ajlqR93RIh0xcMqgZ4LTZJLPOymtc36xd233tgUoMSWIH91wYIkeT2EA/UaGoKUvZbApvUNY/buRLt3H4fAx+23IUQzpkISMp8iXozKKp2QsnWKGymWM6hbWvlATpeSfYaDx6Tk8UpCWiV9s0ZCbZ8e3aQ/h4xQF+nWElWZhyShs89fM2VDa4QVHAqgfHIcWfo05RFJ48vzdKcpJwasN+YAPQLoP9LU9pn4EvbxyGJ37aKgltv21s54ga5wA7uZWfmoDD1U3YVyG9p+S14s2nBXPQAQT2gAgeXEqlvrs4B50j/fzz0LByJVLGjlHuTuR5pRKNedCDX5dYyEE3+R0WpRx0iAx0xqc8liVdWtLQrBQTY0QgB507b58PjMcDxqv+3hFP/AbcnywVwFdbq7ku8aDHKZr3nkqfqheznidx28yIzDKE1vsjwHHjelKV5KDHCq3QQA+RmH+gdIjEBcCakQFJQfVAxdWD8N2to1D/Bft3/9xEpEXYOAfYgdM/z+iGJ37axh73X/P4737fegz9CtPx+1Y2D276eytx0cBCXDS4EP3b6/MgHzzRgBV7KnB+/3aw0BR2lgky1qd2zMLxOhd2lNVJjPOvbzoVA4oygK0/ivYUWDDkn2d0x//N2Sz5+vxT2uKbtaU4Ut3Ee+lq5/2OxH790Lh+PRJ794Zrx05+/Zqff1GEJlI2m8SoSJk4Ebm3365oyn/+3IMnf2av4ZAOmXjugr5w2i2oafKgQ3bsekurGpvhBFtezcxB9Kp/joU3IUOiaA4A47rnST4/eGZ39GqbhoHFmXhl/k70bpvGG+ccGUl23DupG7B+PbBBepw26Yl47dL+ePw8N3aW1WJAUUbUjIG2GYk4XK0MZY28gd6CGOnP1TzoKnnktNOJdq+8rLoLcWi02NOuC9X7oHWUiWlpJM+YSoh7a9Po4OBC3AGg6ttv4a2sUl2v/MUXde1PbqB761TKPHDr2uNn4pcQiHAMm0j0WUH2abpInM5jk/6ZECFOcgM9SMdj2gA6WjM32sexZGZKvw7j3NpnOcEFtFlUhMkixQ0jO2L9oWrMlQlsHa9z8cY5xxerD+KL1QdRlOXEL7eNVBhgcu79agOW76nAzmN1uHBgITaWsqJ314/ogLsmdIXDSuOGj9bwdaG/mzEc/US1uPUyfVgxLhncHnVNHizdfRzjuudh9b5KfLO2FGU1TaD93req2bNRNXs2AMA5ZAi8tYLyu09lcEQnJEgGUbSGF++1Bbv4v//aewIjnlnAf356am9N9f2WZO2BSiQ1eQAaOLN3G1P3bbfSgMq9kZJgwxuX9cfNn/wNQBCl65iTjJcvPkXfzlWesbREGwYWR1dZv216IlahUrLsgcndNEsdRo4o5KDrPa44mkhVxd3gtREphBvNQTd0WcLOQQ+RSOWgRxHGpwzz5kpWtjbEof1HH/4/yXf2khI079kDAPCUl+vbn6ysYCAPOoEg0EL9VaSJ9faZycl0rjFGZOMrW4QQbiZxCYdoH1svukTitLFkZUpDOUMMcedo++ILyLz6aiSNGBHWfoxy/6RuKM5yYlSXHKx+aBzeurw//91Np3fE3ifPwMsX90O6kx1Q7K9owLLdx4Pud/keVnTtncV7MO6FRfzyuyZ0RYLNAoqiWIPt9I74x6iO6NtOHBqpIUhBqXwPNuw4I8mOs/q0QYLNwtf03lFWh6WHpAJiANDw11/wHFMfSKVfcAGSR41C7j33SDzoakaCz8egya2ei8idux52lNXi9s/XYtcxbS+KWVTUuXDeG8v4S2mO11ef6M3kXvl46Mzu+Oz6oaANPS+xNaM+vJNQZ2BYSRb+fng8boywhgOAlnmxi0OndXk2GHUVd4NeQLH6t+EcdFWROPOFw0LbV4Tv5Wh6n9RC3DOFybLsm2+OXlvE6PXUGcGmXh4SAGxtQ9DwaJZWDPESAz2+0fPchVM+zPTnOkB/HnGROP4/Bo4bW2MAQ7SGiABVkbj44yT3oJ88WDMyARWRuFBJnTwZqZMnh9kq4xRmOrHg7tP50MVJvQqw6dGJWLLzOMZ2zwVFUTi3X1uc07cNLvnPCqzYcwJ/7jyOsbKQZTGMxgN8Vp8CJIhqRdssNBvCHBDjnUF+mmBMH/eqz5l5jysnGZLHjUXBvx4DAJRWNcK2YS3/nZqRcKiyEW4v274+7dLwv6sHY+GOY9hcWoN3l+zFvooGzN1wBDuP1cLt9WHuhiM4t19bXDa0PXJTEsAwDF78fSdemc+G23+37jD6tEtDYYYTNE1hVJccTBvQztC5L9l5HC/M247xPfIxonM2erZJ5X/b0qpGDH/qjyB7iBwUReG6ESUtdnyzmNQrHy/P34msJDs+vm4ILGFOzrU61JS7Jct0XC9R36oVvaJF0FSHOB5gxBQqInGUQ5iIybrxhmi2JqIEuqeMixiyIe1caVBfUxMq/vvfcJpHIBAIhCC0QgM9RJE4MwZBERWJ05GDHuAwCT17yETi4jd4Qj74SHZYMalXvmKdaQMKsWLPCXywbB8K0hJQWtWIy4cWoUteCv7cWY4Veypw/YgSHK8TBNdsFgqFGU78esdI/QJearN1YpG4ILdWssOKSwa3x2crD6DJqt9zx4UxzllXits+X4eBDaX4F/ed04mDJ1hRsMJMJ1weL579bTsANlz7+5mnAQDOO6UdpvRjMHvNIVQ3ujHj078lx3h5/k68PH8ntNhwqBobDrHpAD+sP4zCjEQMKcmC2+vTdf0+XrEffx+owt8HqvD0L0CG04bsZAd2l9dJHF5piVbABXOeJck+ImD8xFhZj5QEGxbdMxoAomyct6BInDgqKohIHFT6QsrgPUJJROLMUHHX8qC3FpE4/gDm7jcAjEoOui2/gP+bdkQ75YMjut4euYFuzcuT1DFXxesF09gIyulE9Q8/oHH1Gs1VHR2jEJ1DCBM93vFwPMPhCnPJttMjEmd6Dnqgvk88vgsj0iAmISJxsUIrNNAJYgpffRquA8eRPGYM6pcuE74IQyQuXigSlZHihNE+XL4fY7rlYvGOcnh8DF5fIJSZaZueiO9nDkei3RKGunZoHfOT5/dG33Zp2LnpB0Pb7a+o50uBHXcLHdBqTzJuemYBr1D+yvxdKK1iS4QNLJYK51EUhQFFGfhj2zF+WUqCFQ4rLZm8EHPhwHbo2SYNiXYLjte58MwvrPF/0Tsr+HX6t0/HNad1gNvrw9jueUiViao1ub2SsmQAUNngRmWDEE6ZaLPg8fN6IXupnTXQCSFBvObaUBSFti+9BE95OcoefxyAqH60TsRlrIznoBMPelRQCXFP7N0Lef/8J2ztC1ugQS2DvNpH5pVX4tgzzyjWy73nbtjatEHpXXcDPh+8tXWgnU64DxwU9uVwgHGxHXPSyBFI7NcPaVPOjewJEAgEwklA6zPQDc2SqHhbwju4weUGCOhA157pSx48AMnj2ZwzWhTOF5eTYgYp0shXFhuiHKkJVjxwRqjCWVo56MZyo5wOK5osxnJfxWW73BbBAH5ymxtIBZrcPtz39UYAQF6qAzef3gkXDVIORmed3QO1TW4MK8nCdSNL4LDSsNI0Xvp9B8prXVi4nc2Bf/DM7hjRORvpTmk7HVYL/vXjFsmyvw9U4e9P2bD7/NQE/HtKL4zrIaQaPC6qCf79zOFon+nEDxuO4P2le2GlKXTJS8HVw4sxoCgTWMqtabIHPSLGT/zO2JqKGeVwjF5D1aio4PmDqZMmgmEYwUCXlDEM3gbGJaxvNMRdfYcaHvSQReJU9qWvIeEdV5MIeb0CoeJBB4DM6VdErw1qREhvgLLbFeU4AYCyCu+J1DPO0NRbyLzySlBWK47MegS+mhr46mqBvFx4TrB6LTm334a6hYvQuG4dAKD9O++Y1nZChFF97hj1dUJ5X4YbeaPobwL05xHPQdd4f5wsOejxOI5RzUGPv/NofQY6QRPxizieQ9z1kpMiGNv3TeqGM3rnY9GOctS5POiUk4yx3fPw5sJdWLzzOF66qB/apJswsA6jY06yW9BoDTBBYLMBIs/eXLoAz/7Keq5HdM6GrVoIsy1NltaB79U2FZ/fMAzJDvVHvigrCbP/capi+V0Tuupq+2VDWPX37vkpqHN5sO1oLV6YJ9TYPVrThOs+XI12GYkY1z0PdiuNj1bs57/v3TYNFEXhiqFFuGJoka5jEghmIg5rt+YIz4+jY3AdAmumEJVCqZRtC0Ri3z6o/OQT7RXieKwXSzi66evLWgvpF1ygel+J3/3OYUPhKC5W3Z67jy3JyayB7heG8x5nDXRLZiaSTx+FxnXrQCfFbolOAoFAiEdaoYF+MuegB85llNQyPQlC3CmKwhc3DEVFfTPO6M3mGk4fJh1IzBzTGTPHdA7vQJLZOv7gMOolctqtqHZol637+LoncPmb9/Cfn7YIgnXXnNYBo7sOQU0vGiuPe1BYmoinpvbBifpm7Cmvw+VDizSNczNIsFlw7Wkd+M8TeuZjxuhOKK1sRLPXh0d/2Iw/dx7HocpGfLBsn2TbX24foaMmeKQ8ea0/B73liJMcdBFFn3wMT/lx2IuLUTx7Npr37IZz0KCgR7W1bYu2r7wMS3q6wfYCqWedBZ/LBWe/fqKlkcpBN7hZxHLQI+X1UtJhzndo2rQJKePHR/xYoRGZHPTcu++CvUMHHH/jDXhPnBC+sFpQ8uMPaFi9BulTp4KiabR55mnYO3SA++BBNK7fgJTx4/jV6ZQUAIC3lq3a4fHvy5qdjfQpU2BJS0PS8OGmtZsQDYzkoIei2RKJHHStfZIcdHNpbTnofuIwEqAVGugi4vohMR9JKFsc3qyhMKQk2nVuQ7/nkh1WVGkZ6HY7PjlC4XL/x1+KBqMwJwWPnN0TJTlJKMpiJx5SJ0zAOADj1PcSVSw0hfZ+HYD3rhqEV+fvxIETDahzeZHsYEvXnd23AN3yU1u4pQRNWqIPjeQxg+zbOWAA/3di715I7N1L965TJ0wIqUkUTSPjggu0VyDvsbBI6NoVCV1PLu85wKZaZF5+Gaq/+UZioFMWKxydOsHRqRO/LO2ccwAAib17I/WMM6T7SWHfSSc+/ggNq1ahaSObMmXNzARltyPjkksifSqEVkO89mXx2m5CPNO6DfSgRCsPLlrGcODjUHaRB52IRpmIOR4Qp8OCKkeK6nerMpXKuL/ePlJSBi6WsVlo3KkzXF6VePRKnySTYPqJQg66GAM56LGNGTnooZ5vpHPQTd5tPBKxmvcs6RddhKOzZgkLDAqgWpLZd1L9osWoX7SYX25rZ6ykJiHW0bj3wtJsMTEHPZbQG/EXjyhy0FumGWFBctBjFPGDY2hQEUmROBMI1DHqEpADKLsgDhM8pJgQGqGLxCXZrahU8aC/0ncqVhT0lCwb2Sk7bozz2ISCaaktCuL45SwnnH4ibGMynG11DDZjGdUBBoFgnPQLL4AtPw8Hb/wHANaDbgQuxF2Mo3t3WLOzTWkfoQXQ06eE0+9obhuBCdeWEImL6HEJBJbWn4hM4BHXeWW86oq2hJbD6bCo5qD/3GEYKhNSccsYISSxID0hmk0jEAgEQhxCURSSR40SPluNTexaUpTvpJQxY8JuF4FAIBC0aX0edCISp7mdOAfdaJ1fQgDUvF2hiMTZLPDS0sHTkja9MaZbLqw0hetHluBY27Zwl5YiddIkExoeT5gcaktRJpZXlBHHIVXmYoJInOFtwhOJix0iJRJn8HxbgUhc7BOdaAkqMRFMYyOSThthaDtLRqZiGa1itBPiCSISFxRJ36d2zNYqEicnHscxKu/PeImeE9EKDXSCFhID3UMM9MgQesds9ecGXj7xYaQ0N8DpaQLVqQu+urQ/Eu2s4Z707Tdo3rcPiX36mNJaAoEQ47SqwR6hpej0x3y4Dx9GYs+ewVcW4eik1D+xqIS9EwgnJ6R/JkSG1megG5olUfG2hHdwjcUmzNwEzEEP4OUQ56BbBO8s8aCbiYYgRQheos9vGIqqhmYMKs5ETZMHHbKlZeEsqaknp3Fuuicvkh7U+J2xNRXF6UfheqhGRamJxEFYLxbREg5rdSJxMXr9o0mEReI4rBkZsGZkGN7O0aWLYhmdTAz0uEb1uWPU1wlFJC7c97WaSFws5aBTovGdnmsZTyhE4uJwHENE4gjxDDHQI0V4HfNQUVm4rGRHgDUJBMJJATFiCS2IvagI1txceI4d45ep5aUTCCcnpH8mRIaTWyQuWjnophB+DrpkKTHQzUM1B53/Dxlgm0IEctDF+zWTOJ6xNRe5pyOKxyQ56DJIDnrsEtuK/ZTVig5zvkNi3778MjVld0I8YSRvmuSgK2nNOejytsfjOKZ15KCf3Ab6SQwx0CNFPHfMBAIh5ojrwR6hNWDNyIBzyBD+M51MPOgEAgvpnwmRofUZ6KHMkpg2AGrpGRoDxycGemRQzUEnhE2kctAjycn++2t5OqJ1zIA56PHkwSU56K2aOLkGiX1Z7RNrTg5sBQUt3BqC+Wjch6HkoIdLwP7GhOogRiA56C3TjnCQONDjN6KR5KDzxPgDpUskTv93xIMeKVpZZ93aiaRIHKEFifPfQFXkhkBoOVLGjkXnPxeDTk4GnZDQ0s0hhIOePiUcwyYSfVbQfUZIJC7ovkn/TIgMJ7eBHo8zQ4EwcD6M2xPBhhAIESKuntl4amsUaKnfLlAOetxhUk5n1LeX7y5er//JjTUnp6WbQIgnzMpBjzlivX1m0krONQ7fOa0vxD0kWolInI7vsq6/Hpb0dGRdf50prSJAQyQuiIgIwSAmX8OoiMSd7LTEC9Fg6cyY/akiVHorZJG4SBGzP0AUIdEShGijR9gshqIBW1wkzqDQaFw/x/Hcdo7olK6MNMRAP8nIvetOdF62lOSQRYz47QwIBEIMEteDPQKBQGjNkP6ZEBlan4FuyItt0Nuid3+RQFeeucrxVbaj6Nb3s7csah4QKrJe2pMN/hKaLBIXyRz0OAypMpUWFYljAveLsf5sMhoeACIS1/rQ+q0JhEihR9iMUXn29T6v4QpzKfqbAP15xPryAH2fRCQuwLbxSKsQidMYk8cZxFIjEEwljjtmAoFAIBAIBIJOyJiPEBlaoYFuYJbE7PIREZ2g0ZFnHo8zXa0BtXuH5KCbDHePm7Q7koMeBaJcDkd8zIA5i/L1YhEdJY8MEeL5Rsr7EOsRDFGF5KAToo2RHHRKZZnO/ZslEtfiOehygozv4vo5lrc9Hu0KlaikOLSPWqGBTiAQCAQCgUAgEAiRJJ6NcUIs0/oMdJKDrn87gkmoXWOSg24qpnvySA56xGnxHPQAx431Z9Ps+5LkoMcuJAedEG1CzkE3uv9o5KCL1jGVYDno3Gqt7JklOegxQ+sz0AkEAoFAIBAIBAIhorQyA50QM7RCAz3EHHRTDt3CMzQtfXyCgDgHnWAeZt3j0cyHPmlpwRz0IIvi87cJp80xdr7kXUUgxAlhPKtm5aAH3Gek+5IgOeitnlZynnH4zmmFBnooMHEQpqJDJM7wdwRTCHbvxPy9FQ9E6hoSkbhWid60pZj9rSLUrpBF4iJFrF7/aEJE4gjRxohIXLBlOvcfDnr6c9Mj3I2WlAth25gkntvO0TrShmLOQH/99ddRXFyMhIQEDBkyBCtXrmzpJhEIBAKBQCAQCASCiPg1AAmxTUwZ6F988QXuvPNOzJo1C3///Tf69u2LiRMn4tixY/p3QkTi9G9HMAkiEhdx4kokjjtE/IVUmUqLiMRxfwQQFQJi/9nULN0YIkQkLnYhInGEaBOySJxRr3I0ROIi1ZcHEokTLddzLeMJIhIXM8SUgf7CCy/g+uuvx9VXX40ePXrgrbfegtPpxHvvvdfSTSMQCAQCgUAgEAgEP3FsjBNiGmtLN4CjubkZa9aswQMPPMAvo2ka48aNw/Llyw3sKQSRuF3zgNojBo4RZH+RoPEEsPAp9e8OLNc+/sp3gKTsyLWLABzdqFwmFonb/C1Qvj2qTWp1uGrZ/5stEvfXW0Bihjn75Chdwx3E3P3GHS0oErf+C8DqCHBc/7J9S7T71Zbk+A6VhSaIxDUEeI+oUfq3CcdWa45/f8e2xub1jyaeJuHvVe8CSTkt1xbCyQH/XIuo3Cd9Fk/s9v8hevY9TfqeV25MZFafv+xVoGKXxj79n+vKzO1LTuyV7l9xTP/y/cuUXy99GbAnmdeWaHJkvWxBHI5j1n4M7F3E/l3p/x3jMBIgZgz048ePw+v1Ii8vT7I8Ly8P27ZtU6zvcrngcrn4zzU1NewfdqewUkZx4JAcm3/dXb+z/wCAogHG599XsrGTsEXwgWyqBhY+GeT4TqB4BLDlO2HZqv9Erk0EbWxOwUDYMof9Rwgfs54xmxNormMN9EgRry/ogn7A9p/Yv3O6hb4fcV8MCP1tMJLzgq+jeUz/Nd/4pei4SQBlARgvUDhE2rb9S9l/8UA49xN3vk1Vwd8jZh9bDe5eKN8KLNxq7r7jmVXvtnQLCCcrVQfU+4bszgDnX/C5jfUfNieQ10v4nNeDNQAdaUE2lBlTy1+T7pMjq5PQN9WXh9a3BcPuZK/BgeOiZUnCcQ+oOBCXvWJ+O1oK+Xs8Hlj3sXKZ3vFHDBEzBrpRnnzySTz66KPKL4beBAy9Aji6Ceg4FujgZb1v3Ize0JuEdUfcCThSpTPYJacDYACvG3BmGmtUdidg8rNA+TbAmcV65rI6Gj01gRv/BHbPZ/+uOhh4XXsSMOg6wJYA5PcCnNnqnl1CZGB8gKsGSEgHaAvQ7zL2/xkdAJ+npVvXOsjpyj5jZjDlDWD7z+bsSw2rg30e45HhtwEWG9B5ApDbHWisBIqGG99Pz/OBmsOs1za3O5DZQd922Z2Bc14LzVCf+Diw/nPA52U/UxTQayq7r83fAkNuZJcPvpF9ZpsbjB8jWiRls++nE3vYz53Ghb6vvF7AxCeAit3B15VjdQADrw392Gr0OJc1CBoqzN1vvNJQwY4ZCIRo4fMAzfVAfm92vKsWRZqcC5x6K5BRBOxdDCQaGBNbbMCAq4CszoC7ESgZBdA21rvZ49zA29I0cNEnwKavpMe02IFB17Lv1tLVQI8prBNu3KNsf2I2FA30vZgdX//9Ifs+c2YB3c4Esruw37sb2XUbT7D/N3KNYhXGC7jqgDanAPl9Wro1wbnyB+DYNqCgD7DxK8HJypGSH977s4WgGCY2VFqam5vhdDrx1VdfYcqUKfzyK6+8ElVVVZgzR+qBVPOgFxYWorq6GqmpqdFqNoFAIBAIBAKBQCAQCABYuzQtLS1kuzRmROLsdjsGDBiA+fPn88t8Ph/mz5+PYcOGKdZ3OBxITU2V/CMQCAQCgUAgEAgEAiFeiakQ9zvvvBNXXnklBg4ciMGDB+Oll15CfX09rr766pZuGoFAIBAIBAKBQCAQCBElpgz0iy66COXl5fi///s/HD16FP369cMvv/yiEI4jEAgEAoFAIBAIBAKhtREzOejhEm6sP4FAIBAIBAKBQCAQCOHQanLQCQQCgUAgEAgEAoFAOJkhBjqBQCAQCAQCgUAgEAgxADHQCQQCgUAgEAgEAoFAiAGIgU4gEAgEAoFAIBAIBEIMQAx0AoFAIBAIBAKBQCAQYgBioBMIBAKBQCAQCAQCgRADEAOdQCAQCAQCgUAgEAiEGMDa0g0wC66ce01NTQu3hEAgEAgEAoFAIBAIJyOcPcrZp0ZpNQZ6RUUFAKCwsLCFW0IgEAgEAoFAIBAIhJOZiooKpKWlGd6u1RjomZmZAICOHTvi77//buHWhMagQYOwatWqlm5GSMRr22tqalBYWIiDBw8iNTW1pZtjiHi95gBpe0tA7vWWgbQ9+pB7PfrEa7uB+G07uc9bBtL26BOP93p1dTXat2/P26dGaTUGOk2z6fRWqzVufjw5FouFtL2FSE1Njbv2x/M1J21vOci9Hl1I21sOcq9Hj3htNxDfbQfIfR5tSNtbjni81zn71PB2Jrejxbn++utbugkhM2PGjJZuQsjEc9vjlXi+5qTtBCPE8zUnbScYIV6veby2G4jvtscr8XzNSdsJ0YBiQs1ejzFqamqQlpaG6urquJtdIbQc5L4hnCyQe51wskDudcLJALnPCScL8Xivh9vmVuNBdzgcmDVrFhwOR0s3hRBHkPuGcLJA7nXCyQK51wknA+Q+J5wsxOO9Hm6bW40HnUAgEAgEAoFAIBAIhHim1XjQCQQCgUAgEAgEAoFAiGeIgU4gEAgEAoFAIBAIBEIMQAx0AoFAIBAIBAKBQCAQYgBioBMIBAKBQCAQCAQCgRADEAOdENc8+eSTGDRoEFJSUpCbm4spU6Zg+/btknWampowY8YMZGVlITk5GVOnTkVZWRn//fr163HJJZegsLAQiYmJ6N69O15++WXFsRYuXIj+/fvD4XCgU6dO+OCDDyJ9egQCT7Tu9SNHjuDSSy9Fly5dQNM0br/99micHoHAE617/ZtvvsH48eORk5OD1NRUDBs2DL/++mtUzpFAAKJ3ry9ZsgTDhw9HVlYWEhMT0a1bN7z44otROUcCIZpjdY6lS5fCarWiX79+kTqtiEIMdEJcs2jRIsyYMQMrVqzAvHnz4Ha7MWHCBNTX1/Pr3HHHHfjhhx8we/ZsLFq0CIcPH8b555/Pf79mzRrk5ubi448/xubNm/Hggw/igQcewGuvvcavs3fvXpx55pkYPXo01q1bh9tvvx3XXXcdGcwRoka07nWXy4WcnBw89NBD6Nu3b1TPkUAAonevL168GOPHj8dPP/2ENWvWYPTo0Tj77LOxdu3aqJ4v4eQlWvd6UlISZs6cicWLF2Pr1q146KGH8NBDD+Gdd96J6vkSTk6idZ9zVFVVYfr06Rg7dmxUzi8iMARCK+LYsWMMAGbRokUMwzBMVVUVY7PZmNmzZ/PrbN26lQHALF++XHM/N998MzN69Gj+87333sv07NlTss5FF13ETJw40eQzIBD0Eal7XcyoUaOY2267zdR2EwhGica9ztGjRw/m0UcfNafhBIJBonmvn3feeczll19uTsMJBANE+j6/6KKLmIceeoiZNWsW07dvX9PbHw2IB53QqqiurgYAZGZmAmBn3NxuN8aNG8ev061bN7Rv3x7Lly8PuB9uHwCwfPlyyT4AYOLEiQH3QSBEkkjd6wRCrBGte93n86G2tpY8D4QWI1r3+tq1a7Fs2TKMGjXKpJYTCPqJ5H3+/vvvY8+ePZg1a1YEWh49rC3dAALBLHw+H26//XYMHz4cvXr1AgAcPXoUdrsd6enpknXz8vJw9OhR1f0sW7YMX3zxBebOncsvO3r0KPLy8hT7qKmpQWNjIxITE809GQIhAJG81wmEWCKa9/pzzz2Huro6XHjhhaa1n0DQSzTu9Xbt2qG8vBwejwePPPIIrrvuOtPPg0AIRCTv8507d+L+++/Hn3/+Cas1vk3c+G49gSBixowZ2LRpE5YsWRLyPjZt2oRzzz0Xs2bNwoQJE0xsHYFgHuReJ5wsROte//TTT/Hoo49izpw5yM3NDflYBEKoRONe//PPP1FXV4cVK1bg/vvvR6dOnXDJJZeE02wCwRCRus+9Xi8uvfRSPProo+jSpYtZzW0xiIFOaBXMnDkTP/74IxYvXox27drxy/Pz89Hc3IyqqirJzFxZWRny8/Ml+9iyZQvGjh2LG264AQ899JDku/z8fImaJLeP1NRU4j0nRJVI3+sEQqwQrXv9888/x3XXXYfZs2crUpkIhGgQrXu9Q4cOAIDevXujrKwMjzzyCDHQCVEjkvd5bW0tVq9ejbVr12LmzJkAWG89wzCwWq347bffMGbMmMieoJm0dBI8gRAOPp+PmTFjBtOmTRtmx44diu854YmvvvqKX7Zt2zaF8MSmTZuY3Nxc5p577lE9zr333sv06tVLsuySSy4hInGEqBGte10MEYkjtATRvNc//fRTJiEhgfnuu+/MPQkCQQct0a9zPProo0xRUVFY7ScQ9BCN+9zr9TIbN26U/LvpppuYrl27Mhs3bmTq6uoic3IRghjohLjmpptuYtLS0piFCxcyR44c4f81NDTw6/zjH/9g2rdvz/zxxx/M6tWrmWHDhjHDhg3jv9+4cSOTk5PDXH755ZJ9HDt2jF9nz549jNPpZO655x5m69atzOuvv85YLBbml19+ier5Ek5eonWvMwzDrF27llm7di0zYMAA5tJLL2XWrl3LbN68OWrnSji5ida9/sknnzBWq5V5/fXXJetUVVVF9XwJJy/Rutdfe+015vvvv2d27NjB7Nixg3n33XeZlJQU5sEHH4zq+RJOTqI5fhETzyruxEAnxDUAVP+9//77/DqNjY3MzTffzGRkZDBOp5M577zzmCNHjvDfz5o1S3Uf8pnlBQsWMP369WPsdjtTUlIiOQaBEGmiea/rWYdAiBTRutdHjRqlus6VV14ZvZMlnNRE615/5ZVXmJ49ezJOp5NJTU1lTjnlFOaNN95gvF5vFM+WcLISzfGLmHg20CmGYZhwQuQJBAKBQCAQCAQCgUAghA+pg04gEAgEAoFAIBAIBEIMQAx0AoFAIBAIBAKBQCAQYgBioBMIBAKBQCAQCAQCgRADEAOdQCAQCAQCgUAgEAiEGIAY6AQCgUAgEAgEAoFAIMQAxEAnEAgEAoFAIBAIBAIhBiAGOoFAIBAIBAKBQCAQCDEAMdAJBAKBQCAQCAQCgUCIAYiBTiAQCAQCgUAgEAgEQgxADHQCgUAgEAgEAoFAIBBiAGKgEwgEAoFAIBAIBAKBEAMQA51AIBAIBAKBQCAQCIQYgBjoBAKBQCAQCAQCgUAgxADEQCcQCAQCgUAgEAgEAiEGIAY6gUAgEAgEAoFAIBAIMQAx0AkEAoFAIBAIBAKBQIgBiIFOIBAIBAKBQCAQCARCDEAMdAKBQCAQCAQCgUAgEGIAYqATCAQCgUAgEAgEAoEQAxADnUAgEAgEAoFAIBAIhBiAGOgEAoFAIBAIBAKBQCDEAMRAJxAIBAKBQCAQCAQCIQYgBjqBQCAQCAQCgUAgEAgxADHQCQQCgUAgEAgEAoFAiAGIgU4gEAgEAoFAIBAIBEIMQAx0AoFAIBAIBAKBQCAQYgBioBMIBAKBQCAQCAQCgRADEAOdQCAQCAQCgUAgEAiEGIAY6AQCgUAgEAgEAoFAIMQAxEAnEAgEAoFAIBAIBAIhBiAGOoFAIBAIBAKBQCAQCDEAMdAJBAKBQCAQCAQCgUCIAYiBTiAQCAQCgUAgEAgEQgxADHQCgUAgEAgEAoFAIBBiAGKgEwgEAoHQwmzcuBHTpk1DUVEREhIS0LZtW4wfPx6vvvqqZD23241XXnkFgwYNQkpKCpKTkzFo0CC88sorcLvdiv0WFxfjrLPOMtyeffv2gaIoPPfcc6rfP/fcc6AoCvv27eOX+Xw+fPjhhxgyZAgyMzORkpKCLl26YPr06VixYgW/3sKFC0FRFP/P4XAgLy8Pp59+Op544gmUl5cbbi+BQCAQCK0Fa0s3gEAgEAiEk5lly5Zh9OjRaN++Pa6//nrk5+fj4MGDWLFiBV5++WXccsstAID6+nqceeaZWLRoEc466yxcddVVoGkav/zyC2677TZ88803mDt3LpKSklrkPG699Va8/vrrOPfcc3HZZZfBarVi+/bt+Pnnn1FSUoKhQ4cq1h80aBC8Xi/Ky8uxbNkyzJo1Cy+88AK+/PJLjBkzpkXOg0AgEAiEloQY6AQCgUAgtCCPP/440tLSsGrVKqSnp0u+O3bsGP/3nXfeiUWLFuHVV1/FzJkz+eU33XQTXn/9dcycORN333033nzzzWg1naesrAxvvPEGrr/+erzzzjuS71566SVVr/iIESMwbdo0ybL169djwoQJmDp1KrZs2YKCgoKItptAIBAIhFiDhLgTCAQCgdCC7N69Gz179lQY5wCQm5sLADh06BD++9//YsyYMRLjnGPGjBkYPXo03n33XRw6dCjSTVawd+9eMAyD4cOHK76jKIo/j2D07dsXL730EqqqqvDaa6+Z3UwCgUAgEGIeYqATCAQCgdCCFBUVYc2aNdi0aZPmOj///DO8Xi+mT5+uuc706dPh8Xjwyy+/RKKZASkqKgIAzJ49Gw0NDWHta9q0aUhMTMRvv/1mRtMIBAKBQIgriIFOIBAIBEILcvfdd6OhoQH9+vXDqaeeivvuuw+//fabRPRty5YtAFgPsxbcd1u3bo1sg1UoKCjA9OnTMXfuXLRr1w7nn38+nn/+eWzbts3wvmw2G7p06YLdu3dHoKUEAoFAIMQ2xEAnEAgEAqEFGT9+PJYvX45zzjkH69evxzPPPIOJEyeibdu2+P777wEAtbW1AICUlBTN/XDf1dTURL7RKrz//vt47bXX0KFDB3z77be4++670b17d4wdOxalpaWG9pWcnMyfM4FAIBAIJxPEQCcQCAQCoYUZNGgQvvnmG1RWVmLlypV44IEHUFtbi2nTpmHLli288R3IaNVjxMs5ceIEjh49yv+rrq421G6Kovi/aZrGjBkzsGbNGhw/fhxz5szB5MmT8ccff+Diiy82tN+6ujpD50EgEAgEQmuBGOgEAoFAIMQIdrsdgwYNwhNPPIE333wTbrcbs2fPRvfu3QEAGzZs0NyW+65Hjx66j3f++eejoKCA/3fbbbcBABISEgAAjY2NqttxeebcenKysrJwzjnn4KeffsKoUaOwZMkS7N+/X1eb3G43duzYgU6dOuk+DwKBQCAQWgukzBqBQCAQCDHIwIEDAQBHjhzBNddcA4vFgo8++khTKO7DDz+E1WrFpEmTdB/j+eefR2VlJf+5TZs2AICcnBw4nU5s375ddbvt27fD6XQiOztb13ksWrQIR44c4cXkAvHVV1+hsbEREydO1HkWBAKBQCC0HogHnUAgEAiEFmTBggVgGEax/KeffgIAdO3aFYWFhbj66qvx+++/q9Y5f+utt/DHH3/g2muvRbt27XQfe8CAARg3bhz/j/O+WywWTJgwAT/88AMOHDgg2ebAgQP44YcfMGHCBFgsFgDA0aNHeSE7Mc3NzZg/fz5omtblEV+/fj1uv/12ZGRkYMaMGbrPg0AgEAiE1gLFqI0KCAQCgUAgRIVevXqhoaEB5513Hrp164bm5mYsW7YMX3zxBQoLC7F27Vqkp6ejrq4OkydPxpIlS3DOOefwnvJff/0Vc+bMwahRozB37lwkJSXx+y4uLkZCQgIuv/xyxXFPOeUUnHnmmZrt2rp1K4YOHQqbzYYbbrgBxcXF2LdvH9555x243W6sWLGCD71fvXo1Bg8ejDFjxmDs2LHIz8/HsWPH8Nlnn/FG94svvggAWLhwIUaPHo1bb70VgwYNgtfrRUVFBZYuXYrvv/8eaWlp+PrrrzFq1CgzLzOBQCAQCHEBMdAJBAKBQGhBfvnlF8yePRvLli3DoUOH0NzcjPbt22Py5Ml46KGHkJuby6/b3NyMN954Ax9//DG2bdsGhmHQrVs3TJ8+HTfffDNsNptk38XFxZq539deey3efffdgG3btm0bHnnkESxYsAAnTpxAZmYmxowZg1mzZqFbt278erW1tXj//ffx008/YfPmzSgrK0NCQgJ69eqFa6655v/ZO+84KYq0j/+6pydvJuwuSM4mzKiYRTG8d2I4s4Ki6HmmMycUPHNEzMqJemZRMWdFUBFEgoGcw+6yC5t3cne/f3SqThN2Z3Znhvp+PrAz3dXVNR2q6qknYeLEiWpAOUVAV3A6nSgpKcGIESMwduxYXHrppejRo0fK15FCoVAolHyACugUCoVCoVAoFAqFQqFkAdQHnUKhUCgUCoVCoVAolCyACugUCoVCoVAoFAqFQqFkAVRAp1AoFAqFQqFQKBQKJQugAjqFQqFQKBQKhUKhUChZABXQKRQKhUKhUCgUCoVCyQKogE6hUCgUCoVCoVAoFEoWwHV1A9KFIAioqqpCYWGhmmuVQqFQKBQKhUKhUCiUzkIURbS0tKBXr15g2dT14XkjoFdVVaFPnz5d3QwKhUKhUCgUCoVCoezibNmyBbvttlvKx+WNgF5YWAhAuhBFRUVd3BoKhUKhUCgUCoVCoexqNDc3o0+fPqp8mip5I6ArZu1FRUVUQKdQKBQKhUKhUCgUSpfRXrdrGiSOQqFQKBQKhUKhUCiULIAK6BQKhUKhUCgUCoVCoWQBVECnUCgUCoVCoVAoFAolC8gbH3QKhUKh7LrwPI9oNNrVzaBQdDidTjgcjq5uBoVCoVByCCqgUygUCiVnEUURNTU1aGxs7OqmUCiWlJSUoKKiot3BgigUCoWya0EFdAqFQqHkLIpw3rNnT/h8PioEUbIGURQRCARQW1sLAKisrOziFlEoFAolF6ACOoVCoVByEp7nVeG8W7duXd0cCsWE1+sFANTW1qJnz57U3J1CoVAoCUlLkLi5c+fib3/7G3r16gWGYTB79mzdflEUceedd6KyshJerxdjxozBmjVrdGXq6+tx3nnnoaioCCUlJZg4cSJaW1vT0TwKhUKh5CGKz7nP5+villAo9ijPJ42RQKFQKJRkSIuA3tbWhpEjR+Lpp5+23P/QQw9h+vTpeO6557BgwQL4/X6MHTsWoVBILXPeeefhr7/+wtdff41PPvkEc+fOxaRJk9LRPAqFQqHkMdSsnZLN0OeTQqFQKKmQFhP3E088ESeeeKLlPlEUMW3aNNxxxx045ZRTAACvvvoqysvLMXv2bJx99tlYsWIFvvjiC/z666844IADAABPPvkkTjrpJDzyyCPo1atXOppJoVAoFAqFQqFQKBRK1pJxH/QNGzagpqYGY8aMUbcVFxdj1KhRmD9/Ps4++2zMnz8fJSUlqnAOAGPGjAHLsliwYAFOPfXUTDczfxFFYOdagI9k7hyFlYCvLHP128FHgR2rO/+8XYWnGHC4gLY66bu/h3RfQ00dr7t0AODyAQIvXVNRaF89Jf2A5ipA6KApZ3EfwFOk3xZsBJq3AWCAsgFA/Xr9/rKBgNPbsfNmC42bAVeB9l5FQ0D9uvSeo7Q/4PJ3vJ7WWu2ZTANNwSiKPJy11rGoN+AtSdu5spGNGzdiwIABWLJkCfbZZ5/MnkwUAZEHWBqOhkLREagHPCVAWy0ABigsty/bsh0I7AAcbqCgJ8B5AM7VvvNGg9rYxnkAf3egaavUhu5DgVAj0Lo9+fq8ZdK8wVcGGPvU+vXS+bylAMMCgZ3avm5D2v8b2kOoSf87w83S9WcYYMcaaU7h7wkU9NCOCTZI10iIAe7CzmtrNhFqApw+INwCtFR3dWvSC+sEiiql+VBBufQuWBFpAxo2dmrTkqKlY27aGR+Va2pqAADl5frOrby8XN1XU1ODnj176hvGcSgrK1PLGAmHwwiHw+r35ubmdDY7f/j2buDHxzJ7DocbuGaZ9CJ1Jq+dBmyY27nnzFfKBgFXLgJmXQwsn93VrQF83YB//6UJ3KFmYNreQDjOYkT3ocC/FponIbnGH7OA9yZK79W//5QWYl44Cqhbkd7zFPcBrl4KODowDGz/C3jucEnIS1ez4u10FQL//kOaUFI6zo41QLQN6DECcHq6ujUUSnaw7TfgxWOkcUgRWi+bC1SOtCi7GJhxrH5Ru6ACuGFV6ucVBODZ0faLsT2GSwoXIZZ63fuNB/4+Xfv+y3PAFzfbl+97CHDxF6mfpz2EW4Bpe2nKhpJ+QOMmYMCRQK99gJ+ekLYzDuCK+UCPYVLf9ZSm1MOt2wB3Qee0N1to2wk8PBDgvABEIBZKeEjOwjqBKxdKihgSPgY8dRDQvLVr2hWPsNihw3N22fz+++/H1KlTu7oZ2U+tPKl3FWZmAhbYCfBhoGFD5wvo25dLf72l+a8BCjVL1xnQfqsySDvcZm1zsoiCdA/r10kr1Mrzomjrk65HlDQICh153trqpDa11QElfaVtzVXWwjm58q9o/pkcj5Ks3AM+DDRskgR0RTj3dZN+b0dQ7lXTFiDS2jGN9I7VmgY2DUJzcyiKcEya6PYocOt3tu0AIi1A0zYqoKeLaJv0N1gPOKkrGYUCAFjwvPSX1CjvWGMtoFtZnLVaK5YSIkQ14dzpA6IB/f66ldJfxpGc1WKoSbOeXPyKXkCvXW4uzzolITfYoI1DnUFztd4SsHGT9HfDD/p5iMhL96HHMGDp6/o6apcDfQ7KfFuziY2ygioWlP4yrDRHyAeiIWm8VxCiwM71ZgE93KwJ577u2aWgcQgAWhIWsyPjUk1FRQUAYPv27bocoNu3b1fN9yoqKtQ8oQqxWAz19fXq8UZuvfVWXHfdder35uZm9OnTJ82tzwfkFZwT7gP2uzD91T95ALBzjTTp73Tkc170OdBzRBecvxP58Epgyf+kz31GSR3xxnnS973OAMY90756wy3A/btJn0UR6jU9+w2g/2HJ1yMIwN2E0HTyo8DIs9rXpnsqpAFH90zZPF+XfieZwT00QC7WFc9hujH8bvI3/etXwN/BAZiPAf9R6ujg9VLa1udg4KJPO1YXgMlvLcGHS6sAABunnqzf+chQ2bQzH+4xIAgCHnnkEbzwwgvYsmULysvLcdlll+G8884zlf3hhx9w4403YtmyZSgrK8P48eNxzz33gOOkIXzWrFmYOnUq1q5dC5/Ph3333Rcffvgh/H7JhWHGjBl49NFHsWHDBvTv3x9XX301rrjiik79vRRKXpLOMYes69CrgR8esC5XORKY9H3i+t48F1hl1y9btHvwscDx98ia6c7sZ+Ody7gvP/r/jFA2ELjqt65uRXpY8hrw4b8MGxPc+xvWAGxaYp+nh+Zm4M64NoFxybiAPmDAAFRUVODbb79VBfLm5mYsWLAA//znPwEAhxxyCBobG/Hbb79h//33BwB89913EAQBo0aNsqzX7XbD7XZb7qNQKBRK7uF1dtz6QRRFBKPpM7lPFq/TkVK07ltvvRUvvvgiHn/8cRx22GGorq7GypUrTeW2bduGk046CRMmTMCrr76KlStX4tJLL4XH48GUKVNQXV2Nc845Bw899BBOPfVUtLS0YN68eRDlyf7rr7+OO++8E0899RT23XdfLFmyBJdeein8fj/GH7d32n4/hUJJI9mkCaRQKJ1OWgT01tZWrF27Vv2+YcMGLF26FGVlZejbty+uvfZa3HPPPRgyZAgGDBiAyZMno1evXhg3bhwAYMSIETjhhBNw6aWX4rnnnkM0GsWVV16Js88+m0Zw7yjqimyGOnt1EOmCVc1M/7ZsQjdYM+bv7a+Y+Cy2/5oaJxMdmVxYPVO2WgrjtciD1XXR+LuJ7+mYtJF1dFj7I5rr7ACeuAK6fI4EbQ5Geex+55dpaU8qLL97LHyu5IbUlpYWPPHEE3jqqacwfvx4AMCgQYNw2GGHYePGjbqyzzzzDPr06YOnnnoKDMNg+PDhqKqqws0334w777wT1dXViMViOO2009CvXz8AwF577aUef9ddd+HRRx/FaaedBkBaNF++fDmef/55jD/OOjUqhUIxYNvvpHPMIeuK06cm29/GK2f5exjtvJ2qQI9zMuO+vLCSyxT5NBe2+C1W915M8/woi0iLgL5o0SIcffTR6nfF9Hz8+PF4+eWXcdNNN6GtrQ2TJk1CY2MjDjvsMHzxxRfweDQf1ddffx1XXnkljj32WLAsi9NPPx3Tp083nYtCoVAo+QkpoIeifAKBPXdZsWIFwuEwjj322KTKHnLIITrt/OjRo9Ha2oqtW7di5MiROPbYY7HXXnth7NixOP7443HGGWegtLQUbW1tWLduHSZOnIhLL71UPT4Wi6G4uP2mdxQKJcPkmbBBoVBSIy0C+lFHHaWa01nBMAzuvvtu3H333bZlysrK8MYbb6SjORQd6dVwmUlOq5UZMv3bsgniNzKM4XtHqjVqU9t5TU3l06DVT8YH3Xgt8mJ1PY4PelpI4/uS5ra5OM1/rCUU0wvoSVrreJ0OLL97bFrblQypmOd7velLB+hwOPD111/j559/xldffYUnn3wSt99+OxYsWACfzwcAePHFF03uYg6HA0Bj2tpBoeQ3Nv1OpnzQ4/bT6ejDLdrNMEn3s+mF+qCnhXyaC1v+Fqt7n78a9CzypqdkhE4TWLrSxJ2SHjIhDHaEZEzc4xyTq8Qzcc/kubIAXtCiITcFo9aFErSZYRj4XFyn/0vF/3zIkCHwer349ttvE5YdMWIE5s+fr1sE/+mnn1BYWIjddttN/c2jR4/G1KlTsWTJErhcLnzwwQcoLy9Hr169sH79egwePFj3b8CAAUm3l0LZ5elsE/dMyxqJmt2ZYwM1cackQyIT9zwjz3NTUTQy7YPelWRDGzJMXB/vdPmgJ7M92WrT4YOeVOEseQY7iXT7oKeLNNUZiWkCenPIKKDnz332eDy4+eabcdNNN8HlcmH06NGoq6vDX3/9ZTJ7v+KKKzBt2jRcddVVuPLKK7Fq1SrcdddduO6668CyLBYsWIBvv/0Wxx9/PHr27IkFCxagrq4OI0ZImS2mTp2Kq6++GsXFxTjhhBMQDoexaNEiNDQ04Lqzj7ZqHoVC6WripdNMhw+69QEplqdkF/l0//Lpt7QPKqDnPdTEPT+IZ+KeJmG4Iybu0kFIjzaBmrjrPidt9pgk6Qyql+ZAjVFea0+zUYPelQEpM8DkyZPBcRzuvPNOVFVVobKyEpdffrmpXO/evfHZZ5/hxhtvxMiRI1FWVoaJEyfijjvuAAAUFRVh7ty5mDZtGpqbm9GvXz88+uijOPHEEwEAl1xyCXw+Hx5++GHceOON8Pv92GuvvXDttdd25s+lUHKcXDRxj1eOmrjnHfk0F07ZxD2PfrsMFdApFAqFkhWEY0mYuOcJLMvi9ttvx+23327aZ4zpcuSRR2LhwoWW9YwYMQJffPFF3HOde+65OPfcc807qpYk32AKhdJ55JOwRaFQUob6oOc7eZ1mTW1E55+7s8n2NGuAvk3pNnGnadYk0j1py7I0a6SJ+/craw17u9Jah0Kh7NLsEmnWiPNSH/QcJJ/mwimmWcvDBS0qoFMoFAqlyxEEEZvr29Tvn/1RgygvxDmCQqFQ8pQ8FDgoFEryUAE976E+6PlBrvigW31uZz3UBx0Z8UHX1ZM9Puh3f7Icv25sUL9HeEHvh55nPugUCiWXoD7omYP6oKeFfJoLUx90KqDnPTTNWoeJ1dVh+0MPI7JxI8RYDLXTpqF68mTUv/KKWqb+f6+h6ZNPEa2uxvYHH0Jk6zbb+nbOmIHmL78CALW+tgXW/qXtRWhrQ+2jjyL451/SOf/7EqonT0bVzbegde5cm6NomrWsIKfSrKWvbS//vNG0rSUUy+QpKRQKJTk6Pc1ahgWORH0/NXGnZBs0zRolP8nnNGuZper229E2dx6aPvgAFZPvwM7nnlf3FZ5wAsRQCNvvvRcA4N1/fwR/+w2tc+di0KefmOoKr1mD2kcelY7943c0vPU2dj73PHY+9zxGrFxh34gUfdB3PP8Cdr44AztfnIEB77+H2ocfVve1zJmDYQt+sT02/vY4MAyxmNkRrX6KhXeBZ1AlXb+VYdI7sGXoHuhTre1C95lCoezadFmaNdrP5i75dO9S/C15OA+kGvS8Zxcwcc8wwaXLAAB8QwOi2/WBq8RwGHxjo1b2t98AAJF16yzrEto0H9vQylUI/flH6g2KmxNdIrJhvfqZb2rSt8HwXSUXTdyN58q71dRMWzVkh4k7L1i3ozlIaNDVU+TbPaZQKNnPLmDiDmShiTslafJJSE3ZxD3/oBp0Su7TwU5J5HnU3HMPvHvuhcCSxfDtfwACCxag6G//h4LRo8F6vRCamwEAQkuL7tht19+A7pdfFrf+HS++CDESQY9//QtCIKBu3/iPf+jKtf2yAE0ffICet9wMrrTUUIvxN8b/zay/QP0sBIOm/aIoouHVV9E6dy66OV3wV0Ti1pe15NOAlBTp9kHPDmqaQ5bb9Rp0CoVC2UXoirFtlxtPKflD/j27VEDPdzKeZk09UWbqj0eaflvTxx+j8c230Ii3pO+z3pP+zp6NEStXgPV61bLR7TW6Y0N//IGq28x5jNUmRiKoe/QxAEDhcceBb221Lbt5wgQAANezJ3pef51+Z4om7myBJqDzDY2m/UJrK7bf/4D0uXsh/BU7IWlr7etMSNrTrCXjg07TrLULxR0hS9Ksba0P6L47WAa8IOqDxNE0axQKpavYJdKsESbu1Ac9B8k/IVXHLpZmjQrolF2e6JattvuEYBCMTxPQY9U15jI2JuNiJAIhommmg8uWgWEdCdvDt7YkLJMItsCvfo7V1Zn2R6uqiG/517FRcgtjMLjuBS5sbw6jJRTDI1+uwpd/1eALBkj89lAoFEoekIcCB4VCSR7qg573dJYPeoaqj0t6fhtpdm4k9OefYL0+9Xu0xiyg2xFevx6bL56o1bV8OYQ2ew26AldaZrE1tTRrZJvrpk0z7d941tnEN/k66nzQEzYzfhtpmrUOsOulWTPmO+9e4AYgmbg/9f1arKltRbMqxOfDPQaOOuooXHvttV3dDEu6qm0TJkzAuHHjOv28FEpidgEfdJpmLbfJpzUdmmaNatDznrwQWDJLPAE9snmzzsQ9sl4KvsZ4vRAtfLtJqm68CeE1a7Rj164D16MHAMB/6CEILF4CMWT2vU1GiE+IwMfdrTuvmAMCbpY2K+fJkvsdMQjo3RQBnTBxjyllsqTN+cz7778Pp9PZ1c2gULKHzu53ujrNGoWSC+Txc0w16JSO0SWrrcop07NyFk9AF8JhgNXX7ygthWtA/4T1ksI5AES3b4fQKkVxdw8fgUFffoHB331rOs7STz1FH3Qxas4fXXruuXD06G4ua3nrsswH3b4w9UFvD2mb/KXHiiUSM2rQXQCAJkJAj+qLUDJIWVkZCgsLu7oZFEoOkKExJ16f2hlp1qgPeg6ST1pki98S797noUsIFdB3FWiaNVuEoL2ALoYjEENh3TbvPvuAdbpSPk9082bUv/QSAMBRWABneTmcvXqZ29PaZtqmI4k0ayJv1qB7998PYpvFb1UuI02zliXEM3HP5Lnac3h6FsmMGvSKIg8AYGdbhCijPqgdOlc2EYvFcOWVV6K4uBjdu3fH5MmTIcrXlGEYzJ49W1e+pKQEL7/8MgDgmGOOwZVXXqnbX1dXB5fLhW+/NS/8GXnmmWcwZPQp8Aw8GOWDR+KMM85Q9xlN3Kurq3HyySfD6/ViwIABeOONN9C/f39MI9xnGIbBjBkzcOqpp8Ln82HIkCH46KOP1P08z2PixIkYMGAAvF4vhg0bhieeeCLJK0WhdDXZZOKeLPmQZo2auCdNPgmpNM0aFdApeUBH06wF7E3VxXAYYlgvoBceewwYl72Azvh8tvsUyDRoRgTLSO+ppVkTY4b0VE4nPLvvbmktIIo53Knn04CUFPmZZi1q0KD3KpHcSjYT0d3FZCfCoghE2jr/Xzsm6q+88go4jsPChQvxxBNP4LHHHsOMGTOSOvaSSy7BG2+8gTDRP7322mvo3bs3jjnmmLjHLlq0CFdffTXuvvGfWDX3fXzx3us44ogjbMtfeOGFqKqqwpw5c/Dee+/hhRdeQG1tranc1KlTceaZZ+L333/HSSedhPPOOw/19fUAAEEQsNtuu+Hdd9/F8uXLceedd+K2227DO++8k9TvpVB2KWiaNQolBfLv2aU+6PlOxtOs5buJe0iNxF5+260oPPZYOHv3RvNnn9seM/SnH7H9wQfR+NbbtmXINGimc6bBxB0xycS95Mwz0f1fV4BxuSxyq8uIxIeOXFOaZi09dKaJe5akWTP5oPulBbBNOwkBPVlrnWgAuM9smZJxbqsCXP7E5Qj69OmDxx9/HAzDYNiwYfjjjz/w+OOP49JLL0147GmnnYYrr7wSH374Ic4880wAwMsvv4wJEyaASXA/Nm/eDL/fj/8bczgKC/zoV1COfQ8/3rLsypUr8c033+DXX3/FAQccAACYMWMGhgwZYio7YcIEnHPOOQCA++67D9OnT8fChQtxwgknwOl0YurUqWrZAQMGYP78+XjnnXfU9lMoWUunWGftqmnW4u2jJu7Jk09CapIm7nmcZo1q0Cm7PPGCsonhiKpBdw8fDmfv3gAAJk4AJdbrVcvZlimwn8jHy5WeLGJMMnHnuneDs7zcXjgHHe8oXU+U1x7CHoVuHDywWxe2pvM4+OCDdcL0IYccgjVr1oC3cFEx4vF4cMEFF+Al2W1m8eLF+PPPPzFhwoSExx533HHo168fBh7yN1xw1R14/Z33EbBZqFy1ahU4jsN+++2nbhs8eDBKLfqUvffeW/3s9/tRVFSk07Q//fTT2H///dGjRw8UFBTghRdewObNmxO2l0LZ5chDgYNCoSQP1aDnPZ2VZq0LfdA7+Nv4lngCumbizrrd6nY7E/eKu+4EADjiBFhii4rg3XNP7Zgpd2H7gw+hx9VXo/bBBxObuCeRZk2UNehw6DNH93r0EVRdf4OhMHkPc8wHnaZZayfZlWYtLJu4n3NQX0z5++5wcw74XQ60RTRBVUyyzSLnBX/zVnCOTl5/diZ2bUkFhmFMZv3RqN515ZJLLsE+++yDrVu3YubMmTjmmGPQr1+/hHUXFhZi8eLFmDNrBr6aOx933vsIpjz4BH799VeUlJS0u83GyO8Mw0AQpHv71ltv4YYbbsCjjz6KQw45BIWFhXj44YexYMGCdp+PQuk8UvRBF8XUx1GaZi2JffkwxmeIfFrUoWnWqICe9+SFwNJxhHAYrNuNWH09HIWFYJxOCOGwNIFssw/KJkbCECKSgM6QArpRg86yGLrgF1UwN/qYe/bcE/3felMSnFkWLCHgl559NkrOOAPRrVvjCOipofigM5y+ncUnn4yisWMBQUBg8WJsnnARRNW6ONMByTpAtrYrSxBEAdVt1ehdEN9yw0SWXFclD7rX6YCbkxaV+HgT3zjUtkawvZlH3zI3SnypB3PsTIzC6S+//IIhQ4bA4XCgR48eqK6uVvetWbPGpOXea6+9cMABB+DFF1/EG2+8gaeeeirpc3MchzFHjMKYI0bhrsmTUdJ3BL777jucdtppunLDhg1DLBbDkiVLsP/++wMA1q5di4aGhpR+608//YRDDz0UV1xxhbpt3bp1KdVBoXQZqfaV7RHQO1P4zJK+n0LpEBl+jhXZoSugJu67DLuuD3rDu+9i1b77YeO552HNoaOx/pRxaJ33I1aN3Acr9x4JoaXF9lghHIYYlnzQ9QK6fm3LPWyYTmtuMmEXRTAcB9bj0Qnnan0cB1Y+XmhrgygYckq10wed4cxrcAzHgXG5wCrB7PIqzVoeoPNBV/+TsPmt9y+4Hye8dwI+Xf9pcufI0jRrLk4bksbuUdGuurY3hwAA2xrtgz9mC5s3b8Z1112HVatW4c0338STTz6Ja665BoAUpf2pp57CkiVLsGjRIlx++eWWuckvueQSPPDAAxBFEaeeempS5/3kk08wffp0LP1zFTZtrcKrb74LQRAwbNgwU9nhw4djzJgxmDRpEhYuXIglS5Zg0qRJ8Hq9CX3dSYYMGYJFixbhyy+/xOrVqzF58mT8+uuvSR9PoWQnNM1ah6Fp1tJEPs2Fuj7NWvPnn2PVyH3Q8O67aa87GaiAnvfsAibuCaiZfCcgCAguXgwAiKxfjy1JBGEC9D7o+lU0/fX0jtxb991hDAKXxPVhvV6teDCOcJFMmjXZB53hHKZ92gkdctNy2MTdeK68GLxTT7P21qq3AADPLH3GtkyUj+LPHX9CEAWEAbxSVIiNrVs72NT0mJcpGnSXQ6tn2ln76E9lMHFvC8fi1unsbBP3dnDhhRciGAzioIMOwr/+9S9cc801mDRpEgDg0UcfRZ8+fXD44Yfj3HPPxQ033ACfRYaIc845BxzH4ZxzzoHH40nqvCUlJXj//fdxzFmXYcSRZ+C5mf/Dm2++iT322MOy/Kuvvory8nIcccQROPXUU3HppZeisLAw6fMBwGWXXYbTTjsNZ511FkaNGoWdO3fqtOkUSnaTqkVPO8YiXX/aBSbuADVxz2XySVmR9G/J3POw7d/XAZBliC6AmrhTcp8MdkpCW5sqoDM6AV3fKXj32Uf33RilXUyiE2GIya4QDoP1pxYRWnc+xQfdQoOuno9TBPR2n6bryacBKSni/94Kv73W+a6f78LH6z/GNftdg0iRD88W+fDMD//GgvMXpruRKWOlQY+nnX3wi5V4ds46vHnxfightpM+264sF9DnzJmjfn722WdN+3v16oUvv/xSt62xsdFUbseOHQiFQpg4cWLS5z7ssMOk81ctkTYUlANFWuR7sm0AUFlZic8++0z9vnXrVtTW1mLw4MHqNqs0eGR73W43Zs6ciZkzZ+rK3H///epnJcc7hULpAna58ZSSP+Tfs5vdMxhKx6Fp1pLKS25H248/avUQArpxMkoGfQPip1Gzg2FZNficSYOeoom7qJq420ebByu//iJxD3MuzZrxXLm82iBjSrNGYHFdeUELpFbuK7et9uP1HwMAXvrjJfzokZ6zAN9RM/D0plmLp/Um06w9O0fyXX5+rt6HOSZo14tz5N+ATRKNRlFTU4M77rgDBx98sC7Kerr57rvv8NFHH2HDhg34+eefcfbZZ6N///5xc6dTKHlFqprydq18E/1ppk3cE6VZ60yoiXuayKcxL/vTrP1c9TPu/eVehGKhjNRPNeiUvMfZowcimzZ1uB4r33EAKB43Dq5Bg/RlTSbuyZ2D8XohRiIQZK19e9GCxMXRoCsR3ul4l9NsatGe7VKPfTo9BZ/ThxhSC/CVaaw06MnAGAZxpR4Aef9c//TTTzj66KMxdOhQzJo1S7dv3rx5OPHEE22PbU0xEGU0GsVtt92G9evXo7CwEIceeihef/11S594CoVCoVDyncu+vgwAUO4vxyV7XZL2+qmAnvfsAj7oCX4blyYBHeRklPi5vR6431TUYTRPT/L6sG43BABCWwDBv/6CZ+hQOWJ8amnWkJQPOqtvWi76oBs1DXmxup5amrVrv79W/SyIgmm/Eb/TjxhRDS/wcLBxnpN4pOl6R5PSoJs/Ga+GIFqVyk+OOuooS7NyADjggAOwdOnStJ1r7NixGDt2bNrqo1DyhnzyQbcaTztFM0l90NNCEvcqKkTx9JKncUivQzCqclQnNKqdJJ1mTT0gUy0xIYTDiGzYoL4fNW01GTkPNXHPd/JCYOkYjtKStNTDpCAImvKkG6Oy2x0n+6HveOYZbDz9DFTfNSWVJqok5YNu0qDTNGu5SHWrloorKkTjlJTwO/2IEoNZQ7jrtel2GvRXLz4IHieLcw7qq20knwXDIE7uEnbhZ8br9WLw4MG2/ygUSoq0J81a6idpxzHtZBfuH3dlPlv/Gf77539xyVfp1/h2CV3wHG+5dBI2jDsVh66Qzu1kM2NJRgX0XYZd1wfdTstkR/err4Jnr71023pcf11KdQBAzxtvJBuR1DGsLKC3fv89AKDp/felHUlEbidJzgfdEMVdf4LEjY13SMbSrBnrNX7Pg0mHyQfdXiANxUII8Zr/U0ywjmxOvgNezotaQlO9M7izI421bFeqRHmpHmNgtyOG9sCfU8bi/IP7ElHcNVjDJjIYI51/UigUkh+3/YjzPj0P6xrXJS6cNBmI85M2H/RUCxk0953Vicabyxn30Y49DolveENIW5BPdW7cuaSaZi1zLTESWCgF1j1+sZJ9xtr9taNQAT3v6ewOtjNJ8px8ctprhR5XXIGKKXep3z27747uxrRsSfzebhMvJg9I6txMCmmL4qII6M7EUdzVphmFwa7GysQ90cQkqwecZIln4q6nMdyo+26nQW+Ltqmfg7EgAoRkWxesa1crpeal53rH80HnHCzcOlcN7ZxsHA16PjwJFAolffzzm3/i9x2/48a5NyYubCJBMDjT2NQRE3cjGZQ+4o6pndWLxhvfjftoz94Runm7qZ+N84fsx+red93zwMqiBdWgUzpGpn3Qu5JE2mQiynWykDnPucpKi0pT6xSSXalkbQX01HzQVQ26IwUfdN3pssAH3XKXoctS25kFz2FnYLgvTeEm3Xc7AZ00Y19Zv1K/j1hR70DDOnR0oijubo611KAbH1OBFNDzYrGGQqGkm45ZDdlgHJs6Vhn0Y7yx7nT4oFvUnUhzn2niXcO0Xt88JYl7R1qZVbVWZbI1HSPl57Dzn1tWvpQcm5lwbvSJz3fyOc2a1oj4u1PUoAPQpVTzDBtm2i8mEYxLf0CS5/W4bXa0L81acj7ojPyYiB17XnRp1lI/3FyP0dTbqmLG/phcJZ6JuwHjCridiXtjSCtnFOLDfMcyBgDo8KQuURR3j9OhXgWeeJ+NpyWFciqfUyiUtJEwGJypM2rPSeSqDGN8ii5uSZWzHFPT8RvaATVxTxOJn4sIH1E/v/LXK5lsTAdJ0sS9C9OsKRr0ZGL/tKv+jNRKyTlm/DED0xdPz0+tUzs06KSA7t13n463IWkNurfDp4rW1iK8ahWARD7oxOufK7e9K1f3s5BkTdybI822daRFQO8gWhR36/vrdmrPaltEW4SIZ1SaK480hULJAzI6NnWViXsnkw6/e0pcSAH9842fm6zwKMmjaNDJa5rW+jNSKyWLSLy6FIgG8MTiJ/DiHy9i3rZ5KdbfRauacSI5m4qmoEH3HXggAID1aWnSvIaAcQDgGbF7chXKqdm8++2bVHFbDXoKJu6bx0/QdsXzQSfN30XotbXZYOKue6RsVtiNJu55scBk54NuvqbGwdVOg94aNee9ZuR6OySgp8lCRzFxd9to0KXt0jlaQtpv/H1rE2LE+00uMO7KUdwpFIo97VNEJPBBT0fAUrs0a6bxOB0m7hbtZozn6mQfdMv2GvfRft2WJOZtRmEyGAtmqjUdI+k0axm2Eo6DQ556hGKh+AXbCRXQ850kBiLSP/WTdZ9ksjVdgsjrhZbS88/HgA9no/9bb6L0/PPR7bLL0O+N19H9iivQ+/HHAACOAj8q77sPvR97FI6SElOdZRPGo8c1V6P/rFlxzz3ww9no/q9/ofzmm5Nqq5UGPdXJRGTDBvVzfB90bZ/ZxD3L6EIzpmxG0aB7Oem5SSZInEJ3XrIsyQoNeiy+DzoZ3b0tpJ9g1LVo7Td5B2QxEyZMAMMwYBgGTqcTAwYMwE033YRQSBvsf/jhBxxzzDEoKyuDz+fDkCFDMH78eEQi0jWYM2cOGIZBY2NjwvOFQiFMmDABe+21FziOw7hx4+KW/+mnn8BxHPbZZ58O/EoKJfsQOyQ822D2t0n9HLbtysC4l41jKtWgZ5yIoB8/7Rb1c4bOGOht5tGqBl3IjAY9M57tlCzEvnMjzWTjmcJaV9tFq5q6lzI1H/Se/74WrF/SkHuJyadvv/105UpOO9W2StblQvd//jNhM90DB6LHVVcmLKdgpUEXIxF9DvYkfNBV4vqgkybu7V2hJw+JH7gu+XqUD5bR66y/M4xcPMulsmSw80G3uKbVbVIO9B7eHtjcshlR3lpAb4m0mLZ14wXUcUA41hEBPT2TPEWDbueDzhA+mS1hHoDmusETl0sXJC4HnoUTTjgBM2fORDQaxW+//Ybx48eDYRg8+OCDWL58OU444QRcddVVmD59OrxeL9asWYP33nsPPJ+62w7P8/B6vbj66qvx3nvvxS3b2NiICy+8EMceeyy2b9/e3p9HoWQl6e0bMqDB6wwfdK2Q4TPxnfqg5xipa9B5MfWxJFWifBQP/foQDut9GI7sc2SSRyXpg64Wz9wCDsNaz0syrUGnAnrek7gzIwNI5fxqmgXGKO6MKzM5C9OBlQZdaGlJ2tRFNEzc4/mgk9p10WjinnVk4Wp/FyOKIuZXzQcAHFhxIDa3bEZMNL+/W1u2qoI8Sbcs0qCHE2jQAe3WNwciAKyzHeRaHnS3242KigoAQJ8+fTBmzBh8/fXXePDBB/HVV1+hoqICDz30kFp+0KBBOOGEE9p1Lr/fj2effRaApB2Pp3W//PLLce6558LhcGD27NntOh+Fkl+kqEHP+jRrWTimJpVmjZIMoihi6vyp8Dv9uPFALa1gV2jQ31j5Bt5a9RbeWvUW/hj/R5pr71wNOmnRqgSJoz7olI4Rp3MjNeipRyPsqlXN5H3QTVHc42iVuxorDbrQ2opkfdBjO/TpY15Z9T8c+faR+HDth+aTGQV0XUOywQc9CQ36LuyDvrVlK7a1bgPHcjik1yEAYNKg17TV4MT3T8TrK143nSUtAnqafNDDUekd9TjtXTIc8ir2h8u2xW2OKIoI8UEp33s00Gn/Ohpg888//8TPP/8Ml7yAWFFRgerqasydO7dD9abKzJkzsX79etx1112del4KpbNIazDcjGTKMY7xGUyzZpxLZJ0POgz78mGMzxDEvdvUvAnvrXkPry5/VTcvMAqTnSGgG1O7JkXSPujqAamfI0l0rqIx7Xq5GEkBFuKpBp3SHpIYPMIrV2L81zxmHcam/rJmhYl7gqJGDXoWr8RaadD5VqP/sL05emx7jW7Pu+s+QH0Zg7lb5+KUwacYTqYN+qs4J/aACIhApNWB+mkvoOzya+HarXfyjU+bibvFM5XIXy6v0qyRn+2tGuqCdQCAXv5eKHIVAYBJg76sbpntabrJC1cd06Anp90IrViBxg8+QPd//hNcaaluHy+Iqom7RzZx5xsbUffMMygZNw6e3aWAjGV+N9ACNLSZV6uVgHCiKCIshDBxzvEd+E3tY8G5C+Bz+lI65pNPPkFBQQFisRjC4TBYlsVTTz0FAPjHP/6BL7/8EkceeSQqKipw8MEH49hjj8WFF16IoqKiTPwErFmzBrfccgvmzZsHLosXMimUjpBeH3SbPjBX0qzFC0DX2SbuVu1Vp7D5tAifKbTrR7q1hfgQnA5JmOwKE/f2RYpP0sS9k3zQmz79FNEtW1B6/gXqZi/jBBChGnRK5hhx3QycvEjEhG+EjOXz61LakQe9q7DVoCc5QMdqa3XfeXnhzyqIBcMwEORqXiAC4W35oQwNsz7BlssvS77hnUW7NQl5gOGeB2IBAIDP6YOTlQZfowbd47A2BQc618R9w6mnoeHV/6HuscdM+5Qc6ICmQa+59z40vPo/bDjtdHWfN452PSY7ogs5Nnc7+uijsXTpUixYsADjx4/HRRddhNNPl36zw+HAzJkzsXXrVjz00EPo3bs37rvvPuyxxx6orja7LHQUnudx7rnnYurUqRg6dGja66dQ8hrT2JTWyjNYNdnuLh5P413DjF7f/IPM3EL6SJsE9HakIU6VTknllmbFG2llw7Asqq6/AXXTnkBw8W/qdoccuylTcyi6RJ73JO+/069WtPRhTe402Wvibozins2wbrNAJQQDSNrEvUGLyA8AvDym2QUPExgpEmVhTFC1tZEWeaV17boUW59JE3eaZs3425X0KF7OC46VunKjBYwgWi9OeUQRfjENGvQUzTsjGzaatoWi2gRBEdBDy5ebyimWL4yF9ksQpN8iAnCzHvz3qK/AANijV3FS7UoHSiT9VPD7/Rg8eDAA4KWXXsLIkSPx3//+FxMnTlTL9O7dGxdccAEuuOAC/Oc//8HQoUPx3HPPYerUqWlrOwC0tLRg0aJFWLJkCa68UgpsKQgCRFEEx3H46quvcMwxx6T1nBRKl9CuYaKz06wRdFqatWw0ce+6NFo5B3HvSNdVnYBu9EFv75w/Bci2JI3l7e68NGtiVJszk8J6tK5O/eyIZFbJQQV0iorAShP8lm++QevceSi//Tawbru83EBk82bUzq5Bt75OpD417URySIPOei0E9EAAyV7g5jpr/1y7NBACC0AA/LlyjegYrRKIyhp0zqear5EWMMt3LsfV319teaxPBNyyurljUdxTw9Gtm2lbKCYNck4HAwerROU3HxvPNYUnTNwZhoHHIb0wXs6b1S4tJCzL4rbbbsN1112Hc889F16v+aUvLS1FZWUl2trMafM6SlFREf74Qx/A55lnnsF3332HWbNmYcCAAWk/J4XSFWQkw0NGu5lMatAzV3XKJOOCTkmKhpCmrAnyWq7zrvBBb5eA3sU0f/yx+lloIdwFwtrYywYjgMiYBHS+tRU1d00Bjjm6Q22gAnq+k4KGS2Ckl3XrlVcBAFz9+qIbockxsu3f1yG0sg0tK3tgxKXpaGwKpJBmzeiDns0wHrOALgaDgM+gnbZIsyaKIt5c8AJIT/OAvL5i5yOjaNgLeNnXuSMa6M7wQY+XZs14TK6SZJo1nQadMWvQb/jhBttTuEQRbvk8mfZBFyPas8d1KzPtD8kB4twcYcJucRsZwz1++aID8cAnvwOQ/NgB8+MrirkV/Pcf//gHbrzxRjz99NMoLCzE0qVLceqpp2LQoEEIhUJ49dVX8ddff+HJJ59sV/3Lly9HJBJBfX09WlpasPTPVQCAfQ4uB8uy2HPPPXXle/bsCY/HY9pOoexyJPJBN45NafVBNxRLpw86TbOWl9hq0A1zwdt+vA2je43GlEOnZKwtKadvBpCyD3qaB/rq2+/QvgiaAitQr7mRMoIAT8RhUnLseOppNH/6KVo/+qhDbaACet4TvzMjTWAFBvA1ag9aePWauMeGN2zoWNM6i1zRDgNgLQR0IRAEzIpHE9Vt1ShUFkr/fhxu7jsfYZfUMVsJ6GE+rPqgF/CiXhjMAlpiAYiRZjkAGk21YkTng26hQd8Z3Gl5HAC4RcnMHci8D3qUiIvA+gtM+xUTd48zvo+hcuuVJ2DfPqXYp48UcE55xQXDAC5ABJtDqheO43DllVfioYcewgcffIAff/wRl19+OaqqqlBQUIA99tgDs2fPxpFHHtmu+k866SRs2rRJ/b7vnDkAALHJPjI+hZJvtE+DTtOsZRyaZq1dvFFYgEVeDx6ECCWxbn2oXt2vLOYDZmvKmrYavLfmPdx04E0pBzlNBjs3u/TRuXPWyM4duu9lrUC4WD+HCq9dm5ZzUQF9V8Gmb9vWok3MBBboszmgfg+viS+gs04nVN10Nvug57gGXQgk54O+YucKVUBnhg3CRm6OWsRKQG8ON6sCupdPx/1Lnw96DMCh864BACw+fzGcxD59UeqD7uW8cMrpPkgNerxJ6O4xEa50COhJWOjEarTMAmLMbE6n5EDXadAtYAxBgtxOFoUeDgCvmbjbNS8Lefnlly2333LLLbjlllsAAKNHj45bx1FHHZVSyqiNGzfqN1QtiVt+ypQpmDJlStL1UyjZCvme5H6atVTqSaFMVvqgw7BP36ZqhwMXVZaj+Ne78XjpC+hV0CsTDcxq7u8uWaaNQQAnyduS1aArZMTtA0BtoDZxISu6IM1atKYGVTfdjNLzzrMv9OaHuq/dmkVsqNDPoYRQEOmAhkXMd9Tn2frh3dCsacF5FuhZq7284XXr4g5kjM4/vZNnwqkMsIQG3XvA/hloTPqw1KAHjS+7tZn38vrlKAhK1yXg53QdLrlq+sivj+CiLy7CztBOyQedJMMm7oFoAPctuA+/bf/Ncr9ybCuRAq4x3GhOtWJ77iyWyJLFzsTdQCIfdOO7W+IuUT//IxhLkwY9sXYjVq+t5JPm7grJa9D1QeJcDhYFbmmNWYhj4k6hUChkOqnsTbMGrS6aZs16n6FN3/m92ObksLxlE+ZunZvBRmY/5EhORk6P54OukKl0a5ubN+u+J784lqKJexqofewxBBYuxLZrrkn6mG4tZj9+MZievOhUQN/FIV9igWHgDRCDWDgMvrHR9ljG5cpk01IgOQ36bs8+g34zZ3ZGg9qNpQY9GEhqgK5pq1E16G1e/X6yU35l+StYtH0RPtvwmapBF8TOMR97/LfH8ebKNzHhiwlxy4VtBXGaZk3BLoq7MgAaTcve/du7eOWEVzDt6Gk4MAZNg57hIHFiWHv2xGgUq2pasGGHFmhFE9ATadD131mWQYFH+t2aD7p+sE6rpizLOfHEE1FQUGD577777uvq5lEoXUrGU8jSNGsdpx1p1lYT81AytdiuAjnCccT9U1zggPhR3BUylW5tc4teQM9YULo0uEDw9Q2JCxno1myeawmhHBLQeZ7H5MmTMWDAAHi9XgwaNAj/+c9/TCZHd955JyorK+H1ejFmzBisSWBiTUmG+BouRQsHyD7oAf1Luuaww1H7xBOWx+oE9Cw2cYcSJbp3bzBOZ/yyXYy1D3pyJu4tkRYUyAL6Ty3LdHVYrZo2hBpUDboowFJbWz15MlaNOhj1/3stidYnNnH/etPXSdUTYLXjpYmVjQncLmzibpUHXYSoroQL0AaNa/a7BhX+CuxXvh+O7XssAEbToAuZNXEXI0Rci2AYY6fNxdGPzFH7fy1IXGoadAAoVDTo6qKE/hg+L56H5JgxYwaWLl1q+e/yyy/v6uZRKF1KxwV0m77E1kqxI1p66zGe2JBkhfHKWfTdWWnibtynb9Mqlzana4umP7tFtkM+1U5SQI9aC+hKyl1lUV8hUxr0LS1bdN+Tfg+TNnFPn4sJ47HPWmVHtxbRJKDzhNVgR+gUAf3BBx/Es88+i6eeegorVqzAgw8+iIceekgXifahhx7C9OnT8dxzz2HBggXw+/0YO3YsQmlaichXgrFgh0xUA2FtxVFgAX/AENCB57Hz2ecsj80eDXp8RDkCI+OIr6HLBiyjuAeS82eJNTagRO6TP2z5SbfPatW0urVa1aDbDcON786C0NSEhtdfT6oNdiirsztD9oHLSIJE56xbXKCBYlSCUbMGHdBWqMkFUAdjfvY7S4MuhLX629q0Zzmg5BCNWWjQLW6zVbq0Qo80OdN80A1B4owSex7Tu3dvDB482PJfWZk5ej6FsiuhCCZAhgJXZXRsyqQGPYvG1HhtsdgXA7DWuWsL6AHCHTAZAV2RF7ycPo1npjTbxhRrGbdk6QCsSy+gsz77oHmhAkn+KWs2uM+IYlzL45Tak5ZaEvDzzz/jlFNOwcknn4z+/fvjjDPOwPHHH4+FCxcCkH7QtGnTcMcdd+CUU07B3nvvjVdffRVVVVWYPXt2ZzQxJ4nwERzyxiE47t3j7E05DRouY7lQgDRxB/zB5AcuUkAXhU6OlJ5CmjXw8svDZr9Hh50Puv62GVe5pc8l66ToklWlQKtPf00UIZecmGxo2qCmWRMFBnptrbFhSVw7G5+5LzZ8gUPePAQfrdNSTrjYOIs7DIMgYc4WFaJxNLWM4Xx5IJAlmWZN0aB7Oa+qQQek6xUTYrpBwzT4Mgy8svAa4kO6KK8pNtaybboShIm7QPigt4alNoVlDbpOQLe4jQwUDbqG4oOuRnGXfxMrtyctsQ8pFErOQwoGYT6ceuqnTk2zhs7zQc+KNGvk+Y37DO0k2rTZySFMzE12RQGdVGaQd4s0cbfyQfdxeuEzU9HWWyItuu/JLwSk6IOehoUmoU3//Di6d7csd9d5Diy6TArg2r1FhAhRla3ESCRt702nSCyHHnoovv32W6xevRoAsGzZMvz444848cQTAQAbNmxATU0NxowZox5TXFyMUaNGYf78+ZZ1hsNhNDc36/7tamxq3gRe5NEQbkBMtHvotQelbeFCrD5oFBqJRY9Qm/byiAxUE2n3kCG6WsyBygCGMC0SwtZ+LdlArmrQ2cJCAEDr999j3R2zwEfjd0A910v+M2t6m8tFhShEUdR1jrXBWr0GPU5Aso5YS9w490YEY0Hc/uPt6rZCV2HcY2xN3LNptb+LUYRqn9Nn0qAbJ59Wq9ZlgoBKj5S/b1HNooy1UyQ06DGin2gJSW0KxZILEqfAQFQfg0KPFiSOFwTEZAFdEfb5XUiD3lFiQqwTUuJQKF2DsQ+85rvkA0FJJOhL0jE20TRrFhvt27nKMC9pjexaPuhhIYoT+mhR66PEM2qnQVcEd+McLFM+6O0X0JMlfWO8UfPNdbPOb7yhHBB7SvvK5J+njJ1iGq2+O0VAv+WWW3D22Wdj+PDhcDqd2HfffXHttdfiPDmUfY2chqe8vFx3XHl5ubrPyP3334/i4mL1X58+fTL7I7IQndYr0TPKMNh21dUQWlpQfcut6uZIQHt5WAFqkDHXwIG6w61MNsi0R0Kgs10RUvBBVzXoOSCgs6wqDHOEWWp0ZysCtfJgZOODXlon3byN5do+UlMdESKmSYrqgy7q/5pIykIisQ+6QjyN7d3uKK6o6Kl+1/vP72o+6Ejog+7lvGAZFhwjCatvrHwDjaFGXVnWIrgeA2B0970BAD9X/dzOpqbmgx4LaZ9bQtJArQaJ4+KbuJPvufJJEdB5UUQkJrWFY1k4HVIJY150ijVhUcCq+lXY2Lyxq5tCoWQE49i3aHuaFiW7JM1aOnzQLcpkpQ86DPu0Nq2WlUR+eX7SFtu1NOi/NK+HQNyvmPwxKkR1bo0v/fkS3lv9HoKxoDr36uHtoavLXsnXMYyLJun3QVcPSLpNdvBNmkUxHA4UHHWUZbmQC0BPSbteEALcEc0PPV0B4oBOEtDfeecdvP7663jjjTewePFivPLKK3jkkUfwyiuvtLvOW2+9FU1NTeq/LVu2JD4ojwhEA7jnl3vU72RAKB3E4EHmIBZ5HkIwCL5VE9BdvPSwAYCzlz6XJCmgC5EIxGhUlzJJSFNagaRJYeKtadCz38Qd0LToRvMaIaq032zmLYoiihqljm8nsTD62klacLcIHzEFi1M06ExMMnEXbWyCRT6J1dUk0qwphPiQahLEt0qDqmJe9K5Lfy6diXvCNGt5QJJp1hTfcY9Del7KvNKCzjvznsXMpS+q5foX9cfZw87WHRttAwQeGF7QFwBQ1VrV3sZKf2yuvxiN6voG3sLEXQ0SR2rQdZdAP3mTNOjSZ5+LU8tE5GfUxTFwyBYYVIOeHE3yZE6Ja0Ch5BukD3q76JQ0a0RdNM2a9T6iTbWyVeQweVxpi+xaArrTEFtGecKtFCBT5k9RF+45lkORu0i3P1MadGNk/YyZuCdAjEQs07ySKHJO/1mzMGzxbyg952zrggwDV2ExmAI/AKD3Tk0GS6cGnUtcpOPceOONqhYdAPbaay9s2rQJ999/P8aPH4+KigoAwPbt21FZWaket337duyzzz6WdbrdbrjdqUfcyxee//15rKhfoX5PNZ3Q1iv+hcCvv+LUgGYGU9wmgpWrcVZW6MorD64YjWLdsWPAeDxgCwrU/UIgs4Gm4pNgsFIWJnLAxB0AWLcbAszmNdGgvYYxGAuirEW6eTsLpZ19CvtgeNlwtUyEj5gidSrVHPipB+JNAsSYzbWMpXd1VRAFTPp6Eia17IeCO56Ee/BghNesQcX95nRQuokVTbOmogx0LodkJVHpr8SRX1bjHz+KqOn+CT68RERPfwU+PvVj3XE7nn8BdW8AzoKeKDpFChTTEtWboaWDaE0N1v/9FAiE+xEf0e5lq0GD7uZs3k+eBzj9UKVcCVKoVwR9l4OFg6Ea9FTIjaVLCqX9ZCy9kwJNs9ZxUkyzFpX7+RI5CMmumGaNJCYv8JDm7ST1ISm6eJm7rNOiuGfexF0mXhwcnsfaMcdBFAUMmTPH0t1VFATw8lzFWd5TmofHmfd6OS+48nJEW9fjgZd5NO72FsrPH597GvRAIADWEGTK4XBAkDWbAwYMQEVFBb799lt1f3NzMxYsWIBDDjmkM5qYc6xvWq/7bu87aL0y2frDD3L6Lo0+UowxsOU94Cgu1u1TBPRodTVidXWIbtmi06qL0QwPfiaSM3EXRS3wWS74oAMA45WEJu8++8Cz557q9lhAfocsTNxbws2qL8xOeWHUy3nBMIwaQCwqRE3mRT0Iix4xEoHdIqqYlICevIk7APxS/QvqH58OiCLCckrFmltvM5Wjadasf7tyL5WBtsJfgT03SmUrdsTgDQMezhx0MLD4N+n4Vg5FEelY4yCafFPtTRMb352lE84B6FawFRN3JZq7XRR3MSo/s2qaNe22k0K9Iui7OBZsDmjQRVHEpEmTUFZWBoZhsHTp0i5rCxkhvz6YnhQx7WXKlCm2C/NGJkyYgHHjxnX4nAzD0IC0eY5x7DNGsU5McoF4E5aPewqaZi3xPq1NMbmtxbIsYSeY5itBQ3Ye5QknA8SRbGvdBgAo9ZSaMrt0loDeMRN3KxK7R/BNTYjV1oKv2wG+ocG6llBIdeVUlY+EYqDgyCPhHjIEP54yAADgdXrBVWiKzPp7HtDqAcD1qgRbpLdSSJVOEdD/9re/4d5778Wnn36KjRs34oMPPsBjjz2GU089FYA0OF577bW455578NFHH+GPP/7AhRdeiF69eqVl8M1H3A699YAxvVBHcOy1uyokKoRWrpIm14QvMpnrL2vlItI0OweiuAOSBh0AHKWlGDDrXZTfORkAEA1oHarIC4i2Sb8n1hRAy/o14ATJZL1R7luUCYjyrIT5sMnMz0N+FQEhYmOqLF/HWH09+NbkV6kTDZg7ixJ3wroOfRdSmCdCuS7KAow7yKMnseDiigE9m8zWNWRU9UL5GWkOpy/IZmTrNoiiiGiV2WxeFbYBtIRjCEV5fPpHNQBgUA8/UZD4aGGWpkR0d7CMOo4HCU28qkHP4phnX3zxBV5++WV88sknqK6uxp7EYlxXUt1WbXKFyVaeeOIJvPzyy13dDEoOoPSXpe5SAJLVWVrNejM6NmVSg565qlMmGRd0AkVtsKtq0AMGYVcJEmfnqqQI6CWeEl3mFyAzJu4RPqL6witB6TJuyWIFMQci5yBCKIRoba30mQhmq8SBYgiZgevZAwM//gg/HiX57vs4H2JlBjfUUEh16WO9Pgz86MMONbtTTNyffPJJTJ48GVdccQVqa2vRq1cvXHbZZbjzzjvVMjfddBPa2towadIkNDY24rDDDsMXX3wBj0XaKYpZQLfVoLcjgAmzxzCwPr9u287nn0fozz/R84brtaqJBxqdHf03yTRrZPq3nNGg+yShScnB6KyQ3D5iqoDOYPNLSxBYW4Heh9ajatYsiLG3AQANBYAgaw8VAd3lcAFRY7A1M6LAY9vPBdb7+BiEQABrDh0NxuXCsGVLzXmpdQp06UtDuMFQhIHL4VJzcQYKnQDityvCR+zTsChtUDdn60pRCph80GUM19sooP/jtm/hJtZDTvpVwLhf1mH7lntRMfkOrUrivS1gpf613Rp0Mi0QgIZ33kHNnXeh9NxzEfzjd3PpqN7E/c9tTahrCaN7gQun7NNbK0i8t9oxhAaFVPrIfyMxzZddMXfns3blEFi3bh0qKytx6KGHZuwckUgEriQyMBgXcRJFc49Go3A6nXHLdAbFBksvCsUOZfwr8ZSo41IgFkiYUUTFtivJRJo1ow+6oVjepVmLM0+Nk2ZN0aAXKRr0WACCKFgERc1PjBp0RfRNpEEvc5d1igZdmVcwYFDsKkZLpCWFYHTJ+qDbF1eLkEI5kZFq/f/9DdGtWzH4u281F1inU5MVSJlB1qaTwXnf2hTG6cR51v/9FFTcLlmBsh4PHIVJ9i02dMpTXFhYiGnTpmHTpk0IBoNYt24d7rnnHt3EgWEY3H333aipqUEoFMI333yDoUOHdkbzchLF71QhoYl7Cgh9KsD6zOZfbT/9ZJlurZ2n6Rx0GvTcENBLzz4HvoMPhn/UQQAArpsU/CsW1l7XwFppglG1sARiTPuNZIA4RUBXBDirKO46eB4ib9PLRWOIyIEYxUjEZLpshzGaeKmnVBXOAaCUNyzAWSyi0DRr1igr0U7WCVEU4Q7o7+24X6Rr1vD667rtpIBeKAeYa422piXFVu2jj0nnfOMN8I1N5gKkBj0UxdItjQCAvmU+uDjt+dYFtIzqf5dhCmlaKHJzDijxILPVxH3ChAm46qqrsHnzZjAMg/79+0MQBNx///0YMGAAvF4vRo4ciVmzZqnH8DyPiRMnqvuHDRuGJ554wlTvuHHjcO+996JXr14YNmxYwrZUb6/DOWdNxP599sfY/cfi0/c+xbDBwzBt2jS1DMMwePbZZ/H3v/8dfr8f9957LwDgww8/xH777QePx4OBAwdi6tSpiBH3rrGxEZdccgl69OiBoqIiHHPMMVi2bJnu/A888ADKy8tRWFiIiRMnIpSCD5/RxP2oo47C1VdfjZtuugllZWWoqKjAlClTdMesWbMGRxxxBDweD3bffXd8/fXXpnq3bNmCM888EyUlJSgrK8Mpp5yCjRs3AgBWrlwJn8+HN954Qy3/zjvvwOv1Yvny5Um3ndK5hHjpuSpyFaljYmp5s1NNs9YRE3dT5anXlSzZNKbGa4vFPiVkTjGh/Y2XISbfCPJGE3e9D7px8Wn22tkAZBN3NvMCumLR4Hf6VZmlK9Ks6QT0gPZ8RLduBQC0zp2nzotYUi4lNOiMQxLQlefLy3mxmdWbsEc3b1Y16EwalMudokGnpB+TiXuilc44Hd+mHkC/Ou27UOhTtbdGyIdb34DOtiVN0gedJzXoubGqWnLqOJScOk797igpAQDwEcUHXSsrxvS/iTQZ12nQAZz9ydm4eM+L7U8cxx5Y5Hmd0BStqTHFKbDyQTeu5HbzdlMDlQCAK2TorF1OaOvAEpKJlNJV2d3rXdsH3SjExoMMYuJn3fJZRLREWlDsTlEjGUe7obOwkWFjWjtn/LhB/VzmN/RnhFl7dOtWOCsrde85q/usHcexLFgGYEMhIBhENMJCKOic957xes1WJTY88cQTGDRoEF544QX8+uuvcDgcuP/++/Haa6/hueeew5AhQzB37lycf/756NGjB4488kgIgoDddtsN7777Lrp164aff/4ZkyZNQmVlJc4880y17m+//RZFRUWWgqcVF15zJ2oamzFz9kxwHIeH7nwIdbV1pnJTpkzBAw88gGnTpoHjOMybNw8XXnghpk+fjsMPPxzr1q3DpEmTAAB33XUXAOAf//gHvF4vPv/8cxQXF+P555/Hsccei9WrV6OsrAzvvPMOpkyZgqeffhqHHXYY/ve//2H69OkYaEjzmQqvvPIKrrvuOixYsADz58/HhAkTMHr0aBx33HEQBAGnnXYaysvLsWDBAjQ1NeHaa6/VHR+NRjF27FgccsghmDdvHjiOwz333IMTTjgBv//+O4YPH45HHnkEV1xxBQ477DCwLIvLL78cDz74IHbfffd2t5uSWZSJtYfzoMBZgIZwg5QCyp/gwERkdZq1ZM+lfDT6oHcW7fRBl7d5iYXYLjGh7iJCBoVLCFK6L2XhqZe/F1ZFVqn7FeXI8LLhWN2wWndsJkzcm8LSIn2hq1CLhZRsNoU0plkj5xNi0GxdIPIxdb7C2AQfV7TqivuAl/OiwWPWkCvZiFgqoO+6GF8muzRrv7M8VhX6cUqcTqumlEG/Ou3B5wt9YL3WAVSUh89IqlHkO0yy5yOvU46YuBtRBHQxxkLgATZOR1RvoUEnF3Ne+vMl22NFQbCPgxOLQWjR/LtiNTWAUTtnkRaG1JYDQLFLLwC6gokFdKlDTzbNWh4I6EmkWeMFXtV4O1lnwvQhuuoJAd0pOuBxeBDiQ+0T0I33hRTQLTShnM0koJtfbxFELjhsuuBCjFi5AsoALKVZ08qSTwTnYCAGg9h6yCgoBtir0DkMW/wbGJuFTSPFxcUoLCyEw+FARUUFwuEw7rvvPnzzzTdqYNSBAwfixx9/xPPPP48jjzwSTqcTU6dOVesYMGAA5s+fj3feeUcnoPv9fsyYMSMp0/aVazfgm3kL8Nk376PvSMli7e7H78ZJo04ylT333HNx0UUXqd8vvvhi3HLLLRg/frza3v/85z+46aabcNddd+HHH3/EwoULUVtbq2ZceeSRRzB79mzMmjULkyZNwrRp0zBx4kRMnDgRAHDPPffgm2++SUmLbmTvvfdWFwiGDBmCp556Ct9++y2OO+44fPPNN1i5ciW+/PJL9JJTid5333048cQT1ePffvttCIKAGTNmqAsuM2fORElJCebMmYPjjz8eV1xxBT777DOcf/75cLlcOPDAA3HVVVe1u82UzBOKSc+Ul/PC5/RJAnoqPss0zVrmaGeaNUWD7hZFsGAgQEw+CFkeEDT81pfEenzx3om4YPcLAEiBY1c16EfAPbrtgXGDx+Hx3x7Xbc9EHvTtge0AgJ6+nurCSfpN3FPVoAfkw4jjYjEIcmweOwEdckBaUoPe7DKv7sVqpd9MNei7MEbBx8o8dWntUlzgjwL+bvDvWIpBFg/y4kEMftzfg1GrNc14rNBrChKn7tu+3bpBXaq5jKdB1wSCXPFBN8IWFkqDkyiCj7Bx/VJ2xNGgAwDLsHHjFSi30T/qALQtWKTti8UgtGmTmWiNzXNgQMnVrVDg0vu4u8J6gU10mrukqBAlnHGyyByvsyF+OjnIOR1OiCmkORR0mm0RRa4ihIKhDvihk5Vb+Y5rOG0WCssK7AV05but7QQxqXOwufl8rF27FoFAAMcdd5xueyQSwb777qt+f/rpp/HSSy9h8+bNCAaDiEQipojne+21V1LCOQCsWrcJHMdhj5G7o0VeGOs7sC9KSktMZQ844ADd92XLluGnn35Szd0ByQw/FAohEAhg2bJlaG1tRTdDukjFzQ0AVqxYgcsvv1y3/5BDDsH333+fVPut2HvvvXXfKysrUSsHAlqxYgX69OmjCufK+Yy/a+3atSg0+A+GQiG13QDw0ksvYejQoWBZFn/99VfS1hOUrkGdWDu8KHBK41B6o35n8v53Vt1d/QynFiVO0aBzADjGgYgY63i++xzC6IMOAFVtVWoK5iKXOYr4wZUHg2EYs4l7BjToNW01AKSFAuVzxhZQ4lnSWvigk9vEWAxixGzirqvewUEURZ2Avqq0L1b2ZjB8myb/RKul38mmIQ04FdBzFMWfSsFKg72haQMKAyJGbBEhNq0wpVXj9xiCB/6+AXvHugGQfDEEADG/xxQkTqHlu++sG9Tpvp6Epk4Q0Prd9/DssQec5T31xXIwirsRhmXh8LvBt4bAh1k443RETYQCTxHQL9j9Atw671YAgJ/z2+a8Jhczuk+aoBPQRZ6H0EoK6NVWLdV9DixaBL51k65EoVOa9A6sFiEygCekXywQLX6bJKAn8kHfFUzcNSKBVhy4WsCf/RjJxD0F4Vok40gIAgpdhagN1qI50o5I7iIQCzMI/lWHgpNiCa8/J/DghBgOrFmJP7oPRKtLemC7+ZxonTsX7iFD4KysNFkE8E1N4NQ0a6LOxF2nQWcZMF4vhi3+DatqWhDlBQzo7offndxQF4zyWFcrPecjKotSEvjtFjWToVV+tz799FP07t1bt0/RPr/11lu44YYb8Oijj+KQQw5BYWEhHn74YSxYsEBX3u9P3WZXSMLyxFhva2srpk6ditNOO81U1uPxoLW1FZWVlZgzZ45pf4lsFZQJjMHrGIZRU7omQ2trK/bff3+8bojdAAA9evRQPy9btgxtbW1gWRbV1dWorKxsf6MpGUfVoDu98DulZzm1qN8J0qyl1QfdaOIeR8sdl3jlbNrdlWnW4pk1W1jJKUHiOFGEk3Ugwsd2SQ06J4rqtQCAncGdAMwKEQAYViZZPnZGkDhVQPdVqG2Kd3/41la0zZ8PCCK8PXmYw5BaPY9JaNCJ+QTf2ISWb76BZ8QIdVvzF1/CNWgQgDgm7hyH6rZqxMQYOIZDqacUYBg8e6ILT8zQlB7R7dJvZrxUg77LYtRMWqVZa422YuprPHbbCQBzTfsjHukFLfZrAnrAAwgMD9bm4Qr88ot1g7pQMGqd8wO2Xn0tHN26YehPP+r2qT7oLJvTGg5HgUcS0CPxFxmChS4oJuKKgP5/A/8PrZFW3LvgXtvongAk7ac6FjKmfXyzJgTGttfGbUd0+w5sOv9a9AGAW7VuptBViH7OCjzwsrwgZLwlFn7LUT5KuKDn5iJLetAuVv2j03DjewKWDGTAXcKBT9LEXRRFvQZdFNVAMq2R9qWo2fJDN4Tql6FHt5kJh0pO4HHDjvk4cuGHWFHaD9cdKZkFV65cjC2P3Qm4XRixbJlJg843NuoGK32QOO2zlHaNAePzwVUgIBqJgXd7wPqS0ygLoSjglSYqYc6FAk/nRCrffffd4Xa7sXnzZhx55JGWZX766ScceuihuOKKK9RtpEa3PQwb1A+xWAx//P4XBu49HACwef1mNDY0Jjx2v/32w6pVqzB48GDb/TU1NeA4Dv3797csM2LECCxYsAAXXnihuu0XuzEmDYwYMQJbtmzRCdTG8+233354++230bNnTxTZ5LGtr6/HhAkTcPvtt6O6uhrnnXceFi9eDG8HFmkomYXUfCkCempB4hKQ0bEpk0HiiHZ39Rwp3jW02BeVm8uJIpwMByC8awnocpC4IkFAPWEhuiO4AwBQ4CzAwOKBWN+0Xt2nCuidECSuuk1S5JCm9vFiBGy7/nq0/SDJKo6iAgw1e1rFITkN+vYHHoAYCsE1eJC6LfTHH6h79FGpFjsB3clh+U4pCOjg0sGqZWrIqT9vTNWgd1xA35VnuzlNMiburZFWWTi3JuSRbn9xgZbLr9UjvUCkObh3v/0StqcrfdDbFv4KAOB37tQFMgOg+aDnqHm7gqNA6jT4MAurjujj8UPx/qEMto/QLAgUAR3QzNyNnfCt44nrQj5DLIuBn3yM4lP+rm7im7So3IJVLnRicI/UaAK8O6LdqwJXAZ4fPU07jbyrQBZKmKBZQI8IkcSBeHYFH3Ti+gZmzQYA7LtehIN16AKytcYbF6JRnVWJyAvaZDXWnsmqiFC99Gw1vPVmwoU6FiJGr/oZADCiQbOu8C2TrTXCEXy9/ktTwEK+sRGaDzqgVy5pXzhC461EhQ9Fk594RIigkm2R9E9Y7CgsLMQNN9yAf//733jllVewbt06LF68GE8++SReeeUVAJI/9aJFi/Dll19i9erVmDx5Mn799dcOnXf44AEYc/go3PrvO/HH4j+w4vcVmHL9FHiTCHh355134tVXX8XUqVPx119/YcWKFXjrrbdwxx1SSr8xY8bgkEMOwbhx4/DVV19h48aN+Pnnn3H77bdj0SLpfl9zzTV46aWXMHPmTKxevRp33XUX/vrrrw79pniMGTMGQ4cOxfjx47Fs2TLMmzcPt99+u67Meeedh+7du+OUU07BvHnzsGHDBsyZMwdXX301tspRfy+//HL06dMHd9xxBx577DHwPI8bbrghY+2mdBw1SJzDo46HKQlziXzQM5pmLYM+6HapS3VlMkx706wRJu5OWeDcpQR02cS9iNePl3VBKchngasAr5/0ui6ae7/CfgDQKXnQt7dJrpAV/gpwrLTEHk9AV4RzAOCbLeaY8XzQkzRxV2LjRNbqF7fDa9ZK1bhtFvMdmoC+ezctGGjIqRejo7IbcDo06FRAz1GSMXFPZL7V5pKOKfFrAnrIZX6Bik5KYhmrCzXoXGmp+jm8Wh+ZUtGgMzlq3q7g8EsvOx9hTfe69OjdsWAPDm8d6UB3vyagk52ysTNWWNeLQVhWTYo8T9xGBu7Bg1EhB1sCDAJ6MAhRFNH04YcIrVgRt+1lLQBEEUf9LqB7TRA9HCWmMhX/uVs6azQG1uAukVSQuF0Ng+m1IGvQo2WFWDbA/hoJJgsFTUBvrwZdgd9Zb+4HLBbGrN7EPmXaYtJrv79srruxUf3MQMTDZ4wkvhOnI97zAtmsvbYljJU1zQgnIahHY1r7lbzqncV//vMfTJ48Gffffz9GjBiBE044AZ9++ikGDBgAALjssstw2mmn4ayzzsKoUaOwc+dOnTa9vbz6xN3o3rMbxv99PK6ZcA3OuOAMFBQWwJMgyM3YsWPxySef4KuvvsKBBx6Igw8+GI8//jj69ZMmgAzD4LPPPsMRRxyBiy66CEOHDsXZZ5+NTZs2oby8HABw1llnYfLkybjpppuw//77Y9OmTfjnP//Z4d9kB8uy+OCDDxAMBnHQQQfhkksu0fnQA4DP58PcuXPRt29fnHbaaRgxYoSa/q2oqAivvvoqPvvsM/zvf/8Dx3Hw+/147bXX8OKLL+Lzzz/PWNspHYPUoCvCQmrCXL6lWcvCMbWdadacqgY9hSjheYASxb3QsKCtZMopcBagwFWgjvGApjk35opPRYPe/MUXCCxZkrCc0o5u3m5aFPe0L6CkZuKeCNZlH8V9Y/NGAMDQ0qEQ5Hlq2CCgC/I8OR0adGrinqMYTdytorgnFNCd0gtZXKQJ6DsLGbgMArqrX1+4hwxBeM0a+8pS8PFLN6TpdWjFSnjIVDf5okGX01AJERamW82yaI40AgDKPGXqZp2A7rA31RWU/oUUjJWUdJzWRZBCkhAMIPDLL6i6+RYA0EXZBgAhoC0gdWsR0a8WuOJTAfh0JsRPT9c3wOPWpWxzR4Ag0bdFdIFQdmUfdHuNijIAiU4OkThW2QLpfw4Agqj6qbXL3NOQVs1oHuYoLNQ9NwDARLRno9jrxNfXHYHQ4wuhDNt7egYCWKo7hm9sVH/zI/8YCc+eFVp9xKUgNeiFHu3ZjcQE1LWEsVtZ/CjrUUITkelH6dprr9Wl+GIYBtdccw2uueYay/JutxszZ87EzJkzddvvv/9+9fPLL7+ccjsqy3vgxbeeR0QU4Ha4sWnLJtTV1ulM1+0spMaOHYuxY8fa1l1YWIjp06dj+vTptmVuu+023HbbbbptDz74YFJtN/5eK3/32bNn674PHToU8+bN020z/r6KigrVcsHIhRdeqDPJB4CDDjoIkRQmgZTOR1FqeDiPKix8uPZD/LDlBzx85MPtyGAhk9Vp1pIpF8/XvZN90FNNs6b6oANO2ac6E9HIO4tX/noFHMvhvBHnJVVe8UEvspl/K8EQD648GLPXzsaA4gHqvoghh3qy6emCS5di27X/BgBs+eIJDCoZhEElgyzLKnM3l8OVlAY9Me1Ms5ZCGlq76OuuQQNRG5BicJX7ylVruxhrLVuw/uQyusSDCug5ilGDbmfiHo9Wr/RAez2F6D39CXz43v14fWgdrhWlh7nfa/9DaMVK+A87DLv164e6adPQ/JmkIYg6gG9HMjhhcdcLRHxTo/pZCBssC2KSgJ6rEdxVZIFZFAEhpr/mDMuo2gFykkFG8HSx9j64ojruCdoXJSCXnYAeCCBMmAiJoqgzidUJ6M1Anx1am4Wg/h45hgwC43JJiyg8D09UL6BHhSggiljn5FDMiugOC7JJC9AZmAR0eQByORGJ06sbc5OLgtDOgEnJwbjd6PPiC/j111UIv/ka+rVsB9OiLah187vQs9CDZW07oDyh5TXmFFt8Y6M6Wnk4/W+3i+LOOVi4HKw6kCYTg4I0cbeK65GPfPvjQqyMRDF4xBC07mzFvZPvRZ9+fXDEEUd0ddMolLRB5i9WhAUl2vXTS5/GbaNusz0WQOIVu7xJswZIwk4X9H+Wadbs92km7iI4WUDPVQ16Y6gRjyx6BABw6uBT4XMmFvAUAb3ATkCXF9+v3/96DCweiJMHnqzuMwrottl9DLT++JP6+YY510FkGPwx/g/Lssq9cLPuNAnoFqSYZi0RRhP3fq+/huDy5Wg9YBjqvpBcB7p7uyOsWthZv2PuYcPx8e9VSZ/Xity2+92FMfqgJ2Pi3uP661Bw7LHq98UhSSPu5bwoOv54zDt9CLZ1Z9SXynfAASi74HwwDANX377o9cgj6rFz9mLw0lgHGneTVqLFztagy7832saiafaH2vYYj4Z33kHLN98AANp+kjqTXDBx/6X6F9w671bVLIhEES52/FWA7bNXGHeqEWrJqJ2kBp1MtWZECdQmEsIJo/j7sqw6MJIm7mIgCJaI6kwK743rvWj8fI76/V+fCvj7AlLTahDA9hwGhmHAygGWPAZFVISPoCrciHG79cLRvkRpcfJAqLLwQRdiwI5lHEIrV0rbWaOALl80GwFdjEax44UXUfOf/+h3EAJ6+wImiWAcxvZqMG43Cg4/HOsOPAYryvqZji50Mtg5YwZcH2rZIdb8+jUAwD18OMrGS5rKuiemo3WD9b3nCcsPr0u/EKcX2ONPakVR1Pmrd3piigwwb948FBQU2P4DgDaex7R7n8C4w8fh8vMvR2n3Urz3+XumaOhdQby2G7XgFEo8SBN3o8tXXaCuAzVnQoNupLPqTsciQztIygrBwgddDRKX+z7opOY/bjBfgogs7BbY3CdlDljiKcGZgT3gePNjVVYwyhDxTNyFQAB1Tz2N7fffj50vvqhu94WA/dcIqJ46FcHff9f/nvp6nPxNEyZ8zcOxeLn6zhkXBuJh+lnxnkebxajmr79GwxtvJn1Oo4m7b//98eG+URz/3vGoapME7p6+npoLnGhxXoYBu/seuP2DP5M+rxVUg56jmEzcrTToBgGd9frgKNE0rC2y26fbIT2Qbk76a9TOKzAsC8bjgRgKYX2l9FCyXWZaLJ1v8w/6HLuxujrsfPFFMC4Xhi5cgO2yfyEpXGYrl351KQCgf1F/XDbyMv1OufMReRZNvxlW5VhG7WyVNGaAXoNu54MOEJHUiSjuOpcAjgOiUYOJe1C3KhmrqQEHBrEwi+qFpQCW256Pb9Kn8xL2lqKKskWFEFpbURQAqonbGhWi+Cuw1bY+iXwycSeRTNx3LC/EzuUc6sadihErV0BkGN1URozKg57TaVrgAIC2BQtR99hjpu0/rqlFwUEdM3F3uHnEAtJQYvT1YuXV6LqWMDaU9sMJmxbq9u+35XfUfvKMbttuNdKkw1leDkep5LIhRqPY8nY1RpxtbgJp1u506BfiSK15okcjEhN0wn6nB77MAAcccACWLl0ap0QLDjt6NGYfdyT8Tj98Th/qAnVSCpksIF7bjenoKJR4KPMaUoOuELHIJ21mF0mzpmwjA5RmnDSkWWNyW0An5/CBaABIIiFEWBbQfTYKMtL3fPOF4wEArv79UXjssSYBPZ5mu276k6i3cJ8qaQNuniWgEW8htHw5Brz9trpv29XX4O+LpPcqtOhmeGaeCyBFAV0A9NngUkuzJvI8tl11ddLnA7Qo7oIo4L4F96F/UX88/tvjujLdvd1R16IsaJiVf7E+/fHQj9sQ6+AqPxXQcxSTibuVD7rBxJ31+eAg8s+qArosmHsckl2xUfgnGfTpJ6j98XvMaXtAqpPtWsEo0myIRCkLkWIkglAGowGnm60tmgBqaYobx1QtxmjXnvQ1T0aDzrEcREbqmEWB17o6cm7AcRCjUX2QuEAAQqtmqhytqYEHQDJxRmJynkgAeO5EFhcfujcAwDN8BFqrqjGkSsSqPloDYkJM1weKyKw+IRsJ7jTcPxsfdMblQqHBzRwAols2W9Y7a9EWHDt6HwDtN3GPG9dHXo2uawljpYUGffcNS03b+tVKTyFXWQFODiamIPLme1/g4VBS4EbPkkIY8bsdCESk51tI0EdtadBfuHzQoHu9Xts0aACAqiWIyDfQw3lUy5lsMe+P23YKJQXUKO6cxySgp8UsOqNuVhmsO54pfWeTapA4+S+H3BfQSQE52cXyiKx199oMVqTCRj1myxYAUK0uFeJp0Nvmz7fcvscmYkE7oNf6B+RMHQqKnBHkLSYoNggxBqwj2bHI4vnYsSPpc6m1yAL6vK3z8Paqt037HYwDLocLETXrDYPrLnFg74WjMOF3KUPNt+iBl3/emPK5jWS/3S/FkvaYuLM+r05AV33QHZKkrmjS7TToAODs3RuRE0aDN5qLdkGatWjA/PgKbVrH1jY/c/l0082vNVq6JDI9mkqcgYvXZUXR7gO5emrng+51eDUNOk9o0IllS8V/XzBEceeJVGux7dsBhoFoSGxuynMOoGaqFLF93UAfvtuHRVgeUD0jJUH9wu8ElLZov+PrTV/jze0L1O/k8Fv/+uvYOWNG3qdZMxnIEFrjpo8/wfYHHwIAMC4nCizGP+WaG2FFES5Get7aa+JuvOckymDXEo5hS2FPhD3653DwumWmY/rJ1qbOigo4K/QCejToMPU1LMOgW4EbTs7cH/Qs1IIZxBPQY7ygCvJFcu7zfNCgx0X+fcqjxTKsGtk37387ZZdDEUisTNyT0qB3epo1YrNJgZ5GH3TLE3Wy4iWlNGvaLl2QOCUyf476oJMLC8mOxcrcye4uk0oaBcYhXaf+363GuJ+1iYXRCje8Zg22XXcd6p55BkLIWqjeby0RW0hWEsTq61E9ebKp7MjXFuGG93iMfPxLtC1caNoPwBTMWYwZxvQU06zFampM2xKhuMOua1pnuV8JtBeW41tBZLG1B4MPhu+jlqkq6GZxZOpQAT0HEUUx6TzoJKzXq4uWbdKgc7IGnbfXoANAY7hRO28XLrhGms0GIAKxitf6ww+d2ZwOoaRvAKxNgOIFuFI06G6HW7e4Qh5jF8Xdzbk1FxrCTEqXCtUqwEYsBr6hQf2q5H40PoZrDqiAHbxb6oxDfAjfbvoWVzW9oO47/C8R+xVqEUd/bd2ofg7JwqkoANv/cw9qH3kUFm77+YXhRROJIbnqxhsRq64GADBOF34ZnvxLyUBEfatUvn0Cuvme6+qXTdyDER4iw2J7P/3A5QnZn5MrrwBXrn9+YkEHrBZh7ARKB8ugstgjl7FvJym8dy9UTNzsy+cTgvyyswyr9hnJBgyiJAdd8Oh6FL/e9mvQUwwSR9OspU4KGnRRFHUm7py8uJirUdxJDXqyPujhOL/V7XCrShqBcD1jnBxEnsfoN/7AuT8IGFAtms4PAPWvvY7mzz7HjulPIrrJ2gJvv/VkbCHpHDV3TUHju7NMZft++QcOWi2i16LNqHvCnNVDFASA12vxhVgyz6b9exatTl1A55slF0wlh7sCAwZH7XYULt7zYgBkGlY5RpODhSAvfiws3x3pgAroOQgphCnaVqNJoiiKqkmXAuvzgeE0QU0R0BXT9mRM3AEp2qR6HmVRs9PTrGmaO8brhWfPPQHoBfTQH9aRJbORTc2b1M+WJlpsHAFdvvcezmO65wp2Pugeh0cLEifwWl9HBNWzyyEZq9UC60iuBWYN+uZBBXjrCOtuRnBJnVkoFsK1c67FX+URVMmurwc3h3HXwDMsjwvJA7FAmA4Ea/PJB13UfxbNGvSgYBMnwuXC1/sy+GlEcpMuRhRR3yJdz/b6oIu8/bmUgCtBOfja1r4FluWW3Px/uO9M/XPirLTQoAf0K+xKILNAwH5Cw6pCp/2zwcu7OJZVB8VdRajSadDlX58tJu75gvJ8ZkPgvV2RKB9FQ0haUC52FbdPg25HPqZZ63SLtHjX0LhPFiiJtjmhpVnLVQ16qibuvMAjJk8MrK5aN083bcGVsHYEy6pCKAAc1dZHqs9g4k5ao+pwOlFw1FGmzUqGmNCKFaZ9prIx8z0SQ+Y5jVlAj/c8WmjQt7dDQJcVT9sDegF9ZI+RePLYJ/G3QX8DAIsgcQK+uOFx/PfMW7CxuDLl81pBfdBzEFII83E+BGNB02QyJsRMkyzGq0/bEHVqvodA4iBxCpYa9C6YzynCoGfoUHhG7o3Qn3/qBPRcYmPTRvWzdRAN+4E2Ko/dHocHxa5iyzJ2PugezkPkQRe085ATAhtBpfU7LfI239gIdDcL6DVowp8DGZw913y8oGhXY0G4WBciQgS/DWHQa6EIjhfRy20dqCqsBszTzhXayQC7WRbPC0QiUujqhtWI2qycs243RJbBzyMYjF6R+KVkISIcke5DS6QlQWmbtsUzcZdzigYj0uC/vo8Th1qUqx1QjKUsi5W7CRguh2PgysvB+vR9VizA6p5Hh8OBkpIS1NbWAgB8Pp/J2iQWiUCMRRAJ8wiFrNMtBiMxiLEI4GARCTsgxiKICSxCFpOGvEEUgZiIqChCYAXEwjEwDAMhKiAqRvP7t3cSoigiEAigtrYWJSUlcOR6us8c5P017+OlP19CVIiixF2C3gW9zUHikglclVVp1pKsrkNp1roAyzRr1u2MEavWUpA42cR9F/FBJxeVvKKAQVUiTv9JwGvHsDh0uYjduBCio6tRc++9KDz6GLWsaAj4O3Q7CwyWBH4SY0pWhYIjjoDTEBsGkATbrVddjejWRAF99VaZIs+j+o7JcFZqQq1r4EBE1q9PToMe5z2L1my33WdHrKEeL//5Mr7d/K1uu3EOrQjoorKkz4hoLK3ArzscwM70yCFUQM9BFAHd7XDDIaeWMJokWq0Isz4vfAcdCAAIEQvIJg16AhP35oi2+qaetQt80NVTcpzqV2MnoDt3y17pTRRFbGnZon63GmCYuBp06S54OS8u2P0CrGtch+P7H68rY+uDznl1Ju7JKAPYggL9iiyI4HwGTe8f3nq0eWANIaCXectQ01aDmDx/dcYAD2vdPQWVVWGi846qj6SIUCyEiV9NxKiKUbh6v9QieGYFCXzQA9EAOJt4LqxLuqbRRD07A0CUNOjhiDTAJHrvrZsqJPBBl9qjpC/7oyKAgBvwkadiWbS6pN8ccMkNA+Ao7wkAcPbrq5rYhZvNGsiKCskMXhHSjQQjPHa2ReDmWMSa3JZlQlEeO1ojcDkY8E0u1DaHwTKAoy2JULq5iigCTXXY4XAgwjCIeqJgwKA+VA+nw4moNzcnutlISUmJ+pxSOpe7fr5L/bx3j73BMIxJg94xoS4TGnQjnVV3F8UWakeaNVKDrsuDnqMCeqo+6OSi0j+aWzH80wKUNjMYtpVHYQgAarFp/QREN29G6zeasCmGQjoBvahaWpg3adAj9vMB1+BB6ue6IqCHPP9q+frrhO0GNHN4AGj7+Wc0ffCB+p3xetWFeZOAnmKaNb5+Z8K2lF18Mepfekn9zp12Mh797WFTOaOAHrbQoMcEATVN2sL2oB5+bEH7oQJ6DhKMavk8laA+xijuyssbYwFO3sX6fHBWVKD0g9dx6pwL1bKqBl0JEheLrzkh/WO0FF2dn2ZNEVoYjgPDyQsVFgK6a8AA9H/HHI0xW+BFXregYrmaH2fcirLStfdyXvicPjx05EOmMrYm7pxHHeZEwv+HYe01PdYCehMARqfVvvFiBzaVM/CEbZ4NQkAvdZeipq0GUYckoBXFRNvOWPVBJ86lComiiE/Xf4rf637H73W/56aAbmnirn8AXDZzENYlvcsx4vb1efFFbLlUSuHX85abUXjUUdhwxokQWgFWBFrDUt2ppD9RicUP28/KQeICER4Aj82owY0XO3DVRzyGb5PKOIqLLU32I04GHIAB776LhrfeRt1jjyG40wmjuQ7DMKisrETPnj0RtYiXsHBDPaZ88jsG9ijAixcOt2znD6trcff3y7FHr2LcfvIAXP7hL3A6WHxx7REJL0HOwseAZ8/EEz16YL3LibsOvQsOxoEH/3wQfYv64qljn+rqFuYFTqeTas6zhH177gsA7dOgd0qaNeWD0cTdFCUuyQrjlYujQe8qE/cU0qzxxKq1QwSc8lw4HwR0Uglmh7Kg7hBFFIoiylqlK1NIDKXRzWbfccEgoLvbpGffKKCTQrSR0rPOwsfCUny76lPUlDJ44oUk0veQdRNuk6bUrD6fKqCb3eesnkf7Z1QI6ucVZePHw3/YaDh32w1iOAwxxsMzYji6XXwRYvX1QCyGdT0F4FNzXUYllyqgExr0upaIun3GhQdgcAmLAbfbNi8hVEDPQch8nmpaHIMwoww45LyecbvRHGnG8QsnQPRpOxTBPNkgccoCAaC9Gl3ir6n4oHOcGv3RSkD3HbA/HIXmaJbZgjE4h6U/nMkHjTie8EG3w9bE3UGYuItkFPd4KnSLlUpVgy7tq650YVO51FGFiFOzxcVqNHjV/DkWRJlHynetaH6Lo9KxDx3xEG6ae5PuXIqJu6AT0LX9iVw0chLi9zEPPguXzXjo8CgCunZt/IeN1vYXFsHVv79WF0S0yq9zVIhCEAV10S+pZsWEuPsZwgedcTaCF2OoK2GwvZTB8G2ypry42HJRMBgLwuf0wVFUhJIzTkfdY48h0uwE3xqElbjjcDgsBSGv14NtLTycrig8Hut3pDnCYFsLj8GiA36fF9tapAUFt9sdN0BjTsPHgNYt2FYcQzWc8Hg8cDAOVEeq4Qg5bK8VhZKrjO0/FoB5wTotQl0K/WY7Ks9g1US7u7qvi3cNDftIDboDgJPNHx/0F35/AeMGjUOfoj625ZV5ukuee7tLogjVW8/zSCQNepP63dUq1cMLPMRIBFv+dSW8+4y09AlXYBwO1AzthiU8C3ck9bm/GIlAFARsu+Zak8866/WC9UqWa0I0lXfK/Owao887SktQcPjhpnJc9+7guncHANRvnWdZuyInKUR4fZA4QMTWBkn+KPE5MWb3cjQ3J15oiQcNEpeDKCbuXs5rG3VXEfJaCQvNGqYFH6790OSbbtSgf7v5W6xuWG17fp0GXX2Cus7EnbEwcfeM3FsVAD27pyeiYqYwTg5mrZ6Fd1e/qy8Ux8Q9KkdxV1wUrLCL4l7sLtaCxPHEM8Tadw3evUeatvFNTXKaNel7G5kMjWHA9pb8iwqP0XyhWPn+PLvsWaxtXAtA0/z6opJp94kDTsRuBXr3hKCFD7r2+IumBY+cw8rEnfBBd32qd+gvPvVU9bMSlG1jT/l7cTEYhoF7uKQ59h9+mLRDCTUAEa0h7XypTlRFQoNedPLJpv1KWsdglAfr0oIKkib4jpISdVHlg9HSc/fDnoyun+HKyuDwyxOwHY0ptdHrlI4LRPSrGqEoj+vfWYbP/6hGW1h6ZgrcHNxEurZwggWI3Ea670G5b/FyXnUMaI+7A4WSzezdfW/0KZQEHqMGPannPaESIp0+6Ejgg56kIJ2HadZqom34teZX1QedE6WcJoqJ+1NLn0poBZqNGOctX276Mm55RQnnlq+Pw53cWCWEwjoNuqstDIgiatpq8L/pl6Nt3jzsePIpWxP3bhdfpDt/pB1qXjESQXTzZrR8/bXJZ93ZuzcYnyygGzXoKaZZE0P63/DF1m/w2/bf4ratXk4JdGgvfbQcUskliiKueWuJ/EXRoAuoapRks56F1q50qUIF9BxEEdA9nEczcTcI6MoqojKvv+s8B26fPxnVbdWm+pRJmRIkDgDO/+x82/MHooSArgwoXZCTSDX7JUzcEZM6OVfv3hj8zdcY+OknKDn77E5vWzJsbt6M+xfcj60t5qAad8/X562ONxxHZfVqPA06x1j3okWuIsKFhifGQvsz9n74IfR/bxaGLvgFAz/7DAAgBgIQYpopdoTTPw8DP/kEQ+b/DNfAAeo21qu1V4mYqXT2DGH6YfxdYQsfdPLxz8cUUXY/6bIrHfDtv5/63eGWrlXIzWDHB49hyJzvAQD933kbQ37+Cc6ePXXHsxDQRCwyp2rmrgroLINeDz6AAe+/B0eP7up+78i9wQsiIjEBzlIilz2h6HaUlKgTqlW7MbjsSgeeOZk1ZSRg1PR6qd1fn0s6WdAgoH+wZBveW7wV/3x9MdrkfX63A25Oa1x+C+gSyoKXh/MkHSiUQskVFG35o0c9atqm0BZt081rrKFp1jJOEmnWjquajYu/vBhLI5Ig5ZSvmRLFHQBeW/Fa5tqYIYwCeqEzvtWnUYMeL5sKidEHneVFeMPAx+s/xoaV2hhtNHF3DxmMwT/8AN/++wPQxgiRZWBMV27HlHPlLCGRiHX6XgB9X3xBVTSISVnOxzFxN1gBbKhejglfTIhb286Q5LfezdNNt5BHCujbm8PEq6pp0JtD0j0s9qYnWwc1cc9BSA26EkzCqBVXNOisPL8MuIEVtYvRzavPQwxAFfJJDaxdui7AoEFXPnS6ibtegw6H/lFmXG6d2Uo2ctEXF6E2WGuKFmlJHNMvVYMeR0BnGEaNlE5S5C4i4giQdtRxAn85nfDusQcAgC0slLTtggA+pA0SpIk1ADi9PsDrUzWqAODwmANwCRwLQA48Jmq+9SRWPujqgyiKJl+q3COxDzogCbkNhYzumro8WtTzkYNGg3VJ1451ucCWlWkHKxp0UURzQADk7GcpC+hy8DeGY8FwHDy77w7W6YJyB7wjR0oB4pgInIWSKVt3b3dEOC26qqRB13zlGgqlxpn6IOWZTHEx0Cen8wtEeYiiqFodkQL7lnqpT/O7OTgdDBj58QvHeEhJfPIQUdGgS32Lj/Opi1uJUm1SKLmAKIqqVRAplBs16ABQ1VqFwaWD23MS+UM6BV2jD3q+p1mzaIuKdn1Jke73iCRIKboAUkDf3GydtzubMVqvtcXiB4ozatCTyxkORLZuQeBdvYXmK4/zePpkFsUB7X4bo7izRcVwlmsL/ORcIcIBXBJTh+2l8twtEoEQsh5jGJcLjBy7xqRBTzHNmtFMv6IhcRvrg9LCT5mnDE7WqS6ckCbudS1E22UNF8No82e/Oz2iNdWgZykv//kyTnzvRNS0mfP46UzcYWPiLr88SuclsMDQ0qHY3mafdsDoY2EHudKsvD9d7YPOGHxPGU96TEwySW1QijptzLdIsqZhDXYEd5hM3H2DtYWHCKNFcY+HlR86qUGXgsTJ19QmSFz3q67UfWdYVvXvFyJa4D67FVXvyJFSB+x0Ijq0n2n/iUP/LrfFXoMeSuCDbkwXkg9YvV6rdpM1n3vsAcbnAxwO+Pceibf/7228+7d3UeQqsq9PFdCB5mBMnbymbOIuu0UwDu2G+0dLpmH+Qw+Bo7gYgQgPxin5vPmdfgwvG643cS8usvVBJ1HnqHxq99cra9B5QST8xoAYsSD11q9SrNUCNye5BMhm7uFofmvQYwCijNnEPSJE8tIShbJrQfZn5PhnFTR1W+u2+JVlVZq1NJq451CatU1O7b4pWV44mDXofqc/c23MEEYNemuk1aakhKJBd6eoQQ/M/8Vy+78+FVBEGJGYBPQC/TUlrawSZo0BwN19o2o5J0ajEIJmi5XKB+4HAFVAj5chRmtoHA16WGqj7+CDEXMAnx+QWORVNejebjrLU7L/2NGqS0OjNETdUkAF9PylKdyER397FFtbt+KLDV+Y9lv5oNsFiXPIcyyelTQkVibuCvE0sCSWUdy7Is2aGsXdoZm4yyjRo3OZzc2bcdpHp+Hod47Wxej3jyiHd6BmCaGauMfxQQesJyVFrqKkg8Qxbjd6/Otfpu2sLKDzEU3TG7PpnzxDh2LIzz9jyPyfwYwYYj6HS2qjJDvJwU8MC0chWVIjFeWkD3rOa9AtfNDJaI+C04F//suB/5zD4vr9r4ezshJDf5yHoT//hILRo7F7t90xvMw6WrkRBiIag1Fw8rPRXhN3hvDbrrj7bgz+4Qf0mTEDgOTrzXKN0j5fBVysC1FO+z1sQaGlgG4yOVX6upQ16FrfQGrN69vMixGKMO+R/dbDCaLU5zaiutgFSP0/OQbkoh8nhUJC9mfkBNtKg37ld1e2L5NFFqZZ+37z9zj9o9OxKtJg6x5lXXc6FhnaQZJp1ta6tDnMSy2rAEiZSAB9JqMCV0GaG5h5YqJBQI8mJ6ArJu5mbXN8Ss89R41No1Dcpt1vo3m4w6+/puS7Yiegzx/O4PFHDsawpUvgP+kEnWubMRNQ2cSLUTJuHACAlTP8mBYdUkyzJspR3MtvuhG33rEb1vROfI0aQpKavdRTamviXicL6EcO7aGmuiYF9EIPFdDzlrlbtSBQVlpPZeLk5bxg5VuYyMRdYICmSBPqgnWwI2kNuk5Al8/bJSbumg86OLOJe66zsGah+nlztFH9zLodurzoIdmgONGqscNCK17kKtKGNUHQniKLIHGsTSR8tkDquIWIJijHHNqCwEEVB+nbUeCHo6DAUuPPuIiO2cbEPa4PumhOF5J76N8lUdDnGm/xAjuLGIzpfzwm7DkBgJSaxFFcnPKZGDnYIs/LAmmKwcFIE3e1ToaBs7wnGPkZkiK4Sxr0Cn8FXA6XLrAMW1CQmgY9RR90p4OFU3a5CEQkM/dHv1qFNxeazSAbA5LQrmjQ61oiOP3Zn/HMnLUpnTMnEEU1QBwLyQWGHANooDhKrkO6dCUycQeApbVLAQDfx+rxTqFRyEs1zVo70AmqcTToCQT2q7+/GqsbVuOd9z/DqvcrEKy3ctPJvTRrW4h5Hi9v3ykrZ5qJ8cIurWw2Y9SgJ8qFbjRxT1aDruA//HCdexwA7E4k7Rba9OdX5nkK5JgdsckiGXUArMcN1uOB2+HWKW54Q4RzrnsP9TOj+qAnY+IeT4MujWGMx4OgI7l5g3LdC52Fun6CHBsVDXr3AjexPkcsEKVJg0590LMQJYogoBeGFZKJ4q4EiVNXFxlgQ9MGU11nDTtL/UxqT+KZS7dFtBe363zQQWjQnWoUdwUmTzToClWxFgxTv+nN34KMJCQlWjW2Mv0uchehRTFxF+Jr0FmXdQoPxfRJIDXoLPDwEQ+jOdKMo/scbXmctYBuNm0yWgbEj+Keh0HiDBrjCHgAHMp95e2vU750++5WhDdCgCA4AMYmxV8crEzcjQQjPFhnIwBJQI8KUQR1ArrfMubFusZ1hja3L0gcIEVyj/IxBCI8lmxpxJPfWQvcp+3XGwDUQHEf/16F3zY14LdNDbj08IFwxvmduUhQXvXwMg4wDAOO4cAxHGJijArolJxHdfVjOV36SDsBTjHbvTq4CuhehgNDIQyIJpkVJAvTrJ0xJwYRLOpX+dH7kEabqnMnzVowTjabJmKunIt9lzE9XLIm7i5ljp+kD7qCe/BgsP44Sh3DOGsU0JPRoEc5wM1qaZxjpAbdIKCTQYM1H3T75pmx0qBL8wrW4zFZKNhBprHWadCJPOiKD3qPQjew08rEPT0LRPk128gTyJUzq5eUFNDtorgrE21FwS1Y3GmO5XDHwXeo31nicSh0WWtLX/rzJVS1Vanfu9bEnfBBN5i4xxMYcoXNLZqAHibMtxiGUbWTgKZBL3DGF9B7+HqYthU4C7Rng0yzZjFQMjYCumL6pBPQHUDfor44dcipKPGUWB5nJaAriwAiYeKuLBx5wiJYQUQ0JqVzI026hIjSmYu574NuNHE3/B7lfiXrkmJ5Cnkw6+GXrjfPSwNRqjlkFQ06y9ksoUPWoHOSBr3cXw4n69T7oBcUqEHJThl0imoJMm+bPh+pajXCpy6gK4HighEeUZvI7DeOHYbhFZLfvpKaLUSYxC/b0pjyebMbTYPuJXzt1Eju1MSdkuMo/Rk5uQb0GvQRZSOwX08pE0aYD+vGjybSksx2jpNAs54SmrZYCEe0rj8FH/SGOikrTL/t2vldBRZjomX7GP3fTjdxj78vGmehgtSg52KQS6MAmWkNuqO0VHUpTKq8waJEEWQZMLYCushoVsBuhxsio0V8j9XprXmFoDbesB4bH3RLBTqRmpDcLAgQI7Ic5PEkHV+HzJJlZ+K+o1Wqt3uBC6IsN3l7vw2wSrBZ+/lQKuS+FJOHtERa1M9WL6lVmjU7H3TSxN2E4WHv7tUCj9mZuz/+2+O670q33yVB4tQo7g5TFHfyZc9VSHeEMIjOm4WuMwrK++wWVRQGFg80beNYTgsSJwhaREqLlWpHaallvaQPuiL7RB1AD695QYDEUsCUBwxysHE73PCGRcyYzuOlaTxOnOHD5u+76TXoPLD2w3KIeRHFXY9RY6y8y4liDsRFXrnr7peud4yX+pF0+KAbCUZ4MA5p4Orm6QaXw6XzRYPfry4oXn/A9fjk1E8AACvrV+rbQz6nKaL4oQciMcRsfNjJ3KVl8sLFxp1a//vrxiRCwOYYrfL4UUBoFGkudEoyvLXyLZwy+xTLQLbZgtKvGF0FSQ260+HUPfOkNY8zlWlNGtOsCVERq8++Hhu+jD+GGml46y3UHH4cHnshhodf0sZB1mnVZ+ZKmjWtnWGL/bvLZsxDfRXqtlxME6mYuCvBXVuiLfGK64LEiWKSAdUUOA6s3w/GmbyAbtS2K2Nzoaswbi505d3jWA4cy0GeamDnizP0BUmPDredibsV1u8ZGcGddbtNLgR22AnopEzUGJB+e5nfpUXcBeCSU8lSH/Q8hgwOEU9A10Vxh0GDzifWoBsFmQJXAR4+4mHd8YnoMg06iNRTFhp0IWifJi5X2BHYoX4O6+6VXoMeFJPToO/dY2/TNpZhiTRrxDkIDXqvRx+Be+hQVN53r2W9qol7WERIlI7jHQyK3PZRxAGzzxUAOEjfI1HToA/ZJsIVA3yyzBCoc5tMuviIA+D5PBDQ9WnWtrfu0O1VBfQOaNCV0bDQw0nCqygNKCmbuMsrMvEE9FCUB8NK9Xo5r5Tuj/RF82qTZw/nQalbWwgiA8Wpi0btMXFXBPQor4vkTtKdFNALpDatq9P63+3NuTfpi4sook2+pn5Cg64s/OTiJJfSedy74F6sb1qP6Yund3VTbFHmMfE06GTshXAsrHvumWSE7AykWQvViRBDYUSanZI1WZJp1mqmTAUA7LbT2MT4wde0j4z+b2f7oFv9LuL6RiwE9BdqpGw4/+x1jHpfc3FxUdHwlrhLACTWoJNB4lLWnhcXS5aYKQjojjJ9imblPSl0FSLqsD8/uTjm43xwW8jJnj33RMnpp6vfFVfHjqRZE4go9EYNejxtOilfkf2E06Fdq4BsWSdZ5pHnleYW1MQ9jyFfTKuXdEW9lE+4wldhb+LORwBR1PmgGzEGlgOAwSVSHtBkzUHUIHEpRlZOB1oedKcpzZpVCodcozZQq34OQRM6GZbR9QkBOTtoIg36mcPOxLF9j4WP03JlOxgHBMZC8CEWAIpPPhkDP/oQ7gEDLOt1KEHiokBUWQlyOnQ+f1b0Lepr2mblg76+cT1afBb+RVaDkpgHJu4GXtrwse67sgLdIV97ZW2LAfqU+gBBFtAzoEGP8AIgC+geziNp0AkBPeLV3l23ww0H61An1Drf9A74oCsa9NrmkC6S+x0nj1A/l/m0iUR3WYPeFNT6wbrW3Jv0JaKFVTTo2m9XTNxz0UyU0vmkuqjXmShtIyfXAEymq4oQEebDCEa1PidGCoSdmGaNlC+FGGOuO1WtdxwFevanWRPUfUYBfUgkgmJ57ul3uHHd/tcByE0BXVFYKC6BiXzQSRP3ZCK4s0WawkSZL9u5LVrhrKzQfSc16PHSrJGLY1ZujSXnnI0Bs95V0/UCAGMXxd0KOw8TWUnHOCX5gFQIxXPfIoNwk2nWSA16W1iqy+92QBTJGA7SnwKqQc9fdCbuMb2AvrVlK9Y0rIGDcWB079H2Ju5CRBXOAW1Sn4hE5o2DigfpvmtT3S70QXeYTdwdBfGF1WzE2HmRPkk6DToDnQCtmLgn0qC7HW5MO3oaPjvtM/Ty98KkvSeBZVjVQqcpTAwIKUwAlOAhfERETFk0SWJltsxThlsOukVflxIchPBB//ugv1s+XlaDkigIuR8kzuCDvj1Yr9utrIGQ/UQqCIK2NMcxInqVeCCK0oCdioC+pT6AmEUUdyPhmKDXoBtM3CPyYOZxaC47Xqf0LpBBMrUo7qn3NV7ZB/3m9/7AFa8vBgCMGlCGCYf2V8t0K3ARn80uPkpgmPxBRKvcjxQSJr9Ug05JBQeTHn/LTKBq0OOYuJMa9Agf0fU58XyeNdKvQSfXJaVxrn11h+VpUXzzZ8bmM7IkzZq2L2zYXayzhhJ1lhC5hqIUUyzIdoZ2YkvzFtvyOg16TInHZH+fOcJFUUmhlooGnSvXC+jK+QtdhYjYVCPCoEF3+kxlWLfZEpC1M3FPIc2aEJIjuHu9aAo36fbZCegxIabeBy/n1fUTpIAejCoadAesnlm/i/qg5y3kyhkZMR0AVjVIuR+Hlw1HsbvYNop7hI+o/ueAjQ+6BcpKc1u0DXUBc0o2ZUX6pgNvAgDwsgY91dzEHUdUV4UZp9nEvdtlkzq5PR0nXuT8RoHoUBhG5yMeUEzck8z92c3bDV+c/gWu2vcqOBiHKqDPqvpJO4VFSjY7WCVIXFhETJYeWWdyK4hDS4fqvjtcUmdNmrgf0/cYPNLnb6Zj+YhF9yUKOW/iHhB5fOz3oZllAIgIRfSDifIuJ8qTakcwyhMadAYVxd6UTdyXVzXj8Ie+xx+bpMUDowULSTgmgGG0Qc/lcOnGNEVAVzS3AFQrD50Gne2ABt1pbp+LY8E5WEw/Z1/cM25P7FaqTR5IYV0h7wR0UUSrhYk79UGnpEI2C+jJBIkrchepfc+jvz2qC84a1c2bUk2z1n4f9BiRj1q00qDbCeyG9KhBuUu1XrNOJs1aZxGnLYSm36hBLybHAlFU3b5yse9SNLzFbi1d6kkfnIQVO1dYltdr0KVtxnkwCePV5pdiOwR0Z08tHoIoipqA7ixECzF13dxdf5zRxN3cLrOAzugUNSTJp1kTw9JvZN1ufLTuI90+q6wxgF5wN/qgk8J6W1gzcbdyHykv6oj7oQYV0LMQnQ+6QYOumLwrL7GtD7pBg27lg24FuUp0zLvHmPYrL6WirdXSrCVXfzrR5UEnBITy227TrRZmI1Zm2PHymOsWWBj9gB2TV2ISmbiTKAs7pA/6VsLnPSUNeqEWxT0mV8Y6kzOdMuajdXiUGQWjCmIMw2A3zpzj21JAF3I/SNxU7MBtPbvj+p7SSNcW1Q8myv06fcjpxkOTgjTbdjJAZbEHopiaiftrCzYBAJrb5FgX8UzcY5qJu+KDzhG3KCTfcjLonbJYRQ6k6iPZARN3Ek4WTv8+shfOP7ifbl83/66gQYelBp1GcaekQiJXpq4kmSBxA4oH6OY91825Tv0cTUlQTZ9QG23VJlSpaNBZj14wCMg/m09Wg97lAePia9CNArpxJFDuYy5a/6gm7rIPusI7q9+xLG/lg8667N9FlhTQlejmKZi4My6XaqkbE2OqUrDAVYAdRdp9efZk/VibyMTdSoNunwc9bgt135RA0YzHgwXVC3T77AR0ZTvLsHCxLnsNekS6V8Z5xQUH98PMiw5EnzLzQkR7yN6edRdGJ6AbNOiKdl0R5tTB0SAgR/louzTodtHbFZQJvKKtVTToNku0mUMUbfOgp5I6oquwWuGNe+11Y6heQBcYaaEmngbeDgfrUJ8NB3kLUxioFR90PiSoGbCSvQekjw8AsC7tGohk/lneLHTzYSsNut4HvUuyC3SQzyC94794vYAoImCIQ+F0ujHnzDkYVjasXfU3BaPa8ySKqCj2aBr0JAV0RchnlTzoFhpqhQhh4q6sSgdd2vMVEjThXUH5TAaJUzXo7Uiz5rUQ0OPlNLcq3xqOIRBJMidyTiCqPuh+CxP3XNRCUTof4yJrNqH0Z8a852SbBxQNMAnwCtGkfNBttL8d8EFPqEG3GZ8Zg4CuLH7GrILE2Wr+gS5Ls2apQbeP4j4wSsZKym0Td0VAdzvcusVqqywJpAab9EGPt1DOej1qJh738OFS+RQ06DEhhrM+OQuXf3O57voWuYpQT+iGjBHdE5m4K9pyXVvtfNCtnkebZ1TVoHvcJnfARBp0j8MDhmF0/YQyJxFFEYEoESSO0eabPQrdOHpYT8u62wMV0LMQnYm7QYOu+EcpAnq8KO6kBl20SJtlhd1ApWDUoHeprlJJCeZw6Ex7mCS1t12JVQcRT8AmF1giEPBZaItuX4GzoF2aDJZhocS4IBd0jKZy8XANkuIShHfEIMpJLh3t1KBzbmKVN6YJQ1ZmzVYadNFg4p7r/uiiKCIQ0T8rLOdEN283myMSoxfQBVQSAnpUiOKWOVNx6gfnxg0UqaQZYWXXFiaOsBuO8YBs4u7jfHCyTqzuDSw9pi8qpk7VBkUukQbdIphhkgQi5p7KGWcyc1D/MuzZ25yFYOOO3A8+qbCttRpvF0kzq0KG8MmVx4BUAwZSdk1yUYNOLgz3Lepruziu7wETBYkzXof2m7jzwfZp0I0CelDRoFtGcVcEX7LdWaxBZ1h1weTmA2/GRQVDcXaz3s0rlzXoynjrdDh1c0GjgL66YTWOePsIvLfmPQCAWyDjMemfQf9hh6mfGa8PfV95GUV/+xt6P/6YtC2BgN7tsstQfNpp6PP8c9jSsgUr6lfgp20/YUdQs7b0OX3YSQjoxoBx5LtnNcfdVrvWtK1dadYMizd8q/RssP4CU7Btu+dDka+UdpLzU0UpGYoK6pqAz+VAgUc7r1Xg7Y6QvT3rLkpMiOkenkA0oNMCKsK7IiDbRnEX9D7oxiimdhgFJvLc5KqdIiBEuyyKO6FBd+pN3HNBg27VQVT4KzBp70mW+crJq7s0Wo9FMS2PisgA+5fv3652SFHcpc/kgg5jEND/M/8/mPLzFMs6XP37w1FcDJEH3HXSfeDaa+JOHCeS2kqL50uwMXEn3wXjwlWuERZj4A3WA44Oaqyag1HteRJElBfpg8R9umkW1jb/gQ9XzrGtQxFUWcUNIW6atSgYVvoNauoShsEPpw1A6Vln6latFZSVdmsf9NT7mtoW8/vmSqBB/+Sqw/Hd9UfijUtH4fAhkrvBrxvrbY/JNaYte0b9TOZBV4SXXHcVoXQO2Sygqz7oBgHd7/KrY0//ov72AnoylmQZSLPGhwgBPcZYCP/W5xINPsgh2VIpFrfLZMwf1U2dl2atrcaFhiUN4CN2WlNNgz6weCCuK94LFeTYSPig5+LioqJBd7JObTEawMamjdjetl39vrR2KRrDjep3l0jEYyLSnbn690ffGS+q31mvF56hQ9H74YfUjDxGAX3BUAbrKrQ6yi44H73uuxcFRx6ps0xc17gOgLQg4na4sZMwcY8ajM8S+aCv2rjItI2Rzd4Fk+lvCmnWWiWhvIELq7G7FIJRGw06b1YWKCj56duIeanX6cCwCs01Nd0ZhLK3Z91FMZoVihB16QGUlSCjibspijsfgYPYxFkI6Pv13C9he8hJGul30s0ja/BUS6guSLOmy4NOmLinYLbTVVh1EBzD4ap9r8LV+12t235478NBLoA3iBGdRl1ggDOGntGudnAsp9YtkIMdMSFojjTjndXv4L0172Fn0JBgFZJm0zNSyrHuDErHca74rhLk+UkcDk4dZEgTd9HCxN0SUe+Dnosm7iTNQli3cAIATQO6WxdOElKDLgoiijxONc0auTK+pcE6CJ0oiqo/NqNo0OOYuJM+9B7Oo5qbxnjp/gZ5aT8ZJE41cSejuHfAB91Sgx4nd6vCwB4FOHRQd4waUAYAWLghfwT0+nCD+tlLaBSVdzLf0hW2l8ZQo+69oOjJBRN3Y5A4J+vEd//4Dj+e/SOcDmdyAnpnplkjBHSRT97EXYjo54/BeD7oyZi4dxLRhhZsntMdNZ9WYedKY7BbrZ2KD7qdpadyHze3bMbGpo0Zam1mUOb5HMPplAwxMYYP1n6gfjcunLpFUYvHRFjKevbaS1fOM2IEjBh90EUGcBAL4EqGHkA/Fq9rkgR0l8MFF+vSmbiTGvSqbkxCH/SmEvN83dbE3Qqb90yQNeiL21aq28o80jhup0Enc6Abyykyl5Km1et0gGUZcIRvaLoXhqiAnmVY+f2R24wCul0U96hA+KAzItyc9pI8ecyTuH7/6/HYUY8lbA9p5ko+fH6nHz7ORwiKXZBmTem3HZwuinQuCOhWHYRi5WBcZbxkr0t0ArrA6E3eRUbreFLF7/RDuVp2PujkfbczGee699B/b6+AzjigBAVWcmzLJ06qPoiCTrDIdRP35lhId18+PJjB+jNHdahOyX9c8zH0ux1QhoI3Vr6hlrObXwYivJTbHADLJzZxD8mDHgM58Ir8nCt9i+LP5nWYfdDTpUGf/H+7o9CQmzSeD7qRoeXSDGRro/XKey7Sp6C3+jlKWJo45AwOZJrHXRVBFHD424fj6HeOtvVb3BUh+9Vs1qDb5UEHgFJPqRpst0Ma9DSnWRN5gPQuEmLJ16ukz1JQorjHsjzNGt+omSBH2wwLPoQGPb6ALuqssKbOn5rmVmYWVUBnOdO8hUwTZlw4dZHxmFgGAz76EGUXX4zy224FAPR77X/oNmkSyi68wHRO41xZZAAn0e2T/uGkgL62UTJL9zg8cDqciHIMnvo/Fv89nkWzn0Gf/72KX8b0xhf7MyYf9JsucuDDUQzuPZPFB4cw+G202WebNHHXPYKppFlrkwT0IPGodPdKyg27AKhkDnRAP/9Q5qrKYr8SII5UoCqy2sfrPsbrK163b2uSZO/S5y6KIgxxDKdOkMJ8GAWQVrJMGnR5Ym005Y0KUVXzxjCAizBhrPRX4qg+RyXVnqgQhRfSw/pL9S/qdpfDhSJ3EQA5+EKnm7hDlVIlE3cySFz2+6BbrbQpmkVjsKxCV6Fu+YOHqBfYWevgG8lSxDAARL0POrHgQS4Q2fklkxFCAcDpTC7NhFXwHt4htYcU0JNNrSUaNOg5L6ATGvRGH/D60Q5cUdx+/3NAMnEnfdD9Lg6Mo81Uzu6Nrm/Tnl1WHjDjpXdRBjmOcUuBV2RtrTKwWZmVWQWJU1MLtkODvl/fUiy783gcdN+32NEqPc+pCOh+t9TmYB4FiQsSk5Rjvbupn5W0WeTEY1eF1JzvDO7EboW7xSm960COX8ZAn9mEnQbdiH2QOPJbihr0dvqgN23Uj+XRgAM75tVCqClEYZ8QvGXEAqtM06efguvWHQhZa9AXuj3Y3XBUtI1H458FcEcbUcACDWv8AP8nfGV/IbSKQ0nfztOjCxFtXtG8yYuyoa3wdpO3iQKEGIPGBTvg7wegm7SgIooiGtf64O0WgadU6qvI+7iqXm/WnO0o832O5UyWf2RfbOyXSQ0642DgGToUnptuVPf7DjgAvgMOsDynlYDuIgV04pkmrT7XN64HIGvQ5Ws+dy9tPGX32QPf1lWAr9uuuyeiKGJjBYONFdIYs2wQsD9nttQiFwaaN3vhcAsoqLAL/Gd+z2I7d2LH05ILV4BYe+vu7Y7VDat1iw0kJg26hSCvmLj73NYCenVrNW778TYAwNo+Zv/6VMjennUXhfSZYgUWESGiGwyTNXGPCTGdBp0U0FOJ9q20RxAFXPv9tep2lmFR6CrUNLldYuIu/WU4zhAkLvs16Fb5ppUVOlLY7u7tDgfr0AnkvEGDLjCMpW9PshTLw7DDRu4hO2a7yM6sT39+Vwc06IJi4k4K6MlG7ub1QeLSHbSjs2nmw+p7rKRKVHyh2l1nKKaL4s6yDNjWQ4HiZbpygs073RCIgHG0wtfvOdSuakMl4vugK4Oek5WeCaMGXdlPCuiWedBVs/z2LbqwLAM30U5XnDYbUVbLlfyn+YAySZlStxMFfQgfdJb6oCtsbdmqfs71xb50Qo5fisVFNmIXJM6IfZC4zvVBF3ke1b+W6LbVryqA8GcNgEK0Vnkw8MQ63f7gX3+h6vobpC+GYMBStgwRDoFBgGFAJnKtXxxB/Z9FwJ+bUL6fH7VLi4GlC4B3zwDgAit4UdxJ46cY0S/8b/y6B0acXaXsRd3vhahfvQ3XFgFX/Eu6ny1Lt6JmUQkASGVFET19mjZ2ZM+RndL2dKHMtTmWM81bSMWI0bLJTfqgpxDcFwBYC2WW02ZdlhRqq9qke+NxeCwXv0J8yHJxzBisDbBWVpECetV8KfL88LOqwCTpg151080Q5Qj/ZMYYxTU3kQZdDTZoUU4xcfc5ZUUDcT8ifAQfrvtQ/f726rfjtDcx2WubtIui5jYkVqbIwVBJwaYEibM1ceftNehWARDsUDoGXbojmSJXUdf5oJN+N1zumbgrnTGJok0mBTC3ww2O4QwCumgyeW9PijUFn5ITnbCCiBKrgqQ5vp2PDevTn9/lap8G3cE4NFNmIoq7nda0z4svGLbkl4l7I6+ZuCsCujFPaqqQedAVYdcvDkWsbZC+oM0rXd8Wgav792DdO9DAyc9GHA16WFAEdOmZUARApW+xChJnGcW9Axp0BbdTG/K4JDNbAHI6FQDBaO4LrTEhhh+3/YjqgBR4yG/ou6kPusbWVk1Ab2/auVX1q/DNpm/S1aSsgBwHmC6P/G2PXZA4I9mSZk2MmucFQlTrs2JKalHiXIGFv6qfGYMlo6JBdwjSwj5JrE3rR8PNZl1dsN7ZaYoXIWyfMQSiiOYt0njQvVna5HK4ENrSYCrqcrhw32H3AbCeY2UzynjocrgsXVYVjBp0ycRdvrlJxFXRYZwrsyycNt0+KaAractIOYUkFCMEdGK/lebaak7JulySZSyBGGOSTrPW9tNP2jmJtTfVj9zGXYm8B3bl2sJ6DTr5nIX5MJbvXG5Zd3ugGvQsg1zxZRkWiFr7oCtaVjXNmvGFFkkfdL2fWHsEdDI3u0KRq0gzrO8CRaWqQXfkoIm7hQZdEVbLfeXqtrWNa80adIiqsAZIAnpHTNx9igaduIcBIQQ3JP888t7bTVIZo4l7kgK6SYPOOrQgcTofdGuhzLPHHvoNxijuOSigM6KaQRCNfEhdaFPGYPL5aA+BSEx7nuQJXYGbQ4ug1yLFbK55QyAC1lULAFCs06ymQqIogmEYhOUFHrcsoKtB4hQT9zhp1nQLg0z7fdAV3MRCQiom7ooGPR/yoL++4nU8sugR9bvfcJ9VE3fqg45tLdvUz+0V0M/4WArg+ebJb2LP7numpV1dDTmpzmZLi2RN3EmeH/M8LvvmMgBGH/TMm7jrxjzL/QzCTRwa3v8d4k+TwRYUIrZ9u215xQd9v3UigsOcIG2vBCK0e+NaP7oSMiCskVC9A7GgfgHY7XDb5mdR5kK5lmpNnfuzrrgadOP75v/Tg5bt0ljGpLDoDJiVWQzDwmnzDFop6TyctQY9GAuqv4e0ThlSMsRU1tYq0+8D39isft++pAgVRwoWy4HStQpUR9B4++0oOOoofVuIaU0803WASHUnz1EsNehRgw+6QYO+PWD/PqYK1aBnAYIoIMyH9atOrEt9sK1M3I1p1owvdIyP6TToHjIXoSO+tvXjcR+rn5UH1so0pdBVqDOV7VyIIHHO3DNxt/LlVoRVhmFw60FSgI/r9r8ODsZo4i7qTNxZhjFpolPBy5hN3APy4La5eTMu/epSdXvyJu7JafStg8SZNeh2Ju6k5QRgzoOei1HcyQGogQ+q7zEv99bl/o4J6JEYeS2lyv1uB2AQ0EMx63td3xYF65S0F8pqO2+YnH6/shb73P01vvizhrAKkk3c5Wd1Y/NGHPvusXhl+SsAtAAugNy3AGiJtmiVqhr0jgjoHTNxD0UF8F0RbyONfLr+U913v+H3qEHiqA86trV2TEAnrRA2NW9KS5uyAZ2AnsWWFvGCxJGQz/rBvQ7G+c4KAEYfdBsIE/d3CgtwYWVPNKVoaqxWlUBAF2IMNn3bHQ1z16Px3VmonzkTzZ99Zlu+xKsJ3vWf6bN/2ISTMbYomUIdRgjbR7/e9G2JaZvlfEe+D4olVnsX1LoK5Z1yOpy4/7D7AQB9CvsAsPdBH7pVhHORHy2yhQGTogbdaOK+erAHriQ06Aouh8vSevP535/X/R6Fc0acgz266ZUqijbe1DbDnLJxvR9NC9ZbNw5AzddNaHrvfWy76mowHm2xP2AhoNtq0Hm9gK5kmCFR3NwUqzqjD7oxb31HoAJ6FnDN99fggNcOwIGvH4jvNn8HQHrwFQE9mSjuRkHEGMX92PKD1X2J0qL0L+6vTpaVB9ZOg66etSsEISVIXJ6ZuAPAuSPOxWenfYYLdr9Al6scMPugOx2cLphHqiguOmSQuJt+lBYInlv2nK6srYm7V9+Zcslq0BkLDTpr1qDb+R1/s/V7/QbBECQuB/Ogk3eySSB80OUdpJ9de4jyIqGNlk3cXRxEQT9Yh2LW97qhLQLGKa1sc/LYFDNMSC977Tc0BaO4/LXfEFEHPal+sv+pDUiaeC/nxSmDTlG3l3okv7OGUAM2N2/GnC1ztL6uIybuhFCeTJo1BSVIHJD7Zu7GqNtGDbqaBz2LBa/OgpzItWfCvzOkpaXsiBtStkFagOWDBp1cMGcZFk55avyZ34/P/fLYlkSatf90L8MSjwf/LS5q35yI1yb7paceb3US8JHkp+0Te9in0hWi2bPQKMaxTCJN/BXsYgaQ++y0pNkK+awe2+9Y/HLuL5i450QABg060S93azHcwxQXhsi5ctnEi7FoX2OKOw2r1MAeh0fNhEDy+YbPVU0y+e65HW5cu/+1urLNkWZYwfrNVqHRBovgbvJ7FmvRrgv5u8go7oqVnp11hapBlxcVenh7mMooVnRWUdybIk1oINKXdhQqoGcBc7bMUT/P/GsmAL1vhzIxEERBXcVSzHjsorjHBL0G/ez+J2JU5SicPuT0pIQ5oxlqW8SsQS9yFama3a7xQZc/OxwAl1sm7lYadOMqf5/CPuBYzhSExxjF3c11cEFC9UHXNv2+8w95l/5ZsdegG6O4J3cPjL+NY7iUTNxv//kO3fetwTosqV2iHZaLJu7E5wY+pMYGUNwa4k1OkiESE7STyHUXejiTBj1oI6A3h8IAIwe0sdGg66IFC1rwG8Ba+zGweCBKPCXqd8XPvjHciJM/OBlXfXcVahVD+o5o0J3tM3F3c6xqwRoI57ZmWTFhV/Ab3hEaJE7DLs1osigLUO09PlshF5iz+Tkx+pTaMbR0qO47J7/sVU4ON/XsjqY4psN8IIKqhcVoW69pAgMpmhorKJZijANw9a5oVx0kZS5703UxoYBu4/ObAax80Kt/LUZLlXmsc0VF2zRrQGIhLFtR+gdlfPc7/aZ4LcbPRjpi4l7891Pg5OznFnYadCmbkz3Ge+Xn9M9kVIhaztMcBWYBnXXbKxdJ1zcyloNi5dfL30t9NhL5oCtzlCePeRIHVRyE/534P7WMlmbNfG+2NG+xbV97oAJ6lkJq0JUXl1wRVKIc20Vx12vQpU5rxvEzMOXQKUmdX3lAo0IUDaEGXPP9NeYyDqcmKHZJFHdFg+7Ua9C57A+tYDVZs0tXY9ag6wV0l6Njv1cRPNRgZIZzk9gHiWufibsRnQ86nziKO2/owWZs+lL3PRdN3EnIIHHG39pewuS1lAdGv5uDaBDQIzZBdlqjzWAY6bo65TzoMYOAXuLTBv5N9dLEVelTrAR0RWOuUOYpAyBp0BWq5UWB9GnQk7+gDMPA51T80LNXIEkG46JYgdHEnaZZUyE1xe2Z8JP+iFZuYrmKToOexZYWVoGqrBhaOhQvHv+i6t7nNHi6NrMO2Jl7N8zfgqb1fmx+eaW6TVKOtMcHXX7nGID1dGwhFoif/jLR651K/vWOYuWD3rjOj61zu4Hl9P19SZAxWQGR8p1qeWrjopWtWGUcMCrKABiy1OhJ1cSdVGYxTg5OhxNf7yvVET3pCFzy5SVqSjVLH3SHJ2HQWqNCQbH+JbFadLDSoLNeK2WUlAdeiBACekjrq7d0Z3DO8HPw+smvJzZxNwjow8qG4b9j/4t9eu6jlomXB13nkpcGqIDexdgNbi7WpT4kyiCjDPAsw6oPmm0Ud10e9NQHCuXcP2z9AZO+nmQ5OXGypICe8ik6iKgFiXNyetOeLE77opCMBl3B6JIgGkzc3QkmHwlRTNxFrX5AejaN57bVoBuCxHFJplmTTq/9GNIHHaQpsY3WVDD0YAFDx5sXGnQiSNzhvQ/vcP3RmGB6b30WJu5hm8WY1lij+lnRoC+uasbVby6BIN+nYmIgZRipkNKnWLnYKAK5gqJNJ1ftw0o/liYB3ZWCgA4APnn1vi3HA8UlMnGnPugaMV4fAChVtrdpArpd7t1cJNeCxCUTo+XgyoPRv7i/VN4wNW6OYzosRLT3xylrpR3tnRApGnSW0aWaAqAN0AQ9b7gevR59BIXHHWdZHROnj0tk4i5EpRRtnYGiQfcPstDGGmTObiHzbxJ5Tduf6xp0ch6opiQlFsvJftkojndEg844nXA73Jg5hkXzQ9dhwh4/YUHNAtw09yYA9hp0JR6WHcZ3zyqgsdW80qj0AQDWJm6MndvH62f1RG0pgxP6n4Du3u7as2EXJM7gg26FYuLutxDQ002nCejbtm3D+eefj27dusHr9WKvvfbCokWL1P2iKOLOO+9EZWUlvF4vxowZgzVr1nRW87oMO4HHygddjeDO+VTBXJlsGQURfR701NuldAwz/piBlfUrdfvOHX4uACVfo0wXmLiTPujk+eMNSvGYXzUf7695Py3NS4TVZM9uld+oQRdhFNDTo0EfUyiZ+SnCWzAWNE3m7aO46ztTtzt5DTppRs+xnHWQOBuhTDA827u5u+m+52IedPIn1fMh9T0eLLJ44pgnOlx/hNCgK9e1vi1sMnEP25i4t/GaVlsR0AWWxUfLqrC8WvInK/IQA5wsoLsccTTobr0GvdBZaLLeCDNSW0W+/ffUQ5q4c6l1jMqKeTDXNejEdXWKIox3Q7k/2Sx4dRbkQmp7fNB3BHeon600ULlKzgjoSeZBN+IJCbhxFo9DVkh9TpODtZ3jcEVa3QPl9RgWaF+aNXlBiGENGnQW4DzmMdB/6KEoPvlkOHfbTd1GplOLq0FPECROiNr/5nSj5EF39zTHronJmvyoV5qLdFcEdKJpgqAtJpBB4nLJgs4qXoJiVWmnQTfRAR90xumEy+FCjGPQsFcfROXxcUPTBgBAa8Qch8rLeRO6zBrfPTKNsIJlqjW/WdNuaUkpitg2v9S8HcDSfnIQXFlrr1geL9q+CC/+/qJtOrt4cboUDbrXwsRd4eDKg3HXIXfh7ZNzIA96Q0MDRo8eDafTic8//xzLly/Ho48+itJS7aI+9NBDmD59Op577jksWLAAfr8fY8eORSiUW6tgqWK3qm5l4q76n3OaMKT4oFulZVA16O24y3YrSKMqR+GWg25Ry2SFibvTCUdhobrdURTfJ8aOSV9Pwl0/35XWPIZ2WL3UdoFsjGnWREavOe6wBl1edS1lPGr9gPS8GTvOZXXLLAc9ozmS05m8gM4S3ZAuijvZGduYuINhsHKA9qxGDRYpuTRAKxiDxCnp79xsx6L1K0R5QVuVka/PP/bvA5FPzsQ9yDeqn52qgC7V99NaSSDhdddd1qDLC0lWg58x0AzDMCbTuZBq4pEeDTqX4mRG8TnLdRN3ctGthDf/FkWAz2bT5c6ioz7oZHDVthg1ce9s1DzoKaRZA4A+PzTiwDUi/j1b6msaWBZ22mRynBq6TSrTfhN3uS4WYL1af+zwcGCd5vqcffsBANxDtPRVz54svd+uAQNslRWiICBRFkU+qRD26UGQtZKs27ygwMoTki1F0rUpC0llyOtOyqxu2Y9aEIW4/trZhqWJu6JBt8mD3mETd1JA5zhV5rhx7o3EOUS0RFqwoGYBAC3DCgD0Leqrq6/YXWyK52A0cfc5fRheNly3zapvdViYuFsJ6LHmVgS2W1ts7mQlmUkR0JXFGwCYvmQ6Zq2epStvDBJnhbJA75ef1dtG3WYqU+IuwRlDz0C/4n629SRDpwjoDz74IPr06YOZM2fioIMOwoABA3D88cdj0KBBAKRJ9LRp03DHHXfglFNOwd57741XX30VVVVVmD17dmc0scuwM7VwseYgccYc6EB8E3eHYhbMaFGbk8VOEBBEQT0nKaB3viAkqj5SrNcLxuXCkHlzMWTe3LhB4nYEd+gC91hR3Vad1pZakaoG3Sig64LEJUghkxDGQiCGpPEx+k1+tO4jzN0611SF0cQ9FQ06KZGyDKtFcY+SGnTp+Wobal5VfeI8bcAwXtdcj+IOoEOWMFZEYoI2sMvXdczu5di/rz59W9RGIAnxWtRVp3yLBFnYXbxZ0q6TWmbFxF1ZSLIa/KyEdqOmIMgoQRI6Pw86kD+50EkNus+i31ZN3GkedF1/0p6o0KSvI9Wgdz7t1aC7W/TP/i09u2M9b73AIhL5xBUBPdzOrCqijYk763GA5fTv6uA538NRII2HxeNOQf+338Ksu47A3L1YLH/qCgx4b5YUQNfqPEFrH1wSaX7VuRp01smCsTDl5xmg2Sdd08KYrJQis7yQJu6EEJZLZu7GIHGAPhaUQnwT9xRFOqK8YuJuhBd5HP3O0QCASn8lxg0ep+4bXDJYV9bJOk3KQitZ4uUTXsa/9/+3+t3SxL3AIsChxdgvWgQYBKTf08pI9Spm+MZMGj9u+1H3XQ0qGWdBT3Fx88rWeGcMPQOfn/a5royVn3176BQB/aOPPsIBBxyAf/zjH+jZsyf23XdfvPjii+r+DRs2oKamBmPGjFG3FRcXY9SoUZg/f75lneFwGM3Nzbp/uUYwFsS6xnWW+5wOp0mDrgz25M2Pa+JORHFPFTvT4KZwk/qZY7ku80EXeV7ToMu+KlyPHuB6mNMiKPCC1NEc++6xpskWucDApEsSioOV34pdp8AyrO4mimB0pt19vWUWRyWPWrWsTVPu6dK6pfhq01em8h+v/9jcRoOA7koyzRqgv94Mw1gGiVP8jiNe872JsCJYOVecUeubiz7o/atETHs+himvxeCMiuBE6R3vQCY9HZIGXfosEtenh1+vxbbTPoREog9QZGZ5UaWhTTpGGcRmTjhQNXH3yQtnVgO21TtHBmYBgCa5HruAgcngdpJ50Ntn4p7rGnTyUh/9q4iN33QHH9LutbJYQn3QO65BJwV0u8BEqZIN+Z1zQUD/fMPnakaPVAV0MqPJ/7P33WFyU9fbr6Tp23dtr3svYBtjjE0xHUKH0FsIEFoSIJRAICEEkpB8QIAfNYQQOoTeS0hMM70Z24ABY9z7rr19d/qM9P0h3at7r65mNGXX68SHh8c7Gkmjeu95z/uec268P4Mb78/g8WZ5D2bKegPYdYmBp6/PYPIH/pLarIkSdy3IA/RAYxX8g+0q74qqIrzjjmhpNOfd7IhGqJGIK4OuewHokvZmvWW61RlD8atSxWc8CCStW1hpMfs6U6NmzTsNNIjvV/3UL95aCsUZhuEoUMb+LeuDPqVhCn5SuxO/owIZdM6pUFUpQNcNnY45Z0w5A2NrxtLvxtWO49b1qT4HWSeTwFf4K3DW1LNoO2e5xN0bg64nXNIuK+3ceMqg+3i/dF3POu6z7B6IJlZxB4DhVcM5XJYvL9+r9ckbuGLFCtx9992YMGEC5syZg/POOw8XXXQRHn74YQBAU5PZ2L2xkWdwGhsb6XeiXX/99aipqaH/jxgxondPohfsxFdOxC/e/oX0O93QvTHolreVr4p7ofSbmzOy/8j96d9mtMyyPmbQ9bgNsGXFJGTGOkhtiTbuu75mi1iJILFcshp2kDMZdPvz8QN2Lu1gHP2lzXt59YdXS1eXDeKKANBDQW/3BHCCM+JU8BFyK/9YMtjHs3H6eIvXdWuTuBuGgZ2W6hjaBkxeC4xpBioVyzMpsnWPaEm2zRpzfQZV1HLruQH0tG6+exGtivZBz1qR+M64uQ1h0IfUhvDj3c38yEqrcKCMLd++YXvHslv2vYX7rEuOuVCrZYrXFcqgV4XM4+6Kbz2ySZmxBYcOe1dFvCWA9rftOiO0D3o/BV59aew7cN+i+woGxyxrXo4q7i8uexEz/zkTr654teR9lWJufZn7i7Un2mlxK8BbkTjWWBJ39Cbz/8FL5aBWBhomfeVDtqdwxQTLoKthG0yoQQ3ssKlF5AEH8s6SMdYtB12PyY8tst0we51M37VZsxl0DYrm/M1YEEhYt5AAdIMB6OmoD4nVpvJRURTqo3za9CleXv4ylrQt6c3DL9nY94kNJsnarJF7fOyEYzHZz9fcKZRB9zU0AKoKxe+HGonkDGRNGzANp25/KmY2zgRgKrFIcdfzdjwPAHD1blcXRIoQUmpZxzLHd+zzT0z2rhmMoi0w1g4eqNuNp79BfGsRoDf18PiSFonL4YvTPuhCOgZb6LYiR3vDQqxPALqu65gxYwauu+467LTTTvjpT3+Kc889F3//+9+L3ueVV16Jzs5O+v/ateXtP9cXtqprlet36WyaviwEdJAJnu0jSICbyHjzDHrhEncR6IR9YVy353U4Z4dz6DKeQd9CAF0xPPc9Z50rERT2dY/atCS/N9fgqDIDry7moJfYB50+GjoBwbnXlx2nGCUNBr0PUA7AlqMP+ghJcCCjZ2iF71SGD7RsbQx6xsggwJyCpgMRxby/5WLQUwzjw0rGhlTxSgw3gJ41zOVDImNoDnrWkkV3WUxsNGlFmf0+1ETMh5VWcRfaCV6/1/XYdciujt8RnWryzJfSZm3PCQPo35kCpfKDq80g1IbOrUc2KTMZyMxE7WXbqrjbxs4LKT2FR799NMfaTiu3xJ0ETa98/8qS91WKeS5atQWsM9mJvZ/am1tWKIOuSYaYYJd8PCSgIVvDj1fx75ygI59R1ZgKXuIuMOhahTznltyXvADdYtC1YBYDDxlDl9fsNhGjnzYLW/Xl1KmnCYOuSBl0FqBHKEAXDpAZz8l7d+X7V+KqD67C8a8cj+5U/hZYhmGgJ9WDjkRH4SdRgrFjsqzNmkzi7lN9nHoDKC4HfdLn8zDxs0+haBqXHiDaxHozt3x0zWg8ecSTePUYO0h43o7n4YOTP8Dew/fmfK6nj3g65++Tc/3N+7/B4tbF/LFJ/Hopg54yx2g1oGDsv17FuDffxJiXXoJxozlGVgZsNlusayMScwUx6H53gL5VMehDhgzB5MmTuWXbb7891qxZAwAYbEl1mpubuXWam5vpd6IFg0FUV1dz/2/NJhZWSOtpZ5E4a4IPMwW43CTuTga9MBMB5KjqUThy3JGO/JgtlYNO+hyqPrmERrSWeAsOee4Q+lkMQLCOWF9U/pYx6LnyXthzDKoan1ldaN6RaAT4kMEvz+V069fObuf3e2+zNrxqOPdZYQC6kc1i1Sk/wubnzVQXv0tOXdyFQd/actDT2TTN6wYATTcQoQx6uX5Dt5UIzHs7rIqPxmeM3AB9WMUYWsV96ihTHr+xM4G9bnwbcYvdiAQ1R+sS9lnern47HDH2CE/HTRn0EnLQJw+x54nGKu9pGAAwvM4cd9e1b925xDKAzrIQ24rE2SYGqQotIMoB9P+iNmv9GaC/sPQFx7JCi8TVGJJ5plMexCcgKTGEn/Pi3xbRhcgKSosSd8WvQuEAuvx8KHiz5mhXibvFoKs+A/4q9nc0+Cyf22Aqo/e2GZbEXfVrcol7wJa4h61XUs/wz52RzE2yzH5iNm6df6vr95tim3DAMwdg9yd2x15P7dWnNSNY/zOvxN1gAboQRC2ig5EaidAUxVyBLDbffErDFM5vUxSFFnpl/WeZMo41Fk+8sfoN7jsp8SYJzpMcdH+NH4qiIDB8GEKTJiJmmPMcW1RbBM6JTILDLp4AepIUieP94K0WoO+xxx5YsoSXmHz//fcYNcqscDdmzBgMHjwYb731Fv2+q6sLn376KXbfffe+OMQtbmLrgVQ25ZS4W1VgZTno7EthGIYkB700ibus6MGWbLOmx0zHx6ty7e9f/p0rGELO75vWb7C+Zz2fU9cHjqm0inuOwZEFNdVagGPQC+19Kdk5gNy5vezgLDqaLyx9AXcsuIMbTbyqGgBnHhObg55cuhTxhQvFQ3UYCRSlMvx13dok7mldAOhZIAInsC3WMlmdw7csGz2khh+D3BjUrOUgDA4Opcc6bKQ9Ia1ts0FJJKBxDoVohTjOuiMVQ25ZPYsVnSuk915RFLx12T649/SZmDy0sKDuMAugr283z0/XDfzqmS9x3/vy3NT+arJiZ6xclOagbysS5xinWSfMi7EAvRwS9y1pG3s24u9f/h1dqS4eoPezQM4nTZ84lhXOoDvH2mCX/H0g82aslndG0htyF6OV74sAdF7irqgKWPGYG4PuaBPlkwfT9W6TTVb9BhSGCVR8ml3Z21B4FVuB9uKyF3H6v0/nWg26GQHbik91kbgrSPjNexK2XDV2zAKAbDx/+skDXz/g+t09X96DzfHN9PP6nvV591cuY4Eh22WDStwlfdA1RXN0tynVF2QB8zW7X4MxNba6QmSf3awQnyunalTGoGecc38yYY6xilBThtTLYqvOiz6UAYMbo70x6FaRuEAOBj2wFQH0X/7yl/jkk09w3XXXYdmyZXj88cfxj3/8AxdccAEA86Jdcskl+POf/4yXX34ZixYtwumnn46hQ4fi6KOP7otD3OIW8oXw2GGP0c8yBj2etorEsRJ3OKu4E8eK5lEphYMUkYmUAXS+zVrBP1GSEYm7G5krmihvSukpNEWbcPKrJ+OQ5w5xSBl722SS+lyDAjuwVImDWokMOt1zDgadnTTEfpjXfHQN7l10Ly0UBhQGJifUTuA+0yruMudAmIBGV48216UM+tYtcU9lU5zE3acDYUviXo7ROk16iNPLyDDotXwdgWweBr0SGj0kXVK8T1GAkM/JoLOWK9dLNBqUygPQb/jsBhz14lF45vtnpN+PG1iJAyc3Sr/LZTaDbo7DH69oxbPz1+HP/1qca7N+Z7Kxhy24RHPQ+xnw2hImBqnEdoD3LboPv5z7S9dgFhvM9CKx7a+mGzoOeu4g3PXFXXhi8RNc8Ka/MegZq9BaQ8hWBBUyzgCQqnSGbTbM3topoc6JNabGKvgBOtvl7Budzygjqpptr4gpqgJ/xB73XBl0IRjqxqBnOzrM/QR0KEzrScWnccDIwdAWYFd/eDUWblqIv3/pIZWVAHSX4+0J2wx6IG3ASKUcAF1nAPqgyKCCj7c10cp9Jqk+fWG0B7rg25HnlnvfdLvOgOgjlROgN0YaOazBAt1c9qPtfwQA2HPYnnnXzUlK+Z3vrIxEen6D2f5tiT/NBQeaolZts4rccz07RufLQTcMg0rcKwI8+GCDGVtVFfdZs2bhhRdewBNPPIGpU6fiT3/6E2677TaceuqpdJ0rrrgCF154IX76059i1qxZ6OnpwX/+8x+EQoXJELdWC/vCmDZwGv2c1tO0JcBzS5/D66telxaJk0ncl7ab0iqSR6UocKceXUyUQfY7Bp2RuHsx0YlIZ9NY223XLehM2ZWp+yIfvWAGnQHhlWoA1w6cbX9XhKyJMzU3M3nVrldhXI3NcrO9fVk2TucOw/vzdtJ2J6Ex0ohDRx9qbskWiRP0buIENKRiiLmu9Tmd3boBelpP07xuwKwmbDPope+f5p9L5OIDKnlWJmtksGxTD+58aymXt67DiiBn7ANK+RRUCZKvsF+Dqio5e4vKCg66GSG1jDwS9yeXPAkAuPvLuz3v24sNrzXH3dZoCol01qyGb1lPcuthm4mS6LDh+9FlnMR9Ww46NXEuEIMWty+4HW+ueRPvr3tfuj3LznSltr5OM8S+2vwV/fvr1q/7tcSdgJnqoK2QKVTiLhtj6nuAtWeejSU7z0Tnyy/b6xKJu8D8FgXQmSJxQv9R+Cry56Cz4M00+aRBAXpQAOiaxgEjI126L+Sle4FBAbpCu/Ow1h22c9AHfNGJ7/fcC+k2XpGix2yf9aGDHyr4ONkOReZBFbyLoo0CdOE5pTnoEgbdp0gAeom+IDsfh7QQV+zMq2z7lO1OwaOHPuoo8iqzXB2TpDnokvdyU7QDANDqMzjc0hQzAfrgiDxNmhghPgH72rqRZcs3R5HRDQR8Kuoq+HXYgEShRSndzCO8Kd2OOOIIHHGEe66hoii49tprce211/bVIW1RE2UgYn++VDaFYZV2Rc3L3r0Mh489HICLxN3a35K2JTjp1ZMAACFrbFV8hY80Yg667OU0GXQzT6mvlcSEQff6HoiOVSqb4gDDys6V3He9abqh0/YvrOWU+zADWaUWwIRAHVaRBaUiN9pmTec+Ejtu4nHYZ/g++Pcqs9cjywR1JDvo30aRc0N1oBpzjptDn2Va6CSjOyrViACdgAmbQRck7n0t7SjRUtkUJ3H36UCYOFtlqOKeItXw4QzKqML+dWTwg1veBWBWMP/JHmPocgCoyJrrJ/yAoWRRHfajmwGqqqXcEfMiWStI4u6RQSfGjp/lMFLFHQCiAiBv7kqgcmB5ZG29bWR8u2D70xGFmfenSyTu/Q149bVl9azjGrBpUixIdcsvZ52/eCaOZDZZUFCqvxhhowDTN+jPEncSlGXTBguVuLvVuUh/Nh8AsOGKX6Pmhz8EwAP0p/ZScdL7VtG4riIUE7qdg86ak0HPUyTOGmu1yhA2DzAwsEWBwSgpOYDOStwDPoAD6KUH6bw87zQw4VMhG3a6wwoF6ACgd3U5qstkGYA+qKJwBl0MoLkVSe0NS+rmsYtBbDbdyDAMKIrCVep3MMqFtlkTjAPovhDHoHuVbauK6miR6mbsNRZ9NSUgce6zzvfSbxULTPnNMZZUaidj1uAKHqD7VJ/r2J1P4v7xClNlsfPIOgSFAoxja8YipIWQyCY4Nr0U67tGh/9jls6m0RpvRUeiA2u61ji+F9kJAtBHVJnt4vYfuT9GVo3k1iFFK2Rt1kgxrBeXvUi/q7R8A19QR6E56CKDLgPofBX3vmUqKUD3GGISr3dKT3HOU18C9Ae/ftAZrUXuiYxj0LWg0L+yNCmWIub2Mruu9FfCr/oxpHIIHjn0EQA8g84C9Cw7mhQYNNBUjR4HiegbmQyMtDBJCnJ+Epgiz2FaqGK7tTHo3aluRw46abMmK55TqKXENIYckbVkxn4Pmrrs8cAgAD1jbpv0AwkjixqmhZlW+S3UMb/DnFVzcjLo+aSnk+om0b+9MOjsuFVugK6qCkJWH/VYKksr1QPA45+uwaOfrHYA9/5oBGQGNNYRt8+FFIn7X89Bl50/UQwZhoEbPruBLpeNMxk940iXko37xVgu5qk3jG1LujG6sV8z6CRgwPosBTPowrj4wXT3MYdI3OOagef2VHHpOVaRxaIk7qSKu4L/W2KnPEJV4GcZdJc2a44q7qqKF461KqQbCp3jsx3mc2hK3BmArpnzMJlrHPNvEeYlOGIwEnc963y2I4EMTq8elXMf6Wb7GS2UwZzXNA/ft3/P768PATohxNwYdMC+tzQHXdUkEvfSnAT2XoV8IY4MrPJ7k7gXYuw1FpUWit9bFXfFkpynfPw+3AA624kK4GuD5APo81eZz9huYxsc3ymKgjnHz8Grx7xK+7uXatsAei/ZKf86Bfs+vS/2emovHP7C4VjXvY77XgTABKA/euijuGnvm3D21LMd1a0pQPe5S9xb43YeTVXcHNDVgF4wYBIl7Q1h5wPJ5aD3sRkJ8/p5HYdFZyuVTZn9sy3jAHov56CzhUrYwlk5c9AZdrNKC3Dyq1IHZeLrkcGPVCH3hAABAABJREFU3Rubc0kcHjYH3RWgl+BA0hz0rO5wEESQSqKuYi0E8j5tbUXi2pPtCGQYR0wH6jTrfS/Du5a0gJgiqeLuMMWe/MMMy6LDvCch6zgTASBuZNFQaU+okRGPwFBS+NW7v8opG8vnvN2y7y04YOQBOGW7UzxVcWeDoV5z5goxch0S6SwHxu//YCWufvFrPPGZMxjbnyyrZ+n9CCr2tZcx6P/rEnc2UHvxjIsB2MGNTzZ+gqeWPEW/l8nXWWeRzKfseFmKqeWI1hVg7cl2+rcDoPczBp3M9awqsVAGXQwCdjS4jznNVtAmZkncu62fzfbECm4JSQvOqcBDq+w2VlrYD40VWbrM+bKCnCrDnJOccl7izheJAwArRlcWBt1LcISV9sviPaclOjE1UpdzHx1zv0T0EzMfWVVUbr6ZMWgG/VsWTHvk20ccy/qy9a5rDjpzDgQ88lXcyytxZ/uEh7Uw9xyVq/AZayxAF2sbKUFvAB1WelbKz6dcugH0n077Ke458B6MsgI+hEH/YtMXtB+7G3GwqtVcd9Jg+bWoD9XT/ZbDtgH0XrIl7XzV+vfWvcd9FkEgcSYbwg04ZMwh8Gt+7mUB7AeJBc+U/bQcbdYBqLL8Ay1QOIt41wF3cZ+3q9/OsQ6Xg15C66NirCwMekYO0O/64q5e7YM5tHIo/ZvtO5lT4q6wDHoAYn5aKUbBv3UPFWZCHxgeSP8mz2h3qptOcuzzlilTTRWuzZpQkEdE6GQCI0esCgB9a2PQ2xJtXA66pgM1inkupRaAeWHhOuz/f6Zk3Y1BP3PCb+nfimK/Mz1WK5NMVqfAPWJJy5J+IG5kMH6QfNJyVBZmLJ/zNrJ6JG7b7zbMGDTDUx907nnsBYAZsQrDxFJZRFPO/ZMCcv3V2MBwkMlJMVJOBn1l50o8vSR3H9v/ZmOdRxKcJA4gW7MEkDPjZH5RFZWOo+Vi0PsaoLfFbXYynolzjHp/Y9DJmM/6T6UWieupk485WT2LFSnTL2tSzLmqhwBpw4DeVWDdAauKe9KayB44UEVwQAoNew6FogD12/WgYkgCkXEDpZuLDDogTJlWwJstEqeyAN0KQJbKoLPzrpdrbzBV3GVTdq0/CzWQ39lrfdAmP1h/iiWYZF0sZBXb+5JBJ3hAVFGy95ECdKaKuwOwlugjsAGBkC/Eyc7LVfiMNTaVVuxyIS0SJ5n7CYOe9AF3LLwDr64wA1tkrBU7b/hVP2YPnU2LSBLi87R/n8atI7M1bea6I+vLfy1ktg2gSyy5YgWyPcW1RNHjcSRXONvuNMf4Hu9idE5ss0bs6PFH079J7i/LoItV3FkHlUjctSIk7jMaZ+CmvW+in2X9DP0a0we9oL0XbunmZqTWrUNy+XIkvvuO3h/F47wrRudSWR6gb4xupH9n9Az2emovPPf9c6UfuMRIYTOAHwhygRWDUUCENH6iKrn9lrV5cqPpdLGDwshqO81iYHigmb9jZGh0sjNhO5wZ9jBKOCZb4p7Ny6BfMuMSc13m53yqj15Lr33Q/73y33j4m4eLO+AyWnuiXeiDDtSolsdX4m3+5VNf0r8pgS44opfOPgV/2v1mayXb8SZF0FJZHbCAO2XQLYn7hEE2Yx1QbUcjF4POPl+5zK/6PTHo7LjaGwCdSNzjAoNOrDPed05dMcaOeQGmGJOMQQeAP33yp745sH5opGeyAoWmlRHnXnyWZcw4udZhX5i2KCoXQCdBlL4ylkEHwBVY7W8Anbz3LECX1b/IZYaQ62pU6FwONLGUnoLPWrdVscCvpiBuTeUECOf9vUwGiSXfU4Y7Zc1z/5mpou6gNmgRPwAFjdO7MHKfNo71Zo2AOFqBXFG4gHu2sxPJFSvpcV07tA6LYfu6dL+EQS+yijsLggvKQddUyGSZWkCHGpQEeKvTGLiDHQTRe6JIrVmDTFsb50+xaipRSp3Vs9I01D4F6Na8JQYzNEWjPr4I0P2qX8KglzYusONKyBfiAi29ERRkrzEB6C3xFqztWistEpeNppBcuZJbplpzV8oPvLXmLVz5/pVmtXUJockaGdNl9UPE8X1TdwI3z1mCtqh5n0Y2RBzb9IZtA+iCxRYuxIrDDse6n/+8qO1XnnACVhx2OLZbyw/wm2J8T0yvAP3Xs35N/yYyulx90HkG3Vxm5qAXbiOqR+Q8Pk7iXqCUqxDTEwks22dfLP/BgVhx+BFYefQxaH3sRQCA6veGWrrTQpu1LJ+DLntJX1v5WvEHncPY/BTW8cnV1iMNeyD2KxoP1kqWuFuMtcWSsnsjNRHI8ZG6CKu6VgHgjz9drtGEabPmiOALEq7xdeNx9w/ups+haphsl1g8MZcZhoEr3rsCN39+M1Z0bNme1u2Jdr7NWhZQrXMoud89azkk7lWkcisD0LsTluOY0aFYy4PWxJgIKFiSakMobLNqIZ/tlMkY9LsOuAsnTjwRp022o9a5zK/5GQbdG0Av1sFa0rbEkZJEjDDo8VQWPUwO+o4jagEA7bG+k0UWYyxoVBj2RU/a16ov2wv1ZyP1XAwYVOlErh9hXYjJAPqGng0AzP7BJFVoa5W4s4w5IAD0fiZxJwEDVuJecBBbcGcCPh0tggtkGAZS2RR81unHNHsjKnP3CNCb/vhHrDzqKLQ89zYAIM68gokCjp1WcWcCEuyUueKYY7HisMOQ+PZbAMCqKg2/TCyi35PWbsSlMCQqIS/GgmAv+eAUaLpItN0AerghzflC8fnzsfygg7F09h4cgx5QA/R5YAs9AsCG6AYks0kHQSIWSu5Nc6virigKvX4EmJN7rCmyHPTSfASWMWfVnb1lMoB+4DMH4rAXDkOn4fTJe75uwopDD0NiiVkvIKNnoJEicUwf9O50t3QcYI0QneJYDjif2d+98DX+OteUvzdUBFApeRZ7w7YBdMFa778fABD7/POitk8tWw4A2OMbfoTPy6AH5QCddWpJ9F3WZk0mca+0xiGtiBx0AJjSMAV3HXAXXjn6Fddjs3N/e49Dz7S0uH4XqHH9irOuJC81S2VTjoHa8bu9lIPJRiV3GrSTp21SzDY+0YEutc2aYOwYL+bxkr7jq7tWA+Adt0y5ctCJxD2bhZESGHTJc1zpr2Ta/ZnVNGXtB92MDd60Jlr7NPdMtLZEGwfQT6kYb1fXL+NtVnKw0RG/Ba5lDHrGZtADlvOW9ANPdn2H3y88DTNHV+DIHYdykzuRVbOT3t7D98bVu1/tuaK1T/XZDLqh48P1H+L8N8/nqksDfOpQMQC9Jd6C4185Hoc+f6g0uENy0FkG/aL9x+OCfc02hB2xrYNBD/vCXPBLj6XpOFso2/jfaOK4QdhY8iyzhTIBJzO+oHkBnvn+GQDAtIHTyg7Q+5xBT5iBWBKoZ3tG9zcGndy7HQbsUPw+BOAT9uloqxK6XESjSGaTNCUpbd2SSl2nMveMR4De8cyz5vqbzfVjqj32JEjLNW7uk8+vJD/ZHmsVaDDo3Kx38s9pdxhIMY8SyWG2c9CLG89YwiPf82Houp1e51KF3BfS4a9zspbhASnUjZOrXYOMvDKgBewgW5pn0L9p+QYAMK52HLe8t2sRsUZ8ELdizIAdMODSGBxV3EtzEnTOz/T1+rvN+tg96R50pbroM7w0scF1u46nzPof8Uyc+kspBlNv7LEVsa4A3SODvr4jjte/tfHbDsM9go4y2DaALljy28Vl2Y+o0tkc28x9Fl9+NwadfVDIy8JJ3K1B+6uWr5DIJBDPxDGww8CUVTpGWj+pFcmgA6YjPbpmtOuxkWlE7yWAbhgGeua+4/p9pNHbPtjWYIDpvOfrz9lbAJ0Ah2PGH0MBb95tGLAk9kgtVeKeauPPU2GiqGLtgVE1ZgGMW+ffij99/Cc88d0T9n608jwDdg667uzDKokQR/wRm0EHMKFuAr0mXgA6W1jxrDln4agXj+rT6Dlr7Ule4j5CqWCq6/cNgx72WVXjmRx0wqAnM3YOupa0ATqxa08YhDtP2YmTl3652ZTWy3LQvZpf5Rn0n7/5c7y//n1c9+l13HqlMuis1FGU9QJAOGB6rs98vpYC9IqgD7VWVeWOrYhBF9mX+Jfmfepr8NcfTZwbiHNPpLtiviQBsICpljvjP2fgjdVmC7vpA6fTHPTmKB+oL9ZKTmsq0EgAQpbq1t8AOpm3h1YOxYtHvYi3TniroO1j8+Yh08m/x5WKjlah5mS2owPJbJIy6KQGy7B0Bt0hha5TjPWwAL2Aey3LQffDvT5Md9gOLACg8wLNQS9Q4v7K8lfw8DcPc+9PPoUF+xtsT3bWFA1Q/DIGPQUtaGDo7s6xuiblx47LdfjThgnQrTlJJGbmN5ut82Y0zuCW96XEnbxfbFFeYkT2Hs2YYw4BsGYVd6ENbYlt1lgGXVEU2tvbDeSWaiyW6Un3UNURAHTo7mnGyWUmm92z9DtMWG91k2EeD5KyGtSCrn5HTgadSTVYYxWGG1AZwAM/mYn/O2HHnOdUTtsG0AVLb3CP2hRiIkBvjjVzjIxXibumao6WKpzE3bqF85vnU7B0191Z/P4JpmdmETnoXsyn+uhuewugd770Epr/3/9z+dZAoC7/ecUzcXkV9zwAvbcGaLLfCXUTPEsVU6wTpChQIyzzWNq9Vf1i01XgoUMewh9n/xE7N+7MfTW0wixwF8/E8fT3fAEprjtKuXLQRQZdAtAr/BVcFffxtePpe+GlDzoL0AFgXc86LO1YWsSR23bVB1fhnDnnFFykriPRwQF0ZHWaPtIbEncZSxy0ADrHoBOJe1anwF2zZNEJRpVHqqCKBS6BwlvfiNvKctDF1CE2qFbM+8syo7K8RMKgz12yGc8vNAsLVQR9qIuY57aqNYb1Hf23UBwL0JHhr098kSl1LSWQ0h9tbfda3LHgDun9dDMRgIvOvfj9uu519F0S0yPG146nhUHZWielWF8HUch5j60Z6/iuv0rcNUXDuNpxGBTx3hM7+vHHWH3a6Y7lVVkdbQ6A3slJ3DMWOBqWyVAGvViA3sbI5Vf5/dZ4zYz/LvOrA6ArCjTDEDqsmKYrQCwEZJjXnRaJK7KK+28/+C1u/vxmvLXGDorkZdCZOV7RNGhhtzlbQbCWH7OC1dZcJCmEfPxzzbjqaR0nva9zEnfR7yMBZLF3d18G6UlRYlKrgjUCJP/v8/8DwN9jI1veNms1giT1sDGH4bZ9b8PLR79c0n7d7OZ9b6Y+cCwd44r1bUjaylldeNxTq1bBMAx0HHc6hlqxGZYoIOMsGwAQjeAowqCzQQh2Doxb78DQ2jD2364RDZXeVH/lsG0AvZdMF65sPBPnWrGIAD1XSyDRYWIfJBbg3TL/Fse2gaoM/JHiJO75jHWaew2gP+teqG3obh2emARZCxyxirvMegugswNscQBdRXBwLQZM7cLgmR0l39uGXatRMdiOKitQsHPjzjh2wrGOdcWKmDsO3BFTG6YCALLlquJOq8o726zJGPQKXwVXxX1E1YiCGHQxvxIAFrcuhmEY+Mtnf8Gz3z9b0PHrho6Xl7+MT5s+dfRWzWeJTBwB5lYbWd2u1FriK8y2StPIdZRcHwqklSygZKAGmqnEPZm2GXQ1YY5h7MS4rN0E6DLpekkMusYCdPfCNVyRuGzhChg2WMPm2RKLBJwPeUVQQ03Evgg/e7S49Ki+MJ5B568Pkbj/N+Wgp7IpHPb8Ybh30b146JuHPG/nBtDX96zHP7/9J02ZOmPyGVAVFd3pbmyOm5I1UXlVEaighUE3RMtDAPT1PSLKAVKDhDVZv/gtabo1PhQTxOh45hnp8ipdRzTED8BGIs4x6GkNUAwDQzOZgnPQRUsyw9oVgwZgcTYqjP+5Abp97go0Q2yBaloiZBafTfsUxHaJYuC0LvhqTNBCVWwFSNxZQPu3L/7mOCY3Y1VyiqZg1MEJ1IyRsKeKghF7taFm5yGI7L4bhv54JmX6ZSrR7b8x39EjPjO4rkii30eUUiMqR3DL+5JBJ6kvtaFax3fn7XgeAODzps8RTUdpwMOn+JxV3EuUuO81fC+cPOlkXDv7WgDm/HrAqAMcrcrKZVMaplCFSzQd5YKbG+N28F0E6EY2CyPJt6pe32CvRCTuuZh/KnG3GHQWg7FkQsyqEs/6T31l2wB6L9leXxvY/wsdB3+uo7HdwD5f6djYtpp+75C4u+SgA/zDEvaFucnZAVAFoDx4ZoFtPgowdgLsrXZWuvASEht2zYWoGR33BE6lAN0Dg97bEne/6vcM0DNMJVZzEwUDp/agbrxTnlOo+Sp9GLJrh71AcQ+2sAB918G74p+H/RMnb3cyALkTUJQRdlfXHW3WZCxyVaCKMuiKYaA2VFtQDjqbT0lscdtiLNi0AP9c/E/88eM/FtRPnX2uRPVLPhPP18jqtPVOqQw6Cy79REooyUEnxXUUJYPw8IdQMe5WdOE7AFYuupLByE0GMm+arSPZ6sakNoHs3SmZQbcOObp4AwJp87gdAL3EHHT2WZAVigvJAHrAh9qwLSP4en3hY27PBx8ivujrgrcr1HIBdAIm/pty0FlJOQHQXkzMSwwzTaj/Mu8vVD1UH66noHV5h1l/RpTQVvgqbAa9pzwMel8WiUvraQoK6kJ1ju/7WytLVgJcqCVXrZIur9Z1xIWYo55MCgw6MC6dxrBMtmSALhI8/0671+EhZhiGDd6YYKgPhlTiHmVETuunZTBgco9T4s4w6LGFCxH9+GPX349n5f5U3hQIMg4pBhRNRbAOGLqrnStvUH9Egb8ii6EnTcGoBx9EzczhdJ1crYRXDxKKxGUS0JNJdL70EjKtrahvimHWEh1+1Y89vtFxwEJTFt9fJO7HTDgGwyuHI2Nk8HnT5zyDXuY+6Kqi4qrdrsIxE44paT+FGGGyDRhUgQcAG5i6XQ6AnkzCSPDj7EomhkAZdL87g06eBzLWE//kwFEHcveBAHRZcL637b9nJi6DFeKES7dnmJ3qOPDzf1ufzVQ0RCP3AX+6AwDfjxbI7byyg60o2RAnar8wFvrCZIAtP4OuKArDVJrX7uZ5N2NzfDOu3+v6sjgRRkI+6KsR7zkxJP88qAUR1ILoSnVtUYBeDIOeO3pe+r31SsLXh+sdf5NBcNkQBVPWGIXtUHYsTF92Lwy6pmr05xSYMjGvVdwXty7Gk9896Vi+rmcdx6L1pHtyqlxYk+U0eTZB0m9kdbtqeakMekAD6ajj0xRkIL8+ZCxStCR8leaEmQ5+CcMwsLErCkUxcPP9WegwJ8FEwD4wkicnjm/sfosxTuIO4KT3dDx6gJaTQS8KoDMMuljYEwA0yXNdVxFAQMidNAzDc55wesMGrD3nHADA9t+VpwaKaC3xFry/7n1OzifKVylA/y+SuLNguZDnQXyHgz65rLHCV4GxNWOxqmsVVnSuwO5Dd3cEhCv8FdQJJYWQ3FLachkrJe9LgM62zJIdd3+TuJOAQTEMema9XOFQretYN0Bg0JMppLJ++Cw3L6MBM5MpTE6m8FVYAWAgKxRl83wcwu0NKRrySdxZJQMrcfcZ8hz0KONCbRLac1GJuwWeDV3H6lN+BACY8NGH8NXzSjrAWXyNHldeBt18L8VHOhYxEIkp6BhFALz7eJqrU1FLteJg0DfffgfaHngAoR12wB8WWe1lG1/AxS+b+zEUFendyg/Qs3oWl793OcbUjMGFO11Il1MGXSJxB8z8+HU96/Dot4/SuVVTNKQFBr1UifuWsJAWgqZoyBpZLGheQJd3MuOomDKsx+PQGYCuw2xvSMyLxJ18R/w8ogA5d4dzufXiFKD3/by49d3NXjRRMlFogQxxe9EC//mQ/s3KgfIxFqxjK0aEVOEWBoUaRf5I70a3qVLWcvQf/vZhvLbyNXyx6Yuy7F9PyK+pDdA9MOiWHHFC7QT8ePsfA/BYJK6XpHssQD95ksk+7zti35zbcHdRESu6lmqKwJq777sh1ED/JvlKxPl8dk8Vz+6h4MPjS8zBJW3WJADdbQIiYEgxzEmOMNf5+qCf+OqJWNHpbK2WyCQ4x1TMdc5lLPsmA6o5TQDoyOow9PIw6CwWD5LJRgbQNSeQ1jPV2NiZwMZOp/SQlbiTd0p23uUqEgcAOy+1qv4KzyoLwoqt4p5re1nv85H15pj87M93p8vaC6jmnm6yAwHFVk3OZz9742e45qNrcOO8GwGYkm1DyEEnAP2/SeLOPoeFBM7Y4NyvZv5KWl0ZMOXrAyNmATjiZIsFSSv8FYj4I3ScZAvKFWKsOqQvc9DJOKgqKioDzuvQ3yTubBuqQswwDOhx2dxloEo3sGS4gocPsAchI5V0FImbmkxhu1QKPVYedaLVu2qDNZFBD3kIyLBAmPUZfZDnoHdLAPrC2EYsbl1sS9yt+UiP2e9OZrOczXfripM3B50AdMWA6XuYv/3KcWk8P1vBhr3JPREKmzJzl+o30PDDXaX7D6RNBp0Asngmjo5nzbS1xCK7xZz+1vv074bu3mHQP9zwId5Y/Qb+8dU/uOX5ADohBz5t+pQukzPofVs8shymKArFNWu67TohCWbsFt8HZLPIdtoA/oqz+Xe9GIk7GV/Z9nwAELW61YS3AIO+DaAz5gDogtw0n+kJ+QBF98cUrCIPw7DKYZh74tyc27GOLVsgDnBOjkFhrlRJeLeXqr4qVEpscGwcW+yhFGMnBta0iPcejaSFRXWwmoKPZDZJHQ9SYVc0dsJ7a/VbuOGzGwoHXBJjJe5ja8fiw1M+xO373Z57IzZ4LoLUMtxbr7tgWWTiyBNWJRlQ8PTeGmIDSytKSJlHicTd7UCpCM4wI6OFSNxllswkuZZIhVRfZoFAoc+LImHQaSuVEkfrpDWZX3vUFPg1wdmB6aC2P/kk9C+/xaHzdIxuYsC7msB3TV1o7uLBB8ADdDrZWUz2UeOOot+Vk0Fvtx5DEUxyDHoRRX5Yibts+x4JQB9oFY2ZObqeFovb1J17LmBN8TGpQlH3yrWlGKmFQN4HOYPeaYKU1Rtw5Kc6gimD22ZrNDbIVghAJ+vuMngXnDHlDFepZIWvgn5HQH1Pim/BRpg7Upeh2DmEfbYLZdA7k5245sNr8NbqwiqaAzbwIgo00frb81GoxL3z5Zex6dbbkFq5SurzKaqZgw4A/9pFxRdjLPBqSdxJUc+MBjRmMogYBsKW5DrRthnpDRvQev/9yHY7x07XcxAOPahoedussf6K7TO656B3he19bPJpaFdVnL7qaZz46ol0riEkld5jP9NuQUSW8AikDRz5iY7j39cx/sWFaPvnY65qNvIbisp/31oHPLmPBiUgqvIM4V/T6vafJt1/0KriXumvhD9joPrpN6F3OdOQst8vp3+f8IEB/+rypKOwJrYFJZZL4g7Ie5KbAL28OehbymQB0CQz3okMOgBk281AZ3sFsGYQv8ImK3897HcH6ARLkefWrRd9fJvEvX+YyNYaqRQQcZdIiCbmREjWoH+RSXpC3QRpYQjWckncRRY40Mfdoex6XjoXLJDJQws1Q9eRbXMW8AIAtcK6Dh5wIGHQqwJV9OWbs2oOvXZTB0zF3LV2kGR09Wis6lrFTXiXvHMJADO6dunOlxZ6KpyJlVa9yB11x9xc5orezO5y+VusY0jYS1H67S+1YGAuBt0lQmznoJsA36vE3c0S2QTX27iQ55ll3wrtqa4mBYCuGzR1ptTWSsm0uZ+9Jgxk8vzt6xN9/300/eGPAIAzrWUnXmk+o4qaxFkPfQ5F60blRH6/hyV6MKluX/y9fYGDQd9nxD54aflLJR03IBSJA9BRYX4QFUSlMuhsYTjZ9jKArjLKhkFVIbTH0tjUlcR2HuvqsEqtbE8UWm2t9wMu0sK+MGBV5lc0HUZWRbajA2c/NA+/vOksnKbr8GdUPL+HgmQ22WttdnrbOAZd0u8WAD7d+CleW/kaLt35Uuogk1QNFpiHfWHHfFvhr0CFz6oGbIF6kUEnYxEBt4WOCcRKYfTeWfsOXlj2Al5Y9gKePPxJTBkwxfO2JMgR9oWlAH1rlrinm5ux4YpfAwCSS5ZI11FUgwJ0AEhb7pieTCKZUkG6i6Y1oIaM1UEdgAZsbsPqM36C9Nq1SC5dhqE3XO/tHIoY6uUA3T0HfRPjdrRoGloYmbshVHFnAbpbEJENhh0+z8Ap75Jr9hWan/8KWnUVan74Q8d2nMSdUQdmrH/pUeWZ/1QXCXIoDSiaH7XBWsz63sCYlz6Urifarpc/ARx5jad1vRrrU2T0jAmyDYOmxYhV1InJuqIEtSD0GI9ZtEjAsd7WYCLxCAgMuhSgm9gg5Qd8hkGfF9a8SNzJvEBIU1FBSIvEbWPQt6wZSR5g6yUy6EuHAMsYJ03WZk024YmWS+LODoqAORgRG/PiC8w3vcOgE+cjbmS4iboc/V6NeFwqwQUANUwGrPznRRym6kA1la+wjtYeQ/egf7930nu4Y3+zToAsd0qWr+zVNsc246oPrqJtPQphFLkIokPiXuq9VSx5WWE2uWEyAGeAwW+gtBx0EgXOOqu4u8m8KUAn61m//4u3f+HKWOViWOOZOM+g5wDouqHj29ZvqQNdisQ9FOOfOSObZRj0EgG6FW0P+lT7/jDvV3Kpe2s5RbXOQ3E643tk4jiwymy/JAL0yQ2TEfaF4Vf9JVWC9at+bmxrtwLuYtCCq+JeYA2JWDrGMRwyQLTfpNwtmwZVm+N5c5d3Bp0N7OrRnhxrls/CvjAMq8q9L0SSaDP45Os18Fnj+KhN5rNRLKDsD+aFQb9k7iV4funzuOydyxzrso6j7PkNaAG6DgnMyYqSAvZcL87ZXu3FZS/SvwsFxSww+LrFezHCrJ7Fbz/4LQDz+EX5J7B1S9zTa+2AXOJ7N4AOhJlxkgB0I5lChikCFwsBtdZYnazTkVEBrbOH/kbPO+94PwdhrE9CUKXJctCt8U6BHaA226zxDLo2YADqL/oFXp1lL4ypClSGQMpSgG5J3DmALh+j2HlvbJPTn4h/8YV0OzrHq7zEPWOdoo9eezJnkQ3531DcAHrKZEVrgjVo8C5iMH+iQAyQz0jFeMCeIzNGhqYByIA44JRq37DXDfD3JJDaZI419ZN6MGSXdgQbvdXJ6W/GMugEOLO+k8w7zVjkXcoHnN/eibvV4fj97r/n1slVJI6VuOuGTt8fcYwjAL1iWw76ljWnxF1gswwDLff8A12vvy7fXgDo70xT0VZtD6T+aJIORgQciHIKmeWSuLsx6IFRoxCaNMn+opck7l2G+YNfJds5h7gp5pTydL89F5v/9jfPrKabvB0A1LD3XoTEYaoKVEkdjNnDZuOmfW7Cs0c+i7pQHQXOMgc/X956LvvDx3/Ay8vtfpKF5ORyV6y3Je55bs+Thz+Jy2dejsPHHg4AjrxEk0Ev4ZgYdtchp8tzriTOwDKr76x9R7quG6MGmJMDC9AXtSxyXff+RffjpFdPwl8++4tjv4WCm1CPmIPOMOgljNa6biBlOY8hv8aoBRmJu+4unYiQYpOKhEH2GQhb70xbog1n/PsMOrkGtSDePOFNzDlujjR/1av5VT/qGL8w7fLqlMKgs/lvbtufMXs0bj95Ou49fSZG1Idxxyk7cd8PsOTubVHv950rdsM4wp2v/gut9z/gut2XC+fg8fMOxLLvP3Vdx83YKu6q34BiFbm7+X27PVKTVbD7/fXvO7bfWozNi3V733vS5jX/tOlTKk8nYJuw4wDw5z3+7NhWBtBFBp1YqQz67QvsNKhCQTFRBADgxrV89vrq1/Fdm9nBIeQLSaW2GT1TcoHdclo+iXvnyy+j7ZFH0f7kU9h8x532dhtcJM2qwc1mKQLQU0noHWbgoycE6KqCOmsMrVB1rGws/hzElqVJw8gblJdVcAcU+IQ+6PWnn47IOaejO2LvI6aoHANJCm5tuu8Z9Lz7LrI99vOj9/Qg9vnn2PR//8eRWJkVq3DGG1nsuELHrkucz4Mb805YenF+y1rnSM8m39zvl08KwTRQ+e5CTLnzdZz2dmHpGAkXVQWx9meeQftTT3veH1t/ggTqWKLAjbRh37tdB++K/buGYfVppwMwWyk37tSF2rHeuhr1R2NxDcnDZyXujhx0AM1/MsfjpA8YmU5jT7USI6r4Vnk5c9CZInHsmOyUuJvP55aQuG8D6Iw5Je785/jnn2Pzrbdi/UUXu2zPA/SkH3h3qv3CKAaQsfImiAMrA4yisS+tCNDFaHzQaj+khPtGkuizwKICvhjI/Kb5DsZi3fnno+WOOxH94EOk9XTePHWxYEv9WWfRvymT6mFAYlsLyXJdqgPVOGT0IZhUbwY0RIBeLueD9IgmViyDrvS2xD3P6lMGTMHpU06nUXq/6ucGwlIl7lwfdLHNmkuOFX0cCEBnZns3FjtXsCWeiWPhpoX080cbPuJYKNbuWGgqLp5a8pS5LVPNtlAGPRzjmTEjq9NAYSktVJJMrpobgw6xpyoALWt+P32k6SAoqgtAZwpdLthkV2INakFUB6ppIa1iza/6sYohr0m64mdNn3HjTClV3B/4mgfDsu0DPhVHTR+GAyc34v0r9scPdxzKfV8TNt/pzrj33zYkAF1PJLDhV7/CpptuQnqDvLK0fvol2GnuOiy85pKc+5cpRcK+MIyUnfupWNLIMV02SCHFr658/0rHu/LFpi9wxXtXlEUp1ZvGvn/xTFyaL10XrKN/v7DMVJ2RZ4plYKYNnIbjJhzHbRtQeYB+2/zb8PpqeQC/lBx0kZX3wqC/teYtHPzswVjQvADRVHEAnS2g6cagA73X8aRQY++vjEE3DAMbrvg1mq+7Dk1/+ANin32Wd59ibjSVuCcSMKxc5h4LPxEpfHVWx9Jhxc/RYs54Kk+xU8Aer8TAvw9Aym8fi1Zb43if46qCBAfQ7e82/u5q6D120Cnb04PVPz4Nrffeh/ZHHqHLK6+5C4d/buCqp+TH6ka42BJ3g1MHZt0YdJccdLerXRUHKm98GDXvfeWyhrslvnXvqpHt7kbT1deg6fe/5wIYuWxzzC4aSMYBdp5xe79YZr3CX4FVJ59CFW+h+q1X4USMxTUkzSiZTcHwm8/S5xPc36WUHxieyQBQHEX22LbAopGxPZ6Jc2Myew8Mw9gmce8vJkrcRXCQWmPLoYysc4IUGfSUD5g3UcFNxzGX2dqOPBBukhbWOIl7nhz0IFELhUKCBKh3ImvHV4wGAAQMlZuku9Pdro5KprkJdy64E4c8dwjeW/ee675ZgD7s9tsx6NJfYuRDD2HMS4XltJJJ26f6pFUyxaAHmeAyhskMiD3rizVRjlsIg37JqEOZHYmvbRnuLcegF74/VubuhxjtL9BIDrohY9Dlmwyz4uxnNu5lrsb8vpvzmAugR9NRLh85o2don+N8xuagF+KMZ/UsKuO802HoOjKtZmDAV1kKQLfHKxOg2/u3f8s5plVZlyieiaGxOihn0DUDERfHwksKjxfTVA2LRylYZzURUK3D1g0dl8y9hK5XbB/0aDqKf6/8NwBgXM04AMWBjmIAuh63541stwnQE1/bMmTZXJPW01TyX7Upt3PIyiqJsQy6ohowKp33L8icgiiLPu3fp+HfK/+Nqz+8Oudvb2kTA9jiO68bOjpTduCNBOWIYkaUtYsONMugN8eacf/X97seC9k2qRcO0Fd08J0mcjHoKztX4or3rsAlcy/BhugGXPrOpVQlABQG0FnGL51Nu77P5ZojSzU2cCFj0L1IlrX6egw7eTv6mUy3kxQzCJ0i8u9kCoZVSZpURCcjdLWu43uPAF32fou1hJwSd+d+xNo25noKNMNAO+PiaLW1zvdCUZBi58weRu7e0cFL3LvtvxPfm8UnV3auRHiDvF4Q3S6aD6AL54PCctDdzKcDiuBHLBjnbV+ZZnlRN8AuUmZ+8DZXsF1CiG9AgsoKFNe0DBYnOBSLFezzs3Uy6Ow5VQdNX1KHjvXHd+OmY1W8sZO775PyKRZAdxbZG1413HU7gqUMGFwAlOCtaDKDH9zyLl7/1gxCb2PQt7BJi8Sx3zOAMSupAtl8403c56QfgKJg3kQVCQtjk8GYOAoyyZhoXJE4v0eAXkCf8FKsnh6/4XBov2n5hv7NTkIGgAe/eRAAcMFbF2BDjwtDZA3o/hEjUH3wQVB8PlTstitCkyYywYf8AxJh9hUo0oJ8jogz8zmjZzhGVGzrVIg5etYXwKDvUWc7DOVvs1aYxF1mbKE4f4mCg1x90DNdcgcrZJ3AzKpR5j5QGEC/76D7cM+B9+Clo53BnyEVQwCAc3JzWbES97SeRpUF0BXN6sea0ZG2ALq/uvgcKMKga6oCn+bCoEvaShKA3pPuQSyVhaI5gxqqT0dI0ipSgVJS5XbR/IqGeRPN42ZLJny88WP6N8sWF1LFnQ2qXLLzJQVvT4wA9I5CAHrSyaDHv/ySWcHJSF358gX0700jcqcOyNp61Qfr0HznfQBMx1ipdgKvEPPosv1pWSPy5/5qYoBMVHV1Jbs41rUr2YWWeAsF6geMPIBbX5Q/igA9l1EGPVM4QF/WYaqvBoVNGUkuBv2ity+iwSbAzD9nn29ZwMbN2CBlPBN3Zfj6S50Crhe4ZEzKX8gXyLa1oXqarfghDPo/Q9vjzClnMjnoSaDTfF+7w/x8XCMB6NmODkQ/+sh5TJKgwZhmAzfOsGsipJhnNA1gcbLVoewj85w45gYMA61MmRitppbOfaq1j7iqIs46AZuYwG06TZWfALD51lvt75IpbPzDHzD/Ad73lZmrxD3DMOiSHHTNkYPubLNmLch7DMQ+mOzNf0pvzAHQmar8Xlsys8ExkUEPaAHXQrCsQlEklPyR/lWksRjjGHSmUN7SGh/mTVK5+d4/lFet6X4VNbpJCokAfUQlL3lnLeQLUT+RqCMDqn0PXv1qA5Zvtp/ZsEsKRW/aNoDOmChpFwfOTIstT8m2dwjftSC5mJfDpJj7SSVL1otMczR9BRaJExh0sfckabOmhMLgBqxeyk3RCOjUnf0uWeeNjcC2xflI663zb4XM9LjpTKnSSvreB2MykWmK5tpnkjX2eqf1NAe4DBhFt5URAXpBfaHZ+yfey36Qd8Qx6GXLQXdK3EPD5UVQ7NZsztZQbkwqcVJGVY/CrkN2xeyhszGschi3znk7noeRVSMBuOeWstYSbym6zVpGz1BArIUIQM8i027+rq+qBIBuVXAPWbnGjo41kDMcldbxRNNRDKwKQtGcTpbqM6AqqiPfK6gFS648z5pfUai4Q3V5/UUG3Wt6CgFNEV+EgrBiqmYTgN5ViMSdYdBJAabkcpsxNSSpB6u+sR19+fhom4wxHbgphUyzPZ8ZFbkZ9JVdK6X7dut93F9MPD4xD10Eq52pTqzqXAUDBkZWjXQw6GKFX7/qp0HzfIqLUiTuBPxPqJ8AQN5bOqtnMa9pHlZ1reKWK4rCM+iJDs+/uzFqpzwksgmoiioNuvUXgM6O+7JWdPla4QLAgPPPAwBEBpn3qW68+cyEFAVjasbYEvdUEkqXeV17BD6kWtfRUg20CbGzNWed7fg9sfYRAIyYVIVDh+2DMyyGPmmp0gwA/1dfhxM3/AtPL+Fzn8nzx7OwCmp1Ha1VrMS9lr4X9czY0sFUcY9N5+ea9Hp5OmL3nDnoePIpTLlnLjJ50IQec8tBZwE6cz4kB53i89wSd7eCwsT8M+16IV0RQK1wVg4XLSeDzhQI9ALQDcPg0uSIisGtvRdrLJEnpmlyAL0f+ILFGAvQWbLn7joTcLcwAabAhPHctkGfPR6JPkguBp31WcgcyQYgV7Twz+s2Bn0LmxhddQB0JprGvpyAIHexjOT9DK0YSgE6YZJp6xItP9Odq0icyOgSaZRT4t47phIwBcMR1V/SvoROmCxA39S+llvvP6v+I923YSkW1Fz59B4GJMqgK84cFZlxDLqRcagUinVGxHsli/C7bsucp8kwlzkHnbFiHhueQS9XDrrNoA88ZiZGH7gZ4RG1LhtZ/1q/zTqw+Rh0dlAPqAHuPtUGa6n8ygtA3+/p/TiZayHOeFpPU0BMKmtnOuImg6oY8EWKnyASlsQ96Lf2wfSaJ5aVVOcljH40HcWtJ05HY63zWiqWByVOjuVkzwHAD5W2W1FdYmQs623AkAIZmcWzlqLJF6IgrBSA7lXirhs61rbYqRNZkoPO5mtKAoLs+Wt54oWb45sdyxpU+33NplTofqcrwAJ0tzGv2IrkfWUiWy0y6GLwojPZSccFWeufXAy6aKqi4spdrqSfSykSR4rXkXx52Zj22srXcNacsxzLFSgcg16IxJ39HXJdZDL3/iJxZ49XKnHPA9CDE8ZjwM9/DgAYsXcbRh3QgroJ1rUzDPhUH1I+y+dJpqB1WYUBw8CPKyfQ/VTrOqAo0jx0MV9ZT/LXbu4OCgZOMd/PRmvcTlpjwGWDBuCxGvO7P3/6Z6Szaby1+i10JDroPRBVDg3ZLNqYuLZWazPotXoWqjXftTPFZ1t39mHk/i1Qglawcl3uekGAKSUHgDk7yX0TN4k7uDZrcOagEyBeSpVURcGgSy6hH7vDCtRKp/JoxL338oeWi0FnMYAHgN6T7uEUHmQccGvvxZqYg86a77+AQWeDDrK0385KBZefpSH0m1mOgHRllvjR5gPDBubc+soTI8FVEaB/trIN977HpxVtA+hb2ESJO1uhMrVqFTqZ3GcHQBc+A0Bj3Qg8dMhD+MnUn9AqhIY14JIIJmHQY/PmYfWZZyK53JnnmqtI3B9n/xFDKobQ9gIkL1HpI4m7ppJ+00Daquhe6a9ESAshnoljfvN8APyklOnhgc74Wj4iRow4qVK5fgESd7YvqpeifKLEXXTqiu1H65C45xiQnRsz2/ZCmzXOisDXfA46SovkWsXQDKbNmr82gnBDOu9+Detes8GifAw6CywVReEmiPpQPZ08vErcWSsEoCdXr8au35sX3xcyjz/Var43vnC2tCJxaabFGsDl+RNjcwuJkYBBLBPDlGGV+NHsAc72Nlb/WgdAL+T59mBjtAro1v1XDeDM17M4e455ncj9FoGC13eV7fVMxtuiAHqkMID+xHdP4LXv7HaYrXf/HXoiQdVDgDxHVWPe2Ww6NzhiCxMBJmCr1u17k0mo0HXnSx9KMa2lXK6FUcxg0YcmMugsUAXMrgOAXTm4M9lJWXZZBWDxmQ5oAa7SO7EnD38Sn536GX60/Y+4dYHiGHQy9hCHUwbQSYE70VRFLToHnf0d8o7I5tBi0kF6w9iAnCyfV/TxRKvYcy8ogQBgGFB9BiIDU9yU49f8SFu77Xz+eUz4l1mbYYKSxK/rdqbrVVvM9PdDnfPV2p/+FMnly7H69DMQ/fQzh3Jz3kQFflUDFAVBa6xNQYcBBW9U8ODk/LfOxyXvXILbF95udx5gfURFQX1WR4K5ZVqdnYMe1g1ELKJgcdBeKaYpqBiUgn9ALQC+HV0ua68AXt1VPk+lN2xAbOFCx3KeQWcl7gKDXoLEvf6MMxAeMYp+zkQCUKucAD2yyyz+mJubXVVYhTLo4ntHxiby7vhVP1Lr1mPVqT/G6jN+gs1/+xu+3302lh92OPxnXI4fLDSfKQeDHt76c9DZZ9Yt7Xd1o4J0jQ9qmH8HKgj7aT0vB486GD7Fh/N2PM/z75I0ML/qR2csjRPv+RjilEg6tPSlbQPojOWSuHe/9Rb3nQjIMxKArkUi2LlxZ4S0kC1xt4pJkAGSPIyrTzsdsY8/wboLL3Lsh8tBFyTuk+on4fXjX8fxE48HAASsKu5qH0vcVYOR6mgBTKgzo8lnzTkLS9qWcL0zdSt3Z3ilKT9x6xurx0x0oOSRcOYzAtC9ym1VRaVgOqOXj0HfaiTuZWHQiz8mep/YInFanv3Rbcx/WEfN7X7JADrATxC1oVp6bjIGPd+zUMizEp/7rn0MdeZ5G1YFUdqrukgjReIIQKdXkwXoPU6AHmYOf033GrQn2h13lnQVEK/jqOpRKKf9ODyKBjqHtxg4dL6BgxcYCKYM6vyIQMEryGbbwpUC0GsLZNDv/vJuR0Go+MKFMFi2SZKDHlJtZyGbyQPQBQa9LlQHJcoUpkuoSE0Y4PwN5rj6CwAr1ESGX2z/SeTe5FmNZWL0PQ/7JQBdUIX4Vb8jaD5r8CxMGTDFwTSXInEn4IsAdFmqFSluKFpaT3NjVzQdpYx8PmMDnSQYI3Og+wuDTud6thc4Y0bCpTCoFQCvOfqoHHs34Ff90haPvpDOzcMNVlDti7GKo/56fMECtN57H2KffYbOF190sPpLhivwW0A1YI3PSUNHTHXOgZ9s/AQA8PGGj+UAHQrqs1msGGzV7qiogBoI2P6nYSBgXad/VdrbxUn+twViU6tXu1wT3lqreDlyXIjltD/2uGMbu1glv9wuEkcY9Pw+RWSXXejftSeeiPCOO9K/fQPsMa6pIgWtoYHb1j9smBmcYY8tFnMtLFgwQBdSS2Q56N2vv474/PmIffopWu64E9n2dqRWrABWrMERn5IWfvz7pwZ638/vbWODDrnSflOGDq2KT3MMZfhzvn6v6/Hxjz7G+dPPz/u7BE/dOO9GAKbfuLxFPjYOrslfL6zctg2gMybmJ7F90MWX1AuDDutl92t+CtBXta2AYRiuVdxlLXVyFYkTjRaJC/fNw6QxoyoZ9H2KjwNsn2z8BKmuDvqZFAtprDAbhbpJh3Uqcc+Rg+5hQGIZdNFmDZ7lWAbY8vOMnnHkLRbLoLv9hidTBAa9NyXuReyinBJ3yu7qBgUnVPbuct70FKz1WSmZW7V2UvxPDHqx72RdsI6em8yplRXgYq2gKu4WE/r9cCAkSMkVrbSgBykSF3JI3HMDdDYt8NXlr2JRyyKuYAtr4nWcNmBa0ccrs4FqkErcJ62zl2u6fR8cDLpHYEmLdvpCdheHEqq4d8XTUlZatM5kJ60bQkyPJ/gWkxKArrPAKZ37OEUGvSpQBZ2T2SpI1QVx3awfc+sNMGx5YH8BYIWa+P6t6lxF/05n0/i8+XMAwLDKYTS1pSlqgnjxeQZ4gO5TfWZOtubPmSNKjDieRTHo1tjDpmiJKWWiOoCuZ2TpORFj26flMnYcndowFYCcQe8vOeg0D9ulB7obgz76qacw7s03EZo0yVoif3f9qp+rLUT3G+GrrA+yAPraQQou+rmGf916DMa/bZM8Pe+/bx1PnErcYwHgZ7/Q0B1RELD2RRj0jXoCn0jSUIhpikbvv+gjVhgGUiHgpxdqqHr5nwCY8c4w0CF5t8noo1XzwafAmDGuxwAArdUKspqCsy/W8NOLA452cfEvvnBs49ZmjeAur23WYBgYed+9GPfG6xj779cw+PfXYOQD92P8W28iOHYMFE3D6A/fxTkXaUj7FPim2IV314+twthXXoaiKGh54RZccB7z/LiA72yHnU9eFIMuyUFPN20UN6NWbd2Uyoz9AE74y4lbKybnjH1mZQHAetL9ysjCN5ivC+JLkfnRCuiomqfuWICTnGmJt2Btm+nv7zqmHrURe7ynvlMf2jaAzpiRo4p7Z08r993mZr5oDgHoviFD7IUhC6CrfupY/vbd3+CN1W/Ql9ORzyUBN7kk7qy9dsxrOGDQngBg9kHvgzZrqmoz6ESyo6kajhh7BF0nE49i48/tqsOEHWqMmAB9wIYYlh9xBLpe59uykaIiOXPQPRgB6CSiTgqBHTjqQNy+3+3SbVgnvWw56MJIWogEmM9B74U2a6yVKHEPGKW1WaPnp+u2vCzf/sQcdMZ5dQXoLgw6+07Wheqow92ddgaSREZOtEKccd1S12yqUxxV0By3vEBLpHkGnRbiY8YIWQ46m+t876J78W3rt3KAriioCjJBGtWPc6edW9pBC+ZXVMqga8wxaLpd7KtYBp1VNJWSg15tAXTdALqTuZ02Mi6JDLqRiHMAXVYkjgXoep4gxKbYJu7z7KGzOUUTAGSyBlZW89VxQ2kNt+13G4DcY57XQnxbwsj7R9RabAG1Kz+4Eq+ueBWACXxJII6AWZnEnQWnbD4622+XDVayVkoOOmXQmQrHYqs12fgkGkkn89oykgDevYfvjVv2vQUAPz6Wck69YUQ55Rb8dmPQtbpaBIYPk35nb0xy0CXbR7LcHBVh3olNdQrWBqPwDx1K/cNsq+lPGvEEVW52VgDtVjE3P8xOG4RBX67HcEmNu7+wOb6ZPiNcgEgxw0712Sw6KhV0WIMNnft0Hbpkwo9RBp33N6sOPNCxbmTXXenfI8ZNBwB0RxR0RIQ9KwrS69Yh02K3Gmt/6mk0/eGP5tfCHJclReKY7fOZEgggMGIEgmNMQK5WVMA/zL6vofqBiFWa19GYMpEu7xhcSXObQ3UDuJx9N/BdqsRdzEEPaAFkmtw7QUQSgKIbdm0QTYNWLY5RWyda5xh0ARO9vG4DBlgKwCiy8A9u5L7XMsWrC2WE55pWE5+Maoggntqy+f3bADpjuqMPuu1cv7d6Lvfdvxc9y01y5GXVqhl9T9B80PyqzaD7dOCxxY9RMCtGegwJW8KCs0GRQa7HP6J6BBq1WgBE4t77pjHHRgry+FQfDh97OH3pWua8xm2jRM3JgZzLha9kkVq2HOsvuphbjxaJk0nci8hBJwD9scMew10H3IWb97nZ1ZkiTrosB90t1++OBXfgyBeOpHmNoomMR0ESd1HeVtawaek56OVss0ZGJUM3gCwp8Gd953beAuBkJe6FAnQ25SIfg862IZJZIY5rlgAt1XmailZa0IMw6EGfFQUmzxPjSLLVxOnvGsDY6oncMjZ2EBlj3/dhFbYj9MyRz+Qt0FKo+aHSKu7i8ZB3rugc9CyTg65YAL0IWXfQp9JLS4Iibrau25QBBEQGPZHMWSTOMAy+Z3064wqS31v3HhZsMluk/WTKT3D1blfj17N+zaklGnfqRCarIyZKCxNxCkJzPcduzG1/MBJ42b5hewA8gz5n1Rz6d3Wwmj6vJOgmzUFnguUsWB8QtuWzbgx6OXPQAec98VLEctpAU9Xy3NLnuGvhZmQc/fWsX2NIpQkuWQeaqAz6i8JC1/m53vG9C4OuBvMTJQBcJe6BcBa5fBHS/1qrreWPJ5mgSs0MQ9CJDHo+i2fiNBAnI3FItfbWeAvWda/D9Z9dD8Bk0KX7s5wA38B6bnlo++24z8Htt0dkV0ZWPoJPs2CviH+k2fIqucJWbzT9/vf0b9VHVAg8g24HY4vPQad7UBQKytLTJiAaNp+TttH2eYa0EA0EA/IaIIDQNs4DQGcruAPyHPR0kzPgXzF7dwCmW1SRAHxJ83jUSOS/gj0H+GeWHXfDuo4x6QzGWyqLz9PtDga9+wQzjaGYiyFTSa22GPSR9RHqN20p2wbQGTOEaposgx6P83nS/izw0Qa71U22zWRw2PwIUgGTBeiqbiCgBRw56NQkAJ2NvA0MD3R8zx2z5WSbEvfez01RIWHQFQ2qouLo8UcDACrX8TJgNWZOklWBKlT4K1DtUtyT5KDLe7p7R4E6eIl7Q7gBew/f23USB+wIfFpPOwDefYvuw6LNi7hlWT2Lexfdi1Vdq/Dm6jel+xTzIYuWuIt0apnvbTGEGF8krtQcdMKgG3bASpJ/JzUicZdUHxbNrRgUG2Dxa35axV1WJE4E6CIoLYhBzzAAXWDQxc+FGs1B94tt1hiALgsOGsCho47m+kGzDPrwHxHwrmBopc3A5lL6FGt+xa7izpqq20EVMZgmfnYzVtFUCoOuKAqVwuUD6KQNpcig6w4Gnd+PbujcPVB0wxUgvbfuPfr3udPOxYmTToSmarRafM3oGOonRZHJZhHz83ORlkzAr9rjID0eYYAopOhYXxt5/8bUmNJcN8VLdaCaBuII0MnHoLNgvT5sO/huz34pOegygH7av0/Daa+dhheWmgHjfHnlPtWHyfWTAQBfbv4SR754ZN7fJeMoG0yWpdz1lxoFRFXgJnF3Y9AVh0pPNt5aOeiSXYcDes55+KuWr3Dqv06FWlPNLTfiCRiWcoqVgwdgljT3CtABO/jEgw7zmGqsgF5XqhsXvn2hfdxuAN06lfCk0faeAgEERtufQ1OmYMzTTyE8bUe6LDhkKH2Pdhq0E7dP/xBzfsg0y1lisRo5ZdAdKjp3ibsXI8/st+k1OO88BeddoGHRHrbyNegLwlAUOte4pRDR+jjwxqCLBSvJOECruKs+ZCQAfcQ999CK81VxIEAAukMli603Bz0gZ9DJ87mfhQXeTrfC12gz6H85XoWyg3srtXwmjtWPHPoI1rebvzW8LoITZ5r73ntibtzVW7YNoDOWq82a3wqpJaw52Z+xJ6/kihXofMGcJNVaewL1W5N5QAvY0kzd/OzGoMsGGTaH0G3iIUYcO6fEvXeM5gYb9oBDJnAyEA5a1cFt44vZPYfdGGzAruLunDzZA8g/ILFt1rwaK3H/vv17x/dir1l2HZljBzgH6IIk7gwoV7yCVc87L31/1UGxD3oJxhaEc0x8eXLQyWYMQHcDaQTUsccOACdPOhkKFNyx3x0AbEZMxlARFnSPoXvg0p0vxZFjead37tq5WNq+VPr7ounkXBWn3M+ucFuc2VXcyfjB5PkTkzAFqgGEfRW4bb/bqIyXA4fMs8iqe/LVyijGcgL0ZBfS2TQNrpCAkVsBStFowJTJQS+kjzprNkDPHX2nAN267bp1b4xEEgbHoPPHkDEy3D3QdHdwRs7r5zv+nAuikYr9xClOZw0khNxixTBo8IAF6CLAFJmh/mTk/BtCZkEot7GgKlBFg+XkfIpl0PNJ3EvJQWfv4crOlfhi8xe45qNrzHXydJmoDlRjRNUIblm+55uovtj6LWzveHKNylWXpVQjx+sW/PbMoMvMMODX/IhIdlFh8DnoABASCgp+1fIVohF+YNeTSRqAY1lbf4EMOgCs7DLTLlmwQ4/PGuej6R4s61hmH6NhYLy/1rH+OisgHN7OzjnX6uqg1dXRz76BA6H4/QjvaNcaCdbU4dkjn8XVu12Nc3c4l4PQfgtYkdZlIqjdUK0iA1spRhl0upfy+D0kgNEcbUYiqKC1WqHdhgC79bFY2Jm1VDaFte12mmu+OiBkG9aI4jSVTWFIq4GLr1qAzKZNju0Uv58qL/aonIaxQVOpVmrqZ38ythMGGwAkz/+esTj8hoHVehxrA7ZyIekHQpLaUl5NzH3fadBOaI+Z96mhMoBrjpyCm0/YEXeevJPbLnrVtgF0xkSJO9tmLWC9raQqpT9rA7840zpiwM9+jsTgOsyboNAHjWXQNd1knQth0GV9bF3PwYoQOyXuvRRZsxx01TDsInHWeRNgU9/Jn5NqSboi/twAPdNuOttajUQqW8DERWRvsiJxbkbOoSnWhBeXvejcpyA7/XLzl/RvN8a2JAadM0cd7SL342LlkLiXIwcdbAEZe39Dd2+H4tMxYh+mLgQtEucucb9p3k24Zf4tdDmpqsoWXgKAX+/ya7x94tvYb+R+AOz80tY4X4cCsBn0o8YfhTOnnilVZXzW9JnrubJGctChAMEa3uEtYQ4CwOSgk0JDdhl3ug7LoHfXm+OSahioDpp/k2vKkfkEKSoKdx1l0rFSzQ+Nc2KJqQbQmerE5vhmGBbLRapye5H9AoLEnXGsxTxfLxay8vzzMehL2pcAACJJ8xq2We1y9J5ujp0RAydZPesA6G7Ak5wX6Z9NjEjcNb/VljBrMoDpmbshWm8HWgJWM2LWuRTHsf7MoJPzJwx3Wk9L2d7qQDUF0KTgYCEMOgkAAM7xhFixAD2rZ6naRwa+iMmCUWzAsDpQjeFVPNuU61gMw6DPP+s0s4E4Mjb2txx0N3WcK4PuF4LlLv6FT/Fh0WgFXRUqvh6loCcEvDpLMQGwMOc9OOUX2L5+e25ZSmjVZMTjiCXNd5ENPvqtYmkFAfROEzBybf+sY6qwxvY31vDdiMK6gb8P/gF+18Kn5c1Xs+hRFPiqK1Cxz94AgOpDDoFv4EAEt98eUBRU7LEHAFM1On87H1qqAP/0aRhaORQnTjoREX+E80yINJmwxJnNvF9744hq7NT+Dl4NEIBu5eM7asQVL3EHGIAes5n8vUfsTf8mpBnx2WUS90e/fRRNnXalUkMC4kUT3zW2ivvh83SEYuY+1MpKjLj3H1BCIQz5f38GYPvAl044F0rS3E6piMB5zlsng84y2azv1mgp/yoNA7tY6uC5G99F5f77o6VOw/fDFISU4tu5sn4Kue8EoNdFAqgM+nD8zsNp+9S+tm0AnbFcEne/lfwYt8bXQNp2inTrhancd1+Ed5iKhbefhZuOU+kEzkncLWfSrYq7zAoBln0tcWepvr8u/CsA+3gr/BXwZQyErXHp/oPMdbPWdY34Iqgz5I68nkjQghl+tvCe8wDyHiKRuOeStItG7t3yjuUwYGBE1QhaXA5wAnSWRZIxGYZhOBj0Qhh9jlVWFf5+lnxvSwf85WyzxsrZDYZVNv9VUDMqjknHNqFyCDPhkRx0yIvEdaW68Mi3j+DBrx/E5thmxDNxfN1i9rAVZek+1ccxYiT3sj3Z7gBChEEnzBSR0gLOHpv5jDDoigJoAQP1k+zniFa4LdLsHHRL4k6usYRBH/PSS1g7zXSmVB2otSL1BNgoLsMKyW8NaaHC6it4NL/qzqBHu9toca/GSCNVRXgG6KzEnQFexUh3C5W4V1mYodUiRzPt/PMiFolL62nu7VJ1ODpNEHOrs0AKAqqW95uyfsO47hZ8+Pu76Xo+Q7W+T6Ep2iQdx1hGtb8ZmWfrg7YEXXatqgPVtMo6GUNkQSb2uWbBOutU7j50d8d2eiKBoJXPT5gzr8Yer1t+u2EYjloAH5z8AcbXjaefqwPVGFLBz6W5WHf2nNjz/tm0n+HQMYfitWNfoyqw/pKDTo650CruXs2v+dETUXDRJRFc+yMNZ1+s4ZEfaCaDLozPU6tG4PHD+bZiPWF+HT2ZRFfcfH+Ij+g3DCvNS0GlhLABgOOr7VxwUabLq5fM36u0xvlPhWBxyNDR6K/ESd1C0UgF+MpSFYz4+98x8fPP0Xjlb6BoGsY89ywmfT4P9afZXR9uOz6IC87XEKiupctEv9U/xJxTEt+bgcn0+vXc963V5rFeWWX5iWQ/tGNPeeAKuT5sZ4PLZ15O/3YAdAk7vqxjGXzs8O5B4k6CWP60gaqYgUcW3oe75/8VmUScS2/wDx2Kyr32wqT5n6P2uOMA2LULsh2dyLaZwRRpd6OtVOLOqkkzega37HsLJtdvhz9vtkmRXS2F85K2JRh+119x5S+qkfIrCJF3vZgcdD8P0A3DQHvMnPNrtxAoZ638XtRWbIbFoKuRCPRYjGuz5reYBJZBJ3JKAuxVK/983ub5gKLYAF3zcxL3lkQb13c3n9249434w8d/wG9m/SbvupzEvQ9NNWxHjUzmFQjib3/LotbyG7qsd0FNZwH4UL28GZdd9QUUYWzrePZZbPzd1fQzm3Nim5iX5G5ikTgvRs5hTdcaAMDQiqE0Qg04JX1sdFQmN03raQeoL8i4HHS7kEpZrAyDOgvQZSCqEGMDF04GXbE+u2xsOSIs8xnLxDhgva5nHW6adxM2xU05Wb5iZtWBalT5q9Cd7saGng3U6Y1n4lTdQgD60eOPxvqe9dh1yK74vOlz3PPVPTkZRsMw8Jd5f4FhGDgoywcjVL/9vCiadyZFZm5t1liJO2HQFb8PPp+fHgpbMBGAa5u1mmAN3jz+TU9jWjHmhypl0GctNXD8Pc+h7ewkMMhs31jtzw/QW+ItOO2103DY2MO4lCPOWTAyWNu1Fg3hBs+y/SAB6DkKzLQl2miu88B0CEACbVUKAIPWM6EmjBtZI8upGDTdmT5DjAQeRIBO2qwRgJ5IZaCpCkYPrER4VRA6FKgwEIB5Lq2JVhz47IH4zS6/wR5D9+D2tTVI3CsCFQioAaT0FKLpqOOdrw5WO9Rssj7obOV29u/dh+yO+xbdh0GRQRhcwRcxSm/ciBVHHIkhMycCswtn0Anw9qk+aYszwBzjxPmlOlDNMftVgSpHWlUsHQNcXAU2TYgF6LMGz6LtSb0UEexLyy9xd+mD7jD3InEAENPN58pQCUMtD0qLgcrOkI4BYHzMeBwt3U2ogz1vBhhmeGjGGeT7dWs7Th63B57tMgN8B4w8AC8vf5l+LwviVLj4HqEcwXSz77oBRVGgMT3SFVWFUsEHBTJ6BoaqOGoVsF4S8ePin89H99tvY935F3D7aGXElH9qqIOukBx0+svWv6XloJN3f12PGVzfb8R+aAjb74kI0GUSd5/q4wC6lxz0VDaFSMLAHfcaqO4h9+MuxKsCSDBDhn+omauvaHaAgwD0TX/5Cy1ILc1B76dmGAaeX7AeO46owfhB7qpZwLz+B446EAcOmQ3Mt+vajLICJau7VkNRFMR1cxwN02eucMeTnRdDWgjxdBYpa96ui8jH2r60bQw6YyS6qlqV2FkGXbNexnjQfAgCGYMyYwaRnAQD2BzbjA/WfwDAln/5VT8y1kCu6eYDRswtX5m1GY0z8PLRL2P2sNkezoH0Du+bNmtgctCJkchp7Zp2Cs4BoMfyf8jAVn3Hk1CECcgwDA6cA8CbiYU44ZUTsL6Hj7h6tVIAOpEwD64YzIFykXlgHRQZK+Eme/dsbJu13pa4F2GsU1CXzV0wJ69pjMTdw8QHsLUQJAx6Os5d/1Wdq7CoxS7y5yZJZY0UQNsQ3UCXEfa8yl9Fc0N9qg8Xz7gYuw3Zje43F0D/ZOMneGzxY3j8u8fRZUnuyWOq2p4J1BKLxIlt1tSg+a8eZZ5LUjFfVRGwCoapuu2UHjfRjObPGrizvQ2jbABMcFwbqi3pWN3Mr2jS4M/pb5vvd/39ZsuswRWDacAoF0B/efnLWNezDv/46h949NtHAVg56Ixzv7R9KQ574TCc/K+TPR9nyJ9f4r6kzWSRxoRHAJbqiTiohCEhJjLoGV3MQTfyptWISi09bgaszMrJps0cVYeasB9hv4as9RD6hAt+w2c3OIIB/VniTpVqWogyjSRYxwLyCn+FA/xKc9A1eQ76LkN2wX0H3Ydnj3zWsU3r/Q9Aj0ZR8a6ZCue1LgIxWiuDyT8XTexzDpiBzsYKO7hNtj9+4vF0mVcG3U3FR65Bv8lBzytxL4FBNwxOXcNaRJfMeRLwtHxCBfzDh6PutNMAmAz6go1m/nNWJZJuSy2lOGd6AKjNZuFTNTx22GP40XY/woU7Xch9zzHqgsRdtLBEmk8sISxPZBK4+8u7qfKHmG7o9Lqz10dTNA5CR2bMoH/3vPMut4+Pt1OQCNq/93S1DeK0AsgYL0b8ckK+iGmWftUPn+LLKXHXFA3M0OkpBz2ZTWL7tSw4Ny3cncKspfaVarzSScT5BpiKPra1G1sPwLYt7wvK7N9fN+GyZ77ED255z3WdX838FQ4cdSD2G7GftYQ/l1EWWbOmew2yepaqdkIl8MzsuxLyhdAWJS3vVEQCfd/3XLRtAJ0xUiSOVGJnATqRsFAGPQO8vfZt3DzvZipxVwNBysoBwE+n/dRcV7UZdFUYJ8vNNlGJeyi/dL4cRthOLtfIArfhMD/w9YSsiKhuFiBSVzkBN1ccCWak+coFf8J3bd/hxs9uZFb0XjikKICu8AB9aOVQHqALLDkr8ZO1HSIAXoFC2x0VYlzvc0Up22Rl7bDkPaiKincwEm+uWe9aGdbz0TCH42DQ8523da/FHHRWJsoGyIDCAPqt82+lhZXIszG8arg0XYEA1YWbFnJsFGss87Gs1So0SE6VYc0VDWWSuJuTjr/WHHcSa1toRW+ag65pFKArhu2EXzLjEly353X44+6/tw5K6VNFnR9yibtogyM2QM8FhmQS5rAWhqLYTNC760xHcmXnSs8gJGRd41wtWkjbpbGK6XjpCtBeaZ6co9WOyKBLctDjaZdWgtm4dUxCO09L9WXjLgM7jzIdvnDAh6w13vjhdFIcOehWYKm/sKissUo1ooCIZszxmQXgA8MDnQy6LAedYc1FNnrXIbuiLuR0mtMb7KCeL2OgOere61hmXcn8AP3ol46mf6uKStNNxtXYba+IhP+a3a6h6Vq5WuSxY5abZLzfMeikD7pLio2RlCtNnCvmZtAdywF4mUeX1iUx/s03UP/jU82fSSSwtsNU5hEfMSD89m9a+YBdrTVOTxs4DVfueiUGRQZxARRZF4FKXX4+YYZBP8aSuZP0rqSicNfh3kX34m9f/A0nvHICtw83pYVP9XFXRKupQeNvfwsAiH1mS+0nfb0Itx7jDoYcDHqJOegEoJOxQVYHKeQL5ZS4Oxh0hmXXUylkWp31atDVg0M/z32MIx9+GIFRo5y/J7QWAwD/4MEoqmDQFrAFq/OnQZ0x5Qzcsu8tru/u8EwGCswxiyVKQmT9EtusBbUgOhh5e0EpqL1k2wA6Y3rKnUGXAXQAePjbh7Fw3acAgA9b51FWbXzteOoUBbQAVySOtXxV2Qs+B07i3gc56ERyzPwUBeiCg9NjffRlgZPf1aGknA5vtocHvr7GRnrsnanipJTFAHTifBEJ85CKIZ4Z9HXd6xzVccm2QS2Iy2ZehhMnnVjAGYC/f46e6IXtqresARoaabS5lBx0Z5G4vLujfdDNj2IOOitxF1uj5XJ8iU2qnwTAzD0jk8PG6EYAcBReIkaA/6bYJtz8+c3SislkvACAWLKbPRWoLEAvV5s1i0H3VZsDmZFMY+UPjzJXYhj0oCXvVQ3bKY34Izhy3JGo8llqCa7dX+8/hJpLDrpoI6pGeGLQZYCbtOEi58w+Gys6VjjWl5kXBp38dnXcXDcaVpC0fP/0Wv75FBmcjJ7xLHEnwF0En0T1xSozSM6dyaCb89K8pTw4aAg1OH6rM9mJ6z+9Hns+uSfWdvHHviXNMGxlQcgXsgG6BUoJsHj8sMcR0AIUwBLLW8Vd9SaBTK2xA4L13UB3ujtvSzTWyDNMnsVzdzjXdd1BkUH4+JSP8fAhDwPgq8uTIpeKolDpO3scTy95Gvd+dS/9zAEvF8k4Cd71G4AuqTrPmh73CNClZuSureHwsZxjNklroSmIhgEtaV5nMraZWSd2GtuPunpwSmgk3Udtlq8YryoqF2QeGHG2hHJj0H2ErQfwx5Y2fDj1V9i50VRIJQQ/48tNX0r3wY6j7PWR+ba+waaiI7VqFQCzOF8SuQOfzjZrpZkYRJOlBAS1oJ1OJZG4+1W/aw76yqOOxtI99uQCc3oqhWN+PxfTVuWex0mevpfl5Fpy1g9ApcyKOixho6ABDFLM8ea37//WXl50sWVnDjopEFdfseXl7cA2gM4ZkT/ZDDojh7KiaLRIHPPOfrPBlK4t7l6G2+bfBoB37Hyqj8tBJ3bODueU8ehNBoyoAPosP0V1AnQyOYZ1/sXRIubL4M8Cx3wsP7YNTcu4z0TaA4gtYYrIQS/gcRcn4jE1Y3Iy6Gxe4YJNC/DCshe478m2bhH4vOYILvSvHPRymqIo9IFyAnSXYyWLSR90Jgc9Y2Q4JlXsiuAlzeSnO/yU/k3Afj7pKVs5+7HFj2Hfp/fFv1b8i1uHrSRLsBJRC/AMemmF90ibNZKD7qtgCqFt2GCOHRIGnQXo1Mh7qKp9ngMny0EXbXjVcE8AXfbdjEGmDJOcM7vOt63fejpGolJI5gDoBNBUxc3rF4toSLkNDYJznTEyfEqRnqNzBFOdnjWalmU9YwqA6pAViAnYEveb/rWE26410YqfvfEzbllTrAmPf/c44pk4/rn4ny4n0ffGqpqCWpBWtyZBC/I9AbGeGHRG1u6WDy5adnML/XtE3NynTJLuZmScIc/0RTMuwr7D95WuG/FFEPFH6PzFskAsW05YVhJoNgwDf/rkT7hj4R00yEIAuqZormwSeU/6W5E4VZUPFF5TpqTMZA6Ju2lyiTvrS5Dxnm3rFkjwbdbENqUKgAk+G0TW6s5xhVVzsFX2iVW4jNNpxQ4EKACq/WGq6jQl7uZ2aT2Nr1q+ku6DDeSw18en+BxX0S8wwUo4nFPFAYDR8JQnB50w6MTcGPRMDom7T/Vxvjz7XKVWmoqInvdsOXemuRmR7vzviLzekny5f/DgrSYHnbV01l1Zls8qLWzxxeYv6DKmAXHB+2PvfVgL96sCccA2gA4ASK1ejXTzJhvcWgCdbbOmWC9pzBpX/cw7S8B6yqfQwhOs085VcWeezV9M/0U5T4M6XYBM4t5LIEyRAHQrchoyeJA7tNYp3RFtbRPvEJLiGIBdXdf84H1gylfZVWYsYxBQA5jcMJkrwpOLQQeA33/0e+4zqQZdSO9z1vje5/0vBx0AD/RLAf22z0AnvnxyI/q1y3PBtkgTnWMvUia/5qeOD3FISJDGrVWgWIiqLdGG37xv55dl9Sw2x+xgARkbSP9XNge91AK2Cbcq7vRgsnY7L1VFiDDougSgk2JyZe0k4MUUTwz68Krhnvqgs+DbnzawR88QHDDyAPOzdc7s9qysLpfZDLq7I0Jb7LSY/3aHNCSZ4VIHsIz4siJAlzDoBKB3Jju54KFrkbgUkbgTgG6gJuy3jl+jEndNcsHJOEhaSC3ctJB+56UrSV8ZK8UPaSFO4m4YBr0HBGiL6WYygM7mdHuRqhuGgWzUBiBjk+aYQNQ3XkwWCHSr8yA75l/N/BVCWgi/3PmXdBlp10aCjWyAuStt/l4+uTjA5KAX0e2gN4wesxur5qEdFgB3iXuu+dtlkH78sMdpXm2bVSBY8fsBn3mMgaR5zMRHDDA56MQ0xlWvldR4Yf0P7hmw1nOrBp9WFMdxk0BVUlEpBr70nUtdg4AsccEqF7JG1uGZiFJtNRh0Tc+h+yR/kHOmEndxzeIAuiwlIOwL04CJTOKuKRovcc+Rg55ubkbnK68AAFqqgKa/XCBfryLIBW5Yk3Uy8kkl7v3EFxSMfZ264l7HCue5hEqArBs64jjjgc8w9zs7DbkxYo/nfs2PTuvYyFy4pe1/HqBnu7qw/OBDsGyffaC75KAbhgHFcnDjVo9GP/M+kr/TzJxA2vwAzj7oxHpL3g4ASqhv2qzJctCJcxsU6K4Jg+yeoL6BThkWACS7O7jPHECXTpr5z4tsV4jEnR20pwyY4mBL8gF00cgkVnT7KREM9WqbtXJYKftkcpsJg05uneu5CpO3YKTjAsA7xy/88AXZ6lIjzzW5lyTy79b6SHQEZMeUMTJQFRULT1tIQddqklLFDA8lt1lz9EHn92VkMjbw1jQqcVdkDDpx9vpY4g5Fycug+xQfGiONVMZIcr1lxoLvq57K4uI716L7ZdORIo44C+JJLnA+89JmjTxDzWvN/Xf4VY5B76gEMtZzIBaJyxpCDnrWBOjJbBJ7Prkndn9id+iG7pB4s0Yl7oxKozrsZNBzNQ/Yfejujjx+mbO7JUw3dJw550wA5rjvU3302KLpKAcqCgHo7Dpft36d9ziMZJKTvw6PmtuTVAovRp5BNhDIStdZkx3zGVPOwEc/+gjTB02ny8h9I/MYG8wgMvF8cnGAkbj3FwY9zzEbkqro3s2QAv/fKhZj7SJx375he9y+3+00JYLI3AkY8yd5Bj0Aopay95eGPQZUSCqvuwdIzPXCTA46myKxcyIhHLdCUz1IkbgVnSvwztp3XPZvB6z9Kp+3K3sWfQ0N3GclHKY1IfJamdqsifOyTEkV0kLIWI+QrMe5Dl2ag24IgRBD17Hy2OPQcsedAMw0T4IvRDM09/NjlaTE/IOcSon+poYk1pO0r2GnV4AuOZeg9L32pqb9y3++w7vfb8aZD82jy9jq/bFMDN0JK/UstA2g9wtLb7Sd9UyzJT+qJgDdvFmJbAK+rPkQyCTuhE1nATrXF1rzU+ZHzEEvpxkk/zwY5Fo09KqRglYSibsvzXt3Z+9kSyOViFxWnO7mneANmj14cgx6ARJ3Knsr4HGfUDeB/j194HTH92JrIVnrHFI8CSiDxN0RzPnvlbgDgKOXFz3G3BJ3eRCHZ9CJ1YfquT7B+YzcO+KQkImdsFGiRfyRnMUAiaM2IDzA7L0eMB2HwURBXk6Ju1AkDlAwbLYdtOCkn6qKUMB04FXDKRc1tqDE3chzCRrCDfCpPloXYH3Pekf7KcMwcN+i+/Cflf+hyyZbqdMdTz0NgGHQGVDutQYGBeg5wAAJ6PlS5vVL+DSkmPmjtYppV2g4GXRHkbhMHJuiNjMQz8SR0TN07HMAdCsYTWobsBL3MAfQ3Ses4VXDseewPbllYgByXtM8vL3mbdd99Jat6lqFpe1LAZhgXVEUChhi6Rg3XhPQ7SUHHQB2GrQTADsdIpfp3bzzP2xtjB6DV6MMOhP0dwXoktZwgHPeIWMWCTKydQWousPIH1Tu7SJxrfFWPPP9M573n1fizsiVB//xj6g68ECMfOhB2ZrS7dkCkgBwxawrcIpClFLugxNbUV/MQw8mzXeMvO8hSUG3NDPOyn4lX4CE3eN508/DR6d8hNc2tmF4JsvvUVEYBl3B553LcNSLR+Xctxv5MLhiMPwCsaFoGmpPsLsIqMFgXok7s7VwNsVJ3NkUAJ/iww9G/cCxTsgXsoPBkrSIdDbN+/LWOkacVwPosRiyTMG47rACf5U8JS7X1Kb4fJyf1nDuOSbJtZVI3FlQ3uGZQXdaOPdVyrntunb73hAfhh0Xu5Jd6Iqb97FqG0DfsvbC0hdwzp3741//ut3xnVZlF4kzslm0vf0mbRcWs8abQAb05bAl7vY+uBx0pmVDleasHCzmuBiGgUxrK3refZcDHNmeKDpffhk9776L7rlzYaTTSCxZguTy5YgtXIjut+cCYOTtfdJmTXXsnSgDaP6wZYMqB9P19W55kZxMF+8EP7fpdfq3G/jKZzQH3WXSlhmRbwLgmAdiyzqWcaCPTJB7DduLLlvTvYb+XXoO+lYgcWfvT0kSd2d18Ly7I5Jtl2q1rQknQC+U7SMOCLmXhH1yY9AB4Jjxx7h+R/IRicxql0EzAQCHknbovVAkjsivAaBquO2Us1V1FU2jEnfFkAS2tpjEHXkl7gTENEYa4VN8SOtp6hAT+7btW9y+4Ha5U2udG3lP2RZiXvt9BwuQuPutfIa0piHlt0+urVqBbj3T+YrEqYYzB70n1UMruANmfh0xQ9ft7ghM3I/I+sJ+Dbr1hZoDoA8KD8IfZv+BW/bg1w9iY48d9D5rzlm4eO7FBeVcl8MIOGeNZdBZgE7utZiDLqvyDwC373c7zt3hXPy/Pf9f3uMQi54OXNEBGEZBgLYQBt3tmEUTc9DZ54cAJtpTPAdAJ0qT3gLof/7kz7j242tx1QdXeVo/v8Td/H7I//sz6k46EcPvvAMVu+3m7WAkTj3XASRPmzUCDElqBGHQw9alIz7iwGzWoZI7LDwUVTpwSE9U+lsHjz4YADC1YSp/DNZ626VSGJ1KY/fBu8Cv+lEVqMIIEkAUi3FZAaukquCZ5o8hM7YIay51YEDi7wz4hd0WTgmFvAP0Ms0xVYEqPHH4E3juh8/hk1M/wYiqEY51Qr4QsiToL8lBT+tpaR90VsVqZLOOAF1PGPC5AfQ8/mlg9Gj696DLLnNZq5/4goKxAN0zgy6TuMsYdI+4IMAoFDZ3Owm1zmQnZdCrQsUXniun9Y+j2AL253evxj/vygJw5oKpVabDbaRSaH/ySXT96c8gQoiEFWRXDZO5yGqMxJ15dljGQlEUjGuYCGAJfjThZHw3cAHOnHIm/V4EskinsfrHpyG1ciWGXH89ao85GgDQ8re/oe2BB+hq9WeeibYHJdHfQN9Hf1hGh3Tv5KrgwwTuSiAAI5GA3iMH6Nkov7ybIQS4qsvFtFkrIB61fYMN0HccuCMAc/Ijskbd0PH++vdx9PijAdgOyomTTkRzrBnft3/PyeApQC9LDjrKDIj64aDuiEEo/L9uqxfAoBcK0FkGvSnaRAGbG4MOmPe7yl+F7rRTRkdk90Ryp1n0cJ31vVrGNmsELFIGXVG4a7zuAqYehqpBs57TybWTMKRSyH/jJO59XCQuzyWo8psgxqf6MKRyCNZ2r8XyjuXoTnVjfO14KIriaBPGGlHpEDDEgnvPEndffok7ZdCJ+kr10fomALC5GggTH4IJOi1uXYx/Lv4n39YyCzz67aNc4bBoOkoDKD7Fx4077LjM5qBXh63uGwE2B90doI+tHYuqQBUCaoAGOzqSHTjouYPw8Skfcwz05thmDK6QVyjuDSN95lljW++R6x/UgvQ6sfJ18ZqxVheqw0UzLvJ0HLoFqLS6OmS7uxHuSqC+W5MqrtxM1mZtYFieIual4CVgBxUpg868E2KV+1wSdzomGk6WsRz25po3AQD/WfUf3LTPTXnXpxJ3l/RBCrbyKQxzOP1+1Y84TCBmptJ480VIIJYEZhWLSCHvORnbBkoAYb0axDudgL9D0r4LwG92+Q0mN0ymQN1xzABeXL8R6ulOQko8buK7JhSFa1fKWiKbQIVqzp+sxF00feIYaPO/psEHAFAZ9aSiqlwL1Nwm5qCL98j7XDR1wNSc34d9YWSJxF3CoKcySUcf9HlN8/DVF69jNlkm8XMTfiBYVSv9TW3alJzHVLnffmizCtAxv5xzm/5iLCj3noPuNDEH/aKdLgJi8kCTaJu67THuu6ZuDKrmA7JdqS50G4RB7x/Q+H+WQQ/meEY0ps1a179e476LMYodAsz9GavSJXNPxbyWKY07AABqfJV47LDHOFmNCND1VIpWgux6xe6THPvkE249KTgHUHfyyWTP9sJey0G3GHTmp4jzIwJ0AGZxFJfvAMAQmHW2cJJ3KRRvxbRZG1wxGL/b9Xf44+w/0jyV2/e/HedPP58WfGFzmck5B9QAdX7YYk20SFw5qri7gdf+ZCUdkwJFkLjnvXViARnBFmxa4FjmlW0iRhiCD9Z/gAOfPRDftH4DwAaFbibrjQzY7Cz9njhm1qmwReLUkhl0vkgcYF0yyX1SNJUqXSbXT3Z8bxDA2A9z0FkQM7zSlLn//M2f49iXj8V768yquqLknTMr35swY6zyomCJuwuDntWziFodQmh6lKph7QBg7dG7onXvKZizM9NSjmGrTnz1RMxZNYcbb0lxwZs+twFMT7onb/45wAeBKoMWQPfLJe6zBs/CG8e/ged/+DzuPeheyjyNrLZbQBH7uvVrLqCqI8c17wVb2uFk0ClAijY7CsQBPED3CnTzmW4FnH0DGuCrNwNxNdHCGGexijtQOkBn1QQAn6JFGXQPReKoqqiXisQNqbCDg+2J9rzrU4m724Rh5QorWjEOuJNBZzt15Guz5pC4B8xnjygwCYito23UeNVcQFGZJfxvVQWqcOr2p0qUFfZ6ZoyX3U6eJkiUJO+HQ5jT+iUA4ORJJ3PrsCkaBKDLnhP9d7/AnBkKbv6FfR/VMKPmMQxuX4/W5lAz9KGfE9SCdlBBAtCzaf79NbIZnDXnLDy/6Am6TI/FHQqaQAYIhvmA/l+OV/H6TgpGXXtdzmMaeOEvUPejH7mkZFjWH31BCBL3WPE56CxAH145HOdOOxdeghQ9yQyWb7bxw1uLmzF3ySYYhoEzp5pk6a9m/mpbDvrWYCpTJE7M5Y4H7Yfm0PkGQkkDEypGAwCu2efP9Dt2YgFAI7ayghMiWG1/7HH6t261ftNjMSSWOFkBmdWecIK14z6Irkly0AmbYqTdAbrr7lo7uM9Z5vLzhdnI5JL/EIlDXmhRvpO2OwnHTjiWfh4UGYTzdjwPI6tMh5StPso6fGJ+H1BuiTvw35+DXvAXAApLg8jFfMuM3DuxlVS+/bgBdMKgEyfPoNJxi9V0SNxLyUEnEnc7Bx2AnRrAmqaZIB1wVBA3l1n90hWl79us5WPQGRDDqmAA4PmlzwOQ9z+3f8A8X7ECP+Bd4k7SCJKSHPTmaDP2eXofvLD8GfN4rSBHWjNzDL84ZgaWXHgomusUmm8vFokD4MhBB4Dv2r6jy3rSPZQVFQG6TgC6aqso/JoCn3XPK4I+VFeY27AAfUB4AAZXDMaEugnYbYjtSN+w1w2O44umolwKQbHpScUaK7MnRhj8plgTx6ATY3PQywbQLQddraikBU+r4kZBDLqsVR5b3Ii1ckjcCWAqiEHXe4dBZ6XUXnrH55O4kyJxSo6CXK4maZtWG6p1V/MJz7yDQbd8oYBF8JDgY3UO1UrJxh6T7LgVu0hcF+P7jqoexe2GfV5y+Tb+QYNw/8Ea1g5gQgs+tl2FTv2kQ3uimB7IVVi1PDnoXizkCyHLpBhl9Syu+uAqPPndkwCATJJXYRGWPci4vHo8ThU0xAIZPijYdvaRmD9BxX2HaKgYPCznManhMAZfczWfkrEV5KAbhoG2qH1hWnq8j32ihRhflfYw96CmvXkOj50e/ng1znxwHm57cyl+OeOXeOP4N3DU+KPQnTDvI1GTbWn7nwXoao4xUKu0Je6Kn79RGQ1IWePWKe/qOPd1AxW6OTA11AzGQ4c8hHN3ONeRe0ojthL5ksigb771Vvq3njAHwuTSpdJtZeZjKp8zR+Bp24JNUsWdMugMU9Ni+c1uAN2wBsOuDau55Ztr7D1zqoQCxiUyaStlugZkYGClWazDJzo/QJkBem/2RC/FygX0JTnoUiDJfW/9aw3WMoAlGumL7NXcmKR8DLrbsZAigq4MOgPQjSLvsWEYePDDlVhhRY8DPv7ZkTmqiqrSZ8yQ9Nxl+6UXUqyxdMvPoLMA/cBRB3LfkUAKcfrDvjAePuRhbh0CJLncUsu6Ul252XfLcjHoj333GAf0SV9Xw286bZ2JGB1L3IrEAXKAzj5nPakeOwVDqJFAAsJKIEBvW8jH378h9ea7oTESVzfwN6l+Eq7alc8R7kn3cCxxbwE4N5NVSScAqSnqAtCZv6nzV6JlLUWYWskC9MKqnlN1FuPYR/wR6TNasMQ9JZG4Z3iJe84cdKGzRTlNN3ROweLlN/JK3Ml4lo9BzwF82DHGDK56GwNZBQdgA1XCoHMAXdqppYiaH3lYfdk6Yi0GwEk4sb5PLol73hQIBqBHXOrHOI6zDBL3fBbSQpRBNzJZvLfuPby8/GX8v0/NuhO6SD5ZAD3EFEbWY1HoPbySdsVghRtnpkz/AS6ecTEePfTRIo9UPOd+4gsy1hXPIJay55GmTvcUM95yM+iFKCAXru0AAOw3iVce3f6WqbQiwdsumoO+jUHfouamGFWCQShW8Q49laK9KollNF7KvtfXOmUklGAQOzfujItmXOTIX1N8pHCahEEXc9DZ7ywGPdPa5rqO4xwCZCLvfYm7rA86YQfYPvK//7E1YQqAYPjf78aAiy7E5jMOAQDU9tg7uvdgFSsH28ed1tMSmXv+8yJOdy4moBAjAwMrzSIOV0ALUMDGSdxLBOgOINXv26yVYgrEKu52EXe3HHR+8n7w4Adx6JhDMbFuouuvuPUSdjO3e5ePQa8JyAF6W9Ji0EOEQSfMtPk9y6CbnXcKv0/fNXXjj698Sz8Pq7UcePLe5mXQJQMlreLOSzB73RQlbxV31nme0jCFc4aI/J0E7CbUTsCMxhl476T37B3ovMSdNd3QuaCbYRi4ad5NeGHpC9x6uRj0TEboOUx8TZ85ZnclY3QsoX14s3zbKwCOPuji99F0FJvippSW7fUK2IFTlalVEvYLY6M177E56LJimXR7ARj2pHs4UF4IY1yqxdIxqdqBOGEdyQ4qG2ffaRaYlJ1BZwB6ZbwwiTuZO0jFdGKvH/+6Y12vfehJEHltz1qksimuijvNQTfyA3TyXW8EYDqSHVwOtCeAnk/iThh0XzG+gPnSsUXFZD3HxfWJkffwq5avEM/EKVlB0i1JQG5wJgOnxF3cv9fxNtd6ssCC4mg3CJjdAd476T16vjIGXfacED/YLQXCMAwK9isMU9o/O+1yzH2o9OP6oGfSDjVQNs2PZ8SvD7FlkuK2xH1TDfDk3ipe3lVBQAtg1KOPYNAVV6DmBwfinB3OyTm2FmT9zZUDsL6DL2Da1GWONRs74/j3oo3u6ipZmzUGstrvXv4A2bo28xk7caazICA5vje/bcb3zeb92paDvoXNjUFXQiEKcE2JuwDQVR6gA7bDQ4C91Kz9yCpCuuVjA0BqxQqk1qxBtqND+n1kd48VSHvJKJhg3jEyGJPzemO6gs21llwoxQ/U4R13xMDzz4dWb4KU8Rbx0VEBvDHD+Xja0kXvzF3eSbtAkzHorMS9IiBh0EkOepFF4nqVNe+HEnenoj/PMdJ8XfO5mFA3ATfufSNXjR8Ajhh7BP17fK33FmuAu6Oaq4o7wLdHAmxnljLoJI+RSJmJxJ295QZQzD2PpXjHeWAVGaOsfckYdEWxf1zCoNtV3Pu+zZqe5zlgAbqiKFxOOgnQUemuxbJxKQg5JO4AuGrkCzYtwCPfPoJrPrqGWydXkbiv1/Ey3SC55QHzvvSk7BZghvBMswoiGYPOjjc96R6a6zowwrMGOmmxxgL0AA9YSGqXZuiIrrgIg9On4Ifjfki/74yn8dbiZmSsZ9YB0FM8g84CwN42tx7j1YFqepyL2xYDKF3iHv3oI7Q9/rhjebazEy1//zsSS8y0A7WygmPQCwlYyPLl3Y7Ra50WAtA7k504a85ZHINOAs8frPsAwJZj0DfHNnOfC2HQXSXuXovE5WBj2dQZPs0n99jEtve65fNbGIm7uWzHwTPwo/rp2DHZiz3lpeO1XOLOWsQXQV2ojqb3yXLQczHorvdO1+m+KnQDUBTcGHd73vKoAco4FZkSd+tDNsuxtT3pHo58Auzn6shPbGChx2yJ+5LhCp7fQ0XabwZAIrNmoeGsM4WaAEXYViBx3yAA9I0Wg37KPz7BeY8twDOfr/O8r7BM4k7NeS0Nw8Bp93+KVktiP3u8s/vFdxvNefX8x+w6RdsY9C1sbgy6Gg5zAF2s4JjVgKRw7ygjkQOg01x2WQ56DgYdADbdeqsrQA9Pn+6+4RZqs0acMQLGM8xcyMreAUC1rrW/ineIUy5j9IbohoIPkUToygXQZVFkVjJJGXTLYU5mk9S5/p9ps1aKCRXGyaK828CZ68o6sSdNOon2MAb4XvdeTHbvAmogb9CFBYmA/dyQokduDDr32xXe0ltEI8XhAGB0g1MS5uogaETi7rynBlfFne6oqOMrzAorEgfwgJ1Kd3Myg7lTJNjq4CzIYhmiXG3WDIMHBgFyKQMm8xlNOSXu5LkgrC/AA3SfDse715OyAToLDADASNoSd2IRvxygHz55IPTkUEQSe3Pj52VPf4mzH/4cd7+z3Nqef7ai6SgH0HurDZfMmnpMgK4qKoZXDse1s68FYD7r0wdOBwDcvuB2ADwoZwt+ea1Xsuass9F87Z8QW7iQW77x93/A5ttuR+ezz5n7q64pOgddJnF3s5Z4i6d9skHFLzd/6chB39izEQ9/a6Z/5FKelZNB3xTbhHfWvkPH8PYkXxTOyzNE3m33Ku6kSFwRDLp1XKdtfxp2HLgjzt/xfP57D23WSEDoy81f2hJ3a+iYPGgHXDlkP3PqEyXuhlCDpGiJu+T4PEjcyTxK3vOFmxaiO9WNxxY/RovlysZTsTWpwziJuxUchYKjZG14+5BIECXu7DzZkexwSNyNdBqjmwxst95epsdiVEHDFpeWKRTKZ/3EF2RsQ6c5tkxsNMccInFf1WoGZp6Yt0a+oVTibr+3NGiSw+9c3RrD+0vtMbEm7MdNx0/j1lm80ZxXU0ytl20M+hY2zYVB9w0cCMVvA3Sxj2FGA9oFwoxE03Iy6ETiLpE95gPo8QUL3QH61NztInrdJAy6WMWdVRyIagFyzYLVtdzy+w+yH83aYC1mNpo9ojf0WAC9gDZrvcagW5Ffg+lrG9ACdg56qge6oePQ5w6lFZaLBuhij8x+yHqX08Qq7vQ2u503XSwAdL8N0INaEGNqxtDP42rHFXRMMgfES6s2EewRtopUcady6owToI++cFcM++VxCNZkirrnSQYk3nPaTPsLsi+XYkm0J6us7gWt4q6grLSFB8vbB10A6LMGz6J/e2kfRQqyiWPF6OrRAHiAzgZ/2hJtFFjkYtB9Cg+yQpZT6guaTnEsk7DHT3Ku1jFxDLqwX/F1YRl0B0C3KsjrjMw3HBCeAws8bDfQHOuiKf5c3lxs5tHe+fYy8zwEp74n3cPJQnO1tiu3kdSRXQbvgn8f928cM+EY+t3PdvwZt+4JE0+gf7MVsL30bWeDgel167nvYh/z/aNDkycXL3HPyiXuovkUH07Z7hRP+yQqL2KkYCVgBrJIIbN8Vs4icce9fBwufPtCzFk1xzyOFK8G8MKg5+3YYr1LeQF6Dqe/MlCJfx72T5w3/TyysvVv7sFJURQ8fcTTAIA13WsAgUF3G4vLa3kYdLgw6JbPQwKe93x1Dy58+0Lc8NkNuPZjMwAmlbhbz0fWyErrdxgGA9BpEELBWKlP3Ic56D4WoKe5AGxXsstRxT2TTqKhm/99s0icOWbHmUtatA8otf7PoBMJ+YyRZgC0J5mh1dIBYG1bXLqdzELMs+pQEEn8ow+XOwOWJ8wcgfev2A+XHzwJgJkGCABDa8w5bMKgSjRU5A+G9oVtEYB+ww03QFEUXHLJJXRZIpHABRdcgIaGBlRWVuK4445Dc7O3SaJQMwzDlUHXamps6Z+uI/7FF9z3N+5/C7bfbk9+fzETqBGZoswUKnHPX8WdWHC77QBNQ6a5mUrlRPM1euwt22s56OYjNKQduOz5LH7+rywmfNOB9ZdehraHHgIAqIEgrtvTbCEhMugkihyqtqt3ZhXgi7H28c45bg4m1ZsvU1EMOsrLoNMc9Ixd7Zb8RkAL0EmsJ92DWDqGzXFbqld0DnqunPP/OrCuOBX9XtusCYwvO4gHtSCmD5qO2UNn45jxxzjAXD6TOSBeikm5MejESSd5o5SZZm5neGQtqnfZrqDjZI2AxFmj6zBpsLOYnSIGfohZDJQhK4pmMBJ3e09FH6NnU5S8AF2Uc18y4xIqdyVdF6gMVnI/UytWIP7NNxj7dTtOfTsLVTewff32FPiw7btYp+0Hz/4Auz2+Gz7d+CmCpEicJBirCjn/hEH3hcL0GGkND7Kqdb3ZNm8iIPcJtymajuZg0M39d2cZZ8eFQSdNS2JJOQAjrIMhOIo9qR4OUPVlDjoBdrLUk2kDbPZEUzQcPf5o+pkdY9d155dd8sH73I5yePqONkBPlEfiztrR44/G+ye/T+fJfCZemzVdNosVTUe538oVXMnLkBZgJGBJ2iHyXVvKJXG3nuMS2qy5moeCbMOqhkGBgmg6irSVZ0kYdEXz5VahFTXPF5qDLn9vyDx65pQz6bL5zfO5dXJJ3AGXII7O5KAz9S5O6+zGKZ3duLtpU47j7z0L+8IUoHfEWpHSUxjUbuDsOVl0rVrqINWyqSTqBNJfj0WRscaIWFDBQ4c8hNeOfa10WXsu64e+YEfUvFbD68Kotpjp/f/vXfq9a1X3PG3WbN/L/Z2Zv9pW4dx4nD32j6iPYOowkzhZ3NQFwzDQYsngH/jJrN69RwVYnwP0efPm4Z577sG0abzM4Je//CVeeeUVPPPMM3j33XexYcMGHHvssS57Kc2S2aRrDrpaWUll1zLbbcQeqB3k7PsKAGrYvUALbS0hYaRITqBogREjEJxkFrmKvmtOWhV77MGt4x82lLaFA4DKHxxgf9kH+SnsY7zrEgP7f2Xg3H+2oOu11+jv/2Snn+LIcUfm3E/dYPuadkdAq7qHfWFE/BEMrRgKAFjbtdZaq/Ac9LIViRMYdJYpEqu4i05G0TnovSlr7yeDEWdiDMLtC7KUghn+mWdzx8K+MPyqH/cceA+u3ePagg9J5oB4YdBFhyeeiUM3dCrHpPulVdzZczAKUouIlnC0VyNm7kvRXPZJgKSkxRdYiXtf56DnmbGmNEzhPlcGKnHdXmZw0FGd2sWJX3Xc8Uhd9nsc9amBVwb9AU8f+TSGV5k91buStsxcrMQdy8TwycZPaJE4mcQ9JRRL8lvXNxgyn9OknqBAhErcrXVYibsYYBbns7ZEG5U7iz2zSVHTJBNgaagQnm2LXQ9Yz2J3IoMPlrZIVQHprO6QbYpV3PsSoJMxV/ZusuMvW4CMGAEisiKBorGqNj0a479kxlS1pgb+YcOg1ZiBuoqEqbjyck0Mw+AKkIr29BFP44zJZ+DyWZcX1DZS3Nfq7tX071g6xrGdrPxdtN4oEkecYwdA99Brnc71bikKnovE5SiO6bo8t8QdMP0DUhE9Bis1knypqfLfLad5aLM2smokzslGUMWM/WQenTl4Jq7e7WrprnMViQP4AEtwspnHX/PDI6kfFTEMKu33A/htWzv2jDO+sT3JC/9Kzq1EY/ugP/zlA3hz9Zu47IUsDl5gIHLlrQ5SLZtJoaGL//30pk1IR02AnggAOwzYgSswWBbbCnLQu5N2ZfQhNeb4urmbH/te/nKDp1acLINOx+gc/tGqFnPOv+tHM3DiLP7abz+kiq6zuSeJlJUOaNfp2fLWpwC9p6cHp556Ku69917U1dn5Xp2dnbj//vtxyy23YP/998fOO++MBx98EB999BE++eSTsh9HMpt0Z9CrKrncPNEUvx+KBIgr4TAHlB3f55C4652djmUAEJo6FREhx7zm2GMw4h/3YMQ/7sHop5+Cr64OY199BcPuvAPD7/orht7wF7cjcD22koxh4Nrq5A6vGswvFxk41pbqVzL+AHGySGGWrzZ/Zb7IBQxMOi1qVZ5rQJw4EvllHa2AajPobfE2vjUcyiVv6qc56GVss+agCPO1WQPJQeeRisigl2IyB8RLoTnxd+OZOOfQkmdC7INuLjRQitMWT1kA0M0hdWHQFeLgSnryGjKJex/loO/iEswkJnPMyRhCpJR5nXjGSH0Acg/ZYmcymXJPqodps+Yc6xMZ3jHxW9c3GDaPMa0n0RE3xxUajNAlEnfhkRBTtuaunYv1Pabsuj7E9xYmOegpBqCHHO33rPxYxfrtZAY/vv9T3PPuCmQFlcqathh2GLADTpp0EmYMmgHAvNYsoOpLiTu5z26A9eDRBwMAzt3hXMd3Dx3yEHYatBNu2++2vL/DAnRHChoL0CMRKIpCi4L5dGBRyyLs/vjuXMqEzNhxQgbQt2/YHr+a9auC1UCiiQw6O6flAujlKhLHPiskkC4WvCukirtbMJ4U8ypF4u5qHhV6I6tNMqLb4N8JriBxn7ZZE959RcHFejVO77IDgmx3ALeiqDLfhg2Csvd41AMPYPjf/oaGs8+m97nCa//3Ppa4qzrwn1X/wRhL0BtYuwnNXRu59bPpFBqs4Xm1FQ/V29qRWrXK/ODTPNWQKN36iS/IGNtbvLFGTmJe9MRCvPM9XxRS9oyzS2YPnZ33t1dbee6jJPV3BlYG0VARgG4A//zEHP8qgz4JmbHlrE8B+gUXXIDDDz8cP/jBD7jl8+fPRzqd5pZvt912GDlyJD4WcrmIJZNJdHV1cf97tUQm4c6gV1Sa+XduA6DfDzXkrJ7qHzw4NwC0Bt/OF17A5jvuRGrNGqy78CLEv/gCGbf88h2mIrzjjvxuamtRuffeqNx7b4QtFYK/sRHVBx6IqgMOgFbJsgbMgNVLDnQ2bg+64446VboOyenPZSoDFFi5JoncTh0wFT7Fh03xTYLMPf956TB3WO42a8RxIdK8iM90xCbWTYSqqFjXsw7LOpZx25anD7ps8i7F+tug7uyDTt8t1xx0Qjfyi1mA7rUFkZuJ927v4Xvj8lmX599OUE2IBbToxC30QXdYEfeZgETC6or7krZZAyhwN2ROEy1m1/cS94s72nOu0vHss9jwu99x3TJoQC1tp6QAuatT05+0grXk2eEKQ0p6WccyMTrBJyUMugOgWyxVKGKOKRkjgSZLFikWiSsEoLPGVakHYCRNYJDIMf3TAlbCD9365vdoi/LnvWJzFIqi4He7/Y7meHenu7ecxJ04/C7qlmtnX4vb9r0N508/3/Hd5IbJeOTQRzCjcUbe38kJ0BkjwJxcU816NNN6Gn+Z5xZQN419xvLloJdiLFstjk9uAN0wDAT+9jiO+lgvmUFnC8KRdAmRQffSO572QXcF6ETiXnybNVfzAoYBWgm9W+evq6KpAhuYK5XN63hbqMTdnmd9zOGz6YFu75VsPNVUjW7Ljl9abS2q9t8Pit/PAPRcSjHJ9ehFYyXumnVcTEaQI6Uo++Z72HeRud7Lu6pYZmWeZpeY/p/m7yNWth+qIbssjFAV9OfM7f54eWvefQ1QbF9qu3qS+icnCboTaVq9XQbQFUXBBKtw3R1WP/Qel1SuLWV9BtCffPJJLFiwANdff73ju6amJgQCAdRaOVrEGhsb0dQkL9Zy/fXXo6amhv4/YoR36UguBr3ykIPNaLes4JvfB0VRUMXKyC3zDW50rs8YG7Ft+dvfsOG3v0X3G29g1cmn0MndN2QIt01o2jSEdtiB/5063tna0hYcbBfACo4ZK10nlyKBta+PNFny52bbLxqZDMK+MK26fcqrp+CQhdehU1U8DUi6UV4GnUjciVR5abv5cpOiYzXBGprr+J+V/+G2LZ5Bt489MLgeZZ2s+uGg7jg9CiTdALr1rwAo2RzxcjLoQyqG4K4D7uIKS7nZlIYpnIPTneLBC9mvlEHvdYm7G4NOcvplDPqWk7jnG0k2/u5qdD77HLrfeIMuI2OICNC9BOxIFw9SBM2tcjuxnlQPZaNTWR26wDYnBdbdZwH0SMR0FLJGClDMeya2WWMZRXH+avDXup6DyHiRoqZR7tbyOySKL7+wfFhtGHOX8HmhyzfbQIr8VjQV5YvE9WGbtVwSd8AcEw4YdYCnAE0u8wzQSXob7S1vf5evLRqpIwB4q+JeiN11wF3S5bFMzFOLvOTixdCe+hdOfUdHusQq/aSjBQC8uOxFLGlbwrXyAsokcfdaJK4QNrbA8Zkw6J1Z4d4XlRdfoHlos0ZMdbkGbnVX3N4n4n8d8/Ix0u+JEjFi6E7ygT2uPpS4s1XcyfvKFnrzZd1/q3loCF+N5c/BFyiNHHC1rUHibjHoVSEf0rKUOctSmfwKislKCDftfROe++FzEn+e/0zY84aKgGvbtAmDeNXz7mMb8h5DX1qfAPS1a9fi4osvxmOPPYZQqDwP6pVXXonOzk76/9q1a/NvZFkiyzPoI554HD+9NITLz9LQMd7Up/gG2nl7v/i5hivOr8B4y+kLbb89xrz0IupOO42u489XrE2QmCa+/Ir+TSb3miMOx+hnn8WYl17EuDdeh1ZZCb8A2n2DPRaFA/iXt5dAmH9ANcYeugkTrppNi+CI5hWgG2eegKtO0/DsnvZjyQKgoZVmHnp7sh3rk+34MlfVfMbIBFFuBh0w1RgEoLNtu0g7ry83f8ltW4pTOP6oJow7vBm+atHxLJe0vDy7KdkUJ4Oez2Gig3WONmuy6rSFGBtcKYSNj/gj+PiUj7HnMLO4ZFeqizrAPsVng3cLDJapliEAOw/awaATc2XQrZQcaR908xpz4L6PJO4O6tjFWMBEJe4ZXuLu6V20mHhyv1mptkziHs1EuWBIUnA6Ehl+G8265xWVpkRZh52bTCTuRA0gAhbWhoeHun4nOjLfrTGZinSu8dACC6oQoFnfEccVz37FLVu+qQeZrI5EOkuDYMlsks9Bz5SPQY+lY3aqk8SoxN1FilsuK5xBtyTuzCuV6542R5vxwxfN3vOaopWtyCmxvYfvjat2vcqxPJ6JewqopDfaMl8jXRrz1Jrg2bPjXzmezqv098oocS8KDOcDQ3narBEbVT0KANCp8woBx3iaC4D0Yps18lvbu/RjdwPo+cgHmYrGMAw7B13S0nNLWcgXouMvAegxxn0glfejgktx5y9G4qpT78Wze/Dvqj/YSwDdYf3FibOti0rc/agIuL93RO33s0c/x2G3v494yul7KIqCQ8Ycgol1E+myjpj5nLbF+Of1s5VmZwrCkstsovDdTSdMc1lzy1ifAPT58+dj06ZNmDFjBnw+H3w+H959913ccccd8Pl8aGxsRCqVQocwyTU3N2OwCyANBoOorq7m/vdqyUwSmjUW+EeNROVOO2FA42isblSwrN2UpPgbbUZ8U52CrsYK+JljCU2ahNB2dnVl35DcwFkRJgS2CmTim28BmLKf8NQpCE2ahIClCFDDvJxe62cMOgAEazLwVfpLBuiHjD8cS4cryDKFqwZX2NdVZCtjqgovA1K526wFtSB1AO7+8m583/49AHCDxpBKM7AiOh5FF4lTFPjDOgJVWfq5fKZw//QHE9us5Ze4m/+IPhFXJE5zpqYUYiygk/WKzWURf4Q+v12pLupsss+DVE7O5qAX1WbNfF7EKt22xD0PcJc5TSTPX+mDokaCeb4EzIPAMuiGYRQkcSc1Q8j95gC6xRD/YOQPcOf+dwIwmWMWoIt56CKo16z9V1WZ85ehJCkbSRj0jAVuCdMEOBn0EWE7kCtWbRft0+/NZMose++FF4cyjJKuI8Sqgub1e2b+Okz+/RxM+8PraO02n43WRCvmNc2j65aTQT/vzfNw6mun4tUVr3LLO5OdWNO1Ji+DXi7zmoNOAbrfvF6sPHZV1yq8tOwltMad8s57vrrH3r+koF05zO1Z6UzK6+Kwlm23WW+lRIDOtnkjtmDTAu5zIVXcXYPxJAiar0hcQcxkgQy6JXFvz/L1aYqT3ZfD5NL53RNJXDfmBNoajliFz7vEPZ8ls0n6bJs56G5SdmZ5H+WgZ6zb8cNPDVTGDKSY07vkRfMlXs8QrgvGKmgdXYuwL4yMT0FHlT2++gOl+R7u1n+CGm7WlSBF4ny48IDxGFYrvxbNXQls6kpgzjfN+HZjF979XlLBX/Jekpafby3ehI2dcXRakvo535jq6wMnu2OzSYNt3LjL6HoMr8vflacvrU8A+gEHHIBFixbhiy++oP/PnDkTp556Kv3b7/fjrbfeotssWbIEa9aswe67717242EZdFIMaXLDZADAN63fAAAGXnopACB7kMl6OXruAQjtYBc2C++QO/KSa0KIzzfbVbgBXG4/BTnpffHy2sfjdvzs8oZzzqZ/V8zm7211oBo37HUDt4wF6A1hXn7S5QYuBCNMS7kAuqIolCH/rOkzWi2ZVJoHQCu1ilaWInG91matxP2UTW6lSCTu+TeRHUNvMeiy8SCfkUJOHEBnnwdSwMgjS+zF7Bx0l/HHpYq7DdCcwICTuNtbFHuI3k2RPBcejARpDBhmgT4jdxV31kjOKmHQM0aG3jvan1oLcCy9pirwW9d1bbsg02Vk3wpUaNb1ramyUoUUHUkrN5XkoKct1p1lW8VHZFjQBloXTL8g5zlVWbc2k2v8zFHUlNh1x+6AEfXme5DK6Ehldcxd3EG/f27pc/TvUnLQm6JN3LkT4Pbkd09y6+371L44/IXDKfPa6wx6dw/zd7frekTiToC6JlzS3334Oxz10lGO7djCbb1ljRXy1DxWcu5mmTZmHZdWsV5t0eZFrt+R3PtySNw9F4mTb537a4856NVBcx6IgT8fRdXcc9BJhXN77bxHm3+9HIFfa9mRA6bTAr3EimXQATuAQowNOob7kVw77AtzLT2P+VhHiHnEg1Y8amO9gvd3DsFQVTyzl4qQFrLnCmZ4DQR7C6AL1s/SFZOZLJWuV4X8GF4XwYe/2R9vX7YPztlzDLfuxs4EFq7toJ8/WeEM2smsk2HOd7/+bZx0z8fQdQNfWPvad9JAly2BnUbW0r+buvouDcur9QlAr6qqwtSpU7n/Kyoq0NDQgKlTp6KmpgZnn302Lr30UsydOxfz58/HmWeeid133x277bZb2Y/HzEG3BgNLViQC9MiMnTD+7bdw1d6mjEsK0CdOxLg338TY115D1f775f5RDxOCF4BekPXlgGcYrscfZgIZAy+7DOPfehPj35mLEffc41j38LGHY1jlMPqZBehiu6AuVfU0IJWbQQeAy2ZeBgBojbfS4idk4gV6A6DnzrcpyQib2o/GdkcMQvIXv76cQmcZ9EJZb9E4Br2IgnOkun9X0pa4s8+DDXzZrUrMQacSd5ccdFdFglUkTjaGsFXc+9ip8vqMsscd9oWhWOcby8TsHHQPVdwJ48bebyLXZttfEad1ZedKPPzNw8hY1+iHf/2Qy0MnAH3ngbNx2363AhbzWFdda+/fkr4SB7ElajIJbL6yCNDHBO0xc+qAqchlIZjjYZY7f5FBt+oiMAz6doOr8JfjdsD5+47DEdOG4OApg3HnKXwxtaBPrpYqVuK+sWcjDnz2QJz6mrMAKevcA6CBF8LGugGJchnpJw8AhthdQMagS3LQickY63z56eWwxogcoJPCp7ksw9QHUiVyVK+mGzr+s4qv1XLASLvOT22oFkB5JO404FhMDnoZ2qwB9jyUFQ/Bp8l/t5xWQA66tYFj7UKKxIkmBupIAcIQNGjk9/tBDnrEF0GGCV7XRIGIZAi7+3AVDx3kw6qHr8LyoQqCWpDe3wwjcwoEemks6kdBDZmR/HNFsRVXADB2YCV+d8Rk1IRt/6epK8H1Lf9qXYdkj87zjVpt3AzrOf6uqRufrWpDMqPDpyoYVe9+7f2aisN2MDHGuXvLa2htSevzPuhuduutt+KII47Acccdh7333huDBw/G888/3yu/lcwkHQw6cWoWNi+kg0a0PoIV0dUAgBWdK6T7CgwfhuDYMdLvWBMl7jIrO0C3f72X9gtuMNVqa6SraDX2ckVR4B82zKx675eDVbYYzuCIu8TdC4PO9nMtJ0BvCJlsfmuilfYnJgAMsCXuovXrNmt5W5nlsS3ZZs2NQffbgbVCiywZqRRWnXwKmv70ZwBCDnoRYJ8w6M8tfQ6n/OsUc5+ajEEveNeuFrcY9KBP/uy7Fokjy6Wye1LMrv/moHNbKQoFa9F0tMAiceb1C6gBCvKJXJsy6GqAY2tv/vxm7jHstirDprM6BfV7D98b+4/cn/bTramqgmGY1zMLnkH/z4rX8MLSFyggvXq3q6F32/UuAGBG7RTctt9tmHPcHEysm4jr9zKLsV4x6wrHOWWs3NJsjvGTVVCcucdoVId8uP8ns3DSrJG44pDt8NcfzUDAp2L6iFrcf8ZMut1f314t3V+xEvePNnwEAFjWsczRqi2eiedsAdbbDDoL0PWk4L3nAOhiBWi6P2HsIjUTetPqQ/VSJQkrOWfBMmvp5mb6t5rOeOpjzNr7697Hqa+dik83foq2RBs0RcNjhz2Gfx3zLxw57ki6Hhk3vQD0fMG30hj0PObRvyB1GjLCIfRNmzXZOrLjdt/OTT3mBaCL4wB5p0Nlqg9ULov4I1whuL2/MRARRCLGoftCVxV0I4Fff2uOt0EtSJV6ac3ePhjsK+l0P2JZYFdwrwz4oEp8OLbneEcsjVe+3MB9zmfJTJa2kmXtufnrAADD68Lwufg4xG49aToeOWsXnCL0Se8PtsUA+jvvvIPbbruNfg6FQrjrrrvQ1taGaDSK559/3jX/vFSLZ+N2Dp81UE9tmIphlcPQne6mlbeJdBnggV4xFpw00ZGLrQ3kAadYEI7YsFtvARQFQ/78pwJ/tfjcVe9mRzXVYJBWnQ/tsAOgaWg47+cF75FtJ8PmyIkTQ5eWPwedvW/lKhIH2HL7jJ6hzgzbi7bKXyWdyIquxNsHbdaGHmtGEAfNLkcQoRSTSJmVPM+yhyJxSoGTV/TjjxH/4gu0P/YYgNIZdFZhQZxN9lm3c9CZczCYz0Xc51jKReJO9pW3zVo+iXvx7H7BVojEPcPnxJK8ySNeOAIPfP0AAG/BMsIgK4riKBTHMui58p07LUejPZqCYlVor7X6nhOQ5wuFAIM/nqxurqMawDUfXUMDgUMrh8KI886EkkrjgJEH0EKaR4w9Au+f9D5Om3waREtbv2mwIEUEV4zE/fdHTsHCaw5yzR08YPtGXHqgVX9DlzvpXnKaZcampYgtK9f3rMdeT+6FVZ2rpNv2NkDXUwyDHncPFMBPqrjLJe7ExFZlfcGgq4qKmqAdQCeKNcKgN0Yacd2e10m3zXZ20L/9Wefx57Pz3zofX23+Cj9946cAzKD3tIHTMLJ6JPYZvg8U67/xteMBeAPo+QrCei4SV0wOusfx2aeahUEzgvfdN23WJPnbLm3WHOtZpiqq3Lfx0AZQVNJQBp0GCfpHDjoA1Lq8fmSWrjnwIMd337Z+azPozCMY6DWALpxzf5JBAuiwAHp1WD7X3n7ydEweYvtFGzvtAE5H3Pm+i0HATV1JKNY1MJjn5rkFJkAf2ZC/DknQp2HviQPzAvktYf3viPrAeAbdvASaquGkSScBAP7fp/8PLfEWtCRsgH742MNL+s3QxImY8MH7CIwbR5dNmDuXW0dss0as+tBDMenzeag9/viSjqFXzXpxRj/xOMbPfRujn34Kkz77FIMuvrjgXbGyW7aH76S6Sdx6hTLo5WqzBphOOcuYAzyDriiKtK0X2zanv1n1lDpMOn4jGnba0gBd9BkUz/dOLLRWqqyd7tcwOLa7lBx01mQ56HBts1aYfbS8hRZQcctBd2PQaX65rEjcViBx1+M8UyOTO3uSuDM5+GKhOJqmoPlzAvR2K0funvdWAApp2xYwW7iR1noBP1SDd3D1rAkwyePQFDUlxWEt7Ji4sxKASKTBoqUtBn2v7dkAuIvE3SpmquVRsGxPnSz5Nd0Y3Shdzq3TsxGnvXYaJ3dmgf3itsWObZLZJB759hFHbisA1ITkiq5ymcFUuXYw6IyJReJYiTubwrUxuhGPLX6MBmJyVXgvp7FzLEkjIzno+wzfxzVVwEjZDrQ/4w1Ap7NpV6Z9YMROYfOpPrx94tt48agXqRqtoBz0UovEFdVmzZsR30Bk0Ldcm7WcG0iXysY7Up1etF/N/BX9W2TQCUAPe6gH4jym3pO4A0B9zDk3ZlTgzEs1nH2xhqGHHu0IAh494Wjq92WZzUOhXipY2c8l7mvbzDFsWJ3cX5oytAavXbwXhtTYftrgavPvjpizrkVW8O82dcuVWcRFySVv3xrsfxKgJ7IJm0FnBupjxh8DwJz0L3vnMmyObQZgRgyv3u3qkn9Xq66GVldLP9P+qORzDu9TrSjiBS8hd9WzCces+HzwDxkCRVGKO2aAky2yA2BtqBZvHP8GrtzlSgDectB7i0EHbJk7YD4jbL4zII8o7zak2JoKuaLnZZKmGwZUn1H6/ko1UeKuisyCZBMXAKGpGg4adRCmD5zOVdn3dBhMCoaRTHJS0GIYdNnzx1VxJ/LLMo3Kt7z+Pf3b2WZNYErEbwlAlxSJ2xok7kYyP0AvpIo7wLRay/IAPaAGnIEgxXYu2mMpfL6qDfd/sJIC9IAWoPJ2AFADAfhUO6BnZANUgk6CyaTWRUALOxyzWLd3MKdbwDLk0hsWsAFM24MPIrlyZd591kVyB/U6kh2ugJMAtps/vxlfbP4Cl797ObcdsQ09G8RNAZjXku25DpjzhiwgVk5jJe7IZLjOLKxJJe7WOT9+2ON0vV++80vc8NkN+O37vzXbT2X6BqCz8xgBXu1JE6DnUnyx5x/wANDfWvMWZvxzBl5c9qL0e7HGzIDwAIytHUuDmCk9hW9avsGdC+90LTqYS+LOBW89Fpjld1Bgkbgc68sAuhksZdj43myz5sag079z71/m20yqnyRZEzhjyhn03srSVABG4u4pB71vrMIRQTHf3XhQQXfEJA3YeknnTz8f5+5wLjRVg1/1c/c3FOzdjhK29S8GnfQiH92QGyizUveR1roybiAt9J9f35EAeWcmNFbh0bN34b7fY3z/6mteqP1PAvRk1pmDDpgAkEgCm6JNtPXJoWMOLVvLlsYrr4RaU4PG3/4WADDinr9DranB8L/fXZb9bzkrXyQvnrYBujjRDq4YjOFVwwEQBt07QC93H1m2qnxVoMoRYGHB1+93/z2ePPxJzGjkiyp5NsdcXc6BWCy+suWNve1cK7B85y0Z1f9v3//Do4c96o0xZY0JoOnxOHc/i2Hmpw6Y6hhHpFXcOYm7gWIl7g2VthOVESY2is9dqrjTPugSJ5PKRDmJe9+YqKxwM5FBl43fnnLQmSJpBKATp5KtxK8oChegUzR7DPvJg/OwaH2ndchWTrsWgM4UFlNCIUyot2Xrhh6BbjHqYks1zQhBEe5LZ7t7FXHWEuksYAHJUJhxssX7zMjfW/56V979Th1Wg5F52IqmWJNj2X9W/Qf7Pr0vPm/6nEspI9aR6KB/u0m+A2rA0b6OZaZ7ywyBNedYdBbz+HiADtgs+sDIQMq4kXad7657F/FMvOS0Oq/GMugkqNESM+9FToDOBJj8GSOvxP2SuZcAMNM1ZCYq0ui+rTHyjdVv4Mw5Z+IfX/0Ddyy4Q7puTok7k/YikiMO68U2a4B5XUWJe9+0WctTJM5joTsZmTSudpxkTdPIMy4GVghgD9P71X8k7iN+8zskhLjj3B34Y2N9wBMmnkDniJAW4orMhULyZ7t06z8+m8xWtZpj9qg8UvMBlTZAb6x2963SQleRd5bYitQZo+qw14SBVDI/oj6cs8Xa1mD/mwA9k2Ry0PlLcNyE4wCYBVo2x00GfUCIzxUvxcJTpmDiJx+j/nQzEFC5zz6Y9OknqNp337L9hm19mYNePsvHHNB2VVuwSBxgFtghVuV3DsCsc1MdqMaUAVPK88O91WbNKPF5KWObNYUpsOIJCPbGM84wLkYsxjGuxbRsqwnW4I3j38DBow+my6RV3Mt0KpGAfbwsWGfNTXlAl8sYdFbi3pdWQA66yKDLeveS+ymmRYx86EHUHHWU+UEicSdOJmXQrff8tWNfsw9V48HkDf/+zvrCBAl+1Q/das2lRiJQNA2/3vUS+/izIaQTZr9kp2ggCBX8MUe7veUrb+iIw2fJgAMhd/DFFqzKC2ZgplDM/dW+ePAns1zXaepxAvTL370cbYk2XPbuZdIAWmfKlri7AfRoOupgb0kufm+aLrQWY/PQ2XoXtsTdftdPGnc8Hj30UQByENxX7DlgFiwkRuY0UhHfM0DP5mbQxQDKkS8c6ViHSPtFI2NkS7yFBsfYFn6s5eqDbjDv8pZsswaYY4lYxV3R+rLNmlsOeo5ljIlydp/qk6b0ERPVR8RsiXv/KhIHADP2OQGTFsxHx1v348QrffjR5Ro+OtMkWKY2mEWlWUUAW8Q46AtyAZhwqHfrYVDrZznoaywGfVQ+Bp0B6DVh9/mGVIUHzNaeb3zb7HjC/3H6zrjtpOl45mez86Zm9Xf7nwTosj7oxGg/2xQD0MPlA+hAeXOhc1oft1krl+WqzAvYxba6VBVvKAlc+NaFWNu1VrouyUkDyg/QuaJwkug/C76KLg5Hrcyydm5X7gVhtpSpLEB3OC4SI6cgqzpepLGSVT0W4/uga8X1Na0KVKE2WEs/y6u4u+WgF3bPO60iKzsOr8Ee48QxjBSJc8tBt8ZFGYtHJO5c396+sWIZdO46W0ZTFoQghBIM0sJeUom7pEgcYLIp42pMFunig2zpIwAkMyQtwAY+2R6znZpaaTpv0wdNp+trvhQUxfy9On8tt68Pvut2MOiJPAA9k9WxpjWGde1x+C1VgMoBbyEHnUn9UiLennVNVTC4xp39EPPQb19wO/07nolz4/PGHnNdNge9J9UjBYHtyXZHfrJbm8tyWk4GnTFR4g4AV+x0Kb3fMjXOvV/dW6ajzG9HjD0C186+Fi8e9SLqw/Xcd7kKf7EAPZDJXSRuXc867vOqrlWOdcbUjJFuK5s7o+moVN1DAgtSiTv7nucNOknGtTK1WQMsAOfIQe/DNmvcseWSzsuPR+wOcef+d+b8WRrczLgx6Kr9+1ICnZW4900OOmCmRtVZ70TGp+CkSSfh7h/cjRv3uRGAe0tLMQDTawC9H/lsMmu2csSH1OSeQxqrWYDuni71fXMXNln9yj9c3oLuRAaVQVZ9AQyvi+DonYblnIu2FuuDqhT9z8w+6NYHgUEnAD1jZLCiw2yt5tYya+uxvstBL4exoFpmBBh3ayouRRuw7h2Mqx2HS3a+xLEuO4mrZY5HsVW5ZfmOrHNTOkDPZeW6ByXWLChjmzWWQfcU0OqF59BI2w6nHo+jlulVveewPYveL1tXIX8f9OKNAPTz9h0nbXEC5JK4m8uNrBOg81XcyY62QA56jt8UGXQZI0mceDGoowaD0j7gxMkkAURZL3tSEXu7YRp2GV2Nz1bZ7arMnVsAXQ1A7zFBtVplBvdYgBoMxlEVMccMXdDCXvfaMpwjOGbxaO6g5m1vLsVf5y7DvpMGYn9rfFVcCgeaX9rXVg17L7Qjc670dC1Uf4cDoN+36D57HUPnQPZBzx2EL077gstBj2ai0n7q7Yl2Rw56XzDoYu9zt0ruFJizNS0YubVsbnj8u8e5zzMGFZka5cEURcExE8z6Ow3NfM6mVwY9kC6MQWft3B3ORXeqG+dOO1f6vVu3hbZEGycxBgqQuG/BNmsAEFSDkirubF6XkHNddJs1L+sUPuGMqx2HN49/EwYMpPU0RlTlblFFFGfxLP+OsH3Q+6txAXXVz839P9/R7FJ02NjDuG1CvhAXgImEercehm39izGOJs25piqUG2oOr7PnmNqw+5iTyRr469xluPaoqXjzW7MA7oRBFYBTnPVfYf+bDHrGnUFn8wiXtC8BAIyuHt1Xh1Zm60uJe99F8mRgWFbhF+g7Bp0F68RY58ZLC5KclrPNWmm7duR29QOZlFmszjKWWXArakaWyyqLFGk8gx7HToN2wh9n/xHPHvksxteNL3q/lQE5QHfPQbeswPvSmavFCdmX2/UkzqJMkWBdY14e3wfPjKIUXcVdVqCMpiwILdmUYNA+fwmDLuags+85AeidyU6MHuAEtjURhW6jRwmD7pTfJ7NxNFSZrEM0Zh9DoulI8AJq01LR3JLov841W5S9s2QzfDoB6IzTJAB+PWoz8mrIOxMhAvTuJdcg3W4WxsxVyT2ZTWLBpgXcshWdKyiTDpiqNjaHdWaj2X+9I9nhYNCJkqE3TZS46wk2B52RuFsAXVEUmmfMBv9ySYNHVo3EPQfeg7sOyF8HoBzGpm0BuQG6zoyP+dqsEaZ0WOUw3LbfbXS5AgW/2OkXuGq3qwou6icrGphT4l5IkTgpM+k2t7jNTbkZ9IIk7hA/Fitxl7DPBbZZI9ZY0YjBFYPzgnPAHjsdbdayosS9/+SgE2MBuphDXxWowuWzLseUBj59MajxAZhIuI9y0PuB78ZaNGmOCZFA7gDMcKbKe03YnwPQG3htUROyukEL0NEK8P3s3Mth/5MAnWPQhXYbmqo5Wii5tY/YZoz1odQmoAUQEqLq37V9J5W8kYi6Au+turwa2z9WlgbBymp7l0Evl/UfuVThDLr1bxmfQ1Hirioqjp1wrGu1Wq/GMujsc2GUuc0aAei5JGOubdYU0gfdXeIORe3T9978TW+riQx6T7rHsQ5x4sVzVIJBuw84I4slbB1JfSKgkA2+0foYqS5cfvB2OGUX3nnVDRvU65bEXauwn4dzdjgHAPCL6b9ARdhZJC7dMctaJjDoOaq4EyeJmN8CUjyLyO8v220XnTMkLczczOGI6RHo6VoA3lqtsfbUkqdoNXHAYtAtBzmoBfGbXX4DQM6gT6ibUNBvFWOixN1IuKgYJGCdHVtyAfTN8c2YPXQ2F9TrTXMAdI8Sd38eiTth0ENaCGOqbSl7pb8yb+CcfQZYWx9d71iWU+JOAnGa5mFOKWBcKyIFSdpmrdAipsWYdLzufWAj1u8gRgI3oYLIk3ypBuU1tmOLWx0M0YJaEDpzShXhGveVS7F+LHHPZHWa2lUZzM2gj2AKjFaHfXjuvNk4f19nkDWgAS09SSze2IVmS+qeb99bs/1PAfSsnsUDXz+ATzd+Squoigw6wDvQQyqGFNVSqV/YFmizVg774bgfAgBO3f5U13Wqhby9tkQb2hK2nDSajmJFx4rckrcSjY34iy1igHJL3MUodxnZS0e0fAtHIhWliBx0S5JdToCeYQB6vHxFm9iK4lIG3fXyF8egywG6uS/XInEEuEsA+paUuBebg86CAmL02os56IGAXSSNkbgPrTBl04TVFXPQAVsdEU1HMbAqiOuPnYaJjfZ8ktStnEtfmIJgkoMOABdMvwDPHPkMztnhHIwaQPqgs4oKK59ZcFJXrW/FpytaHecIAF+s7eA++whAzyFx17vtgIaRkOdWy0wGfAwC0Bk2PF/Fb8AE6AAwvNLs2hFNRWmRqaAWpMxWR7LDIaHuyxx0JWK1BXJh0FmjcveMO0A/fuLxFCgX2hqyVPPKoBu6zilP8rVZI8AsoAW49IN86WwAaDcd0WQMes75noyvxcrby95mjV/frPuwdbRZK9TIM87WF8roGby07CUA/bPNmsxypWqwFvaFuRG6srcAusO2/DUiRuTtAF+wVmZsvng6a2BiYxWuOGQ7x3pha87a3J3Exk4C0Pkc9P8m+58C6HNWzcGt82/F5vhm1xx0gHegSUuvbZbPygeMrtn9Gtx70L24bOfLXNeplhTpak3YE/nJr56Mo146Cl+3fA2g/PJ2QADoEQlA7y2Ju+xzaTu3/u0/0VhnFXfyRW6A3psMermMLShIQCLH4rIMepFt1hLpLFJW9FoK0Mm+XIvEEQY9XxX3/vPMsKYLDPpvdvkNjh5/NBcQcc1BDwRokTS2SBxp3UWYYLGKO2AHd0nPcgC4/thpGFkfwT2n7USBadgXtnPQGYDuU33Yrn47aKqG8Va7GJ4ttwIrFhDJBkzHN5BN45GPV+Otxc34YCnfruzRj1dzn4NEVcSqx0SJe48N0KOffMK1hCvUCIPeFGuiAMqtjzUAXL3b1dzn7Ru2BwBsim/C5pipXghqQdSGzP1mjSw39u86eNeyq6X0aBSxBQu4ACCRuGs1pvMd++wzW3ngBtCtPHQ2B10E6AeOPBAvHPUCTtnuFPxy51869pHZvBmJJd8XfzI5TJzHWKAbX7QIPR9+CCOT4dhzoAAG3RdCyBeic2eu1lzEDhh5gHT5rfNvdbTm81TF3UNXgt5usyZKoAFsVW3WCjWiSmXf+1eWv0Lf2whYkNW/JO4A8OPtf4xBkUE4avxRntYP/n/2zjtMiipr42917pnpyRFmyDnnLAiiKMoK5owYVj8xsmZdc05rWNOaWF0xZ1EUQcUASM4ZhjQRJs907vr+qK7qqu6qTtNpus/veZTpCrduddetqnPPe85R68GKTsOYgmXWWm18QlQVdBr/799akR02oJNyqAu/3byFa9DiVoal8x70BJjAiTQpZaB/d8BTBkcpBh2QGug5+pyo9yt6dMwya3q1HuNKxslmXubJlFE1iGvm8llifyj/AUCUDHS9fw+62Bjwdy4hkwJl1lQ+Enf/bTNRNtCVEkCFg3hiRzDuxCWAIvBzNrm952oV41cCpuRBFxIHycX08waeZEzFIgZd+lGVppy8jG2T/l4FaQV4eOLDGFk0UlimmMVdq/XECovW8Z4/3nPHyzPFBhZvoIulkCO75mDF7VMxqY/Hi6JX6z0Sd5O8fJlxT5JoZW5dKvd4YIzci6/eaYfF7sSV/12LS95aLUzO/G/VQSzZ5smgo1YxKDSqPOepgKawUPjbunMnKm67TXHbQLAOEwAGDpdDSPqmVKmjc0ZnScwnABSlFQl/z182HwD3/enVeiFnTE0bVw+30FiIV09+Ney+KlFx5104eNHFaPz8CwDu68J9f1BncuP5+Btv4OAlXPlURQ+lUB1AOUmcTq1DriEXd4+9W3K98uw5YTIOnHkmbOXl7T0tH9K16XjuxOeQrk2HSWvC0MKhAADr3r0oP/c8HL7yKjR+9bWvge5k/XrQeeUDf66f/+1zLBi5AHePvTtgn8Z3Go9PZ32Kzhmdfdatq14n+exP4t5uD3oEy6zJSdw7Upm1UOHvkeKyZKsqVwl/66LwfhZJ7hhzB3465yfkGIKzB7zLsKr83GsjSgIZqUL8uT648fbnndPwxXUT0LNAOZxHJ5PUVq+U6DYJSOxREUGabc34s+JP4bM/D7pY4h7sgExIOmiZtWDwlrgD8rFqLne94Gh70OVi0CPqQY9JmbXIlShrL4x3krgg5fdsBJPEiSWcrrbIGejipDq8R07Rgx5mmbUWUXIWeW8i70GX31+QuMvUQZdI3OMQA1d0Rm/kXnkF9L2V44wdx47JLhfnF5HzoBfcfDNU6emyEndeNs17gvm6zeL7AC9xb7H5xryLjVK9Wu9JEpeuZKBz/dPIfMW87F3vTjCnd9mx6UijsL7GXd5mjSiL/PaHZmDbgzOQrXV74ZXyDwAouOVmyefmpT8pbhsYNfQM50HiPZ5KHvRnT3zW55kr9ury+/FhZ/y2vIFelF6kmPW7PTQvXQoAqH3hBQDS+GveQAcA6y4usazYAJfGoLs96KIkcd4hdMGGQ5k3bQpqu1A5uevJWHXRKvx2wW+CUWw7dEhYbys/4GOgByqzxnvQeUOtKL0I8wbNUyxT5U3f3L6Y2Gmi8Hl6l+kAgKpWafpmXqEhTL6J4CfbmEAJ4pSIYJk1g8aAqhzAJVaXJ0SZNZ8dInJY3mAV10EXT7wd5bO7ByVxl0l0B0T9WRSKKsendGIwqo1wSOAYdMHDHUDeztMp24jhXfzbW1oZY5yR+StZSBkDPU2ThtdPfl14QfPnQU/TilL+e83md0w6Vgx6MJhEN0CTlnv54z3o4jgh/oEdbQPdu9wLIMoSjUgniYuWsZ6gMehKXl4xwWwTItGSuIsnc6rbuFIhkfagt9m49gI9HBVfVnmJO8vCvGkTzNu2edbxpdfE33msyqwByD2hC4puu0128oDH1dIi1BkXIzaGhJd4tzHF6PXIv/Ya7m8ZiTuvknG4HJj68VQhWZw4ZIGf3JVLSifU/NUYwTCMTx10H9wGtFpmPPJLVO4a5TqnHcdaPEZvlTs+r6KBe/F96cLhSNNpYNCqhetaksXdC01uLorvv09xfajoGE49IBjoMuXSXpr2EgbmDfRRrcmp2Pj7Kb+ON9CjYZyLcdRwxxEniFNny8SXOuSNVT4G3bze4/n1fjb4SxonJqKTkTLwE1itf/4Jy9atwnJnQ4NPgjxtkDHowZ6bHDePvBmX9L8EH5z+AcoyuUlObwOdl7jLPe+FSZNoGUsh3AN1ah2sOgaHxMI7f2XWuIWhHyvsEqWRvZ/L1UHnJzgBYKQ2O6LHizcmnUkicY90yI0yiWOkCu8gQXrQg0HnNal8/dTwq+l0BFLGQFer1BhdPFqIb0sJD3pM41NiO5OXr/H8RgPyBgDweNDFtXP5l4ZoGOhZ+iyc1+c8nNvnXFkPurgYUrsN9FjEoCfQbKwki7sqcJk1Txh95FQAEgM9ghJ38cP6aAuXiVgaB93+GHT+4ahY3oThvagKsbJuA93V1ITy8y9A+dnneL4PicQ9HteM23vcx38CLUeVb3FUsQedn0ATvnvxC7JMHXStWivsI05IKQ51ETzofgx0/mVViEFP9y2zBnh+gxxVF7jsJliquPjH7vnpggedcdco13slL6oUDHTu307ZnvP2GOjKMegAwOikxlSwCRidFs4z5mzrIixTu9wycHfCL7EnjYefDOdjy3nStek+HtHtx7dLthUM9EiGEinA2mxwWd3ft0Yjq4CQetB926h+/AlhgsbbaA36WRGD+7X1wAEcuuJKHHvFEzbgbGjwKTGnt/v3oEfCQDfpTLhjzB0YlD9IULN4VwaImMQ9nDJrQS/33AN2dfZcHCqDIQa/qZz3Ofox6PzEqHjcN1o5xc/k0smYruVDavzFoHv1KYYx6KEiF/IYHRLnnL3xiRGPAFqN5zo4qV8hbp3RF7EJ5Y0PKWOg8+QZOE+nkMVd7XvxlGR4MsAmhQc9FhdujI27iwrH4vKGJjzH5gsyOd4wFxvovFc9GlncAeCf4/+J+8YH9jS1X+IuImrGejtvdBHrByOtgx6EJNETgx6hLkAqQ/X2GEUKIWuy6IWeEdfVCrPMGp+gJWD8l5LygPegi17E+UkKiUEby8z/XtdX4a3/gHHYMMXN7VXVPsvE0kPhJV5G+ipXBx2AEPMsbAdGMqEreNBlJO78yyn/sioYyjqFe4O7f2qXHq1774a9fjw6ZRnw8TXjMaQT57VXuffVeiXzq2q0wOliUeUuRdNZbKC7f1N/ZdYAgDFIjSmXjCJBjntGPgtX/TQ8MO5J3Hs6l+DN6ZCXuHcxdcH1w67H7F6zMbSAi3f2fuama9Px9eyvJctO7XYqAF8PekTvs25Yl0ty7dlrasHauP6rdDpoCnwnZ1kFD7pYieNsaAAQmoEumSQJofxduDhqan2WOesbwNqk3vKclugb6GKUDHT/Enf3fUsTzLtACPfcMO6B/G/89TgV9k7ogvzrroOul9gb6GWo+njUw4xBl3uWyDkvfOTk7YP/3cWhLbxDZVaPWWEK4GIrcQ+F/DTfe0JU8D7nBDJS29zvIJEsg6YTXSji0mzJSuoZ6G4psj8Puri0SYdOEtdBy6wFQ7EuE/+ob8DJTIagcuANc35mVrwsdhIjecRy9/DwfjiH87BWatrbgx5/ibvUg64K3Df+HCIo+5QkiYuwgf6/mf/D1LKpwuSONAZdaa/gfxcz70FXlDG7PehK40JmUkRQEbi/YyZOEnf+vUydmYmiO+9Q3NpR7etBl0jc/XjQPRJ3qdEhDn/iusJK1DnBSNwFI8XtnWeUDAb392uzO8Cf+7c3noACkx4DijmDl9FzbRm9fq7KRgtqmjkjXaNiUGDyGEbCxEAAqa9KLzWm7JXB1TG/eNRQbL7xeZw3fBAm9+E8SU3NXFu8gS58Fxo9rhl6DR6e+LBwLWpUGkn4ULo2XZA089w66lYAHoUbHyoSDYm7q7lZ8iLsqK4C685qz+j10BQVS7ZnbTZlA100ycEb695Gq18jVnxPkimBGGnkEgk6Gxt8YtBzm1mfWvRixGXWIgEfG7+vYR8ONXni4/lJApXcpC4/3sKtNx7BMmv8faI2m8GGqyei4MYbpMlQY1pmTW776EjcxUni+Pc0iWImwcusBUuhsTCBfduxocUaQMUXBlpRNvhp/dyqi0R5b40CKWeg8x4rfzHoYgM9Sy8TX0bIEOPbkWhQ8r9RvcVX4s5LUaPlQfcHK/pO2j1BkGJl1lSKZdYUdhBst+gY6C5bZA30oQVD8eK0F9E1syu3QByDHgGJe8AMqnxbConC5GLTBe8fK9w8Ee9rRp0vIyV099126LDPKnEmaOGeIJc8SpC4S72UYom8HGKJu7cknPeg823w8e1KhjL/bOrirhF78oAi5Ka7DRy3ccZ739PV0mPtq23Bzkqu5FenbCPUosmUoCXuXga6nDdVCf54PQsyYNSqYbW5DRJ33L633N8bcWgZPykyung0AOCyAZehKL1Ish2fNT+yuT44eE83j72qSqh5zuj10JZIDXRna6tXTgnRdy+a6ONDHMRVY4AAHnTRPSkmQ8/pO9HgaGgAa5ca4/lNwD2/3S1UTfFGKLOm8HuHSq/sXhhVNApWpxXPr3/e0102cJm18CXuihuHsC2HOCzGO0lgdJHra3wk7vz7Wo4+x8vIUpK4ezkSEshj7k3MPOgJ9M7mTWsUJO5ZBg3mTeyG584bKkz+CnSgCZxgSTkDnX+gC7VlZV5Qu5g8sXNyyb86DrGIzYj/oODDFvj4RrGBziciibcHPaJEvcxaO/dvN4wkizuXbTpQ25GPoxd7wVirsncoErjcL+6MITIva2Z7cLPX3lJVAZmXWNZb4i4x4mMpcff8xrrSzii6607JZsYRwwEA5s2bfJo4rftpwt8+NehlPOjeBoq3xN0b3jPmcDl8MpULRikvceevLyWDwf1sykvX4MdbJuOlC4cLq1g+D4Dbw5nm9Rj7dXct5i1cAwCYInqRYV0uT1I8rf9rwycG3Rb6GFCrGAzqnAnWyZ0zb0gHkjyLYzh5A/apyU/hoQkP4cYRNwrrvOXwsTDQHVVVcLXyNezTfTzoznrp9kr3Zz6L/+k9Tpcs9yfTl8R+x6DqhpwSwNnQKFwL2jJO2WCwA2lW4NZfb5VtJ9IedIZhhBJtPx38CZUtnLpDkLjLKNbanyQuyGdQENtn6TyOH8mkRZKWWfNOEseyrOBBT0YnWIGxID6vxgn0ntsaYhb3YGAA3D9rIM4aUSpamriTFO0l5Qx0jUqD+8ffj3FFYwHIe9DVKjXeO+09vDj1RRSnF/us7zAkcZk18eRDYRonddlVvwv7G/ajydrks3VcPOgR/U78yN0i1XQCzUiLPeis0xVQxhSdOuiel+FoxaAL7buNX5XBAOkDhw147nK0CvIy/xJ3y6E6+bUyD3rBgy6WuMfjmvE6ZtaZZ0o+p48dBwCwbNrs4wE36Ux4+aSXcd2w64SYZ3kPum8WdyBwDK1YAu8tc+fLrPEvq6wgcVfyoPOl7lzoU2SCQeLxdm/j9qAbVSwWzhuNr6+fCG9OHcQ9w5qWLEH9+4s87QeIQVfppcYUK+NNDYbBnbMBlptI4F/QeU+ad71gnlKT5wUsXcMZ6PnGfMzpPUfyG3iHoEVD4u7rQa8WjGt1eoaPB/3oggVBtcvL3ctMZeiR1UNYHqwHXZwjI1p4X/8AALtd+E7UJhMs6dx3ntes3E57YtCbli5F3aJFPst75/TGwLyBYMFiy7EtAEQSd7m46pDqoMvc1wKWWQtyOfx50KN8Pw1YZi34SYZQ8C6zZnFahIR+XDiLP2m/u4txLrMWChnajNiYjQl0zt40mbl7VZYxkvdkf+MycSYnIkXKGegAcE6fczAsbwj3QUHiOaxwGKZ2mRrDXkWT5ItBF8Mb6ABw5ldnSsp38EQji3v8iJaxniA3Oq8Y9KCMY7eklnV2jBh0bwTJbIQ86HyClkAe9LTeRfIrZF5ihRh0icTdTSxj0L3xkuMbBg0Eo9fD1dYGe0WFz+aTSyfj/4b+nzAJIRjxolhwRiaLezCoGJUgYRfXPQeAr/Z+xfWPfyG3+zfQIVOnXcBL4s46HDixbyGGlGbjztP6STYd1S0HrMuFozffgupHHxWW+yuzBvhK3JVKhwViaFkW4OJe0vgXdN5QV5I8y3nQ5fDO+B4NA91eKc1lYDtYLhjXqowMqHOkkwTWnTsln41Dh8q262z2WLRCskgEeFaJ70kRDruRQ+n6t5UfBMBdf2053PWe18Tde+XKrYXrQXdZrTh6w42ofuhhSS12nl7ZXGK1fQ37AHgk7nJJ4pxN3Pftc11HihBugYoedHFbSVRmjZ+Y4VVEbXZPssTYSvxjA8MwmNBpQjyOHIdjytNkcU/AGKNU1jAFSCarJTRc/GwqXTwdEtGsmbfMsbbNN1aywxvoKVZmTSxs4QxD/+EaKh2fdVy5Fm/IiAwSV7Q96BaRB138OwQZg/7r7lrMeeUP7K7mXkI9ZdYU7m/utnKn9UXJY4/JrJeLQZeTuMfjmvE6ppeBrkpLF0qX8X32i+BBFxnovPHq5UEU5zjQq/VC2U4xcgb6tmPbsLpqNQCRxJ2fGFDw6AlJ+OQMdF7irnPL9EWG27VTeqIs1xMrr9eo4WrymrRUqYIos+blQQ/TQB/cOQus24Nudng8aIDyy3lBmsdA91c6zbsMajQk7ubNmwEA6RPGAwAsm7fA2ewx0BmVCt0+/EB2305PP42Mk06SXcfHoANSA90fYol7tO9JABQnZdrWcXXcGZ0OZnc2Zd6Dvqd+Dx5d9SgeWfWIIGMONwbdsm278Lddpmwib6DvbdgLAHC5x4rc854PeTH07x/4wFEusyb2oEtUBUlaZo2/J/ITNW2ONmG5ivFOAhtuDHrivL8AEPJkRJfEOmcxvAc90xDBSVN/4zIBnIWRpoNbLeEjJOhR8KAnFbGIQY+XxB2+ctzjluM+W8dD4h41UqDMmhhxaSIlVG5D1GWJnIEePw+6ksRdmblv/4UNhxpw4wcbAATvQVfpNMg+a47Pcrn7orfEHRKJeyxj0L0XS5erDHqhRFgwXkZPDLpvmTVvibw4bGXVRatwXt/zfNqTM9Cr2jzGBe9F8kjcFV5gBA+6r8yY5cMMeCPaLr3uX7hgOMpyjXhr7igAvjJtldEIRvKb+V5jPucuJ3cOgm556dCpuN9jd/0ufLPvG+FFXclgG100Oqi2vSXukSrjJca8cSMAIPv8C8DodHA2NAhKBFUGNxGkVO4va9YZivlPxBndvScalJDek6KbFwPw/c21Xbn8PG1//QWAN9C57yDX7UF/bdNr+HDXh/ho10dYtJOTpofrQee/ewBwVNf4rO+Z3RMAcKDpALeNnzro5o2cga6kaJASwvuMsGnw90CxB11OcQB4Sb3DzmIehMEdhzJrvAfdk9MjnKR8iStxBxAbg9H7lBPISG1yv4tlRlvinsSkgHUqj/DSE27JjY5AEpdZ83d8vpSPmGBfgCJJJDOK+85yh5MwRqlp70mWxPpNWYsl4EsQ485W7rJFLi4ztga6OAZdicC/S/lxzivn8aAr3d+kv3n2BecDAEynnMItly2zxhvo7snNeEncvV/EvDzQjMEAld7tpbZYEBAZDzoUJO7iMa1UOlHOQBcbwwcaOWPCI3FX8KDzXny5WGPeUyiSuIsZ0SUHv90+DSf157w4zsZGyXpVWuAaspoCaZZc1hHe5JdKxaAk0yR8vvv3u31LznnRK6cX3p7xNr468yu/bWfqMiXfbaQTTrEsC9sB7vcyDhsKfd++/AoAgDrDc14ZU6ZI9vX+/gDAOGqk8Dcfxw54Ep0G7E8M70mA73WVe8mlkmNriotgzeUSI+a7Peg/H/5Z2P6Po38A8IQ0hDqBYt2zR/jbXuVb5o9/rrfYuO/Sn8TdtpfzshsGDQypDwIRLLMmVoVIk0n6mySPoMRdUmZNrt3oJInj74n8v95lK+Wl/WjHBEX8MJ14IgBOZRM7Euc7ajK7Je6R9KDLkSjvrVEgZQ10OH29JkR7iPHMltfDT5wJlzfQB+Z5HsTjS8bHpl8i+LJAHYeOOzupcst1XdZIetBFEvcwMliHdCyxB11J4h4EFrsLH605hIY27ntQThInpejuu1H2xn/Q6cknuH7IGOis24Mu9TgnwDXjLXHX64U4U16Z4A9W5lkgGM1+JO5KCAa63WOg89nLpcf1n7SKz0fgkptkYKUe9EDyc28POpNmhOS3kzEmNDk56PbZp9D14ryU4cagA0CXHKnhzEtc/cWfji4ejR7ZPRTXA5ynVGyURzwjtN0ufDcqoxGdHpeGg4hfvjs99STKXn8NvX9bgZInHkeXd//r01zZq68ibTT3XHCKPOjn9j0X6dp0zOg2I3B/3LisQUw+tRf3BJWua1d0XbQIOZdcjLLXX0PJo4+g01NPoui222DN5yYpcn1Tv2DLsS2oaavxJIlTSAqoePj6euFvR1W1z3pvz6ySxJ1lWeH7VmcHMVkf5TJrYvzVj488cn31Y9hEuMya1WkFy7ISiXvIx+kgEveMk05Cl4XvoOeS76N4lMQ5Z5eLxc+7anC8hRuLHg96BMOIE00lEWVSNgCb96DLZXFPHvjZ2GgeI96zVtzxHxj/ABbvXwzAU/v87D5no2J9BRqsDTipq3wcYDQ5o8cZUDNqDMkf0v7G/Mnd2j2z7OWZDLe9CJZZk2ncvUopBt0tcY+ogR66t8plNqPirrthmjYVWX/7W/DHcr9s+/WgB/m73PHZFuHv9EB10N3fq0qnQ8YJJ3jWy9ZBdxucQhb3+JdZ4xZLj8150D0Sd5ZlUf3441BnZKDgRq5El3nLVhz797+RMfVEVD/xJLefxIPukbi3bdiAmmefhb53b2BUCAa6yINudpjRvYrFub+5MPDeq4S2AQAKEneVkfMuyYV4CGXWeIm7ywXW5ZKdWAFkJO5pyonXJOcycCD0vXvDtndfu7KGd8vNxjpRapA6M3ePNulMCnsET44hRyit6Z2PpL2I7wGMVgtd166S9WIDXZ2VJXjRs2fPlm1PbTLBdNqpaFuzBo2ffQ5tUREKbrwR+cZ8/Hr+r35LrAHSicJYSty13boizV2+0FspYM/n4qnzmqVjo39uf+yo24GPdn2EZhvnXhcn/GtbuxbH33obRffcDV1pKViWRdVDD0Fb0gn5f78agPS6tWzdikN//zsYlRoljz+Gmqeehqt8L3oOYVHZhbt/8hJ3xwtvoHxnOQpuugnpY8dwShr3eFNnBHfty3wbAdaHlgFdxajgYl3ScA4lpVjMyqwxMsvaDz8x42JdcLgcwuSlb9nKIGLQOwgMwyB93LhYHzRmh3K6WDz23Q50zjZiUu987Khswk0fbkS/YhOW3Dw5OjHosiRvDHrKGujkQY8wcSyzBnAztCOLRmJd9Tphi2x9Nhadvgi15lr0yekT4/5xD2DvGrfh4yeja7ubjmy8WXRRMNDdhihrja/E/fjbb6N5yRI0L1kSkoHuMnMvmP5j0OXPvdXPOednKHmsAlw/shJ3mSzuiTCj7dVXRq+XeJ8tW7ei/t33AAD5//d/YLRalJ97LgCg5ddfPTuK66CLJO4Nn30G89p1MK9dh6yegeWx/Esn7yUCOA/6I+86oXUC2rtfBJafKUjGlSTuqnS3gW42+67kJ0m0HoOOdTh8ErvxyMWgS3875d+Rj5H3jkkPhdLsTEBsoLsnUQPVlQ+GorQiIWwg2gY6o9GAMRiE0AlVGMaeOtPj5T/2yqvIufhiaPLygpJ/x0vi7i+ZrjObm2TJEolETDoTrh5yNRb8sgCf7PpEGAvi7PwH3XJ5Z0MDun2wCJZt29HwwYcAgLyrrwLDMJLr1rxpk/D38ddeR+MXXwAAZloZvNLZ7UFnXchqZWFf9DnsAOrffx/pY8d44v0ZBkwQ4R2hxaCHdw9ces5SHGw6iFHFo8LaPyxk++pvsj9CHnRRrgmz0yxcDx6Ju+h9LqDEvYPEoMeCOJ7z8p01eOv3A8LnwZ25+9rOqma88stetLrD7GIXg558BnrKWqcp4UFPhRh0Ed7leIwaI0pNpRheODxOPYoWUTLWEyWWh7+mVKJ+BHgQqXS8xD2CBrojdIm71R3nGPKxgvGgK1DTrPyi3qcogIdS4XuV88S6vCXuqgSJQZeTuPNJ4ixWWLZuFdbJGrt862IDXSRxZ80eKfHMkukAgGEFwxTbkfOgt9pboXXbt0LpN4d/ibvKyLXDyiVJ9CqzBsBvBQOHnIEeJHwZuHBj0AEgyyC9N/OJPDN07Y/PLEkv8Rwn0jHoYlm/+3dSmURec1PoCgBtUaHks9jwDNifOJVZ81c7XGXk7lla0fxNniEPU8umolN6J9Rb6wUJujg7P4/FXZbO1eax8Fn3/dZ7YknYZ8cO4e8+FSycrBMOlwNOlxOZouHCS+SdorJ4Skn7AhLBGHSAKw/rGwYX5xh0uWNFAK1KK4QdWB1W4d4oSNyJCBG7d7cWL7Xi4XrPwHtqyS7hb5Mhyn7gJJ6YSUkDverhR9D46WcAlL0XyUEsL9x4xaB7bkjpGl8DPWmISZk1mXJOcUQlSXDmX8bEuLdlHc6wy0EJR2JZHLnlFpjXr/cstNsVPYiW7duxf9YsHLzkUtiPeupuH7npZknWb394POh65Rh0hXO//+ttsstz03XIz1CQzAZSTfhNEsdL3Bnl/aOKjMRd9N0wBgNUOrek0mqBZbunVFPbmjXYM+VE+WbFaiq3QWLdvRtNixcLi6cVTcR7p72H109+XbF3Rq2vgS72pgPAgXPP88TXKtRB541ol9nscx35SNwBwGGH9cABHDj/fDQvXy7Z3sfQ0agRKAadh39GHnvlVewYOAh7p52Ew9f+n1+PurOpCeWXXILjCxcCALINUq8l70H3V+M8WPKN+cLf0fKgM1qtYNip0z0Guio99AkGTUmJ5LN5w0Yce/VV7Jk2Dcde/4/ifsfffgdHrv0/4XPz0p9g2bVLcfuIwE8iaZVfsvmEjDoHhOvI4rRAo9Lg1O6nCtvp1XqYtNyERs1z/xKWs2Zp6AzAZbhnXS443eUB+bKJPHwWeQAoagDeec6B/dNPwdR1NmSI5uD4616oW28K8veKcpm10I4bDcTH8SOdj1B/GIbx1EJ3WnyzuEuk/QEk7h0kBj02xO+cW63S+z+f98YbbSRVylRmLblhXS7Uv/++Z0Eye9B5YlFmLQHwzgiaVAa6mBQps6bSBz/zKt7Wn5c0GGz796P5+yU+y1kFL3rTDz/Cumcv2tauhcVdMxkAmn/4AVaRp8cfHg966NfshoOcoTe9fyF0Gs8tvXdh+N4iOQ+6/chR7g+xxN2zR1jHCa1Tfo7h7i+j1YJRqQSJO2u1wXrAI8M7Mv96OKp9k00BUjUVo2A0w2LFsMJhvtmHRch50PkXUqGZLZ48AUrHEjKts6xvNnpB4u6RD7IOByrvuhuWTZtx5Lr5ks19DHRnCJNxvAfdbAacTtgrKtDyyy9CdnM5mr5fAvPadah54kmwLAuTXirf5g30DG37Peji3yJTl+lny9ARG+g80rjz0I+nKZR60K0H9qP2hRfhqKjEsdeVJ35qnnrKd9nTz4R8/FAQJjv9SNxVOm6sqVhA7b6smqycYT2x00RhuzxDHhiGAcuyOP4f34kIsQfd1dwMV1OToBRJnzDBbz/TrYCzohInb3DBZPa8xHsb6OowJlSCJwqT5sJHb+l3e2PQxZv4K7MWOXiZe7OtWUbiTkSEGBqp9a2BVYWvXzoy4DaEMqlnoHu9ZCd1HfRYStzjHIMO+N7s/WUI7nh4P5zDeVgrNe39GyaGxF3iQQ/QN0ajAhhum2DqpvtDyTOoFPMpzjTss0+Q3nyJB10xts733B1OF5rdsv6nzhmKn27xJHCa2q/QZ3sPAcatjIFu2boVrM0mlbi3N7FgSPjpM2+guw1zFS9xt1oUZbI+yNRB9yaYrPBKEncllAx0RiRD97mm+e9AxXgMaIcDjro62bZ8vgOXK+QYdJ82m5sV9xGXcbMfPowMhURBkTDQxROxcvWv24MwfsUGuigMRVNcHHKbKq88AW1r1obXOfiZSIoQgsTdz3HUou9D6/66+NwrwwqHCesqWjl1kdJ4FNeFd7a0Ctup0tKgc9dfD4TJDIw29vO009AgyeAefMkrmfGg6ChXuAeG9U4UZYm7nPfZb5m1yL3XFaZxz6NPdn/iKbPmXQedYtBDw+ecY/fudjwIA33GwNDvjyGTxL97Elun8vi8ZKeCBz0mxEvi7sFbLhmJBESpRWLd6FRKGchlYBhGeH7vnXIi9p1+ho8BYd2zB3unnYSGzz4TljkbGrDvtJkSyaUSLtG9o27RIuw9aTps5eXBG4AKWPfvF1Q9KoNX8q4AZdaaLJ4JgEyDBiXZBpRkGZCdpsWFo4N7qZVFxkBlbTYuXjTuEndfeKUAH3vO8BJ3iwXOhsbg2pCpg+4NawmszpD1oDv8TBoplVlTqYRyceUXXQTW5ULtiy9h74wZcNTUeLZxG49Kk0GV992PtpWrpOfhciF4ibv8d3Hwwouwc+gwHF+4EKzdjgPnnY+Ku+7mDyBst++UGdB98ZFsG5HwoJ3e/XRk67NxUpfIV+qQ86CLy95p8oKrX+4Pl6hGPdvWhv1zzgo650Xb+vXYO+0kSb3wiMKXAvQTCqjWewz05yY8iXvH3osFIxcAAHRqnZADpl8uZzg7Kn3rme8aPQbmjRuFz+XnnIN9p57GtZ+dDU2R/Iu+yivhW14zMOV9T0gLa7eDNZvhauEmyII20GNYZi22BEgS57N55M7tumHXAQB+KP8BLXZuwiSZy6zFhvidc30bd48a2z1XWKZTq/DTgskY0y0X71wehTLDSWyMy5FyBrrL20BPZg96TGIz4i1xT8EYdIbxcqC39zfw8kzGPZaHO37xnAEAgPwbb0Dga5kB6/Kss+3bh4aPP5FsUfnP+2CvqEDlPfcKy+o/+hi2AwckkkulZFviyb3qhx6G/ehRVD/xZLsN9Lp3FnrOwuAnk7PMqTe4H5ImvQYatQpatQrf3XgCli2Ygqw0P9lTA8SgMwwjaziaN25UkL3GUuKu7EHn42HFSeKcjcEZ6OI4V0Yn/90F40EXsrjbpVnclfDnneSvOfvBQ3BUVeHYK6/AfvAQrLt3u3dWeZK42eWv24aPP/ZdGEJGdn/GGWu1ouHDj9C6+i9YNm8WMmu7zFJJvvPf8hNgkfCgZxuysezcZfjXiYEn2UKFvxdIDHSRp9df8jR/5P3974rrrDt2oG3lyqDacTU1cfe0Bx4Mqx+BEErr+TlPrUYHm3t1gToL5/c7X5L876VpL+HSAZfisUlcDXm7TD1zV3Mz6j/5VLZ9w5Ah0JbIG+hd3n4LzWkqrOmtfP9xNjR4YtDDLrEGBDaGInAP9KcUi5rEXeZDFN4BTig9AXq1Hs22Zuyq43In+E7QBRGDTigTw3e3OrcH/dRBnrGZm65Dr0ITPr52fAAFXyRJlPfWyJPM1qksPhJ38qBHhgSQuHtnBE4qA92HCN6MErTMmrFLFvpu3oSC664TLQ3+vL0NFlerr5HEx35LlilkR5aTuLN2u18Dna8j7A91tijztMMB6e/A+n1pa3DXGhUb4znpOuQpllcLHrGUVz+gPwDAvHGT8D2ovBPaxRNB4s6dN2+oO+vrAAXD1RuxEeDtmeMJ1YNud9pRZ6nziUEXE6xMmfeaS1Axnv1lPOg+E9Ju2BAk7kpJ7Hhs5eWSuH6WZWXHlRyRSBIHcJ7asLNz+0EohScy0J2tLUqbB03hglvQ47vvgu+Hy3/OgGBLrrEuV8C2JNsLEnflyT6NSgO7+xLR2H2voyx9Fm4ffTt65/QGADiqqyTr869zJ75TGKed//WcrAe9+5dfwDhsGO6/pwuePlsFh8LbrLOhQQhDUmcEm3U/DI9uRyBOZdYALpM7r6LYcozLweEZ/yRxD4s4njNvoHfLT0eO+/3jpP7RNsr9nS8Z6B0enwdZMnvQU6zMWq/sXsLfakYNrSqS9RcTCe/vPEK/gSSTajj7R+hhIbqmhHjNUEvccDtJPwXIUs9P3nnfI1RZnAEt6z1Vq/wb6EFIVcWxxo5jxwNuL6aRN9DDrTXqT9osMtDTx44D4Pagu40vXkbOfQjv8KGhHIPO+HjQuX/t1TJGrQJiI0CpDFmoMegPrnwQ0z6ehh11yskCg/XCynkeGZV/D7rStSk2OAMRzARC2/p1wt+s1erjQZdDxagSfhJVkLiLvoNITep7J4uTHNfLiA5ogAfxHHbZbNg/6284eNHFQVeXgCNwmTWtSusx0J2B27VXSg100ymnKG/MMGAYBpoi3+9KV1YGwJ1rhmHQopByxrpvP4698gqAUGLQZYhwmTWFg/hpKwIx6JL2QmwrAniXvM0ztD9EhBATwxj0Fu7dJi9dh0+unYBrp/TEXTP7x+z4Akk8MZPE1qk84gedOicHaSNGxLE30SaWF268YtA9N6S+uX2Fv/mMsUlDCpZZ8/EkA37PO6+/NObcx1Pk8r1GxdvwUmhvr6OuW1cAgK3cN2s1o1L7lVCz9sAGOivKOp9zwfnKMegy597oLm2S7U/OLkcQqgmxBz1t9GhApYK9ogI2dzZ3Lj46Hg/HIJLE6bmJHUdVle+2CkTag/5X1V/4at9XcLIBVBRBetCF+uliGAbQepLEeeMdf190773QFBSg+J67EXQMup8M3rpu3QAAtr37hGUuszkoD3q6Nj3h79FyMeidnn4K6rw8dH7u2Xa1rUpPkySfE+NqlSouXN5Z/H0aC/w9mteuhW3fPm6SLchKF4ICyE+Yg0algc19iWhtgZ8h4kmjvL//HfrevRXHW9kbb3DHKChA2vhxMA4fDsOgQciYNk0ISeHLd5lEp6TOzoauK3ffrvvvf4Xl6RM9WeX9krRl1uS8z36k8xHuz+xesyWf84x5XsdRDmHzmaClGHRE4pxdLhYumXejQPsca+HekwpMevQqzMCdp/VDRgiVd8LC3/WY4M+ScEg5A51/+daWlaH3n39A37NnnHsUA5I6Bt2D2BsztcvUOPYkyvg40CP1G7QzlifCZdZC3adgiFdWae+buYy00+Wuswt4XhxZq9SoThs2DABXr9gb1mb1691ibTYui7AfLzv/Mp5/3f8JBk+w8DHoYXvQ/SD2oGvy86DvzUlUzes4bymjF2ejjmUMutwqd+Z/d1I1Rs970OVLqsmhzvV4c8TnLiYoD7rW1yus9uNZDFbibtm6VWZnlSA/ljfQGySfcy+5GL1W/Cr8lsHgrwa2vh8nWbWVlwvLWKtV9ntqO3iV5HOk5O1Rhfcgiwzp9DFj0Pv335A5c2a7mmYYBup0+e/AWXdckrnfp8yeT1uBX+UsOz0104PNm8EKSeKU7y8qqGB32++qhibF7XhcLdx9uuiuO1G44BYwajV6LPneZ7t+27chYxJnUDMMg67vvIOui95Ht08+RtkrLwvb8Qa6WjTEeq/8E1lz5gDwjJucSy8V2osOUZg0Fz56S78jGYMemzJrANAzuydKM0qFz4KBTkSGEH83p4vF317+HXNe/TN4VQ2AujYbHC4WDAPkRyCcjpAn5Qx0/uVbZdAn/Ox9u0mxMmsA8Or0VzGn1xzcPOLmGPcn2ng/nKMQg54wZdbc//p4ksUrvfdxZ3EXr/aeFZa5RsUvqoKB7hWDbuQN9E2bfPZv/dN/MifWZkPFbbdj97jxMG/dJrsNX7fdI3X3jkHn/5bxoJs5AyLLqPNZ55/A41Ylql3N6A0wDh3qu174WWJxzfjps5cHXUgSF6SnEOC8bsKRFM4nFA+6GIM/IYVMSTs5muRilkUx6EJCLxFyhhgje88ObwLB0I9TLYlVJC6zWfZ7crb2hL3Rcw1FIkFctJGTuAPK10eoKIUaVD/2OHaPHSd4zgN70ANfQ+bNm4W/gzbQ+Rj8AGEYvMS94aY74Kit9butp+SZJx5cKyP3Z2TOiXFL3sXwBjqPrmtXMAwj3Ld50oZLP/tHZjwo3StjVmZNRNASd+/mZbzPMSqzxpNr9GT99kjcw4lB9yKJpc6KtLPMWk2zBVuPNmHT4QbUtwXO1WKxO2GxO1HbzL0j5abpoI1pmLC/cZl89lwKGugy8ZNEBIiXxF3KpM6T8NDEh3wSxhHBkGgPuHb2x+sakZshFr+oOtx/e78M895G2+HDXDuhJFmy2dD07bcAgLp33pHdhjfQZWWeAcqsHTzOJb7LSw/VQA+MODZeZTT4vPBy99AEuWb4GHQ+SZyCB1yJjGnTYBgQOH4ulCzuYvRK7z4ajV9jL5CMWhKD7rBLrnnW5ZJc34W33+61d3ASd38SfDnFh5IHXetyAKynrY7gQZeTuEeSvKuuhDo/H7lzL5M9tu0AF1Yj9qDre/dG9vnnSzcOQuLuPHbM83ewlSfcEnd/KgoWrCBxB4DmZcv9NqlU8qzonnsAAOrcXJS6Y8aDQa/hxvyzc1Ro61KAzi+9CAAwjhiOtHHjoM7JgWHwYKSfcELQbaZWmTV/m0f+3MTVdgwaQ+jHIYm7iPadc6vVM6nLq/GUsNidOPHpX3DaC79hTw03yVZgirEdlWKTMFEOGEg8rHv3AoBQXza5aadkOSjiPWsV7+PHCJ8ya2EkjFFunPsnwcqsSQnUN/HMP7ct6/KK/ZUxrB1yHnQvibumuITbvalJNhM8AKRPmYzWX1f4LFeqZ2w7fBiavDyo0tLganO/sBoD1IT2One704VlO7kkaJN65/vfN0Bbcvh40L0NdElJuFhK3JWTxPHS9lAmYLWdO0sks/6wbN/ud7113z5oy3cgq4VFY4bnO8lSqLIWSN6eOXMmoNXi6A03KjTgqYPuncWdtVqFazprzhzkXTHP77GU8BeDri32za5t3b1b1oOe5rTBwnoM3UTyoLMsC+uOHWAMBuh79BCWW92x9dEy0HPnzkXu3LkAgLr/vuvbL6cLLotFKKunLStDj2++RtOSJWj4yFNbnpe4u8xmmDdvgWFAf6hNnIeadThg3rQJtkOHhO3NmzbBMGQonA31UGdmwrJtG1SZmTAMGCCZMOIl7vBzDbhYFxwiB7urrQ32igpoO3UCwCVqZDRqoWa8Usmz3EsvQe6ll/j5tuQxqLkxv7qfCrOu/AdG9urDta/ToetC+UnR8AhkHEQgA3rMyqwFiEGP4juA/4k5JXVghFWDyUqIvxufZBZAQA/6nuoWVDVxE4W3f8qpCWNuoMuSKO+tkSelPOjmrdtQ8/QzALzjJ4l2kyAS9+TFJ/A8gk1HT87WLgKVhAm0u5ehLTbQeW+6s65eWOYx0KXeP3VGuuDtsVfXCB5vMdrCIvk+iA109zEtu3Zj38mnYP9sLkaSbeM96EZ5r4DCS9uuqmY0mu3IMmoxulsuQiOI71GUGEplNEDXvRvU7oz2AC9xT5BrxrvMmr968t6EUMvavH49mn/5RXadZft27D/9DJjn34Hn3nBC6/B8N88sK5HdJ5gM7n4nbiQSd6+yghaLcE2L5fsCQf52/rynmhLf86q4/Q6YN232Wf7hZUMBV2J60Jt/XIoDZ52N/TNPh2UXF6tt3rQJx152T9z4+Q4iBaPzfSdhrRYcunweKu64E4BHGeKzrfv6P3rzLTg0dy4OXjZXWFXzr3/h4MWXSMr01b7wInaPGoV900/G3qnTcGjeFSg/+xw0//Cj9PhBSNxZsNCJLr2ap57C3mknwVFXB2dzM/ZOmYL9Z8wSlEe8gc5PILQXscQ9S5/lZ8tQCMOj2xEIJImOwfvUGT3OAABJLHp4EvfAIWxJTzvPucnsmdStabLguy2VEqNdTPlxzyyzxc6N5UJTaEq19uPvfJPPFkgpA71p8WLhb1UqSNxTrMxa6hAlY72910sUyqwF3bbMPt6ZpMUSd9Zmg6OuTpLlm3WXhpKrg64p5gxwR1WlrIGuKVIy0H0fds1LlwIA7G6Pll+Jux8a3DPeJVkGqIOQuMp3MEgjzWAAwzDQdu7sWSZWIcXyPuAnBt27zFowaBV+OyUaPvpYdrnYu26yACZRIm5GQRofTII4f9cF45XFXTwhxAYy0INEro9pY8ei05NPQFNYCH1/39AA+9GjPst6ZKg9klYkloFu3bdX+NuynSuJ1/D5F8KyaHnQxXR9z9eD7mxuhnnjRk8/eANd62Wguz3dLX/8AQCw7tgh3O/EGfblEKuCrPu9tg1S4m6Qeae3bNmCtrVrue7V1wuGuScGPTIKCrFRnq3PjkibsqRUmbXo3c+ndZmG16e/jvdmvhe1Y6Qu4XvQ7/1yK657fz3u/mKL7LYHj/vKwIaWRWpCrB0k8cRMShnojMgjlFIS96Q7FpJ6UMpCZda4f0I475ZffpV6sMUedIsF5o3SpG+8Ye5dZg0AtG6Ze+N338F+VFruitHrJZ5laZui4/N9F52Cs6UVlm1c8jiVUcaD7qfMWpOFe7hmGsIwHkJUTfAGivilOn4x6DISd/f58B50H4m7nyRa+v79Qjq6oX8/WHbvRtOPPwqZts2bNsG8RZplnY87vyf3IuXEWUEZ6H5qhas8Wdxb//hD4iW1HT6MlhVc2IW8gR5kDLqMvLnLO28j68wzwTAMurz9lr/uC1i2bYNW5TEsE8lA5+OiAW4SDvB4j4HYGOjGoUPR6emnJcu8K0cIHnQvBWDb2rVo/fNPiaebT5DobG0Jug+Oyko0LVmCpiU/oG3dOk92fj8e9ExtpmyOheZly1H31tvCZ2dDA1iW9Ujc0yNjoM/pNUf4O9cQqpJIAdnhoDRGQl3u77jRvp96eZ99nqeRmGTwD8MwmNB5AvKNorAsiXMggMSdYtBFtO+cxQb68VbuXWXx5krfo7AsdlZx1Rcm9ylAbroOo7vl4MIxXdp1/JDxV/4wCZ2FqRWDLnoZCra0TVKQ1DHoKUjUjPV23ujiXGaNw3MDt1dUoOaFF1B0223cGpEE2GWxwrJVOlPsckvifaTx8HjQGz/9DI2ffiZZp87O9orHFrUpl/Vb9Iypuu+fnjMI0YPe5H64ZhpjIL/ly5iJDHRVApVZ8ySJc9dB9/o9VOnpcDU3++wGAGmjRoXUDdbpwoGzzgYcDuTOm4fMmTNRfv4FPtsZ7MAYdS8Mvc3XM8oTnMTdj4HOeJLENXzyqWTVIZHMOdIedHGGbU1OTlDtVNxxJwzXnQ9++qvFrMHn64/grBGlfveLBbzRCAD2KndpPlFMv78yY5HEOy77+OuvSz7zHnSVjBz+0BVXSj47Gxq4HBctCgkQZGj45FOf6wjwn4dgfKfx2OTSA5BObDZ8LFWaOBsaoMnPFyZK1RmRmaDpldMLj016DLXmWnTJjLHBICEKk+bCR2/pd3tj0ANsk4TGTkrQjhh0b6qbLPhiw1GcP6oM8xauwcbDDQCAS8d1xdS+BVyZyHCVe0RQpJYHXeV5GQpYtiQZSMEya8mL98M5nIe1UtPev2Gcv1OhP6JlQZRZk6PuXY+MTlpX2Ozxarq9Y3zsuTgGvdsnn3CbFPkmw+JRZ2dLEqqJcYnKT8nR9J2n/i8Xaxx8DHq7POhBlFmTQ2xAMOIY9EQps6YgcVfJ1JvWde+O3Msvh2n69JB64Th+TDDerLt3o/X332S3M9iAknrZVQLhSNxLnnjcs78oBt0fgWPQla8Df/JmntJXg8u6nW3LFP7+cHUNFny8CWvL64LaN5qIDXQ+7IV1eJJMypX8igZKShwexRh0GfjwBvG5hYu/a4BhGFmJu1x/eHk7VKqQJyT9MavnLFwx6IqItSc7HuJeZi0CEncf77N3wlnvP2L1XhdMDLrXthSDHjinQACUDPQWqwP3fLEVT3y/E8MfXioY52cN74xp/QqhUaviZJz7G5fJZwuklIEu9ma5zG1+tiRChyTuHZ9E+07b3x9NPiejs1fXSEoVuSxWOBs441lbUMAdzW2Yu9xS94JbboFx8CBumxL/BrpS1nD+GADAOp1oWbFCqCThjWySOD9l1vgEL5nG2Hj3AEAtlrjrE6fMGuNdZk3v60H3Jvvcc1F05x1BG185l10KwJPUD+Bk5dZ9+2W319tZOAwBjNsgjGtGlCQu46STpB5/lSooA7o9EvdgJgBMU6dC1717wO2ynR4DHS7uN7r8nTVCXd14IZaB2wUD3eNB907AFy0CKR2YEAx026FDaPz6azhE5dUAhFTCzNMx/0oP78SactS++BLM69YB4JQ4kaolHxWozJp78xidW0hl1pT26Ui/Q6QI75ztTk7FomSgD7r/B/y0o1qybMHJffDc+cPi6zVPsff+FNJ5A65mz0NY/JKVvKSClzmZz00ElVlzr1Lqm/xy3kCv8YrtZC1mwcOkKSqCvaJCMMx5ibs4zlPjz4OelaX4wiyuN9y2di2alyxRbCdg0iSvc+cfrpmBjEC/bYX2wGMMHrm19JwTQ+IueNC9DfQw5LT6Pn2E8laAJw7ZO0kgX+eeR52bC2ddHfR2gAnwvQQncfdSA0jOjYEqLfC5tUfi7q/ElphgVGnZrChzN8O9JLZYHXjwm23490UjwupeJJDEoFdzL6ZixY1cXopoEOh3CsWDfvSWBbIvtLru3ULulz+JOwAYR44UjG8lLFu3cn1CeOMx/gS6V3qP9fbEoAeSnbdX4i5+nsq0G7d3gCBi0AllgvjdKhvNOOVfK9Apy4hd1VzYV266Dv+dNwZ/f28tKhvl7+PT+hVGtKuhwSBgroe4v7dGntTyoIukXnKZmIl2EK+ZrSQclPJEKXM7ELaxFnUicE3xBrqzSSo15zzoDdw27vhy3jDnPe1iQ0hbrJzpW1NUJE0GJ8Ipkrg7vTxZYor+ea/bOx2GxD0sD3p41w+j8xwrscqsuWPk+SRxXhJ3tYwHPVDfy157VfKZN4pk8wqIMPTjks4ZbIDG6XfToLzT3ka8+NxYhwN5V1+FrHPO9tuGOifbd2GwEndRH7POPBNlb70pux0bxDM1U5w8WuUxetcdDBALEGXk3g3Ek2tsjELi1JmZftdr3GqfYAx0petb3707Ct15OeQwDh3qsyyQSqPzs89AU6w8iemNtiCeL/vBEIpHN0HugcEQcpm1RJG4Q+Y9xVttFqWuJTJhXHtbjjSi2eIQjHMAePLsIRhcmoXO2cr5TnoXRSapY/vwd77JZwvExEB//PHHMXr0aJhMJhQWFmL27NnY5a41ymOxWDB//nzk5eUhIyMDZ599NqqrqxVaDA+xjI1i0CNEyhjIiUSUjPX2PuASrMwaIIrpFMlVAakHna9hzlqtcFmtQhk0sWxdrt4zj7a4WNFoE7/kK6EpLkbuxRcH3M4bIUlcWDHobkL8zcTZrGNfZk05Bp1h+DrofBkqraRP4WSM1nbqhLxrrvEcg89VEEB9xSshDHYgV+vf4ApG4u7TvthAt1mh79ULnR55RFgmLoUn7BOMQaeAuPpJwT8WIGPiRNntgvEyp7tssNWPgQbpsDd6POZ5GeH3LxKIEwiyVitYl0tqoMfIgx5owoafTAzKQPdD3pVXoOjuu4TPYvWOvp9MVYMASg9tcTEKb7tV+Fz8wAN+tw/FmE8YqMwakQS02hw+yzplc8+UzjkeA33hvNG4dkpP4bNeE1jtFTX8Xe8daYIsRGJioP/666+YP38+Vq1ahaVLl8Jut+OUU05Bq6j+5i233IJvvvkGn3zyCX799VdUVFTgrLPOimg/xDK29PHjI9p2YpK8F24yJ4aQJapl1twkRZk1+Zck1i59KLnMUok7wL2EtyxfLmwj9jqq/cjPNcVF0JXKZ6J2BkgSBwCaQpE3KaQya3wMenQk7mkjfbObiw0DzrMbj3uM7zF5A0OdzWUUZxhGMoEgFz6g79XTZ5k3BlEJNiWJu5iM6ScJSd16G7rg/J7nBDxGqIgnScSGI38dZZ15JkwnB5P4LrgYdNbpuS/4k9Obpp6ouE6dlwcASHPZYa06C6XNT4J1eCYvTPrY5VGQw9kqzXTOWq1wNjUJn10KCplYIDZmte6JwvYa6IB00kqcY0Pfq5fPtsEoPTT5BZ42+vT2/D2gv8+2/hRJCYG/ck7tXh7qcSOJl/c5DmXWZKEya2ES+jm3WH1lXbznvFRkoBdlGnDjSb1w7shSvH15aJVOIo+/pLbJK3GPSQz6Eq+4y4ULF6KwsBDr1q3D5MmT0djYiLfeeguLFi3CtGnTAADvvPMO+vfvj1WrVmHcuHER6Qc/S54+ZbJktjfpoTJryQWVWQt6Hz7RE+uUPpTslVVC4idNEWfYuGw2OOo9UtuMSZMk+xTdfTeqH3vM5xjakhKkjRiBkkcehq5nTxy88CJhXTAZlJUywAfCU2YtOsZN3rzLoTIakS76HpTrQcc3Br34n/fCvGkTjMOHCctUej2cfLiCSOJuHDYMWWfNQfrkyQEPaZoxA8UP3A/D4MFoW7MGgNRAz7/+eu6lQcVAZTAi+5yzUfvCCwCAs0pPg1GdDr9TNM4AGvgAiEMruixciJZff0XuxRfBZTbDOGw4XFZLuyejxQnSvOPhxRTffz8Mg4eg5sknhWVlb70JV1MT6hd9gLbjx5Hm5No6Wi81eBvMdrRYHXji+x2YM7wUI7vmtKvPoSCuzc3jsljASqo+xE9xpy0qEjLL85OJYgM9Y+pUZJ97Do5cNz+kdlUmj4GuKS6BdQ+XvFIuISZrC5wkL23MaBQ/8AAMAwdIKg8U3XorLLt2o+Hjj2E7cEA4XvIRZaUilVkjAhHE79Zq9fWgZ7nfIQoyPO8ixZkGpOk0ePpc35AXIjbEJUlco9urlJubCwBYt24d7HY7povK3fTr1w9dunTBypUrZQ10q9UKq8h70CSa7VaCfwgXzJ/v1yOWNAiTTTGQuFOZtSjj/XAO52Gt1LT3bxjn71TumgqzzJpgoLv/5RN42crLud20WiExE2u1CnHombNm+Xip0ifIGzpa90tz9jnheUul8Z1hxKBHqcwao9Mh15253NNXr2MlSJk1w4ABMAwYIN3aYADczxqJgT58OHLOOy+4IzIMci7gapybN20C4IlB13XtioLrfY0ixl233NVm9lFu+NBO1YpYVq7v0R36HlwmdbVOh7wrA5SdCjIGXTwJ4C+pnTorC3nzLpcY6LwcvuHLLwEARifX37pWqYG+o7IJg+7/AQDwv1WHUP7E6f77HkFYi8VnooRta5NMTLis8TPQHcePC39r3d508TjMPvccmKZN48IlHAGuNxHidyCxR1suUZ3jWG3A9rixcr5PnzXFxcibMAHWfXsFAz3hPeghlVlz/+sTvh1Bibv3AYK2zxU84opl1hjPcnF/ok6gGHTxcqUY9BT0oIdRZk3OQOcrKmg1HlF1dlp8VU0SGMb9c/sbl8lnC8Q8SZzL5cLNN9+MiRMnYtAgroRRVVUVdDodsr0eDEVFRahyzxx78/jjjyMrK0v4r6yszO9xWYcDjjqu3mqgWqNEOMT45piKN+Ook2jfaej9yRrXTfLZ5X7JZh1ub7k7aZxtP1caS52TI8T0shaLIBkWZ3DnUZJ58ombeAwDB4bWaXG7YZRZy4phmTXj4MFeSxLtmvHAGMQSd1H9dkUVQID2vGPQFRJn8d5Dl9ksXHcAkD75BJ9ttZ1848Vl23RPMGScIG3D0KdPUPsHxM/9VNeta0hNmU49FQA3ycXDfyd6h9QTO3d8aG1HAyEMRa0WQiEcXrkjMk+ZEbP+6PtLJeFZf/ub8LfKxGXBF5coM/TtCwDIufBCAEDamDE+9yQedUG+8LdYOq/r1l34W9uli08VBH2v3ggF8TuWxu2I0Xfv4Tlejx4++yQUVGbNvXmsJe4hbEsS97BocRvofdxJ38b1yBXWndyfmzgb2CkzMcsgpth7f8w96PPnz8fWrVvx+++/t6udu+66CwsWLBA+NzU1+TXSrbt3g7VYoDKZoA1gzCcP/KxkNI8R70Ec7+PHiJQvs8bBKhau4pYWnzMCX5aegT07yvH3rd/AxXuU3J5MTX4erLsBiztJpaa4WEgG57LZwLpLran0MlJeLwPdOGwYiu6608fTXvbmG2j9/XewNhucjU2Cl55Rq3B0wT98e64J0mAU/S42hwtmO+f1C8uDHmbmfuOQISh7/TWZRGSxlLgH12eVKMmf2IPOhJnsxjsGXan0lMpdt9zl5YXt/MwzsFdWwVFTA3V2Nswb1sN0yilBHbvH4m9h3rBB2L7Hd4thO3QIxmHDwjqXUND36IGyN96Q5krwQ8nDD8F00jRkTJ0mLOO/E4PDCoi+/hFdc/DflQd92jhc14ay3DSf5dGAL6umKSrkfq+WFkmCuE5PPw3TKSfHpC8A0OXtt9D6x58wDh0C8+bNyDzlFBhHjoAmJ0fy0tzt00/hamkWxmLhPxbAOGQI0idNhPPYMbT++SfSJ0+GdedOGAYMgGXbNhhFeSX0PXqg9JWX4Th2DFmnn460MaPhajNDW1iInt8thnnLFuj79oVt3z6kjRkd0jkwGg26ffQhWJtN8MjnXHgBVKYMqHNyhEmFjkWg+04EMqCnfJk1UR98lsX7vaQDEILE/cxhnTGpVz56FnqUNIWZBqy9dzoy9IlWgdvfeSXKe2vkiemvcP311+Pbb7/FihUrUCpKqlRcXAybzYaGhgaJF726uhrFCtk+9Xo99EHGbrJOJw5deRUA7gWTUaVUdbnYEC+JOxFBEuw7FV1TDpcLGgDvrizHXD+7qHRqbOs/DuZ9XEkz84oVaF62TIhBV7s96C53SIy2qEjwlrNWK1wW3oPue2/xlvemTxgvW5JIk5ODLJH3UEzlAw8Kxxba1QQrcffQbPEYfhnh1EFvBxlTpng+JPCMtrgcmbjMGhtmn4VM6C5Olq4k91aluSXu5jZBcpw+cSLUmZlcGa2+nNfbOHhQ0MfWFhdDe9ppwmd9jx7Qt9cLGaTEHQAyTpjkd70Ytcnkc/2r3LJ/o9MmMdAHd5ZXs53w1M/Y/chp0Gmi+6w+/uabaPzuOwCAtqgYjtpaOOGpvsDodMiadUZU++CNJicHWWdwEn+d25kglznfOEiq1FEZDEJfNTk50PfmvN767px3XNfVV61gmuaZRBGrY7SdOwuGP79/qHjfG1VpaUGHlsSfMDy6HYGQ+xpjiXtI25LEPZxzbnUniUvXqTG0LNtnfX5GeDlxYkNq/cYxsVRZlsX111+PL774AsuXL0d3rxv+yJEjodVqsWzZMmHZrl27cOjQIYyPQLZ186ZNcLqTP6WPj0zCuQ5BKpRZi/fxY0YHiEGPYpm1xjYuZnVntULSNdE+ZpsTTtEk3JH51wsx6Jq8fMlumpJiIUkbF4MevMQ9nEzKsu0GLbn2nCOfwd2k10CtakdSvWiWxos4ofVZpZTF3RXmOXv/TgEk7mybWbjugsmCnczw34kJnvhHjYpBWW4aHjpzIPIzdCjLNcKg9Yzb3/cGjntuDy6rFTXPPAvr9h1cf4qLhCR4vOydzydAELEps+avrTBUcwHLrAWKQY8xQcWgE8oE/o54iXt6wnnJ/RBUmbXkuz5i8gvNnz8fixYtwldffQWTySTElWdlZcFoNCIrKwtXXnklFixYgNzcXGRmZuKGG27A+PHjI5LB3X60Qvg757LL2t1exyGWs03xikFPvkEpS1TLrPGGT2KVWTtwrAW//nEAl0/sDpfbqGID/N5WhxPLd9ZgIiP1bnrHoPNoi4oFb7lU4i4zi+xtoGtDN9BVOj2883Yzwcagi37zdmdwD1Pi7ks8ZrSDO6akzJooqzTvAQ8V74kUJYk74w6PcFmtniRxCsZ8fJFLwhgdeFVBukuUdT43DVq1CpeN74bLxncDAJQfa8WM51fA6nBh6fZqTOtXhJ931qBLXhp6FkQ2satLlKUd4O4F9sNHAHg86OFWWCA6OFRmLUb98T6OkpRdtJxi0EWE40F3T+7HWHnXPvxNzpPEvV28+uqrAIATTzxRsvydd97B5ZdfDgD417/+BZVKhbPPPhtWqxUzZszAK6+8Etbxmn/6CfUff4z08RPQtno19P24eKfMv83yyBRTCSqzllykSJm1TUca8MCB7ThtcAnsjuDKUW2r4OTjTu8wFlEMuhhticdAh90OlzsBGKOTkbhHwoMu50kNw3jjM7gnzkM2ljHoQW4ukrhLQhbCnIjyfnYoecVV7uR0rFnsQU+gjLhxgJ8gMTo9Bnq3fN+a6t3y0/HUOUNw04cbsb+2FesP1WPeQq683Z5HT4NWHTnRH+ttoJcUCwkjj734EgDpNRQuizdXYldVE26a3idMtQvRMYjCpLnw0duD3N4Y9EC70XXaIQnid+uQHvQUJSa/UDAxfwaDAS+//DJefvnldh/vyPU3AABaV/wGAGj55RcA3Ax5ShFLiTuVWYsyHUDiHinc/eF7sbemBZ2cnFHl7UF//PsduO7EXshy71PXwnnAnd4edD4GPTdXslydmyfxkjlbmrljy0nRvWKOwzHQxUnDhHb8xqBD9nfhM7iHXwM9QuM2QcqsyaFWyNzOhilx9/GgKySbYwzuGHSrVVBuJKTEPYQY9PbCfyc6u8dAz02XHz+lOZwxf6TejOU7aoTly3bU4NRBkXuGe3vQDQMGoOU3afJaVTsN9MpGM+YvWg8A6FeSiZmDk7H+dzIidx9W2lThHhjVMmthStwFB3qilVkTHZ/KrAVPGGXWOqSB7k/xlyjvrVEgpbKlaUpSzEAniJBIzAfcxW+uxt4a+djz13/dj3Nf+1PwnDeYOQPAofKWuHMPJXE2b4DzdooNbVcTZ6AHJXGPmIEempHtcLqEl35TR3rIxhhNoafWsuS3ipDEHUpZ3MUedPfvHW5pt2SBn/BixGXndPITHGU5nDF/tMGMJds8ZVbXHayLaJ/4bPwA0P2rr5A2erQQg87DGPS4/dNNuOGDDXCGMbGzaPUh4e/P1x8Nv7MEQRDtxOliUd/KvSOFVf2FiCkpZaBrFTLCJy+x8G7FaaY1iWfNZEnBMmuM6Jri/5a7ynZXt+C3vccBAI1tnAHgYKS3NsFAT5OWbmJ0Os676Ta+nc2coS+bxd3HQA/9ARfQgx5EDPr2Sk8W+GarA2ER8Rj0WErcg+uzeEJWYiCH6WnxnpBR8oqLPehI6CRxMYxBd3uiWasVRi1nmE/rXyS7bYFJD707ezs/MXfN5i8x5t/3CePHun8/9s+eg6Yffgy7T3w4i65nTxjcmfUZr/KKTWYHPl57BN9sqsCuqmafNn7eVYOFfxxQVAmuPuCZVPhpRzW2Hm0Mu79EDAkrBt37HpiIZdbkYtBl2o21MpJi0MPE65wDvLttq2hEq80Jk0GD7jIhRokL/9vLrWMlmyQTSWeg+5PTp56BHkOozFoSkFjfKSPTn5JM/5JTp8sFjYpBcY704cPauFljlVdWZt7o4stwOWpq3ctlDHSVSvIADCeBlKyBrvUncfcts3bgWKvw94VjykLuQ0RJYFmh+H4vkbiHGYMerMRd8KBbLEKSOCYRk8TFUuLuHk8uqxU/3jIZb80dhSl9CuS3ZRiU5njGaZ8MYPb+31F6YBssO3eCZVkcvuUfsO7ciaM33RR2n3iJu3jSztuD3tTkGWszX/wN+2u5CQOWZfGfFfsw7501eOCb7fhB5OnnMducWH+Qqx4zoCQTAHDd++thDTKfBhFPqMyae4eodKN9xyGJu0AI59zYZsfFb64GAIztnttB82Gk1m+cfAa6SLbmjSbVDHQqs5ZEiM7Tu+RKxGLQ29leFEt28UsGl2YrbOrZZ87wznB6SdwFT6ZB3kCvMWQB8NRHl4tBByCRuUdK4u4tnfeHy8XinT/KAQDnjizFnOGlIfeBI8IekgSMQdcUiSTuYuM6QjHoShJ3wYNusQjKjVB+42SEH0+s1Yqy3DScpOA95xnQKUv4+/wMj+eatTvwxJKdaN67P6jjOl0s5r3zFwbd/wM+W3dEss5ldhvookk7bw863GUXed5deRAAsP5QPR77bqew/N8/74XFzhneDqcLd3y6Gf3vWwKHi0V+hg7vXTkGJoMGh+rasOkwedE7JCGXWQvrIAptUZm11HnXaw++31GbzYEZ/1qBoQ/9iGZ3edZZQzvFumPtI0XLrCWdgc7XL/WG0emgzsmJcW/iDZVZSxp8MrdHtHHunwQrs8YA+L8Te+LbGyYhQ88Z3N4v9nsfnYk3Lhsl2ofFXTP7o80l/wUxOq3E0GJ0OhxvsWIfpNL3tRWtYFkWLy7bgy83eGJHmfYa6DabzzK/8msvifubv+/HxsMNAIBehe0oOyV8PclbZk2imBKHPESqzFqALO5wOuGyuKsCJGQW9xhK3N1qE9bL4FViaKnHQB/e4jGsj9Ucx+u/7ofB6TuO5NhX24Kfd9WixerAFxukMeD8ZL7YQPf2oKts0v4u3V6N91cflEjXAWDr0Sa8t/IgWJbFij21+GjtYWHdg38bhLwMPcb34CpIbD7SEFTfiTiS9GXW3CRkmTU5SOIuj/I5250uzH75Dwy47wfsqvZMcv7n0pE4c1jnWHQugvibnE+U0MzIkzoGutEIJgl/wKCgMmvJRYqUWQOAvHQdBnXOwtjuue5DSI+hVjE4eUARBro9bgUZeuSm62BRsMEYjcbHQN98pBG1xmzJdj/ta8C6g/V4bulu3PzRRtQ2cy/q4kzu4Rjo8n0KznhzuFi8tGyv8HmgyMsYf2IZgx4c6txcGIYOgb53b2jy85Bz2aVQpacj78orwju8dwy6WiGLu8jgczVzkujEjEGPHXxOB5ctOAN9RFfPZHqB2fNMf+XbzSEdVxwOsrWiURICJ0jc0z2Tc5qCQsn+Ggc3EXDDtF4AuMR193yxFc8v3QMA6JxtxE0n9QYA/Li9CrNf+RNXLFwraWPmYG6iaGhZNgDO+04kI5G8B8o846NWZk3OYx1k80RiIbpG9lS3CJP5PBeOKcMpA1NMSdyBSRkD3aWwPKmhMmspQqQk7omhSvDY1qxQcilQ38b3ygcAnNSfi2s1swoedLVacs18srkK8xauwTEvA73C7MLag54X6Ye/3Q6WZaUGujZSBrr/GPSjDZwh8fn6CiEp3IsXDsfEXnkInwiN25heMqH1mWEYdPvwQ3T/8gswajWK774bfVavgrZzeN4DH4m7Upk1rVa4xlx82b5EzOIehxh01hqc53tElxz86/yh+ODqcVDZPUZ9wzFf4/avA8rZ3Q8e9xjoDW12HKn3hMDxSeLEEyrGoUMk++ucXEjKDdN6SxQrNnfZx+cvGIazR3BhJmvK67HJ64V4/tSewqTiOLcHfcnWKmyrSMH3kQ6Fv3JOCsujXmZNRNhl1ry9z4Ek7jGOQacya6Hhp8zaruomyZrTBhXjkdmDY9CpKOC3zJqwUYw6EzuSzkCvvO8++RVkyBFEABLjAff27weEv3sWBJdpVONOeGLSc4aQWUni7uXJvG8x5wk7ZpR6o/c12PDE954Y0683VWBNeT3g5X2PBIG8q2sPcEZJXRtn3Fw6riv+NrRT6iqCQoBhGOmkSns82d5Z/BWUDwzDgHFnLXe2uD3oiZgkLoaoRDHowTJneCnG98wDa/Hsk2a3QOv05HFo1hqxYnetYhvlx6W1zv/7Z7nwN19mrcrK4KYPN+DLDUeh7dtPsr2D4a4dnUaFRVeN9Wm/R346uuSlYVDnTMnyr+ZPxE8LpuCW6X2EZSO75mB6/0K4WK6mO0EQRLTYKao6wTDcJGPHTAyXuiSdge48dlzyWdetGzSFhej84gtx6lE8iYWXOdYzrfzhEsPbGzP8/YZJVGbN6nCivM7t2QKLLnm8/DRQ36TXoUXBgw4vT6bdnUzO24NuU3u24ycJ1h2s95K4h+4VLXvrTWiKi5F94QWedrTKZdZsDidqmi38lgAilOAlBcqsRRpVejp0PXp4uqMgcQc8ZcVcLZwHNzEl7rGLQWdCjEEXw8fxA0Caw4p8i8f7bFNrJTJ2b8rd604fUgIA+GjNYUHmzkvcfz7UjK82VuDmjzbi8Z/2IefSSwEALRoDHho3D2cO48ZbYaYBT57t8UBl6DXITecmHm6Yxsnc03VqfH/TCRhalo1ehRnQqKWvWCO7cqE6+9zZ4EOl1erAotWH0BJueUUiOJKmzJrPAaT/Mt5tMdJjJXSZNZ9GotGzBEc5pwBfFvKBWQPwxx3TMKCTdBKxY0Ex6ElJ1uwz0XvFr8g8+eR4dyW5oTJrSUD8v9PjLR4JLANAryAjVsR9HToZmf3Uas7rLCPpqzVIPeg2FWdQvXjhcFwwugsAYMOheomhpfLjQV+xuxbfban0WZ4xcSJ6//IzTNOmeRb6kbg3tNkk5eZO7FuAMe54/IQghWSFDMOgyztvez778YrzHnRXs9uLkYgGeiwl7ryBbreDdXrKjDnq6z2Z7gHYa2rAipL4uWw2OCo9Jcwm5AD3DfZI0nVOO3YerYej3lf67nKxOOj2oF/WTYtCewuarQ4cqTfDZbGgZj+XyK3W7nkNWrT6EBquvB6zz3kO557xCHqfMhnPnjtUWF+Wmyb5m1exzBhYjMU3TsKK26eif4nyizA/2bd8Zw0WrT4EhzO0hIU3fLABd3+xBQ9+vS2k/aLB0u3VmP/+ejS2yVSm6PCEMB460j2QyqwlF37OeWcl9+wZ1DkLnetumNYAAQAASURBVLKNitt1LFLrN056A11TlMIJEajMWhIRyzwC8ftOj7V4PGwSeXugvnldBw6VzK3N6cQeUTZTMf++cYbkM+9Bn9K7QEhY9eP2ajhF2cB5ibvD6cIP26rQZuMMjTabA5e9/Reue389DtdJJbbCvqL4dX9J4hraPBMW54wqw6sXj1TcNjT43zxSzcXimolXvgtRD8STMozy45P3oDtb+SRxCRiDHkP4LO6Ap5KBrbwce8ZPwMHL5gIAWn77DXsnT0HNk08J2x685FJY9+wRPndftRTdnrtf+Kx32nHNV89hz/gJsB3xZGmva7Vh+nO/4miDGRMqtiDzivPw9ncPoaT1GLZXNmH/zNOh/eMXAIBFrcO5I0vRsyAdZrsTD3y9DVaHC3npOtx/xkCJF7x3oUn4uzjTc04Al7QxL0O6zBs+jr3Z4sDdX2zB6Ed/wt6aZtgcwRnqy3dy0vhPvErGxYOr312LxVsq8fqKffHuSmwIucxapGPQ5WLFA0Bl1lIM7jtqbLOjqolT3vUpNvnboWNAZdaSE22x/3qryQ2VWUsaYhGmkABl1sQGet8icRmxYGVMfjzoAE7+1wpJJmcAGNs9F8P7SmXjFr0R98zsj6w0LYa75aoAUHncY+Cr0jhv2nNLd+Oa99bh0cU7sL+2RVKCabfChIBYHu+vzFqLxS5c4fkZehh1ISoKlIi4xD2WxNFAFycG9DNePB70RM7izsr+GQ0YsYHulrk3fv01AMC8fj0AoOLuuwEAdf/9LwAuft+y2X/Wdp3LgcHHuZrodd8uFu4f//xqK/a75e29GzhjVs260Lv+CLYerIO9okJoo0VrxNkjSzHSPRG3aj83fq+Y1B1ZadKJlQKTHs+dNxRdctNwwZguIX0HANAlV1rOsb7NjunPrcCFb6zyu1+zxY6r3/Vkh88yxnfCx+rwqCAqGy1+tuygyI6HZCqzpvQ89Z5kiHJ3hOOEI3GnMmtK57yziksQ1znbiExDEk0Ok8Q9udAUp7AHnYfKrCU3iVJmLQIca7aBDeuaku5z68yBils6XdKbfFGmwWebzQ+eiqsnc/HGKhWDu2dyyaMMogRVTFoaWJbFK79wHqT3Vx/CtGd/xbx31gjb7K6WjzWVlHrzY7yxALLTOsIDNpYx6PFDJZpYYf3Ik3kPOmvhjJdUTxLHaDSAO2bf5c7kzto9Y8myfTuctcck+1i2bAnpGG+tqcCoR37Cqv3HsXizJ7zEZPPEqHdvqsTaH36T7NevTynGdMtFv2KpNH2SuzKEN2eNKMWK26diRhjlijRqFf535VgUeXnf1x2sR6ufuPInl+zE0u3VwudGsx0f/nUIq/YfFyYlWJbFhkP1OFzXhjd/24/NRxrwwk97UNNsQWWjGZe+tRrzF61HdVP7DerdVZ77WrDe/+QnkvenSMWgB7NdoGMRHQb378aXV/MXbtOxSM3rMenfGrRFKexBT4kyazE+bNzwd6Lt/BISSOJe22L1GOjiaypYibt7u8tO6IldCsdwuFiIo8dLsqUGevqE8UjTSW+N0/oVoVdhBvROUYw8w2D5zmr448klO3HGkBJJ7CoglUqLjTeWlU5PMGDRLS8NqOQ+RY4Ijdt4JBaMZ6yhWO3gcipupjJKr6lUL7MGcF50tq0NrLsWOivywh4462zRhty1ZN64MaT2axvNQAHwgFd89pBMz7V5we5lwO5lkvXXnTkSKhWDfiIpqE6jwqDO0rwUkWJS73ysvns6AC6EZdhDSwFwieOGlGb7bL+vtgUfreHi5W+Y1gsvLd8LALjzc24CY2z3XLw5dxQ+XXcED36z3Wf/n3ZUo2teGn7bw02A7K1uwbmjSjGpd77PpIQSLMtixZ5j2F/bgtOHlGCrqEzcwTrlJH0dl0QssxYBiTuVWUsuvM65vs2O5uNt+H0vN9Yn9GxPKdYEQrgk/I3L5DMGktZAV+fmIueCCwQZKkEQgYjfA25PdTOeX7YHGw7W48QItOfPK+3yeqj1d7+klr31JurefRclDzwgu1+WUSvxoFvsTskLcZZRi5MHFOFTr/jQE576Gcv+MQU9CzySfSUPen2bDeIUcDqNCr07ZbkNdCLeiEvb+fOgq3OkifwSU+IeW1Q6HZxtbYLEXZwcTow6l/vu2kI00E02Lt8DX17onpn9MbVfIdS3fQJ/PmN1djYAYGhZtrBsbPfcmJQkyk7TYWz3XKw+UIe3fj+ALUca8cjsQZjQKx9H6tvw5m8HsNBdGm5q3wL845S+OHCsFd+KFAKrD9Rh6jO/wGqXvx63HG3ElqMeg3pXdTMeWbwD6To1fvrHFJRkBU4g9f7qQ7j3y60AgH8t3Q2TSDZbfqyNm1gkrytBxJXbPt2EnxyecXhCb3kVENExSNq3hpJHH4Fp6tR4dyPOUJm1pCHJy6y9v/qQIEtlZcOsQyuz5q8ElvdE+0B3+ZGMiRORMXGi4n7ecZ//Xr4XB4+3odCkx/JbT4ROrYJGxWBoaRaGlmXj973H8NQSzo8/7501mD28M84bVYrSnDSpR1VkvH2z6Sjmio7Rr8gEjcar9E0k6NBl1hIEPx50bYlU/uxsTUQvY+zKrAGeOPTGxYuRPnYsWIc0+3feVVfi+JtvwXn8OFpXrkTrrytCaj/TLv2OR3fPRa/CDOxvbFTYg0Odkw0ASNdr8MV1E/Cvn/bglum9Qzp2e+hVmIHVB+rw1UYuLv6iN1ejwKRHbbO0JN3dM/sDAP590QjccWobTnr2V9jck0THRNUveE4fUoLJvfNx9xdb4XSxmDW0E+48rR/u/WILft5Vi1abE5Of+hlfXDcRgzpn4eedNWixOiRlHBvNdrz26z68+osnEVyTxYEmi2dypcXqQEWjBZ2TJlM0kqjMmlKfxM9TP8dKyDJr3vsIjUSjZwmO9JzF0SaDO2cJuXM6Pv6ux/iHZkaLpDXQ1RnJcmF2EKjMWhIQv++0SpRoaHKfAuAAwrumgtjHO0lcj4Lg7hU+BvrPnNT0knFdkaH33EovHd8NADCoUxbWH6zHTztqcKiuDS8u24Oftlfju5tO8PKge/5evKlSYqBrVMGdU9xI5L5FGXE5MG+8q4cwclUF4k0cJO4AcPzV13D81ddgGDRIsj594kQcf/MtAMCheVeE3D7vQQeAslwjBrkn3pwNDX73U2d6ZN7Du+Tg3SvGhHzs9jBzcAneX31IsszbOAeA3kUeCX5Zbhq+un4iTntBGk8/b2I3zJvQHRkGT432vsWZ+G13LeZO7IZMgxbvzBuDDYfqMeeVP2F3spj98h+4e2Z/PPQtpwYqMOkxrgcnjb35ww34eVctACA3XYc/75yG8Y8vQ727tJpBq4LF7sL2iqbkMtCpzBq/Q1S60b7jkMRdQOGcdWoV7jytXxKqWlLrN07At4bIoCIDPUYx6NFrOrjjx7sDsSIGMehxpNVdouyZc4fitEElvhuEWGYtWB6ePShoKatS5uSJveTjvFQqBm/OHY2zR5QKy7ZXctlVJTHo7lrvdqcrQDxnAsagC83F4hqKV74LBfxI3DWi6iH6Pn2QefrpsehRQqPS6ySfLTt2SD7revRsV/uZIgP9zlP7C+XRAhno/tQ2sWBir3z8+6LhAACtmsF7V47BY3MG48IxZXhk9iAM7pyFly4c7rNf/5JMfHHdBFw4pgxnjeiMztlGzB3fDV3y0gTjHACGlWXjhpN6S7I5D++Sg3NHcvclh4sVjHMAePy7HXC5WGw83CAY5wBw/dReMGjVuO7EXtCoGJzQOx8z3ffq7RVNkf1SEhEqsxZ9FGPQEf93zQ4ACwb7H5uJHQ+fiokKSS47JClaZi1pPehkoAPJXWaN/yP5BqUsSZaJv83mwLebKzG1byEKTHrUu+t956XrAMFGlfHwBVlmTQmTXiPJEn/puK5B9zlTwUCXS+wk5rRBxfhsvScuvdFsR4bIg/6fX/eh8oAWo7rlwOF0AeLDsCyiIuGiMmvthvUncRdVDyl95WUhq3tiEWuJu9d34JR+f7zUXEze1Vfh+Btv+m3XpdZA5XQg052t/fqpvXD6kBKwNhvqP/xIyKSfyJwxpBOMWjW65qWhl1BrnSvjdomfe9TwLjkY3iUnrGM+fe5QPDpnMG76cAO+31olLN90pBFP/7hLkLUzDPD7HdPQKYv7/a6e3ANXndAdDMPgPyv2ARuAvbXy1So6LGFJ3INdHupxI0moZdYSUeKuVGYt9Wi1OZAu+jz/xF5QxSB3RtwgiXtyoDaZAm+UKiSZcUd4EenfN4rXS0ObDc/8uAv/W8VJOvPSdZjStwBbj3IemNx0HdAazvGD2+eUgcXAZ2E0D6kH3ek+3r2n94dW7V+INKVvAU4fUiLE2G883IATunjuTz9tr8LWmnR8tPYwOm7O1VSMQVd+QdQUFon+LoxFbxKeQJMUKp3Uw64tLQ0q+33b6InIWPUrTLY2/HnnNHRyS62blixB9WOPAQAYoxGs2Rxmz2PDSf1jX3FGp1HhlYtH4Pe9x9CnyISP1hzGc0t3S2LOB3XK8pGv89JZPsFcdTLWQg+ZKCicJIsiEYMezrE6Bi1WO1LNLdfQZpcY6GN65Cpu27HpeNdjJEhaiTufmTWliWmZtegdQp7knTWTJ5oS9wi3p4DF7sS1/1snGOcAcLzVhs/XHxU+56br5BPUBCsvFG1X9p/X0Xr1jdiS10NYdsYQGfl8kEgMdJ0eH/59HK6c1D3gflq1Ci9fNEKQlM59+y98ttnjsWIAmAwa4W8pbJTGcYTk4jFNLJhgEnd/HvSiQpQ88jA6P/esj+GZMMQ4Bl3fJ7TEa10WviNJoOhNt48+RP4N16PPXf8AAOQ6zYJxDgC28nLh705PPiHZN+eSS5Bz8cXo9tGHIfUpGWEYBif0LkBRpgFXndBdklgqP0OHB/42QHHfYrdXvSoCtdUTi1DKrLn/jajEXW5dBCTuSVxm7c+9x/DQN9thsSvfl5ONJrN3csgkfR/2p/gjiTtBEET7ePqHXVi1v074nGXUotEszeQsjp1sLxmTJyO99zBYvvpBWHZC73xsUzOAfIUnv+RniPqmNwiJlIJlcp8CfOIuwXbb59vwvXv5DVN74pSLZ6DV6sD2PXuBT0PvGxF7/JVZA4Dsc86JUU86BoaBgwJv5MY4aiR0paVg1MqvKMahQ2EcOhTOJk59o7FZ4bJaoXIno7NXcpNgBTffjMxTTsFR0b7F994T+gmkAGk6DX68eTJa3DlBxHHrchRnegz0jlhqzeVi0WSxIztN+txpsTpSzhubDLz9xwG8/ccB/Pui4Th9cEmHux5Dwe50oclsT0a7lHCTlB707PPOi3cXEgR/s7GRItYzrfzhknfWTJZYlFmLWHu+WOxOfLL2MADg/lkD8Pz5w7DqrpNw8gCprDNNp4bfayrIMms8eek6bCjsI3zWqFUoOPUUAICuZ2hJqSb1ykdrHtffnNNmhLQvAEztV4iRXX3jRSeO5zxU6XoNRnuv7zAx6LGUuCeGBz1thG/iro5FbGPQjcOHBdyGMXIecL5EqmGAx3ur7dzZs6EoK77KZALcid6cDY3Cckc1Z6DzCfsypkwBAKRPmRxG71MHlYpBpkEb0DgHgMJMbjLE5nChoc0eYOvE454vt2DMo8vw2x4uGR7LsjjWYkWrVe5c/MeaN1u8Z33jV2bNbHPiq41HcfarKxX6pFRmjZEeqwPFoBeY9MLf1y/agLnvrEFFgxm3frIJl7/zF+a98xe+21KpcHgWh+va8MWGI7jr8y147sddPtVeEo0tRxvh8g6zStoJCX/XY/KqaZPOg15w220ouuzSeHeDIAg3jW12zF+0Hk0WB0qyDLhsfDchc/obl43CTR9uwFcbK9CzID3iM9456Tp81WMSLGodbvjHBQCAon/+E4Yhg2E6+eSQ2tKoVRj62YdoXr4c2bNnh9yXDL0Gn/3fBLzzxwE8+M123DrpOgxKc+LJHoFl8kTi0HPJ92hdtRrZZ58V7650KPQ9eqDziy9AlZaOw1ddJbtNjy8+R+vKlYL6IH3SRJQ8/jj0fXpDk5eH5h9+AOt0wXTSNGEfhmGgzsqCs64OzoYGaIu4mH97VTUAQFvMhbV0evIJNH67GJmnz4zmaaYUeo0auek61LXaUNVkQU4EFVDRYHtFE95bVY5bpvdBYaYBH/zFTRpf+tZfku1W6333bbM5UX2sFZkGDfIyPBu4WBYqAN9tqcT5ou3317aih08r0Wfj4Qbc9OEGHDzehmKYgUTMTxkFehdmoMihR3UTV6Jwxe5aTHhiuWSbn3fVYv7Unpg7oRsKTdwXs2RrJZ74fifKj7dJth1Smo3pA2KbF6KmyQIwEPomh9PFYvGWSry8fC8eiF3XiDiQdAZ67gXnJ2jG3DgQi0znsZ5pFUjeWTN5ohmDHiCTazt5ePF2/L73GABgxsBin7Jmz503DLOHd0aX3DRpf2Rj0BX6pnAdatUqzJvcCzXNZeg/eiAAQJ2RjtyLLw7rXLTFxci96KKw9uU5sW8hHvxmO7bl90COTykU73FEMegeEiMGXdetG3TdusW1DxEhxjHoAJB5yil+13t/twzDIHvObOFz7ty5svups7PhrKuDef06NHz2KTImTYJt/34AgNbtQVdnZyP3kvDGPaFMoUmPulYbapqt6B9+io+YcPtnm7D1aBM++Osw5k9VVlDJ3c1sDiemPvML8jN0+HL+RJTmpMHqcMJu4+TwL/+6H+eLDPsftlXi8Bdb0LswA5eO6yqU/fNPsGXW5Pc+3mLFZW+tRpPbm896b+jlfW4wO/Dj+iPgNadWJwvG4YKuA8Sgs15nl6FTY/Xd0+FwunDrJ5vw5cYK2SO9/PM+/LitGp9cOx6L/jqEp5bskt3uxeV7cFL/wpjJ5M02J2Y8vwL1bXZ0zjaiZ2EGbA4nehRk4PqpvYT8Gl9sOIpbP9kEAGB03r9Pkr4PUww6kXwkc5m1xJYfERwtVgc+XecpMTa1n29Ga7WKwdS+cpmuwzEgfLf75xnKSY7iQff8dFw1qTve/P0AzhtdJl3pfV2LJe5RgcqsEYj5/TTn4otR//77EWuPTwpb9eBDAID6d98T1mlEJe+IyMNL4Vt8JN6Jx66qZuHvl3/2lJEb2z1XyI9y24y+MPyh8slTwrjvO8dabPjPiv146MxBWFtej6EsK69IB7BoNZcQ9cFvtuOy8V1xx6n9kK7389rtHoZ1rTbc8e5avMEvZn1MbVne+v0AmiwO9C/JxN8nd0eapQbwpGCBy8V5+802B4wArA4nnvhuJ85z+7ROevYX6PK74bveTs7xHnOJe3DbsiwLu8MJqV6Da0OjVuH5C4ajLDcNLy3fCwD4+npuQuWa99ZiTXk99tS0YNhDS4U9h5Vl4/2rxkKtYvDzzhrc8vFGbD7SiJ931eCE3gUBK7VEgg2H61HvDhM52mDG0Qau6sSq/XU4XNeG+2cNQGlOGl75Za+wj07NpNbjMKTyhx0fMtBTgaQusxbv48eIDhqD/teB48LfF4/tgok9g0msFs65dqzr4J7T+2PepO5CbeGgiEoMesQajHB7cofoWL8xoUzhHbcjbewYHL3xpoi0p1S1Je/qq0lRF2X4ChTNlsSPQS/LScP+Y62SZX0KTXj9klG46M1VGNw5C/On9gLWanwMdLEHfMOhBvywrQrXvb8em9yh+hovZVinbANwzPP53ZUHsfFwA167ZKSk2oCYqiYLigG88Vs5ljqrBXn64Tozyoyeu+yemlZ0LXJBp1HB6WIFVdovu7hY+mun9MCZwzoDTWqJgX7ZO3+hPAvIatiBxXrOwy6ZBmc5af7nzUch1om5XCxsThdsThdMeo2iV7n8WCtarA5o1AweXbwDe2ta8MHV49AtP112e3n8x6DXtdkw/p9L8L3KjB5+7Obrp/VC32IT0nUaDCnNBgB8cu0E/HWgDlf+d42QM2BMt1w8MmeQMHFy2uASbDjcgP+s2I8rFq4FwCWXdbpYDOyUibtn9sfhOjOu/O8azB7embteIsDa8noAgFGrxkn9C/H91ioM7pyFzUca8NueY5j+3ArJ9i9dOByD/sqCJPtl0j4jgzivJDx3MtCTmZiWWSOJe3TpmBL3TYe5pE1njeiMR+cMDq0/IUncvbdLbBiG8aktzEESd2USQ+KeNMRB4s6j0umkmdWDqHfuDyUDPWPyCe1qlwhMhttAb7Emvge9ppmLT35g1gA88M12AECvwgxkpWmx+EbxteI7HtK0Kvxy64k48ZlfsOVoI655bx0Aj2f9zcvHACJRyBmDi9Fj0CRsPNyAe7/cCgDYfKQRE55YjpMHFOGhMweiJMuImmYL/vPrfny58SjusNTgXI3v0ZfuqEYO04yzuFyIuOXjTaj81gqDVo3KRjOm9SvE+J752F7JVTSYyIdOed2XGbA4Um9GFsMdwWTQ4qFTB0uMeACwOFhAA/z75z14ZuliaNUM7E5un9HdcnDTSX0wrkeuMGmx6XADHl28A3+V18Gbq99di6+vnwSjTu2zzocgJO4OpwtWh8tX3u31XNBr1DhjSCefpsZ0z8Xvd0xDm80BtYqRjfe+dkpPfLz2sJD48Lc93EzLn/uO4+ddtdhb0wKAq0wzY2ARehWaYHO4UNtiVXiue9hf24JMoxb5ojwGTheLxZu5BHZ3zeyHy8Z3g8XuhEGrxjt/HMB7qw5ify03saRVMxjXIw8zB5dAvS664YkJA0ncCYIgIoPLxWJNeZ0gbx9Wlh3fDhEEkXBknnEGmr79FvlXX92udjQFBbLLlQx3InJ4POiJbaC32RzCJMIZQzvh9RX7YXO4cNP03kHtz4BB17w0FJj0qHUb+gAXogUW6OHlJVYxDAZ1zsKgzlm4ZFxX7KttwbXvrcOemhYs3V6NPdXNWPaPE3HxG6uxx23w8W/k/Yozsf2aGcBjnva8TZPjrZ4a2D/tqMFPO2oAAON65EqMPzETe+ZjWFkvuCpagHKurN6soZ0EA/27G09AuTMP615/V7Ifb5wDwJryelzy1mpo1Qxy03U4a0QpPvjrkGIW/z01LXjo2+14/KwgJ+hlaLY4oLY54c5Sg75FJmSYNYB3GfAgyTJqkWVUnhTMTdfhy+sm4v3VB5Fl1OKl5XthdXBlNXnjnOemDzdizvDOeG7pbrTZnMhJ0+KKid1xybiuQtJElmXRZHHg7i+2YPHmSqTr1LhrZn8UZRrQNS8NT3y/E7uqm2HSa/C3odykgkHLTWjMm9gd8yZ2x0drDqGmyYprpvSETpOUBbgIL8hAT2pi4d2iMmsxoYNJ3Oe8+ic2HW4QPo/qmhtGf2Q8fCGWWetw+MSgC/+jMmsJVmat4xPbMmtylDz2KHIuuhDGIUPa1Y5h0EDZ5aqsrHa1SwQmQ88ZOoluoPNGtUGrQl66Dj8tmAIWXHUNHxRiXRmGwZNnD8Z9X23D6G65uGFaL+j/owLsgO89UNpGz4IM/HjLZGyraMKFb6xC+fE2fL7+iMc4h+cWN3t4Z0Dn6VdRph7WZs92T50zDD83laDF6sDobjlYvLkKn284gjHdcvHShSNER5X26dop3YFefYGKNuA/8JGqZ6VpMTQ7G4WDS4AdQEmmHpf364arTuiOulYbftlViz/2HsPqA3WwO1lUN1nx6i9cLH+WUYubTuqNfsUmbD7aiLNHlGL0oz8BAD746xCGlmbhgjFdZL5XeL3P+T5L9ta24q5XV2KJHlCBxVfXT4ThFZ2XgR7Ze1i3/HTcczqXv+aE3gXY4VYnfLnxKAxaNSb0zMNTS3ZhW0UTtlU0CfvVt9nx7NLd+HZzJb69cRJe/3UfXvt1v0Rh0mpzCqoKHq2awcOzByE7Tb4Swvmj5b67VCuzJrcuedW0ZKATBBFxxMb5VZO6Y0CnzPh1hiCIhESl0yFtxIjAGwYgbdgw2eUa8qBHHd6DvmxnNe6e2S/IbOWxhy+/VWgygGEY/8na/DCtXxGm9Quv/Bbj9qpP71+ELzYcxW2fbgbAeb1Lc9KQu08HWHz3O2NIJ7Q1aoEd3OcBJSYMGOmJfZ7WrwiPzhkkeF3bS0kWJ9M+e0Qpzp7OTX6V5qRhSGk2bjypN7YcacSivw7hg78OwaBVoSwnDY/OGYwx3bmJ+Aluif2+x2Zi1CNLUd9mx52fb8Fpg0qQlda+cJYMgyZi5xksQ8uyMdStAhRPMvQqzMALy/YiQ69GdpoO6To1dBoV/rfqEHZVN6P3Pd9L2tGqGTxx1hD8srsWNU0WNJrt2FnVDI2KwTPnDuXyBhCEGzLQkxmKQU8iohOD/uWGo6j78yCuiFB7PDqNCt/dOAn5GXrFGWFFIlhmreNBMejKJMtvnCDEMQY90mgKCqDv3x/WHTuEZaq0NDC6xK7LnQzwBvrB422498uteOLs9qkhogVf6rNPUUYQW/uLdVVY7n0P9HOfOntEKb7Y4MnuddbwUq6ixxcFwCaZtgCk6USGrcx6WaPVp0/efVOI+Q6gSBtcmoXHSwcHlK2rVQxeunAELnlrNQDg+62VPl50lmVR0dCGzgAeXrwD09THMdGrnT5FJiw8eQywCDAI8m7/MeixQGmypiwnDY9/vxMAp9i4f9ZAFGcakJ2mxfAuOTh7ZKmw7dEGM7QqBoWZYSSz9DnnJH0fDioGPfkgAz2poTJrhH9u/mgj/q42AwEmtTceboCLZTGiS05Q7Z48gEuc0j4iU2atQ0Fl1hL0mMlI/CXukaTre++h9fffcfTmmwEAqmySt8cCsUT8wzWHce8ZA+Rl43Fi0epD+HTdYSGBmlziMB9CKucU+tiZ2CsPU/sW4I99x/H6JSM95UejPg5Zr38Dbd7+/kzqnY/bT+2Lp5bswucbjkoMdJZl8fxPezChvg2dVUBlowUVKrOPZZKu1yCdr3jiVctd1Nl29zVS/H1yDxi0ahw41oqLxnZBnyLld6FASeX8kzjnHBOozBqRdFCZtY5PFGLQD9e1AeBKrYhxgYFYpLivtgWzX/4DADC9fxGePXeoRKbWanWg1eZAgagc7KxgXoIUSf4ya2ERUQc6lVkjkgt1Rjoypk0VPjNqer2JBSaDdHZ32Y7qhJHq2hwuPLp4O1ptTgDAyK45OGVgePL0wAR/f2IYBv+5bBTMdqdQRz5gW5L7X4TuhYx8zHek77V/G9oJTy3Zhb8O1OHSt1bjxpN649ddtfj3z1xN7wluoQtX9s1/mbWOAMMwmDuhWzwOHPtjxgQqs0YkGyRxTyIiL3F//qc9AHwN9GU7azCo0YySLCP+OlCH815fKaz7aUc1rvnfWswZ3hmVjRY0tNnx2bojsDldWFZgBi/cOrGvfFbloGiXxD38wyYGsZK48823V+Lu/pck7h2PJJK486h0OhgGDoRl2zZkTJ4c7+6kBOle5bPeX30IR+rNUKsYXDy2i2DAv/nbfnyx4ShGdc3BpN4FOKF3PrZVNGJ4WQ5UKgZbjjRi45EGnD+qTMhSXd9qw1/ldRjYKROlOWk+xw7EmvI6wTj/7P/GY0SXHMUa3lKiK3EHAK1aBa1PvL6/9xrRsnDvt4L3WdSm37Yic18ozUnDmcM64auNFfhtzzGhbBlPWbYBaAJevWQkXLuPAxu9GpCUX1NQAaTic4Ek7kmdMJoMdIJIQdpsDny+4YjsuharA7Nf/gPnjSrDS8v3+qxftb8Oq/b71js9cKwVpe53tVgncSEIggCAbh9+AHt1NbSdE8OLm+y4vN6Z/zpQh78OcM+Hn7ZX45WLR6Cy0YJHFnP5AbZVNOG/Kw8qtvfPL7dibPdc6LVqrNp/HDaHC0atGr/fMRV5CuXDxByua8NHaw6jvs2G91cfAgCcM7IUI0OqJEJEmhcuGI75U3vhhZ/2YPGWSug0Ktx9Wj9M6p2PTt++BLgToauSz84iiLAgAz2poTJrSUOEJe57qlvAskBOmha5Gr2kXAkLBtVNVolxPmtoJ1w1qTtcLIvrF23A0QYzTuxbgD5FJqTrNPhq01GgIeRuKEBl1qSfO0KZtRhAZdYiTHLFoPMwWi10paWBNyQiwpjuuRjdLQeDOmdh+c4aHDzOhU5pVAzWHqzHKc+vwIASTxWPEV2ysf5Qg982Vx+QTgCb7U6c/uLveHj2IBRl6tGnyKQ4CXz3F1t8PLQXj1Uo76VEWDHo/sushXZcOdm54odQDiD9l1E6VnTUSn2KTPj3RcNx5eHuKM02ehKjBSizJlnuowLgSZ57WPCkWpk1P79xEp47GegEkWIcqW/Dlxu5DLIDOmXi6n7dgZ886yf2zINujwo2pwuTeuXjkdmD0C0/XVj/4y2TUdloliSBu3xiNxx6XgtYY3YaBEEQRJzRaVT45NoJAIDTB5fgxeV7cfuMvtBrVLjl443YerQJf+47DgB47ryhOGtEKf46UIcft1UhL0OP2mYrXCyLS8Z1QX2bHbXNVtidLuypboFKxUDFcOFYVU0WXP3uWgBAdpoWU/oUYNaQTujfKVNItNVqdWDVfu5Ypw4sRn2bDUNKszA8yOSmRPRhGCboZLMEkcqQgZ7MUAx68uD3PIP/DliWxcVvrha8HH2KTNCqpZ6IokwjvrlhEo42tGFq30KfmL10vcYnQ3uWUYvBnbOA/UF3RRkqsyb9LI4XjBhUZi3lScIYdCK+jOqWi3evGCN8/via8bj2f+uxYnctRnbNwczBJQA4rztfMzsQDW027KhsQn2rHX+V17mX2fHVxgp8tbECAHDN5B64a2Z//LbnGOxOFmW5Rrx6yYgg483liH4Mut/jRj0GvX1l1iKP6Lzl+kMx6PJQDHpSq2nJQE9qqMwaIaX8eJtgnANcVlu0+m7Xt9iEvsXtLZPWXqjMWvTLrLUXKrPWcWFl/ySISJGm02Dh5aOxvbIJfYpMQvK3UMhO0+H1S0cBAKqbLMg0aLFiTy1+2FaFzUcasbemBa+v2I8jDWZsr+ACmU8bVNIO4xwK4yHUMmvtkbhHi9iXWYv4cTpAmbXYkWLnTGXWiKSDyqwlF943KYXfd8Ohejz+3U7UtdkwvX8RuuSmodXqENb3KzbhtEElwGqv/ds7Ox9NUrrMWjRi0CPWYITbkztECvzGBJFkqFQMBnXOikhbRe6Y5RkDizFjYDEA4NK3VuO3PceweHMlAECrjlOJq2gonHhYNrwya4GeyTEqsxY8QcSgE8ok7TOSyqwRyUYsvcwkcU8odlc3Y84rfwqf99a0SNaP75GHly4aDrUqUJmVOBKKxF1unw5JrMqsRVjiHks6/G+cIJDEnUgCHvjbQLzw0x6oVQyGlGZhRJccISY9fMKQuAe7PNTjRhI5iXtCQBL3sEiVcxYuCZK4E0lHDGLQidjh/Z17fT7eYsWpz68AAOg1Klw+sRv+OlCHDe7MuQUmPV64cBjyFUvWhPmbRupaCKcdug7jSyxj0AmCINz0LMjAixcOj3c3oqtw8vZ0B3usYLYLFO9OdCDod0smyEBPalKhzBrBs/FwA+78bDN2VjULy547bxhOH8Il5mmy2LFq33EM7JyFQpNBtGeEJO4RQ+74VGYtscusxULi7n1Mon0kZ5k1gmg3CVlmLQyJu+8BpP8qPVNinXQ1pDJr3vsIjUSjZwkOlVlLZjUtGegEkQRsPtKAKxeuwfFWT0HzhfNG48S+hcLnTIMWp7jj9giCIAiCIAiCSDzIQE9mohSbYbE78dzS3Vh/sB53D23FCMmxYkXyzpoFg8sF8Plwv9lUgbs/34JmqwPFmQYM75KN04eUSIxzv/h8h3H+TlO6zJo3HSQGPaZl1mJwqFSAYtAJQoEUKrMmC5VZ6xBQmTWKQSc6KsHdsFqtDrzyy15sr2jCtP5F6FdsQoZeg5IsA7KMWjS02bG7uhkVjWZ8vOYIVu4/Luz70KG9+FIP2Bwu6AD8uK0Ke2pa0LswA13y0pCXrkeByTfW2eli0WpzwKTXhFcOJcluxlaHE5sON+JIfRuqmizINurQoyAd7606iOMtVhSYDHjJve3zP+3GH/sb8Im7fPkNH2wAAIzuloO3Lh+NTIM2PicRcajMWvTLrEVK4h5LOvhvnDCQxJ0gZAlL4h7s8lCPG0mSucxaKpJi3wGVWYsvL7/8Mp5++mlUVVVh6NCheOmllzBmzJh4d6tjo2AAWx1OfLL2CJ5cshPNFq781s+7aiXbqBhArWJgd0oHgVGrRr5JB7ae+1zdZMEJdy6WPU5pjhEOJwuGAXoXmdBmdWBHZRNabU5o1QwKMvQoyDSga24axvbIhdPFYmCnTBi0ahytNyPTqEV1kwUDO2WiLDcNeo1afHLhfScyWOxO2J0uqBgGKoaBUacOvFM7sDqc2Hq0ET3yM3DBf1ZhV3Wz3+1fcoeNr9hdCwfUgLt7uek6zBpSgn/M6Bumce4dgx5GExHFTweozFritcU1GOH25A6RAr8xQRAdlCiWWQMiFIPur80glkcdKqfWLpL2GUll1uLORx99hAULFuC1117D2LFj8fzzz2PGjBnYtWsXCguDlOsSAk1mOzIBHG0w48+1h1GSZcTOqiYcqTdj/aF6bD7SKGzbOduISb3y8fveYzjaYBaWu1jA5WRRlKmHQatG17x0nD64GGeNKIVWrcKGP13AjwDDSA34IaVZ2F/biharA0fqPe1VNlok29mdLCoaLahotGDT4QZ8vaki4HmZDBr8U3sY5wFYvrMGX9dtQKZRi54FGSjNMaJXYQYa2uxotTnQLS8dB4+34b9/lmNbZSOaLQ6k6zToXZQBFwvUNFlwpN6MLKMW9W02tNmcwnGGd8lGj/wMmO0OHG+xobLRgk7ZBhSYDOicbcSATpkoMumRlabF8RYbtlU0wsVyBrNRq0ZxlgE98tNh1Klhc7hgd7JYW14HvVaF1fvr8N3WShyu83w36To17C4Weo0KJVkGHG+xYVyPPIzrmYc3VuwH2rjtzh5ZipwMI7CK+/znndNg0EZ3MiEuyErcQ9inQ+KvzFo0Dkdl1lIWkrgThAIhSNwVm+gIZdYC7hC1roR/HJK4C6TcOUdgXHYgEspAf+6553D11Vdj3rx5AIDXXnsNixcvxttvv40777wzqDbe+n0/enQqQHGmAS4W0KgZFJkMsDldMNucYL1+YMZrZibQJAzLAip38G+GXiMsk2wjbMt6fZZuZ3U40WZzosXqgM3hcveHM1qrmyxQqxgYtCowYMCCBcsCNqcLFQ0WHG0w42h9G442mFFoMmBgp0yoVAxYFjDbHGgw25G1fyteUAOH68247dPNsueTn6HDlZN64OoTukOjVgn9tthd2HCoHnqtCkatBv1LTLJS9OFdc4Tv4opR3XGorg33nN4f3fPTAQCr9h/H/1YdxIl9C1GWY8Tumhbo1Sp0yjZiRNds1LfZUdNkQU2zFesP1mNPTQs2H2nEsRYrTHoNSrINsNhdyDRqsKe6BVaHC80WBxoddkAD7K5pxZcVgY16MQ1tdskkBAC0WB0+22041CCUJuM5VNcW0rGCxahV4515YzCyaw5cLAutWiVZf8nYLsCD3N8Xj+0KqNSCgd5u4zxRY9DlV4axT7IQZQ9Nu5qjMmsEQaQwUVc4RSAG3V+bQS2PMkHFoBPKJOl3FNRvn3znnjAGus1mw7p163DXXXcJy1QqFaZPn46VK1cG3Y5l+TPYr9dhfzQ6mSDoAfRw/wcAaAVQJd2mK4A+qsMAgLwMPSbk5OFogxldctPQvyQTahWDoaVZmNynAGk66WXAuOXdE3rlB9EbblBkM224z/Q1YAKw9Sdh7TgA4zoBaOb+Gyvu81EgDUBn96IZaQC6cf9ZHE7o1CqoRAOTHcTC4nChzeaA9kAlcAwY1yMP9/buj+omCw4ca8XOqmbUt9qQrtcgTafGobo2uFhgev9CXD6hO1iwaDI7UNdqhUrFoDjTgK55aWg0O6BRMSjOMsCgVaO22YJfdx+D3emCUauGyaBBgUmPnZXNsLtcOFzXhv21rThSb0arzYG8dB16FmTAoFWjxepAi8XBTaJ4TQR0z0+Hw+VC9/wMTOyZh3NGlmLV/joM7JSJbu5JDbXMjSasOP1wifuD0H38hkPAL09wf7dUS1Yp7lOz3bNPR6TtuNfnOqB6G/d3NF4Aj+9t3/fl4ie2Yihxb6nu2L9xonDwT8/f1mb6TgmCx2nzXcY6A4wRr3tgxfrQx1TNTj/NR0Divu1z7hnZcEimTZljHVkTm/tCUyV/YAQss+awcn2ytkg3aTiYevcw/r2IJ96vblHDfWK2Nt/fuG6fe5PkO/mEMdCPHTsGp9OJoqIiyfKioiLs3Ol707JarbBarcLnpqYmAMB87dfI1CbfD9UeencuwqKLx0WncR1nVMLaBPzyeMSaNcgsYwAY3f/xDOvZGcNO6CGztQeWZUM2cLOMWvQqNPksP6F3QUjtlB9rRZpOjUyjFha7E9lpOp9t+DrlQZOWB6giOHT535BHmy6/XSA6jwT2/9Lu7kCXxv3bdMT3mtKmAzndgfoDQI8Tffep2c79lyxYGrj/AECbFrl2+bbq9kVg3DKA1hh4s/bCX5dtxyJ6ryEA2FroOyWIQCiNEUYFaLye7RUbuP/CwfuZXNCPm0zlCfZ+673dti+81qcBKlHeGl2GZzkAHF3H/RcrdGmeZ7lkebqnTy67/O/QeJjuYeG+uyU6XSdw7yoOs/JvHMn3owQhYQz0UHn88cfx4IMP+q4YfimQ5ps1PGVRaYARl0av/fw+wKlPAsd2R+8YSuhNwMjLA24WU++zF7xXHIiAFP3CjzjjJK8n93n2q4Axp31tAkD/WUB9OdB6jHugj70mvHYm38Y94Pue1r7+dJsMTLtXNKvuJrsMKBsDXP4tsPEDYNQ8z7oBs4GGw74e6I5Kv9OB2p3AcffscFouMOisyLXf51TgxLuAlpr2t9V5BNe/aNN5JHDyQ0D9wegfK1XQGjnjwtYa754QRGKhN3Ge9M4jAaed8yYrUTaW2/7vv3BGMMuGP6bS8rhnMgBcvRwo/x0YfgnQXAWABXJ7Almd/TYhOYdz3uZUWNYWkeIJ3LgffC43sXDeu9w58vfxEZdxThdLU3jnEA5ZpUCX8dwEPOvi+ud0cMqFEZcBpiLgby8BFRs9++jSuXuYrRWwmxWbTmr4e3hmJ6Cgb7x7E1n+709g9w/AuOuATsM9akJvMgqB3qfEtm8xgGHZxIiwt9lsSEtLw6efforZs2cLy+fOnYuGhgZ89dVXku3lPOhlZWVobGxEZmZmrLpNEARBEARBEARBEAA4uzQrKytsu1QVeJPYoNPpMHLkSCxbtkxY5nK5sGzZMowfP95ne71ej8zMTMl/BEEQBEEQBEEQBNFRSSiJ+4IFCzB37lyMGjUKY8aMwfPPP4/W1lYhqztBEARBEARBEARBJCsJZaCff/75qK2txX333YeqqioMGzYMS5Ys8UkcRxAEQRAEQRAEQRDJRsLEoLeX9mr9CYIgCIIgCIIgCKI9JE0MOkEQBEEQBEEQBEGkMmSgEwRBEARBEARBEEQCQAY6QRAEQRAEQRAEQSQAZKATBEEQBEEQBEEQRAJABjpBEARBEARBEARBJABkoBMEQRAEQRAEQRBEAkAGOkEQBEEQBEEQBEEkAJp4dyBS8OXcm5qa4twTgiAIgiAIgiAIIhXh7VHePg2VpDHQjx8/DgAoKyuLc08IgiAIgiAIgiCIVOb48ePIysoKeb+kMdBzc3MBAIcOHQr5ixg9ejTWrFkTsb5Esr1E7luk20vkvkW6vaamJpSVleHw4cPIzMyMSJuR6l8if2/Ut8RoL5H7Fun2aKzGv61It5fIfUu19misxr+9RO5bqrWXKn1L5LEaqbYaGxvRpUsXwT4NlaQx0FUqLpw+Kysr5B9brVZH7AKJdHuJ3LdIt5fIfYtGewCQmZmZcN9fIn9v1LfEaC+R+xaN9gAaq/FsK9LtJXLfUq09Gqvxby+R+5Zq7aVS34DEHKuRbou3T0PeLyJH7+DMnz8/YdtL5L5Fur1E7ls02os0kepfIn9v1LfEaC+R+xaN9iINjdX4tpfIfUu19misxr+9RO5bqrWXSn2LNMl2rgwbbvR6gtHU1ISsrCw0NjZGfIaHICINXa8E0TGgsUoQHQMaqwTRMUiFsdrec0waD7per8f9998PvV4f764QREDoeiWIjgGNVYLoGNBYJYiOQSqM1faeY9J40AmCIAiCIAiCIAiiI5M0HnSCIAiCIAiCIAiC6MiQgd4BYRgGX375Zby7QRBEAGisEkTHgMYqQXQcaLwSyQ4Z6AnA5ZdfjtmzZ8e7GwRBBIDGKkF0DGisEkTHgcYrQUghA50gCIIgCIIgCIIgEgAy0BOMbt264fnnn5csGzZsGB544IG49IcIHZoJTg1orHZ8aKymBjRWkwMar6kBjdeOD43V9kMGOkEQBEEQBEEQBEEkAGSgE0QUWbJkCSZNmoTs7Gzk5eXhjDPOwL59+4T15eXlYBgGn3/+OaZOnYq0tDQMHToUK1eujGOvCSL1oLFKEB0HGq8E0TGgsRoeZKATRBRpbW3FggULsHbtWixbtgwqlQpz5syBy+WSbHfPPffg1ltvxcaNG9GnTx9ceOGFcDgcceo1QaQeNFYJouNA45UgOgY0VsNDE+8OEFJUKhVYlpUss9vtceoN0V7OPvtsyee3334bBQUF2L59OwYNGiQsv/XWW3H66acDAB588EEMHDgQe/fuRb9+/WLaXyJ4aKwmFzRWkxcaq8kHjdfkhcZrckFjNTzIg55gFBQUoLKyUvjc1NSEAwcOxLFHRHvYs2cPLrzwQvTo0QOZmZno1q0bAODQoUOS7YYMGSL8XVJSAgCoqamJWT+J0KGxmlzQWE1eaKwmHzRekxcar8kFjdXwIA96gjFt2jQsXLgQs2bNQnZ2Nu677z6o1ep4d4sIk1mzZqFr165444030KlTJ7hcLgwaNAg2m02ynVarFf5mGAYAfOQ/RGJBYzW5oLGavNBYTT5ovCYvNF6TCxqr4UEGegLgcrmg0XA/xV133YUDBw7gjDPOQFZWFh5++GGaOeygHD9+HLt27cIbb7yBE044AQDw+++/x7lXRHugsZqc0FhNPmisJi80XpMPGq/JCY3V8CEDPQGoqalBr169AACZmZn48MMPJevnzp0r+ewdm0MkJjk5OcjLy8N//vMflJSU4NChQ7jzzjvj3S2iHdBYTU5orCYfNFaTFxqvyQeN1+SExmr4UAx6HKmvr8e3336LX375BdOnT493d4gIwc8Eq1QqfPjhh1i3bh0GDRqEW265BU8//XS8u0eEAY3V5ITGavJBYzV5ofGafNB4TU5orLYf8qDHkSuuuAJr1qzBP/7xD5x55pnx7g4RIcQzwdOnT8f27dsl68Uzv926dfOZCc7OzqbZ4QSDxmpyQmM1+aCxmrzQeE0+aLwmJzRW2w8Z6HHkiy++iHcXiAhSX1+PP/74A7/88guuvfbaeHeHiCA0VpMLGqvJC43V5IPGa/JC4zW5oLEaOchAJ4gIQTPBBNExoLFKEB0HGq8E0TGgsRo5GDbVNQQEQRAEQRAEQRAEkQBQkjiCIAiCIAiCIAiCSADIQCcIgiAIgiAIgiCIBIAMdIIIg8cffxyjR4+GyWRCYWEhZs+ejV27dkm2sVgsmD9/PvLy8pCRkYGzzz4b1dXVwvpNmzbhwgsvRFlZGYxGI/r3748XXnhB0kZlZSUuuugi9OnTByqVCjfffHMsTo8gkoZYjdXPP/8cJ598MgoKCpCZmYnx48fjhx9+iMk5EkSyEKvx+vvvv2PixInIy8uD0WhEv3798K9//Ssm50gQyUCsxqqYP/74AxqNBsOGDYvWaSUMZKATRBj8+uuvmD9/PlatWoWlS5fCbrfjlFNOQWtrq7DNLbfcgm+++QaffPIJfv31V1RUVOCss84S1q9btw6FhYX43//+h23btuGee+7BXXfdhX//+9/CNlarFQUFBbj33nsxdOjQmJ4jQSQDsRqrK1aswMknn4zvvvsO69atw9SpUzFr1ixs2LAhpudLEB2ZWI3X9PR0XH/99VixYgV27NiBe++9F/feey/+85//xPR8CaKjEquxytPQ0IDLLrsMJ510UkzOL+6wBEG0m5qaGhYA++uvv7Isy7INDQ2sVqtlP/nkE2GbHTt2sADYlStXKrZz3XXXsVOnTpVdN2XKFPamm26KaL8JItWIxVjlGTBgAPvggw9GpuMEkYLEcrzOmTOHveSSSyLTcYJIMaI9Vs8//3z23nvvZe+//3526NChEe9/okEedIKIAI2NjQCA3NxcANysoN1ux/Tp04Vt+vXrhy5dumDlypV+2+HbIAgi8sRqrLpcLjQ3N9N4Joh2EKvxumHDBvz555+YMmVKhHpOEKlFNMfqO++8g/379+P++++PQs8TE6qDThDtxOVy4eabb8bEiRMxaNAgAEBVVRV0Oh2ys7Ml2xYVFaGqqkq2nT///BMfffQRFi9eHO0uE0RKEsux+swzz6ClpQXnnXdexPpPEKlELMZraWkpamtr4XA48MADD+Cqq66K+HkQRLITzbG6Z88e3Hnnnfjtt9+g0aSO2Zo6Z0oQUWL+/PnYunUrfv/997Db2Lp1K84880zcf//9OOWUUyLYO4IgeGI1VhctWoQHH3wQX331FQoLC8M+FkGkMrEYr7/99htaWlqwatUq3HnnnejVqxcuvPDC9nSbIFKOaI1Vp9OJiy66CA8++CD69OkTqe52CMhAJ4h2cP311+Pbb7/FihUrUFpaKiwvLi6GzWZDQ0ODZPawuroaxcXFkja2b9+Ok046CX//+99x7733xqrrBJFSxGqsfvjhh7jqqqvwySefSKR9BEEET6zGa/fu3QEAgwcPRnV1NR544AEy0AkiBKI5Vpubm7F27Vps2LAB119/PQDOW8+yLDQaDX788UdMmzYtuicYJygGnSDCgGVZXH/99fjiiy+wfPly4SHPM3LkSGi1WixbtkxYtmvXLhw6dAjjx48Xlm3btg1Tp07F3Llz8eijj8as/wSRKsRyrH7wwQeYN28ePvjgA5x++unROSGCSGLi+Wx1uVywWq2RORGCSHJiMVYzMzOxZcsWbNy4Ufjv2muvRd++fbFx40aMHTs2uicZR8iDThBhMH/+fCxatAhfffUVTCaTEE+TlZUFo9GIrKwsXHnllViwYAFyc3ORmZmJG264AePHj8e4ceMAcHKeadOmYcaMGViwYIHQhlqtRkFBgXCsjRs3AgBaWlpQW1uLjRs3QqfTYcCAAbE9aYLogMRqrC5atAhz587FCy+8gLFjxwrb8McgCCIwsRqvL7/8Mrp06YJ+/foB4MokPvPMM7jxxhvjcNYE0fGIxVhVqVRCTDtPYWEhDAaDz/KkI6455AmigwJA9r933nlH2MZsNrPXXXcdm5OTw6alpbFz5sxhKysrhfX333+/bBtdu3YNeCzvbQiCkCdWY3XKlCmy28ydOzd2J0sQHZxYjdcXX3yRHThwIJuWlsZmZmayw4cPZ1955RXW6XTG8GwJouMSy/dgMalSZo1hWZaNpMFPEARBEARBEARBEEToUAw6QRAEQRAEQRAEQSQAZKATBEEQBEEQBEEQRAJABjpBEARBEARBEARBJABkoBMEQRAEQRAEQRBEAkAGOkEQBEEQBEEQBEEkAGSgEwRBEARBEARBEEQCQAY6QRAEQRAEQRAEQSQAZKATBEEQBEEQBEEQRAJABjpBEARBEARBEARBJABkoBMEQRAEQRAEQRBEAkAGOkEQBEEQBEEQBEEkAGSgEwRBEARBEARBEEQCQAY6QRAEQRAEQRAEQSQAZKATBEEQBEEQBEEQRAJABjpBEARBEARBEARBJABkoBMEQRAEQRAEQRBEAkAGOkEQBEEQBEEQBEEkAGSgEwRBEARBEARBEEQCQAY6QRAEQcSRhQsXgmEY4T+DwYBOnTphxowZePHFF9Hc3Cy73x9//IE5c+agqKgIer0e3bp1wzXXXINDhw4J25SXl0va9vdfeXm57HEYhsH1118vu+7TTz8FwzD45ZdfJMu/+eYbTJkyBYWFhUhLS0OPHj1w3nnnYcmSJYp902q1yM/Px4QJE3D33XdLzoMgCIIgUgVNvDtAEARBEATw0EMPoXv37rDb7aiqqsIvv/yCm2++Gc899xy+/vprDBkyRNj2pZdewk033YQePXrghhtuQElJCXbs2IE333wTH330Eb777jtMmDABBQUFeO+99yTHefbZZ3HkyBH861//kiwvKCiIyHk888wzuO222zBlyhTcddddSEtLw969e/HTTz/hww8/xKmnnirZ/sILL8TMmTPhcrlQX1+PNWvW4Pnnn8cLL7yAt956CxdccEFE+kUQBEEQHQEy0AmCIAgiATjttNMwatQo4fNdd92F5cuX44wzzsDf/vY37NixA0ajEX/88QduvvlmTJo0CUuWLEFaWpqwz//93/9h4sSJOOecc7Bt2zbk5OTgkksukRznww8/RH19vc/ySOBwOPDwww/j5JNPxo8//uizvqamxmfZiBEjfPpy8OBBnHLKKZg7dy769++PoUOHRryvBEEQBJGIkMSdIAiCIBKUadOm4Z///CcOHjyI//3vfwCAhx9+GAzD4L///a/EOAeAnj174qmnnkJlZSVef/31mPf32LFjaGpqwsSJE2XXFxYWBtVO165dsXDhQthsNjz11FOR7CJBEARBJDRkoBMEQRBEAnPppZcCAH788Ue0tbVh2bJlOOGEE9C9e3fZ7c8//3zo9Xp8++23sewmAM4ANxqN+Oabb1BXV9eutsaPH4+ePXti6dKlEeodQRAEQSQ+ZKATBEEQRAJTWlqKrKws7Nu3D3v27IHD4fAr+dbr9ejbty927NgRw15yqFQq3HbbbVi3bh26dOmCmTNn4rHHHsP69evDam/QoEGora1FU1NThHtKEARBEIkJGegEQRAEkeBkZGSgublZyOhuMpn8bm8ymeJm1D744INYtGgRhg8fjh9++AH33HMPRo4ciREjRoQ8aZCRkQEAipnsCYIgCCLZIAOdIAiCIBKclpYWmEwmwTAPZLA2NzcHNOLFNDY2oqqqSvgvVHk6wzCSzxdeeCF+++031NfX48cff8RFF12EDRs2YNasWbBYLEG329LSAiDwhARBEARBJAtkoBMEQRBEAnPkyBE0NjaiV69e6NWrFzQaDTZv3qy4vdVqxa5duzBgwICgj3HTTTehpKRE+O+ss84S1un1epjNZtn92traAAAGg0F2fWZmJk4++WS8//77mDt3Lvbt24fVq1cH3a+tW7eisLAQmZmZQe9DEARBEB0ZKrNGEARBEAkMX8d8xowZSE9Px9SpU7F8+XIcPHgQXbt29dn+448/htVqxRlnnBH0MW6//XZJqbOcnBzh765du2LXrl2y+/HL5frhzahRo/Df//4XlZWVQfVp5cqV2LdvX1TKwREEQRBEokIedIIgCIJIUJYvX46HH34Y3bt3x8UXXwwAuPfee8GyLC6//HIfz/aBAwdw++23o6SkBNdcc03QxxkwYACmT58u/Ddy5Ehh3cyZM7Fq1SqsW7dOsk9DQwPef/99DBs2DMXFxQA4j/rKlStlj/H9998DAPr27RuwPwcPHsTll18OnU6H2267LejzIAiCIIiODnnQCYIgCCIB+P7777Fz5044HA5UV1dj+fLlWLp0Kbp27Yqvv/5akJFPnjwZzzzzDBYsWIAhQ4bg8ssvR0lJCXbu3Ik33ngDLpcL3333ncQL3h7uvPNOfPLJJ5g8eTKuueYa9OvXDxUVFVi4cCEqKyvxzjvvCNu2tbVhwoQJGDduHE499VSUlZWhoaEBX375JX777TfMnj0bw4cPl7S/fv16/O9//4PL5UJDQwPWrFmDzz77DAzD4L333sOQIUMich4EQRAE0RFgWJZl490JgiAIgkhVFi5ciHnz5gmfdTodcnNzMXjwYJxxxhmYN2+ebJK03377Dc8++yz++OMPNDY2oqSkBDNmzMA999zjV3J+xhlnYOvWrSgvLw+6j0ePHsUDDzyA77//HtXV1cjMzMSECRNw7733YuzYscJ2DocDCxcuxOLFi7FhwwZUVVVBrVajb9++uOiii3DjjTdCp9MBAMrLyyW13DUaDTIzM9G7d29MmzYN1157Lbp06RJ0HwmCIAgiGSADnSAIgiAIgiAIgiASAIpBJwiCIAiCIAiCIIgEgAx0giAIgiAIgiAIgkgAyEAnCIIgCIIgCIIgiASADHSCIAiCIAiCIAiCSADIQCcIgiAIgiAIgiCIBIAMdIIgCIIgCIIgCIJIADTx7kCkcLlcqKiogMlkAsMw8e4OQRAEQRAEQRAEkWKwLIvm5mZ06tQJKlXo/vCkMdArKipQVlYW724QBEEQBEEQBEEQKc7hw4dRWloa8n5JY6CbTCYA3BeRmZkZ594QBEEQBEEQBEEQqUZTUxPKysoE+zRUksZA52XtmZmZZKATBEEQBEEQBEEQcSPcsGtKEkcQBEEQBEEQBEEQCQAZ6ARBEARBEARBEASRAJCBThAEQRAEQRAEQRAJQNLEoBMEQRCpi9PphN1uj3c3CEKCVquFWq2OdzcIgiCIDgQZ6ARBEESHhWVZVFVVoaGhId5dIQhZsrOzUVxcHHayIIIgCCK1IAOdIAiC6LDwxnlhYSHS0tLICCISBpZl0dbWhpqaGgBASUlJnHtEEARBdATIQCcIgiA6JE6nUzDO8/Ly4t0dgvDBaDQCAGpqalBYWEhyd4IgCCIgEUkSt2LFCsyaNQudOnUCwzD48ssvJetZlsV9992HkpISGI1GTJ8+HXv27JFsU1dXh4svvhiZmZnIzs7GlVdeiZaWlkh0jyAIgkhC+JjztLS0OPeEIJThr0/KkUAQBEEEQ0QM9NbWVgwdOhQvv/yy7PqnnnoKL774Il577TWsXr0a6enpmDFjBiwWi7DNxRdfjG3btmHp0qX49ttvsWLFCvz973+PRPcIgiCIJIZk7UQiQ9cnQRAEEQoRkbifdtppOO2002TXsSyL559/Hvfeey/OPPNMAMC7776LoqIifPnll7jggguwY8cOLFmyBGvWrMGoUaMAAC+99BJmzpyJZ555Bp06dYpENwmCIAiCIAiCIAgiYYl6DPqBAwdQVVWF6dOnC8uysrIwduxYrFy5EhdccAFWrlyJ7OxswTgHgOnTp0OlUmH16tWYM2dO8Aes2QGYM/xvk9MN0KWHeCYRxm4B6vbFtw+JQFo+wDBAay33WWsEMoqA+vLIHSOrFDBkcX83VwFtx9vXXm4PoKkCcFgCbxsQBsjvA6i9hqLLCRzbDbAuIC0PUGmAlmrpNolwHUeTllruO84uEy2r8VwrkUSlBfJ7c9diJHC53L+fMzLtAWizOaHXqKBW+eljWh5gKo7YMYkgcDm564aJiCAN5eXl6N69OzZs2IBhw4ZFpE2C6PCwLGCuB9JygboD3DM9Ldf/9nX7uWeILt39HNUCWkP7+iF+h9BlAMYcoPEw9zm7K6AxcPd+sKG1m9sTsLfJn1NLLdDKJRpEXm+g/gDgcrhXKrxDxApx3/L7AE53GIcuDWirA5oruc+5PaXfvbUZUOsAW6v/3zFVaT0OpOdF5p21Q8AAeb04u0il4f5Weh9zOsIbY7GmuX1h2lEf0VVVVQCAoqIiyfKioiJhXVVVFQoLC6Ud02iQm5srbOON1WqF1WoVPjc1NXF/vHUyoA/wkp1ZCty0KX43NAB4azpQtSV+x08l9FnALVuB2l3c9ZFog7r3DODij6XLPrsS2PaF//2yuwA3bgRUSZh06Nge4OUx3ATFee8CA87kxsvrUyJq9EoYdx1w6uORaevr64GN70emLTdBRVkzKuDKn4DSkRE9NqGAywlUbQYYNVAyJN69IYjk5cv/AzZ9APSfBez4BlDrgVu2ARkF8tv/9gyw/BHpMkMWcOeh8PtweI3/dwhTCVA4ANi3LPxjXPQJ0OcUz+fa3cCr40UGuQxy7xCx4Nge4JVxnr51nQgc/IN7Di3YCbwwFHCYuXUF/YH5q7i/rc3A46Wedi75HOh1Umz7nsisfQf49magz6nAnh+596BUY9ICYPr98us+uADYuzS2/QkHa/tsjQ6bxf3xxx/Hgw8+6LsiLR8wKHgyWBZoOwY0HQFszdzMZ7yo3s79a8xNTgMrGMwNgMs926rScLOp9jbPet673h5aawFrIzeLe2wXAJabRTdmh94W65LOZOoyOI9/uDjtgKUBqN3hu65GZhmj5maa+eu44RA3+2zIDL8PicqxPZ6HUs1OzkDnPdIqTWTHrt3C3Q9qtkeuTb4tfRag0bW7uSaLA1YHNzFRkKGX34gfT8d2k4EeK+zul89oTRoRBMGx6QPu3x3fcP86rUDDQWUDvVrmfm5pbF8fandCeIdQaTzGJ09zpecYhmxArQ3cpssJmOs8n395TGqgH98jb5zrMzlDWOkdIhYc8+rbwT+4f1kXN6Eu/n7EfazcJG1nxdNkoIv59mbu391LuH/DfWftKDhtvmNT7h3Ye12wYyxeqF0AmsPePeoGenExJ7esrq6W1ACtrq4W5HvFxcVCnVAeh8OBuro6YX9v7rrrLixYsED43NTUhLKyMuCmjUCmgsHidAAPu0vxsPH2orqPf93K1JWk/ncWcGAF93fZWPw/e9cdJ0WVdU+FjpOHOOQhCKioKKhgRhTDuuas4H4KuophXXWNGFfMgjljDpjQVVQURBEUySJIzmECk2c6V9X3R6VXqbt6pnump6fO7wfTXfWq6lX1q/fefefce9H/BOBHYsX7lo0A3ULZ6GP9RaNaENTffOCJwCUfJX+uYC3waF/1+5h7gCOvaX7ddi0DXhtjvhgv19WdJxqPgMjQTZoPxMLAQ7LipK3bcbogGD/Lz6TPKOCKr1J3qT8+Bj67KrV9gnyuc1/TTraaiXFT52Jvk+hSsfW+07BmTz0Gds2F10Us7r17LrDpB2Rvm8gu8DyPJ554Aq+88gp27tyJbt264eqrr8all15qKPvTTz/h1ltvxapVq1BcXIwJEybgoYceAsuKQ/gnn3yC+++/H5s2bYLf78fw4cPxxRdfICdHdIF57bXX8OSTT2Lr1q3o168fbrjhBlx77bWter8OHKQccftskzG05RcU/ww8UZRzL3pG/O7KkcgFYp5x+WdATxsLpfV7gaeGxLmkfB+5QISQzJ75PJDf03oO0SqI94xN6i0IqXMj60gYMKZtFBKthZ2/S8oUEjbe7fGzgB7D01SpFKC+HphS0OzD026gl5aWonv37pg7d65ikNfX12Px4sX45z//CQAYNWoUamtrsWzZMhx2mNihzZs3DzzP44gjjjA9r8fjgcdjwSQ5cJAtcAYzBwD21qnxDt7/fQfu+vxPnLR/N7w6fkScozomBEFAMNpKjHaEA6Ki0sMnCElF677jjjvw6quv4umnn8bRRx+NvXv3Yt26dYZyu3fvxmmnnYYrrrgCb7/9NtatW4eJEyfC6/Xivvvuw969e3HxxRfjsccew9lnn42GhgYsWLAAgjSxf++99zBlyhQ899xzGD58OFasWIGJEyciJycHEyZMSM1zcOAgU9HqY2i6rOUMngvEfcYZXG8HDjIYKTHQGxsbsWnTJuX71q1bsXLlShQXF6NPnz646aab8NBDD2HQoEEoLS3FPffcgx49euCss84CAAwdOhSnnHIKJk6ciJdeegnRaBSTJ0/GRRddlNoI7plk7CgrvxlUp1YHpf2sfxQp+b3kcwhQB85mnldfn5bWTznclELXFyI+E9vaXAmSJpD3pb/HVL/HFNlGUgVBd+7mI6QzNh/+WpR3fb9WFzRQbhfZ2iZsIhjlsP+U71r9umsf4OB32xtSGxoaMH36dDz33HOKkTxgwAAcffTR2LZtm6bsCy+8gN69e+O5554DRVEYMmQI9uzZg//85z+YMmUK9u7di1gshnPOOQd9+4oKn2HDhinH33vvvXjyySdxzjnnABAXzdeuXYuXX37ZMdAdtHPE6evSMcciz0n27ZT0nVTq2b1uwjHCYiyhqARziFZAvHsVTOrtMOjNQ9Y/szjtxwwdxH5KiYG+dOlSnHDCCcp3WXo+YcIEvPnmm7jtttvQ1NSESZMmoba2FkcffTS+/fZbeL1qRMf33nsPkydPxoknngiapnHuuefimWeeSUX1zNHmk9i2vn4Hg2bgzDCY1UsZ3BIenOraZAjiSNzTdsk0SNxTgJpARPO9KZKIHc7WNpE9+OuvvxAOh3HiiYn9Lv/66y+MGjVKw84fddRRaGxsxK5du3DwwQfjxBNPxLBhwzBu3DicfPLJOO+881BUVISmpiZs3rwZV155JSZOnKgcH4vFUFDQfOmdAwcZATsS95TO4W30rakO6GXHGGmzuU28Z2xWb2dscmAXNt7tLEdKDPTjjz9ekdOZgaIoPPDAA3jggQcsyxQXF+P9999PRXXiIANXW7J+ZSwO9CvQ+t8nFc/G7BzNPq+B4m/meZI4nkzdJNe7I7cZABn5Hlui5XWtbookLgQ47UKCz8Vg7QPjWudi4SagepNyXbvw+VoQXFIHhmHw/fffY9GiRZgzZw6effZZ3HXXXVi8eDH8fjH2/6uvvmpwF2OYDhqc1EHHQorSH2rPqZ+vkN+TVU81l2k3mTO1FeI9Y2dcSgGy/Bk2t41kedtqt1HcmwUqE1fysruBxUcaDHLLa2SixD2etNqRuBs/p042rkFa2l3q2JvaQNRmSUfiDogLwnal5i2GwAAuWr6w7cMGDRoEn8+HuXPn4qqrropbdujQofj0008hED7uCxcuRF5eHnr16iVdmsJRRx2Fo446ClOmTEHfvn3x+eef4+abb0aPHj2wZcsW0+BzDhy0b2SaxL0Z122RxD0d7llJoDkSdwfJI8sNUUfibo6OZaCTaMuOwumkWh/tVuKe3R2QNdq7xD11p7LNoKfj4g7SAq/Xi//85z+47bbb4Ha7cdRRR6GyshJr1qwxyN6vvfZaTJs2Dddffz0mT56M9evX495778XNN98MmqaxePFizJ07FyeffDK6du2KxYsXo7KyEkOHDgUA3H///bjhhhtQUFCAU045BeFwGEuXLkVNTY0mE4oDB+0OtiTuqRxDHYm77sLiH9Nn7EjcHbQEjsS9YxnomWjsZGKdWgtxJe4pei5plbi3FI7EvXlog9+hDc9dG7A20ElW1WkX7Qv33HMPWJbFlClTsGfPHpSUlOCaa4xpG3v27InZs2fj1ltvxcEHH4zi4mJceeWVuPvuuwEA+fn5+PnnnzFt2jTU19ejb9++ePLJJ3HqqacCAK666ir4/X48/vjjuPXWW5GTk4Nhw4bhpptuas3bdeCgbZA1Enf9fbQXiXsann+HQ4b8zulCs6fk2f1cOpaBrkGmMOjZ3cDiQzfAGQz2VF6DlLg391SOxL3V0CYS98yM4l7dZC1xD0V5+NyyL7EjcW9PoGkad911F+666y7DPn1Ml+OOOw6///676XmGDh2Kb7/9Nu61LrnkElxyySXNr6wDBxmJtpK4QzdfgUlf70jcxV0dYL6SbmS5IepI3M3hLG05cJDJyPqO2UEi6KO4k2gMx1qxJg4cOHDQzpA1Y2gG34eTB92Bg5SjAxromcAyWazCdjS0psSd9EHPtCju8XzQoX9G0NU/W1ek4/mgp0ninpY0ay2vq2ygTzymFNccNwBz/nUscj2i+EljoLc1m+LAgQMHrQlbfbauD25RP0/OIawk7iDK2EGCcpbzFuKabe2DbnoPZvV2xiYHJogbw8AMHSNGkyNxb5NLO51U6yMFEve0IY7EPVEHlK1tKZ7EPX0Xzchz1UhR3Ad3z8d5h4lRu3M8DBrDMTSZMejZ2iYcOHDgQAMbMlj9GCoIzZ/Yt0nfamext40l7mbP02yR2hmbHNiFLYl7dqPjMehZvuISDw1z52LfK69CEAQIkQgqn3kWFdOno+r115Uyob/+QsUTT4BraEDjgl9Q+exzEHjrqKThzZtR/sijiNXUAAC4xiaUP/44gn+usVGj5H3QhVgMlc88g6bfFgMAgqtXo3zqVJQ98CDKHngAscrKONeIt81OddPlgx6vDPmKOsHAAKTRBz0NSMG5a6Qo7kV+l7Itx4xBd6SEDhw4cKBFWoKUmcxX0uaDLpfT3YfpNdsITpC49CJTfue0IVMCN2cWOiCD3taSIKCtJO67rpsMAPANOxDB1X9i3wsvKPvyTjwR7n79sPXscwAAXFMTaj/4EADgLi1Fwd9ONz/njTcismkzwhs3os/rr6HyqadQ8/77qH79DQxd91f8CjVD4l73v6+w74UXgRdexNB1f2Hb+Rdo9rNdu6HzNVcbr5FNEndtwRbWIVPhSNxlyBL3ohy3sk2WuDc5EvfMQUuYOQcOHCQPO2nWDH1wCvrHlErcE8CRuDvIckPUkbibowMvbXVciXtk+3ZENm/WbOMj2kBUodV/Kp/DGzdan2uTeJ6mhQvFv4sXp6qapoiVl8fdz9VUW+zJ5IHBkbgb4EjcFagMumqg57jNGHT50lnaJhw4cOBAg2ZK3Jt9ubbsW9ubxF1WXjoSdwfNgCNx74AGesatuKSmPrF9+7DnP/9B02+/Yc/dd6Nh7lyUPfwwambONJTlmwKGbbtvvhnhTZuU7wJhsAuhoPK59rPPUfbgQxA4DgDAFBUp+3ZOnqwx/MObN2P3LbcivGWLRa2Tl7jT+XlqvUyk91xDIwBg30svYcdVE9G4K9F1k0CbSNytVAWZ1o5bER1I4h6J8WiKiO9aMWmgKww616LzO3DgwEF2Ix39uyNx1yCeD7ojcW85MuV3ThscibsZHIl7myD1Eve9U+5F47x5qPviSwBA3SefKvsKzjwTFK12knwggOiePZrjI5s2Y/vl45XvMYKJ5uob1OvceScAwDN4PxRdcAHYzp3ASf7njT/M1Zxz20UXg29oQLRsL/q9+66x0s2QuDN5qoHO1dUZ9vMN9eDq6lA5bToAQOgJ5B6DFEnc9UinxN3kGvrnJWRy4LtUouNK3GsleTtNAXletbuWc5+HooSB7kjcHThw0JFgR+Ju6IJbKYq7bdhUyRmKZYLEXUY8ibvJNgdJIrsNUUfibg5naStLEFq92nrfH3+AD4eV72YGOgDF0BY/1yqfo3v3Gso2LfhFLCcx1mbgG0TDPrpjp3XFk4b6QkZ3Gs/L1TcgVqUuLggpJRjboDPI8g7IQXxUB1R5O02rbcHDil13KOYw6A4cOHBgibZicFM+dmfwXMBuFHcHDhzYRscz0DOBZdKsdqam8+Kbmiz3NS1ZAiEUUr5zDfWISr7cTHGx+UEx1bc1uns3uIYG7LhaDb4W/OMP8boNDYZD9fAMHGixJ3mJuxCNKp+3XXChYX9g8WJUPPEEcQD5oYUDRtok7nF80C1VBZmycp4mxPNBT5vEPQ0+6C2sa02T2N4LiQjuAOB1iV13OEq6eWR5m8gyHH/88bjpppvauhqmaKu6XXHFFTjrrLNa/boO2ivs+Kmmwwe9NSXuFmMJhbafz8Y1wk3q7YxNzUPWEzXxFnhM0EEWfzqgxF1CpkjcUwQ+YPQrlxHZshV8SGXQg0uXAbEYKJ8Prp49wVVbBVYTEd29GxVPPommn35WtsXKyyHEYsrCQJd/34zKJ58yPT5emrZkIcSiCcs0zpunlidtu0wdHOJFcbc7eGcd4kVxT9cl0yFxbxlqAsYAcQDgYSWJu8OgZxAEZMuE4bPPPoPL5Upc0IGDtoQtiXsqo7i3wXhrxxhp6yjuthn0bJ2vOGhddIx21PEY9EybQLXCypgQDkGIqAZ6ZNs2AIB/+CGgPZ7EJ+B5NHw3x7CZlMl3mjAB/WfPxqAFPxvKWbLszfBBF2LGqNWunj3RZ8Yb5tcwe48zLc1a3CLEK2pDYdAx0J6kgy07d1AKEOf3aNdSTRn0Dt0mHKQSxcXFyCPifThw0G6RDol7StOsNTNIXIv83lMMs2fsBIlLITLkd04Xmjt3yfI5T8d7c9paEgSkReIeD3worJG4y/CPHAnK7TY5wgjSP13G5pPHAQAonw+U2w1P/1KwXboYj7WUwScvcYeJge4eOADu/v1NiyuZPrJC4q45WCqWpSuJjsQdAMDx4nlYWnser8SghzUMepa3iSxELBbD5MmTUVBQgM6dO+Oee+6BIP1+FEVh1qxZmvKFhYV48803AQBjxozB5MmTNfsrKyvhdrsxd642YKcZXnjhBQwaNAherxfdunXDeeedp+zTS9z37t2L008/HT6fD6WlpXj//ffRr18/TJs2TSlDURRee+01nH322fD7/Rg0aBC+/PJLZT/HcbjyyitRWloKn8+HwYMHY/r06TaflAMHZujIEneq7eezjsS9dZDlhmjyEvc4x2UROp6BLiPLJO5xrxYOayTuAACGQe6YExMa6Pmnn57w/EwCpsWOn7pdCFGjge4/5BDrOii2nZC5g4MjcTdBnGeStktmnsQ9KrmH6A10j8Sgh6Jm7iPZ2iZsQhCASFMr/QsA0aD4rxm/+VtvvQWWZfH7779j+vTpeOqpp/Daa6/ZOvaqq67C+++/jzARAPTdd99Fz549MWbMmLjHLl26FDfccAMeeOABrF+/Ht9++y2OPfZYy/Ljx4/Hnj17MH/+fHz66ad45ZVXUFFRYSh3//3344ILLsAff/yB0047DZdeeimqJRcqnufRq1cvfPzxx1i7di2mTJmCO++8EzNNUoE6cGALjsRdV6a1EU/ibpIHvaOPTQ6SgI13O8vRAX3QM2zFJQUrY2aybxJ8OAQhLDLobPfu6PPaq2CKi8EWF8c10AvO/Dt6PPooYhUVCCxZYlmOTmCgcw0NEAQBVDwG2q7EXQoSlzv2RPSYOhVcTQ1cvXtbXlsws18ciXs7R8eRuMc4cSByMdq1VK/LhEHv0G2CQDQAPNyj9a97xy7Ak5wsvHfv3nj66adBURQGDx6M1atX4+mnn8bEiRMTHnvOOedg8uTJ+OKLL3DBBRcAAN58801cccUVxr5Whx07diAnJwd/+9vfkJeXh759+2L48OGmZdetW4cffvgBS5YswYgRIwAAr732GgYNGmQoe8UVV+Diiy8GADz88MN45pln8Pvvv+OUU06By+XC/fffr5QtLS3Fr7/+ipkzZyr1d+Ag9UhDv+hI3LVwJO5pRob8zumCI3E3Rcd7c9paEgSkXOJulg9cc7lQGLwkcWc7d4Zn4ECwUvT2eAZ67gknAAA8g6yisItgcnNNtyty91gMQjAY9xx2Je7yYgTbuTOYvDy4+/QBRVHWE1KB/L1THPnRieKePjgSdwBATJK4MxYS95ATxT1z0IzHfuSRR2r6rlGjRmHjxo3guMTB/7xeLy6//HK88YYYf2P58uX4888/ccUVVyQ89qSTTkLfvn3Rv39/XH755XjvvfcQsAg0un79erAsi0MPPVTZNnDgQBQVFRnKHnTQQcrnnJwc5Ofna5j2559/Hocddhi6dOmC3NxcvPLKK9ixY0fC+jpwYA4bEnd9H5wyiTuxnaKaP61wJO4OEiHLDdHkJe4dox11QAY9+8DV18fdL4RCECQZJOXVBoWzMtDdffsi9/jjAQB0rpEVotxuCBExwnTOUUdp9nW743ZUTJuOXs8+g22XXgZwHLiGRtB+v637iQc5ijvFGiMM559+Ouq//lpbnk/hi9wWnWTWd8wO4iHGSRJ3xkri7kRxN8DlB+7ck7hcKhBuAqo3qddNISiKUvzRZUSj2iwWV111FQ455BDs2rULM2bMwJgxY9C3b9+E587Ly8Py5csxf/58zJkzB1OmTMF9992HJUuWoLCwsNl11kd+pygKvOSm8eGHH+KWW27Bk08+iVGjRiEvLw+PP/44Fi9e3OzrOXCQEG3G4LYnpVcL4eRBd+Ag5eiABnomsEzEtW0aYHw4DNrjAVdXB8rlAu33Q+B5CLEYuJrahMfKDDrt8Wr2USapdHo8+gjyzzgDFC0ObEy+1kBnioqw36+LIHAc+EDA4P9dPGECii69FBTLgsnNBVdXB76hHujWVXuhZkjc5SBxFGtsuj2eeBw9Hn0EQjSK0Nq12H7pZQT5KlivqNtFc4PAWJ9Q/GNKoJsMbqYKg2xdSWzNNGtp6BNSNDmRGXQXrZ1kepQgcWZR3LO1TdgERQHunNa5liAALp963SShN05/++03DBo0CAzDoEuXLti7d6+yb+PGjQaWe9iwYRgxYgReffVVvP/++3juuedsX5tlWYwdOxZjx47Fvffei8LCQsybNw/nnHOOptzgwYMRi8WwYsUKHHbYYQCATZs2ocYkcGg8LFy4EKNHj8a1116rbNu8eXNS53DgQIO4XZ1VH5wCH/TWlLhbzluIa7ZZl58kg97Rx6ZmI8sXOUzflebEl0gdhDi2RmuhAxroMjJF4p4Y1e+8i/KpU1F44QWo/WgmKK8X/b/8EntuuQXBlSsTXy4UghCSGXSdgW7CoPsPP1wxzgGAzss3rT/FMJbB2eRGTefng6urA1efmkBxsg+62cICRVEAy4JiWdA+adKsPGpS4p5piCNxT9QBZavUJ57EPX0XzbhzyT7ojI5B98Zj0LO1TWQ8kn/uO3bswM0334yrr74ay5cvx7PPPosnn3wSgBil/bnnnsOoUaPAcRz+85//mOYmv+qqqzB58mTk5OTg7LPPtnXdr776Clu2bMGxxx6LoqIizJ49GzzPY/DgwYayQ4YMwdixYzFp0iS8+OKLcLlc+Pe//w2fz5fQ153EoEGD8Pbbb+O7775DaWkp3nnnHSxZsgSlpaW2z+HAgRZtJXFvTdhZ7G1jibvdIHHO2OTALtpQ4i7EYth00smgPR70/2Z2UuNcKtGBfdAzBYnrU/7f/wI8j9oPPgR4HkIggIbvvrNlnAMigy4HidPnPafcxgmfq6RE853J0/mYJ/Fy0Dkik8Wb+jfqVqDt+KBLUdwpV4K1JUZkGE2DxGWcD7rdMjYUBh0BafNBTwNa7IMuNmCXPoq7GYPekdtEO8X48eMRDAZx+OGH47rrrsONN96ISZMmAQCefPJJ9O7dG8cccwwuueQS3HLLLfCbuAldfPHFYFkWF198Mby6BVgrFBYW4rPPPsOYMWMwdOhQvPTSS/jggw9wwAEHmJZ/++230a1bNxx77LE4++yzMXHiROTl5dm+HgBcffXVOOecc3DhhRfiiCOOQFVVlYZNd+AgLUhL/24yX0l3oCu9VL8l10w14kncnSBxLUem/M5pQ7MDOKS0FjKiZWWI7d2LyLZtpimqWwsdkEFvnxJ3PRp+nGf/aqEQouVioJ5EDLpZQDg9g57Mk6Ol6/FBEwM9rkEeP0gcEshOKMlAN02z1qLOjoK9Fe0kEC/NWgKJe0M4iuTiRrcXxJO4p8m3LwMl7lGJQWcNUdxNGHRH4t6uMH/+fOXziy++aNjfo0cPfPfdd5pttbW1hnL79u1DKBTClVdeafvaRx99tOb68eoGACUlJZg9e7byfdeuXaioqMDAgep4ofeX19fX4/FgxowZmDFjhqbM1KlTlc9yjncHDmzBTpq1rJG4xzmurdOsxZW4t1ZdshlZ/hAzTeJOZsbiTVm+VoGztNUWSEFnGly6LKnrVUuRfmldkDhaZ6D7Dz/CcHhLGHTKJxroqVqFUv1CjMy/BrTEoGe5xP206T/jy1WtFBCrNWEqcU/7RTPuXJxVHnTTKO7ypTO1nTtIJaLRKMrKynD33XfjyCOP1ERZTzXmzZuHL7/8Elu3bsWiRYtw0UUXoV+/fnFzpztwkH44EndtmVaGI3F3kC60pcSdyKIi2Mioki50PAM946QiievDdu2asIztq+mj7BIGuqtvH3S54XrDMXS+uQ+6HdA+UZLJm6ZZi7PibPFY1CjuCRh0yYBBqiXuqcxFbkviTr6i5hL32z/9o2X1aG9IucQ9tafTnjtVDLq5D/q+xjBW76qTL9aiazloX1i4cCFKSkqwZMkSvPTSS5p9CxYsQG5uruW/ZBGNRnHnnXfigAMOwNlnn40uXbpg/vz5pj7xDhxkFtpK4m5Xup4NEncnD3pakSm/c9qQWRJ3gWDQ29JAdyTubYLkJO5s9+6IEblkE4EpKgJnEWE3sm27dgPReZbOnAmmoMB4Pn0guCQkH7LEXQgGEa2oAKJRuHr2lK6tN3YT+1jHCxKnvbCOQU+ZxJ1ES88Tpy3alLhTALhUppLLGLSFxD2Fp1TOlRofdJbWS9wZ5fMZz/2CbY+c7kjcOxiOP/54U1k5AIwYMQIrbcYosYNx48Zh3LhxKTufAwcpgR2Ju2G8byWJu23YlbibLQC09XzWieLeOshyAz3DJO5CRE1nKuhSm/KRCCKbN8MzZEjag8d1QAO9/cHMaI4HOjfX0kDX+6Br9ukCyCnn0xvoyUjc/WI0dT4YxKZjjwMA7Ld0CZhmsDgA1DRrCYLEyQy6eZC4lqCVO0obHQDvyMayFvLii1Hi7rASDqzh8/k0/uEOHHRYtBWDm/LJewYbaU4edAdZBCEaUb/oGPRd11+Ppp9+Rsl//4vCc89BOtHxZnlKX5EpadZsdF5JSiwolkX3++9H/hlnGIzrrjf/y7IuZinXAJEF73zddeohSdSF9ooGOpmrPbprl3xFsta25ONKFPdEuQllxtHUBz3TJO5xfNAtVQUygy5kJ4MeL81a2qK4p4FCb2FVrYPEMZrv//nkD3CkWsSBAwcOsh52/FTT4YOun68gjRJ3i3FPI3FvYx/0ePdK1tsZm5qHrJe4m8CWD3qaGPRwWP2ss7+afvoZAFD91ltpuTaJjmegy2hHHYWQZBRBimVRdOEF6Pn4Y0qaMwDo98kncPftqz+7ehxt3Ry6XD+ZOCQZH3SRsY9VVamHR2NWxRPCdhR3eb+sbCcl7pmGeBL3BB0zBQHZaJ/Hl7in65LpiOLeMsQ4Kc2azgddz6B/tHQntlU1yRdPybUdJAvnuTtw0Kqw08+mQ+LemrBjjLS1xD1ukDiT8g4cJISdDA3pAU8Y6JqI7mQNWsE3vQMa6Bm2EmVnZcyigViCMF4FTj3W1bOHsWxzOvakorhLDHq1aqDzTY3SzvT5oGsWG/TVbVETSGX7STJIXCrZ+3aN9iQdbKkPuth4GZ3EXc+oA0BdsPkLXw4cOHCQlUiHxJ1S/iM2xAl6m/hkNorp76Mlfu8pRrwgcZlSx3aNLH+GzZ3PpssHPaxK3C0NccdATwPaWhIEJC1xbw6DLoOr3Kd8ZouKTKrSjOeQVJA40UCP7VMNdK6hQfrUDIm73TRrjCoBFm8xWyXuWYqskbi30EC3kLgDwP1/P0DzPRxrJaWBAwcOHGQEMkXiTpn09R1d4m4SUM8Zm5qHrJ3oyYgXw8AE6Za4RwiJe8zcEHcY9HQiU6K42ynNmTNj3gMOMN1u5p9tSJXWvKpIxyQhcZeCxJESd76+wap4XETLyhBcJuZ/TxgkjjDQIVBZLXHPTjgSd0CN4u6ije1gwuh+mu/1ITnaaLa2CQcOHDgg0Kwo7i26YArPZfeSjsTdQUdE20ncNT7osah5IcdATwcybCnKzuDBmTPWheefb7rdN3y4enpJYl547rmmZY0+6dZge5QAAPyjjrR9jBw1nowqzzXUSzuTk7hvu+hidW+iIHEGBp08dUvaQGIZfvPOZVXESuLewku3azgSdzM0htsuX6cDBw4cZCbS0L/bSbPmSNzlnR3cJS8VyPLnl2ESdz5iHcVdhsOgpwNtLQkCtBajjQambwhFl1yMntOmofCC89Hl5pvR5V//Qpebb0bpF7PQefJkdJmsRlzv++476Hzddejyr5tMz5138knoesu/0eftxBEJ+779Djpfey16PPJIwrIyaJ9f/EDI4vkGyQc9SYl7rKxM3Z0oSBzJoPNAyiTumotkgsQ9S1ekHYk7AFXi7jKRuOuhrONlqlIk25HkY7/iiitAURQoioLL5UJpaSluu+02hEIhpcxPP/2EMWPGoLi4GH6/H4MGDcKECRMQkSYQ8+fPB0VRqK2tTXi9UCiEK664AsOGDQPLsjjrrLPill+4cCFYlsUhhxyS3I05cNBqsCGD1ffBLZK4yx/sSNxtwpG4O0iErF/gyDCJO+mDbiVx59NvoDt50NsDDAb6JfBIOW47T5qo2ecdPFjz3XfAAfBZSOEBgKIodLrqKlvVcPfqiS43XG+rrAw5ijsJhUFvARIFidMy6Cl8ieN0lDwv4M1F23BY3yIc3Lsw7ddzkP2ISlY3yzjtIBtxyimnYMaMGYhGo1i2bBkmTJgAiqLw6KOPYu3atTjllFNw/fXX45lnnoHP58PGjRvx6aefgmvG6j3HcfD5fLjhhhvw6aefxi1bW1uL8ePH48QTT0R5eXlzb8+Bg7ZHW+VBb1dKrxbCtsTdgYPMBylxh4WLMSwM91SiAxrombCSl6QPum6lhvJ4UlmZtEKWuJNQfNCTkLirgeUkJGLQKUrMhc7zRJo18lrNhXUdP1+xGw98tRYAsO2R0+2fy9QH3ax4CgPUZTzi+aCnaeKTFh/0ltVVznHPWkjcn7tkOG75eBVCUR4C2phNcZA0PB4PunfvDgDo3bs3xo4di++//x6PPvoo5syZg+7du+Oxxx5Tyg8YMACnnHJKs66Vk5ODF198EYDIjsdj3a+55hpccsklYBgGs2bNatb1HDhIO+z4oNvebuuC4p9UStwTlbOMR5MJzLRNlpOipKLO2NQ8ZPl8z/QdaO34EsTZI+Z50Mmg2skG724OOqCBLiNDJO52oFupodztx0BXJO4EuMbkg8RF9+zRfI8XxT3CRbCncY/IovM8MTCk9zdfsq26mUfGkbh31CBx8STu6btoxp0rqhjo5izQ3w7qgVMO6I4znlsIVMqXztI2YROCICAYC7bOxWJBgBMHc58gtGga9eeff2LRokXoK8UF6d69O/bu3Yuff/4Zxx57bAoqaw8zZszAli1b8O677+Khhx5qtes6cJA8Wlvinql9axtL3O0aWBn7/BxkHGxJ3NMDPmwRxT1KBIxLNv11M9DxDPSMYh7t1UW/UkN73OmoTFpgJnFXo7jb90GP7tYZ6BZR3KNcFOf/73xsqduCj2gaFACB156rbtleRMteReeJE03PERdx6tgQSvKFtdMWNfK8VAaoa8dImw96GpDg3IIgoOrll+Hq3RsFpxtVFzELiXtwzRrUffEFulx3HdiCAhTnuCBUGg7vkAjGgjji/SNa/bqLL1oEf6L0jzp89dVXyM3NRSwWQzgcBk3TeO655wAA559/Pr777jscd9xx6N69O4488kiceOKJGD9+PPKtsnK0EBs3bsTtt9+OBQsWgE0UiNOBg/aAtEjc7figp3qc0t1HS/zeU414QeIMagMHSSNTfue0obn3ly4GXTXEhWgEFU9Pg++Qg+EfMULd7jDo6UBbS4KApOUZupWa9iRxp6Uo8iQUBj0JiXusvEzz3SpI3FdbvsKWui0AAIGWzqJI3MXnvufD1QBWI/e44+Ddbz/7N2Ool7aOapor0fCiEv6+8STuJhJpk8WBbO+2RWSvxD3w+xJUTpsOAKYGOmfBoG879zwAAN/YhB4P/xdFfrcjcW9zJP/cTzjhBLz44otoamrC008/DZZlca6UcYNhGMyYMQMPPfQQ5s2bh8WLF+Phhx/Go48+it9//x0lJSUprT3Hcbjkkktw//33Y7+k+0UHDtoAtiTu+j44wyTuyvEW9cpoibuMeAx6BgSza/fI8plepkncCQa9/quvUf/11wCAQQt+VstELdKvpRAd0ECX0X4k7vqVGsrdfhh0ysRAF5oCSZ8nVq2Vj1sZ6DsbdqrXkYwagZC4k3FL+Lq6pOsRD/UEgx6K8vC5mTilSTgSdwM6iMQ9vHGj5vvu2iDeX7wdE4/pj0K/O2GQuPC6dQCA4hyiT8jSJmEXPtaHxZcsbp2LRZqA6s3idRmjWigRcnJyMFAK+PnGG2/g4IMPxuuvv44rr7xSKdOzZ09cfvnluPzyy/Hggw9iv/32w0svvYT7778/NfcgoaGhAUuXLsWKFSswefJkAADP8xAEASzLYs6cORgzZkxKr+nAQcvQESTudhZ7M1DibhYkrs0XEjoG5u6Yi401G3H1QVfbIIoS46VVLwEArjn4mhafyzba0kQjDPTwpk3KZ1L6jlgMfCQCOo32WIcy0BsX/IK6+TS6H0zBrumUXtiUuOuiCGpSiGU4aJMgcVygSfpkX+LOVddovgsW/h+N0Ua1jBxYi4jiLnAtDLQWp451ATU1Q0M4mthAT1rirtmR+NhsRRZJ3GOVWl36UY/MAwBEOQF3njZUyYPusjDQBWkUK/S7O7pdroCiKPhdxtgXaQHPA4xHvnCLTkXTNO68807cfPPNuOSSS+AzWdwsKipCSUkJmpqaTM7QMuTn52P16tWabS+88ALmzZuHTz75BKWlpSm/pgMH6Uc6+vcUS9wpKrHxapC4I3Okz6YSd3mfI3FvMZL8nW/68SYAwJElR+KQroe06NJ7G/fi+ZXPAwAmHDABPtY4LrUcmSNxj+zYgbovvlC+8wGVUBSIFKgAwDc1mRro0d27Uf74E3Cdf16L6tKhDPSdEycCoEEL+ShpTxJ3rv2mqzCL4q4w6MlEca/RMuhsly6m12uMqAY6zxAMuiRz57lUvtDac5XVqy9vQyiGrnk2j2+RxF2QituR1LcndIwo7qSBXl6ttt29dWJbkvOgMxZB4mQU+V3EtRxTvb3i/PPPx6233ornn38eeXl5WLlyJc4++2wMGDAAoVAIb7/9NtasWYNnn322Wedfu3YtIpEIqqur0dDQgJUrVwIADjnkENA0jQMPPFBTvmvXrvB6vYbtDhxkBOxI3A3jYitJ3JNCnGMzWuIeb5xzJO6pg/22VRdWlaGc0PJUYFvrtqrnS1fu72Qk7mRbT8Oct/yRRzXfeWIxnDTWAYCrrQVbVGQ4x+5bb0Nw+XI0fvtti+rSoQx0GZGG9nXbQjNy3mYKKJoG5fVqVp74QAACzyc1nMUkBr3Lv29G3oljwRQUmJZriKoR4gWTMYGPqVfVyFVsw7zWMY5HKKoupDQmGzDO8nL2nlKE4+Fh24+ywoGI3Vt2IVf6vHxzhbK9R4G4sBWT3Fus0qzJ8LkYtN9lPAcyWJbF5MmT8dhjj+Hzzz/HL7/8gmuuuQZ79uxBbm4uDjjgAMyaNQvHHXdcs85/2mmnYfv27cr34cOHA9Cmj3HgoLWwvno9aIrGoKJB6btIW+VBT7nxkMEL8E4e9IzBjvodymcXnVzQUtPzNajnS4XBn+mIlZdrvpNGud7VNrpnDzwmyrLgqlXihxbabu3LUk0ReD5OQI7WQLJMYDs20AExUBynk4YIwSCopCTu4ovhHbo/PP2tpZYkgy5L3AXl9xY0BrrQHAPdoo6BqPY3agzbMNDjriqbtRHjZ3lLOJZlBrrGB133IW0S9zT4oCeoa9nW3RgofS6vUheXwjEeG8sbEI6JkxwXE3+S6XUxaGpzNsVBMnjzzTdNt99+++24/fbbAQBHHXVU3HMcf/zxSRnX27Zts10WAO677z7cd999SR3jwIEdBGNBnPc/UQK67LJlcDPN8eW0k4opHT7oZhJ3feFkJe6WF1XL6I9pa2Y63lzWLIq7vM0Zo5JDEnOe7Q3qAmyMbzlRtL1ePV/6DPQ47Sfu9tTMBWM1Ndj9r5tRcOaZYEu6A2vWqJcjbJdd1/xTc5w+/bOCFNlsHdJAFzgb/j7prUFypYkf29WnT6or0yLwAo+9TXvRM7enZRnK5wW0LuTgmpqQzLo2VyOegCkqjFuO9EHnFR90KFHcSR90vT9JSxAIa1/IpFOu6RE3v6gKWeIeiWXbanU8iXu6LpkOiXt85EXU1dnp364FvGL6rDcXbcObi7Yp+5gEDLqHpaEKsZzJT+vBedYOHDQHTVG1x6qP1KOzr3PyJ2kriXtrIm2uXalAvHlKPOLB6TfThZ31aqDkVBjU2+q3qedLl8TdFFZtJPVtp/qNGQj89hsCv/0G98hDbR9naaCnCG2k/WlbZIxKw7YPuljhfh9+gP5ffpGgcOviwd8exCmfnoLPNn5mWYb2mkRyDwR0hLC1D7ogCIjV1gIA2OLiuPVpiKgsJE/LxxOydlLiHmqpxJ1g0CNag9wWg25nwCXleXEUBuGsM9DjoT1JB+Of282rqTpcnHWbsQoSJ8PrYpwpTwfHqaeeitzcXNN/Dz/8cFtXz4EDDcjJfjAaTOOV0tC/x/MHtywT94Q2iuin6xkUfC1eHnQgc4LZtVvYf357mlSjMRUM+t7GvcrntDHozW0fKWpXXH298rmhfLft42ImBnoqXZJbxUDnOA733HMPSktL4fP5MGDAADz44IMaaZ4gCJgyZQpKSkrg8/kwduxYbNSlILKDfS+9lLCM0M4k7vIPzpb0MI2K3pb4ZMMnAIDnVzxvWcY0F3pTEwzGroUByjc0AFLOQSaBga5l0MW/ZJo1MkgcHwhg+4QrsGHUaNT976u45zUFKXGP6CTuIWOOxN21QTSQ28n7NTABdiXuWcqgx0uzlnL7vG0k7hwvwMMRBnqcwZRNIHH3uGg1D7ojH2wjtO1zf+2117By5UrTf9dc04rpcRw4sIEIr2Y9IcftlCGtadbMJO4tGJjiHmtH4o626ffjzmUdiXvKkETbqg3XKp9TYVCXB1Sf7MyTuKcGpF3F7t0HANhhQ9AT2W005vWZeVpUr5SdKQ4effRRvPjii3juuefw119/4dFHH8Vjjz2miUT72GOP4ZlnnsFLL72ExYsXIycnB+PGjUMoSRly1auvJSzDtyOJuyAICoNOJZiktyXiRRCnfGrjZ6SIh0LAfi708IYN4rGdO4P2eCzLCYKg8UFXbHEeqsSdYNDDmzchsHgxuJoaNMz5zl5lLG4zGI0vcd9VE8BRj8zD3579xary5t8tnqt+WNQz+O0f2S9xD0Y5uO0a6Akk7l4XGX/Amfx0RPTs2RMDBw40/VecYGHTgYPWRpTo+5ptoNuSuOvnTa0lcU/RSrJdQqctc7TbDhLnSNzTjfqwyga3VJLeFG3SvJvZKnHnCTuTkebytbnW71vO6NEAzCXunC6QXEvQKhbfokWLcOaZZ+L0009Hv379cN555+Hkk0/G77//DkA0rKZNm4a7774bZ555Jg466CC8/fbb2LNnD2bNmpX09RIFzRFSmmqrBbCzKsYTnVwG5z+PZ6DTPjUnsZwejQ8ETBhzC/n40qUAAP+IEXHrEIwFNSt8iSTuZG51IWrXwDWvY5NO0t6oM5i/XyuuQm6vIhcm7MjaLGTtuue9qyadEsFMQ/uVuPO8gBU7ahCMcGhqCoElJjHulhjoLKMy6A4cOHCQ4dAw6JE0MOjphJ00aymXuNuQ1bcVTA10C7WBg2bA/vOrj6gGekxoGXFDsudAFkvca2oM22pzzMsO/HEeSqZOBQDEyisgxLTPmE9hbKtWMdBHjx6NuXPnYoPEhK5atQq//PILTj31VADA1q1bUVZWhrFjxyrHFBQU4IgjjsCvv/5qes5wOIz6+nrNPxmJ2Nl2JXEn/BmoDDbQ6ThNSZGPuFxgCgsBADuvvgZ7PlxDlNJLxtSPgSX2DHT9KryyDmMhceeqqpTPzfIbIeob1Encw0TKNUEQsKlCrZsiR9d0LslK3LXltu1rMtnXjhFX4p7iwb4VJe6fLNuFs19YhEnvLEWgUdtPsXFWpxNJ3L0umgh277ATbQLnsTtwYBsRLhUSdxtR3DuKxD3jAtg5EveUIYm2ReZBb6kPenmTzkBPG4PeXIl7igx0Hevd5AHCFhnqXCUlYLt0BuVyARxnTMsWTB1Z1ioG+u23346LLroIQ4YMgcvlwvDhw3HTTTfh0ksvBQCUlZUBALp166Y5rlu3bso+PaZOnYqCggLlX+/evZV9sZpaQ3nSAMsYBt0GNIYjnbkGelwG3e+T/vpB+1U2vW75XlupMsNbtgAAfAceoNke4SLgiRPoV+E5WnyRNbYewaDHiFUzIWb0GTeFxX3qfdDDMfX7279ux3uL1VySdUGb14pzPX3Xta0qywz0LMW7i7cDABZs3Idgg9ZAtytxN1tM0krcHThw4CCzQRroZET3lKOt8qCnHBk8b3XyoGcMSAa9pQZ1qzHobYyYjkFfOohSFLhmoGgabI8SAEY/dKG9GegzZ87Ee++9h/fffx/Lly/HW2+9hSeeeAJvvfVWs895xx13oK6uTvm3cyeRWqBGuxrCNzVBiEQ02wQ+A3zQbayKCZzayVEZnOeaijN4UFIUdzrHDzpHqxuJBRn5BIYzAoAQjSorVK6eaiq3QDSAcZ+Owz++/QcAYEvtFty+4HbNGThKfM58lFZ80K0YdLRQ4q7Pgx4iGPTpc8Vgh55YGLTAo7Y+YGiPlj7o0K3S664tB4nbmm0MuqkPuvzduq0JgoCnlz2ND9Z9ACEaRWTX7oQuL3wkhmgTndo+waKusiFN8xyCdfWaffGDxBEGur7tQI7iLpaZ/eeepHJjO3DgwEFrIyVB4uz4oBvGixT4oLemxN0yHk0KlQHNRhwGPa7E3RmfkoO9thSKhRDm1OxELTWo9wX3ab63rsTdhg96gndMiMVsSc5lBr3kw3dx+b8ZPH8GAy6Bdezq0QMAENm6TSNz54Opk7i3Sh70W2+9VWHRAWDYsGHYvn07pk6digkTJqB79+4AgPLycpSUlCjHlZeX45BDDjE9p8fjgcciYBgpV6iZORNlU+5Ftzvv1JQRQqG2W49MpiMlUi9RdOauBMdl0CWJu55BB4BoEwNXjvVLHy0vB3gelNsNplMnZfvKipXYF9yHfcF94AUel39zuWblEFAl7nt+K0JuMAgGAviY+gw5KXUbAIMfSbII6nzOQ4TBPrQkDyvX7sKM7x/Gtvzu2D3nYfCd8rDfrPfJZHK6MyYIEqcLaL6zOst80ONJ3ONgU+0mvPHnG4Ag4Ig7ZiL81zoUnHcuejz0kPllYjFsueo/iO7pjk4H8+iagqrHq6vPxQCCgKd/fhb+L3dp9rks3CxOGNwFbkLibmage1h1/+aKRuyuDaJXkd9QzkGK4SyEOHDQLGiCxDXbB72tJO6tCbsukW0ocbdrYDkS97SClLcDLZe4h2JaY7NVg8SlIIr7tgsuRHjrVuz3ywIDOaicjufB1YnPrS6fQdgttmW7BnrZvfei7ssv0e+9dwEAfFBURrp69QK2b7ddVzO0isUXCARA64xLhmHASwHQSktL0b17d8ydO1fZX19fj8WLF2PUqFFJXy9GBP8qm3IvAKBclwfWflCwdMIGg04GiWNbZT2lWaDjyMgoWeKek4PI0cM1hnY0IKsCTHy6AER3i1ESXSUlmgUKF6M6iDREGgzGOaAy6AAQXCe+KFbuDbYNdItAbU1hseNyS4YSmZec54GBdbuQFw1iWNVWdAvWgt+1E3yjDdZb81ytg8RlXxT3OIizGNQQaQAAeKJA+K91AIDAb4sty3O1tYjuqQAABCvTMGnQ1dXnYtCnoRz71e4yFDVj0JfePRYz/nG4ZgFMY6BLrD/JoAPO/Kc9QBAETJo0CcXFxaAoCitXrmzrKmUE7rvvPsuFeT2uuOIKnHXWWS2+JkVRzQpI66D5SHuaNQXpoGJMYuYkYrjjns5OkDjdHKulfu+pRLw86Aa1gYOkYfN3NpBULWS8DQZ6a6ZZS8FxobVrIQSDCKxYaVmGDwSVYNwNbvX+SAO9x+OPw923L3q/+oqyTTbQASC4bJmiWhQkxt477EAwBfm278QMrWLxnXHGGfjvf/+LPn364IADDsCKFSvw1FNP4f/+7/8AiIPjTTfdhIceegiDBg1CaWkp7rnnHvTo0aNZg29k8yZwjY1gcnMtywht6h+TRLCrWDth0OO8KLQkcQ+yAi4sm4L979gfTy88FnWff45okyxxpyAIQLRRYtR5IFZerqQxIOXtABDl1dV3Mu8jABR6ClEbrgVLGK2M3wsIdQjVmjd52a+XD4XA1dXD1c0Ol0oEiZMY82K/G2X1IQ2D3hSJaaJ1y+CDIShOC0lK3NW94idSUp8diJdmzbqt1YTFxbkBe40WamTXbrh6aBd6UhnQQwPd7ykIAqK7dwOCgGFVW0wPOaJXLrYW+zRqiDyvsb2SBrr8mSF81CkI2FzZiK37mnBk/07KopGDdCO5VZFvv/0Wb775JubPn4/+/fujc2cbiVcdaDB9+nTHnaOdIiU+6LbSrLWRxD0pNFfiThnLtSrssPsUsdtJs9Y82Gtbega9pYx3iGslAz0NEndyXBCiWtVhtKwMbHExKLcbQli9xzBDBHcmTp1z1GgUnPE3zTn0Nklk2zZ4SksViTvt96N01iyAiI+WLFpl5vbss8/ivPPOw7XXXouhQ4filltuwdVXX40HH3xQKXPbbbfh+uuvx6RJkzBy5Eg0Njbi22+/hZdIIG8XVa+9js3jTolfiG9DgyaJjlRh0DOYPQcSBYkTpbZlqAUArK1aq6w+KQY6gJrZv2LzV91QsTIf+5Zz2HTc8aj58AMAgKtnD805g1HViKkJaQM8dPKKDL03QETAdzEIbKpAsNIij7oUJG77pZdh03HHIbJjh3k5i45SZrCLctwAtBL3xlAMOVGjIcg3kUHCkpO4q7URy4VjXHZNVJspca8OVeOwjTzue59QMIRCqP18FjaPHYuy+x/QlNcY6Cl9fNqTVb38CjaPPQnDf/oM+1dtMz3ikkNL8PqEkcp3N0vDYxJ3gjcx0ElQEHDFjCUY/8bvuPx1a/WAg7bF5s2bUVJSgtGjR6N79+5g09DHR0zaRyoQjSYR6DKNKCgoQKGUGcRB+4ImintaJO7SXz2721oS95Sx2+1U4m5GgikS9/RVqSOjLqKTuLcwzZqeQedbk9hsocRdIMYoUiEb+usvbDr+BGy/fLy4T2K8KbcbYYL4o4lbpU3cqUkGHQC2nHoaGhcsUCTutM8PJr9lDHqrGOh5eXmYNm0atm/fjmAwiM2bN+Ohhx6C2+1WylAUhQceeABlZWUIhUL44YcfsN9++zX7mlxVVfzgABlhzNhn0DOZPQfiM+i5JxwP/4gR2HJMf2WbnA89Fpbvi0L5W7MBANXrcxHYIzHDq/4AYHwZmmLqintZQBvpv7NPZKL8QWI1jOcRqbSeBMguD6E1Yuq3+tmzzQtapYKTorgX54jSe5nR5nkBDeEYcqPGtmiLvbWQuMtyZrk6vABEuUxo062AOBOf6mA1zvxVO4gIgQAqn34aAFD70UfafUQfkZYuQapr5bRpAIBjF36OwrB5OxQiUY0veb4Jey6XUz8TxrrJO7h4a7Vhm4O2xxVXXIHrr78eO3bsAEVR6NevH3iex9SpU1FaWgqfz4eDDz4Yn3zyiXIMx3G48sorlf2DBw/G9OnTDec966yz8N///hc9evTA4MGDE9Zl7969OP300+Hz+VBaWor3338f/fr1wzSpzQLi+Pziiy/i73//O3JycvDf//4XAPDFF1/g0EMPhdfrRf/+/XH//fcjRkyGamtrcdVVV6FLly7Iz8/HmDFjsGrVKs31H3nkEXTr1g15eXm48sorEUoij6xe4n788cfjhhtuwG233Ybi4mJ0794d9913n+aYjRs34thjj4XX68X++++P77//3nDenTt34oILLkBhYSGKi4tx5plnYtu2bQCAdevWwe/34/3331fKz5w5Ez6fD2vXrrVd944OUgXX/iTuMLq7ORJ3LRyJe+pgV+Ie1krcW+qDTgacS8X5Uo84DDq5OE0Y63VffAkACErjEB8W75HyejX3yxLTSMqEKHb16GnYtu/llyHIDLoveXJZj8ymZVsIfW47DdqSQZdhJ4p7O2HQ4/mgu3v1wqf/Go4Zf85QtjHFRQAALqRK3EFE0Q7s0f4+egM9EFXZ5401GzX7in3FAAB/kLC4OF4bWU2vKI/FNAw019BgeT8qSB90seMq9EsMeozDc/M24tUFW1EXjMJvxqAHSPY2scS9JhhFkbxb2u53MYDUp4RjXBbJmZsnca8OVcOTo/2B+VAIdF6eaXntb9C8mpoiTl3dvDn7KEQimt+vU4652oMceGIVFeBqa8EUFqqLNkRZmhKlXvEULtkGQRBSmuokLsJBQBqQKcFsicQc06dPx4ABA/DKK69gyZIlYBgGU6dOxbvvvouXXnoJgwYNws8//4zLLrsMXbp0wXHHHQee59GrVy98/PHH6NSpExYtWoRJkyahpKQEF1xwgXLuuXPnIj8/39TwNMP48eOxb98+zJ8/Hy6XCzfffDMqKioM5e677z488sgjmDZtGliWxYIFCzB+/Hg888wzOOaYY7B582ZMmjQJAHDvvWLsl/PPPx8+nw/ffPMNCgoK8PLLL+PEE0/Ehg0bUFxcjJkzZ+K+++7D888/j6OPPhrvvPMOnnnmGfTv399wfbt46623cPPNN2Px4sX49ddfccUVV+Coo47CSSedBJ7ncc4556Bbt25YvHgx6urqcNNNN2mOj0ajGDduHEaNGoUFCxaAZVk89NBDOOWUU/DHH39gyJAheOKJJ3Dttdfi6KOPBk3TuOaaa/Doo49i//33b3a9OxpIBj0QC8QpGQeOxN1YrlURb0w2i+LuSNzTiXbrg54OiTtJXhAGOuXS2lIySUN7PBoDnSFulWKMSkZTN9ioGjWe8vks62YXmW31tRD63HYk2o0cWPKNzkQGfe6OuYkLSSCNcwBgi0UjWmXQddD9PHp/D3JA31C9QbNPlrhrziwIym9Oe13gdbnIhVgMQlh9Ofl6KwPd2CEIgoCVO2sBAPuX5OPrP/ZiS2UTnpij1suUQQ/YmJQQHdCP6ytxjm63h6UVAz0U5ZHX8kW7do3qUDX8+mCdPG8ZBJAPtX70ezdnbaCTkvbiHLd5OZ0/1dYLL8TA774zLcsLYnwEvzuru3oNhGAQ6w89rNWvO/j3X0G57L2ABQUFyMvLA8Mw6N69O8LhMB5++GH88MMPSmDU/v3745dffsHLL7+M4447Di6XC/fff79yjtLSUvz666+YOXOmxkDPycnBa6+9plGoWWHdunX44YcfsGTJEowYMQIA8Nprr2HQoEGGspdccgn+8Y9/KN//7//+D7fffjsmTJig1PfBBx/EbbfdhnvvvRe//PILfv/9d1RUVCgZV5544gnMmjULn3zyCSZNmoRp06bhyiuvxJVXXgkAeOihh/DDDz8kxaLrcdBBBykLBIMGDcJzzz2HuXPn4qSTTsIPP/yAdevW4bvvvkMPadH34Ycfxqmnnqoc/9FHH4Hnebz22mvKwtaMGTNQWFiI+fPn4+STT8a1116L2bNn47LLLoPb7cbIkSNx/fXXN7vOHRFkkDhywT3laKs86ClfFM3gRVYnD3pGIN0+6K0qcW8hSANdk/pMR3ZaMehMglulXC7DNiEWUyXuXsdAjwuu2tpAb1OJuw0mUCkqG+gmKzhtiYZIA2768SblO0VRiHJRTXT1eKAKCwAAHCFxjweDxJ0IKrOpdpNmXydfJ+gh8CqD7ivthOCuAPh6dbVR4GLgCdacTMGmrbgxaNvGikaU14fhYWkcPbAzHv9uveEwUx90kr218kG3SMQmf3YxFDwsjXCMRzjWiikw0o14PujxJO6hahSbEM+CxYRfw7SmtE+wrqsnjoFOMuj5PiuJuy7gyfYd5BWVuAQyGkOxDmWgt0ds2rQJgUAAJ510kmZ7JBLB8OHDle/PP/883njjDezYsQPBYBCRSMQQ8XzYsGG2jHMAWL9+PViWxaGHHqpsGzhwIIqKigxlZQNexqpVq7Bw4UJF7g6IMvxQKIRAIIBVq1ahsbERnTpp+2PZzQ0A/vrrL1xzzTWa/aNGjcKPP/5oq/5mOOiggzTfS0pKFEXAX3/9hd69eyvGuXw9/X1t2rQJeTrVTSgUUuoNAG+88Qb2228/0DSNNWvWdCiVSiqgYdCbbaDbSLOWynzhVrm90ypxtxhLDNdsQx/0eHnQSbWBk2atebDZtxjSrKXYBz19Evc47SfudnsMOt+k2gsUYaDz4bBCzNFej6WBfs331+C5E58DS2vnUT0efQR7/nO7es1YzJG420VdvLQpXAZEcZfQ9PvvYIuL4Rk40FhSzo2cYQZ6MKY1ODfWbMQR7x+B+0bfh78P+HvC42P5YuA4PkpD4BIMZQwDtqtWTkIO6LsatSmrcl0m0fs5TpHQ0y4GpR/P1AYSjMY0svbo3r0J7wEAonv2YNPsXwF4cVjfIhT4tAsU/Wt3gxU45CRi0K06I13HrMiVpeIMJabYCsf4LIvkHk/iTuzhODT+9DN8hxwMpqgI1aFqsCbrFHw4bNwI7cpqau1zAcEqF6iNW+A9vJ9mlyWDHo2ADTZh9J7VWNJtCPK9alsKb94Mrroa/pEjTQPDkYog/bvUGI6lML975oPy+TB4+bLWuVi4AajeIl23+QNyY6Pog/v111+jp04tJLPPH374IW655RY8+eSTGDVqFPLy8vD4449j8WJtIMAci3yvLYX+vI2Njbj//vtxzjl6XQ/g9XrR2NiIkpISzJ8/37A/nYHdXDpmg6IoJaWrHTQ2NuKwww7De++9Z9jXRYqdAoiGfFNTE2iaxt69e1FSUtL8SndAtJ3EvZ3BLqHTlhJ32xJlR+KeThgk7hnMoEfLK6SYTwJ8+/UzMUZtSNzjQGOgBwIILF8BJi9XQ3Y2zJmjuD9SbmsDfeGehVhVuQqHddMq8wrOPBM173+g+LMLMUfibhv1X39tvTMTpBqUGO5/x3hRIjhk7RqjlD1DGXR98AhADPpy1y932TLQwzluxRc8FqHhijOIunr21Kx6AcYFAhKyP3zQDfikd1QgJO6gAFefPppjhFhMw6hbG+hav7MtfzsDpYEARh55JToffCK8LvV3ogUez88Xg5OtLe5rOJO9IHHa6zVFOOR6WMXfmJEYdEAbOT67Qfjlf/ghyh98CA2dfHj89gFoiDTAZbbIa0finsI5AxcBtn3fBfj+Ogz5c7VmXzwGveLWW3HP7wvw6YBjwR97o7Jvy+liio8Bc77T+FPJ4JsCpkHiAOCZuRvx+PkHw8VknptMOkBRFCgpc0TaQccA2TBvgSGw//77w+PxYMeOHTjuuONMyyxcuBCjR4/Gtddeq2wjGd3mYPDgwYjFYlixYgUOO0ycfGzatAk1cdzDZBx66KFYv349BposLMv7y8rKwLIs+vXrZ1pm6NChWLx4McaPH69s++2335K/EZsYOnQodu7cqTGo9dc79NBD8dFHH6Fr167It4jCW11djSuuuAJ33XUX9u7di0svvRTLly+HLwWTso4CMkhcIBbQxMpYXr4cMzfMxC0jblGCvjYfaTDQ7figJ9UfNCNIXIv93lMIU4m7hdrAQTOQHIMupxpuKeMtM+gUKAgQWszIk9h65pmKUtXVowQDj23GSWz6oEe2bsW+558HAHT6p6rY2nPrbeg08SrxVPogcbrpdDhmTvIIxMRRiEZTKnHPuhlbp4kTbZVrUx90ouOK7lLZ3/CGDcaiMtOfYQa6XvqS9PF8GIzkYyvK3I0vWr+PZ6LLTTei+5Qphn3x8qZ6GJFxuns88cxIBoWiQFEUer/8EvJOEVl0IRYD16BGkuXtBImjKIUFH7X3T3hdtCYKtyemdhD71ewEAGw59nT1Gk0WEncLCY8ACtWN4jnlHI2sxKADwD/fW4bGcKZF2WwmbErcG76bAwDIqwpiXfU6lAfK4SY61lACjwshTWnW+Khax5gu4JYVg85HImhasAAA8PetCxWJO2mQhzdtNmXQuZpqHDNIZve0NzJr5R688+v2pO/BgR2YOZ4kj7y8PNxyyy3417/+hbfeegubN2/G8uXL8eyzz+Ktt94CIPpTL126FN999x02bNiAe+65B0uWLGlR7YcMGYKxY8di0qRJ+P3337FixQpMmjQJPp8voWR7ypQpePvtt3H//fdjzZo1+Ouvv/Dhhx/i7rvvBgCMHTsWo0aNwllnnYU5c+Zg27ZtWLRoEe666y4sXboUAHDjjTfijTfewIwZM7Bhwwbce++9WCNl0kgHxo4di/322w8TJkzAqlWrsGDBAtx1112aMpdeeik6d+6MM888EwsWLMDWrVsxf/583HDDDdgljdfXXHMNevfujbvvvhtPPfUUOI7DLbfckrZ6ZyNIBp0XeA1bN+HbCfh6y9eYunhqgrPYkLgbYsS1lsQ9CcQ91OI+Ml3ibhZQz5G4Nw92Je5SmrVirxjjqcVB4qR3MsclqqdaysiTIN1Io3tMCLGWStyJeVNovep2qo8vFVi+AoBJkDgdh1sdtgg6Tqix+YYGVeLudwx0A3LHnIC8ceMSF2zTKO5EtHCisQSWLDUW5TIzzVpLDfRgLKga6CHjvVEs4Bs2DJ2vuQa5Rx9l2G8liRtUNAgn9T0JLtqFnV0o0F0kC43niSjx4kude9xx6Hb7fwBIDHoD4ZMeiUCIRhGrrETNBx+oPiwWHaU/FoLPxcDV1IDTty5CbiSAQ7upLygrKTaqDj4CHw86XqxS0ELiTn7WXa+qSepAZIk7rTLoO6uDmPHLVtP6tT/Yk7jD5L2QGfSPxvlRY+LtQCJdEneBSHkX3bNHs89nsQpNGt4MzysSd008BJ4zN9CrqzGkuyTVMpmoLd3upFvLdDz44IO45557MHXqVAwdOhSnnHIKvv76a5SWlgIArr76apxzzjm48MILccQRR6CqqkrDpjcXb7/9Nrp164Zjjz0WZ599NiZOnIi8vDx4TVLLkBg3bhy++uorzJkzByNHjsSRRx6Jp59+Gn37imohiqIwe/ZsHHvssfjHP/6B/fbbDxdddBG2b9+Obt26AQAuvPBC3HPPPbjttttw2GGHYfv27fjnP//Z4nuyAk3T+PzzzxEMBnH44Yfjqquu0vjQA4Df78fPP/+MPn364JxzzsHQoUOV9G/5+fl4++23MXv2bLzzzjtgWRY5OTl499138eqrr+Kbb75JW92zDWSQOEBkzfXY3bg7/klsSdz1Y0QKorjbQopYY+WS7UzibqpSdSTu6YTMoBd5xRgizWXQY1VVqH7vPVCNIoHhd0kuqa2qPE6hxJ0g3Gp0rkvyQjTl9SosOUMxBgO9Klhlfh1OXbTgamsVW8EsNVuyyDqJO+31wjt0CBosohoryIQVPIoCV6NOnEN//mkoojDoNtOs7WncgwgXQb+CfqmooSX0vinJIhgLIl820CO0SQCU+MebBZW5/fDbcenQSwEALtolSujkhVteIMZr9eSKdD4W0yyWAKLfyq7rb0Bw5UoE/1iNHlMf1lSMbEK50SC8bgZVd/wHk1ctxKHl67H1gqsMdRRy8xBgxReXbwoAiRhe0MoVBQE4+4VFuHBEb9wrS9wpSiOrb8gWBj0uiN+PNjYUl9RfciyNsMnzJaWUQpqiuAu8Wi+9gc5Ii25M587g9u1TtpMuFjQEDCkRDe4YEeySq62FYBIMMFZdbXiHvC5aiUvgBLDKPNx0002aFF8UReHGG2/EjTfeaFre4/FgxowZmDFDmxFj6lSVZXzzzTeTrkdJSQlmz56tfN+1axcqKio00nUrxdm4ceMwLs6CeF5eHp555hk888wzlmXuvPNO3HnnnZptjz76qK266+/XzN99li4WzX777YcFklJFhv7+unfvrigX9Bg/frxGkg8Ahx9+OCImC2cOrBHVKYmu+eEafH/e9+ie013ZJqvhWgZH4p5+OBL39MLe85N90FvKoO+cdDVCa9bgtCNceH2MyqBnXB70OO2KJ9PRVlZalovVivMrMkic3+XHlu5RjNyojgvVISsGnXjGgqC4x9L+HLRUb5BZtGwKwOTno/jyy9FFl9u06NJLUUykiGlTH3Si44oRudpNA1klwaALgoBxn47DGbPOQEPETh7v5sPKB1wf5TDe8ZTkEysIxoEmUX9uJnHPd6v+gnI0eUE24HjO9Dcnfdv1kdv5QADBlSsBAHWff244lg+pHUBONAgvyyCwcCEAYHTZGuRC25lRbjdivUsRYtzS+a2iuKufec1W8V4+WrpT+czS0Mjq871ZsuameRxxoribpNCRGXTOxSBq4hkiRCJKR5yuPOgaBn23OQvU95230eWmG9Fz+nQAQGDFSs3+0QNE30uO8AeO1dQgWiYOAGwPNSiVmLFCWgmWtuURQeac6VErIAPWfJuDefPm4csvv8TWrVuxaNEiXHTRRejXrx+OPbY5ToEOHNiDnkEHgJ0NOzXfExvodiTubRXFPQm02yjuRF2sdjoS95bDRtuKclFl3q8Y6M2UpIckN6OD14uLaDmsaKA/vexpTJozybC4lhZYEujJR3GP195ilSJJQnlUH/QcVw6+PJLCuyfQ+PdV4iTyjT/fwEVfXYQvNn2BK7+7UlH3CLpnLITDoFwueAaZx2ZJBlkym1fBFBaCzslB52uuRuPPPyO4XJRNdb9H9IurfX8G+LDEqLYxYkGg8smnlO9CLIrIrl2o/fRTFI8fD7aoCLXy6j+b2AedHPDKm8qR586LU7plMAsSBwA+xp7fRTAWVFi9fWtyES3SpkpLyKCbSNwLPAXKZ5aS/HcJBl35xUnWlTTQa7QrZGRqBrVe4rENezwIzvxW2TykZic833+sKerntZ2Y7+CDwXo9CLDipIMPNAEFiAteAMx/eUG5FTI1F2mUZSMiDQzqvl2P4lG1YAoL40rcORcDv0kz/WTVu/hq9nT8q2k0cpeovkmpnDPwnDWDLsPdpw86X3MN+HAYlNutYdNl1H4+CxWPPaZ856prEJPKFV18McIbN6L+y/9h34svgjm1D8g3niEG9aYOoaxwoMeCBQs0Ob71aGxsRDQaxZ133oktW7YgLy8Po0ePxnvvvWeIht4WyM219lH55ptvcMwxx7RibRykEmaTfFlKKyMlDHpb5UHv6MuimRCIuYOg+r33sNYjSrA7+zqji0+MR5MMg17z4YfgamsR3a3OV/YWi214xMomHLGWw9yDq/Fr+FfM2zkP4/qJyqmGefNE9S9FI/a34zF16yu4ZOglOLLkSMtrCRZBe1OF2s8+R9MvCxIXBMDXiW4BlNeDsOxzz+agjKXw5ZGUaFdIrgNrqtbg7oWiLfnSqpfw4FEPmmYE8x58EGiPB7DIHmQXWWegkyg8/3wEly8HTQzySpfZpp2HaAnsnq/LVRvjUD3jTdFHguPRaeJVqPv0M/GIYGJJOekXnm5Jq5UPuoe1N6AGY0HF2I3Uu1A5W5s7PFH9a8O1hm0yg75qZy1CUpAugZJ+c8IHnTw3yaDHdJGLNWnQ1CMAALt+7gRA629Y+uW7mu9+na+xf9SRcLM0Gt3iJCRWuQ+QSVALH3ROoBQVPBmlmxdkBp1ClOggcj3Z8kqb+6Bv+74LuMh6RJgH0fOpJzXKEkoQIFCUEiSOdzHIN/kJX1j8NJ74nIM3/JNW45BSBl39TA54ClwuJTMD7fHAd9BBCCzVxqCIlpVh7x13aLZx1dWKwe/u2RNclbioFN21C7te3YUhF6o+6AyxEFXZ2LKBwkH7xIgRI7BSUgFZIZFMvS0Rr+76dHQO2hfMGHS9hFZWwlnCjg+6MUpcwrolPGdrStzjBmKjTMq1Jsi6UdA8W9J3XnkWjg9682DdPoKrV6P8wYfQCQDuYHHGgDOU9ybK22O6Q2vXouy++w3bWQ4oaBRw2rsbAQBda3lMvZDBvqBIEvDhMHZde51Svvyrt/HjJUH8uPNHrJ6w2nA+GWZza4HXr6XZ8EE3eceiZWXYq3OZsgPa40WYEw1xWdIPACU5JYb88oAY2R4A8saORdWrr2r2+UeOTPr6ZsiW2bwpCs46ExRDw3vAAepGSupE2jJInNSRBsq0K7tCLAZO8kMN/P47Cs85W9mnjwRtBtJobmn0xkSwkrhTNleNA9EAAoizihZn0TvGx1Afrjdslw30M59fiJwBAmg3INDSsMHzplFdNRL3ap2BrmPQBcEqkZU58oj763bnHSg891y41tVgQ2FvAEBo/QZwQykwLgGWEndi88G9C4Ct8nZxh4uhNPnPWSZLVu0torhzEbFhBCRlDMmgu6NA2A14OBoAB8HFIM9kHckbAXLM7NUUTnA0BroJg057tAtZvpEjDAZ6488/G46L1agGuqtHD4VNl8GFaVCseB+kX+2+Bsc/Ni3I8Hmmz+ezTIPWHtCe6+4gPsgo7jKiXFTTb2WuxL01YfeabRnF3XSndXlH4p4yRHZq3UJGdhuJLXVbANi3AyI7dphuzwsKOHCn+v7kBsXfTfZ1l/N/y+i2vQF2zEozA52PUWDcFsGSSSRoO6YR4W2A0vmgy+jq74p11esM5Xvl9QIAdJ58Hdz9+iHw+2LUffGlePyIEc2qgx5Z54NOgqIoFPz97/AMGEBsbLv6kIgGjY9e4GIQpCT3wT//1EzszXIf60EGbrPK2ZcqWDHolcFKTFk4BcvKlynbzAIMvbnmTSyL1hi2y4i3+FwfqVdyD7podYU935OPndUB6ZoiOylL3MELxIBNPHsifV3TL79orsMHAqBz1JU0TgrEpb+dPd36mdZz5Mp5AMTVtOLx40Hn5MDN0tjnL0RNfmeA47Dz5+K4/Q1PNNj9uuVh/NpvMGbHMsVwZ2lKk/+c7yADHyXLb4n77VcBTPqGQ88K8XnwLvOB4r9vmQ9aqXxypEAnQqRSlEHpDPQckxXXhu9/MGxr+nkBYntlH/QecPXoodkfbVLbc99Oatvd1xgGnwFuPQ4cOHAAmBvoMSGGmrA6L8jYIHGmPugtuK4dtl3P2rfU7z2VMKuLZoEkQ+rZXhHnd95Rs1X5TPMCuvq7osvCdbh4PgcujpQ8+Mcf2HXjTdj30kvg6oyEFwDkB4ADdxMkiHS6qmAVql5/HXtuudVwzMRvOVw9m8POyZPRuMBcZm7mPkqmprUP4zGxMnsGesGZZ2q+00QUd5JBl/35rUB7PCg89xz4DjlE3MCy8A8fbqsOiZDVBno8CCZ+A614dYTrTKRbMQ58RDKsYzE0/Dg/qbOSRrOVj3iqEC+K++ebPscV316hfDeL/LitfptqPJshzr7aUC0AkTEnJTzF3mIs2CgxipKBzssdG8+rCwWaMY6yzDHPNzVpAvdFy8qkHdpyAbcPi7sNNRwfXiga/JRPTbfglhjujX1EVUew0oNIAxNH4q5ujpQ14eINc3Hr8g/k2IGigU5E9W7T7IEphdGY3BRRZUay8oEPqe3wwXc4jF0pKFHceTeD+cOMDclvRSanSeIOk0HSwKAfcoghU0Pgt98sz0+5XGA7dzYa6AFGad6PnXcQxg4V01nFeCGrZe5WUcZb4cptdF0H7Qlt1z4zF2aBXqcsnILjPjpO+Z4w6KytNGttJHFPCjYl7lSca2aExN1sHxyJe4th3T6iEXUO5IkCXfxdUPrULJz9q4C+y6zTFFa9/gYavvsOldOmG5hwGfkBYOh2dTIjG+j1O7ag4vEnTJW9J60QcOIqAY0/zEUFEWOLhDmD3ox0iGYSd4uYP3qwXbvozkVrgsTJkFPWGa6jcx/wDhVtAP/IEaD9frNDkkbHM9CVfqJtJe7yBJ7p1AlFl10mbo7FIITUSXTDnDlJnZaUnZutTqcSyeRBt/KDiWegx/NBl1fY9S8OTdGobJDzhEsMutTCyTRrhpea0zKqcsyC2L4qjXElR8rmee3xjS4fHj/sEoRyzfMe0l41cJ4c0O3rUeco28SOKbHEXYipbTZSKX5mGWgk7ly2TARNFiwerFuhbJIZdCFonSaNd7F4/WQa0eFDbF4z+WpaXjuBskyfI5P2++EjXXGgqmZ6v/oK+MfuwG9D1YUkV48eoGjalEGXfdB7F/vx2oQR6FMsDhZb95kEPWznkAOZBUzjRbQ2suTdc5ByyO0zEwLvZQoao40AgPP2O0/ZtrdJy34lTutkR+JOm29vDpI5NmXsdjuVuJvNsR2Je8oRC6pjnzsKFLBqqNhu642BZ2WQucHDGzdq9vV9520AAMsDPSqMBnpdtT2WWrBIPWnKoMdsuqIkaDsRi6w5erBdumq+czU1qsSdVQ3sIo+Fga4Lcuk75BD0ffcd9Hz8cVvXt1XHlJ2pHSDGxxClxFWJ5qYfSBUEyTp19+2LnNGjUfPuu2LCe4IRjJWXJ3VOktX+fNPnOKTrIYaoqKmClQ+6GawWC+Iy6HGWjmQGvdBTiO3YDgDok9dHupb0u8oMunwQ4YOeKAAd270bIpsaNdGzASnKOwVNjmsAaGK9aHL7sH5oAQ5eYly4oH2qge6SUsvVM164evdGdOdOCJx1fTjiIfGEIR4uE4BCgKUohAmJezYzNbuJyP0Kg57AQA+7KISOORSuFUYfIj1S+eji/aaA6O+kh3/kCNOVbHefPrip/AF0OVjAkX+J21w9RcOcLtCmAYg2MSjyu3H3Maqio1/nHOyoDmB7VROO7N8p2VvJaDAMg8LCQlRIK/l+v791c76HI0BMajihMJDgd3fQsSAIAgKBACoqKlBYWAjGQq3VESH7sV6+/+XYXLsZKypWGMrYDXIVH60lcddfpwNK3DU8gyNxTwWayt2ofukndD9gIgKLF6Pxp59RMvVhVM+YAa6mBhGqVinrjQJCvWp4F+21TrdMqkMjmzdr9vlHjgTv84AOalV3vghw3f84UH7rvOIk9AZ6cOVK7HvlVcVH23vwQRACQYQ3bkyZxN0ug65f0IpVV5ky6IWeQtOjzRYPU+V7LqNDGeicwKGGFtAJoo92TsIj0gVBsRwplgUl+coKsahl+jf/EUckPCvJan+77Vt4Wa+YBiANiCdx16N5DLr1PoVB9xTh5L4nY872Obj+0OsBAGHJiBUMDDqvGzCs4erWHZFNmw3b5Zz1+rgbu/LElbiAYBE4TyNxFysU4XhF5izwsJS4axh00kCvlhh0mkL/LrlYubPWUL59w6goKOfV5ysz6JGA9QAkeFiAB7gEgfN8w4YiuPqv9EncTUB7jGqL3OOPR9Vrrxu2U0WFKGsqAwrU+2Al5pyiKLj69kF0uxjkJVzrwtnDewDH9FfKlnby42cAW/dlAsucenTv3h0AFCO9VRENAE0SS1HPAomiTjvokCgsLFTaqQOAF3g0RkQGPd+dr4klQyIhg96mEncSrShxJ6OjtwuJuxPFvSXY8VMngN+NXTfciNAffwAAvAcNQ+W06QAA9kh1Md4dFZlgGUVl1mO+QBjoZpLzYO/OyNkgstG7RvRBr6U74A8Dx/0pALCnxhN0aca2Xz4eQjSKxnlifCba71eyE9mXuJu5TqjgKq1VAyRyjjkGwFTle8HppyO8T3y+pIHuZc2VsalZPIyPDmWgu2m3YhSGW+HhxoPMwlIsq6RbQowzlYTkn346Sh5KbGjrZeezNs1Kn4EuXeviIRfjg3UfxC1rlk4FSMCgxzGi5RRrhd5C3HXEXbhy2JXYv9P+AICwLANXfNClg3iBGOcSM+hm4GpqxSBxBIPe58038eW31UCIRyMIA51lFXk8KXF3SRL3KMeD8ohp9uIz6OpnnmDK5QUehqHwzEXDcezjP4qbs5hB10Ba1Ao01sJnVYZ1ARGAd6kdf+Vz/0GXyY8CAKpzgakXMPj4yCuxbdItKa2eXmWhhymDPmIESj/7FHvvvgehtWvFjS4XahhxkKvKV8vSPlUZUzpzJpp+W4zdN96IYLUbfIzTCFDkYHHbslDiDoiLFCUlJejatSuiNoJpphSbfwQWSoFyLv4I6FTautd3kPFwuVwOc65DIBpQAr3munItfc0TS9xtoK3yoGcKu91WcPKgpwbSXEI2zgEgsn278pmqUWPzeKNSMGMJvqYoBI5TbQwCQjg+ybb81lPxy5w3cFTf4xHqUYReS80jvceD3p7RB7umc3IgSO+nQeLeTOhVlcUTxiN3zIlgCgsAjgOdL06k3L16YcC33wAsC76xEZ7BgxGaeS8AbRR3N61Lhy3BMdBTDFL6GE6zj3ZcCILad7lYJTiUEIspshNXz56ISr4UOaNHa2TSVkhGdt5SyAZ6z1zzXLTkirjeV0NGPBsm3phaERCZsiJPEbysVzHOASCiN9A1DLosW1DPFYgYJwCubuZMB1ddDXSmFIOayctBzpFHIPC1mA89Qqnnyjn8cDQtWgQAoP2ED7rMoMd4UG7xxecNBro5g85H1AFPtsNdNNCnkx+nHtgd3/xZlj0Muk5REIgGwBCrFcGly7D7uelxfdAFDwtEAI5VG1PTgG6QQ4O4Y8D2bpRi7KdW4i7+9R96CALLVxr2mzHoAODdf38wRarPE1tUhD1NomQrypq/MExBAfJOPglMnhdcQwih7TUgHVu6F4jX2pfFQeIAUe7e6oYQFQUapTQ3LAV4zX9XBw4cqGiIiMonF+2Ch/FYMugtmgQ304fV3jlbU+JuIRXPBIk7qUq0E8Xd8UFPGoyXAxfSjmsNVWXKZ6pJnQNdP3QSYkS6YEoAuPp6sNKcIrh6NcoefAjdbrsVfCj+fKDSFcKKgTRGHjQEXH1d3LJW4CUDve6LL1DzvpHIo/1+CJTMoDfDB92k/ZOBgwGA8vqQc8Thpqdy9+un+S4rg/Pcqh+/y0IV1xoGeocNEheJtWVeYIFg0F2KPy2ZZi3/b39TSnv3N0YIN0MysvOWIsiJnUKuK9d0f5SPKoZ5cyTu8cY2OYXb/p33N+wLSxHNBQODzhPjnHry1xZshR7eAw8wbAPEHNQAYee7XOB5QQrSxuGHQ8TXaXVfCkyxmpqBMgkSF+UEUG5J4s5RlhJ3kkEXIkYG3UWL90LLnVz2WOiaz/WRevh040n9cy/BT2x7/nRtdyZIMvjGYf0AAGyPEsT4GD4dLT6rN04Sy6+t32q8ZAshv9+eAaVw9+9v2M90sk7dQQaQY4qKNIGTlg0Qz1t04QXaYygK3p6FAIBIlZYp90oKAlld0hiOYUO5tWuAg2RgHtzRgQMH1pD9z/PceaAoqvkMeltJ3FsTdo3ZjMvRbrbPkbgnC5fP6C+3YtPPymd3rSpPH1E4TIyVRIBk1LdfehlCf/yBnVdfo9gaehSNvxyA1pVUnxbWLoRwGIIgYM9/bjeNr+MdPFiJeG5k0G1I3M326kgbym3P7UwQBIV4JCXubqbtGPSOa6BzKZBOtQDK4qJLNdARVRn0wnPPQf/ZszHwx3lK+P5ESHfucxJKQ3Zbe/LLaVQsJe7xLmBhoG+r24YNNRsAAId3N66KRTi9xF06ES8QadbUk6/ebVwZzBszBgO++xY/3PMyLht3D6aOEKPsy1HclcUVF6tK6ukwdnemMPEGBg9fSIMuKlTOR6ofNAw66YNuAasgcbKBTksGunqb2TnwNUQa4I3TH26Yfi1+OkjXnUkGeizfj0G/LsKA2bMR42P46Fga11zH4JcDxfJ3r35OOiB1bISsiqA8bpR+PBPB517HPq+qUfcfepjlsWQKNqa4CHsa1aAnT5xLo2jOZ/AMHGg4jpKVArpFGi8rvgvy4tXlry/GyU//jOU7auDAgQMHrQ05grvMVOkZ9LuOuAtAiiTu6QhQZifNWlLstp2yepY6k4KvmdTFMj2cg2RgVFgC/qA6F/QQyjghGFRiJckgDXRZcq5PIQwAYFkMnP8jut1xBwAiGLO3EBTL6rMLW2JXJ+DfV0mMP8+bppkFxKjnxf/3f6AkNWGiwLp2oZe4m/nXmyHGx8BJ0sc8l8qgW0rcLZTBqUTHM9AlpDsNWVwIgsYHXc7DHd2zB4LUmCiPF57+pXCVlNg+rcxqtwbkgZMcWAcUDMDI7iOV7/IgrG/I/zjwHwASBYkTd9ZH6jFz/Uyls7jrF3HgHtZ5GIq9RhZSDhKn90G3ChLXv7P5AoO7b1+4e/VEla8ANV7xZeWUIHHSb+d2IST5hVOMuGBRl0OBYygIBeoLThNB4mQfdE2QOI6CFROnMdBNGXTxLyMZ6tlDoGsVBQ2RBvjivLJUX9HVgowzQkvSdY7nwBYVgfZ6xVVPikJ1vvpclUecqmdHuLBQbjfonBxE+g9GhJBK+UZaR/skV6vZomKNgc4xFMKFFpkZaPHmBU57Ix6CQRcEASt21AIAvlhhLx2JgziwUL44cODAGrLEXZ4I6xn0Ao+YnSImpCLNmk3prB0kJXFPAimRuLchu296/2YSd91xDhLCzDc7x0IsG968BfueeVazbfvl47Hr+us125jiYgODzuTmwtW9uzL3lhn0Yk8xGIZFxGb8063dKJQVEvUPm0/cck8cA4qilPmOYSEiocTd+FwEnjcEpots224oZwbSfiKJRysGPTWLh/HR8Qx0hUFvyyBxgmI5UiwLijW2fNokiFQiJJObvKXgJQuEoVTfmPEHjMcb495QDGeZQddLQc4ccCamnzDdYKB3uuBk9YvUMqcsnIIHf3sQ/5r/LwiCgD+kKIu3jrzVtF4ygy5ArBdHyT5PpIFOHKCrQ+GFFyqfZXa83i0aRFxdHUCpedApF4tKafXS79G+rMwhBwIsC8rthpfIb23qg85bS9xJRlwwYdBl0lSWuGdPmjXtgkVDpAFeCwN9Zy8PPB7xN/rlAPE5+EeMUNomOckz61Tldqh/dE3hZnbAgkAs4oi/cYwTsLrTAADAphLgxYpPLQ8nA8gxhQWKD7qMQNR8RZiildUozXaPzKBHeexrVB+ix+UErmo5HIm7AwfJQjHQTRh0D+NRWKuELJUtibvd6NB2kMSxqWKN26vE3VQa6Ejck0E5w4DjjGaalYFe9/nnymeSrGj4/gcNk8x2KjYEcJODp8moDomEVJG3CAzFIGIjYlnQDXx4HI0YUVaIRsDqM1jQNArPO0/86CWJKhLJS9xJeXuniRMBlwudrpiQuOJQ7SeGYuBjiMDO6YiPYRMdzkCnJIusbQ100o+ZBcUaJ8pUM4INtaaBLktBaGLw87Fio5b9NwJS3mr9ICsIAvrk9dEEiVs2kELuyAOV7/LYNnfHXADA0vKlGqn8oMJBpvVSGXSJPVVsFoFY0FXrHCJY6UhOHrrfd6/yvUkKINck3RfX2AhBUAOAUS4X/tglSuRLu2p7L2H4/thv0UIMWrRQ46IgG+gAIHisOiYVq/eovsJmDDojsabZLnGvj9TDG9He27qewD+vY/DGDfspv+kLp9PIn/0R+rz9lsLKcLz63Mw6VbNF/eU7anDw/XPw2LeJ86ebQf5Nabc80eQxbfj5mPzPEtw1nsHra96wPJYMIEfn52sYdEAMBknek1pYYtB1MgqPtIoTinHYWKG2p2wPGufAgYPMhGyg57rFGDYkg+5lvcr3GB/Dh+s+xHVzr0Ow2QZva0jcW3YdQaBs2NcmEveMkY4nkri3dn3aPwIUhbF9eiJkYqDnWohl5Rzgkcv/jp+GaR96bJ+afozO0xrjAMDkqarPKBdFVbAKANAtp1tCA/36qxlccDuDq25gUFlIQaAoCHLw3XDYsBgweOkSJXCdLHE3k/LHRYIAcV3+dRMGL/kd/pEjDeX0uGfhPbjpx5sAiHYM2R85PuitCZlBb8s0a4TEHSyr+qATkJm3ZNCaQeJkBp2lWBze/XD4WB+O7nk0ANVAt/JBpygKbsatYdDDLoCiSX2y8eUjFyA8rLnCIKz4oIvn4hTLVWXQG8IxJZhagDB698GNYx//Eb9tETsmmUFtckkGUzQKIQaND/rqXbUAgD6dta9ShIuAyc8Hk6sNouchUn7xjBwc0FrivqeOyFVJpFkTLBj0bJa46xn0qnwKVfkUPC6fsmAEikKP0mGgaFph0DkiKbkZg26WTeDp7zcgxgt4Yf7m5lReI3EHRAPd1WkBKgorIRBtO8pHURfWxkEgGXQ6N1cJEicvgC2vWI5RH4zCjD9naI+jlVUazXavS2XQN1U0Ktt317SeS0zWwpG4O3CQNOoiYp+X7xYNBXJC7GE8yvcoH8V/F/8XP+/6Gd/nqK49P/h9eKqoUJmHmMIqrWqGSdz5UAhbPgZ2/NjJ6qLqNfQSd7NyrYm4Eneo+5wo7kljL8uAEgR4TIR8iQw3/uiRqNd5wm0+eZzyWTCJwUUTBnpFsAICBLhoF4o8RWDo+AZ6wAuAohB1EW2AMND1fuEUEZdJYdCTjuJuYqAHRRuB8npB0TRoHdEZiAawqnKVRmkaiAYwa9MsrN63GoC4QMjQKmnqZtzo5DW+m46BngbIfUibM+hEkDgwJgZ6Mzp7szRrcQewFkA2dGiaxqsnv4oFFy1Q5Gp+VuwZzCTuo0pGoX9Bf9FAJ84nQGsoybfPUuqzkeMG0BSt2U4iLBuxEoPOyxJ3Ig/6uvIGfLxMTI0UJIzeKM1iZ3UQl762GAAQCIv7gqxHCTbHRdU0a5TLhT/3iNFoS4q0r1KYM2cnPSwNFyMeH5NcG+zMMQBAiJhJ3CWmVnpeXNZY6CLkO26INMCtG1Nknyify4cxfcZgXL9xuH/0/cq7I3eyJNscT+JOPuwiv7pA1hy3AWURR5a48wK83WYbyl3xzRU4+sOjsbdRjdRODiphH6u816UFpQCA6cunIxgL4qllT2lPZuWDzso+6Bx2Vqsytz11joHuwIGD1ofMznXyiRNfUkbqY33Kd9K9hyH64X9164IZhfmY02BnAbUt6Fv712yYMweROiBQ0bxI2RkLJw96i0ADcDfTTKEHlSLotm6DfL0xiwvJoJc3lQMAuvm7gaIokUGP44MeNfGWE6To6XwobIysTtg3zWbQTSAExfmNVVrqSd9PwmWzL8NXW75StskZJWR4Ga/GdddNu/HSSS9hRLcROHfQufj7gL8DcAz0tEBuF9E2jeKuS7PmSk06ejOJe7pyo5M+6DRFw8Oog4ueQZcl7keUHIFXTn4FFEXBRbs0DDpPAfU8YdRKPxSZg1BWCHgYj+UChuKDLsg+6OJ2MkicQFF4f/EO8ZyEgR5RJNFiOVniDopCEyt1ImFB455Q0yQuGvg82pfVKgghRVHI8bDS9aQOTJdmLRLjIPAAFxFlb1xEYseJuiIG8DHSQM8+H/Svc/wY3bcXFgmNaIg0gNbdWlh6bXyMDx7GgyeOewLnDDpH2W/KoEv+6GQGADMf9E65qoFeE0iyIxYENYq7NEhFOfPJihxT4fvt3yvbKELiXusSr93F1wUF7oK4l03kg84LwN46tY/YWxvKugWd1kZMiKFWUf44z9KBAzuQ/VtlZsqKQZel8IC50mlXtM64UUEa06xRANcUIrpaM8m7Nbj6egiCAK6+Ho0/L1DPbuq2bRUNndL+bVMf9EQSd5NVcAdxwQgwkBJ2QOflgXV7EY1jVnANRgOdZNDLA5KBntNNrEsCibvZtXjJronuiR+MlmquD3ociTvlM3cRXlW5CgDwv83/U7aRfQwgMugk3IwbQ4qHYMYpM3Df6PtwSr9TADhB4tKKtpW4Ez7oLAuKSU2wJjPWVt/4UgWzIHEyZL8y+dqyxJ1cJXcxWgNdoIA6Ioqi/O6Rx3y95WsA0CwG6KGP4q6oZgRe8c0VAOT7xPOSDHqdR5Wj72sMa+TvjS7JDz2isqO026UY8Ry0CyFWDDoA5LglA91C4v7b5irs/rUIGz4rwYif12HDZyVoKndrfNCpILBhVncw0u9AZ2EU99u7dkYTTeMafjcaog2gdZOXsGRDy9JvPeJJ3Pcr2k+ZHPImcwfScN2myytuo/KGIHFRzv4PQwaIrGbFAackt8TyPtUDpUUavQ864Vaxk5C1x3gBFQ2t5xaTjbh243s4pm8vbHGxjmzTgQObiMegkz7oJJoMwd6AULxJsiJTpM23NwfSsZGKemy4/D7s/rXIvFwcBWRw1SpsOPwI7Prntdh47HGo/0pl88xJZ7v1bUOJu/lO6/JOX5kQAqC69SUR0JUpLoKLcSEW5xC+vt6wjclT578yg949RwzuJkrcrds06SZf5BHfCV6q865/Xhu3vrJi0GCgJ5S4G8EHgtI548+VZLUvoGabkuFn/RqiS2/jkO436UaHM9Bl5jUaa1uJuzaKe2oYdDPWVmaxUw1F4m4yaBZ6CgEAexr3gBd4pSGT+QTdtFuzIi5QQC1PRKeWjA1y4H5+5fPisRZBGwAiDzr0adYEcLy476/iMsAjStwDEQ5PHHoRtuSX4LmDVfZ1674mNBJRvAOSHzofUTsSimUVIz4q2DfQ87wyg04a6Cp+2liBhp1iB1NcKXak+9bkQYhoA4MJMRouSTqkuh9n38AnAPhs42dg9Aa6NGDoVzxlyBJ3cqVT/szSrNIuzdL9kb/9tn3Jv0PyRKuBp/HJsl0IRIwTSbKNCMRkhmTQAx6xcnnuPPhc2kFHH12USiBxB4Bd1doI8HtqHZl7S/BrwxYAwOe6WBMOHDiwxr6gGLCqs68zAC2D7mN8pgb6fzsXY4VH6xoXTpiGDUiHxL36x78AQBmnjT7Y1tfc98KLAIDG+fMNqa4EM5mAckoLH/RMCBRn5oOuSXOXAXVsZ4hRKoNOueMb6LXd1LRgbFExfIzPVHYuQx+0DQCYzp2VzzKD3tXfVawLH4sfxZ347fvm9xWPcRl/c8+QIeh2z93aQ5U0a3HOb35RwxYhJM2HLSTuMkgD3YxB7+zvDC/jRZ4rD36X1plfnne1Rh701FiG7QiKxL0V5AnW0MqkkSoDnW89Az0egy7nMH1/3fuoCFQoudH1kRH1EvdaLghFxCsz6IzR8cXLWEe4l33QfawLPIhUEzyPiLQvRvPYHPsUwHkIRjjM7TMCy4aMQi0hZd5Q3qDki+6S51EZ9DAR4M/lQlAymmNJGOiyxD1MsciBNCgThvXK7TU4T3cMRQvgosYejJHY+KwLEmey+m6QuLeAQWdpVvls5oMuxx8AmmGgE2nWpi/Yho+X+sVFmVJtsYqmCtPDSQY94hfbv4tyGe6zm7+b9kA5Q4COhqEoCm6WRiTGo0pyySjwuVAXjGJXTRCH9U3q7hyYIEzpAz06cODAClUhiUH3Ghl0D+uxTG00vkd3LNu6Q/kejMtipU/izhmUR/aNUEpnPHj2H4rwWtHgF8xWi8lF94yVuBP1MOwzk7g7fWUixEBB9pwU3AwQZxrSNLAEheWbAIg5zn2u+Aa6Gdw9eyqfZb9s2a0uGAvCazMP+sFdDsbKypUIgwNp2tIFBeg/63NDeUsGvTkSd4mwMpO4ky7AuS51QV1voLsYF1y0CwsuWgCKogwkpGyTOAx6GiDfcKZEcadcrrQy6PEMxZZASbNGG5sQ6Sv7w44fNEaRDJqilZR3AAAKqObUHsgsSJyMeAy6nLvcK0V556SXWeB5ZZ8AgIuJ55B90Iv92nPe9fmfyueBXXJVH/SIutInsAxikkUc4ZM30EOSASmeTzxPfSiKTZVGtwSKBngTFpaVguApBnq2WOgmkw09gy6v6Fq5PMRLs8bSLE7rfxoAc4l7UyQGUOL7tLXKPO94nMor7/fuRvHaDSHjb1cWKDPUC9BmcIj4WKW+egNd0A1gsjpIL3EHtCw6AAzvUwgA2FPrSNxTgQhNtdEE2YGD9oVQLKQQB7LEXZNmjTGXuMsIElkw4jLoOom7MgqkwAWda0zQb8ZhtfXsHu3zqzZ2NknczW7GkbjbBkdBMdCRgEHHkAHKR6aoEF7Gq8lFbgeuHj2Uz3LsKnnOEYwFbeVBB4D+hf0BqGy2DCtWm3LLDHoKJO5SFHfa5zfsk+NeAFobojGilbjLdpSX9ZrOLRUG3THQUw95Ehtr0yBxRBsz8UHv8dijzTqn3LCO6XmMsi1dMgzZQDczoGUG3VBWN+hylPqiiUHiiEFPlrgnwaALgqBI3P0uyUBXGHQB9RFV0hyLiBIXWaL+t4NKTM8JAAO75qLJxAedJxZWQrx2edMqSBwA5OkMdFLW9teeetP+h6IFcCbByhidyi2bJO607l5GMcWa77I6Qm+oKsfLEzMzBp1iceuIW/HA6AcIJQcFQRCwqaIBC3cuR+7g++Du8l0zJe7iSSNxJpplTaqBHoiqiwBCTK1vyCu2ERftQr/8fprjDW3MIs0aoAaKAwAXQ2H/EjG90e7aZBcfHJjh07xcvL7ta/P89A4cOFAgs+cexqMwWVZ50M0QJhitJluTZAoPdSrCcX16ojxF8X5iegY9CYk7rWP3aI9HcZM3soi6azgS9w4DDhQ8UYlgSmCg5xwwTPPdy3qTZtDZOAZ6KBZCraqix/L+1r9nn7w+AAA6YDE/0YG2DBKXCHEk7l6jjUAa6KTbY0NUS4gFo/Hd/mQD3QkSlwYoadbaXOIu+zG7NBJ3V69eKPj735t1VnnCPumgSTiw04HiNhPZeyogS9zNfND1BroZgw7AJEicaizICylmA7UVgx7l1FRqfjm9lXwNXkCN9HwECghFxYFdDhJ35vCeePHSQ3Fkf60RCGgNdJ6QuMt5zN0MhbVVazTHxGfQxZ4zAMIHXap4TSBiOZTxJgY6K5XORom7X2egu3T+ebzU9KyMInnxyIxBdzEu+F1+nD3obOS4iZFHEDD2qZ/h7fY1KIqHp/OP2FbVlFx0fEFQVBaqgW48/s5f7lQ+/7jzRzzw6wNoiDRAiKrvrBwdlaVZnL/f+fjkjE/w2d8/A2BsY5QkcTdj0L1EoLjOuR70KhJXmPc6DHqzoU9hOW3TTPyw4wf8ue9PfLrh0yzKqJCZ+GnnT3jw1wfjLoY6yDzUhesAiEo7eZzXSNwZa4k7AIQIQ7CWi9d/ie9fDDw+ys9DHcPgR78PZn2xfUgSd4JBF7uBJCTuLl3sEK8XiqegWdXaaxR3R+LeIpAMOp/AQO/ae7DyWQgGxRg7yRrohA+6bKDL/tfBWBD78tXf94fhFGIHD4YZZB90ty5mEldbZ1qe8lqlWWuGxD1glLhHuAgW712MvU1qKlvSLtJL3BNlvmpNBr3j+qC3NYNORnEnGxrT/DUTeaLiZtyKEZuuyYvMSpr5oMtB4mTIDV5fVh8kro6UiStjjomxYREULEKksspxeQBOZemjMQ4NVEy6LgUOIQQjHEJcI9xd5qM81BenDjsQS7bV4Lct1ZrzDuyaiw1SkLhYUAAt9TsxmgF4wJtTid2Nu+FhPDii5Aj8vOtnWxL3T/+swIHQrhzWB83bJR8zH/xlDwNGjuCdRUaBn+fRSLhQuHT+eXL7IRlyEkoedAsGXYbGTYOX0/Sp+xtCMdQEoijOsXat0EP+TaOMfJ74OWE31W7CptpN6JXXC+fn9Ve2kwsKFEVhcPFg7GkUcwPr320qLoOu3uP+JfkozhEHmdpgGwfLbMcwe8drQ7W45adbAAA9cntgVI9RrV2tDoPJ8yYDANZUrcEzY55RAhplOwLRAGaun4kT+pygTIbbE+T3hhzHSYM8351vcIcjF8O0BnpiF74NkVrlcyGfmtzcpIHOxygYZkFxWG0+rK0z7SUY9HhB4tobksqDnkX3nSJEKdUHnXfRxjZGoKTXYGyXPrskX/JkJe4UMQ+SFX0yg05TNCoJ3i3CWisXO/s6w0W74A1r57JCwFytJweJS55BN0L2QSejuD+25DF8tP4jJf0zoJ076Q30QCy+qlDumxwGPQ2Qb7g1Hq4lBEGhj/U50CkTRtou5FUhN+1WpOHpYtBlVlI2gkjoGXQ54EQ8Bp0HUE8Y6LKxYbZKZcWgh4kgankeceUvIismojE0MoQhR0ewsaIBdPF38HSej6vnXSwe59XW8eiBnTG0JB/b8kUJfLCcUwbRmCSXc+eIEeEP7XqosjhhR+Ku5EHnAXlVsC4YBWXS8XERsV1QOukOIxnkWSdxFwTwukHbpRvvFQbdykCn4kdxl0GRC0c8DzbvD7A5mzXnqtXLteJXnpC4SxNPSq3jSX1PsjxyX3AffuxZi/xLLkTJ1KmmCwpy+w9zYe2CDG3NoJMS98P6FSFfivhS7xjozUKEiyiRqEmQRvv2+u2G/Q5SjzVVa3DxVxe3dTVaDe+sfQdPLnsSf/v8b21dlWZBDtbkYVX/TrI/LvYWawz2khyt+1mIkMrWxWPQpb5xZbhS2RSmWhgrQlJHCcRcg+coc4m31SmCWoaO8ngJAz3OgfrzGyTubeiDTlEmBLqJxN3SBz1L5i0pBAeAlZoZr4sh8+sQ7cP2FXZG79deQ8GZZ6LTxIkAgChjbI85xx2r+d7njddReP556Dl9uma7XuJ+zcHXwNerj7I/4qLAm/xmea48UBSFfHe+beOStmLQLQl0UrWhBd8o+pPTRMq4j9Z/BEAbMJucn+t90BMZ6K0Zxb3DGehKmrU29RUUINsUerkTWuAjJTc6D+NRUpql2wc9Xpo1GfVh0UDXM+h6iXstZ2TQzepvFRRMZtBdDIUit8imNErJs6MxDk2MzKADFB3BeS/+CtpTpjkHaaDfMGYg3r3qCBT5XdhYMlC8RhWPWFAy/KTFCRcrPvdCb6FiPIXiTBxkBj3KGCXuioGuC1keqhbPy3bVskT6IHFcagiCjEBQ57Pk0nXYcnwB/YKQDHnxiGRfTAMWEivHgiDA1+t97YmosCbtWkIQUdzlNgJKPf62kbdZHvrO2ndw16J7MPfc/ig8+yxNUDsZcvsXIGgXGhUG3dgISIn7oX2KkCcZ6GbB6xzEhyAIOP9/5+O0z04z7CP93Kz6KQepR0XQPCNCNmJT7aa2rkKLoDDojDmDXuwr1vR3emUEyaA32ojivjWq5nwOtjjbggAupJ3zCKbqtjgMelA7N6C8HkXibsqg211QaIPFeUEQUL/Ti9rftsLIeZnq9ePsc0CCoyglMC6vm2Y/fTaDz0arbYWiKOQefRR6PPoImHwxvoyZxL3Hf/+rfGZLSpAzejRKHnwQ+eNO1pRTJO6sSHR1z+mOZy/9SL2eYK7WnHHKDABAviff5l0SpBNP6RaoEkjcTcA1SLZGXvzrayTukg+6nL/9lhG3xD1WJj9jQszg5pZqdDgDXZ7DclzbBvOR02noI7hTFoEU7EBudC7GlXaJe7w0a2QKAwCoi4i+J3q/MqOBTvigS8/BTAFgNfENR8U6eVgGnbwS4y0Z6I3RsPpaUwDoMCIcD4HTRnvMJ3JJyH66FEUhp2sX7MgVJwqBfdLih2R8sdIyp5dRoz7Ge+6yURQ1yYNeJzGaFGXeCbFdu2i+M5Tsgy5+zxYGXRAEzUQMAFjd5OW8o67Gcb2Ow/j9x5ueQ/FBJyXuUtRfTVs0kbiToNgGjH/jd2wsN0bXt6q7PNEKS505RTDo3fzdMLbP2LjnWF6xXKwvb6wv2f5JxlbJg27SBOQMBgBwQI985EvR4etDDoOeLHY17MKWui2m+2T3A6B1fNQ6AtZUrcFZs87CTzt/auuqZARKC0qVz7I6rT1BXrwm+zGNga5j0Ml0kj6e14wLQSGa0K2rPKYyZ/oxpTmQ1WwyRPcziwBuJuB1DDrt8SrznfgSd/0+ymJ76yG4pQq7FxZj73tLUbtBN78TeLxekIdFsdrMCGTXzkAy6BxNwTNY9PneLk0BK/PjP1POhEGnCOk37bFeQNYz6AAUwx8QJe7h/j00x9x46I0YXCzWscBdgF2dtOdkiopMr0XWIykXDzMf9AYjg24GktiQCcR7R9+L78/7HmcNPCvusWTflG4ldocz0GUG3UoW2yoQ1DzohhzoJpJxO+AFXmksbsatMuhpmiTG80FnaAZjeo9RvstBYfRy+HhB4uQxRzZ0D+p8kLIrEYPuZmkUegogcG5l5THMRSHbvDKDDgAC7yOOj2gY9J5F6r6SAi+qfCJTy0sDdFS6d0Y20FmvLeWCzGYqBjovruqv2FGDd37bLt66WT5UGBUXr1R8g72NexUGPVt80KMCB07XAcsS98p84P3jGYw943o8d+JzGt8iErK6I5HE3cwHXXMetgG1gSjGv/G7rbprgrzJ16Hk90X0JZfTC1mhf4Hoh27GoJMDhNZAt/ZB31mtvlt5XpeyEBWIcIhmk+yiFbC0fKnlvt2Nu5XPet82B83DDfNuwOa6zYrPOZA9/VxzQE6aN9ZsbMOaNA/hmNhnWUncO3k7ab7nu1XDIIfXLtwKiOPGJ7WRMiJ9a7Cl6RAFAbGQLpZOSyXuGgbd9AipYOZJ3GO16r1EGrTmxAKEMK24CFcH1iCxxN2BHlGKUoSUPAP0fvEFbDltGB49X2ws8w+i0Onqq9HnrbdMj4+ZmBK0W5076N0lSZgZ6ADQ89lnsPCMUmwuASovHYtOE6/CV3cfD0AXR8KTj0fOZ1B11tEo/WIWiv/xD/R9523Ta5H10MjcE6ZZM75vCoMuqwgs5uEkgVYTrgEgLgx2z+lufk0CjoGeRsg/KZdmaUJ86KK4kzDJK24HZINrax90AJg+ZjqGFA8BYO2Drg8SF6WMv4lsoNx46I3KNisDXc5p7mVp+N0s+GgxeGnwCsdUAx1QDXTwqj97eaBckf4CQM9C0kD3IajzfY/IkeYZsY5k/tZ4CyOXH9kP+V5WYeAFHoAg4LyXfhXrBsGyb4ps0/q1Lqpbi1t/vjXrorgHTfLbstKixW9DKPwypos2uKIJlDzoZkHi5MURQQBF+HebKRAoVjS09tbZi3guEEGAoorEXayDS7puIgNdZvrJIHFKfSjKXKkhM+gmBne9TspOLkQ5MvfksLJypeU+0kBvjDZalnNgH1XBKsM2s3Gtoxjt5KRwzb41aZdZphpmEndyHlHkLdK4znX2q9GlXRAQ1qkMrdMiCVjtduOvsNp+ghSNlhiyfJTDvj/zNNu4MI2qRZWomF+F+l3yPRnHptrPPkdgxQrwIe04EmR4BKTbbTRZmBc4HtUb/Nj33VpwESBcx6Lijzw0LFiEwLJlqNsqzUvaoP3zEbUt1vzFIlCpzpF2CeI72rtCQPXqiFQ9VeJev8OLpnL7gVc7GkgGPUaLecpXXHAQ9hWIbcTl9qHrv25CzhGHmx4fc5nMjwiCh/JYZEPio8q8Q47iLiP/pJOw8pT+AEUh4qHR9d//RkVvka0mybp8dz4qiihsvGw0vIMHo9t/boNn4EDT61E0rRBPwSoXajb5dW1FD/PtgWXLEPj1NwAAnSe+o2QqWxLkvKk2VAvA6JprBdJAT7dKruMZ6LIh09YSd9lAd7HYWrdV2Z7I6LACOWHxMJ60StwFQVAiOJr5oMuQ/VcUBl3HthcxhNyGoqFVt0gSd6n+5MqW1UsRlNI6eF0MfC4GfLRIOWeEiylDJi9J3AGAYdQBpqypDFGCQS0pVCcQJQVeBFntwsC368SBn6bFc3hZr2JIxXtxC/wuvHvVEYp/stwWOJ5YXbZg0HOOGm3YtqFmA2GgZ8ckNWiicJH9sbwMi+knTDfsN5SX2ptpmjWpk53yxRrsqlcnTJGI0Vil2ORkpEJE/e3lIHGyxF1+Lzt5Exjo0iTcLEgceR5TBj1OE5C7F5ahkSOlbnECxSWH8qZyzfc+0SiuklLIyDmeAYdBTxX0arf5O+fj1T9eNZS74KsLWiVwT1sjRixePr70cdw8/+Y2rE3yUILEEQvtctRoQPUFlTGm9xiM7iGOezHIRraKeGmRLumpZcRaKnGvXVqGYJXWsKnd4kfF3HJU/VaL3QuLwEWMbHrjgl+w9847sf3iSwwS9xfXvY4tUoCVZwuMMuDApn0oX16Iyv+tRu1GF8pX5KNqbR523Xgrtl96GfYszEWopm0SMvFR7bu5fa66mCLP9p58nUP5T2HUbyfUimXV2L2oGDt+7AwH5iB90OUMRPK7k+fKw8wzZsY9PmYmcSfaJe0xZ9DJ90nPoAPGNGNy/2ymerHrgiOz6Lt+7oSypYWo32a8rvEg7f1tv/Qy5TMjGejlAe1YLUO2l6J81OCDnggMzSh2j2OgpxjyHDbWxhJ3RbXkcuGppU+p+5rBoG+s2YjPN36ufGdpVpFap8NAJydMZhJ3GblucWXNikE/I1dNJ1XAeAyBMDieU66V51ZXra2YqZDkZ+t1McjxsBC4HMXOjXIxhUEXCIm726U10A/qKcrYO+e6NZGvc70sQjoDnZNeUrlDI/O3JnruxTlunYGuWlV0HAur67//rflOC6J7Q7b5oAdNpEOsNFhdVDAUB3U5yLBfD5mVISe0egb969V7NdHiQ6YGenJMqBARjWaKFiDIk0nFQBfbBxn46Onjn8Y/D/6n5hzyooIZgw6ok1tNqi9Gbk9GRu2hsw6Em6Xxzv8doWzL90mR3B0/9KQgS+JkFHI8/CbSFcdATw+un3c9Xv7jZcP2ddXrsKZqTRvUqHWhl1XO3TG3jWrSPJilWSMn8nJf99ixj+GWEbdgcPFg3DriVgBAjKIMRralgW4yFrZU4h7ZZ4zwHKkn5jUCBS5snMM1zFN/Iz6oPUeEVeXIZbTR0I41qAvIsQBl8IEHgEgji7aQuPNxgqeGdfUJ1bqUZx+tUn/vLJmypBwxAAwnPpx1sWrM2TZHaeuTh0/WxKIwg5kPOgnKa65ElRUpDMUY4kYBqoEu90NmbnhykDjZvzsR9D7jgX3upCTuevWUzKBbRWSXF3Jl8pCmaI2NkQgyYZLuBeEOmQddAMClKB9mc6FK3FnwZI7kZuRBP+fLc5TPbtoNiqIUhi0dKzx2DfQcVusbrGcBPQwLeQo7yFMIntKudpGqADK1WlOkCWZQJO4uGoO65QK8SzH6ozynrEapBjoPF8tBvpvyQDk65Xrw+50nKpHWlbqyNCpZ7cq5YmBTksSd9Ro6LSt0yvEQPugEew6AsWibOYO7gtUF2qAE8fegJQu9jZt1yhAyY9CldS0qwcCjlJfa5vfbv8dve3/DkSVHGgx08bmr71xT2Nih0wSDHojE4HfH7zaFiNhuKSISv19qOvLgdlSPo3DBfhdgdI/ROLHviYZJZiIG3cxAj+eDftmRfXHhyN5wEf1LvteFvXUh1AcdiXsykAd1GT5BgNtkMuFI3Fsf6QqKmklo0xSxKYBZkLgjS44EoA0Id2rpqcpnRZlGUWKqNAJXzbkKg4sH44UTX0ioQGwpg+7uZGT2ok06170Yhaq1HnDTpyNWWQnfwQcjsklN28lVVWuPZ2VjSsClP/LgevCanNekEVy9NrMk4ULEmuiqFWK4eL66n2bMDa6f3V4c5+RB1yAWpFH0lxcl0jQyRgPTl09Hv4J+AMyZbT2iRtsalQE15aBVkDjS/9zsfdK7cZrF9UmWQWfy8hHDXuV77eYcFA1pgLWXPBALUdj38MOgPV50uvL/tOeTfNAtDXSp7rK8Pd+db+muawaWZhHhI2nvizucgU5TFDiYs0wAsKpyFbr5u9kKFtB8qEHiKJZF77zeyh6z3ILJQB707DK5zQEpGY4rcdf5r+gZdLJP7sr6tapuyuhXL8OSQY+qEvcBXXLBUC5F4h7jOTVOiXKNKFhWy6ADQNd8Y7fgdTEGibtsoA/o6sHyfaJPXYRSpTPx4HMzcMk+QAKF6nq1I2Gs1B0m6go53UW25UE380FneHFVGXHaHAmyvd08/2YsuniRZrW3IRRFYziGHMJAbwgaO3TZBx0A9tQGMbBr/JVWISwZ6NKEpMDnwosTDsHVc9U6uRgX7hl1j3KM7A4iQ2b9zQY/wFziHi8PunhN7XOTI7k3OAx6UqgN12q+e60M9IhjoKcaifzMSReDbAXXpiliWw45SBzpg94rrxe+P+97y5SZiqwWxvSblcFKVO6uREWgAt1yVANfIOZSJzUF8H2OXzLQWzBGmvSt+sjTTRUeVKzwActeAgDUffKptjwRowSQGHSpa+5eC1QubET364lL2ogRIvAtDH7XTPAmijMZ7h0RnP2rWidxWmNMs/afTl3wm5N2TYPdi4rQqdKDo6XnwtPiXMAqeJsZ9GnWgm5gzMdjIAvjqQQSd6tryItlTy17ChcOvjAlBrpZ1PWtX+dh6JPWx9RtcaFm6Tvitbt10+yjc8U5mlV8Ctm2kNVwdv3PZSiLFIIjcU8pKFhHcf984+e4bPZl+Pf8fxv2pRREGiawLs1AFW7hDy6/PIoPehqCxJFBaeKtOumjaxvKEgMtS9EGiTtp5LI0q8iCj+l1jOn1ZAPd52LA0BS65OQqRj8ncGpqcTn4KR0BRavX0PuWkvCwtMFA52gaZx3SAy5JJu9hPQb/nHjo2kntlKpqVVXAjAmHmpY3Y44pSPeWZUHiQhYGOmCfQScXj+T3Xh5MgmHg4PvnKAy63KLNGHTSQN/XGMGy7TVYtHmf5XV5ReIOgIqgAZvAMHKQOJNlbRgHQ70Sw0riTi5iKc/FZiOQI7k7Enf7iHJRNEW1Ch4vz5sa6LJvm4PUIVG/ahZQLtsQM+kb2xMUBl03nnbP6W5tFNDWDLoMPRkRI97Jw6Xc40GabpEhqwTgpID840aYlok2JpeJh5S4A0CoQvv78uHE/TMfbeHCQzNhZqDL08NwREuCxcKM+uyJQKbu9t2c04JApY4MYsT3XvZBt2Ogk4ROwA3cPFHbLq2CxMmss9U1SDXf55s+N1X5yQZ6XbgOa6vW4tRPT8U3W7+xrGqivOUaSG0oFlD7gciWzZoidI5IeOgZdHlOKNtF8mJ7kdee/7kM2UB3orinGEocJV7QGJqCIGDKoikAgD/2/ZH2eigMusulMaJDLTSoZcM8nUHi7Erc9dHWDQw6QaGzNGMIEif7d8iy/Q9P/xCPHPMILh96uen1QlHVBx0AOuXkqgw6ERSQletMh5UOD7AOKAGIudWNDDqLAp9L7TQZX1IGer/uhcrn6lqxIxnWswADiiw6X5OJiexXL+dDz5ZIxoE4QeLsuoGQbbM+Uo+1VWuVDnXlzgbCjqWVhZzGsLri+sa4NwBoDfRwjMe5Ly7CJa8uRm3A/N1SJO6MALbXh8jp9yLeXfsuAGsDXa82McjHbASJk5UFdpuAX3LjaAy3b0auNaFnzwGJQTeZHDs+6KmHbNxZoSMw6O1e4m4SJC4R5LkDT1EoY8znHHplXVMlhWu/4lDQJCBXUkwGWyhxFySf4IKj9weTaz5O69OwJUKEBTjiEP0CNG+jfzbzS28NmEnc963JQ9W6HESiWgOd9M3niUCqjoGeGBwtKmdkdpuM32CFycPVtJS/DqVQpcubnihInH5OIoN0yY3xMdMgcV38YrL2ymAl7ll4D3Y17sJtP99mWVcm377/t3LtkNqe9NmNZGm+3nXwsqFiIDmFQQ81k0GnHAM9LaCJDpo0Xnc27NSUW1K2BOuq16WpFgIEQY3iTgYa0LPIyUKWgtvJx91c2DXQ9ayf3sigCAadoRmDASovXMjGSBd/F5ze/3TDeWUEJQbdI+UZ97u8yvPkqJjCoLslJp+iIyggSH6rlAyA6NduMNApGvk+l2IkkQx6jEv84vbvpsr56hvEjqRTrhtCzPxYysQwlQ30bJO4N5mwRLRkUVM2AynqF4Qu/OpChX0qryOMa4FSDPSAxKBTfA4GFA4Qr8s2AVKkgqpG1SCus4h+LhvoNCOAzt0EAJi/az6AdDPossTdXiACDyutJseyJHBBK8DSQDdRLVjFynDQfCRacO4QDHo7N9DN0qwlAtlvLpMiPrt0Y53eQC//wY3jVwv496cc8qU+saUSd7lvpRgatC7IFpsryV6TZdBdlCJxF8+t3R8vEJtSJtpGEveouYFesbIATKOZgS7WUXAM9KTA0RRiQkxRb+W6jJJwPf5xwD9Mt/M54lwj98Qxpvv3BUV1oJXRStpKPtZnKnGXY0nsC+6z5eolS9LtQWxD5FptZMcO9QuRSk7ODnFUj6Mw7YRpOHPgmQDUeZV8r8Xe4iSu7zDoaYNsE9KCluVcUbFCU+7/vvs/nP+/89MTRl8QAMIHnbxGS33QDQx6GiXuFKi4QVlIv3HAzAddPdZlYnTJkzE3Yy8wCilxBwC/y6cw6DzFKcYsKxnoL084UBPFvSZco2HUw1wYz654FqsqV5ky6BxNI9+rMuheJn6atZ0NOzU+OQO65UFeNYhIuVH9bgaChY8hRVsz6PLCE5cd9jmaTJ6faqA3nwWRB7iZS/YSW1UGPSgx6JTgRqGnEJTURcqR3PcRBnrYwrCVfQzJIHEyrBaX9KvVhiBxtnzQk5O4ywZ6OOYw6HZhZqDn8DzMeqh46Z8c2IO+H9W0dxM4DHrmw0riHg9kv1nFMqAFASODWjWFXrHCh8T+cMhuIFfqE1saxV1m0CmGNkTBdhVKY78uaFzvV19Fr+eeRf5ppynbPPsP1ZSJxWXQE89BuWjbTOVliXvnvxmzqrgC2uccC6vuBaQ03h3VxgtwYESMEf2pZWPXit0mYTU33/7yLej77jvIPeoow76ypjK8tvo1ANDExiKxrW6b8jkYC5rOUYq9xWApFrzAm46ZetDJMOhSG+LC6v1Fd+0CIKZrG/j9HE39AGBI8RCc2OdEQ3arvU3iPLAkp8T+9UEEGU5zNrBWe6t3796Nyy67DJ06dYLP58OwYcOwdOlSZb8gCJgyZQpKSkrg8/kwduxYbNy4MeX1kA0ZStCuxq/et9q0/ObazabbWwoyijtZDz5J40MfMEaeuKczSJz8QiaKeqiXsBnYdkrLoFNk1DhKXVwwSuPNoZe457i8ioFOCUAXXvLPl+rt83AagxwARr43Eot2LwIAfPDXB3jlj1dw2ezLRAZdt1AQo1nk+1hlwuFlvZbp7XY17MJpn52Gs2edrWwb2DVXiXcWlQZhr4sBOIuX3mQRg1YMdPFvtjDossSdJu5H+WhT4m6W4kOZxAlEWxQIAz0idug0XKApGl5GYraltHyVDaqB0GjBbAhRWeJu3Jcsgy7/1R/noc2iuEvPxSYhLqcRtFpocGCE2WSjTzSm8UGXA13FhFja86RmO0gVAgXK0kCXU+RkK4P+ztp38MSSJ8ALfLv3QTcLEpcILMVi+CYe//mYQ0GjgP7RKDrrxkm9gU7nqv2aL0Yy6C0ArxrojF9bf9lA18vNc485Gnljx4Lt0kXdduyx6nExQWeg6y5pQ+LOR9omCroscfd0L1CCosrwNonfl/eXyANC4i6QBnoMCDoGelzwtDgfluOa2GHQSVDE463PpeEfYR4/4cYfb8T2elEubmWgn9LvFOVzIBYwTbPG0Iwic7eKpE4iKR90ANUbchCqMk6wco85Gq7uaoBvvVxfn91KVs2W5DbPQM8KBr2mpgZHHXUUXC4XvvnmG6xduxZPPvkkioiUUY899hieeeYZvPTSS1i8eDFycnIwbtw4hELxfc6aCwra1Xkr/+M1+1KfV1XgOdVAd7sR4SNYK70LZScNS+pceoZckbi3AoMeT95O1kGG3tDWSJUpCl6dEUL6oNsBmWYNAHLcPsXwonnALzV3mUEPRAMGAx0Arpt7HQBgW/02ZZuHZRB0aQfkGE2jwOdSJhxkHnT9xHz+zvkAgIpghbKtf+dcxcKuqWuS6s5YStzLBCm65qHGIHJymrVs8UGXJe79osSzkNkLmxL36nC15T5BIM4hUMpCTjAqtgda4kRz3WLHXlIott19jer7FLCYOClR3M0YdCsfdH0Ud73EXXecaRrFZCXu0nsSjjoGul2YyfX66Qz0Hjk9lM8Oi94y1EXUlHYCBMuovNOOnwbAftTg9oTVlavx2JLH8Nbat7C8fHn7j+LOqeOlXTA0gzs+5nHYJgHj5/HoGuPgSyBxp/PU/Z5Ksf8O0qrMujlQgsSxDCifOh+g3TQYn3E+VHjRhWodBg9WPucdf7zyOdivGzhiOKINDHpiI4CLtiz4XXPBSwY65XYZFhZypbW1ikKpbJSGILn+CVFS4i6g3u6qcgdFTDfl0QdgTgSyRcVL/7m2aq3y2cpAv274dUrA5mBUZdD19oDZ+23lcmsWxd0aAsqXm2d70Evl9QHvyNhcgiAoBnp3f3JZu/Sp5tKFVjHQH330UfTu3RszZszA4YcfjtLSUpx88skYMED08RQEAdOmTcPdd9+NM888EwcddBDefvtt7NmzB7NmzUptZQgGnZTDmbFtAPBn1Z+pvT7UCTwA0Dk5iHARPHQRg39NZFA+ojSpc+mZWr3EPZ0+6PFSrAFGo8LAuJOEOQV4CIN+A6LKZEtmRxJBL3HPdfsUH3RaAFySte6SXq5NtZuUF7iLT13dlhkKktX0mDDoPMWIEneCQTeTuG+p3YJHlzxqqK/PzSgM+q6KeukcjBLhlGZ5FB53oFL+t6iYw7LPmzOUbbINKMuZsiUPumygnxgI4B98Dh4++mE1fZhNA71ffj/rnSSDTkjcQ5KBzlDiby0PMr2KxfKkxN2KQeeJIHF6xAsSd9Hgi5SVcUOaNV38BmUhiHi/5YULu/M0R+KePMwY3L7RqMZA7+rvqkxWrAxKB/bw+urXNd9Jg13G4KLBKPQWAoAhwn424KP1Hymff9n9S9ZI3O0EujJDQRNQwPPw6Vx5DBJ3oltjy8T+s4miEGqBqlAgGXSfaoDQXga0WzsudZo4Ed3vukut91lnot9HH6L0i1nwHXIIXph6BK69lkFJryEahtMocbfhg95GQeJkA512MYbspwWSxJ0MTsaHItJxWga9zmHQ40KzgEPR9qK4kyAer5VPuJ7c6ZXXy7Scj/Xh3EHnAhANYNke0M9tSIJLRnXInDQxY9DN5k+JoA82p08ZJ9dRgICYEFMZ9GZK3LOCQf/yyy8xYsQInH/++ejatSuGDx+OV199Vdm/detWlJWVYezYscq2goICHHHEEfj1119NzxkOh1FfX6/5ZwcUIXm+6KuLUBkQjR4l3L5HG25/d8Nuu7dpG1xAYm0p0WciwkcQYyns7kwlvSJjaaBbSK1TAZlB1xsNeugZdINxQvboNA0vwZSvQViRK9pNgUDmQQeAPLdPI3GXry5L3F9c9aJyrNkLSnaCLlow+KBHaQZ+N6P1QTdh0O/85U7tccQ+edFxz74Gqe7qKjNFA55enZWyymKD2w02j1HuC1CjuGeLxD3aFMbDM2I4+gMv/rnHgzMGnKFYnmbB8swwrt84jOhmLuUCVANdgBokLixJ3FnJQJcnkXI6PlLiHrDIASsHwEnGBx0A7jryLjx41IMAxOAlL656ETsadpgeZ6qQUSTudn3QHYl7stAb6JQgIDi/EO7fVEajwFOgtJtEUccdxMe8nfM03/UM+b8O+xc++ttHysJWNhrosp8kAPy297d2b6CTirPmYP8dAs5/y4XRn3vgjqp9nd7wIPOTN/2Rh5efjWHCDzw2N+1p1nUB0gddy6AzXga0R0tA+I88AhQRsIqiafgOPhheiUnfLFRgXwGFQUWD4CLXSJshcefaKM2aLHHnPQxqXNqFhULp56jLURlgXpr7kkHibv2UR31d6uep2QQyyn8OmxM39pMZ7DDoZN+a58pD3/y+lueTFX+BaMAyTs6tI241HGdpoJv4oDNui3lJnDmunkGXF8jl+pI2SGWgUhmfu+Vo86gnQlYZ6Fu2bMGLL76IQYMG4bvvvsM///lP3HDDDXjrrbcAAGVl4ipGN12y+W7duin79Jg6dSoKCgqUf717m8sxDCAMNgCYvXU2ADFfHwCUFmgZ7HhykOZCkIKb0C6R+SQjfltJ0q0agn7CKBvm8oQ+HRJ3WWJHJ2Ay9Qa6XgKj6WMowKsrv6ZKdC+wa6A3yf5QkoGe7/VrJO4uyAy6UYpm5oNCTiDCaESI1daPoxl0L2SVACde1txAX1+9XnMcKauX1yhkyZdG4k5Bkyue0ygOVCUIiGLZYqAXbAtiYBngq2XQuEnsZBV5oc04DTRF47L9LzPfKUncvS4aEGhlISeiY9DlRRqaFn8TkkFv0jEbP66rwIUv/4p5q8WAJWYhGhItaskd/9a6rXhh5QvKCrB+8DOTWMnB8wSbBrrbieKeNOQFz+N6HYc8dx4ub+qHxj1eYL0PlPTuFXoKlXbjSNybD47nDMo2/fcDOh0AhmYUyWeYC6dFNdaWIP3qq0PV7d4HXQkS10wDneWB3HoahWUMBu8iDHTdXE0fv6moEThtqYCNu7TjcVIgorgzpMTdyxoYdLYo/rxFjiDdL78fXORPquuOZQadYnUM/ZVqlG4+1kZR3KU511K+CrrYeCiQ1soCHiAkTZ14ae6rz59O/6iqH37b+xvuXXSvrejfHQXdPCrDnOO2L2/PPeEEAMA3h6ltxyr9p7wQSIHC/87+X1yWXvbpDsSsDfRLhl6Co3poA9HJac30oHNM7slimifECPeI0lK4eqguZd4D9teU1TPopE0i32+Bp8B2IGoZWZVmjed5HHrooXj44YcxfPhwTJo0CRMnTsRLL73U7HPecccdqKurU/7t3Lkz8UGARuIOiA1GEARFOndYt8M0xdORy5YPiZN8WlpxJI1os8nFzPUzMer9UVhattSwT2+AywGK0smgy5KWhD7oiaK4EwY+RdPw6MovK18GwKhqMMOny3bh+7ViHAFZ4l7ozVEZdKgGutsk6FxnX2fN9/pIvTY/PdeAsO4lfvrSEfB51NHUy3hVw4n4HQ/ofIDmOHLSLrOsrEDI8+VJAK1li3makCHpFppohUE33Fq7BEekb5ENTlJeaBdWk0BBEH+nJ88/BLluNYt1RGJ3XDqJu8ygkz7oTUQO2J3VAVzz7jIs3lqNlZulOANJMuiAdUBEKx90zfudNIPuSNyThbwgWpJTgvkXzMfk7kcr+7zST1HoKVQCYJnFuHBgD43RRmXxU55g6Rn0wUUiG0n6ZGYbi06yTqFYqF0z6MFYEBUBsX/s5O3U4vN1JpqDYa4mdWur9tP2qbWrm58+V2HQWRMG3a2dDzHF1qmbeIFX5gFF3iKwRBesX2CVjeDSO/+u2d7lhuvQ543XpXq1TZA4Oc1a0AVEddNBeZTmvQyCioEu9p+CzkAPEyqBiXMm4rONn+GVP15JS53bI1ys2oZzWPsGeq/nn8OCV6/C1hJCTWLRP+5qEImF/Tvtj06++O+mYqCTDDplJBFGdh+p2WYV0Z3ymMzTLKYxPOEi3O/jmej/1f9Q+sUsDJw3F3ljtKnjFB90l0+pk2y31IbEuiQbcE8+D5AlBnpJSQn231+7sjF06FDskHLXdZei7pWXawO1lZeXK/v08Hg8yM/P1/yzBUrzB7XhWs0q0BUHXoF/HPAP5LlEqUQ6GHRZ5qMY6MQk20zi/uBvDyLEhXDbz7cZ9ukN8D75fQBYBJFKEewGidMbI/GiuIOilOBtMjbVijmk7eQo/PfHq5TPcpC4Aq9fMdBJBl1voHfydtJGkAewt3GvIsUDgABXB05Xv95dC5Q8iwzFgKVZU+mxfnVOw6BLp2SliLRD33gcWy//p7QTmmfE0URETJ2Bnm150HnC+JUnRclK3AHzAIN8LA/gJcObAihK9UGPSL8NS+sk7pRxoStAMOjLttcoUnGX3Gkn4YMuw8pA1283U2ooPuhJG+gOg24XZIArN+PWdGF+6bUu8BQoEwI7EWwdmEOezPlZv2KA6w102fecpVllUSQdY3ZbIcbHNJNaMq0RifYSHHRZ+TJE+ShKckosfVyTQZe6xAz6tj66xc11e9FcKGMRTYPWMOhGH/R4Bjo5B8hx5WgNdPKzICgMOpPr0YTjpmgabHdR+SfK+Vu3DQiCAEEy0Hk3g5iFOMzldasMekBm0LXz0iraOAbtaYErQrbBxRAGehIMOkXT2MNoF67MSEdBEPDSKpEw7ZnbM+F5FYk7YTuZZXXS51K3UvRSbuM8zWrRSVZhgBJA5+SA9vvhHTxYw6TLUKK4E0F4ZdJFDiKctD8/CAM9zWqmVjHQjzrqKKxfr5UVbdiwAX37ij4OpaWl6N69O+bOnavsr6+vx+LFizFq1KiU1kUvDf5z35+YtWkWAHEyn+fKw80jbsZHZ4iBWdIhs5EbGO02YdDjGNR6IxIwMdDztAa6vD/KRbGmag3+qPxDCYzQXMiNMlGQuGTyoIOiELOITitPwuzCK/nWFvn8RJA4Aawg10vbkcw6c5Yhn2FDpEHjP9oYFRUWAlllF4ut9VsBiBEvKYpSDCdyEqVfsdQy6OJfVrr3Tr/NV/dRgkbOzdNE5yq3Y2WvlF+0fczTEoInWV1p7FYmRwnaHQkz6RIfKQZA4eBeBRgzpCtoSpW4R2Pi++KW0pjJnfcfkVdAe3dpztNIrPoHCcbfI6knOJMJS6KUgVaLXvrVaTMGXVm4sDlZl11BnCju9qEY6HI8CiLVk19az8t35zsS9xRANkwLPYXKpIqUuL8x7g1NedmIzyYGvSZUo8kRHeJCpnOEdOfjTRV+3/s7AGBUj1HJ+dFa9GldiJiB8mK5AqlTr+qsNdB9Fc2f05EqLtpPMugsWL/aR9MuAbSJ0aHUVVq4o0Bhv6L9ND7o5AIr39io2N20z3g+2bAR+NaXuAvRqFI3nqUNDLoMl9+lMughcwa9jhEUN1PluASL2R0JLlZ9Fskyvsf0PEbz3ax/3NGwA+trRBvtymFXJjynzKCvqlylpH4z+7308y8r+4ZyGxl0q+YsSJm9aMY617sMvcQdUEmX6qBooCcbER9oPQbdXoLpFuJf//oXRo8ejYcffhgXXHABfv/9d7zyyit45RVRwkJRFG666SY89NBDGDRoEEpLS3HPPfegR48eOOuss9JSJ9lAX1+zHo/8/ggAkfmQf3CZQZcHxFR2FoqBLjHopBw6Wf85vQ+6wqDTWiZ3yqIp+GrLV0q51RPM877L2N24G/Xheuxt2osxfbSyEZ5PVZo19eWiKApRi9WoYk9iBp2lKcSkgc0nSc2K/KrEnRYAFhRiANzkaqQrB4XeQsOqYZgLa1a5a8M1cLN54pKWNJhSDIuN+zYCAAYVDQKgdlLBWBB3LLgDv+75VZMtQN6n3Lf0CBmBM/ZINCDQWga9MdII5MDAoIOS0pe0EyYlEfioCYPeDIm7maQ81rA/DupVgC8mi/JkmmDQo9L75JYMAlIi7+/zOho33Kt8J4PEBQnG3yMZ+RFX8gy61X5DkDg6Xpq11pG487yAj5buxNEDO6N3sT/xAVkAeUFEbhcCoT7Ikbpiv8sPHyNOCByJe/MhT9gLPAXKc5cZ9JP6nmSQT+a6c1EVqsoqA10eO3ysTxk3zO5PVrVlOsoCIjkwoGBAUsdZpY7sWyH2dQwnGCf/UrdWV6Sdd3iaos2e05ESd9qrGugUQ8FVoM53ErnXy4sJfpcfBZ4CDImqEwtyrYWrrpaux4N2u8RxX+neKVBuKSp1G/z8ZKC3HyO7MZoxZ/GFXBdCbnEfHwhBiEYV5l1GjBbfd9lFE3AMdBIewkBP1qA8oc8JeHnsywhzYdzw4w2m/Yfct3T2dcb+nfY37NdDnxYWAPI9RhWznkG3TLPmMWHQeQsGXTLQqQTNY1n5MsXnnYxjpTDokuuQ2b0kQlb5oI8cORKff/45PvjgAxx44IF48MEHMW3aNFx66aVKmdtuuw3XX389Jk2ahJEjR6KxsRHffvstvEQnmBLQeuZRBdk5kDKSpkhqB3w+KE42ZAadHFjiBnUzqbS+wcsMuhIkTprYkMY5IEq4rbClbgtO+fQUXPDVBbjxxxsNvu9206wlMtD1DHqUaOwkU20nSFxxjnot2Vgq9GiDxMkuwW6i45dTuF005CKcv9/5yvYQF9IsflQFq0SDhrxlllFk+AMLBwLQGlJfbfnKYJwD5gy6i+fh0ikIKArgCT99njLJ9SrdU0wQf2cuWyh0Ijqv4oMuLz40U+J+RMkROL3n1YhWHw0/4S9Ig1El7lIUd3kQJFMBUYyWDSXTrJEMuk8y0N/sbBywct3xV7+TlriTadbkxmRzstZSifsXq3bjjs9W45jHfmzW8e0R+hzOArG44Q+p/tIOg95yyAZ6oadQUSzIDLpZbAl5opVNEnc5QBy5gCzf33WHXKdsay9+6fICi9lkPh6EgLmrSL8K4B9zOMx4msMJ/9PFIZJeTc6t7TvzA2iWilAQBKyJiXNBimFAE2nWQFNgCQM90Tq5zKDLbdZLzIWUBWkAXI1oYLAeXsz6Q56EolSWXqDU4LKtBCGqzlXnRnYhZsLXxBgBbrdLkbjvefpdbD7lVHBN2oVLV0xceCIJhkRqs44El6v5BjpN0RjdczS65oi5y81k2fJCst3AjXqjlqVYhdQkMbrHaJzU9yTluyWDbuKDbrXoJEhxDBI1j5nrZ0KAgL8P+LsmxpTeQM9kBr3Vkif+7W9/w+rVqxEKhfDXX39h4sSJmv0UReGBBx5AWdn/s/fdYXJT59fnStNn+3rtde/GxhTTwQZMMcX0TkhI4JdCCpAQUiHJF0ILAQKETigJoUPoPYDpGDDFNDfc63q93jY7fSR9f0j36urqSlN2vW68zwPemdFoNBrp3nvec97ztiCTyeDVV1/FhAkT+vw4CMeoisFne4JKkC2yqISjr0Jk0B016D4MukzizoPIqUOmMukJY9g89vdx68een/NZ62eOxy8vf9nxmAL0YgOoKHH3rUFXCPIeMr1SatBzmn03j2kyb7gY12ZNMcCSu7yLOwXoYTWM/7ff/8PezXtb+8s52K/VPavN9m2Ck/rSzqUAgLF1Y619e6f1akLmouTRhY+yG5tJ3DXNrl1m+wd0ruaMl7gbjEG3pO0wf+dtoQbdMAwQDjTSgZrJC0vsgw44k0STGiZh74YTAKgIciBfISq7TrK6+ZvHrfuI1rXKIsWx5rTFX1N1GBELoKclCsdi/TZLNYmTdmmgDHqpEvdetllbusFOXLYmtm2m2DAMtCRb2HhLryuDk7hTBr0p2mS3WfuGQa84qMS9NlzL5uKOrAlYZAtJmvzalhh0uogcEB3AvjMtu+OZrq2FQacJFjoXlhqUNZPFzI8NRPLAgW8KLZzoKQmqaJyUYHKz6hSwJuEsVyollncvR4fVcUdXiWMeIgpxKAKLlaZSBp1e15FDOMDD/ZSFdvN6V8Py35ev3aWdYPor6OdpxFT65SVTVy5qIK4EkOGmr/yaNUgtcJ7/WNZAT77H4dnxDYNuR28YdBqypD4NOq+VWo9NPVZo1EXqpHJzVVFx3UHX4cRxJ5qfXQZAh0Gkaxk9WxpAp8bfdE3Pjp3OJRa7TjFTObHNAfQtJ6yLSLKGnTFyhuMxrfXo6zp05uJumYqUXIPO3QAtyRY8vuhxlk3fbeBuuH2G7YpPF5AFoyCdvL/Y4C1xF8053lnzjvP4rf0VY9BFWa5b4s69X2DQ+Rhe7d9CT9cNdKXN83b7mXtgTFMVOz4KZAOGwtLaYe64xIUCXQRlChlHDfqanjUIBxSH5BwgjBGgSQS/dg10m1dXvornlz5v7oGaxBkFF0CHAmgOiTvBz177Ga784EoboNPXLAZ9WyDQ04U0AjyDThkFrQKAziWJwmoYeSuRE+IAuuqQuJu/ebW12PebsBwMugXWD96hCVXW/ZyRXArNMbnpJQ2vNmwlMej0O5UqcQ/2rs1aPGwf05sLN1S0j60lHln4CA7772F4ZcUrAOQS91Oq98AFu1+AUbWjvmHQ+yB4iXttyFS30dZUMoBOF67bCoP+4rIXcfE7FwMwE8k06UO/Hz/XbC016HS+5NWKpYSecd9HQ6fJeyoDZuKMWIM6CagYuGsCO5xssuYhDVi/YUVZnw8ABgyo1u2eVwwI2XrH42LrdsagW+Ag2BjAdSdYCVYHg25+RxOguyh0J0DP9W8vcSpxp8w5kUw7hYiBGAlI50I+BndQgEMSAAEAAElEQVQAqUzCYWBWbq/vLTE+XPchfv3mr9m4VWmEuRa/xZL8XiEay/530X8x47EZuG/efWUz6CJpRsfnop/tQRiSoEcyRqIKYRL3IgCd9kAX13D0O/LlQ+XGNmUSt0WFB4O+28DdHBJnwM7I9/WEz1zcQ24GvdS+5d9/+fu4ZPYl+Mcn/wBgMn38gMZP3rJWa37faU1iDQDg9B1OB2AmA/hMVskSd9EkzueOIoocoBMQqTskH92ZPJOUHTJxoOM1ahLXqERYUibGnRvRcIMxX1oGG1I26FidWG1KgoU5g55byrT6fUe+dcW8jfMAOE3iXAy64mTQNWvbhxY85GoXqBmW+co2wKB3ZDsQ4k5FbyTufJIopIaQsxY/DgZdsQG6ZmWSa8LmYt9vwmpP2vcVlbgPqYti94EWOJMB9KoiAL3cNmv8eEHK7IOu2jXoyWwBSzaUN871ZOwfqTWR9dly648rPrjC8dgG6PY52EUdxAx26DjyDUCvPHgGnUqiKaMsZdCtsdxlFrYVRlu6zdG1hS+boMGfg60GoFfIoLsl7gbCtd5u9jxYJUFzTFUCBgqWU2y+3V16Vkqo1tiaExaQakRoMVVkzS+6S6sGoFnLHMPBoJvXe8CLQQ8E2CJA73cG3TzHFKCHJFhFixiIk4B0LuSjNgXE/nqXgwzbFtRHP/jfD/Dy8pdxxftXFN/YJyIcQKdqzXJDBOjPLnkW61PrcfWcq7GmZ431OaWVFEcDUTx9/NPssVKENKHrME8G3eP9MlVIqRJ3do8JDDktl/pG4r4lhkdW7j8z/+NiP+mE39e90MU+6KWaxPES91UJs95qfcpsTScuWHhwTKUcfPgNfvRmndQwCYCZJeLZZE0vUeJerAbdwaArDpO4yYiAgOC2Gbf5fgYAdKbMcxYPqQgFnJf0GWGzdq9RsQeeYaE69vdqQepGz+OVH1yJJV1L2POtqVaEg7rzjiGEnRf6Xf2SCXw/dwrWmUmcrrsZdOJk0HnPDFvibv7bmTeTCdsCg96Z6XQC9F6YxPH3hUIU5GkrNO464SXumm7em7UR8953T1j2Qnh1R4otCClAjwZVGGlzMVkRg15iDbrMJI5NciVeA7QdYbag46x7PsShf38Tc1d1lvZmyBUE20vIGHQtaYPxbxj00uO2ubfh8vcvdyUXaYK0KdrkYmhkSqVtiUF/YekLjsfxYNxVbhMgAZYk1zw6oGxJYRiGXYNersQ97VyvKEEDwZiEXUua5Q0LWjiFYMCekzMUOHc62/WVEnktz9qh5YgBEIKBU7oQHZBF3T7NACEYcVAbwvU5DD3E//dgEndLKqwSggIdvrlJXOMl7uLalSbp6ftym0fiTgF6sCAxiIvopsQ9VJwNr3rzU8e9Kxogb82xuqf8kgo+AiE7QV+uwSINEaDza1+KI/xK+sQYUzeG/V2MGJK1hS0lZL4KDD8VAeiizwMN+h2ZxH17N4nbosKnBl0MCtB7U9Nm5PPILFyE7LJlyLe2IrtkCddmTYFu6A6ZRKV9y/3k5OuSbkM4v8GPDibj68ezBQCfpCiVQReTBi7wqjglYjObp7KHO5AI3v7W25g2dJrvZwBApyVvr4u5F20HhU0gnFvdziY+VbWPQwQ+XoypAQORaLdLYsYYdEnmMRqIOgZTnu2kfgdENXcY0DUENXcNusadYp37WwTo6zPLzW22AQa9M+sE6K42axXWoBMQ5lXglLjbJnG6VSpQZwF0EQiQgD0WZPI6NvSY9xFtVRYNqdBTJiiTLUqK1Tt5AXRRjcIy0nxCL1Cui7vdZu2jFeZkde97y0t6L+AE6Mncpp2oNlfoho4V3W45rKwGXecA+jcMemnRnevGrZ/dikcWPsISwzTovNUcb3aZisnGaSqbpu1ztuYQfW9igZiLQQ8oAebrsjUw6Ml8kh1nuSZxetrJoKshHUoASMSdYyw1VbvzEzuxrwTt+T4XoRltZ0uvYpFbsQLZ7g7Qdt051ZScN05MYtSMjVDDAQAE8eYcxhzRhmiT//5E8BAAYUBX1wxoPT3ILV/OXNzViFziDthJ/n6XuFsAPe/DoMNH4t5ZbeAHv3CuCVPLlmB4qwFVM7YpgN5bZWOXYf+2zXH/JL9X8KxvppBBa7qVveZXOlRKFPPAqBSgZxctgpZwjoV6tjSJO98pgQ86N9P2ld8w6FtQiH3Q/YIaiNGsbyWx9uI/YNnxx2PpzKOw+MDpWHr0Mej5aD4AU+IuXrDl9kGnId5YhBC2qBdrygFvBt0wDHazDooNktbh05uxWJu1ojXoXEaYEOB3E7/neL3UOrWOlDl41UYldSxcEiC9Ksk+7OFjHsbuA3fHX6b9xbG53wA1fjARatDBGHTZ+w4afpDDPZLv4csOz8oUBfSC28VdMQ1YaAzgBhoXQE8vB2DW42/t4ZK4U2DO2qCXIXHnpOE8gx4K2CeWB+iwJsKGqHnvi+UhRHVOFqvaTQBGGfRIkAfo5jbfmfQdRNQIDh1xaNHjFe+RX+3xK/z7yH+7klusjSLfB52el160WVuxsfRkZNKDQX/+83U47uZ3sLpj65caX/fRdTjmyWNcz8tc3LVue4ykC29eefRNuGNh+0L2tzgnUVZncHywi0GXLapobaYsIb21hciIx4NxF0BXFXWrAuh0HRVUgmUxdQBgpJ2JLsVqYdkwoM7xPAW0AWvOyKnOdUreAuikq3RVZHbpUiw54kgETjsfAQuHZIstIIvUTzPwYI0TCoCClaw3NGDZ8SdgyZEzkZozx/w+IW8AxBj0/pa4WwkBzQegKyHdU+K+eDiQFC6D+rP+iL/freFnz+nbhMSdhlGqrA1yML93zUgAZilupbX5/Hp8efdyx2tU7l2qxF2MogBdRijAvA+ueP8KfLL+E+cbrPtrxZnfxfLTTne8ZDAFsvyzCnoBl79/OTakTQWWyJCLa/VvTOK2pLCu7d1iQ6VtAfig7b1oLVwl0f3ss67ntIS5CA41BF3y81L6oMu2kUn+6HOyliJeC8e8nmc3WywYY0kKPqNPFwPFALpYj+3enmfQFcQ4Z8hyBqGEVQsrA+iy/RBCMLlxMu6deS8mN052vEbrU/igN+P45qDjjtGgsxvUy7SId7vkEz3MxZ0x6F4Sd/vhd+ts1166HKNKkHUUoG/9+Bxd2S4EHTXo9N/ya9B5lQcBYSZxzhp0lSsfMBcdjTGT4XEDdPO+GVBl/t4UhFKAGuUAejoEnDnpTPx+79/j5VNext8O/FvR4+UTCg2RBpy909nYY9Aents5EnoKZdCLfgwAm0Hnr5kVG0sH1TyDTh3tDcPAuQ9+gs9Xd+H2N5d4vXWriXvn3St9XgbQ04tWssVVMVOcb8KM+Rvns795eWumkGGLRhmDvkvTLq59DYkPAbCNAHQBcMeCMdfiOaAEWOJO9+gTviUFL28vF2ToLoBuft9Ig9NDprDRvGZCBXP/hQAQ4JKb+ah5fypdpZdBJN8xTXJJdw8zicsqguSckKKgnA/RJC5AFIfEPb/GVJPk15rkihrRvCXulEHfTC7uVNkXlGAVNaYhrgSxeoD73CweRqArBB/u5U4uHTDPwNtr3na1+N1aoxyALjNGGxitxRunvYG7j7i74mPg1xa0+xAN2s6xXIA+MGp6Pk0fNr2kzxY9tq7/+Ho8vPBhnPXSWY7neXFubtkyaD02cWBL3OX3251f3IlHFj7CHouJTTE5WJHE3cIElSqeS43tEKCbP+q0+Cjcc+Q9mNQwCbceeqt0UypDltVwlxKZhQs9XyOKgeiQEH4+6+eO5/1M4gghSBfSOPapY12viRJYwAbo5dSg88A9okakDDrN7heTuIuTsKttBs9GK04X1HKCmlVVRWSaF8k+fRhYWWa/ydKrDa43EOBql7OcJF0K0ANO1sMPoKu6hoDMJI47VF6arwtfqztvqh62BYl7R6YDIVkf9Apq0PkghEhN4ngGXVEsAG4BdJfMjpgrNNrKb1W7BdBpDbpiwLDagGSCdq1lQ6ShJPkYz6D71WnK2qyx81Jqm7Wg+zxutIzv1nami7q7ywD6p1wNu5/iZ2sP9ltyEvfCxk7kV5vlQcVMcb4JMxZ22HMkX0pG2fNoIIqaUI2DQY8H45jYMNG1L2rAuLhzca9Ub1tCiIyUVOLO1aBvajfhvgiqICvXwT2/fj163n3P8Zximb0FG5yL62y7yZoFrNORV4EARwxoFoOudpVTtsiprazbPUN0ONcW4ljnPfYZhoFZK2cBsMGDahhM4i77KamLu3OvosR9MwF0HwY9GNcQJwEskRiPL7Ca83y1r/zaDecMXH/bWf2eeNgUUY7EXfZ9iaqiMdrYq9Zz/HvFsq357WaitFyJ+31H3Yff7/17nLvbuSV9tjgfzmmZI92eCDXI6blzAQDZJUuQnve1uY2HxP31la87HnuZxHm9Xkp8w6Bv6jAMTGyYiEePfRQHDDtAuklvGHStuxvLjj/B8/VIYw5KgLAbg4Z4AYs39kctH7lq9QA5g05vChlA96rvyRas7BRREFACUgadSdyLuKsDzilF3J7vG0oE6XiwtojtJxc9WfOcVYfdd6y0HtcHN8gGKArQk4UkIiH7O/Dn0ItB//bEbwMwezH+Zaotp6cLKqeLu5BJJgYK3LGqqsLOJwXoQesWzlqJlW2BQRdr0BmZVEEfdDFYm7WAHKBT5WJjzExMHTz8YGEPGoiawJBG87enEnfaBz3KMabpcPm1ljxAFzsM8CFlaBmDXp6LuxifruzA1Ktm4dt3vu/7fofEPW/+PXdlJ3sukdn6F1ZeITOJA4D0p58CqLzmbnsLypIDToDO158TQhz30e4Dd5d6NfDth0555pRNcbj9FqUy6FSltjX0Qac+NrQ7Tqmx5MiZ6HriScdzXgCdurMHrUSsG6Cb5ynQXUb5DTffqNbQ2o0i9d7EbMH6xqo3cPQTR+OeL+9hL7239j0s7lxs7tpaAKiwzda0lPu3pC7u4Qb6mj3GK5sZoGvWSZGx5OFYATESgKa6X1tjdeqq9VB/XPikjj8+oqPjwQf76Ii3jpAD9N5DNZWobP3oZVpXLoM+pGoIvjPpO0VblXkpyqgMXQxC3ADd0HUsPfoYJD8yDSC9chW0PScNkXT7hkHfgoMBwRIyWpRB78x0lv05uZWrPF+L7TIeA3dJQDZFiBeweAF80SbvXy6b9Chob8+6TXO8zIv4mmpCCNuvzCSumMRd3MbVgoxn4IkCEILh0zeiblwSDVOd7dL8wo9Bj41pQP0EQc7mw/zLBija8zGRSzhY/6xh/ja81BAATh5/MhoiDTh94umYMnAKXjzpRdw24zYcOOxAHD7ycAAcg24diqrrqFGd16RZg25wj1X2m9Ln44QCgSwAY5tos+YC6AKDXo7EnQ8CwlhhnkEPcBJ3mril1/3kAZPx1PFPYVDErAEjSgFVE67Aa8nzAZLD6k6BQbeUKZpiQFNJ2W7F/D1Ck2OykLVZI2VK3BWFIChZON3z7nIAYMZxXpHIpBFqfANKuAXJrPn913ba48r67q3f5Efs90qDmcQVnECq0Goa73wD0EsLfr7jATpVbNE5mGfQDxp+kHRf/CKxtzL3N1a9gWOePAZPfv1k0W03RYg16F4mcYxB38RMTl9EWnO2FislCh0drvpzAFCsYnAXQE+a1w11Wy+oQJBbgxgWgx7sLsO8kZvzw9blemf7HHzc9bW9jSBxfyNEMO2haTh/1vlYmViJ2z+7nSVRlnTapT80qaTCruWWqaGpi/vQAzOoHZ3E6CM2uCXuhc0E0K2p9NajFczahWDOePs8RKOmxB0A/nomUDt9d1QfcQSUH+2ProA519Vr8glrt6Xmieh88qlN9A36L3rNoAeKr7WLBSGEzUti9yIa5XpDlBpeijJPpZOwxNM6OmBknKrfcIOcaRP3KRKD4hqf94kqNeh5fPzrx/HaytfKfn+psd0BdMqelsIyMYl7tnyJe6F1vedrI/5yDmJNOWzgWjb93+T/A+CWuPMsLQHBJ62CmYIVDWH3QpLK3sth0Kn0nS4GaJ2+Q+JeBkDnZe4uSbykZqtqcBaD9+yCIpHfekU3BegSBp0oBM27dyM61gb8fvVvIhN+5KgjMax6GAAToBMO0GSFHug0Lpl6CV479TW2uB9WPYwt6Ok1RRdg9JQQw8DAiHh+nCZxRLUHWAooY8QCCjAAUsCClgTeWiTPSm4t0ZXtkrq495ZB32nATjaDzv2OKlFcDDqvSBlbNxZVQRMgENUGESSQsE3ichrqA5/gw7t/CgDIWm8vV87JTya+AJ22WXMw6MyKHrlV3glCPmoi7jR0e9IfWHel87jzraVoU95CeOBLiI+5gdXgr+uyJ9HWxKYz+TEMA+lUN7qefhqFjZX1NC4lvAA6Y9A1AaBbbZG+qUEvLfgFG1+DTp+nTAVVswHAgcMO9Nzf/kP3l+67nEjmkzh/1vlY0b0C98+/v6J99DZEBl3WZk0lKhsvtgaTOEoKlMPSpT/+WPo8NYkL1jsBupYxPyNgtfzKB+BYZ1CAHipjbOLnm5g1NGoq8PfFj3q+5/wa51okXUhjQfsCAM7rfObomeZngED3ai2kEvv7xg0M2acLkXp7gpS1WdN6etD51FMuB+y+DGoSR83t2msIbj9aRSfHFcWJgbh1D385TMWQX5yGYf+4AacMsNVZtUVaBEZ22EH6fG75cnS/+KI5F3z+OXrefRcA0PPWW2i/914U2toq/m59HWWZxMnc+PuAQQdsoExxRJPQbqBSF/diIWsL6xeixF1PpaALAF3WsVbTtaJtNsXWu0OrhpZ0THzw2OeC1y8o+/2lxvYH0Jm+uQSAHqkDUBmDnl/jdk5nR2BNGK3WRTiqZhRO2+E0AO5MOG9SZcBwZF/54BcwNPxq0D0l7tbz9CKWMugl1qADzgvZBYz5x4oC/5ou76C1sNIadPoZoqGLR/A37+/3/j2umX4NA0o9+R5EB9uvZ6zfRlZeUKyfNRuorGNRDR0DI0KFmUJQ4AYqoiocg24+F+MYV6KYx/O9ez70/H5bQyRyCYS4cZwx6NTFXS0vm/zsCc/i5kNuxu6Ddmdt1hw16EqAjQZe5rz0dyMBOztLSAFrO9PQdANpYz0ufechTH/dNGRMWi3WqHFVJeEH0GUZaf68LD3G7VMhi2H1bmlae9J/Er3i+Xm44oX5UEK8PNm89tZwDHprYtMx6L9967e47bwDsfZ3v8fKs/9vk32Ol3TYi0GnLtIUoG8NzObmDH5+4xdW9LzR81gVqsLfDvgbrp1+rW+boRsOvoH9XakLNO1iAti18P0dMom7jEHfmiTuYvK/lEh/9rn0eYfEnRv3KEAPWqcvrwJ57lwSKhUvY2zik3A0cawpQE2A7yRQ3EOH1tvSkskf7fwje4wnBIbHcioQC1rLBC+TOMv9PW+PNesuuhjrfn8R1l18se8x9SbENms0Wurt44zppos7AOQJQV4CxnfJ5LBskM8HebDHS46ciTW/vBA9b76J5aedjlU/+CHSX3yBVef8GOv/ehU23HhTeV9oE0ZZAF0qcS/SU6zEEGvYx9SOcTyu1MW91M/1UkyJ6lpxia4nk8x8l70n5r5heJziFXyisznW7Oo2VUp4re/7OrY7gM5AYgkMen3YBL0d2Y6ypcPUfVMa1r7WW9TgwNhAW7IquEbzj9f0rHEsHhzHKgHo9MKTAfR0IS1ld+gkSoEqD05pUFBQCoM+eYDpki5jEl016CWCaBqr2lPY2JNlEvdqCRtoG6mIhnTy4Acoyp7RWuDuXDcGTKvHgMkJjD6iFTnrPJQjC2LmEkINumLomNLsbB1ECKAJSQw60NFpLgTVNggk/dsHdVNFIpeQ1qBXKnEfVTsK04ebLqN5qzbRUYOucCZxHrc5Pe88QA8EsyjoBtZ1pZELLMe4FvvNtK3MkKrKAbqfPJ7+5j35HqxPWiCCY9+pUV2xGFbvlpsWY9BnLTAVGnq+jj2X0k1J8bouexJNZAqO9mt9GS8tfwl7fGX1oP/66yJbVx50PPzbAU4HftZL1QLoxJLc0j7M35jElRa8YiyZsxdsFKDzC6GjxhyFI0Yd4bu/kBJiieNKATpf/tWV7doshnMi4I4H4q5EcFAJbl0Sd+u8lgPQCxvkajAK0NVIAEOuvAKt9eZ5oAAdFlgtiADdqkGP9pQ+V9K2TnxoClDLe4RwEveUx9plQ8r8LhSgUzWd+SGG5+SjxoP2Z0iCLsP0vP2dEq+8Yv37qvQ9fREiQKct5l/aneCxaQS/P1tF1DAQ5e7htJZ1kUPDCwUsPtE7Ga2n/P0C0p/OZX+nPrIVF/mWrbObw6aSuANugD66drTjcX9K3PlxViTviOpm0I2Mvf2owzZAlhArBaDzJnFUHVtufAPQN1UwAr10iXtez3vWbHsFbZMhDwMagEtVc+JvijXZwMvQHPVnXq7uYsZJJsWki3ivlmonPXOSq9aNDp50ASpK3C9840Jc9v5lAEozibv10Ftx6dRLcf1B17tfLBOQ89GZyuGAq1/HHpe/ioSPSRzbvUMWXRqD3hhpNPcbss+BElLRtHMCkfoCMro3g+4VLvdH61AmDYxjjyFCb18CFIi9UCOK4qpBD0Bhrdwog761R0++R1qD3hcmcTkLUIk16LzE/Xs7fs8+lrffQdezz2HkqhSO+FiHotqL9QHWmmJ5Wwq6YBqUCQF1ml6RQyiNUhh0ADjtOVN9IxotlhJyBt3/OqqNWmoCYo8dWWUFcgXdxZq39fQ9i04z74V+mL3o2DmufpzjeTq2GlSRETX/LVgAPZAt4PjZOqraynGL3v6iqMTdy6rXIwghbJFZKUAX37eia4XHlpsuRMAdDUbdEndFZfPJtsSgdz3/PFqvvRbZpctQ6HD75wB2mzUYBmqPPx5v7WWOs1QGq+fMcScfAHLcGoearYUyGvRcDp1PPoXk7Nm+x6Nn3deRpgA1HmP7qoD8mqWGiNTEiio0aRgeyyk17n8P9JWLe2b+fLTdeSfa7rwT7fc/gM6nnvLdngLJnHV4V6YtpjxI8NiBKtY0m7X1QSjMXC+t51hLLxpBw0BVbQjP7SWfv/SkE6AnZ8/Guj/9iT3mDdRa/2YnUpNvvY3ul17y/Q79Fb13ce8jibsA0AfGnF5PsjbDffm5/HjPk49iIlvKoFteFIGBjYg2yq/1UpKpPAk3vHp40e1lIQL0TeX91D9pgC0prF++lBMaDUQRUkLI6Tl0ZjvLWmzn17t7j/PxUSSMtAWyhlYNdYC8glGACnPUlUnRA0oA753xHm785EZWI+cncee/T0OkgbnAL+9ejvnt87HTgJ3YNiKDTifTdCGNvJ7HKyteYduWInGPBWM4cfyJ8hcVJztcjqyd79e8dIO5CJbVoLM73cHWex83D9Bp0oM52QvZuZylQChHFiQCdBNUGRhUHQKEgbmgAve0z8Hv6BOqzaB3Ex1NAAIgiAai5qSvbP1snWEYSKa7EODWm4YOGLpuV6X0YrJiDLoDoAdYTX9Er8dv9voNO5ZVP/oRAIB26WyNrMenpigEjTUG1rYAC1q6AeI895kQwRCtd+yxL0DnJlq68Kskyz5UAtDpOQIATTegCsC/LhYCkHQoNnLoxoaeLAwDCIbbUd3wNdpbdkNXOo/KpkDvaEmaY2uhb0gF36Djb1S1z1M8GGcZf8qgB6IacokAk7jHr70X33lDx8rFa4BNp8Df6oNfpD3+9eM4ZcIp2GnATlIGvdSIBCJIFVLMlKzcoD2qaXzd+TV2btq5on1VGrI2a+LimW+ztlXVoPuwdIWNG7H2V78GAORWrITW0SndjjLoNIyQeZ0YFpg2suZ1lVeJg0EPBHXkVCCkAT1vvol1F10EAJi0wNlNx7FvCYNeUIGHV89CdX0tft7RBV7i3u0xP9FxWsqgEwLdo74qWEt/d38GnZe4VxLLT/+Wq/45ssMOiEyaJN2ebpuz1Ik7aQp+2tGF2+pNtWSMlqQRBVEQ9MBAWs+hS3DuDhoGqkCw1kNpXOhxrrtWn/9z6D2cJ1K3N2u65oJfIvLqTggNq4wp3RyhdXa6nyyzrM8r+MT+/kP3d40zm0qJUwygiyGtQbcAuhKx7gfJ7dCV63I/KURYscfRXZt2Lbq9LMTEcXeuu2y/oVJiO2bQi2ecCSGMnSw3G68nfZgTw0Ard8N9e+K3HQtuR2ZJIkPfZcAuiAaijsUL73JLQ+yNfsNBN+DFk150PPfBug8cjyljREEnXRQs61qG99Y4e5GWInH3C8IBfCK4oBZj1PnblxpT+fVBJ66e6/Lgz2lD1AnQTYbHfi9l0Msx1nAx6PQUaLprcpwbUtFSsCcfnkFPWWcgYBCWRImN+CegVLYo3VIiq2URTQqThA5Hv+li2eQlG3ocbuJ8UJO4YMD+HXkGPUTse0Z0DQWAke32wqA2bv4GHy3vAFFEgA4MLdJH3Ctoja2fGZa0H2oFygIZg84HbR/HBwXs/HcmSgEtlrw9MuoG5OueRLB+NrrSfZ80og7dWj8AdJaw5MDRHoP2YH/zAB2wa9ADs0wTpBGrt34n+00Z4vx2xftXAJBL3EsNOh72FYPOJ6X7K3jAvUuTOd/z8wwBgapsnSZxfgx6buVK9ne+pYXdT2KIAF23ALpugelgwvysRNQpcQ/CwFKrG1/3M8/a75cZc1lheDDoAHBnnbXu4tYvCWEcpmO1yKA7FvSGAXE5Fdl5Zww491w0HTrC/gxJsBr0XjLoMnOy7NKl3tsLEvcgIQhxxFeMmcYQRK2FTlrLoS3lLNMMAIiDIBuUfz8tZa+l9VzOAc4BoFCEDEt/IjdW3tTBk4Dl1KCnrFadK5uAl/YFhh+0sVeqQT54YPmXqX9xkY6pfBntB8sI1lEq3c7Oi5c6GIALmerJJFuPKWG6RnNfL5RBHxwfjAn1E3D5tMtd20weMBm14VrMHD0Tx487vsxvYoY4L63tsUuan/z6SVzy3iVlq65lsd0BdFbrUOL9Mu0rHUd/qLuy8W+segMzH5+Jj9fLXUZFWY4YXRZAP3LUkWiMNjoW3DxrLruIaT9tnsGWyc1F84N4KO6q9fho/UeOx0zibmW56b9LupbgvFnnObaV1baXFQ5PuPLkubLaVimDTsMByr0/ix+gaIabAvTubLfjOEVDvVJCNI9il6OmuxYJK4KEMbvmd1Bsaa31fIAo7Dciag6hhndLPpYtMRK5BGqEW8fQDKdbts9k1ZXO45gb38HUq2ZJ+3DL2qzxNegh2ABd5oDLlxFUW6Ds45UdLgY9HQJGFypbND99/NN49ZRXfevXRXXML2b9AjmUnxDYc1QDdhzsXesuA+jdFHTzSQlSwNrODAANsM6RGlmzaQG6x2WQ+ugjtP797y7XVz5yq9dg/V//6luKlNfzDPhEAhH8eJcfoynahD/s8we2DZW4ByyJu55KYd2f/h97vUdiZPNN2CFKG0UTzYoY9F5K3OnCiibKZq+d7ehi0h9BS89+v/fvcd/M+0AIccwz9LzQJLlYqrYlhszFXU+n0XrttUh9+ik23HQzOh58iL2W+eIL5FfL20G5GHRr0U69N8KWS3t3DMhxrGDYMDBvhFUr/qFtpuqVCABs0M8HP/a0C/ORCNCputGXQQdcy5KGM7+DpvPPQ7DOf31BgX3rHQ96tiTrfOoptN/n7EhgFArYcONNSH/+OTb+69/S9+k93kSTC6AbQIQDpVHO5ylqfbm0nnP5KCkAqgwFWQ8GXU8mkfzwQ6z57W+x6pwfu17Pt/gbOaY+Lg7QMwsXYv3frpaz1xUGnzQrRbFL74WNd94FAHh5dwXvTNVR1bxpkrzRQBQnjz/ZQQTIlLh9EXTd25puxZ/eNcsT/DqciH3Q8+vWoeUSE/eQiPf90J01AfrEhol4/LjHpQB8YGwg3jztTVx94NUlqYBlIZKTvLr2/733//D414/j7x/9vaJ987EdStytf0swiTMMA2c/ZoLQ9HcXA42T2WvnzzofAHDR2xfhf6f8z/Ve3tgi0RDBsAMOR9fTz6D68MMBGOi0BnGaRaUTcFbLOhh0UeJ+2oTTMKp2FABgUoNcekRDXMRX8aYmVixqX+R4LErc/eqrP2391PfziwY/kSmiC6o/YM9IwE+1j4s7KVHiPrFhovXphN289DfqynXBMOLsyLLWAFMWg07kEnfobgZdJ4DOt4oPKHbNIQXoHINubrTlL9T8IpFPoCZl1ZoHdBgFBYYOJm8yn/emTle1p1hP8p0v+R8OGD8A9/7f3lCs399usybvgx4m9ipBlwB0lcPAsYj5G25IZBGOCgx6EDhQkiAoJWLBWNFyGhG4zFo1C483A7tbj5V43P0mSdREgnj+5/tjXVcGVzw/H89/4TTWyUhUABR0x8M66DckJI+1nWkoETuTbBTqPAF6VyqPeFhFoIJyhXU95jHyNeiGpjEX+xVnfhcAEBo1CnUnnyzdx/LTT4e2cSNyq1Zj+K23SLfhAV5EjeC83c7DuVPOdSY5rfMTCGum23BBQ+djj7GXN9Z+A9D9QkxAx4PmdSu6uJcTFAB6ea8UC/q7T6yfiI5MB7JaFt25btbRpD+CSk95IzheGk7HfAbQtwIGXVaD3vbPf2LjXXdj4113l7UvhRY1W8CHSdwzFKCb/3bHnBL3kGFg/nBzztW6bDms1t6OYLO8O0A+7U7O8OU100cOw3NaBiOpxF1YXzREGtCaakV7ph15Lc88NESArhKznpv6r6gNDY7v6Clx5z5u3UUXofaYox2vG5qGdb83pfxVBx+M0DCzrVTHI4+g7dZb0XbrrdL9AnCx1Y79WgCdnosgPBh0EAbQW3Jd+Gqjm9gxGXSPY0il0HLppcgtlncwKmYGl/niC9/XAWDZ8SeYn9XTg8GXXVp0+1KCTz6WwqC333e/4z5YOIxgkE7n3/L9ZWTBjxORQARBJYhbDr0Fr698HXPWz8HhIw/vk88Rgx/Hn17yNC7f/3LX2K+MzkBfFkHVkAwKGbERusaMtxmDLiH1KIPuVx4IlOaf5Rfi3EK/C5+IeWThI/j5jj/v1edst6sHowSJO++EXPDIsMpcAw3DYBL3f81Q8Kvv5NH85z9j6PXXYfCVVwCGgU5rYcoP0hToORh0oU6DXyQcPupw/HrPX+O+mfdJj02UuNPFDx+t6VYHEy5K3P3qxRqjjZ6vlRS9MInLlMmgOyTuPh/VFGvCCye9gLe/9TZ7jv5GWS0LChMLAP7y6XUAeleDTo/F0DSXRG1ANxwMOi9xZ/sziOPzDa1yU7ItIXgGnRpvGTpQWGdOwmpYgxL0/p1Fg7O3v25DS7c9mLI2a5yLe00kxBj0sOIP0KvT9gAcCnGfRfIOwJgJA7vkNq2zsti/c3WhC4P26AQAqHV1Je+HEIIhdVFEQ+5JS6ZU6UyZ1+m+Y7lJUCngra83QOUAOpSMFKBf9MQX2PXS/2HqVbPw0XJv5soraOsrPnlFx1tq0gbIzXYA0+xRs3qn53wknHQcVojt/SAqkJiLuwoEG91lRsH8lm/etTmDzm9HjjoSgOmLcs2ca7CwYyGAymvQAVQsMeSl2HQO9auX3BRBu3zwDA8/9rsA+lbEoPMAPbtgYUnvHXHnLRg5w65dtl2eLYBOF+3Wmi3aY9773TEgb9jjcMgAFg4lLvUNP26IsarNPUbowvufz9ssrsig/3KPXwIwAdvy7uUAzOtaBBGqAbRxT6l1lM30B3e6QLCKLLCjXpv7np9+6ix3lO476QPQWR9083EITgY9xrPpFtT43bLH8eTiJ83XdR2XbzDH4SofgI6NHS5wHho9GvEDDzC/0wb/fue+HZWEyC5eXPK2xYKv5y7FxDG/aqXjcUs9UKv37fzBHxMPmg8ecTB+u9dvew1cvUI2jotjamHfBIZObceQ/TqQafdOzCoRb9KQ+tOI/d37OsRSAKoGEIF7S49/+UWx2P4AOgVqJUjctW7bETCbNycX3dAdF7ksU2Pk80DB3OaNnQk6qwiMSBg1M2dCrTIBdpdSIUDnWHCFKDhr8lmYMnCK9PhFMCcD6ADwdYfdpihbcMq2Za6Op+9wOg4efjCumX6NdH+lRm9q0NOC9LY2GkRDXHbjWvvhmboispbh1cMd9WGxQIwNMF2Wq/r70Qg0a9Atx2nYq80adN0FKHZYYzgXAhxAp8BdBXEwfYZWegubLTF6cj0MoAcitL8akLOkjsG45nttyBzIUxzIzBfcJnETm+thWPtsiNj3iEzizsvvFU7uTpQcctycMiObRKDMpFO58fhxjzseJ7Qcczc1KpjY4xKALkrccwWd3Xsa51xPSB7vLt4IotoLOqKmpQD95QULEGx4Cxv1L/HgBytdrxcLKnHnfWSoUVDqI7tkR62RS/d/+vC32N/RXXdxva4bOha0L2Cy5rAadgFzwKzP7J5jLhyJYiA40N1JI5zdNO6u20IYhsFYpmPGHAPAbCX6n3n/YXXfvWLQeylxjwQirEzMt15yEwRd0PNSSj4RSxU2dEG9Vbi4axIX9xLHqfheeyLawHteCPcVA+jm7xSzfEy6Y85+5SHDQCZMsGqwc85efd750DzY4kLGXa4odpAgjhp089+zJ5+NV055BVOHTGVrry/aTDZ3cHywU15LCFQYaKvlvFEaBLmxx3ySbhXkwILku/WGG9jfWncXWq+7HhsefxRfriku/fY6J4CTQScAVEIQ5n7PWqpSJTaDzsclbe043pLQx6EgX2QZpVTba+1AYyPqTjqp6PEDZsLC1xOK/4waf+a1nCi3xSafVM+HDOSCBDX0fPbRWqJgbFrSwCtkvcZFbJMJKagZkYEaNODHohGfGnSaAKMq400VfA93wJ4fqL8EjROeOaFXn7PdAXS7Br34xMBnHguJBGavnY19HtgHV35wJXtelhlq32jXTWWta4kuKq0PZww6DwQp+OIBupiR8QLZsuAXN7FATCpxB4ClXXaGuBQGfUztGNx4yI0VOyCycLm481FE4i4wUwOqQtJFNJO4O/qJlzfYEUJQHzYny06rzpeHLZTtKSXEGkvWVUDTXBL35/dSnAw65+JucADdOVhsWlC4qSORS6DakrgHYhywtsyDgnENft9xowXQj9llMIbWmQvBFMdkM5M4DqAHORf3QTFbgcAn6GhUc6ScTrh7kxSQ5YaCMcj7HmdfRDwYdyzg1+cTdu1WBQ7y0ZB7LMsKpSQ84NYMXkFgJZwC9rVIBAa9M5XDqbe/h0zD3YgMegGxEXdjWWpO2cdJJe5hbv2jJ8zfiu+JTuvD+TAMA/lly+xjjLgTWg/MfwCnPnsq/vjuHwF4m1qtueCX9n4IEGyqc20TyX0D0L2CT3SL7X5oVGQSp/bOJM7BoFtzsl+95KYIKkXlGS0Zg876oG+mhXc5IatBL0XJGJ44EYDhGE7NeQBM/k3CFpFgqdDiSSvBEdZx2YTvsPdRCfb8Ec5kpJFOY8M/bpR+vszF3RDWEMRycZ8fCuL+WjMxWBeuYz4GA6IDAABzW+cCgNtfxDCgGkCSW26VKnGv38m5dsqtXOF43PnQw+zvrieexMZ//hNtf/gzBhQ3vPatyeYBepCoIFAQ5oa7Ot0+7qiEFBlasK/ZKsl3y4ac75m9uz03G5oGpap0MF0qi65We/uxlBv8mFEKWCdh7r6wvnpE9//ty43NpbQR1byAO+mZ4e6pmpFmUmzgry8AhLaFtou7+5ys6Dav/VE1o3pxtMVjh4YdHI/p7ysC9N7GdgfQWZSwbtK5BbqW6MI5r5yDjJbBY4vsGkPR8AIAXpxnSniyAUC3LrqV3RxTZBjosiZenkGnYJiy2ABc5jTl1MHxE/qQqiEMpP5ur99hQv0EZg7B958VTeJk9dXl1Fz7hoMxL++tIoMe9zOIA5xt1irIRtJESqcFzbPcPnrTB53NW5yL+1uHNeGSbyuo3VUXGHRiD7BcDTrfFojQBEIRj4VV7SnoJfgw9Hd057ptBj1qL95yKyyAHvOfYNqT5vXbGA8hZjHCyaz9HipxD3ES9+HVw9hwEOQAr55wswe0Ph4A0oUU6mNWEkzJOSR6JNA/55avKVuRbbdLJvqIQT/5ttn401NfsscUcNdEAs7kIQXoKnctCgz6nW8vxZzlHSDBTvbcet3ZRaJY6IbOJO48QKdqBwdTIlmMFPSCg3mXyeBv+PgGAMBnGz4zP8djvMsusv07iGJw7rJ2RHJAQdvywdPmCH6BNig+SLpNbyTuldagSyXu/cyg03GeZ1n5ZHksYIIVqt7aWiXupXgBjbjnbtPlnABjj1mPMUe1Qg05Je6UQU8lO3HZ7MtQbQH0vyTaMCJqJ3/CFtj9fKj7vk9/9pn8ALJOgP7cd92Ana4Gzh1kS2trwjbYa46ZQP2TVpO1FsuTAECFgQw3hyhRep78z1HDzgpGHNyGyA6jAdjJbFn0vPUW+3tMi7nfnmMP8Nxea/eW/tsmcQQha94McwmXWi5BKmPQh3Jt4eJwzz2Jeud4euNe9lpbT6eherDdox571PWcH0DnDWiV6r7zmeBBeSkJPt63iv7kgTLc30uJzeVVISqhDMNwnZMMt6YevFcXRhzchoYzv+3y0yEeJY6pfIpJ3Dc1QJ8+bDqu3P9Kdh/T71JKH/ZyYvsD6BZQK8VVUeMW6O1tcrffdCHtkjt0tJuDQYYbX5Z1L3NsI6tBlzHoPHgGgJ0ad0KpwQNHfkI4c8cz8fhxj7Pn+HoK0SROJnEvB5D6BQ+UiaKUJXEXpbff3nuE16eY/1f92PriQX8nCtDT3D7+tO+fSt6Pu82am0FfjS7MG6lgV92A5jglClso2hJ3xXn9WRL8nE+Lr6fnrsEBV7+OS5+bV/Jx91esWvgxjvjUYtAjHLBmDHqhJIl7QzyMmJW04Rl028Xd3sdug3bHMGuAHV89ij2vJdyDLS9xT+aTGFBl3h+EFBwSdyWg95ksrdTYkO+xV4qahuzSpVjxvbOQfL80ECyrQQeA+95fwRI+FHDXxoIOhpIoFKBzDLqath3fufcSxR7fsmX2qm7PtCOv56EQBQNgL9DWXXQxACdANySL/6yWdQD0dNadhBHBmJfHhFJlL+bsmlhnqAaQk5hMfRPORausTSiweWrQeRUZnev6uwZdl5RP8YkikUHvzcJ7butcnPHcGYzd3RRx9xd3M3bLcT8VWYcFhw9HgDLJAEJVGsI17oQXdXauTQETL3kIcWuIiYYLjpK2oPV5C4YRV8+LzOefo+vpp5FdssQcNz8wXd6J4A2jVrnPdR4GQAg2cGwfX/5IE1D0HAyJCww6IQgYcMwh7i/pYRKnKogPyiHYZHoC0WS2LHhflTprLlt6+I6e2yffeQepT+RmwHwNepCY6zcng27Ls6MSqNHAJZFlK8p0tf3sU/sS5Lk2bHo65cmgR3fe2fVczqdbB68SUEs0Vy0lKED/1psa/nTLRrQ/8ADW/b8/Y+kJJ2Lpccdj6bHHofOpp9j2esotww9wrer68pj6O0SJe7qQds2zN9Xbc4ASMBAflAMhBAqnagQAgyV2nOdkVWIVAJNMq4vU9c2BewQhBMeOPZaZSn/DoPdZWD9qCZlbnVug57u8M4kPLXjI8TiTMH+kcHUdztnlHADAgvYF3Ba2i7uDQbcmrq5cF777wndxzZxrWEZm2tBpuOvwuzCmbkzR46bBy0pkLZtoFp5fyJQice8rgO4AyqQ8F3dqXnX0LoPxz+/ugdP2HC7fkA5svTCkA3iAbk4qaWsfM0bMwC5N7jpWr3Ax6BzjSTPSKVJAWNcxSRPMaAhhC0Ve4l4T4mRZFkAXpcl8XPqsCcz//d5yz23u+fIe/O6t3/U7M5N7+z32d4SrOSy0mJlRk1X3kbj3WAC9KsQY4SRfgy5xcQchGGHJ7YbFbCdfGYMe48iT7lw3wkFrP0rOwX6Yv2v/AvQCdGStwzF0HSu++z2kPvwQa37xi5LeP6jG2+xwg+WK3JU2z29tNOjsMGG1mSMB7pwpabz9dRs+WWmOnQFFAVGTDMwDQF50OCoSVN7eFG1yGLDl16yB1tXlZCEk125Oz4Hv4NKTLj6hehllOuoVCVA3Y0/pdrmevs2qbytBF2gqMft5y0oJKqpB76M2a9FAlH1+v5vE6W6TOB6gizXovQHoP37lx/hy45f47ovf3WS17Dd8cgP72/E7ewD06B57AACaLqBjl8d6jUnc7Xt0pxXmcwUFiAadiVIqcU9GCWu3xkf7vf9Bx4MPIfXhh+iywBPhErzP7s3VBXPRY5ilVyFuXalwy+tBMadCRLYeU2DgtV3N90R3391+oYjEnT6v1poJw+wSudu5V6yMJjHoj2Y5T82xx7peb//Pf6TvEyXuAHEw6HWcA3lQOPZqRXzGNO/jY+6RY7HYmo5fm2Kel1enmNs0nXc+Ak0DXGu58CSzs1HVjEMBAIHBZtN7PyUA32JPltStNPJ6HoGCgZPeMzBsg471l12OzkcfRXbBAmQXLUL266/Rfq99bvnWzF9OM8+tnTLfuiXu4jieKqRcY+qSUAjLA2JC1oBa60zeplM9+FdtNbqEU0LVzOK9tilDNBGlLRT7KrY7gM7u5zIZdJlhFI375jld1LMJczAg8Sh2bDSzk/M3zmev64bOGNh4iDMwsYDvIwsewdwNc/Gfef9hEvddm3bFPoP3KXrMfNC6J0Be40cnSrog6ch04MVlprOnX5s1WT1JRaFUDpopgz68PobDJzezNlpeQXrxWYBb4p629udVn+oVQeLsg87uQE1nvgi6AgwvFBA3nC7uIFw7ByZxB/524N+4jczj82PQE5niktvrP74eLyx7Ae+u7b++6m3pNnSlzMkyOCSG+MAccwLTLGZU8WAqaVAG3ZS4m4N9IpPHeQ9+ghtf+xp5zXx/UGjvxS4JboKWMeg8uFvTswYpSz5PSKGoyU1/RA9Nemkacyp3gFaf2HeMd1eGNZ3mPhiDHg06EntEKnHPADDw3GcmqO7SVqFqwmWO/WrIlqRmorExY36npmgTSFZoS5hKORY5hqQOP6c5AXoqUxw8e0nc1bjNoOsFgsjoIaYcV/zMnr7Nqm8rQUu56OLtL1P/4lpcVVSDbo3JvW2zxtegby4GnfeY4NVs9JqkDHtvgDVfIvWj//2o4v2UGtQjAPCuQR/yt6sw9qUXUXPUUSXtMyjxkthYA1j6JvZcmBtr/naqgp/9TMWYF1/AMKvVYqG9nRlN0nFTtQD6zccouP8QxQOgF1AwnIq30bWj2d+0Fp2GTOIeMIDlzQQbflgjHUeKhVprJgwzX5olSfFp0+w6do/oiAOrc62o/863MebFFzDwN792bZP66CPpGO0G6E4X91pu/M1wCZY7DrsDjw8VEwEEw0buhB+fp6LrqRsx9uWX0LbzMFz2bRU//ZmK9fXmib3rCAXr7/kTao45Gmp1NcITJrA91J16KkY99CAAYNj112Ps/15G9aEmUDcK3syxo/OHz3blRl7Po7HI9ELnaMC+3hrOPhtLJ5rnLljG3FhKbCkS91TeDdAB4OGaaqSE9XnQSrLQWNa5Ctc11OO/Ied92J4x146bqpe7LKgy4G9z/oaF7Qu/YdB7HSVK3HOrV6Plz3+2n7DcJsfWjsWA6ADUhevwaMtJuPzeApKJdscEme8xwbwSi2PHBhOgL+lcwhinLGeOw7MzdNKltY+A3cbNwZKWGEeNOYpNDDsPcMt+6EKGTtCvrHiFfQ9qACeTd/ZZDTo3cZYrcac16JFgsUtYInGvAKDTm77TGuBovUy5AN1dg25dj7rOTK0MAlTpBqIGEdq5ECYLpVevahDs2LgjDh56pLWJ+UrWB6DnJOZZXtHXA45frO1Zy/qMxwaaDBE1PaPSZaIavr9fR8oc9OtiQcTD5qLhw2XteO7zdbjulUXoyVr9lQMe1w23+NK73Uk5Xh7dle1CT946P4oT+JkH63mYfRY3HnyjQ4WTtK5z3uAyuttuJe2rqdr7vl7TaYKWrpQN0HkANG5QBE+fOxWhEAfQiQ4oOXRarPuC5Euu/Rok53DZLxZsPAxUMUMoGno645QJShbSosQ9k3HKCmXzwogaefkMb+pYSKuAYTAGhw86H3wTduS1PI5+0uzXTBc5M0fPxGXTnAmccjpk0OgrF3cHQN9cLu6cSRy/VqDzCDOJ0/vG5+DDlg83uQyWsv8APIlxJR5HaNQoztTXa71mPr/zULd6JVFtmEMwN1/wMCEbImirJVBGDEN4gmn6VGhrY94Sesa8DlRrfFoxkMAgBPWSxF/S0LAeOWjWZ/2zR8H4+vHsdRGgS03irO+Sr1OgRPh1VxGZs/V8wALo9FyFxo5BZGd3SWTDWWexvzfUAp+3fQ7d0BEePdrxuYGmJpBQCFpbG3LLlttHk89jxVlno+fV1wBwAJ04+6DX0fNECJJcQcHUIVMxWBVrvQ384+B/4LYzHsG+Ew9DaORIxENxpMMEGzlne10huHDJtfjB/36Agl5AbE/7dw+PH8+OnwSDCI0YAUIZ2YL3/eFg1322KzfyWh4Du/xxhtbRweYcusaJTJ6MgrUuZFY2fSRx31wMeiQQwVk72tddV7YLb602/RB2qLcN1x6orcbpQ5rBfgXDQHCI814ppM1xvUUxMKdlDv76wV+RLqRZu+iGsH9Sqi+DTzyc8uwp6MqZ68GZo2fimDHH4D9HytUnpcb2B9BpFAHo66+6yvGYJM3BelB8EP577H/xxHFPAP96FBPWAtO+0h214vmkuSALVFWjOd6M6lA1CkaBGcVluAmQB7v0b4ObtehF5+XA7hdhNYwnj3sS/zriX9i7eW/X69Ggk0Gn7NQxY47BpEZzoSljy2UtEyqJ3rDaFKBHgyX2beTr3SsY7Kh7ftr6bdLWwqicHuiApM0aVzNMnbd1AsR1HQEIDDrsWhde4m7u1zwPtLKuOAj3vv75BVp/Mkcb0hug0MO2Riaq8DTS5jXqVetLgxrCVYeDzCRO1uorJDDoFF3z5mp6xr3AV4TTuvcEazEU0BwAPT6oPOl2pXHwiIPx1ulvYUS1CSKT4vcCoNaXnlG+/cw9sO+YBkwb52TT13SY578rbV63NZGAw8wSSh7jmkMoGM5zTZQ0A/V5ydqHkJz09/EKOs7WwU6MJaw/9XRxBj2rZR2/k5a3v8Mbq97Afg/t53rPIcMPkR4Lr6qqHZkGYLA2mnxcPusPvgnhRxc+inP+d47LEHRbjkUdi9g859XrG6iwBt0CsjwzXE5QYB8JRLbYPuj0+b5osyYm3Omao69C0zXL5Rw4efzJjs41Xm3WbIO0ImHdV4eMP9L1UjZOgS3XzhVAjVCysja51m5pViiwfRqpNDRdg2qprqhCqkkyrvQYBay1ynVG5PPYT3OuS4ZVDbO/G1GkikY6tbmGyRJZ1OBA55gdHDIEgXonWKk56iiEJ9iJgw21BG3pNnzaataZk5B9jZFwGOFJZo0tb4iZmjMHqQ9sX5N0CMwkjmfQ67jfNuVab7i/06D4IExunMwej6sbx/4+Z5dzsP/Q/QGY65M5LXPw0fqPUH344eYGioLIju7kKDUUM2STjxV8r3e/7cqNvJ7HAA8GvfGnP7E+L8+AOWXQlXiMXQNqH5vEbc5uD7/e69fMvO3aj65l6swdG3fEjBEz2HbLQ0F8RJ3a4Qbo7xxiXtOdBPj+y9/HgwsexJ2f34mOrDlu9SuDLigDurPmDz62diz+esBfMaFhguxtJcf2B9CLZmTNyC1f7ngcTpuDcjwYR2O0EU0x260zVLB/GMMw2A0XileDEMJkexvSGwAAWQsABeHMkMuYaepYXI57Ox9VoSrs2bynFJSKNeidmU4AZo9OGrL39RmDztegK+XVoGet+lMvYyt7NxaD7mjpVj5Apzdi3howUxVK3D1N4nSdgUMK0Akhrj7odKHIm8Tx+y1mEpfJa1AiqxAffzmCtfIWV7x0uT9NRdpSbYxBp7+X2O/WXGt5/35JiyGPh1UmcX9j4QbXdiJAl7ZflGTT6SKKlo8cvJOKS47dEdVRgzGzQ/74S6hhw/c4+zIIsX0IEqr7M40yXMSP3KkZD5+zHwqa87zzEnc1ugyvJc91MOg5LcfY7aASZItwomSZqiFbkJwPpUyAboHYWt1cZOsAeqz1tpERGHRJkiqv5R0AvZC3gdf5s853GX4CwH5D3KDdMAxmuDRmZitr+0SC7uRloqsVralW6fcxDAOXvX8ZZq+bjeeXPi/dZlsMfl7hTUrFuaUSgE7nykoTHo4a9M3cB51XEPDngkrf6b+9ka6KSWZZZ5reRHeumyVj/rDvHxyvGR6MHmubVmLI1kcRxto6x50hoTrH48tmX4ZVhQ0gEed50DMZJAtJlpTVrCmjTjKurNLTeCJvzjNNBc1FOIysGWnv19CdPdABmH3Qrc9x7b1YWGuRyeMczwaHDnVI3Bt/+AMMufYaxKz6fgDosios526Ya+4p5EyQhYaaiQXeBV0TlGWttcQ0iQMBnz+Ps0QGwc4of804qcEG3CNrRjqYVsA8j/F99sb4d97G+LffcrDpLFTzrBo+zDivhJJ19ag08noeTRaDvobLkzRdcAGazj8fxEpC0Rp4ihuUWBwFqoron2Yw/RZ0vUy7GQBm4lEE1cu4eZQnGMa9+SbmDzFPSgd3i83bOI8lFvsToIsJZao4dSQhexHbHUBnQM0HoOu5HPIrVzmei2fN7akzp9izmkobUoUUghaLF66uA2Av5tvSbXhq8VN4uf0rAEBEOP1+AL0SiXuxoDfLp+s/RXumnV3gvGRWFn1mEsdntkmFEvdAMQadIll+3+Vf9nRxlIWO9yNhtFjSqXIBOl1QiRJ36DpjE3QCVBkmwHMy6MS1UKSAltUqEv8a9PXdGUSHPgwlkERkyOMuN3wASOdtgF4pC1VJbEhvgEJNfyTefoBVg+5xbRiGgaRVL1gVDkjbhgGmPLsqIiz8WQ26fd48W5UZBsbWjQUAtKZX4+xpo5HTbWZWqYrKD34TBh2XegKSzyyjpIHG3qOdzMv6bmoSl0dkyCPIGM7Sh6yWZUArFoyx5J8pcTcXPVnJ2ocoOXSmSl8UJfKWxN0wx8pcEKy9nZ7OOBh0SFhFUeKuF1mQxYNxpySX7jqbZYu5AG395zGnRHLeDCxtCwP0nTJpawjeYJBPAoqMRCUmcczQs0LDHppoqgpWbT4GnZrEeXQcERn03khXRRPEjemNHltWFpTZqg5Vu9stpeVlCC5ioIjEXRYheqML+2oWOgZ80PIBznj+DJfSyMikkcgl2BxLAXqVruPoBqcx7Bo9g+cKJkCvk8wbPBEj/xoGVOs7un/JUiXuVQiPt0F6cMgQWxkAIDBkCIiiIDjSThao1ofRxCQRrrfgUJO95AF6vmWdY5u2WmDP2DCAAPW6jkOSKRyWTKGBk7j/H2nAL9o78dQOP2Lft1hQh2wAiAfiaIg45yR6DwQGDECgUe6fQgLm9eaXpOZBuR+QLyeMfB5VP/8rTnnX/J6zJxHAAp3h8eNAFAUB63pjAF3CoPe1izsl3yopHeqLoEpUPoJK0PXbrqKt1AwDaq2NfQIDm9Bpqeg6uEx7upBmNejivjZliOMZnXO+AeiVRgkMutbW5gLgYeshvcA0rsaTGDaD3pHpQF3Skr02mMC8KWqy7Z+1foY/vfsnXLv2FQBARMjsygA6zeZXInEvFhRc5vQcTnr6pJIlIpuizVrZEnerLixSjEGX7J5UwKDT7/wKkvjR4EF4M2aeu0oZdLYopRJuTWdsgq4AMa5FyZcjCdobdISHNOBnu/7M3IYx6Na/bAFAXdzloCyZ1UCCtoSxOyPpB8sx6PS67o9oS7e5JO7BaueEKTLqfKTzGvN4i4cDrM2aGCftPhSq6xpwS9zBSRl7pk9hfyuGKWECgJWJlTAMAxktYwO/fm6vBtg9dxMSiXs5DDqNH+4/BteeuituOH0KAKA1YZq5daVzcBfbWwDdSubEAjE2ThIlyyTuzkvNOkdKnhn7lRLJnLmQrM1ZLfTCYO75ejrlMMQzJIkJUeJezBSIJRqE0Lqt+4IQKIzmMP+tPeVkqAMGYIlVdhoqAMmCm5kHzPpPGt3Zbnyw7oOtoqd1b4NnzfnoC4k7nb8qlWrzLAg9nlL6GBcLwzA8v7cYMpM4PvqSQRfnMFrq1lfxUYtpulYfdq8rZGVE8vAY97l1XPWRR0IdNAiv7UqQDANLdpO3Y5pWM9a1m0QuwQATO7ZUGj25HhdArzZ0XDX6ZBw7RN4/3ATo7jngiFFHAICn2S/9pQvidy3VKMwwUHvCiQCA4MgRCI8bh9jee4NEo1BiMcQsZ3hCCNrPPBzdUeC5fcwv5XVdUnmxA6ALPcUTUeAXg6aa+wbwj9Y2XNfaBsJ9jyhR8MOuboyNUOPi4oYtsWAM04ZMQ224Fns27+lalzpKrDyC1qD7Ae/3VrzN/u4rgJ5dsgTBLxezx8uaCXDUwQgOGcIc+mlCqGDVwDMGPR5nXgZ9DaNvOfQWHDjsQNx/9P19vOfSQpbsljHoq5ibu4H4tGkIjhyBqunTQQhBt7XOWMetBTNaZotg0FcmzDJmr7ah5cYW4Dvcz0GopNh7k8JGMxOj1tVhxZ++g2G/ugVBa/6rDlbDKBQc7ouRHPDA/Acwa+UsTK4ajwEWuUSzjwNi5qC0uNO+YQEgLAJ0Sc9xGnxPzb4KfmLemNmISMLMpBe7wPtO4i7KzkuXuGcKJdagM4m72NKtvPBicsp2cVecLu4sSaHpjOk0Je42U3zpGQqmp3KYFlBx4vgTsT61HsYzNwKwJe42g+4vcU/nC6Z5lxXd6TwGVjsZFF66TNv89UdsSG/AUFY2aH73oft2YvGztrOzWYMu//2oARwhQCykuhj0UEDBkZOb8fNDxrvey34HCYM+5Jqr8cHoAqrenAvArEOnDPrKxEoU9IIpWzSEffVjmzU6PnRLJO6w7hU9kxHMh7yjNhbEKXsMYy3SPlvViVNunw3DMGCoESBoDnIqUaEZGnJazmbQAwKDnspD0w1kC3nW7zashkywTDTMXd2Go3cZLB6CNBiDbq0ne+IKckEDgGFJ3P3brOX1vADQ/RdkXvc3NeFTokHXcDLk8sthaBrmHLczAAOqDql0HjBrsWn8/eO/AwAu3udinDHxDN/j2hLisw2f4YWlL+C83c4re37yUuaIc0u5DLqhaQwIVsKgF/QCu8bqwnV9ahJ3wesXYNaqWfjfyf/D4Cr/670YQGcMeh8AdJGtvv2z23H0mKMrUi+I0ZHpwGXvm8Z/ssS+nu47hdbQ668DDAO/feYk/LNjMf7TkjTpaEExd+qAPdDROAqPLXyMlR0CsOXgqgpoGvRMBt25bsSsKYGWm4UMAITgjzv+EDt88QyubXSul2o1TUp9XTbtMkxpmoIjR7vr5UGID4PONir6fOMPvo/6b50OEomAqCqiu+yCCe/PNhOJnHx9/enT8efhs9hjr/sxONR0m09/bicSM1/Nc316AKr7+Pj2cEXXXPIkxK0zbkVOyyESiKAx4mTJS1H30Rp0qQEKzN7ZH656DzRlU4mLe6GjAyQYAgmoIIEADF1HvqXFsc2CYQTtx52GaUP/wZ6j15vW0QE9nbYZ9FiMk7hz57APYnz9eNxy6C19sq9KIh5wM+iycWF10IamSiSCsS++CBCCrJZF2hqLE9wp6cp2sWTu5mTQaSnbNwx6pcF+VPmA0P2//2H5qacCMG+UUNRkrgPWqBkPxLDstNOw9Njj2HviWQNvrn4TnQ88iB1O+TP2WWTum2YfKYO+KuGUzZcicaexKQC6mM1a07MGgDzTzUeftVnjJ85yJe65Mk3iHIZ05V/2ngA92Fc16JotcVdMGR27WAmBWb5rPh5XN842iaOg0Mq/U/CdkxjZAEC3wFh0ptwLT55B708X9w2pDYytYF894Ew0+Lm4U4O4eCgAQohr4XnClCG48YzdUB+XXL8SiTutQSfBIAIBzjzHsA1sVnavZAt6BvxoMqgfmXRaAtMtY9B1HRvvvhsLp+yGxBtvlLXfgZyz+8crOvDJyk5At5+jpi88gx4NRNl9QZQsNN3A2s40QOxrjR9DPly+vuTjoXXFVUnzt07GVSZx17q6AF6u6MGg8yIMomm+8mVPgG4x6GqEGxc4pouoKmPc/AA6lVPz8cTXT3gez5YUv37z13hwwYP41Ru/Kvu9/BjDR28Y9O4XXsCCyTsh8o5peNWT7ymb+ebHO16S3RcS91mrTED01JKnim4r64POBwXm9PXeqC5Et/s1PWvwxqo3Kt4fH7REDzA72YjhJXF3b1hc4k4IAVEU3DvzXjx01H2YQtswCsOwCoKf7vpTTB8+3fm8JQePWV0v9HQaPZlutkqjqjUr5Y9YMIozJJ0+6nRdOvZHA1GcueOZjva3jtet75iRKJSsL1jkect0MR4HUe11kRIOO8A54P7NizHoWlsbNtx0M7qeeQbpjz92bBMxDHcXHu54zOcF5WqJqgCFKMwjQSSOSlGjFGPQu3PdCPJ+K2WaxHW/8gq+njoNi/bcEwun7IYFO+2MxYcciuzCRY7tEjHCJNg0aPlB1zPPYOFuu7P1hhKP2xJ39kX6X5W3KYJvK00jpIRc0vfVgYB59dCSR0UBIcRzPdqSbGHlYv0J0L3UxFTR2NvY7gB6sbYda37+C/a3Eo+jB6aMhgL0uoyC7Lz5jvfELKXN919xLgiDQ8zsIwXofLYWKE3iDpiD1KaUuItRF6nzfV+f1aBzoLlc2TltzRQNlXYJ97YPutd39pLAeoXLxZ1J3A1krNpvgwAx4foscMccUkMuF/dIgAIFfwZ9XY+zfmx9T6drG74Gvb8YdMMwsDqxmknc6e8l9j33K+XjDeIAU5bNR9xD8g4AitVTs9BpTwBM7q4oCPAOygYwpnYMAJOlW961HABlESoroeht0ASeTOKOQgGt11wLAFj3xz+Vtd8BVe4xydBtFr4xarMadPKMBWMsUx4KmgBpWVsSRLFBjqIoUCyQMa+lDdlCaQCDurjHkuZvna4KMoC+euWXzo0loEWUuCu6vxTaE6BTtiPizTJSgK74AHTZ86QflRe9Cbogmr1udtlA2BMQCInQcgD6mgvNREHnHy5lAJaWbZUa9BquDlUjoAQ2TZu1ErAJM4kTvv/AqOn+fciIQxyv98bFXdaOjo5pvQ3++j53yrmu1/W0PFHTm6gN12IyZzDmxT6KpEf1YYchMGQw6s/8DgCzc0hPxp4PNMnQGgLPcpphmsiVfw/Hrfmmp4+du2UhJpy8SnBCo0bZ27z3HtJz59ov1lThpmMUR2u1yqP4+RKBF5/kyxQy8rWK6g/Q81qere2B8k3iEi++6MISWlsb2u64gz2+7SjzwhG9HQIDzXuZd8QnwaAJ0K31nton53bLCZm/VVAJ4qjRR+HQZAoXWHL/jKKwVsZ8eKmiNEMz53YQDK0a2peH7Bte89M3DHrFQRlL+YXPu/AqsRimDN0LAJjEPTZ/pes9cY8kMJW484tYPlwSdw+A3hRtKm4yUkF4LT6LMuh9VYPucHE3XUC5V33f22HVrdbHihwLvckdZH0fMui97YPOJO4alrabJRDUxZ0/BcPzefZdgkrQxaDHQubx0Rptrxr0zqwz47+62+0uvTkY9CWdS5DIJxAwnOyzqPA0v5+/xJ0C8cN3HOR4vcoHoAfj5vnKfDUfOvWfsFQIRFURCHIAXTczpDTxRh1wg7SKcDNI3GkGOinp7+5oN1bmIUWkChX72uJVOHTyjAai7Plo2Pzs5RuTALEXP5quIWbdOwUji5au0pg0yjhHEuZvlKkKM4BurHNeyzIGPac5+9UHNH8ptCdAz5rJH+Kj4KEL+oAGPLPkGYcxGg0Zg+4la97Sgl8I8WZ3pUSpEvdSATq/AFeiUbZAKrUO/aVlL+GoJ47CJbMvAWAvJKnSo5Ia9A2pDTj/tfNZv99yQtZmDQCePOFJ/PfY/2LKwCmO13vTbYOWNF194NXsuWeWPIOlXUsr3icNCtAHxQbhR7v8yPGaoesw+rAG3XN7D2a3OugE6NFDD8L4WbMQ339/tu9kt816OgA6xwpHhbVkrZe5qF8YBqqs/SQ9a9CLSNzLAHN0LKLKKz4p79hzIIBRjzxsvmfxYuTXmff5wF//CsaL9+LtnRWEDTon+xyfwPK7f8/ixy4CdH4M+fYL38bh/z0c8zc6yTPGoHv4sKTyKSdAF4C8nkyayizxaA0DmYWLkJwj74RjWAncew9V8Pqu5oXTnmnHowsfZeOB2D6MPkcUxW0St5UkbYuFDKAXjAJCagg3tLbh+10J9p27JOv0YuvR5nhz3xGIJYTss/qSUN3+ADobJzwAOicFUuJxDKwzFyHBArDrUh1Dr3CbK8Qkc0wmGmA9cb0c2EuVuNM2bX0dMvY3rIZdi9Jdm3Z1PO47iXtlrHauoCNhgbEGmVxZ9lEOBr3kj2LhBdBFB9xi4Za4m/8Yuo6CZXqiEypxB+6d+EOc3N2DCzrsgSmoBNl0plpInSZwhtRZjI8HQO/OOlsPrep2y4v5ia81tcG3h3NfxOrEapz4zIkAgDpr0eTl4u5XnUAZdArEdxpai5vO2I297segB61Cw+SHn2D1uecB4ICtqiLISdxDCEAhCoZXDwcAzG2dCwAIsObt3se4qYJeh2kJe8+3MiIVlHeIoag2+9IYaWSMLwVDvElcLGL+JvfNXuFg0DVDY9JFouRYn/ViQRf8oYQ56GarbYAeemW2c2NhoZzX83h68dMOibuq+0/6o2tHS583LICuhLhrSmRSKINuAO+seQe3zHXX/skYdC/n7i0t+OQCL2UuJUo1iSu1DjqzYCH7W4nHy65D/+/X/8WqxCrWD5qa/DAGvQKJ+x2f34E3Vr+Bc187t2wJulcNek2oBjs02O2m6HxSaQ26YRgsIbt38974ziSTPV7evRzHP3V8Rfvkg/7Ow6uHu5IN9B4q8UC9Xii+vTjmWa+JDDq9nnmfjnSXDdB1j9syKqgX6jS5xL1YxK39JFwSdwPvRSI4bcn9mOdb0lc+QKeg16+em9ah64kEel5/HQBAolG2j3A564MyJe6O4xC6XNDrVtM1fN3xNZL5JC5+52LMaZmDrzu+No+zSA16Ip/wBOiGYWDR1GlYtM++Tm8TABvvvAvLjj8e2gb/loRt3NJ/7oa5uOz9y3Dua+cip+XkAN0i9VgNuu/et76QAXSeECIAaqx5u1tRXNdJMYBO12T9FbL5qSZU41maVG5sHSuBvowiEne+/6YSjzHAHtCBUz+Ty5ljWfe+MnU2yPXqYe4nceczMIPimwagi/1PAbMlnFi7e+fhd2Jy42T2uM/YfO5zymmzRvsqqwpBjY/E1NqR+U8va9C9snLltkai7S3ogo0lDjSdMXu6QiXuBLtXj8YlG9sdWXle4k6/CV3I0Rr0bEGHrhv47t0f4FePfsbem8g5AcHahHthzQ+YGzNtWNa9rKzvaBgGXlv5GtYnS1u000UxAKi65PcSQ3JtXPXiAvzgXtMtOM6Bpj1G2moQX4BeZZ/f5NumqysFtkRVEeTuzZC1KKa9bT/bYJ5fW+Le/zXodOzIyM4bLx+vAPyJyoNAwGbrfrLrT9hnr+0x3X35NmvVUfO8ft3aAyj2+wp6gSUCiZLD6s7SADqtQQ90mwumfHWEAXQxxB7LD85/EJ+0fuIYdVXdaYpIY9emXXHYyMNw7m5uWS5gu0+XyqADwMMLHnZtQyX7juPeCmSNuqE7ALpXn/eWZAsunX0pTnv2NFw2+zL2PA8IjhlzDPtbIYpn72+/KLTan19Yvx51ofIY9GWdzjGuNiIA9Aok7nxywAGAhFu0NdXqStTQ+aGYmkI0HS03/vXVv9jf0UC07JKtYkG/t6y9Ul/2nPYP+Tgsrsvo4p8EAkxJmevuZK87Je42K3xQyjl2VXm4uPsfIkG1Nce7GHQAPx48EPMzrfh1veT3qWCeoQknCphS+RQeWfAIvvvCd13bqpIWZkpEAOiEeB8HX4PuFRWMeTT5w4/fizsX4/svfx8nPXOS+dFFatB7cj1MHStuZ+RyLImUW+lUzma+NMup1Lo632PcUEtY/3beg+GLti+kAF2pNhF9wTpdfd1mbXOHzIBaLLGpsZRvXZJyvWIJ1/4G6DKysq/k7cB2CNCL1aCTCAfQY3EQTtq67z4nSd8TlySCczUcQPeQO0QEoMhnhw4afhD7e1Mx6LIsj8zAJBqIOnpS9lU4Je7iIO49ILUzeXsQSrF6X+bizm3XRxL3UdUjPBk2r+Br0A3DYMkCQ7ddwA0mcRcmPevvkBqy26xZSJ3uV+Ek7ss3JvH21214/JPV7JyJC8F1qTWuY0wJcrfZa2e7tvGL55Y+hwtevwAnP3tySdvztVkTrPZl/jkU52+u6QZuf9Oe/HggXhu1fzfVZ5LjATq3Y/NfRUEgYO8nDPPvETUjAICZv6gQgXk/AnSrA4SUQXdI3Ms/pqfPm4ZfHz6BPR7SkUJVysD9R92P5ngzk7O/uPxFAE6TuFiEY+85Bn2nATvZSp0SGXTDMFitpNJlAttCbQzZoP2dCgrw4h520osPanwlStxThZSrhnfm6Jm47qDrPNVPRkYmcXfOKaPqTZ8C5qsguR5kDHp/dk6oNBK5BAzu+4r+KjT+8M4f8NiixzC/fT4eXfQoW9TTJODxY4/H5dMud7yHT4aWCtD1hH3OjHweg9Lm/VCK03NnphOtaWeCQZS4V8Kg8612KKMHOA3d2tJtOPSxQ11sNWXEi6kpXG07y4zrP76e/R1Ww9I2SL0Jen3L9lteS6tNL3Hn118kZh5vPtHJntMdyxN7vfLL9k78OGa3bhvgYdDqG4Zhdm6BpAad+45t0uuhcok79RtKFVK4/IPLWbmWY++SOUOJRlibs0ifSNzLDzqGeBlOZgoZoBhAz/cIDLp9HzlYc+vc6qkUet56iwH05v/3Jww47zzPY9xQC0xqNP0Q+HH9o5aPpACdhgaRQd82ALoMvIoAvZZn0IXrZItj0CUEnZcJZCWx3QF0eyyTDxAKX2saj4GE7B/Aq249nnXfPFqNPSF5AnThpqMLfgAYHLfbsGwqgA4Av9vrd9in2e7LSetqxTA2hXFJhRJ3CjZLlbcDToAum3CKhXgj/rCzC88c9XDZLef4BWfBKNhAVNPZQl4nQMDndIeUELuOaQ06ZVoCFkBPZQvI5G3QMX+dOTmIjN1qPInfPfe047nurHNRK9Z1FYvXV5kyuFLr16k89oRxJ2B4bBiA8nCk2EebmsQBZrs1GprPAiYQkbzGGPQAglxSJGRNmyOqRzg2D8jUGv0UVOKeVYh7Ltd4iXv5xza2qQrnWa3pBve04bq7N+Kef2iMbRNrA6OBKDOJC4c44GDVoA+vHo6rD7zawaCvLYFBLxgFG0h3mtezXlPlYNDbq4GC9ZOLDDr9PF7irujmAkFcJBRjLo2sub0S5KZQ4frabYjpXxKw5g0xIaobOlME8FFJe7Byo9R+3F4hJhG8JO7zNjpbMtHvSz9/Qv0ElyKrEoCuJZznsbHdvNZkBmh85LU8DnjE3c9alLi/tvI1qYeAX/Dn6JPWT9jfPKD4cN2HAMzzx69JmEkc8f/+MgZ9Tssc/ODlH2Bxx2KvtwFw19Wriupi0HtT2w7YAF3KoHsB9KBEEtMbibtH+y/xuuPnKypz13vM49cIAEJwvO72pKgyDJwXn4CHqnbDPevWo8HDxb1Y0LK2pETiToMecYoQXPXhVfh4/cfS7YoFVYTQUhDpeODzHXiJe1kmcZ4S9woYdCv55lU/vzGzEYSaxHnUoCdyTok73wWE9iUHbMXUuksuwapzfsx6wasNDVCrveuNE1Fgj0F7uJ6f3z4fSjzuYuBDw831j4tB30ZC5m9F/TRolCtx50H/+Hp3C91NGTIG/bCRh/XZ/rc/gE4Xzx7XvUPiHos5TONoax0xavMB/HGfPzqe02vtm1Y28QFAWDj9Bww9AFfufyWeP/F5ByhvjjfLD7YP4swdz8Q1069hj4s5uPdpOHqTly5xby/VIM7ckfVZfcugh2hrkTKDX3zmtBzXZs1m0PdomIjx+TzcWWnz76AaZDZdivUcBRSqtZOebIGZpgHAvLXmtUsnYtWwFxrPb7gEq7pXMSY4kTUnJr1gLqrKNYAqtigWgy7uJzVMsp23/U6tcG20JpyfxzPoPCAtSEzD2HYKQf1483vTSdMoUICuIKAEbIBugQYxW6taBnebU+KeJcRdcqn1TuLOx+R2WwpMAa+YMY4FY4wx4+vVKYN+5f5XojnezJKBJNCJNSUAdJ7FpOZSSjyOHIdhNtRyTJfwe7Oad55B103AJDKtxZzUdcagewMoKq9kDDp3PTy26DHs/9D+2JjZ6Hpfd7a7V22zisWH6z7EPg/uI62JLzVEgL4hJWfQReaUAjZ6vmXMKr/oKQZQafAMOgAMXW4C9mLMt9j6lAYFlHS8zmpZ3Dr31pKOhQYvr1/YbtfI89caXzvOn1PGoBcpx6LzEg+kv//y9/Fhy4e4/IPLvd7mOg4aIpDurUkonW+k0nluXKo+bAaG33UXqg+bgVEPP9Srz3SFxzlUhEmmK+cG6ErSKmUJqLhv5n34fxpV1LjVbTsFa7FXprwkDv9+6uKe8AGrqvXaXXU1eGD+Azj7pbMrmmcouKaS42JKk5H3/cfxWOEAekQvJnFn//OOEoHojQffyP6miS6vY29LtxWtQe/J94Dv5Gpw2+lJe7+UTc8tW+54v1rfwGTp0iAEewzaw7V+bEubtevhHWw/ieiee6DxnHMAAAXKoBv2fraFEPHFWTuehaPHHO14jjLoUpM46x6NcCWfw6vsdRgtJ+iv4H/XoBLE0KqhOH5s7707aGx/AL2YxJ3vF6la/ZQtkK4l3I67AIBcHkcNneF8rs5508pYdNEkTlVUHDv2WIyoGYGTJpyEX+3xK5w0/iTsP3R/ny/U++BlnKUuiPoieIBL1NJd3ClAb6wqAaBTiXuFbD0NcYANGkAlsqOIGmFgOplP2sy+bjPoPxlznDWneUjcFa4GnTLoFhtA25IlsgVmmgYA8ywGPaOZE01jcJy9W6WAo588GjMfnwnDMJDImdvoORNAtaTKA+jlykFprfqg+CBWL+3fqkwE6M5FUaOgrJjYbEoZZ0zyU6IQ1I83F/WGYSD9xZfILbPAqKoiqARdDLqYOKPJEvvw+m9SpeAzqbgXSg72oBcA/cEf7YPRA+1xjIIrEaDztazBYB7TJ1iqHKsGnQJ7Wh6ihFvLBuiwehwHIlFkuFuzrYYwMycvBp0H6KrFoHvJJL1CyqALC2sK0OkCMJVPMeB96exLkcjL5xMDBr7a+FVZx1NOPLPkGQDA7Z/dzhaK5YYI3Kj/gBgi4KPfmbJeMuDGJzFLNYnTaD9qq/9z89dm4qMY672mxy7x4VUT9H7iP/+hBeUBx/asbTC2rMtObPFsJQ/K+T7J9DoppiCgrz+1+CnX8XVmOn3fKyuvEBMmvQXovgw67ZIRi2HYTTehav9pGHbTTYhOnuzadlNI3Pdq3svhrcOrWajEXU1b14+qYsrAKWBXpquuuvQSPa+opi7uAoOuc2CEKuaWOVQGpUvcqW8EHUuLdeyhEdtrL8T22os9ViIRgUHvH4n7wSMOZoQSvY+8xu62dFtJNegB7iV+Oz3FMegWm64LGECtr4Piw6ATEDTHmllbVhq0rC883mZ8R/7731BrnDXoKjtP2wZArw5WO8bZE8ad4EpC0hr0btUtcadj2kgukcK/f2BsYB8fsX/wytqnT3gaTx3/lKfnWCWx3QF0UmQwIyone6ISVwu0UwZdibkXFYEO541L6py1FrIfzY8jCSpBnL3T2fjL1L/06Q8uC17q5bUg2OTGRRVI3Etj0K3dOxj08gc7l7twheeDEMIWQcl80jHuqqwHuP9t6WcSp1ooP5ktMKd7AGjrMSdTCtCHxe2aOcAEBalCCvPa5zHDJz1rDnbretaV9fuXKwWlDH1zrNnuPV7GT7RBAOgHUkBoxdPnTcOcP8zA8Ab/+kp6CepdXVh+6qn284qCmlANA3601rwuXOdYwFM/gM2R7abX54ZAAClF+K04JrkSiTuNqWMH4EfTR7HHFFyJAD2oBNmCfE7Lh/j7GWMwdWwjCDHvWwp+xtRZNdrhVqzrzED3KCGiQa+rgBJg5j2BSAwpzutyfR2xGXRhf5RldLi4a8CjCx91Man7DN4HflEag24lzazTrxmalDGXxU2f3uR67u4v7sZPXvlJRfXQfPDzyfvr3q9oHxRY0iTVlxu/dPX5BcBKHWgkc04GXdbGrhKArveY82/1IQcDAAYsKQ2g08TCQcMPckhRackIfyzVwWr845N/YGlnae3HeAadb1nmMOHkzhm/fbkMOgBc+cGVDiVDMXNZmaxZ/L06s514adlLOOd/55RsuOf4DB+TOFhgyLHm2iQhH/OCahAPH/MwThx3IgBnwoIy6AHLkNaQGFb5f2T54yx1cRdr0JfAvobpmVIqWH88MP8BTH1oKp5d8ixTudWEazzVQpGJTjaSX/eSaMxm0PtkbVj6Pui8U6wGfWN6YwU16P4MukjSBerroXow6OvqgcNHHY6gGsS4+nGO1zZmNsIwDMT2tpMeNJkA2C7uwW1L4Q5CiEOSTr1z+CiFQR/FlSKcMuEU87maUb1a31QSPF6qClZJjbd7E9sdQGeSYo9BhXcWZRJXC6DTm5PEuYW+NbkYrU4mIhB1ggEZyN4IjxqszRh8HfwmD4ezusgWe79t8QYz091cU8rNICBZ94OSws2gGxUDMdazOp8EUe19sImCnRd5Vl4hCgPo1BeBMehU4p4poCdjX1892QLeX7oRSzaaC8KqYA2u2/9u17Hd9MlNmLPhTQBAIbETAIKcnnOwO8WCdzwu5i6cyqeYwdTgqsF273FHz1nhTcJ5FwH67iOcrEA4oKKpuohXgEQazkINoCZcw4BfympVRwhxtA2hAH1zSNz5dn+68LE9GY4F6+Ux5Qx7fKSyetGZtTvXjWHVw9jjhxY8hDu/twdUi6oQGXQ1tAE5TceGHn8wRWtmw2oYujVOByMxfD6KYOmhE9A6fTJem8IDdGcKlAISUeK+umc1fvzKjwGYaqJnT3gWo2pH+R6LwVzcvWvQ6eJwaMQGShvTG10AO6AEML5+PHYfuDuTcK5LrnN95g2f3IB3176LF5a94HtsxYJnRWU18KVEd9YE6JMaJmFy42Toho5Zq2a5thMXLJRBp+OJ2OoKqLAG3WLQw5NMQ6ZQModgwUBWy0LTNfz2rd/i9s9ud71vTdJk0IdWDXX4idDj5lno1nQr7vriLpzx/Bmu/dz+2e24+wt7PDUMw/FeXoLOS3J5c71KALp4fviES7FSI/44/m/y/wFwM+id2U785q3fYPa62bju4+t89ycLX5M4OtaXAtB71WZNXoNOg87HvD8LXfMRS6lD13mOnuSiuq03Y6th2DXoMNj6dFViFU7SOPWF9RmOM+Zip+Vx1YdXAQAufudiNgZF1IgrSfbb/1MRPOVYNF9yieN5JW4nWZSowKCX6uLuVYNeBsinxyuWy4jx7pp3QSxzV18GnUvk8uv/Uhh0Egw6GPT41P0w6tFHMHvvGlx1qoozJppjxbg6J0CnZVXVM2ag8Sc/xpBrrnG8ziTu9DfdRiTugDOhL2tTXMMDdI8a9FEWg64QBceNPQ53H343/jPTWYbRH8GXovU1OAe2vTZ7xYONZfIBQc9xi0SBQc8utOrIcvZNHBw0CPm1a5FvcZrkhELOQU+WENjoy6H3b9xy6C14b+17LBslxvRh0/Hk4ielC6qKw9FmrbQBqKDpeHuRuaiZOq50t0SHSVwFDLqrBr0Xpnm03CGZTzq+NwXoxc5FLBhjAJ36GNDSBNpmbVFrAq8tsJ2JezIF/PKRuSBV5vVdHYpj14FuKeG7a98FABR6xkNLTkDQqEWedKIl2YLGqLvdiix4AJIqpDydsAFgUcciGDAwMDoQDZEGJGldoiMvYYB9YUm0dpsL0aBKcP8P9oFaqUmby5zHelpVoBCFMegpDtTw5ombQdnOggcXIkBPZhJgr/ayBj3LAXQaoqFaVbAKY+vG4rCRh+GVFa+gM9OJYMCAboEOOpGNrjEBOgkkASWDNZ1pDPJJurG2PggyM59QNI58kOD9b++CIVVD0DF3IQxCABgwhBp0uqDjf2bFAIhhWO8xJXLFwDkA6Ezi7nZxf2Xeeny2qhPfs5Jmhww9CPdVzcaanjXIalmsTqx27KsuXIcnjnsCuqEzQ0Y/cCWTJpcTvAldKft6dsmzqApW4eARB2Np11Lc/cXdDDjWhGowvHo4vtr4FVZ1u+u5xWREMp9EIpdg0nJx4QpU6uJuLpxDQ4eaiZFCAdUp85qZ3z4fLy4zOwyMrRuLGSNmYN7GeVibXIs1CfM4hsSHONpCUhAgk0yKgKAr28Xq+U/b4TRUh6qRyCdQMOSggDe14ksMqLqC7yhQqkkcDd40rJjZIP3tx9WNw4V7XgjAX+K+qGOR7/5k4VeDzkBToJTf2AuIl7K9XOJOg5In/L1A13wKVaExBr3Ueb8CBt0CijoxAdxbq9/Cb976jWObpEKQhwDQaZQBcvnESTwYd1zTy5sJCj/6PgINzvle4YgpJRpFtr0SBr33Lu6UgaXXtxeDPmvVLMwbvAeqAKbWEKMcBl3PZmHk3OollUtcDLn2WgQaGvDgsdVYn0qxuU42zrWl2zCyZiQGXnCB6zWNSty3MQYdcCb0Ze2LB1q/wZpgAOJ1Qv2KdsrmQAyTUFQVFXsP3nvTHbBP8GN1uYbRpcT2x6DTgdNDTmlk7RswNM68qRx16QDCE+2WYwqtGVnvrNMNjnQy0TwDuV/VSADASUpdGce9aePAYQfi93v/3lNSeMiIQ3Dn4Xfi2ROe7bPPdLZZK60G/ZqXF6I7U0BdLIgpw+tK+BDKoPeuBl0cSEIV1qAD9iKoJ9/jOC5mVkKf86hBDypBnBAyWTnqHM4YdAt9rGp3Tlo92QIy6iIEa74AAFSF4qiLRmFo8jIBvWBOgopuDqYyRs8r+P7Ixdyi57ebgGRio3VPMQadT974f978debn/emYHbHPmNKSCO7wY9AtlYz1UOfMjRxmXhYgtBMs/V+DDoAlEmgoPE5VCD7b8Bnu+OyOinon8ww6Bcl80u64scfhhHEnAACmNE0BYLKm/CKKgh++XzpRe4q2WqPKjJjBtbyLmp+dKWQYw86+v8Cg00WpWAHAnx+pFFcSrM1ayLlU1nUDP/rPR7j59cVYuNH6PoUCm7xzWg4rulc43kPPn0IUx3Ze0VsDOQeDLunDzkdLsgUXv3Mxfv76z2EYBi6dfSmeWfIMnlr8FABzsUxVJDJAKILZRC7BgF5zvFlqSlpJH3SqblOqa6DWm/ussQA6D7wufONCfLz+Y3zr+W/hwjcuxGsrXwMADKka4pBb0mt0+vDpjpansuDZcTrPUym/LPhzIpO4879vsTZrYncRHqAXk6TLjPpEIM2vW1YlVpVd6laKi/sml7gXUSHQhDk/b1HfoQAF6ILju3tS8qvBLuUYCaKGAdU6vz35HkcLPD66FMUhca9Eh0nbVcaDcSnpcuqzp+KDdR84n+QSKW4X91Jr0L2i9OuKMrCd2U7k9TybW6YNmYZ7jrgHNxx8A9t2Q868B7wY9KyWdfRBhxeDnkp5mkRTDAAAalUV2y9gM8ReAN0rbJO4basGHXC2n5SxzuOs32BJMOgAwHd8dge7R3fI5fCvXBVuPvTmTXy0/sGXBxdTO1US2x1AL8ae0trG6plHou4ks++5CNDrTj0VTb/8JUY98jC7IfPrbIB+z2EKwrtNcbyHn+huHHECHl2zDkcQZ536lhyEEOw7eN+SWdTSdioA9CKDuGEY+Ne7ywEAPzpgTIlMqSU75jftAxf33kjc6YIglU85TgFj0ItI3AGg2lq4Mom7xWJSBl2MnmwBatNT9meRKEIBBdDlddmG5eCez5rXaKlO7oZhOBaGxQD6gvYFAICJDSZAN6QMuvAm7rx/uaYLHy5vh0KKmcAVCUJAPBl089xS4McDOt6FGbR+npYtbAYXdwDQhMtb5Y6XEAVnvnAmbp57M574+omyPyfPfV+66Dl6zNE4cNiB+O1ev8UV+1/BJl2emaKLqAAJOO4l2qKNBJJo6fKX5FLQygP0UNS8TjOFDFsUUQWByKBTQDJj+CGO53kGRdanVRaMQQ9wC3fDwNI2G/C29JgLDaOg2cBbz7lMFwdGbZaWgsSM5n0uxJ7t5QYP0O/64i7845N/lLRtwSi46q9rQjXsnMkMxcT7P5lPMkfzifUTXdsDZus1wFQWeLUoFYMuntWaagTqzWuqJmVK3MXj4pON9P5tijU55Jb0GlaIgh/u/EPfz+br3CngTmvm9V4dqna1IeTPCb8uoH/zY0oxBl1MYCzvXs7+7sx2+iZz6HHwdecikH5+6fPs70Qugb9++Fff4xGDB4Ku2EIk7ryijb3FAuiKpZakfhIlS9zLHfoNAwRgTu49+R6Xki5kzfFdquJg0FNsM/m5WNuz1jHWExAHg+6livzze392PCbcYoU3iYuUJHGnh+ghcS8j6sJ1bL3Tnm7He2veA2DW0+/VvBcOHXEodmrcCQCQt9ZDXgA9p+VKY9CTSdbKkcRiaLrgFxj13/9i9trZWK12Y8jVf8PQG6631bZU7WWN+0Oq3D3PfQG6dcq2RYk7P8fK2pSNyBegGgbSioIZL57B5n2+fKdJ07CHEcLImpGb/oB9YkrTFBw47EB8b8fvbZL9b3cAnZXCeDHoloSl6bzz2MQhAnQlHsOAH5+D6K67suxZx/33AwCWDgJe2lNx1Zw3RmxgG1ECmJTL97uhwRYXZX7/bEFHzlp0f3e/ym/MSs67uBAqq/enEI6aN+4ODNK5oZTjE+rOaCbPC2T2ZAsIEBuM10SsGjvDA6BrFvBJm9f3x+s/Lom5SxfSjhr0xxY95rs9NaRjLctoWQnfgc/jdBQ0Hec+aPYXnrnTYAypcxtOlRVeo6F1binw4xnYUyeYZnL7NO/DsUv9f1/7SdyreazHJaf41k+lBs+g03q9sBrGLYfegu/u+F3Htuw6z/UwybZY79gQNcGLEkggmfPnguhEHTes8VhREAmbn5HW0jZAp19Rc16vtN56WHyo43k+geFXjsEHY9AFF/ePltvJqVXdlsFUoeBo1yUuzAbE7FKdUhh0L+l0qSEy3Xd9cZfntjwrkC1kmW8AjZpwjUtyCgCzVs7C8U8dj7VJ04Rt2tBpAMzfYHWPKfEX90Xjon0uwgNHPYAnjnsCQTWI9gceQHL2bPl3eeopJF57DVqP+dsq1dVQGyhAN8+j2BJOlvxojDQ6VFI8WK8O+pd18b/VBy0fYE7LHJaQigaiuOVQZzs7Xk3Cs+k0ccAD9HJM4sQwYDhah4nB5Oc8gy5I3Bd3Onupl+NkbxgGS+zKSgWoxw98jBa5rb0+pLztJa/FQ5IadMqg52jSlULiTSdxB4Aq6uQuKDAmZXMYaF2HCUVxFEcy13ePQzvlmVMcYFshCgPoVcEqT4DuSgTyXXcCgcr6oHtJ3MvYh0IUJpO+d969eHXlqwCc6o+Rteb6MEvMsdKPQZcBdD2XQ9tNtlGnnkqxVo6BujoM+MlPsH54HOe8cg6OfepY1Bx7LGqOPNL6Kgab7+h4rhAFR40+CtXBapY88CsvoiZxgcqXmVts8HOsbC0eAKBZz2/ItOPzDZ8DsM/XLRO/v8XUZquKilsOvQW/2es3xTeuILZDgO5vqKFbAJ3vhy5eRNThEwDUaufg1h2zaxn5uGb6NZjSNAX3zbxPcizbaagCg85PapJzk8nbI2k0WKIsjkncuecqYNAVojhAepDJusoPClyu/OBKfKnoYCCbJkt5kzGP9nDsmhQYdBAnKAnUzIVatQCGAegFewI7baf9rc+US3opQNfz5uL71ZWv4m9z/lb0u/EyQQC4f/79OPXZU7G8a7l0e1ECyYwZua9dPdr8juEmuoA2X2zpzmDFRnORefkJOxU9Nv8g3gQAvU4tZQMP0H865ae4Zvo1+PtBf5fI8/vv/ubHKFHizofO18xXMP7wcl7eUEcWPDPFAxY+GIOuJpHO+yeA7L67VjIqHGZMZ6aQYcfGGHRDzqAHBVaSB+ilMujUJK67YL/5/g9WOnwfVlsAHZpT4i4CdNoPHrAXdJqhOc81t4DtDYOu6ZrrHvUL3uE5q2Vd4LY2ZEvceSD8i9d/4XAuHxQz1S09+R5mMFcTlidDFKJgl6Zd0BRrQuqjj7D+ssux8v++79ou39KCdb+/CKvPPQ9aZycAQK2rYxL36rQJxkUGXabqaYw2OkA5f50W66LCA/Rb596K77/8fSzpXML2s9OAnTB1yFS2TXeum5WX8GCdtmLjAbro7yBGMZd7r/70ACdx54BNSAlhdO1oNEQamKqJj2FVw1zPeUVrqhXpQhoqUaUMIjQqcd/Ey+0SJe6yGvRAzoPld7VZg+RxOcdovpcaxYktGGt0HTGLbUwRBWluDVPMRULcFwGx1RPBuGdS0hDXyIJi0eni3n8Sd8AmvO6bZ6+n+XuWMrPFGPS8nncAdOg6DE3Dxjv+6TSMSyaZESUl5fjOH/xYl9fz7NzxZTNXHXAV3jj9DdMMF/4dJujRMgZ9W5K4lzDH/qjLvmbnbpgLwE6gVavW77wd4KftDqCLwEYMKnEnQTub7jCOA0DC9kSuCAD9nsPNUypKunYasBPuO+o+TBk4xSmT2o7D1d6jyA1HF/BBlSBYctsTicS9wloRfjHUFy7uAHB5KO2+DEqQuLPPNpwAPavZCz6iJhAd+jBiw/8NoiaQtVqsnTnm94y1C3gs8IxCHAoBjHwde64U9kRW07qgfQEufPNC6fYugE5Zeu4nat5XR/Nf/oIRp1kSduu7d6XNCbSpOoz6uFsqVVb4SNxhLSDpQpKXuIfVMI4cdSRqw7U2iOI9BDZDiAw6HwWOeym39zcA5PP2WOi16KFBgU1Pvod9llhzRhdaJNCDTM4foLMadN38Hbo1gkzWvO7ThbRL4s63l9N0jR1DyA+gh0oD6Lo1T7y/0mbMP1vVgVfm2UZjWcvY0MgXWK3wbZ/d5iot4F1teSUED/x41txRVlFmdOe63QtveNe185+b03Ku3tpeDLoYNAnRk+thCYJS1Aq5FSvZ34buTExQUG4+0BAYOND8j5O457Sci0UWExSxQAzRQFRagw7IneYdxyhRO1CzP7qfmw+5GTccdIN5qIaG1lQr8lre4QOxOrEaeT3v7Hst1j4LIavRnzZkGvZuNk2TZM76NGQ16IQQPH7c4/jfKf/D4Phg13vKafm6MmH+dkOrhkoTCVuKi7tvDToF6LT+umSJe4UMupV8e2v1W46kXFTXEbMUHj0KwTqutCZZROIuRsEosDEgFvCWuIt+A0RYN/Wpi3uZISu15BUwTLFkMeheJnEigw6Y81rqk48dz+mpFGvlWIiFcdh/D2PGkADw3tr32N98EpNP+hFCEFJD7LlsQQ7QNV1jpqWMQd+GwOikxklFtzm/M4GfdXQCAD5t/RQAt1Zkc+S2c068YrMA9KuuugqEEFzAuRdmMhmce+65aGxsRFVVFU4++WSsX7/eeyeVhnWhpxa1YPX5P8ea3/wW6S++QMull2Lt7y9iLJgStm92KmekoUTsiVytsQe3ZYOAloZt/6Lps5DVJvlEyposS2bPvT6rwsGOX2SEejG/8AA9B8OdLyiltl6Y7+hCbXHXIoQHmm2YSMBmtAK1nyBvmAClIVrHno+imf2t5+1r2dDimDS4hpnFlRpe7NzXHV9Ln3eZCDEG3T4HShCoP/00BKqci1EK0GujpfVKLhoeoyFl0OssOfYvd79AvqG1sC7Wx35Th9/Vk+cAAS0vKCfy3KKi5S+XQs9m0fXsc9hw8y2uBR1d+PbkfSTujEHvKcqgUyAUypvnN6sE8OkK8/rJFDLsdaog0DX7u/JSYheDzn2sF6srBmXQdY9EYTykQrPAlaFpCCvmnEFZUj54oMoDdN7JnRrgAb0zievIyo3DFnQswB/f+SPzhKDBA8islnW9n2fQu7JdniZiVFGWyCcY015qOQENL5MmGrE99wQhxCFxz2pZxtjTEBl1utiXtVkDzEW2Xy24jAmj7BpdjAfVIA4deSirmVydWO24JkNKCAWjgFXdqxxJkXIk7mNqx+Dz732O2w+7nRk1/nfRfz0TcV4t0IJKEGE17FB20CjHWJKaIXq1bjXy5bi49yb851O/GvSgJXEv38iuwuS9RRw9MP8BVh4CAAYhiFus8K8GNeFLTuGZ9EgsP/H1E/jhy97+CQpREA1EvRl08V4W5jUKMCMeZFdZUSZgl6m/eD8HBtCthDSfTM4sXISWSy9Doa3NVYMOmNcl9ZaiwTPoy/VWtCRb8NXGr9jrtBTkzs/vxK/e+JV5jCDSxFQxnxGHgqZPesxvWbHv4H3xp33/hHuOuMdzGwKCPSzcRcdSVpYhac22rUa/ryTnzJmDO+64A7vssovj+V/+8pd49tln8dhjj+HNN9/E2rVrcZJl0tanwd3YiVdeQfezz2LFWWej48GH0PXUU/Zm3ABIDYHYa7zEvd42gGmrKXVQ3vaMHyoKBznsn+UGgDQF6KEyJku6Xx6fVwig+AxtEJVL3PlBuwYKxPZebPLxy8ozBt1cQPBSyFDjW+YmAXsBGIgvAVHN67guYgPxocpMZNfPRM+iP0DP29dywKjGjw4YAz1nZ6plTqR8JHIJT+dZvl84H6JREWPJHD+RmHU3v3t3nwJ0S+IuuzYsoBUMmmPCXk17yHfBap77X+LOh+qjgM4bvQTonJqo5/XX0XbzzVj7m9+g7eabkVvmBJ806ZLMJb0Z9Chl0JNI5/2l2xSAF1LmdZBXgrjnbbNNFg/QaUc+rcD1nrauM5WoUAWJQYBn0Es1ibPOAw/QiXWd1seC2H/8AGgWuDI4ibss+NcIIUyeyTOzvNy9NxJ3L8nzua+ei6eXPM36wcs+tzvX7QJ7NeEatsDnHZX5CCgBBva6sl0siVdKy07KWgFAoV1ILghzRnTKrgAAtdb8DasyJoigCQE67oo16VTFwY/L/HVKCHGAWJG15j03aNBEjHi9U4n4mp41tnGiEsC4enNsXd69nP2+xQzixGMeWTOSzR2HjzocQ+JD0JpqxX++kvcH9muBBjiVHTTKAeiUQR9R7QHQmcS9lPm83Bp0LlzrLCGRyCl9KChlAN0akxiD7li7ieq2Xoz31udW6fJ7WweYxF0MllYQzsWf3/szPmj5wLU9jXggDkKI4z7kDQ1FpU186lTH4965uPcOePLGmjR4I1s6pmaJG6Cv/N730PHgg1h70cVuiTsAFPIO02cAKLSsZ73Q05LlBr2Xb/z0RmZmFglEpIkExqB7SNz5e4zzzZduu7XGaTuchr2a9/LegBBmmJjKp5DX8ux8xek6fDvAT/0K0Ht6evCd73wHd955J+rr69nzXV1duPvuu3HdddfhkEMOwR577IF//etfeO+99/D+++/77LF3Edt3XwCAkXLXpPHGcC4GnQPvdFEAAG2lEgLbYFas11HCzUZr0GOh8jPuRJxLKwgng175b8hnegkkX70EBp29h9agS6SQROUYgUAXoJjXcX3EvlDrgk3ItU+HoVUj32kPmIdOGIOpYxsBPYrchsOtw5IPF3Sxee1H1+KT1k+k22S1rJRdo5J4m0G3Fm180oK9z/n+PmfQYbPlsufs8hg5g+mSuG+mUPwAOnoH0AsFJxhpv5db/AumbHThVzAKjHn1ZdCLSNzpBJ1OmtvlVRWGZRjnMImjAJ1jnSnYDath1/hbicSdzgm6av/W9K+dhtZiTFMVCvSezBek/V5p7Ni4o+OxjGHhF21eEnfDMIq2waJ9ZEVQRntwt2fa8e8v/43FHYtdnyu7XmpCNYgGomxslDm5xwIxZurUkekoi0HnQbnW0e6zJaDETaDF6oc1k315ZcUrAGwW3wXQJXLZiMDS8GN/VHVewzKJOwWn4vU+tMo0KJy7YS5j0KOBKDs/iVyCKSRKadvjmJO4ayyshnHebucBMJlU3dBxyXuX4FvPfYuZJdLP92otyJsX0gQwn7ApFvRzZK30APSfi7s44Qv7ot+/oBfwedvnMAyDXUPBvAXYVVHiXiQqlbj7AXSPMcRm0Mtbk9CkEw/QedWEmAisOmB/DL/rLox73SybcNaglxieEvfyjv2cXc7B7gN3dzx35qQz2d80yZml852msbFR6zLHqOR7piw9KJG459ea6oWGH5jeF/nVq5FfbTK5eYlzW6aQcY29XklZ3jBUFvw9FtiOsQJVk6TyKYe6Je6RqNoWo18B+rnnnoujjz4aM2bMcDz/8ccfI5/PO56fOHEiRowYgdke7q3ZbBbd3d2O/0qJ3EY7w1//rdPlGwWDjkmDyhlp8Ax6ZJJdTxGx5mlZ5vmbkIVPDbpkgqMS90hZEnc3g15pDbqjxqkP2qwBQDsM125shr+EGnQrZGZCPEBXgl0gFkBviNkTcphzoS507YHMupOQXnM6htfXYUBVGCFVQSE5CoB8Ifre2vdw5ONH4o/v/JH1FAZMU6gjRh2Bp45/CoCZYRbNavJank1GdLFgM+g+59b67p2pPgTo9ONki0X6HO2HrnkgYCZxl1xz/Rh+DHrB0LHPAh3nP60hn0yUZRgGOCXugN31AuBa5FkRDUSZz8SGtMncioyi3WatB+m8PztHr5VMj/k5OSUI6OZvL5O48ww6BbuRQISpTmg4XNzLlri7f+TJQ2oxpC4KnTHomgugN0Qa8Phxj+OeI+7BqNpRjtdkTu78ok22sCvoBZz+3On44f9+6AvSKcj2clAHgL9//Hec+MyJ5udySQ4K7vmoDlWDEMIUMjIJfTwYd/RKL4dB19ptUF5odwJ00QOBhMxrgbKfquYsbaDgQ5S801pr/ryJ1+lxY4+zP1cAE/T3mNI0BVfsf4XjNXE/tFvFE18/gffXmuRDLBBjoD9dSLMETLH684133w3lZjtBJrYsOmzkYagKVmFtci0+2/AZHv/6cXy18SvcN9801irGoPNgjSYQymHQKavotf/yXNx7EUXm+3gwzhIdZ75wJh5c8CC7hsI5C6C7ZPhFatDLPkbzvVUecvE6XUdMkQO+hcQ/sekVdB3Crx34pIzMq6Jq/2kIDjbvFzqmhsupQfeKMoHosOphuHfmvbj/qPvxyDGP4PkTn8f04dPZ67bEnUsoiaammgYYhgugr/jeWWzcGXDOOYhMngwA6HjQ9ODJSy4n3qSUhhdAL1qDzrdZpH9sB2yxMwhi1jWRKqTY2jEaiCLArtdt/5z0G0B/+OGH8cknn+Cvf3X30WxpaUEoFEJdXZ3j+UGDBqGlRd5/+a9//Stqa2vZf8OHDy/pOGJjzAVhsLEKgUHyvslK0LngF92KeZM4Egggts8+AICdz/4FRtWMws2H3FzkKL6RuAOAEuVKBapicNxwMol7ntagl3HZys6xZFFdSjhN4oBKB4izJp/FFsjtRHdJ3G2FNPEuA7D+potKGUBXgjabRdQMiGKZqsVslvCk3YdhYnM1bv72bggoCvKde6PQvRsGVoehKARD6iIwDHOakAH0X77+SwDA/1b8z1Ebu+/gfXHt9Gsxtm4sW5yvTzoX+I6sKGVxqOzRcWrdEvfPVnXiry+a9bJ9JXEH5GwOa7dI2XWJxNgwDLsP+maWuPsx6AVo+NWTOg6YZ+CYDw2s6VlT1r4LefmiAuBqSulxEIX9rv/68l8Airi4ezDomq7hD+/8Add+dK35OG3JQatjMKye6Ly8mjLoOnc9svp1NeQyG/vhpP9jfxdrqUWDmsQZDgbdPK4dh9SgNhpEwbonjYJT4h4LxPDk8U9iQv0EqcyPbssz6Pzij69Np7Gkcwnmt8/Hhy0f+pr/URnomNoxxb+k8LkUoPNlAFTuTZPSMgn92LqxDOD15HuYaqaUZIjWyTPoAvgX5+WgE6AHhPuA1kKLDPp3Jn0HAKDDfoPIXp+323mYNsRsFSeOg/RxNBB1GauJ1/uRo49kf7++6nW2Dd0uU8jgxk9vBODvNaDncmi95lrg4WcwsMO87sQkUCQQweRGE1ys7LbN9t5e/TYAuUkcHzzRQP8uB6DT61RUI7Aoy8W9XIm7j0mcsC+FKBhWbbvTX/XhVTZAt76uEgg630vY/2A/0QuZnvU94pK5ZReEcUF7py3tFeJhNYN2RXGci2JKGsCec3mmnB//iu2DqZLKkrj3LSO8a9Ou2LFxR5fPAb0XMsS+XsUEMuBMzmrWWJ5bajqyB4cOhVJTg6rp0x3vKSju75DRMq5xV0zO0ShWg07vMdUwwM8u21UQgpg1T2uGho6MOfab1+z2g5/6BaCvWrUKv/jFL/DAAw8gEvEYrMuMiy66CF1dXey/VatWFX8TgNioOow6fANG/+FYBBoapNvw9eey4E3iAGDYLbdg9NNP44Cjf4xnT3wWkwdM9j+I7Vi2wgcJqBh37HqMPWY9lFBxkEUX8L2VuLvc40sMl4t7hVEbrsW/j/w3AKCLGG4hQRkmcV4S90DNp6wWXQyeQZ8+oQkvXXAgjtlliMMJfVCNeZ8Oq48BFkAXmbtMIeNgqPjML8+O0RZLfI0YACQLJkCPqBG20KfstGPslUjcf/aALaXvW4m7hLWi55Yz/XIFfz1UmADqq1B9Lk2Nc3Fv6CkfoPOstORF11N0EVi8zVoKKY+2be+vex/PLHmGLVyCBfP8Dh1UC+j2WDy/3XTOZgBdkzDoasTVwePwoYewvymQ9Iu8pkOjAJ3vDWxdnxObq1EbDUKjrxWcEvdJjZMctZ5iUID+5NdP4sN1H5qfWYRB56XlIgCd0zIHv3vrd2jPtJfEoPPBA7KNaVMGP7pmNJ454Rm8diqnmImb9/j61HoXkzS6djSqQ9Uu0FsKg+6QuAs16C4GnQF0cywJaPbvvE/zPthpgNmKkT8//z7y3wyc+QGSkBrC5ftfDsCsOee35csndmzc0cFki+C0Od6MX+5hJjW/aPsCgAmQ6X2RLqTx4rIX2ed4RWHdOvY3xQsyQyp6//Hqh+XdywHA0WpLFjs07IDpw6ZjStMUfG/H75mfa5TBoGty3wka/ebiXkTiDgAjq0c6HhesQTRkXcoKc3EvcpzsIyubA3jDtVmnzsIXZ32BBzAYzZrmWYNeIEBLQHUcnF8LLxo0MTO0eih7jr+G+ISVLFiv780gcS8WLMnJlXTJuo7w9efLxtiJqqYLfoGRDz4AQggafyL4ckgy4JlCxpU49WLQWX18kRr07VneDgBR7vvTxG9VsGq7wk/9AtA//vhjtLa2Yvfdd0cgEEAgEMCbb76JG2+8EYFAAIMGDUIul0Mn3zYFwPr169Hc3CzdZzgcRk1NjeO/koIQRBvyUGMhqPXyxVgxgC7KndSqOCI7TCjt8517quA921IQBOMaQlUapJIxLjYksljbZU34FUncuf1VaBLn6LPZC4k7YNa60gWr4eni7p2VZ/XQ1mAlGgpFmp+Sfq6hBxEPya/v+pg9OVOAPrQuygC6uGBcnVjteMxnkPmFPb9454PWKPIMDjUOko1MuvVdl7ensK7L/qy+kbhb51NWg05b2tDrRlYnyD3nMPnrx3hwp18AKMKg8wyNAaxJ9CGDLlkAieaAIkCvC9eBQAEhBtIFeZkSBTI0gtbHhKIRwAig0OMce5mLO3c8zNBIDbkUEIpu4F9H/Au3z7i9JID+2AcroFjXos4l007efRj+cNQkTBhkAXQPBp3WQnsF3fbxrx/Hua+dC8Dtpi4Gf2+JAP37L38fLyx7AdfMuYZtN6bOZtDf+dY7eOWUV7DP4H1c++XBNu3fXh2qxuja0Y7v0Rwz5+mWZIurz/iY2jFQiOK4Fvi6db/gJe5iDbpb4m4CGMagc4vvc3Y5h51XKnGf1DAJewyyDR9lkl4++N+QPy90XAyqQcSDcew7ZF/2mni9A7bZJlUQRQNRBmJLbX1Ia2QBIETvBwnDSsE3nxxN5BLIFDKOz5dFUAni5kNvxn1H3Yddm0yvnbIk7nl5Uo6G7eJeQVeWcqKEcVi879dkzEQWVWEoLpZ/00jcc9w+RG+EmATw0fKBtJD84tVpXkEl7vs074Nf7/lr3HHYHQ5QXhaD3muJe9HDLSvo2JLhJO4bbrzJPBzOX+qMN+3vu26QPR7Vn/ldBC2FrRIKITxxInstJ5lg+TafNCoF6FQ547grtjuoQKACiFrnqjVt3o9Otc+2f1L6BaAfeuih+OKLLzB37lz235577onvfOc77O9gMIjXXrMz8gsXLsTKlSux33779fHR2MBGqa4Ggu5Fggjcmy60eziLfc97dyjb/gXmGy5A7j4fuYKOV+etx4FXv46rX1oIAIhV5OLOS94qu+x5M6fe9EEHTMZ7QMSUDWri4ZTi4q4IEneBQTcK8uuU6N4KlmH19uA3qMYcGIfWRz0l7tQISRY8s04ZdBGgS02KZAy6NXu3WKD8qhcXIsgB6ZxXTXhZYUncJS1/qCcA8QHoDtk0cf3RL7FzzUic3p0oYhJnoxbFgJRB13QN9827z9FGhr2meTPorKaUiyFVQxyPRUZRVVRUW8Zsaa0LsqB9UGlQBl2NhNEYDyG74TDH6zaD7uzhDZiLI1HibuRy2LN5T0wbOk36+WK8+pmt1jK4227PkXX40YEm8K3jGHSxBp26hnuFo9WaZtY2FpO48/fWTZ/exEDyC0tfYM9/sv4TZlA5KDYI/z32v3jkmEdQG65Fc7wZuwxwdlbRDd3xuZRBl/XC5pNwVMIOmGPmUaOPAuBM1pTCngOAlrA9ErQuZ+JBLKnwk7jXRerYeaUssAhodxu4m++x8NtntSwum30Zjn7iaLy07CUA9u+21yC7bEHGHo+vG+94TPuwA+7kilfk19j3LWV5/QC6OPZe//H1jEn3krjzQRVOZUnced8HSRhlSdw9oiRm3V/iDnBJVSvW5Jznq3wX98rG/gzfXpSuU6zvKDOJo4mFd2MR3LzqZXa/8vMvH3win/ohEEJw1uSzMHXIVIfcvVi3CEcNum/IJO6blgVlPh6GPX513HcfDE1z+KYc9ZFV5xwG3t4rDhIOo+qgg6BWOVUlhMMJGUnNv0ziXhSge9Sg561jDvipQLaToN4cV35wpfk4EMX2JHHf1A0oAQDV1dXYaaedHM/F43E0Njay53/wgx/gwgsvRENDA2pqanD++edjv/32w7777ivbZZ8EIQSBujoUNjjr5qI7OSXqjT/6IWqOOgpKLOpwcP8mNn1c98oi3P7mEsdzlfRBJxJwW27sMWgP3D//fgBAqA8mmDF1Y9CabkVeAfipt7Q2cDTRZP4j1qAbXO5tYHg0WrPLrHd5A/SfHTQWsxa0QlWIlEHPaqa0k55L2p9SFrzcvTlusmteNeg8QGfycckp6EjmMAQmk57lQHlTVd/dkzIX95JM4hwAffNNHAaKmcTZvwsx4Oi1S+PZpc/i6jlXAwC+OMvJXmt5b9mtjEGnrtU0ZM7UdaF6dOc6kDHkAH1tj/MYKYOuhMIYWBPBxnXDcfWeT+Pv885BV7YLDbEYgFYHQGeLSTXskrjr6dJYSxpL13Wyvw2Pe9Vk0C2Ans87ZM/Faq/FhV0yl3SYtcmYF54hfWPVG7hl7i04ecLJ+N3bv2PP9+R72H1ZE6px1W2KsvdELuEAZIxBl9Tp03v8mSXPMGa9IdKAR455hG3DA/RS29nxBq26YNZqCOUWDKAHqMTdfq0h0uA6r2KyaI9Be+COw+5gvcrF4H/DnJbDo4seBWAnKilA5iXDMva4Od6MaCDqKPug2/EdPvzCyaCbNcAyHxIZgw4ADy540N4mIJe481EJQPcqa2FBJe5bAIN+1o5nOcpoVqbWgk+jlJ1EqHAO2C+TwT9R6zCSpSFK3KtD1WiKNmFNzxrcWVcLrHkNDQsfw7cnfduhYrnpkJtw/qzzAQC/2es3eHn5y2iINOCHu7h7pPOgvJhM3lmD3tvoW8BO70VR9Zf3KIU9/ycqog0Gxs16DUrMnbDiWfcU3OclU8i4aspprbkYJUvcpa9uJ2HdP/FAFO25TvZ0qQnMbSX6vQ+6V1x//fU45phjcPLJJ+PAAw9Ec3Mznnjiib7/ICGTp9S6F0vhcc5+z4QQhIYNRaChAUq8+GRWNIR+zttvCBlnflKzztEdbznBOVBmH3SJizupkEGfOmQqaqBgVC6PUB/MJ1TqmBMTBuzwSpe4i4szJWAOZLs07I0DBh3Lng8Y3gvjPUc14IEf7oP7f7APOv92FZZ/6wwMqwrA0G32gF+g8cZDfNSEanDOLuewx5416BKAzhZt/IbWd8wVdOso7FcvmDEex01xsrQVBZO4y2rQS2izxkvcmYt7f9/fBDr8a9D5NmsEQGem07XNgvYFnu/3Y9BlNegigy5rw0XrsXOQT77iwodKekk4jIHV5mInkQ7imROewcunvIwxDeZ9ta57DWN9HW3WRAY942akvaIjmUNXt3nd6iBOZQ63UK3hTOI6EhkHOBRl/2KINdyJXMLJoEvMhcTk18frP8YXG5zJle5cN7vnZAy2CNC7c91OBj3jw6DHbMPVu764C4C7tpmXERdTEdCgZnwAYAiJFJd5q8Cgq9xtWhuudQF0GeM8dchUV1KJ7Z8QJp2VGWZSAD8kbl/zMnBKCGHsJWAy2JRlpucYAE4af5L0OAAgv8YtcZf1XKa/lTj28lEOg64ZWkkGZICt9PCUuFPFTSngt+IadMkYLNnXmLoxePv0t3HfTNPhflVmneN1lkTg99uXEndrv3tmsrg3FcKzJz7r2iTOXb//XLcer5zyCuIh5z32defXAOzkyPDq4Y4yjtG1o3HvzHtx/cHXS9sc8gA9r+c9EzKGYdhJT70MibtnDXrfhlcrsyVHznRtO284kIgRFPQCAo2NUKKSe5Zj0JOGG1inC2kXIx72cN2n97qXSRyVuDsY9O2ALXaG+X1jgvrmlPGnbFf4abMlad544w3H40gkgltuuQW33HJL/xwAdc3cdz/kFi9BaNxYBBoakf36a9Qef/ym/vBNvP9tJ5qqwmhNOAe+8gC6GaGmGJQgoIZKZwDEiAVjeIWMAta+2SdDAwXoWYWAX/LKFlquYHkmucSdqObgv2/zQRgQGgFYWLqWTIRfTBtnyu7n328qBZq/+ogx6ICZkQ6q5mQlk0dfc+A1OHzU4Q6m1KsGXdbmR86gG+jJFiDeN69eOB3jBrrBQm9C2gddAO8yBt3YQhj0Gak0AA/GCs7jJIY8I+23ANc8jNwAOYNOmVUasjZcDVatpYYENN2AKiSsREk3bYtDwiE0WMaGnakcYsEYiBHG6LpxAN5DJp/GVR9ehWumX2MbGqlhGIJ0U0+VzqAvaEkgaC1a9UAQh0waCCymr9rnTVUIk7h396SRK9jXVbFe653ZTsfjRN7JZMukkbSNHY2qUJWrdl98XYxRNaMcj0WATkMG7ifUuz1YRBaQb9tVSitSQ9McTu0upUOxGnTuZw4qQZfU2kt67RchNYS8nkdOz0EhigPQ0AQAn5TyGstHVI/Aoo5FAEwAS8fA9rTJoNeEavCXqX/xPA6N8+thAF0yK9H9+jFPXm3Q+KAAHTAZPjoH+AUFiUVd3CVlRe7ohYt7ibN1VagKTTHzGu3SBYm4Kkjci0blc8DumgLw94f1HRXuWpqUyyMejLt+Owru+LmV38Yr+eQV6UJaer/z40J5DLqHxL2PATtj0CWJNPaRsQhIKoM5k8MANN9teYCelyw/s1rWVVbAJ9v4kLXRBOzfzDaJ8zyc7SZi3Nhx2MjD8O1J3wbmPb0Zj6h/Y4th0PsvnAPnoD9cjHGzXsOYJ5/EiHvuxrjXZ0EV2r1tukPZ9jNAvuFXg269NkAiX46UI4mzdqkEFIz/UR3GHt3aq/MeIwrrz9jbGFdvAvS06PpNZbME3jXoJbRZA4BYMIqdB+7AHu/SOKWsY6xTNewwyGa++EmFGnfQRAMAHDjsQJeM2asGXVqjSBl0AaS1cKZwlEHvW3Bu1aD7OAqz0gNZbZ7MJK6/M7wEmJr2Z4MDBfva9QLofqGXWYMusjQHDT9Iso3JAhEli0zevQ+RBQla7twkFEJ9zFyItSfz6EjmsPeVr2LWl+ZiSjGAV1e+CkBk0AWJe6Z0gL58YxJBaxEcioYxZoD3NUhN4oK6hu60/ZnF5N0ugC4w6DJpJF/3DZjn3Qugexm0VYWq8Nixj7HH3dluKYMmk7jXhmtx9+F3O54TzfD4ZE0pDLqobHBL3OU16LBaYkUN53cUGXMZg14s6OI6lU+5anTp/niFhEyhAgDDazgGnatBp4t6L2d1GnrOvgZoDboMoMsSMWJ4StC54GuXZUkbWTAGPejPoJfk4l5plDnX0/EqowjXlniMRWvQy4wSjrNKtc9jnTXfiL/dR+s/wtkvnY0fv2o6j8eCMaiKiiv3vxIX73Oxq6xFDLG1319my5NEPPsbKavNmldsGhd3L9AdGjsWGx7+K350vor396vz3RZwAnSXZ5AV4ri9tGup77Hxiee8nsf0R6Zjxn9nMKAf3p5r0All0O3rm1cd8dtsy7H9AXRB4k4IQXDIEJBgECQQgNJHbeB8YzuSaPhHcYl7Y5V7EdWaKF2SylHNUAKw/OG2jPM+tnYsACAn3IWkBBd3VkdvgQ2e4eAjFohgZH0jcu37Id89GQeMcDs1+4WRz+P3M3eEYVnN8+CAtr74zV6/wa/3/DVeP+11qVxycHwwFKIgmU+yOlbA2ZuafR5l0B3SYWB9d5a1sTKwCcZmP4k7Dcag+0vcsRkl7sU+kReQEMN2tC41dJ82a2JNMADsPmh37Dt4X8wcNRO3z7gdx4w5xrVNLGiNuUoBaQGgG4bhMt+JWi5wSjiMhri5cOpI5vDFmi4kMgUsarUYJ912F3e4uIsS9zJq0NsSWQQp8xcKOZkfIXFHa9AHZLpQ++//sec3CUDPOQH6KytewbyN8wAAew7a0wGw/Hq9T2yYiN0H7i79XBpeoE+s3T5/t/Mdjx0APVocoPPydgAw0k6GqphJXLUSQ0AJ4LixxwFwM7khj7ZVfkETG4lcwvUaHcd41tzrtx5WZffdHls31uXiXozVNrI2mGD3tOTmF+vLTxp/Eu498l6HukFUX8mCT+jIromCXsCXbV+y13RDd7Y2lH0HmmApJeHeG4m7OA77JNjjwTgUoqAg4vFyJe7ljv0+4wj9jjvHh+FXXWnc0tLKXhEB+qrEKny8/mP2mM7Hx449FmdMPKPoYYit1V5e/rLULI7O3cSwZLhbmsRdkdeg01CrqpANKeiqImw8y+t5T/UYD9DFa4PG6ytfdzz2SrLJatDXJ9cjo2WQyCXYGinyjcTdIXFn6o/tCD9tfwCdxmbtpfeNdqXUEOWuABCoxOTNMDbzb+6OqlAVhhiqZMAv/v2K1aDTiIeiqAoHkF1/PDJrvot9Rvm3eAKcMmgjn0dYVQCrDn1h+0Jc8t4lWNK5hAGJSQ2TcNbkszxlq5FAhC3e52+cz553sJo0KIPuLEJHS1cG/H1TloqijPBlc1hSRCJxd0ymfXxQfRgRbm0d1MwFjAj4+HZTIqugCaylWssBEEniIqgEcefhd+Lq6Vdj2tBpUpM4Ck4IySGdc+6DX2BF1SoUesahtmB+JolGUW9J3Dcmc+hMW+DA+gyFUwjQ7xgJRNwS9yKqAz7aerJM4m5Kqn0W+3F7cbHHa++yv4tJ3MUFsQiUE7mEaxuvtkoEBHccdgcOHHYge66YgzplEcuRuANO0N0UbcIODTs4Xi8XoLsY9HRpDLpdg25g1qmzcMnUSwC4zfdE1UEpwVq1SZQnfKLxthm34dsTv40Txp0g3c+ezXtCJSr2G7wfjh5ztAtoFasLN7jkBQXoimQ5J+6nNlSL3QftXhJrzococRfj9s9uxxnPn4HrProOgJMd9KxBL8vFvS8l7t73rEIUVAWr3HNyP0rcveTfhBCcncziQO4+KHadlFK+4Pwo9/eTteKkv2+khKSw8AnCv+yDy9pLseAl7rWnnGw+yZSJBFUHH8TmBAqkDRisw4MYvEmceG3QMWHWqlkATMXglKYpuPrAq6X7ouZx/LzLjyd0XdU35ntbdyjc1WUnNbef87IdAvQtaPW83WXFhChB4s5LXn85YwIOnTgQPz3IaeJX8mf4PbeZYpwRQCYkStw5BraIxJ1ObF4tUeLBKAgheO78/fHIOftieEPxCZtf+Br5PEIBhbVaO2/WeXj868dxwyc3ADAXbsVMrwCTmQOcBmR0guLZGYNJ3J3vX8+pJgwQnDV1VNHPLC+oxN17SCSUaZL1QefA6eaTuBf/vDCHtyhYF1l0fpE247EZuOD1C+zXBCO48e/PRny6Cf5ERrPUYAybUkAy59wHv9Bv/fIipFf9EPWWB4BaXYNGC6B3pHLYYHlVGNZ5UAwbzDoZ9Mol7m09OQ6g+9fh/v1bu0ufL+bifs2B1yCoBBnrLbqp9+R7sLiTFb4jr+c9DYdCagghNeQAxEUBepgD6JKSBq/38yCOGv/xwQN02eti6Jms8FgA6KJJHKtBD7DX6yP1bHwRAXqpjul80IW/DKDz+99/6P64aJ+LPGX0Y2rH4I3T3sBtM26DQhQ3QC/GoHOtomhXA6lJnOADQNnCcuX9hNgu8TKAfsfndwAA63LikEB71fpTifumdHGvYK6vCdWgIJSdlSZx70WUdJzubWTJD14KXO7vzHdfoW1lF3S4TUOZ+g38XLflSNx5gD7k8ssxcf48TJr3FSbOn4cdPpuLAT/5CfsOvKJINt4B/hJ38fres3lP3HfUfZ5tG+l8xwN0fiyif38jcXeSBVMGTpFusy3H9gfQXf0YN0NsRxIN//CRuFuRzpuL8d8csQN+MWM87j57LzTXllOGwP/efXHe+/Y3G4sgcjyBoCjcafCZ9IQadK86v6qw+fxOQ2uxz5jSnJP5xZ+Ry5k9xw0ny0F7UzdFm0oytZvUMAmAE6BTdpRf2DL2nt+lYWB9V4Y99ePpY3HBDGcv4V5HSRJ32tfaxyROVcGus80gcS8WPECPWVSACDb4RVpHtgOvrXyNMamFgpNRJ4QwBkwE76WGzaDnsbHHuX8K0M0SC/N4q63n1JpqVoPekcyhrcdc8PAMugEDiVyCLcYiasROsNA+5SVI3D9d2YHDrnsTz3+xzgbowaCvNHVUs5wpLwaQjxx9JD749gc4eYLJ/CTyCdfCcU7LHPZ3Mmez52KdHl0ElgPQ6evd2W4po1QKKze+3n1/8jXpXj2C+TCyAiBPCRJ3rzZr1r8iwy62PerIuA0LiwUD6JLSEFldv1/UReqYvFwEWl7jOQ1HDbqPSZwos6XJ1FLOvxis1ZoHy8gHleqH1bBUNQNwpUKb2sW9DIk7YF7/LiOwTS1x9z0+7/lEdi+ePP5k9vfSTnkdtFdQGfw+zftgh3pTAUPNDPlgDu6sS86WJXEXZeR0jUIIgWIl8qiChr9HvPwVvCTug2KDXCUcnqaIVvAO83T9xgN0Oi5t3xJ3M84eczz2HLQn7j3yXlstsh3hp+0PoH8TW1VkLMnrrsPqNu+BsOjbiaUWCrL8uq6kHuhw5h1gZv1vOfQW/OPgfzg2iwfLSWZYu+SYKcqgiwCdtsvinZn9grZwWt2zmj0nq0GXSdx1w8C9s1ewx/uMbkQk2P8Sd9aeT9ZmjU4apf5+mykiHP6NWlSACNDFmm8AaOlpQV7LO3qL06AuzDIX91KCgQUlz0A2DcbE6fZNEsubzynV1czFvZ1j0DXr5lAt34TubDfbT0gNMYk7bZnpJ3HPFXQsWp/Aybe9h69bzQWdU+LuHV7XkghYlrcl8cxnax3KhaAaZOznc0uew/NLn3e85/MNn7O/6UIzGojiiv2vcGxHF9k8Y12qxD2RcycGAH8H9kunXopdBuyCC/e40PVaUAniiFFHYHz9eOzatKvvMQA2Y07CYfbYIcEtInFH3llTKoLSYdXDUG7Q2lYZg14uQOdDZOHKq0G3JdBiiACdqhh6BdAlDLoISoq1WANgu7hvSpO4CqImXOOuQS+3D3o/gQfZ+R1RMwK/2fM3AIDvTPpOWfs7cNiBeO7E53DbjNtYQk1mdMjK08o8Xs/oY8BO70WvuvK2dBuu/ehaAGYyjCa3+JKurmwX3l3zLnRDlwL08fXjceMhN7ruO6/WdDT4e4UmEGj3BsAG6GGZUm+7CfOc7lw3Af868l/YfZBcjbatx2Zrs7b5QsjkbZbYXAzbFhZ+Enfr98lYMrhoqELgw6Tg9j63pPMeh4KNDoBOnMfpkZW3HcXt65jWmYZJNbKGaWJUHSqvBg0AjBzX2iiVdkjcxaBtaYoFnexbU7bBjQjQDcPg2E37vQXrOdInCgivKC5xZyZxPhJ3Qsjmy/CWcF3zracieXN7kQ2k7V74WJFYgWgwClXy1ZlEVeLiXkrwDPoGoaViT9ZMFhicI3c0Zx6fWl3NatA7U3kstgA0ZdADsBMQvN/B0vUJNAIwolEgkXC37+LiltcX4x+vfe14Lmj91kpQrEEX5hRhUa+lRuKo8VMdz7Unczjo2jcAAIOqww6VCwXSq3tWs8QWbe3FJ7p4JkgEZNcdZNYE867pxRzC+Rp00eTs3iPv9a0fP3H8iThx/Imer187/VoYhlGS6obWWav19Si0tAC6DiOXY4Ddswadb9uVzwNWIiUejOO7O34X8zbOw5D4EJeJXSlBgS1taze8ejhWJVYBAFYmVpa9Pxq9qkH3cXEXkzG0o8aomlGY3z7ftb1f+AL0QIQlwXhjR79WdszFPbgJa9Cl15n/2q8mVINVLoBOn+D3K0rc+4o196rPLk3i3hxrxmEjD8NxY48rakgpC+oXw4NcMVwMerHv71Ku9g+DDphKPTEh9f6699nfc1vnIqSGkNWyDs+T82edj09bP8Vl0y7DfnwNumIqAh899lEAQEuyxbFvSl54Hhun5MkUMogEIo6WbLQVqYNB3w7YYkewryu7Tra8dfymii2b7tmksSVI3L+JYkFNo3rPmPIS9y0nYiACg85JpEsIWXY4qtqTciW9fnkGXU+lEJJI3GnwbsR+QQH6xvRGpPIpvLX6LTaRMTdlRx03f0Dmd4yH+oFp8amHZOBdZhJH65rV8n6/zRlU7t6d60ZWy2Jtz1oAcgb9p6/+FEf89wgosqQ+ZdBl7valHAdj0Au4/Pn5eHqubUr00jwL9Oj2AilkuXkrNTWoj4VYHfrcVZ3mphSgG+ZF1JXtYoxeSAlj7kpzAbQua5WJ+AB0EZwDAoPuI3EXgUdqxU9x2ODvO577z+zl7O//zVuPu95eilzBPMli/TBg9ypfneAAuuXgXhWscrznD/v8gbVV4hmIYqoXvgadB2P3HHFPnzAZpYBzwGbQ+ban/G/FJxIBG5jzbJcI4n+712/x7yP/jSsPuBKDqwaXddwAsEvTLgCApxY/BcAESPS5Q0ccWvb+aIiMeXEG3S1x33fwvu79BmOoD9ezx5RB/+3ev8VBww/CrYfeWvIxUk8EGUDnAVB3rpuNIX4Mui1x35Qu7ihb4l4TqkFBXBmrosS9SGwKibskZIkc+hvXRepKvtdkQXvdywC6zaCXuX9PifumqUEH5F0vFnfYHh7Hjz3edn3nGHRaxvf4osddDDq/rhLve7ELhxhBJciSpHRbmcT9G5M4yO+37ei8bH8AfYvKumxJx7I5wv7+s5dulLLFtO1S5QBddo63nPMeEyTuTgbXx4iGVwYIEVbsRXpFAJ2rQdeTSYQDtou7GMX6qtJoiDQgoARgwMBv3voNzn3tXPxvhdl6ii7uHADPLaZATdQ6hk1xD9MaNV8Xd582a5ZsmngoHvonyvu8UN48sd25blz4xoU44vEj8NXGr1gfVjFyeg6q5HpjNeg+Ldj8gkr+CDHf/4uH5wIA3ly0Abe+abJ8VMERUhUEMxaDXlUFVSG4/vQpqInY16dOnBL3t9e8zVhOTVeZAqKbmDeeH4M+qtG9AK5Y4m4Y6Lac5h+dswp7X/EqHv5wFXv57neW4fLn5+PWN8zFo+zepaUi7Zl2pnSgDu5VwSoHO873oB8QHYCnj38aP97lxzh1h1N9j5uaJnVnbRf3X+7xS+zVvJfv+/o6DMskTonHAWuBzBvFeZVUOAB6vrJr0itO2+E0B1MdUSO46/C78NyJz2GnATtVvN9YMOZInBRj0HXuex0z9HA8dPRDmDxgsnRbnkWl18SA6ADcdMhNOGDYASUfox+DzpvCrU+tZ9ekX6KBjhfly8fLifLH4OpQtUTiLs4LRWrQy41S3ivZRpYAKaVDQinhy6AXKqxB94pNIHGnpUTZghugU+O7A4YegO9N/p4rGcGryEJqSADoxJGQ+n/7/T/8Z+Z/2GMvzwU+qKKJtlRzMOgygL5F4Zb+iO3t+8pj+wPo30jct5zgvv4/314OGSqjLu7RSgE673a+BUrcTYDOHY+ilChx976OQ8SetCupNXQx6D4S91IBukIUDIyaLPpbq99yvMay3TyDrtjfizrUBzapO7oF0P1qyOk5l5jEsWPnf78tUOLOR8BSp6QLafab3PX5XVIGnYaMQWeS4koZdCr5U+zE0Jzl7bj//RWAYoKBkBLBhxcfig9/fQBI3txOqTHBxoETmvDJnw7DTWfsht/PnIigNVbQY71//v1MzpvLq1Cs3ycdsGubvYK2bvvLcZPxk+lj0VQdxvkHjjK/t6vNmsCgB5z3zITOVejOFJDMFvDbxz9HayKLlm73Z7/81XoAcoBeH6lnIGtNj6k0YBL3kFPiLpqijakbg/N2O8+3hhywGfRE3m7v1pv66lLCyOWQ+ugjp/+FZRKnhMNQIua5SL7/PrQe8/t6eh5w570vAHr6y6+gdXYCMNlJ3ogvHAgjGoi6esBXEjzA5j0D9HQaiVmvI/u1qeYwNM2U7lsRKsA3OcB3DegNo0oBugjYdEN3lMm0pdoYyKiP1MMzynJx743EXfzOxRn0vDjdBYpI3A1D+JwKmWXZ8fnMJ/z9PihYg+dOfK4kgFhK0HveLyETZofqB8L5dUz/SNwJISx5IUs4Uwb9nF3OQTwYt5MRlufGsq5lbNvuXLfLxZ2vI2+INGC3gbvh6gOvxqiaUbh4n4uLHh8dgykwX9ezjr32jcQdkuvFb5ttN7ZDgE7jG4l7f0dB03HnW0vx+epO6esdqZxr+7xmnquKATqLLVXiLjDopUrc6eCku7cNqn0P0L0k7iOqSwPogNPFmQ9Wg+4F8Giv9/4YrUppsyZpabdFSdytrxAaN9Z3s0BOA9ENRyuzeRvnlQ3Q6eK10jZr7Bol9vtPvX02Xpm3HkrQlP5l8woG1kRQRY+NEGbyZh6CgmN3HYKfTB+L6pi5P0WyqMlkCfMyoABdlLhruoGXvmxBa3cGnSnzXjhhylD8fuZEfHjxoRhRbUmpi0jcEXSC2n+8eSM+eedT7P+3Wb7nY/66bvRkC1J2LKgEmbkZlbnzEne+1VkxIO4VrAY9a0vc+f1uithw221YceZ30Xr9Dew52maNRCJQoua5WPf7i7Dy7P8D4K3YIISwc1+pcSGN5IcfYvkpp2DJzKPYc+Pq7DafxRybywlaHw44ZbMbbrgBq3/2Myw99jgUOjocCicArn7xYhw12jz2Ug09vcILsPXkexztkHryPUyy69dOr29c3EvYvkyJe32k3tskbguTuI+ttcf4xmC8TxJFNETQSmNxx2L84Z0/AAAy5c51/SRxB2z1hmw+o9Jy6qHD2rJZNei8c/2K7hUAV65UUOXt62aOnolnT3wWOzTsUPTYqMqhLd0GTdeYwouPyHaKExzxjcR9O4stKuuyJR3Lpo9nPluLK16Yj+NufheabmDR+h72mgHgszWcuQYhyBRsNLDNStyJKHHnv2dxibshmdh4Br0SxkSUuIdUbwadX1QWC0+ALqtBl4xMKusPX/JHlh6lSNx92qxtSRL30afGUHPUURh+q399KTGAuqSz1/ja5FqpSRwNTtiAUf/9r7mfgAWGKm2zRiXuitg2qx2R5mcAAE1xU3atJcwxQ6mq8lQ7VFmt1xTdff5vfX2li0HPC+27rnpxPn5y/8c498FPAJjJQVpeQQhhtc/FJO5KKISmC37heE79+EN0pJzfMxpU7Wvbip/c97EU/KlExdCqoQDcDDqtP79kv0vww51/iF0G7OJ7fF7Bm8T1F4O+8bbbAQDt99zDnqN11kokDBK1z0Xmyy/NP3zAN2u11ksGvef1NwAAWkcHe25cPQfQKygh8ooTx58IhSg4eszRjrEyu3w5+zu/erWj/hwA9KxbwsvHt3b4Fv4y9S+4d+a9vTo+vs3ayu6VeHbJszAMw2WK1ZPvYQCItnWTRr+4uJc/BjdGGpEOARs5fz03y79lSNxpX3sAmJda53q9N+FVg37Z+5exv5ut1pdbmsQdsOX/IkAv6AVWl05BPF2D0GTE3A1z2fbpQhprsxvs96u9v++pxH1jeiNaUi3SMoKI7pNk2uajlO+77Z+T7dDF3YpvJO79Hivb7YXw3e8sxVsvLcD9bI1L8NnqLhzEbU8N4gCYddCVxBYvcSfOPuhqaRJ3x/cSYlRDAxYkXU+XHCKDHlAVQLcnpDG1YxAJRHDWjmexPr6lhBebIq9Bt78XZTwDxH6m74MC9BIYdF1DYtbriOw4CcFm05DH2IIk7pEmBUP/8veS3tLU5V7AeNWgA2Au7oMu+j2iO5mSXLbArrTNmgWU6+MEe0xowluLLIfs4QtAYdHkwea1oydMKa1a7d0qbKdh5ra5nDuRkslUgVjJlKDFwBeS5vd/d3Eb/vbSAny+2gQcc5abn95cG3EkXmgCi4SCAPiFlfteHPCTn6Dt9jsYy1mVd7M5x08Zgpk7D0Y4oODVeetx1zvLsLi1B5GAm/Fc1rUMExomALBbFlK5KV000v7plQZ1/tb+f3vnHeY2lbXxV3K3Z8bTe8uk994TQjoQAilA6KEvEGApyy58hL67sMBSlrJ02AVCb0soIQmQ3hvpyaRNMpnem7u+P2TJki3XcdGM7+95Ah5ZurqW5Ot77nnPOYydly5H2kBX5ubAdpY1MBiLBZRaDYeZK7OmBa3zjGX2ZXxTSiUYAO1bt0FdUOB1P7/Qnt/h3smuGu+hKJS8MTBtIFZdsoo3aq0VFTAdPAhHcwu/j72+Ho5M8aKoPw+6glZgQe8Fne6fMAZ97jdz4WAccDAO0YIFwCo6OA+6L4l79LK4BydxT9WlAhSFgwUUJh0QKqPc23UnXON94BJ3ALiFMeJNqgl35EwN0/lZeKPVzXjkFgbzEvJwTSM3nvmTuHOvoyNxB1wGuvuCM5cfAXCFCHCLEevK16HR3IjNZ9ks72naNNSZ6rChZjM/N7XTnf/ecx70OlMd66GXQBPPEnceqedEfvP4SBG/Bjoh6nDZlgHg+ZVHMMrt/SOVraK/TXyCOBq0xESpO2AADZPAEUcFGD/Gj00SztzClBTAUzEVMCIDvY39MaOsLo/OXSPuCiljsTcDnftxFGb1lfL8R+UZ8Jkkzlm266cVMO3bB0qlQr+9znrU3I9pVHT44SOjifEw0H1K3LnfS8HCDDfBZkIts+b0FFsdZrx21QjUtJhRnKbHO/sq8BLrxEaThZ3w8x50Hwb6pWMK0QRpOb7DnAXa+QOvSmAnZ4yJ/bxXvb1Fsr2eGeKyZC4DXQ3A+2IGv79g4cLgrOF+7fgi/HcTOzGb0T8LU/qwxnhhqh5vrz+Bujaz5CTQbDfzlRM4ibt7ucLOolPqoKSVsDlsvKEVaYm7IjmZN9BNhw5BN2QInySO0qh5ibsQXyEV3KJRxUMPIXH6NFEm+GCgJBYghRL3cBrogLhsZdkNN8Jy4oTofVt9A9QWNw+6jySH4USYxZ3LC7J0w1K+vCdHm7WN96ALM8i7E1QW9yjC/U4dKHQZ6LTWRz33GHM7jJhWfhh9h08Ka7vcopwwszng+n14bfprKPniljCdLQISd5W0xJ0z2JW0kh8zucWI9/e/z+9HgcLD4x/G3b/ejWqLS0FjU3T+e8/HoHfUoaxZujxjXGdxjwPjOxC61mwyHASSfCDSxMrDFmN0atckz2R1uKVXonC4skWwgREY6J35ARfeb/lddz1Fu3nQhTHMviTu3FfX8zkenzO+U31irAKJu9OLpbS7vDZcludgSdYmS27nf+y4WuIiL7TrUyv4HHERuH+8xN2HB935HiexFXnwuFrtFI3YrfB6qiqKln3k84iMJjYZmDduHHSj6G/Ogy6SfHL14UP1oDvvv9luhkGtQI90AyiKEtWX5bw23LPpS16elsROpmnJCY4ClHO7xsDuR/nJPv9/F/QX/c0Z6LS/GHQOwXVJMzXjkQsH4ImLB+H1q0di6Zz+mN7ftfiVlsBJLRnYbGKjeEDaAPxp9J94A527JuGWoVMUBaOazfzN1fuOtAfd3tDIv7aeYRceXEnitFBmeobH+HreHIKwBVt9vdf9/CIRRiGM8+WSoUUCd+McYD3o7jHotspKj/0igbcs7u5JP1usLQEliQsqi3vIZdYkpNd+DB9OfrxuIIWTMwcgedEiJF1wvu92Gca72i0QROOIx5s+21RQNAZaLFCGKTkchzeJu6iEnje1nxChisFrDHr48SZx5zzowgR73GcVsqD3An6sbWVcbYTDQBdmcS9tLBX1l0MUgx53Bqt3hWg82U/x60GXg8Q9zrBKxe4KOF7XDghCezo6m8FdiFDiLiPUoGBSuwYad+PUK9z4JZEkblT2KLwx4w0UJIUm7RTWF+a8WCpHNi/mNagNEkf5x9tkzZUkzvl8KJWwMw647rrTixHSWYMjkDJrUvB9D/T+RRTX+fUjRiBx5ky0rFwpuWdGE4NTbjGkHF9d9BV6JffCO/ve4bfxXmmhB72zMehOabadscPmsPGTJc4ABVxeD84oc8+QLoS7h7TbbWBah7HvO++PLsE5IbLZ8dPes5JtFaTqUJIhrkcu9qD7yL4sQVZ7PXoUsd+D8wZle7yvUSqQpFWy2d5Nrid+TPYYvDObvQ+cx+VMyxkwDMPHTYbTiE7VpaLOVMdPZiPtQRfGeFvK2fsuTBKnys0V7e8wm30a6MI4bUd7JzzMEnNA4WT+dGsnpEohYG9scMXmGwxwtLXB3tQER1ubKGliJOCegT+t+ZPP/bZUbOGTbMU8izt7hsDacsIZSmY1hZ1XjcD54x4K+Fjv5wwGbxJ3f4eF93dHKmu/zWHj/2avU7Dn9CJxj2AMuofE3eY00JUCA10wdmbps3DLkFswv/d81LazZdDaHK4wEpvCs0JGsAizuB+qZ0u+Dc8cjo1nN/L7xLUHnceHxD0OiD8PupxWXeJsVcxiExvojOBeCP3bAACKQnMHOwEzaDoxOZS6xjK67hTcPOhCj42vGHQfZdYAYELeBFE5oGAQlToyceVUXNLLUA0Bb3JHXprLeVRoGja7wINOARcMFhozkYtB9ylR9yWx55LEiTxusYlBd0c7ZLDHNnVxMQAgp96V0VaIUWNE75TeoCgKz5zzDMZkj8GKhSswIn0Yeyql0EDvXAy6MOGOsJ7y2VaX0fz05KdF5/BloHPfIeG0f2bBHLSWzwcAjC5KBgDoE1gJJA0Gt3+wXbKpK8d4ZkXmvfiq4L8HaaYmDMhJ8rlPeiI7+StvcIUMCEsncQnETHYT2qxtEUnk5h6OEkkPuqO9XRRHbT3L3neHM/SA1mmhyssTH9PSEnACOC5vQSgIv89SVSay9Z6LLOGC0nvG3dvq6/mkcIq0NL7UIHfNIglnsNkZ6VCWPilsbgRhBuzAJO4RXPwJ4bdeGF7FZfWWbtf9tznCSeJ8xXhHAKk66EJvNCchd/XBVwy6vz5GJ4t7i6UF9/x6D/u+oP/C8KBJeZNwWd/LoKJVfD4OK+P6bbPRna/ewGdxb6/lvy8TcieI9iFl1sKwTxcn/gx0OdzUOJJoCPFloF8zvlj0d3WLGSfr2JXOolTPiUrgyFviDooSx6DTAom0D4k7P4mIwGKiyEC3WsHY7dAo1TBVXYCpufNESZIkj2cYfP97BcobxZ4rrx50Z/wXN/GkdDrYBWoLFU3h1StHIKLScWeT9hbv2fWk4lF5HAIPOt/P8HQtcKQXbdIWL0bi+eeJtunHjgUA9D7LoLWt0aMlLiM4wJaPeWf2O8hNyEWS0rmdlpK4hxaDrqbVoJx957LrWu1WPsb6+/nfY3rRdOc5nAa6j8RSnFGlYBywm7JAgcZFBbcCDg3yU3RI0bLHGhJckkKVQ9z3myb1wNMLBuMP55R4tO8QetADkbgLMCoYtmyhD9ITWAP9no8PSL6vUWj462Wym1wGuoRMM1TcDXShHDTc2OrFMnHeQOcz9id6eNDtzS1ey6y5Y2/xHsLhF8HCiHAR4bMLP8OckjkB1TwOFWVamsc2e30DGLMrSSG3cMGpDiKJr+oOANAvtZ/o73RdOl9xQBIui3sgHvQoStyFcKEeAbUbrgoe3kqQ+ZSQC/YLE1Jl1jhjV0Ep2PeDlrhzXY2NxP29fe/xYTvCMY2vJAPx2GdQGaCgFGAEHy0sEnengW5jbOiwdUBNq7Gg9wJRPzQki3vcS9zjz0DnIBL3qGPxIXEfXSSeEK4+WI29zmzKxelhmBzKVOIOwDMGPSCJu28PemcQxqADrFxUraRhrT8Hi3r80W/pti92nMGSZTtx2eubRNv9ZnF3JjuitVrYhCXXwLDnjML96zhQ6v1NCe86J3cWS9wj0bNgEHeAUquRduNNom3aQQPhMCZCYwPSTnnG0QoNdBESk2pe4h6iB52iKP4Z+ODABzhcfxjrytfB4rAgWZMsUoLwicF8ed14iTuD9pN34PKsd9HUxvYxL1kHxql2MCS4Fv4UAq9gzwwD7prRG5ePKRQlJmzftQs1r74KximZplTBS9y1lP99zFauL8IgD6GihBLF7XMGunBy11ncv6ucJykS2BvEMeI23kBnDWtFYgJUuTmifcrvuQdta9cF1L6jUwa66/4Ly5n1T+uPpyc/zdekjwgSHns2Bt0pcVdr+IWLSHvQGZsNg34+hqIq6edXo9BgeOZw/u+pBVOx+tLVPheN+CzuASWJC1biLiQ4iTsAPHPOM5iUNwk3Dr7R7Z34kbgLY9A3nt2IO3+5kw+v0Sl1znlAF5C4C6qS1HbU8q+FBnqWwZVjRzj2URTlMfbZw2CgaxQaUS6fDH0GEtWJGJc7jt9G6qAD8S5xj8MYdBmtusioK9HAbPNuoCfoVADEE5JPt7PxfT06Y6DLXOIOUFAqvVyXACTuUjHonUUYgw6wE1PO6+drkYXjix2s59Pdg27UGKV25+VlXDZiWqeDxe6rTlzkJO4JY4ei4eufpfeQ8KA72tuhUKshWQddJhJ3AKDc5Pm0Tg8M6gNs2IGiSgcO5YkXH4T1dYWIFiK4trkJdogx6AArczfZTXh337t4d5+rFvawzGHiEmf2AGLQnX2jGAfAqPDmb5VIM7BGYH6KHnB+Z7LTE/kybpwH/S/n9cNt5/aUbPfUFVeKz6MJfpIWyCIG50H3hUapgclugtlm5pN2RVLiHkkD3er0/tJJSXA0N8NSdhqMxcJ7vunEJA8PuvnwYdHfCqP02AJ0zoMu9NL7K2cWbqSeFcvZcpfSSOMy0G0RNtBr33gD81Y0YS4FXPGA+Lv3w4IfYHVYUdPuqhU9OH2wKCxDCntjIwCAimSG9BB/68/vcT7O73G+n3bd2470eB9dibuwzNofVv4BALCneg8Az4RmnZe4hx+pLO7CcUwoUy8xupRS7ko/9hjXIqKD6nwMOsB60bkErdyC+M2Db+aTLiY5hHMtOc1ZowCRuAOIRw86yeIeM9yTxAkl7UqaRoKXWPOSTnnQ5S9x/0+NKwsva6T6l7jTzoz4DkvoRpE33GM7GZMJaqf32GJzoLbV5UnaV96Eqc/9hpdWHeW31bSIywBxCA0IobHuMtCddY91OliEcmnGbdU9glncMxYvQM7f/gqVVO1kiYzOXBk6XuIuzMIvgyzuPG5eKlqn5UtPaSXCLL1m6ucy7Qs82HyZNR9lr/zhTV0xKsutGGMgMejOz0oJVDN1beyHzEvR8fdKp9Pw+yqdBvrYEul+SEHr9UFL3AOJm37wgv6YOzQXuUZBnCMDHKlqwc/72bGC8+B02Dv4MkiRlLh7VVSEgfYdbC0944VzoEhJAWM2o2PffpEHXZGUhML335M8PmHGdPT49huv7QvriAeLcLGSS1oXLTwMdJUK9ppaWI4dAyA20CPtQW/5aQUAQOH2iL82/TUUJBagxFgiekb6pvb12Z69qQnmo+xvhm7wIP8diJHE3fvp4kjiLohBbzCzS5q8gR5yFnf3nSLnQfcWNy/Md9Iz2bUo6z72JamTRBJ3UJTEAkXwcDJ3wLUgPixzGF6e9jIerK1HgfD7HwfGqCRE4k4gRAcuBn1sj1QsHOEpDfT2deuTHTnvjRzIESgHeIPPD7SW/fF0mCJvoDtMJqicBvrtH+3EqL+uwidby+BwMLjw5fU4UduGF1a5EgNVNbt++NzzDnx50Zd4a9ZbmFYwjd/Gx6B3sFI0WqfzOC5aKAw6JC9cKFk3WaoEG1fOyeVZlumPhtsPPK3TQaljJysaq+ePoLdM/a7EToJrwcWgS0hyA0VY/5mjOKkY83rNE5/fGngMOgDQjPg5yhdI3EHRfKK3OQMyMHtgFobmJwfc55CyZttsYPwYCL0yE/DyFcMxa6A4AdmsF9bilg92YGdZgyvTtM0ckSRxQi8STdFuCaHCS/u2bQAA/ejR0I9iF2ROXXstrM7yYVwiNMO4cZLHJy9cCFW292RtnfKgC0qacWXfooW7ga4bzCZ7bPhoGQCA0qihynMa6OWRNdCFCwBKm+v5nZw/mX8tlP1yCeO80b5jJ8AwUBcXQ5nh+d0nxB5e4m73XFQMh4EqIgL+Mi5JnDB3gtnmWmRrtbTyr3saXQa6+2eTUg9xbXcGLpM7IF4QP7fgXFzZ0ip1SBwh03lUlIlDAz1ysbuBEysPW2zhDfSSNPzzsqFgGPGKs11wT1IN7I/DBYOzA5J8ekUYqy3LhTdxZxzt7W6r0sJdBR50zkA3R8JAl45BBwC7Ux68s6wBByrE2ZFLq1tx3otr0WZxGWr1beK2+qT0wbiccSJJGR+D7pSQ0lotrCJjj1t1j+QNFI8LxrkXsn3r3cu1i5TEnVtQ4SXudOxWeH14UtzjPCmtDkoDu2qvkXDqevOYMg4JDzofgx5Y0i4psvRZor+TNcn44PwPPMIieKPFVwy6wLs+LFf8OXpnJfASd4qmeAP9oVm98MY1o6DwssDChV8IofV6BBKDnjB9unhDgLH6xWnSk8D9Z5v574woSVwYDXSuTi/Axmr6kyuHCsMwvCdVO3gIDJMnsW/YbPx4oEh0TV6TLprLvhA8z1I10jV9XR7czsSgCw10Rwwl7toBA5DgvDa2Gmdt+swsqHKdSeLORi5JnL21TbRwnOYlKX5+Yj7SdekoTir2+D67Yz7Chijohg4NsBfBxqALE3UGH4Putx/u7TKM23mCHPsZH+OI39+TyMxphR50d6+yy4gN5LeOkvhtikKSOJWnB10Yj87JywEgWZuM/qn9kapN9VhcSlIn4VSm+POFxYOu9fSge0dWk9bI41MVEj/2UxzGoHPEUuIeu1PHEs5A13jJYuwQ/MCML0nDnSm9cNNkzyzKoSGUuMsYmw2B9JN2hgNExEC3eErc3e9Zq9mGTcfqRNsW/nsjmjrEx9a2mpFt9CxJ0jvFlQmeK9/jkrhrYbU5BNEJ0ftR586RctVVUJf0FMsvJYw33oMuJXGPFVITNTcDi9broNInoAOAWsKu9hpzzCd2EsSg82XWOuFB14m9aDcOuhHJ2mSP/QKpg07rXJOn9xYNwoeHmvHsisO4cmwhhhUko0yQcZ9rx5/03F5f77GNNhgA4VfAywQ575l/oHXdepTffTf/GQIp0caVWwMgWrykKVf8ZFVbVUTqoGcbXB7pSGZwh93Oh00oEgxIXrAAlU88KVrEoAUGevYjjyDpggtgGDMGrWvWQGE0QjtggEezRf95HxUPP4KWlSvD6EGPrsSduwbZTzyOxJkzQet0UBcVwdHRAUqlQsK55/KqFXtNLRxmM+gQ8iL4w14vHuczmhlUpXqOhVqlFt/P/x4qWuU3kai9ibXyFRKZ6iXxOqQGYLiHVeIe4LGRkLj7PzD0c0rAjSd2xu6h+vGQuAcKL3EP9TMGjjBJ3H/3/xf/OfAfNJhcCVHdF5E+mvMRrHarh1ooUZ2IqhQKO/+6CF/XrALQFBZFkdCDLloQJ8nhXPiUuHd/4s+DLqtVFzn1JfJwCcZUCvZzP3upcPWcgjAnRpJOhftm9YVR19lJp9Q1ltF19/k8+ohB1zi9llZ7yNmzveEpcTdDqxJ7YBvarNhyQmy0NHVYMa5iH5ZueR+JFtbjcuHL69HY7hnkPDZnLMbnjMdFPS/iJ3OcxN2kUIsWazyIYAw6/6dCgYRJE0XJp6SSxNn5GHRnf4VGfKxi0KXecU8Sp9VCrWcNH63zdqe0MPjLZ3YMPuHgDUDLmTM4/Ydb0fLLrzhz510w7d/vbECYxd1p5NpssNXUoOyWW1B28y2wVlUH3HNhPN5FPS/CVQOuAgCYDh/B6dtuh+ngQfbNQJLEKRSgnEa6zm7B7ef2xLo/T8Xf5g0CRVGSEnd/Xm33UmAAQBsCm6TRBgMSpk3l/w70+5pqcGVlF+bvMFsdfJKiRzY+gt01uwGENwZduGBiskXOcywcayiVCpRSieT58107UJQolECRkIDEc88Frdcj6fzzYZgwQdIYVCQnI/G82QCA1tWrUfHIowHXTRf1TwYe9IRzz4UyJQW0VoukCy5A8sKFMF50ERRJSVAkJ/PPuq2iIuhz1L75Fioee0xkgNW88ioq//53/m97g/jZH3qCwcPL7Lj/CzvsrW2oe+cdnLhsERo+/Qx6lV70HDIOB84uXYqTV16Fti1b+e2OVmd+gaRIh69FagyWSODamfE+oKRYnTg2BIQLfo3mRtF7Hh5kykc/AqkRHwGji5Oh76rehWe3P4vq9mpRPP0j4x8R7a+iVZKGN2c8VxUnoSyJHQ/CHYPuNwmnjKas0SGQD9z9L0ocetCJxD1WcAY6l3CsME3gmaEopCWogXA7KUQSdzled4m+eEu8IiFxB1j5rVAG2lk8ksSZTch2m0g1tFtQVu9ZF/fRLe8DAM4a0vHuIFYmPuyJlXjp8mG4eJirJq6SVuLNWW+Kz+P0oNfbaBikpMNRlLhLIlVmzelBByf9lqnE3T1JHKXTQ6FnJyNqp7346A8G5B5vxshjDH64kI2BO33rrbCUHkPrmjXi44W1i51yc8ZuR8tvv/Hlr1p//QUpl18eUNeFEuonJz7J/1123XWwNzSgY+dO9NmyOaAYdICVn9s7OuBoawNFUShIFUy8BIspnIHu14Pe4MWDHmCZNeGCQqCGYqpBDYc5HbSmFmnMGH57Y7tFssxPOD3oCsECjDBWM9y4G+gAQAvGGjohQZRTIBiEeSQaP/sM2gEDkHL5opD7x0QxSRzjcPDJDH2pLSiKgjIzA9ZTZbDV1kJdXBzUOWqefx4AkDxvHnTDhoGxWlH7yisAgNSrr4a6sBA2N/XIxZtdz3nb+nWofvY5AEDlvn1IvmShKJzGcvw4mr74EgDQsGwZDGPZ59juTNxHJwT6uxWqxF3KOAyHxF2q3U5I3KXO4fFnlCXuwoUWtz5x8nGxxN1H/2IhcfdhRP990t9F5Tt9tqNyeeI5uXy4Y9BFEnfJ+yinOWsUIBJ3APHoQeeJpcQ9fiQaQjiJu1rp6YkEgNeuGhHBs8tc4i4abPz3k1LSgLOmcqCJ5QJF6DUC2DJrucniH7uy+na+jNo5fTyT/Gjt4jZeWn3UYx93uDjfaqu3n6PoSdyl8OVBl5fEXWKbu8Rdp2VLrcEVg5573BVcelnfywAAltJj0ucQetA5Y9lm4xdZAMDR5rmA4w1hTgKhsc557+xNTQAE3mdfWdzhSuAm2QfO8AlC4u5upADBZXGnaNqVTC/AbPepBjXaTt2G9rIb8O16V1LNhnarqEQQRzgNdCE2JvxhNByiscZpiAoXGzuz8KjKEZdm69i3N+g2YpUkTqiy8FmxAADtLFMWbJZ5R7Pr+8493/ZW12IMF3Jkl1CPcJiE5e4cDj6fAN9urUseb69zveYz9AfqQQ85izskJO6BnTK4frjRjSTuUrgk7kE2GgOJuxTBSNS5dupNrt+AcEjcRTHoopwvMp6nRhsicY8zZLXqIqe+RB6Xgc49duIV5+GFKR7HRAYZXXfn80jr1N52kHxNUTRoldNAbw/cEPLH2QceROOnn4q2MRIGerszEVxvHYM7v3war69+FgvVrgnY3BMbsbhhD/93bYvZb/Zqh4k10M+a/NyfKEjcJZHw5PEedOdno7woHqKDD4m7m/ef1mpB61gjT2NlRJmZaYMBqfvLceyCOd7bEyyycR6zjj17UCWQxkolVvPGuJxxeHDMg3h39rte9zlx6WVo/uEH5zn9e9AB6e+GSOKu5hLcsQZR7euvo+yGG+BwW6SSMlKCzeLOGVpn77sPRyefg9LZs1H2hz94lbyn6NWA3QB9Qx6eW/saLjq2HgBQ326RrMMbTol7tOAWRiiVK25ZGHPOZXAPBVVujuhv86HDsFZV48TCS3B87kUwHTni5UjAcvo0TixaJFKOnP3LA0E9051CaKArpBe0+fe1ziSbQSwgWMvLUTprtut01WziOaHR7mhnFx859YhhwniPdur+/bro7xPz5uPouVNxfP4CWM6cgb3R9b2xCaTyfI37gD3ooRIliTsQ+fHeb5m18EJTNJSU9DjrKXH3IfEPROIeAXwZ0cF4wLl96zrY+Q0FSnKBNFhEZdb8lbGUld0SDYjEHYhHA51I3GOGh4EeDWOmi0jcaa3AQA9A4g6KAq1kr2e4POi2+no0ffONx3aHyYS8ZOnV6OnmMiQcO4iilirc07xL9N7laz7AwSfOg4Km0Gyy4UyD78kt53093e4AJZXJNsYSd6kya+aTJ9nDuKzzdCwl7twLic8gXFxQKkGp1aC0nIEOZDQJ3s7KQtl118Ny/Lj3c7m1JwVjCtyYoSgKV/a/EqOzR3vdx7R3L6xnzrD7B+xBl/huCPMFuEnca158CW0bN6F5+feiQ9zjcAGAUqsRqMRd2Of27dthq6mB9VQZ2tashfmY9HXmShtOPb0TA+tP4ra93wAMg4Y2S1Q86LOKZgEAJudN9rNn6AgNdA6FwCiXKncYKLRWfI0sx4+j+YcfYNq/H+ajR9G6erXXY6uf+ydMe3732N62YUPI/QmGoDzoGvZzBhMjX/XMsyJjnCujZhfUjOe83JxhrenTF8oc8aKHFLbKSpgPHkTrr7+JlCfC7xB37sBj0ONZ4u7v9yRyc1pvi35Jau47GiaJewT6HikPuk6p85sEMRCEHnQ7I0iwSiTuAuJb4h6HMeiEWOGKQe/+X6xgERnogR6j5CTu4fGge/PkMSYzcpOlV4z761zJq6QMOp1agQE5Sdhb3oS95U3iWGA3OO9Ug0Mhz98jCYl7x7bt7AvO6JMw4uWAqDa403ARStyTBI+Qo9V/zLHQaPDmzXa0R87bGEgMOtsHPxJ3LzHoDrfFBZtEDHqwkzRvhpajxUvdKicmgbc8r60WDe3GiMegA8DjEx7H+NzxmFE4I6ztCpEy0OkElzdJlZvrcUyoONrb0bZ+Pf+30Bj16JcXY5fShrn+s7fzC8diPxn/eQ96EBJ3m7PGPIe1nC3TxiVvA1xebk49okhNhTovTzIZHZ2Q4DFu2BvqRWOmvbERjMMBiqZ5KT2dGLpCghB5uAor7girPISHyBvoOqUupBhyrh3Ogx4OeTsgXvyIVBnLLkscGN+BEH9Phc/kA1EiVh62GPL59tPYcYr9ofcmcRcRthVV4f2W4XX3KXF3X5UWv+YM9LLrrsORCRPRvHKlRwvmY8dQOm06Gj7/XLS9/sOPUDp9BiynTvHb3MsIURqXdFKYUfraAz/irVX/QIKlHSUq10TSfOKE5EccnM9mQv/9TJPk+wDQumYNWlasYNtRqKB1L8XHCO5fRCXuwXnQLadOwVpdDVEd9Jit8PrwpAgNdGfWZ07ink4lYpzeVarKVh1A9nVBe96M5YhmvQ7Qg17x4IPo2LsPjN2Ok1dehTN33imWuHM13H3EhVc88iif6MoDUQy6nz57MbROXX0NDg4ajNNL7gDDMGhdtw5Hp05D28aN7GdhXItgb6/6B+as/A/UUTDQE9QJuKTPJZLl7sIFF+PNqhFYhB50VV74DHRA7AGvf+89VP7t75L7KVJTJbfXv/ceO26ePh3WfrnDP48Khd+FIN6DHoTE3T3pV/P336N01mxYnIogAKhY+jAO9uuPpq+/BgAoU1O83g91T89yqE3/+45POMd20MHnkuA96In+6j9zHQ41Bl1Ceh2WMmtu7TKM289zkGO/z1wWfn5PIjin9Tam8Aa6N7WfEKHawGsMevhxN9CFZdVC8aBzddPDkcGd48ZBN2JIxhBML5wu2CpxbeLOYOWeF4m34sh+ij8DnUMOEvc44v4vXHJBtZ+YuoggkkjLj+zFMwGKQvqdd4TUT3t9PcrvvMtje+Vjj8N69iwqHxaXFKn6619hLS9H9XPP8dvcvUaKNHaS6jCZQVEUlt00Fi9dPgxXHFmN/NYazDm5Cek2gYTYS6KtIXmsgb63vNFr/yuWPsy/NivUMKjdn5Eo3T9fEnc3A0tVwGaB7di+XeAJVMrgOfNtoHMLL1x5pgSHGjfmXxLUGRQCL6fQuBL1IgiJe7BwhrU3OA86AFQsXQpreTk6du5Ey8pVsJ4+49xJnMXdW6K4xs8+83GmICTuvjyhNhtaV6+GtfwsTt98C2wVFSi74UbMG5YLjV3cr+mlG3CsxtP729Vj0DmEMeiq3DyPY4Ih529/9bmY0/DBB5LbvUmv2zZsYMfNZ5+TfD9s2JzXxc9CFAA+VIUxe5az9AZj8XzWrWVlaPrfd6593OLtdUOHQpkl7TnNfvBBJF96CejERKTecAPbnjMcRYi9vh4Os5m/74HnGAhR4g4gIhJ3v0RC4u7vsOgZ6DkGLtQh6Cxx0sdFoO/u3v/cBNfiUlAx6G7GfDgyuHPcPfJufHTBR9AqBQrFmM8f5IQPiXscEIcGuoxWXeJuVYwloBj0cF0bqXZkdd3Zvuh65qLvnt3IWLJE8JZ7DDpE75kb/U/I/cWnC993zwKsTGENdC750IRe6aJSaTeML4SjsdFvH4QedLtDenClBPGiSckJSE/wJfmPYAy6rz3c5K0JkycBYGOKOW8xpRGGAkQ7Bt1HkjgJA53zpDs6OnxmapZCGIvqLVlaRCXufhb5hH2yNzSIn3OndNdd4i7l8Q9nUrBAjK32bdtEfz9zyVAsGe9ppB6p9Lxfajr4MJlYIxmDLjLQO+dBT164EH137oCmb1/vfZCYEHsoKtwWV9wrXfiCYRiv4UNej3HmtPD3nAMAHUKSOKFMXdO/P1Kvuw4A0LFrl+T+uc8+A03v3pLf9eLPP4du2DDkPPkk+m7bCt2ggV7Pa6+vd8W+U5RoIS0iRDS3jfv8pRPnCqiffmLQI4A3A13ojXb1IZAYdG9E3ui6ZcgtAACtQus/KZsAKal89JHTnDUKBPR16P7XJP4MdCJxjzkBSdzDhrBdGV53wfNI855Ib4lXxK8Zh//P4S9zumhftwkeJ/N0dEhP/NISdbBLlJ9yp09WIpK0SrSYbNh2Unp/dUkP/vW4HL3nwCQDiTsnCQcAqFTQjxsHgDWquPhPNh5U3hJ3SsM+Z5yBznR0SNb59gUt8Jp7m2RHUuIeaAw6h2S8MSUos2azio1xZ74M9+RwHgZjgGXWAN8GuiKdrYnbvl1soKuVNJJpu8f+9Y2eceuRKrMWSXgDXS3tQVdmpHscEyy0Wg1FSor3Ppg9Y7fdF2aU7pL3AGuzMwyDssXX4dj5F8AhcR6vx3EGvZ/4c8C1KBjo983R3g67YGFVYTDA4Fxs9IZhEvu+lLJAlS9eQPJ1rW119Th9620A2PsccI17uUvcAd8Oh5DOwW/w3WYE57RqhfSiH+/xlbHE3Z2RWSPxn/P+g7dmvRWU2sjdIA9XDLp3iMTd51wmjhQG8WegcxCJe8xQxSJJnMwl7sFM9DlyxwXg9XQ4PDaJvTmue+HuQdf06gUAotq2jKA9SqmArdF/H1QKGrMHstLI73/3TDBU3WzCuoOupEWD582C53ck9hJ3zqAF2ERr+lGjAADmo6WwVbH9p9UaGTxnnucXJYlTOyXunCKAYWCtqPQ4JlC8etA7Ope80Ofikh9vNGNzSXgZxiFKfsXjLnEXGDhckjibm7Ig97nnoMzIQNb/Pci1Ljyrzz75MtATnAaQ5bhnHgdGYoFMKWHsdW2Ju2DBx2CAYeJE6EaOhLqoKCznUaa6jEZVfr7oPU5RIdrmFp5Bu8dK04H9hlnLz6J961ZYT5+GxUuODik4D34gqgs6yCRxwmdakZ6OrP97EPqRI70aAcb586F0Gt1Jc+dCXVSE5EsvgW74cBgmTfLItO8ev6/Ky0PCtGkAgPatW2E6cAAAkDBpYkD9ZemExN3jcxGJe6AYNUb+9RMTngAAJKqEizTylbhLMSJrBIZlDgvqGHdJezgl7pLEfP4gJ+Jb4h6HWdxltBIVd6tiLJpYlFnzty1m+OiLnzJrxuIONFb3RPtxH95Ph6f3jUvUA4gNbncPesKUc1D/3nvo2L0bjMUCSq0Wy5ZpBcwHDno/N5xGFsNgVqEen++ApAf9q13lyLSyk8uv5t+FhwYWAb/5ajX2Endap4MyNRXqXj1hKT2G1g0bnfvIU+Iu8qDzWdxdfeXKLIWCcOFCiJRhGQzeMmkD/g0XoYfQ3tAIy8lTHvsIJe6wij3oXN/dlQW6YUPRa+2a0Mrs+PD6awcNQtM33/DZtAHwixBSMnud1QL3rV3Sg84liRN4iimKQsHbb/Gvw4EixWU0avr1FcVHW6uqQSclgda4Eu8xbuEZCrd63VSAWZeFigh7s6fqwRtMMDHoTg+6rboKDMP4vWZc1QBFRjp6r13L7997w3ocnSA2mku+Xw5Nz57834qEBJT89CMoivJ6LqEHPePuu5H2h1vQ9NVXaP3lFzQsWwYAUBUVIu/55/1+tk4TLYk7uzEy5/LbfuTO+9j4x7Ds0DL0SemD+b3no9hYjILEAi998DOX6aLoVG6hberA5fHho+tev5AI5Hnpws9UoMSfB51I3GOOK0lcNCXuAom0nK675PMYmMQdACiV768wIxHzLZSlC411d4mkdtBgKFJTwZjN6Ni3n92n3RXLW/3Pf/o8NwDAZkP5vfchf/FF6NF0FqXVrTDbxIsGP+6rhNbOGujXzXDGL7qvIstB4q53/VBTTuNWP5qt220+yC5U0F1B4u6UE1MKBZ/gLRgDXZmZKT6rt/JhnYzfliyRxp/TT+kpYek3mw3Vzz7ruRMtlLjbREmxuL67h3BQNC02SoKRuPuQK3Nxu7aaGtf+nIEukWxPWTvEc5uXkkhyRioGHWAN83AZ5wCgEHjQtX3E8egnL7kEpVOniRQb7mOhRxhHgNLsjh07+NdB5XmwBe5B58qsNf/wI2pfftnv/ly4hyIhUXSNPWT8ANQlntnZuWO83R+lwEDXDhwAiqJ4tRGHYcwYv/0UEaxX0dcci0jcA6YkuQRLxy3FZX0vAwAMzxyOdJ0g7CRsEnf5ekXdJe5FSeFR9XiHSNx5fErcu/81iT8DnRBz4nWsiQSUyk8SIQmJu1DiKDRA3LMA03odtP36AQBffocRGk12T++8x+nNFrT89BMA4LKT62FzMCitdtXL3Vhaiz2nG6G3sQZ6arpRsh05QAu847TTm+4+8RQniZMPIom7wFPIedMDySXAHkwj/7XXAtpVyrAMBl8JDiml7+c+/bZboRnQ3/cJKIpfrGDcPOhSEvf022/z12Xfp/OxqKDu1Yu9F4IJCS+/l1AiaNpTgNMPirZ1xVq6UjHokSBx+nSoi4qg6d0LSRfO8XjfXl8PR5trbOPuvyItDQlTpkBd7DYpD1TiLihZGEyeBy5JHPw854CrzBoA1L72b7/7c+EetEQ8ec7f/gplVhYURiMy778/pEUSSqVC8qWXIGHKFBjGjwcAqAoLkTRnDhQpKVDl5yP5kuCqRhC6ORGWdVOdMOZUtEqkTuqR1MPH3oTwQIwEIJ4l7nKIQY8jS1VBU3wGb76mtsghHMZELkIowf1mZHzdpTxxfiTuAED79aC7jGhOkiicKNobGvjt7hJ3iqb5urec9NYuYTRl3HsvarzIFRmry+g36tgfuYMVLeifooatpgb/2cROYJPBeoxc8cxSMeh8z7x+3tDxPy5QOpcXjZN160eNFu+j1cRuhdeXJ0XkQXcZ6LRGA9ESjkrltVweAPRa+TNUeYGVvrLX1MLR3u4zU7Otpgbm0lLQSUnQDhggMgh8xcX78yyqcnJQ8tVXKJ01G9ayMuk2hFncLVZRMkRO4swliUu5+mpk3OVZxjBcMei0wQBVTo4oTtnR0gJbQ4O0xN1mRktrIqSLgckPa3U1rKdOQTt0KJ9gkGEYmA4dAiCOQY8E2n790HPFT/x5pXC0toDW62A5fpxfiMx77lkYxo9H1TNuCgzeEcjAtP8AaJ1WJAV3mEzo2PO7KGShfecuJC9aBMuJE1AXFcFSdhq2qkqo8vOhLhDLhl0x6IEkidOI/jafOAFVTg6/oGitrgZF01A6ExHyHvREzxJnyQsXInnhQr/n9EfOk0+K+0hRyPtnZ0rThRiDLvlbH4YYdHeJO8OgU+M942McCfT3JCZzWm9qPyGUxG9TdPvaWTWOVqmF1VmasIcxwga65H2U4Zw1kgSiCpHjPD7MxKGBziEHiXt8YLU7eOP8f3dMhEETi8dOKHGXI4FP9IVQSj9eM4HEnTGbQWm1sNXUurZZLHC0tUORYPBIEge4slZzEmhGQnasEpTcckeYITnJaaCfrG3Dyctuh/noUZgvfgCg0qF2xqDzxpwviXtE8ZUkzuWp4jzPqqxMqIoKYT3FGoGsNyvGz5nfLO6eHnQOZXKySGbtDhVkWaQzd96Fwnfelu6mxYLj8+bDXlcHAMh7/p9IuuAC/v3TN9/sveEApL+AZwI72miEgwvrEBroNpsoqR0nceYWs4QSafGHCELi7qPPFEVBlZfnkUjs2IyZ0DhVLEISGSu6igDOYTbj+IVz4WhuRvKll/DGW/P3P6D+nXcBRN6DLsTbZN3e3IzGL79E7cuvuPZ1fj+4ygccXH6E5uXf4+z99wNwlhsbPAgAUH7vfWj95RfRMc3ffQfr2bPo2LED2sGDYdq7l31DoUCv1augynbVGA8mBp1LEsdx/PwLoB83DkXvvwdHWxtKz5kCRXIyeq9fB0qp5JPieSS+kzMhZ3EP8r2Q++FGpyTufjcEemDkCTX0IMoS9yS152JUMAgX9aRj8MOJnOepUYZkcY8zZLXoIqvORAyT1eXF7ZMl9Pn4iEEP2+qYVDsyuu4+P6f/GHR3D7qHd0ggcec8cR17fxfv4owrl6qj626gS3nQVbmBGegGNTvZXP77WT4zfJ8Dm6Bw2EE5Pe3eMoKLiIgD3X+jQom7sA/qQpf8lRJOlmMVgy71jqAvwgm9++SeTvI9kXHP2OyPtg0bvL5nrajgjXOA9fxxMA4HL3+WIhDPIuAZO6wU9p+ieUPfXxZ3qfjcYJEythJnzkTWw0sBAKnXXO3xvqOtjc96LSQF3q+N3LDV1PK1rzv27uO3173xOv/aV3x+JMh0GtVCHK2tIuMccCllaDcvNTeWmktL+W3mI4f517zx7QYXky56327nQ4h4golBlwirad+8mf3/rt3sKRobeTWInUsSJ+FB735EMLeNu6KtM+N9Z5JiycGT6DcG3Q8RMrpenvYyChML8fI0/7kZfHFl/yuRoErApX0ujU21DDnc46gSyOft/tckDj3oROIebUxWl5GoEXp8o5nFXbYSd4nnMQiJu3uSOEtpKTS9e/N/C2vvMh0dYJKT0b5tu+gYzoiWqqPLyZnNR4+ibctWOFpaPfZRZmV5+WziNg0aNp7yZJ3AU8kAfTtcHluXQSUlcY+kdDwQibt0tnKFoG4zLYojlpHEXbibQE7sPrlXJHj3qlFqdUhSQcZuR9vGTQBNwTBhAiiKQse+/TAfOSLaj4sBZhwOtP62xve98FMHnYM2iA10RpA3gRKUWbOcOCFaEGDaO2A+fhwd29nvijALuNun8/JaAgljK//lf/GvE6ZMgW74cHTs2iU+g4TEfWTlQXydNRzjs2ZiU9VK3+eNMVzWcECcjJCTcQPRN9DTbrwB1spKNHzwAb/NJFGRgjPQhWEhANC+ZQtafvlVlLvBJsznEUB+DiGW06f5ttQ9eqBjzx72vEEkiXOnfccO1PzL9XzZGhqgzMjgx3CpmubyRYYSd4+2w5X0NliJeyzntPKWuJ9bcC7OLTi30+3cOfxO3Dn8zs53KBCIxN3PXEaO8/jIEIcGOgeRuEcLzoOuVdEhTfDDg9wl7kIC7yftJnE/Pvci9Nu/D5QzU74w0ZbDZIKtuhq2igpAqQSlUrFGu9OIlqqjy3nQ7fX1KFu8GNpBg8TnNxrFXm+KEj3f9oZG/rVeLTHcMAz+udIVm8hP1GUocae8ZG6mBQY6a/B2rrxYp/EntRZJ3N086D4M9MTzZofUnZaVq1B+990AgII3Xoe6Rw+clEgSxSk5mr/7Dmf/8oDPNimF/+RZAEDrxYoMVW6uq8SWQOLe+ttvov3sTU04foErmZgiJVn6BEFI3IW12b2RMOUcDwNdipEnd2FE7ihcUnQPCpNTMTRjqN9jYoVdUGfc0dwMe0sLFImJYGwCA10d2Rh0KRRuEu+qv/7VYx+utKJU/87cfrvob+FY52j1XMj0ReXDj0i/EZDEXTox5amrxIoMLos850GnE7qQgR5XEvfoyr87RReRuHctyLXgIRL3OENWqy5y6kvk4Ax0nUfG8XCtOPuie0vcpbK4c55Axm73KB1lq6oCACgzM3i5Mhd77hBI3AucccPKzExAYAyZ9rkkqgBbUkco/3SXQNsbG/jXBm6uKRhgjRbvmbq9EpEya6EfKvREiWJVZSRxF+0l6CPt5kEXLjZwGM6ZDOPFFyP74YcD7olhwgQAgMJohLWygt9uOnQYHbt3Sx7DedCbf/zJ1R9vIQ8Bx6C7POjqoiKkXHWV602K9iqVNx8/Lj5dGCTuXM1vX6TecAOS5nhmGZdiWPVRWK1KLB23FHN7zu1s9yKGQ2CgA4J8FrbYedCBwMI1uNKK7jHoUnAecIfZ7HGvtYMHB99BBOhBV0t70N3h8ik4mr1nce9+RHFeEenxvktL3GXQx66MHO5xVCESdyAeDXReDhTLPsSPRANwSdy17sakSLIdoZN3W4k7+z+pLO7cxNddQsx0dPAyTGVyiiubslnsQc+4914kTJzInkaphMqHhF2RmipKNOY+6RXKPpVmE3o0ncX4iv38tqz2BkgTK4l78EcKPVG0W6msqBKgxF1UZk3j7kH3NIgN4ycg9x9Pi6T8/ki/7VYAgMNq5eNpAaDh449hPiY2flX5+ey+zgSEwkUCRVqaZPuBx6C7Pk/uP/8JhdHoakMgcfdA0GeAfc6lCVzizlj8e9BptRq5z/zD734AUKtLRqvZ1abF5oDDIT/vgt3dQC93GuiCkIKYGOhewxZccN5p9xh0KWwN9TCXlqL111893it6/72QfncCMdADUWYAQM0rr6J13XrYW71ncZcvMpS4e0Ak7tJIGe/ePiOBSNyFEIk7gRBROniJe2CyVELguMegA66Jb8Ujj4q2OzpMvMxRkZrKx0lyHnTOUHdPHKbMyBDFjgpRpKaIpN+KlBRAkOyLS0wEAExHO17bKC7HltUeeG1guSL2oAfmzYolwrhz93utCFH2qhs6lI+bBVxGNmOxiDyltspK1L3xhuhYTa9esJ45w4djCBcCFMnJkmXSQolBpw16QFB2EApFYEkJAZFhHyrChIm+CFS+r7Wb0WpmP0+HxY45/1oHvUaB7+6YFMNQIk84jy2HtcLTg87EYGHBa2Z+DpWKXzgIxEttr2/A6Vtvc4VQCKD0eihzsmE7WyHerlLx47Uoszv3fgAGut+FM2fpRMuxYzh98838ImrXikEndG+IgU4QIKPfr1gSfx70AL1MESXOVgtNXg10HyvOYbtGwvsdo+RdvpB8Hr2tSku8lvgo3ITP4VYSzdHRzhvMitQUPv6YM8wdZlaW6ZEV2EvsNQCossUZ3D0k7oK4TGtllcfxmR2u9wvff0/wIXzEoEdE4h76uEALPFHiTO8xkrj7i0FXe08SJ2mwBvAx8v71EvRjxrja4Qx9m82v51g/biwAV74EoQfdm+cylBh0Wm8Ql5WjKCSdNxupi6/1247X8wUTgy6QPafdcguKP//M73n580t4mHU2C1pNrJG75kg1jte2YV95Mxra5ZXh3S5IEge4xiVh1nxGIkFlpPEXtqDKzORfByJxt545I2mcAwBFUcj961+RdOGF4nM4c3wAgH7kSL/nkELbvz8y//xnr+9rSkpEf9sbGwH4Tu4pO4KOQedeSP1AdiYG3Uu7DONd7RZQu77GET+/e7Gc03pT+wkRSty9xqATXEhcm7gzWH3MZWKVhNfJhtJa3P7RDtS2Brbg3hmiYqA/9dRTGD16NBITE5GZmYl58+bh8OHDon1MJhOWLFmCtLQ0JCQkYOHChaiq8pzQhw05ZHGPEzoESeJiBsPI+7IHMdH3i9MzxdfSdRoljMnExyEqU1L5+GOHyQR7SwtaV68G4OlV9YVwggl4ehqFHnSLW1yvkLSbb4Jh3DjBFl8S9wgSwjmEyaYoTQwl7jz+ksQJDHTBvaZUKq8Zof2hyspC5v1/4v9WCKTyDoks5EK0/fqz+3ESd0G9ecZNas4TYAy60LCmDQY+KzcAUDQNhdGIrAcfRNqtf+C39/pVXL/aN8FI3F0Geua990AXRFyysPwd7fyO6WxmvLDqCMrq2rH2aC3//tlG39c72rhXfmA6THB0dIgUBQ6JEo+RRipsQdO/P/9amZ7Ov5ZaKFIK6pYD4rFOCsOECch77llQgtJ/qjzX+KkuLvY4Rhgi5Iu0G67nXyuMRqQLEth5U/W4j93yJkSJe9DvhdgPDyIhcfd3WCwl7p3cP9Y/mXIi5vMHOeFD4h4DmtqtuOrtLfhhbyX+u/FkxM8XFYtpzZo1WLJkCTZv3oyVK1fCarVi1qxZaBNkmL7nnnvw3Xff4fPPP8eaNWtw9uxZLFiwIAK9kdFKVJysinlNEudrxTlc10aqHVlddx99CaDMmhS8UeMsY8RJIB3t7XxdZ0WKwINuMqPpm2/54xUpYumnYfIkr+dyn+TpRgwX/e1v0srhPtn1TQRj0ANEP2oU/1rsQRdOhqP8nAX4XAs9asIkcZRaLWmIaHr2DKhdoUEjLEnnruQQoi4u5r32nAddWH7LWy30QGPQhdB6nchAF14vbb9+/GtVjlgVEi4CSRLnDWG/dQMHsv+3sQbuUz8exPaTLkOuoinGVQTc8PCgd3TA3tQk2sZ0xMBAdxvnAEDtzIcAiBdFpLK4h+rxFkrSuTKW7GtPg9lWXR1wu0rnc5t8+eWixQfDmNEe+9KJiVAkdaUY9BCJdG4b0d+dOFlAY7efGPSYEmwMujvEKPWNHO5xFAnk+xCDefy3e8r516U1wVXqCIWoxKD/9NNPor/ff/99ZGZmYseOHTjnnHPQ1NSEd955B8uWLcO0adMAAO+99x769++PzZs3Y5zIs9ZJZCVxj48vndlbkrioZnEXStxlhF+Ju2hnj9eSKXB4D7rTQM9Ih62mBvaGBj7TsCI1xeVBN5tEhjSXgZsj7cYbUfvv1wEJY4mbYBZ/+glMhw8jcdo0UckgW4AGOq0T16uWq8S95Mcf0LZuPZIvX8RvE8Wga7VAU6ySmPiWuBd9+AEsZ85AN2SI6wihB12tFsXaJl96CbSDB8MwyfsCjRBVTg7yXnwBdEKiSJLt6GANdO3gwUi+7FLYKiqgSGaNo6Q5F8DexBpwvPRZWI/ciwc90Bh00TE0zZfNcj9P4uzZyPnrk9ANGwYA6PnTj2jduBGwWj2+DyKCUL44gjDQiz//HKb9+1H52GMAWFVB8Scfw1xaCofZjLaNG3kDva7VgpO1rkWQm/+7HT/+cTL658jDAOPrbqekwN7QAIepwzP8JgYedFrC6BZmNlckSueWyLjnHqhLeoiScKoKCmA9fTqg8yqSEvlqGsIFTimPdjAGeuE7b6N17VqkXnUVmr5bzm9Pvf56KDMzYTp4CE1ff+31XLIm5DJr4Za4+zi2MxJ3n+foKhJ3L/sQiXuQEIm7HCXuT/14EG+scalAj1R1EwPdnSbn6nmqc5V3x44dsFqtmDFjBr9Pv379UFhYiE2bNkka6GazGWaBRK65udljH5+QASJqyEfiLuN7HrLE3bWvIi0N9ro6V5k1p3GjysiEGQdhq2+AjZO4C7KvM2YLP0FOve46j8REtEaDtOuvR92bb3qcnfP66IYOhW7oUA/PmPXUqYA+hafBJU+Ju6ZHD2h69BBtE3o3aY1GBs+Z9Pn1o0aJPP+AOGaeUqtFhohuxEgkz58X1JmTzjvP9YczORVnjBkmTUTKpZd69tb5nDra2sAwjDh5mJcM1YEkz5JCKJ93COKeKYpCsqA2u7q4GKkSkmPfBC5x94du8CDoBg/iDXRKp4du2DDohg1D49ffAAC0TgOdpgGL3SE6/tVfS/HKlSMC73oE4TzoysxM2BsawLR3eIQ9cBUkYg2XYR4QG+vCZzLlyiugSExEfYUr4Zth3Dg0Bmigi6o+CF5LKjeCGEs0JSUudYxgQq9ITUXqtdei+ccfXQa6wHPfNehqEvfO4L44HehhXUniHqKMPx4g10KAPCTuDMOIjHMAOF7Tig6LHTp15JJfR91icjgcuPvuuzFx4kQMGjQIAFBZWQm1Wo1ktwRTWVlZqKyslGznqaeegtFo5P8VFBQE2AMZrUTFyapYq5md3BjUbpPqcK04+6KbS9w1OQIvj9No4STCnKHOJQOy19fDXlsHAFCkpvFybMZs4ifI3mKQvRlE7jJRobQZ8C1vFh0XVJml2EvchQgT44k/vzwl7qJD3CTulNp1Hzpb+op2Hs84nwFKIf0M8Ynp7HY267vAs5103vn8a+GzJlWvXQrdEHGctzAmXZmeEVAb4cJ4IVvfnPPSB4KqqJA9ds4F/DbaGcOsdxroBytaPI5L1Ea/bJk37I3sop0ymx2HHCYTGDcDPWHKOVHvlxQJU6a4Xp/j6pMyw/WscJ513QiXxN0w0bvKQpkrNryFhrhu2FD+Na3XQzdKLJtPOPfcAHsuRtvfFbLBZfRXC0JVAg1b6fJEc14RcUVgd5a4EwgCZCJxP9PQjivf2owBj6wQbacpwMEApxsCm9+GStQ96EuWLMG+ffuwfv36TrXz4IMP4t577+X/bm5uDsxIJxL3qNNucRroGvfHLVYSdxldd58Sd8D7NWJf6/ISUPDG61Dl5eH0H9ja07CJPehKZzZiW20trLy0Moc3zhwmE+9BF2UhF57NzcOdfNllSF50mUc5J1qtRtHHy2BvaIS1sgKMyQxKq4EqMxOURoPTN9/ipX03g8LDgS4PibsUtMGAomXL2NcaDSLaT59wsrAgjhAmjHOLQQ/VSy1sD+3tcLR3+GxPqEBwtLWBsbKeZnWPHki75WYYL5oL0+HD0A8bhuafVkDTpw8UCQmSbbmjHz0a+a+9CnWxS/VQ/OUXcLS0QJWV6ePIAAlC+ZJ5//3QjRiJhEkTA26+6L8foH37NiTNns1v4xY0UmhWmdTUwX7fMxM1qG5hjfYOi5fkegAOVjTjnk93Y/bAbNw9o3fES7JxJRo1PUrQtmYtK3F3xpwr0tOR/X8PInHmzIj2wRs9V62Cad8+6EeNRNumzUicPQuJ06fBdOgQEqZO5fdT5+ej4K23oMxw5VnQDRqIgjdehzInB5pevZDz9FOA3Y6EadPQtm4dDJMno33TJujcVCuZf/kLdMOGQdO3L3SDB6PgrTf5MTr/5ZfRtn4DDJMmom39etEiQTBo+/Xj+8Zv69MH+a+8DFtNDZLmzAmp3Zjh9asVK4m7n4X/iEjcvewfU4k71wd4/8wBSdyJ19gn8brAEUOJ+45T9Vj4700e2/86bxA+2lKGgxXNONvYgT5ZkStXGVUD/Y477sDy5cuxdu1a5AuSsWRnZ8NisaCxsVHkRa+qqkK2l+RRGo0Gmi5Qc5gAtDlr9Ro0pA56JOC8PpwBVP7nv6Doww8EBjrr/TEfPsxmeFcqoczI4I0zxmR2edDdS6xxuBlXCedO4ZNVuaMfPlxyO8DG+rasWOGxvbPGYKzRj/D+meWMe5I4ocRd6E0PBS6xFqei8BY3TikUoHQ6MB1sbDL33BrnzQOtVkNdWAh1IetJTr3m6qD7kejMa8Lh7bmNNLROx3vRA0WVlQmjmzHFedAzFGIj/KKhudBrlPjX6qOoa2MXOTaW1sLqYNBhsWPWgCzQNIVlW8pwqLIFhypbMCTfiOn9I1Nuq/HLL9GxezcczrAXdU9Wfs20d8BhYhdt1AUFSLrgAq9tRBp1fh7U+azc2ziXLYEmfN6EJEgkyxR63JPnzeNfGy+6CAAkP5sqKxOp114jaHcy/1qZksL3wzh3bjAfxWffOBIFYYQEgmwgsm6CiNgvSOw53eSxLT9Fh6vHFeHXQ9U4WNGMMw2RrZgSFYk7wzC444478PXXX+OXX35BD7cYzpEjR0KlUmG1s8wTABw+fBhlZWUYP358mHvjO5FSdIiVhy1yNLZb8NyKw9h0rA7T//kbPtriij1uc0rc9cFI3MN1fyjB/WbkeN0lnkdvtUUlX7uO4wwqa1kZm6iNk7g7vTNc/VtVTg4ohUKUJI7hPejeJO5iY02YTCwYvLbvIaf2FYMeQflgOJ67WClkQvCkiJPEqUT3tbMSdw8D3cciDGd0Otra+Oe2ayzaeFO+RA7Og0671Q5PMagxsogNA1h3tBZPfHcAV769BYvf3YpbP9zBj8lrj9bwx+wrDzJ3SxBUPLQUjZ9/wfbVaOSz/Asl7sKcAASCd0KMQQ/7b72XdhkGnVIEMj7GEb+/J7Gc04pc6F72oSR+m4hB7hXJ+yinOWsU8DmXic48vqKJ/Y0akm/EPxYOBkUBd03rDQDISWZ/t5Z+sw+fbw8s90goRGUGtGTJEixbtgzffvstEhMT+bhyo9EInU4Ho9GIG2+8Effeey9SU1ORlJSEO++8E+PHjw9vBncRcpC4dx/+7+u9+GFvJV75tRQA8NDX+zCtXyaStCq0W1gPeoKHxD2ayDSLO0+IE33hsyQwok2HDvGvVZliKS+XwddVH90Mhx8PujB2FwBojWcG5EDw2r6HxN1HFveIEo5zxPg5C2J8EYY00Cq3GPRwSNwhyEPgy0DXamEHwJhMfAx6ZxcIokLIyR1Dhzawixm0SRz/lqJXI83g+l6+u+GE6P1//HQYY0vScKrOddwLq44gI1GDK8d6eozDiSo3lw9lcHS08xJ3yr16A4EgRchZ3IN8L+R+uBEJibv/A0M/Z6gEey2JxD0AyLXg8SlxjwwWmwOP/m8/Pt5aBoBVpi0aXYiLhubxCeFyk11hefd/8Tum9ctEWkL4Fd1RsZj+/e9/AwDOdUt48t577+G6664DALzwwgugaRoLFy6E2WzG7Nmz8dprr4W/M3L0nnYDVh/0LAcz/qlfcE6fDP5T6j2yHfpYcY7ofZLRdff5Od1XpX2v0AsNKmHGaC5JHAdnoIuSxDkrInj3cIuHCqm6wIHgLQmdL+PNs5FIxqDLvM0w454kThSDHiYPOlfaz1ftclrPGW8dfJLDzkrsuyucB50ym0EzDjgoVgiXolch3cckodVsw5PLD3hs/7+v9+KKMQVhjUV3z1ivynMZ6JbSY6h89FEA3nNeEAjhIdK5bbg/O5kIrTNJseTwO+Pr83e2RjxBHvc4qgTyeSNzTd7dcII3zgGXMS7M1q5zKxm950wjpvVj59n3fbYHvxyqwu3n9sKovM4Z7VEx0JkAVjy0Wi1effVVvPrqqxHuDZG4R4JkvQpVzZ6lctYeqUHPDHZC6eFBj2YW93iQuAsNdEEmbDohAZRK5crq7sxI7EoSZ+aTxFHeJsxuBjQVYv4H2qsH3d3gj3ZykPiUuCsSDK7D3WPQw2Sg838rveeg4OqTswZ6F/Kgx8DbIUyqp7VZ0K5iv1PJejVSDeJrfuuUnrhsVD7u+mQX9pU3Y93RWgDAQxf0x99+OMjv9/cfDqKuzYIbJvbAoDxjp/voXr1BN2iQqAY9/1n0ntuCobHdgke+3Q+dSoHeWQm4cVKPiCe9I8SCcErcw1Bmze8z1plnMA4l7t1QVRoyROIu+LjRlbgzDIPP3CTr2UbPOeuUPhl8JncAuOH97Vh+5ySkGNT4cucZAMDffjgIytq5GPWuEOQXIYjEPRyUVrfi021lIuO8b1YiDle5Sv8cq2kDAOhjKnEH5C0dCrFvjH8DnVIqQWm1/DYu7pP3oJsEZda8GN7hikH3WsaNSNzDRxDjizIn1/UHRYnvf6cl7m7PjB+JOwAwQgO9K8Sgx0DiLrxHaruVN9BTDCqolTSyk7SobDbh+cuG4qKhuVAqaAzNT+bjzbUqGpePKRAZ6G+tY+Xwe8804cXLh6EozdCpkCRHWxv/umjZR9ANHcpncxd9FgmjPVCO1bRi8btbRYl6NCoFrhlXFHKbBJnS1STunYFI3OOcrn0tDle2oDhdD42PBfmAkbTPI3d9jla34nhNm2hbrtHzN6okIwFr7p+KF1cd5Q3yC19ejwfO7yfaz+7oXF+jXgc95shqdV1OfQmNq97ezE/uAOD5y4bi6yUTkCgxuUvwyOLeiaQqASPVroyuezgl7gIjlzfQaZrNki3Kzs2+5j3oZjMYk58ya27GUqgx6IGWcfNJV5Gjx6rMWhAIy0bZGxpEXu9Oe7Ddf5x8GNwUL3E38Vncu4YHPfpQgoUUtd21EJeqZ+/d/+6ciF/um4IFI/KhVLA/8QNzXV7xEYUpSNAo8V3zz3iz9HPoVc5pAMNg4ff/xq/X3o6Hvt7bqT5yHnRFcjL0I0awSSklvvtCNUCwXPP2Fo8sui+uPAKLzRFym4TuRhTnFZFWBBKJe/wih3scACsPVGH2i2vxxHeeoVTBERuJ+4Gz7CL2wNwkKGkK6QlqZCRKO5UKUvXonSUu9/r0j2zup/tnZiT50wAAS1dJREFU98UfppTgzWtHdqo/XcBFEW6IxD2cCD3n/bITsWAEWz5v+V2T8Oba4/hoiyuWI6gs7uGiW0nchYdJyJmFRq6DnaRyhrUo+ZfTCFMksfUb7Y2NcDhj0L15xt3lyaFK3ANOEkeyuAdPKFncadcara22FrTQQKc7t34r9KICnioMIbSExB1dwkCPfhZ3gA1FYcxmaBwuAz3ZaaBnJmqR6VaadXLvdCRqlGgx2zC9fxYsJ09C+cvPKADw++vPoc1gxBffbMCEb/cAAF7ZfgLMomEhy8U5A52LlwcASsIYDzWLe7vFhrNNJo/tdW0W/GfjSVw1rtDz94bQhekKEvdwORyIxD2u6cIS9xdXHQEAfLSlDI/MHRAGL7oviXsnm5aAU/4OL0zG+9ePAU0BCtr7iYTJ4jiUNIUrxxQixaBGc3PnqqTEnwedEDF6ZrhWk4rSDJg1UFzDPrZZ3Ls/UgYQZ6DTwvJZTu+3MicHAGA9e1bgQQ8siVvIMegBl1kjRBtbba3ovjL2znkiHa2tor99qSQ4Typj6mIS9xjBJfMzwM5vUyu9/5wXpOqx/oFp+PK28bhuQjE6duzg37O3tMCoU2FBkctY1titOFHbJtVUQHCLM1z5PEBaPROoxL3dYuNz2SxZthMDHlkhev/gE+fh7hlsCZy//XAQC17bGFDuGwKBIAfId7U7YLK6fo/e23Ay9IZi5EQ7Uska6H2zEpGRqPGbmT3N4KkknT88DykS20Mh/gz0ELxMYSdWHrYIU5JhEP1dkCKefAWVxT1skyvh/ZbhdZd8Hr2tSku89hKDzuM0fIWGFze557K5Mx0dfI10b0ni3NsONYs7aNczIJy8e/TdVwx6ROWDYYxBj5XEPcTvDmMyie8r00kD3d2DrvCRJM7pSXV0CMushedHLqLEIAYdcH1P75nMlkcbmJvk9xijToWRRalQ0BTat23ntzta2EkJXeuqxKGxWbCzrBEAsLOsAQcrgvMESHrQlUqPhTivC4ICVh6owoBHVuD9jSfRZrbh+98r+PeUNIVlN4+FTq3Abef2xNgeqQCAQ5UtOFLV6q1JQlcj5Bh0iTE4LDHoEvOVzigCfY4jfn5PYjmn9ab2E0Lx//ERg05wIXFtZKX6lKa21cznmwKAf/x0CAfONuNIVQsufHkdvtvjmYPEOz7mMhGynxiGwX6nxL13VqKfvVn6ZbP7KWgKX942AW9cMxJPLRgctj7Fr4tCDhL3bkZBqrimrbv8wxBLD7pQ4i5HQp7oCwx0CS80L3EXxqA7X9MaDRQZ6bDX1Hq859mOe5K40IwnUXZ5o5GfyAcmcQ/plMERVol7rAju/HkvvYSzf/4zcv/xNCiFArqRI2Gvq4OmZ89O9cLuZqD7roMukLjbumoW9+jdd26RbVJREj4f1xfZScFJxa3l5fxru9NAFyZx09ot2FnWgHP7ZmDBaxsBAMf/fgFoH3I/IVIedID9zttrXeMNV1LPF3d9vAsA8Ph3BzAkP1n03qtXjcCEnmweBY1SgY9vHocr3tqMLSfqse5oDfpmBzbRIsgdb4Z4kPv7fS/EfngQCYm7v8NiKXEPdn8icfdKF7sWDMPgvQ0nsaGUHdcH5xmRm6zFiv1VuOBf6/j97vx4F4YVJHvYCX5aD3Bb5/hg8yl8t+csKptN0ChpDMk3+j8IQFqCBr/cNwUJGiUyg/wNDoT486DL0nvadRHKKnPcyhFoVQooBRM6jbsE09eKc7iujVQ7srruPvoSUJk1wSYJA4gzckSxxQK5O+dF5/CeJM7l/aTU6pBjU4X1kYUe1eCMsQjGoMu+TV+nC+18SbNnoe+O7Ug67zwAQNGHH6Dk++WdN5AFizGAnxh0KYl7MIkD4wzOg+4wmTC6ODXISQ97HP+aM9DLXQa6xm7FzlMNOFXnWmRp6hDfz/VHa3HHsp3YfLzOs30JDzoAaHr0EO/X4bsMzZc7zqBDIJtcfbCKf/3aVSMw2y2MiqYpPrTqy53lROYe70Q6t43o706cK6B++olBjymBxqATQkO+129DaR2eWH4Aqw+xCqzFE4rxwPn9PWqFA8Cvh6tFf5usdry59hiOCKo+AQjseQnTM7XndCMe/mYftp6oBwCc0ycjqPwlJRkJETHOgXg00InEPWyYrHY+Y+6FQ3IwsWe6xz5LpvaCVkXjoqG5foy6SGdblavEnXsRBom7hEHjShInNNBdr9V5eeL9A5C4hxp/zh4svchAJO7hIHSJu+j+UpRPOXqo+DK4eYl7exergx4jiTvnQWfMZj97SiM0jL150I9UteBkraueeU0rey6HgwHDMHjk231Y/nsFLn9zM840iOuee/OgawcOFHfExzVrarfioW/E2eTfWc9WDPnDlBJcMDhH8rgFw/NgUCtwsMJV953QxZG7xB1w+20L/RQSJ/VsX3Ret/2iSUASd8E8hpRZC4CuJXGvahYn67xwSA56pBvw2tUjPPY9XCk2xO/7bA/+/sMhiaohviTubvsEwfe/V+Dad7eivJH9/bM7GDz1o6vcqFGnwg0Te3g7POrEn4HOQSTunabZ5JxIU8C/Lh8uKX+8Z2YfHHryfPzriuHR7p6YOJC4SyElcReWSBN50CnKu1EUJgPdOO9iqEtKkHrDDYDweQkqi3sEiUOJe6QoeOtN0d8+66DrWEPOYTIB1q5UZi02EnehBz0UGIGB7mj2NNBztRQcDPDT/kp+W22LGd/tOYuBj67Ag1/txXFBErlnVxwW1Xz15kFP+8MtUDu96OqiIiQvugzf7CrHp9vK4M5n20/DZHVAr1bg7/PZuD6zzQGDWoEFw/O9frYUgxqzB7Fe9J1lDX6uhDQbj9XizbXHUFpN4tjlgT9DPMD9/b4XYj/CTSjzASJx7x50sWvR0O5SRU7unQ6t03M+tW8mTj49B98smYh7Z/YBwGZ3f34lm+m9qd2K7/ey+US2nfQ2Tnde4t7UbsVXO89g/dFaLFm2E2uP1OCZnw7B4WDwly9/x+bj9dCrFVhz/7nY8+gsjO+ZFlT7kYRoCGOJjFfFAqHZKXlM0qoCjk0UEc0ya/62xYzwSdylsm5zXkupGHQAUAoMdEqr9apyEMqThSXbgkWRkICeP3wPAGhdvdrVZszvSfxK3CNFwuTJSLv5JtS99Ta7wYdXniu3xXSQLO6BQDmTqzEmsQfdVlsLRWoqXyLP3twMSqkUebLtjY18UkgAsNXXwdbQIDLQ+yYrsamtDb/uKwdo9j7UtJrx0uqj6LDa8cm20wCARFiR1lSD73baMbIoBdeOL4a9tQ22mhoAnga6MiUFPX/8gf/7PxtP4tH/7QfAVgEZVcwmeatuNvEle5bOGYArxhSgoqkDLSYbbju3J7L8SAr7ZycBKMfRqlbY7A48v/II7AyDofnJOH9Qts/x5nR9O65+ewscDPCPnw7j/EHZXhegCTInmvOKsJVZ83rSILdHE38S92j2pTsijwu4sbQWpTWtuHx0IR/eyimrAOCFRcM8jhlWkAy1guYN83+tPoo7p/VCaU2Lx748YZK4t5isWPj6Ro+F1uW/V6B/ThK+2HEGNAU8vXAIitIMXlqJHfE3AyIS97BgdzCY8fxaAIBWFaoQI9I/aMJ25Spxl3oeQ5O4c7XPRXAx6AKvudBAF3rQaR+ecaE8mY5Gdm0icQ+B0CXukUKY7yCQGHRhHfQu4UGPmcTduaBhdnnQ2zZtQtn1N8B48cXI/cfTsDc14ei5U6HOz0fJd/8DwBrwpdOmi3JB1L/zLurfeVfU/kBrPT798V/Ynd4TD066DQCw9UQ9jguy9IJh8MGWV6CpLMev+cPxvx7puGZ0PkqnTHFJ3A2+Y+O/3uVKVnfJ65vw5/P6IlGjRLPJhjaLHf2yE7FodAEoisJ9s/oGfH36OJPD/XygEqP/tgoN7a74+bevHYUZA7JE+5ttduwrb0J+ih7/23MWnBjA7mCw/PcK3HJOiUeCOkIU6YTE/URtG3pIvteZfviTuHdy7BdlhfcncY/hnJZI3COA/CTuVrsDDAPc+uEONJtsWHe0Fm9dOwoAUNvC/pb85bx+SPdSlqxnpgFJWnZcB4BPt53G0m/2eT2f2eaABvAicQ9sHs8wDJ5bcVhknA8vTIbNzmBveROe/vEQAODOab1x0dBcb83ElPgz0AlhQRhzWNUcWhwkIbwwDrvHNs4oEhlKXmLQVUWFXtsWxiTTCQle9wsKOn4jbOIFkXLDVww6l8XdZAJj60oS99jAXVeHwINe++prAICmb79F7j+eRsuq1WA6OmA+ehSMzQZKqUTT/74TGefeKNj4MwBgWO0xfttHW1gZukpBwWpnYLCaoKlkDeyhNaV4tqwB1WVnReX1ym1KXPrcb0gzqLFwZD6uGOMaY+rbLNh9ulF03md+Oiz6e2RRChQheK77OsvkWO2MyDgHgO2nGlDe2IFDlS24a3ovPPa//fj1cA2fT4VbcH5m4RB8seMMtp6sx3M/H8F7140OqS+E2NHQbsHU537DSYHgwuZgyMRXbshoUZkgpsVkxbxXN4hKqK06WIV2iw16tZL3oKcneHfcaJQKfHvHJNz/+R5sP9UgMs6H5Bvx+5km0f7Ha9vRP8T+tlts+O1wDT7ffhq/HmaVXI9cOABjeqRiQE4SNh+vw5VvbwEAjCtJxR+mlIR4psgTh+OUHLxMsfKwhY+TdS4DfZabNyJgfK04h+v+UIL7zcjxunP9E2zytiot+VpwoJTEXSJJnDCju9CDru3vY0gUyI3pxDCVLvJ5H3zFoEfw/nXlGHQ5qIPcEIZD+I5BZ2fQttoaPvFZ1zDQYxODztUPF3rQuYUNADAdOYLWNWv4v+0tLVCmpMB8+FBA7VM1rmy7NOOAg3Itpj1wfn9oVTRyW2oBp1rdaGlDbnM1HnzpB9wvaOfZLdU4kZeDE7Vt2H6qAVP6ZCA3WYf6NgtGPLmS3++7Oybhrk924YQgrh0AeqSHJjvMStJgWEEyvwBw3YRi9MxMwMPf7MPra1yLDh9v9Yx9N1kdyE/RYc6QHDSbrNh6sh5rj9Rg6Tf7kJGowbxhuSjJCNMiZQiYrHb8+7djSNQqsWJ/JWYPzMZNk+U7yQwPocWgV7V4Og9+2HsWE6aZvXr7AuqH5HylE4pAXx5lv797EnOIqOFN7SeEkvhtks9vlOyQfKZjN2d95ZdSkXEOsF2c9cJa/HT3OahxfscyEn1/n3qkG/B/c/rzZTs5pvTJwL+vHgm86NrWYbU7M6R5XguzzQYNABvjacC2mm245N8bcUiQjG5McSquGlcIjbMS0YRe6Vh+5yQ4GAaDco2yDl2KQwNdBnSD1UJh+Z3HLx7oY0+5IJS4y5EQJ/oiia2ExN35wyjK4i5MGCeIEfXIsCxsRmAsKaJhoPuSuMueGPdTRuOLMGzCt4HOetBtZytcG7tCDHqMJO6UhksS5zJAhAb6iYvnifrjaG0FUlLQsX9/0OdKtLSjSeMySKf1y0SPdAPad9bjlHObgnHg7dXPeBzbpBYb2Cv2V+L6iT3w/e9nRdsH5xux4u5zcKquDTNfWMtvLw4xLpCiKHxw4xh8uu00xpWkYVCeEfvKmyT3TU9QY+mcAdhyog4fb2Vj6x+6oD8MGiVmD8zGX79ns/xyxvyRyha8fs3IkPoVDj7ZWoaXVh/l/952sqH7G+hevlsN7WY88MF2mKwOvHHNSD5BFbe/1GEtHVZ8tLkMf5zRO1K9DdgJ4HAw2HW6AT3aLEgVvsGEMh+IocQ94P29HSef36zYI59rUd9mwX83nZJ870xDB0Y8sRIWp2PIn4EOAMMLktEvO1FkQM8dmou8ZJ3k/l/sOI2ZhVYY9ez80+5g8N3uclwCYPOxOuxYdRQr9ldi6Zz+yEnWYfG7W1FW73IeTu+XiXeuG+3R7qA8o9++yoEuMAMKM3L0nnZBOE/HLeeUIMco/eXyj58EaWHBXzKXGOO39Fzgq/KMw3Ng57I1UwqXB8w9C3v2k0/AtHcfkufN894ToQc9KTwGOhXqymVEY9Bl3qbvE0b5fP4Rhlb4MrgV6Rmex0Yj10EXxZUkTuBBF9adZxgoUlJgb2Cz49qbm2FraICl9BiC5ZPL+oLqUYL6Ngs6LHbeq21v9J8hvUmTgMxEDXqkG7DlRD2+2VWOcSVpeGaFS8p+0yRnVncljd5ZiShM1fOTrOIQPegAkKhViQzXPlmJSDWoUd/mkvjP6J+F+2b1Qf+cJOQYtfh462nQFDDTqQorSNXjxFMXYNEbm7H1JFsnV5jZPhqYrHasO1oLq92Bc/pkYJdbWAAAXm4ab9S0mLGirgoAm3zqz+f1E73PgELPDAPglo/qE2fVgPnD81CY5jtPgjRuY62vGGwvlFa34IEv92L7qQZ8qzYh1V/El98Y9BgSaAw6ITRidI+/2nmG9WYLePaSIbj/i98BgDfOVQoqoCRrFEXh4QsH4Kq3t6AoTY9vl0xEst7zd15BswttP++vxHLLLrx//RicrG3Dn7/8HRMaOwAlcKKuHS84E4lyknUAyDFq8cqVw6FXK9EzhkqncBB/I7qsJO4x7EInOeWUuBeF9OPmJJpZ3IX3Ww4/aDwS/QtZ4u4Zgy5VhsndQE+59FLg0kt991JgXCkSwuRB9/kFiLbEPYzjQqySQHZhibsqK9PnsfIlRhJ3pwfdfOwYGr/6GoaxY0QedABIu/lmNH71JSylx9D662+w1QVQE1yh8BhHipRW6LOTPHa119f7be7q2UOxaOZQWB0OjH9qNfacacLFr26AxeZAcZoer1w5An2zxePJxcNy8fIvpeidmdC53xc31Eoaq++dgsNVLfhhbwX+OL030gQy57ElaXjzmpEoyUiAUrigSVH4741jsPJAFe78eBcAoLyxAzqVAocrWzC0wIgnlx8EwOC+WX3BMKw3qcVkxSdbT2NgXhIm9EzHido2HK9pxbR+mX6rVjgcDDYfr0OzyYqXVpfiYEUzAPb3tslZPUUYu3m8pq3LeIUC4dNtZXj5l1I8tWAwvt5VDtPuHXhNYr1OeBW/2VWO+2f3BUVROFrdjN5gv5FFaWIDnQKDiiYTXlh1BC+sOoKh+UY8cH5/v+WVmtot4K7w8r0VOH9sOsR1KcSL6Ta7AyabA4crm9EjPQGpBtcHOFXXhgtfXg+TVUL1BiA0iXssy6wFK3EneEVGEvdtzkXJMT1SsfVEPfplJ+LSUQWYOzQXt364A785Y7zvntEHCZrAzMmJvdLxzZKJSDOoJY1zAOibkwhUsJ967ZEabDleh0VvbmaPd56GkbgmQ/ONeHvx6IC8+V2BuDHQf95fiYomEy6FHexPvhyyuHddKppYw8+bNEV+yP2ad17izkhkcXcI6h1zhBTbK0wS5yczc8DIUuIu9+ckAGQ0vgiTC/oy0KWeyS5RZi1WEnenB719yxa0b9kCda+eYGziZGj6USPR8jOb7K32lVcCaleVnQ1reblom61e2lPubbuQm+cM4+/j+YNy8L89Z2GxOaBV0fj4lnGS6qv7ZvXFzeeUwKBWhj0pW4pBjXElaRhXIm2MzRqYLbldq1Jg7tBcvPbbMRysaMb5L66FyebgE8txfLz1NNRKGn+c3htf7yrnMwgPLUjGHqfn+/nLhmLBCFcd9zMN7UjUqmDUub4DH205hYe/dYUjJGqUsDkYfmEcAN6/fgxu+e92bD/VgOO13cNA77DYcaCiCX/5ci8A4Jp3tgIA5njxLlOC8fpskwmfbz+DcSVp+N/us7jPud39GeqRrgcEIog9Z5pw/ftbseXBGbyU1p2GNgs2ltZgjvPvR77djzu+Pc0nn7M7GJGxvvlEPS5/6Ef+byXNViG4dUoJ/rvpFF9asCTDgA9vHIukDwxAnaCBbitx95bFHW6Z6+MZefx+MwyDnWWNAID7Z/eF2epA/xx2MVWrUuD968eg1WzDjlMNmNwrPai2hxUk+3xf64wXz07SwNEI3jgHgMm90oCTbBsvjBmKmQOy8eba4+iXnYjzBmbLOqY8WLrADCg0Oix2HKpsxrItZdh2sp5Palafchz3xLhvLrrug1TLZ27szEpVFMusiX4QZHTdg5K4u7/nhoQHnZO4M4LPH0rNcaEBRenCtCgTahb3riJHJxJ3gA7MQHcn6//+j6/lTfCE1orrgFtKj0GZkyPapsrLCzocRZirgsPeIO0pD8SDLrznf5zRG9/vrYDdweDemX18hkYlaeWpnrh1SgmWfrOPLxckhcXmwLMrxNno9whk6fd9vgcfbSnDolEF2H6qHp/vOAOjToV7ZvTBNeOKQNMUfjnkStKnVtD47NbxsNoduOiVDQCAsT1SkWpQoyTDwBroNeI6v12VO5btxGrBZwdY5QO8OJoLUvVYOrI/fthbgZ1ljfjzl6z0dgrdBKhZL9t5A7OB465jxpWkYfmlk9BisuGKt9iJv8nqwLsbTuCemX08zvHTvkrc9fEuWO02zHF+7dxNqP1nm9E30VkaCvCou2xzMPjHT4fw4qojMNtcsuCnFwxBbrIOCMD7aHUwkPxWyMGoJRL3yBKDe3ygohk1LWYoaQqD84yu/A4CEjRKTOnjGZ7WedjPO6TACDSyWzISNXjkwgEYUbcbOAkMyU/GkOHsQue9Et/b7kC3NdCfWH5AMkNrZbMFUEEmEvfIfOlMVju2nqjHhJ5pIqleuLA7GNS1Bpa50SfRlLgLf1Ll8IPGE4TEXXSY53ZGIkmclAc9FEQx6LooeNCJxD145CgjFKxmB2Ogp157TSR6E2GinyROiK2iQvQ3nZjoEY6S/eQTqPrr3/hM+b5IvvQSNH7+BWwShnjrmjVo37YNAKDp3Qvmo6V+2+uZkYBXrxyOs40mXD+x2O/+cuTiYXkYV5KGa9/ZisNVLbh4WC4OVjTjdH0H3rx2JAbkJOHb3Wfxyq+lqG+z4LWrRqAoTY8NpbWoa7Ng/dFa7D/bjB2nGrDjlEuB0NhuxaP/249Wsw3JehVfHuiZhUMwvDAZvZ1l4+6d2Qdrj9TghUXDAICPsXxx1VGUZCTgoqG5ONvYgR2nGjB7YDZr3MoUu4PBFW9thslqx8z+WTDZ7Pj1sNg4T9IqsfzOycg/2w586dmGRkHhpsklSEtQ4/czTbA587BwnvWCVAP6D88DvnMdQ4Hh1QbL75yEtUdr8MxPh/HS6qPYWdaABSPyMHdILpQKGidr23D7RzvgYJxJpZ24y2tXH6zC+wcceF7ten9EYTIKU/X4y/n9sOpAFR777gDMNgevsLj93J5eF8uvf38L8tNT8PuZRnxksiEBwJx/rcdyrQPcEprN7oCCpkDJRuLujQCzuBMPOosMJO6N7Rbc99keAMCsgVmSxnk0mDMoG8qBw1CYqsfwwhR24y+RtZ/kRLc00BmGkTTOe2UmiGVE3ZCNpbV4+Nt9OFbThgUj8vD8ZcPCfo6Gdgu4fGTCuCpZIyPZb6TQ9u+PtjVrRdsCmYgHgthA9zQOQms0PM0Q5ItQ4u4vK3vClCloXbMGmt69Ityrrg+t979IRqvVotAUANCPHAVKqfQ6LuhGjoDlxAkAgCKFzSttd5OyW6uqcfrW2/gxVTdsWEAGOgCcNyjH/04yJytJiy9vn4DNx+owpW8GlDQFs83BT2JvmNQDC0bkobyxAwNzWUOQ+z9zHoN95c347XA1PtxyCjRF4YHz+2HvmSa8vf6EyPOeqFVi4ch8kUT7rum9cdd0V/ZxYbm3uz7ehdd+LcXxmjZY7A4sGJGHpxYM5ssLyY3S6lZsPcEu/gjrIPfOTMDyuybBamdgtTmQYlADFd5aYZk/PB/T+7OJ/dYfrQVzpA7YCxh1StEioTuD8ozol52I/+0+i0OVLVh3tBbrjtbiyx3l+O8NY/DiqiOQyL2KR+cOwDeHTYDnNBMAMLo4BVfeMIG/d9eML8aEXunYcbIB43umoSDV9/d3Q2kdLKVs3gGHhgEo1oNustmhdn6cXg/9iCvGFOKpLjIF80/3n6NFi/o2C5o6rCGXqfzr9wdxqLIF6QlqPHJhDKo0OY1vrUqBiwfkRf/8MqFbGujCNPsA0C87EUk6Ff4+fzDeeoldSrXY7IjZuMaPQ+G1UFrNNlE2w692luOacUWulacwwcnbUw1qqDrloY+ixF2ug7+k1zPAVWlAtPCQ/oc/gFKqkDh9Gk7MX+B2mk5eX2EMepgk7hTl49nxcKALYtAjKkcPx3MSqxVeGa54CGPQ/UjWc/72V9R/+CGSL/GdsFBWxCgGXdu/n/+dADhaXNmxcp5+CpqSHj6VDBl33QVVdg4Spp7Le8i5TPAclhMnAIYBbTQiZdEiGOdeiMbPvwAAKIxGGC9ZCEqhROLMmUF+qq5DgkaJGc5M7wA8PEzJeukESBRFYXC+EYPzjbhTYGjPHZKLxg4rvtx5BkqawqA8I26b0tNvDH5JhngCLixf9NXOcvy4txKzBmbh7/MHw+BFRr39ZD0e+24/zFYH5g7NxfzheX4NyHCw+7R0DoPzBmVDo1Swqm9OoOen3jngCou4YHAOoMkG9gKSY6JbW0oFjY9uGosXVx1FTYsZa47UYH1pLf70xR58s5stB/i3+YPw/e7T/ELB/OH5mD8xFXiM/XtgbhKa6tWAM8qsX47RY2GgZ0ZCwFml+2YlINWYhDVHakBRbH97ZyUAbpfs461lGJ9UgYvAKuiC+QVoaLPA6nAgM7ETC+78VMW72s/iYKB2n6/4GStNVnvMvLaxR+LaBDGXaDXbMPfl9ahpMeNfVwxHfZsFl43KD0hNu/t0I77eeQZf7DgDAPj31SORbQyTQyYofKhCYqVQjAHd0kAXSsfSE9T47Nbx/OCdmagBTEBThwXukRM2uwPbTzWgR7oBdgcDpYLq3ODllchM5Lae8JQH/LS/EsMLU1DdYsKnW0/jf3vOwqBR4vnLhopW34U4HAzWHq1BdbMZNgeD6f0zkZXkug61LWyZmvSELrR0K1UjXE6EPNF37UvrdMi4Y0n4+iRAaOCHLQY9ZIl7BAmrxD2GyEQuSCkCn2Qp09OReffdketMRIhNFndVQYHvHZz33i4w0Pkyij6SRCozMvgxxHKMLcnmHoNuPcsaLbqBA5F57z2i8m6Z9/8JyZdcEtBnILigaQrPXToUj84dAJWCDtg4KXQzpO+a1gs9MxPQ2G7Fq7+WorrFjG93n0WvjASYbHbsK2/G1eOKMLTAiESNCovf28p7sQHg+ZVH8PzKI6Ao4ImLB+GacUVh/ZxCdp9mveY3T+6BqX0z8YcPd6BvViKWTA1CQROA4R7Ie2kJGjw5bxAA4OXVR/HPlUfw1U42WWJWkgZXjC7EVaNygSelW5w1MBuzUoqBr7ktnRt7v7tjIqBif2eZvysBC/D0wqFQvOPZbmO7FVAC7284AbPiGDISNDBolDhe24rS6lak6NVobLdiRv9M7DrdyN/Ti1/dgIZ2C3pmJGDpnP4YUZSCo1Ut6JWR6DVZnif+x7wlH+3EXf2aMFi0v+dx5Y3tyDIa8MdPduP7vRUYWpCMR+cOwIgwO5hkTyfnD8+tOIzyRja08dYPdwBgnZYWmwNnGtrxj4VDkGJQw+wcD3qkG6BW0rjk3xtFC3zn9MnA6OLUTvWl80hdCxnMr6JEtzTQjzkTpswblovHLhooSjhTkGYAyoHmDqvIQG+32HDFW1uw53QjlDTFZwJ8cdEwdkU2EoR5Ar3+qMtAL0jV4XR9B1YeqMJ9M/vi+ve2Yf/ZZv79af9cg5evGI5ZA7M8JHAPfPU7Ptt+hv87eYUKr145AoWpemw7WY9//szWHuxcgjhEucyal/PGHB99oRBUDLoQw+TJaFu3DvqxYwEA2oHhkympi4vD0o5h4kSY9u0LSK4rJoIx6LJv09fp5PRcs6jy8v3vRAgaiqKg6dMH5iNHpN93eskN48ahY8cOKJKT+feSZs1Ew7KPoSooAJ2QAPPBg6J2ORQp7MTYPVs7Z6Cr8nLZYwQGf7jGhnglMcjkeCoFzf/Wf3nbBIwschkz144vwkdbyrD0m33450rXc7LmSI3fdhkGePibfXhn3XEUphlwpLIFg/ONuG5CMSYGmbFZit/PNOLb3awBPLo4FRN6pWPbQzOgUtDhzdwfwph40+QSfLSlDJXNbKWa+2f3Y+eDwhysku1GZvzlWk3Vq9lkcs7olJNPz8F7G06AcSaLbzbb8MKPh7y28+VOdk735trjUCtpvgJBaXUrbvzPdmiVNNos7Ie87dyeuPWcngEb6gyA47Xt6CnxXkO7Fd/ursBgFesZb2s1g2k1w/0pOueZX6FUqvgkentON+LyNzZjQq80UADMNgcyEjXon5OE9AQNFo7I67wysJuxs6wB/9l00mP762uO8a9P1m3CJSPz8cm20zhe0+ax76C8JMwekI3rJ/WIZFd9E8h9jYN73y0N9JO1rMR9UJ7RQ2ZWmOo00E3ikjQvrjrKZ1q1ORhwgUd/+/4gZg/MDu+PRoQkGhtK2Tq3r145ApP7pGPY4z/jeE0bXlp9RGScc9z58S4Upurx0U1jeUlbaXUrb5wPK0hGVbMJFU0mXCWQznN02kCPmcRdRl9svxJ3P1ncvay25j33LJqWL0fSBRcAABLPOw85bW3QDh4ScleLPvgvbPUN0PQIz8CdfvttUGVnwTD5HM83fZVZIxJ3LwjOJxMPuqakB/JefBHKjM5P6mVJjCTuAFD4n/fRsuJnKDMzcOZ2sXKGM5rTbr4JyvQ0JJzj+o5l/ulPUPfqhcRp00ApFGj++WdQCgW0/fuL2nDFoLt50J1l2FS5ufy24s8/h/lYKfSjRoXvAxIC4vM/TEBVswlD3UoXURSFS0fl490NJ/iJuEpBwWoXP6fXjCvCTZN7oCjNAIvNgVs+2M7XNz5Z185XwKk8YMLp+nb8dLfEeB0ER6tacNkbm2CyOjC+JA3T+mUC8AwTEBGsp9zXHMvP11SnVuCd60Zh07E6XD2uyNUvf5VgwulwkCqzJtHm4vHF2Lc/FTjLJr9LT9Cgf04i6lotKG/sYDNw5xuxobRWdN8tNgd6Zhjw3KVD8f7Gk/h291neOAeAf/92DMu2lOGP03vj8jEF0Ku9mArOfk55bg2uVFSjp8RuFw/Px8k9rIH4474K3LNrFT5XtyLdTXFNgeGNc76fdgf/LHJ86ww7WHe0BhN7pqPFbMPOUw2oaGJzPlAUG+7QNzsRcwbndI+yW36ep9LqVnyzqxxvrz8OhgHmD8/Dqbo2vkyakCNVrfj7D9ILOf93QT/cco7UMku0IRJ3oLsa6HXsj1FxmmeCBC6eorHNjJ1lDbx8ZuWBKgDAtH6ZohIn5Y0dWHWwCrO91EcNjfBO5NYdrcGK/ZU4XNUCigLG90xDklaFIfnJ2H26Ea/+6lo9S0/QQKuicaaBlcCU1bdj8jO/4u4ZvTG+JI2vNzi9XybeuW40yuracc6zv4rOV5SmR7JejctH+5FZyok4kLgLURiNSL3qKv5viqI6LT3Vjx7dqePdoTUapFxxhZd3icS9c8ihDyxJ582OdRciSGwk7gCgTElByuWLYG/19IJwMnZaq/X4jtF6PVKvvJL/WzhOiNpPdXrQGxpgOnAATd9+i6SLLkLT16yOV5XnSt6jGzwIusGDOvV5CKGRbdR6jRPVKBX46rYJ+M/GUxhVnIKJvdJR2WRCbasZTyw/gIUj8rBodCG/v1pJ4/3rxwBgc8289usxlDe2Q6dS4JvdZ3G4qgVNHVZRzfZAcTgYvLH2OP7xE2scjClOxevXjAyw0ow/QzzA/f2+xzIw18gn9gvmuPAR2HyApikMyTcCZ4E7z+2FO6dPl/Qqm6x22BwM1Aoa+842we5gMCTfCI1SgWEFyZjePwspehVMVgdu/u92AEBThxVPLD+AqhYTHjy/v0ebAGBz2P0aEdeMK8KKplSg3JVdXyVhNL921XCsKW3CeYOyMbl3BhrbLXh3/QmYbA70SDeg1WTDlhN1WHWQnZ9/u/ssb6xzuBukR6tacO+svn56KDOCnD/sONWAS1/fyCczzEvW4eELB0CpoPDljjOYMyQHZxo6UJCix4SnV/MLNRcMzsafZvXFW+tO4EBFMyb2TMN1E2LoNZeESNy7FQzD4GSt00BP95TOphpcXt8Fr23ExF5p2HaiARZnyYoXLx8Gi80BB8Pg/Q0n8dpvx/DiqqOY2T8r/CtxzoF0z+lG3PTf7eiXnYh/XT6czVoqwOFgUNVikqwba7E5cNfHu9DQzioCBuQk8ZnVJ/ZKw26nKiAzUYPV902BTqVAZbMJ+882w6hT4XKnQf7iqqN4EUf5dq+dUAwAKEzTY+GIfF4eBbClSYKV4vn6/B6vwwnvGBV8qWXgWXThS+IeXJm1+KGryNGJxJ0QeRQJBqiLimA5dYrfFkxJO6/tpjrjD61WnFiwEABQ/5//8u9repFs+12BZL0af5zhSkjHGfSf/WG8z+PSEzR4ZO4A/u9dpxtxqq4dQx//GY/NHYC+2UkYV5IKiqLAMAxqWs3ISNCIDESGYbDyQBU2H6/Hd7+fRU0Lq8/OS9bh+UVDQzL0gyLi5VtFG728DttJfW6nfITECdUJ7jHdFEXhoqEuNcza+6fiTGM7Xvv1GNaX1mLlgSpcO74Ym47VYWrfDKQ5lZNf7zqDmVYHEijWZBpbkuYlqz2FGQOygXJgRv8s7LhoBlI+eRE4I95rVv9szBrsWixK1qs9jOubzykBwzD47UgNPt16Gm0WGxiGVYaMLUnD6fp2qBQ0fj/TiJ1ljXjl11JM6p2BMT2kY6krm0x4a91xpBrUPsvexR5xv95aexxvrD2OCT3T8Nvhat44v3VKT9wxrRcSnAkhr5/IGtxcLq0nLh6EB7/aiz+f1xe3n8uO308tGBylzxAEROIOoBsa6Hcs24k2ix0UBclMpJxhyd3aDaWuuO2RRSmiePWbJ5fgvQ0ncbCiGYcqW5CXosPeM00YmJuEzcfr8PWuctw1vTdfUzNg3CQa76w/gZoWM2pazHh9zTE8eIF4tfKfKw/j1V+P4fnLhmJcSRpW7K/ER1vK0NhuQZJOxRvnXJ85Fo8vxtlGEyx2B+6b2Yf/7PkpeuSn6MEwDCb3Tse6o7X8Mf2yE/HqVSNE2UafXjgYFw3Lxc3/2Y65Q3PDY5wLPr/n63ASnxL3Lg+RuHeyC930uZAbIuVL7LpR+N//wHy0FKdvuglAeAx0WqsFpdeDaW/3eE8/Zgy0AwZIHEXorkzomY5TdawF9th3B/jtMwdkoandiq0n6zG9XyZeuXIEdGoFdpyqxxPLD/KhgwA7JD42dyCuGFMYXI32sErcQ/yiylDiLt4engGoME2PwjQ9BuUZMeKJlThe04aJT//Cn2pSr3QcrGhBQ7sFv6vYc7533Rj0Ol0mbaBTFBTOCh4JagUSvIZGBtZ/iqIwtW8mpvbN9LnffZ/twZc7z+CyNzYhI1GDBI0SU/pkoKnDihaTFY3tVmwXJJS22RnRQlbs8J7Fvd1iw2VvbMK+cjZk9X97WAXBkHwjPrhhrN+cAZePLsA5fTKQG5PM7CFAJO7dizVHakFr9OiZkSBZ/9PbCtnk3ul44mKxRC/FoMao4hSsO1qLXw5V4eOtp/nsiBw/H6jCJSPz8ewlQ+BgAAVNodVsw5c7zqCmxYzDVS0YkmfEjZN7eMTx7ChrwNN7N2LbSdcg8en207h7Rh8cq2lFtlGLBI2Sl6jf+9kej37XtrIZ1af2zcCjcweiWFD3MDNJixcWDfN6rSiKwgc3joXDwWB9aS22nKjDH6b0FC1SAGwimil9MrBt6Qzo1V209AUxWAgEQjdFlZUFVZar7Fc4DHSAldFbJQx044L5YWmf0HX4y3l9MbwwGV/sOCPK/M6FBwLA6kPVmP/aBgBsXKzNwYCm2IzQ40rSMLIoRQaZoQmBkKRVYUb/LPy0v5LfxjAQOXSUNOs+75WZAJzu5AnDPEd7/OKB2H6qHqfq2nkH2IlaiXAgJ//65SisTiWt3cHAYnfAZLWjX3YSpvTNQF6yS8FqttmhVtB+Pe6VTSZsKK3FnCE5nSob98TyA5g9og9W7K/ijXOAjTUfXZyKRaMLAsqTRVGU6HMQ5E23M9A5huR782o75UCCVaoZ/bPw9mLp5DYjClkD/bmfpbPlAsAXO9i6gRQF3H5uT+wqa8TGYy7P/MoDVfhoSxn+Om8Qjte2YlZtK4oB/LivCtvsrHHeJysBbWY7yhs70P+RnwAARp0K40o8f8z6ZiVCo6KhUylQ3WLG0Hwj/r5gsPdEHn6gaQrn9MnAOX3cC8+JCbscLZpZ3IWrkrKSxkh4wvkFwkAk7t114SHaK6dhVCTEaoVX9Kx01+dCbsQuBl0KwzmT0bZ2HVIXXxuW9pRZWXxSONH2VGJkxRvJejUuG1WAecPy8MuhaqiVFGpbLKhqNkGhoGBQK/Ho//aLSjXNHJCFR+cOQH5KZ+uqhxiDLvn7Ger3NJg5RGfHfqkY9Oir6V65cjhO1bdDo6RhszO44f1tSNAqceOkHhicZ4T6TRqwcn3w0T+P+Urkx8oEjRLvXjcaH24+hQk901HdYsJvh2tgtjmQnqDGuB5pyEjUYFxJGha9uQm/n2nCK7+WSralUynw0uXDUJimxwsrj2DVwWok61RI1qtAUxQuH1OIoflGmKwOmG126NQKbDvRgA82n0RtqwUfbTmFq8cVwWZnYHU4MKFnOnqke+bIAiB5Hz/bfgbvbnctio0sSsGLi4ZJqoS7BYGU4JXVPD4ydFsD3V/9cgoMbju3J7ISNZgzJNfrfmNLUoHVrr8fvnAARhWlwKhToShNj4e/3YcPN7O6HoaBKCHbvGG5UClobDxWh/LGDtzkTL6RoWpAsQKgKeDKsYWYMzgHwwuT8d6Gk3h2xWH++KYOK1bsZ1enJ/dOR9+sRNw0uQRZSRq/K3cEN+SeJC7UiX53VQb4krhH9sQyaaOzXZBBH+KBGGZxlyL/pZdgOngIumFDw9KebvgwdOzc6bGdy/BOiD/UShrnDZJOmpuXrENlswm5yVpkJ+kwIDcpPCcNWeIe5Hsh9SECSEnc/R8U9m4oFbQo3PGXP53rdsogz8ntL3lc+PvfMyMBj851lZi9amyR5H6vXDECT/14EC0mG4rT9VDSNJQ0BZuDwebjdThU2YJbPtghOqauzYK6NlbB+uTyA1LN8uwsaxQlsKMp4JELB2DxhGKJubzndchI0KC1lT3uz+f1w61T5JBpPQr4lLh3f7qtge41w7jzyzA4PxnjZ/aByk8G0fElaXj2kiH4aV8lGACXjcoXxWA/cdEgDMlPxpHKFry9/gS//eELB+BGZx1Bk9WOm/+7XSQNAoBxPdMxbb4rQcN1E4pxpqEDCRoFxvZIwwurjkBBU1gytVeYs8jLhSjGoPuLH4sVPhdaAohBj0ciGoMu8zZ9nzDK5yPIDVqng37E8LC1px81CvXvvOuxncvwTiAImTEgy/9OUSXSuW2EmyKsCJRzwli/aj8Z9NEHhWl6/PvqkZLvWWwOXPfeVmw8VgcFTWFq3wzMHZqLvWeaMKwwGdtPNuDHfRWgQKG21czXmJ/YKx0jClMwtiQVqw5UYdfpRphtdihpGrtPN+Kx7w7gy53lGFpgRGWTGcdqWlGSbsANfS2Y6NaHX++fimPNFBK1Sr/Ox+6BvJ+XaNEtDfT/3DBGFIsthr3xKTolEEB5D7aWaAEuHSVt8NM0hcuc79kcDN7feBITeqbh6nGubJRalQKvXjUC3+wqx4Seacha+RlwFJjSR5zkwqBRijIqyu/HLswQiTukJe4CCQ+RuEv8TSTukhCJewyQl8Q93OhHjQKdmAhHS4touyKFGOiEaOLNU+5n/6hK3MPpcJCHxN0/ASa0DUTiLlPPqFpJ46ObxqLNYodepeCrOV08jC0zeeGQXDx2EeulZxgGFMXGsAtjwseVpPGvGYbBq7+W4tVfj2FveRP2ljfx752obcOpw2ewyiOPHiVSMnR7fM5vicS9S1MUUFxG+AeDB87vhzlDcjC8INmjtmeSVoVrxxezfzhLIASS1IEQJojEvWshKXGPyoll0kZnuyCDPsQDMpO4hxtFYiJKvl+Ojj17UH7nXQAASqMBre+msY8EeUIk7oEcFIme+DmlvCXu4YKiKL50mb/9AN9ze4qicMe03lg0uhBvrz+O8oYOjC5OhV6twIr9VXBU1QGeeTnjEyJx736kJqi9vxnBVRetShFkhtJ4N9Cj8fmJxL17EGEFRFdp0/cJo3w+QjygysyEcsoU/u9wZYgnECIPkbhHBZ9qP/4/BAEZiRo8eL64pPKlowqAagPwmtvOcrjHUSWQz9v9r0kQhSi7BioFhUSfK12xlANxxI9EwyfR+Pyyl7g7IRJ3N3x50InEXRIicY8B3VvizkGp1dAOGQIASDj33Nh2hhCHdIUs7uEc74ORuLvvF026v8Q96kheBxnOWSNJIPNbOc7jw0y3WwpP0atIhnOCJ2Ts7+KQG0ggxJLijz6EtaICqvz8WHeFQCAQCIRuTbcz0P3V8paF5zFWHra4ROp+y+i6Sz6PAa5KA9131dlXDHpE5YNhjEGPpcS9uz4XcqObx6ALoVQqqAsL/e9IIISbkGPQJcbgsMSgR1jiLhWDLkc1XVBqP8H+XSwGPbpIXIe4czr6mN/Gkf3U7STuj100KLAd5SBxJ0QPuSeJC3mi312fJXcDPUr3L6wS91gihz7EA/EhcScQYkuIEveg3wuhD5Em0N+TmErcg92fSNy9Qq6DgPheyOl2BnqXIu5WxdyIZgx6pD2wIeOjL4GuSscFXXFQjmUMOoFAIMQ5ES/fKtro5XXYThrk9mgSaAw6ITTi7PoF8rzEwTMVfwa6HG5qHEk0Yk9XkbgLIRL37iFxD0NTQUEk7lEnjiTuBELMIBJ3eS7WByxxd5uvEIm7D4jEnUjcWeLPQOcgEvf4gkjcuxhE4t455NCHeIBI3AmEyBNvEvcQ5gNdQuLu4zhZ/G7KAHIdBMT3Qk4cGugyWnWJu1WxGEAk7t2EKJVZk32bvk4Xb88EgUAg+IBI3KMEkbhHlji7fkTiDiAeDXRZZXEnRJ6uInEPNos7t2s3fZZiJnEPBySLe9xAJO4EQuQJWeIe5HsB90GOEnc5Z3F3l7hLNhbmznVViMSdSNxZ4s9AJ8QnZPLcxSH3j0AgEAgEAoHQ/YlDA10OybVi5WGLQ6RWl2V13SWex2Bri3ZL3FZJRV/XCMoHwxKD7tZmtBA9E2RBIzqQGHQCIfKE4CkH/CRh7QQRl7hL9VGOCWMDTGjrMQ8jMehekbwO3X2+54ZPVUj82E9xaKBzEIl7XCH3JHGhTvS7+7PE5xCI1v0LYxb3WNLdnwu5IPrakmtOIEQE2UncI4zPbOdeD4pIV8JKSJ8r3iDXhsenxL37E38GuqxWXeTUl+6K1OqyjK67z+cxgDJr3R2KG6K6Ugx6BNv0fcIon49AIBDkTKTGxAjHoEueUsZqOoryMVUJIJcOwTdyuMdRJZDP2/2viewM9FdffRXFxcXQarUYO3Ystm7dGuYzyEHi7iTuvnQxoNtL3GXwHIcbqcWUiC+whFPiHqMkJkTiHgOIxJ1AiDwhllkLq8Td3xwiAhL3gH73YjSn9egbkbiHBSJxJxJ3J7Iy0D/99FPce++9ePTRR7Fz504MHToUs2fPRnV1dQTORiTucYXsrzmRuPNIZWwnEvcguyCDPsQDJIs7gRB54lXiHtRvSSwN9CCPkTyWjJ8s5DrwEIm7fHj++edx88034/rrr8eAAQPw+uuvQ6/X49133w3fSWS16iKnvnRXZF4H3V9fvL4vo88QSYjEPZgTRvl8BAKBIGeiWAc97iXuAZRZI4SGHO5xVCESdwBQxroDHBaLBTt27MCDDz7Ib6NpGjNmzMCmTZvCeCbnTW06A/z2dBjbDYLaI86udP8HLOZw19hmim0/vOLs35ntruexbLPzLR/PB/deY1nsnuNIIfKWOz/nro88t4UVZ5tHVwKmps41dXK9uM1oIXxeNrwIqPTRPX880iZQd9Uc7n7fRQJBDpTvkN5uaZf+zlXuZf8v9RtaeyS076ml1c8OYZS4b3oF0CQGqByTmENEA4++BSBxrytl+9hW47nbhpcAtSGcPeyaNJ/13BZvtgL3eY/8BLRWid87u1O8TzdGNgZ6bW0t7HY7srKyRNuzsrJw6NAhj/3NZjPMZjP/d3Nzc2AnUjsnrc3lwG9PhdzfsKCK88FIoXG9VunE72UNCs85OCPFYXX+3clrnjsCOPZL59oQwj2PZ3e6Bh4O975qkz3faz4T++c4UlAKQJcCtHQAuz9ktynUAB2BYYu7D8dWs//C2WbUoAClDrB1sJMdQnSpPdx9v4sEgpzQpwHtdexY5+s7J7VIWXukc99TqTlEWi/xeB/s2J8/Bji7y/X3plfE71MK9revxznAoeWAIcPzXFJziGjA9c2bca3Sue5D/THv137jvyLTP0LXoHACULYRyOjnel6O/MT+kyIOHBCyMdCD5amnnsLjjz8e/IHFk4FpD0uvUkUTQwbQ74LY9iHWqPXApe8DDjugNbLbblkDHP8NGHVDeM6R2R+Y/RS7cgsAPad1rr1z/sT+EPU5r/N9A4Dh17AeW5PbApMmARh1Pfv68mWAuQUw5rne73EOMG0p0FwRnn7IkcJxQFIusP9rV4hCj8mAUh3+c026B1Anhk9podYDY28NT1uBQtPAwreAY79G97zxjiGdfT7b62LdEwKh+6LUAInZrPpx6BWsQVu13/v+ChUwYjH7+qbVQOkqdq7R2e+pcA5x40rg9FZg4AIADDD9UcDczP6uB8P0R4DELIBWAQ0nPd8vHMfOCS56GcgdBgy+zPWetzlEtOD6NvhS1ttJKdjt7XVA1kAgpYid7577INAqUBwZ0tl7pFADDadi03e5QlFASg+g8RTQY0qsexMdLvsvsON9YPhVgKWNfT5sZul9tUZg2FVR7V4soBhGHhH3FosFer0eX3zxBebNm8dvX7x4MRobG/Htt9+K9pfyoBcUFKCpqQlJSUnR6jaBQCAQCAQCgUAgEAgAWLvUaDSGbJfKJkmcWq3GyJEjsXq1S17qcDiwevVqjB8/3mN/jUaDpKQk0T8CgUAgEAgEAoFAIBC6KrKSuN97771YvHgxRo0ahTFjxuDFF19EW1sbrr/++lh3jUAgEAgEAoFAIBAIhIgiKwN90aJFqKmpwSOPPILKykoMGzYMP/30k0fiOAKBQCAQCAQCgUAgELobsolB7yyd1foTCAQCgUAgEAgEAoHQGbpNDDqBQCAQCAQCgUAgEAjxDDHQCQQCgUAgEAgEAoFAkAHEQCcQCAQCgUAgEAgEAkEGEAOdQCAQCAQCgUAgEAgEGUAMdAKBQCAQCAQCgUAgEGQAMdAJBAKBQCAQCAQCgUCQAcRAJxAIBAKBQCAQCAQCQQYoY92BcMGVc29ubo5xTwgEAoFAIBAIBAKBEI9w9ihnnwZLtzHQ6+rqAAAFBQUx7gmBQCAQCAQCgUAgEOKZuro6GI3GoI/rNgZ6amoqAKCsrMznhRg9ejS2bdsW1nNHos1ItRuJNpubm1FQUIDTp08jKSkprG2Hu7/xfq8i1W5X6itpN3JtkrGg69yrSLXblfpK2o1cm2Qs6Dr3KlLtdqW+RqrdrtTXSLUbr2NBU1MTCgsLefs0WLqNgU7TbDi90Wj0+QAoFIqwPyCRaDNS7UaqrwCQlJQk+/6Se0X6StqNXJscZCyQ92ePZLtdqa+k3ci1yUHGAnl/9ki225X6Gql2u1JfI9kuEL9jAWefBn1cWHvRBViyZEmXaDNS7Uaqr5Ei3P0l94r0lbQbuTYjCRkLwk+895W0G7k2IwkZC8JPvPc1Uu12pb5Gst1I0VXGglCgmFCj12VGc3MzjEYjmpqaIrb6Q5CGXHsCgQCQsYBAILCQsYBAIADxOxZ09nN3Gw+6RqPBo48+Co1GE+uuxB3k2hMIBICMBQQCgYWMBQQCAYjfsaCzn7vbeNAJBAKBQCAQCAQCgUDoynQbDzqBQCAQCAQCgUAgEAhdGWKgEwiEiEBRFL755ptYd4NAIMQYMhYQCASAjAUEQqAQA51AIATEddddh3nz5sW6GwQCIcaQsYBAIABkLCAQIgUx0AkEAoFAIBAIBAKBQJABxEAn+IWskBLcKS4uxosvvijaNmzYMDz22GMx6Q8hOpCxgOAOGQviDzIOEKQgY0H8QcaCyEEMdAKBQCAQCAQCgUAgEGQAMdAJQfHTTz9h0qRJSE5ORlpaGi688EIcO3aMf//kyZOgKApfffUVpk6dCr1ej6FDh2LTpk0x7DWBQAg3ZCwgEAhkHCAQCAAZC8INMdAJQdHW1oZ7770X27dvx+rVq0HTNObPnw+HwyHa76GHHsKf/vQn7N69G3369MEVV1wBm80Wo14TCIRwQ8YCAoFAxgECgQCQsSDcKGPdAULXYuHChaK/3333XWRkZODAgQMYNGgQv/1Pf/oT5syZAwB4/PHHMXDgQJSWlqJfv35R7S8hMtA0DYZhRNusVmuMekOIBWQsIABkLIh3yDhA4CBjQXxDxoLwQjzohKA4evQorrjiCpSUlCApKQnFxcUAgLKyMtF+Q4YM4V/n5OQAAKqrq6PWT0JkycjIQEVFBf93c3MzTpw4EcMeEaINGQsIABkL4h0yDhA4yFgQ35CxILwQDzohKObOnYuioiK89dZbyM3NhcPhwKBBg2CxWET7qVQq/jVFUQDgIXMhdF2mTZuG999/H3PnzkVycjIeeeQRKBSKWHeLEEXIWEAAyFgQ75BxgMBBxoL4howF4YUY6ISAqaurw+HDh/HWW29h8uTJAID169fHuFeEaOFwOKBUskPGgw8+iBMnTuDCCy+E0WjEk08+SVbK4wgyFsQ3ZCwgAGQcIJCxgMBCxoLwQwx0QsCkpKQgLS0Nb775JnJyclBWVoYHHngg1t0iRInq6mr06tULAJCUlIRPPvlE9P7ixYtFf7vHohG6D2QsiG/IWEAAyDhAIGMBgYWMBeGHxKAT/MKtkNI0jU8++QQ7duzAoEGDcM899+DZZ5+NdfcIEaahoQHLly/Hb7/9hhkzZsS6O4QYQsaC+IaMBQSAjAMEMhYQWMhYEDmIB53gF+EK6YwZM3DgwAHR+8IV0eLiYo8V0uTkZLJq2oW54YYbsG3bNtx33324+OKLY90dQgwhY0F8Q8YCAkDGAQIZCwgsZCyIHMRAJ3iloaEBGzZswG+//YZbb7011t0hxIivv/461l0gxBgyFhAAMhbEO2QcIHCQsSC+IWNB5CEGOsErZIWUQCAAZCwgEAhkHCAQCCxkLIg8FEO0BQQCgUAgEAgEAoFAIMQckiSOQCAQCAQCgUAgEAgEGUAMdAKBQCAQCAQCgUAgEGQAMdAJAICnnnoKo0ePRmJiIjIzMzFv3jwcPnxYtI/JZMKSJUuQlpaGhIQELFy4EFVVVfz7e/bswRVXXIGCggLodDr0798fL730kqiNiooKXHnllejTpw9omsbdd98djY9HIBACIFrjwFdffYWZM2ciIyMDSUlJGD9+PFasWBGVz0ggEPwTrbFg/fr1mDhxItLS0qDT6dCvXz+88MILUfmMBALBP9EaC4Rs2LABSqUSw4YNi9THkj3EQCcAANasWYMlS5Zg8+bNWLlyJaxWK2bNmoW2tjZ+n3vuuQffffcdPv/8c6xZswZnz57FggUL+Pd37NiBzMxMfPjhh9i/fz8eeughPPjgg3jllVf4fcxmMzIyMrB06VIMHTo0qp+RQCD4JlrjwNq1azFz5kz88MMP2LFjB6ZOnYq5c+di165dUf28BAJBmmiNBQaDAXfccQfWrl2LgwcPYunSpVi6dCnefPPNqH5eAoEgTbTGAo7GxkZce+21mD59elQ+n2xhCAQJqqurGQDMmjVrGIZhmMbGRkalUjGff/45v8/BgwcZAMymTZu8tnP77bczU6dOlXxvypQpzB//+Mew9ptAIISPaIwDHAMGDGAef/zx8HScQCCElWiOBfPnz2euvvrq8HScQCCElUiPBYsWLWKWLl3KPProo8zQoUPD3v+uAvGgEyRpamoCAKSmpgJgV7+sVitmzJjB79OvXz8UFhZi06ZNPtvh2iAQCF2LaI0DDocDLS0tZKwgEGRKtMaCXbt2YePGjZgyZUqYek4gEMJJJMeC9957D8ePH8ejjz4agZ53LUgddIIHDocDd999NyZOnIhBgwYBACorK6FWq5GcnCzaNysrC5WVlZLtbNy4EZ9++im+//77SHeZQCCEmWiOA8899xxaW1tx2WWXha3/BAIhPERjLMjPz0dNTQ1sNhsee+wx3HTTTWH/HAQCoXNEciw4evQoHnjgAaxbtw5KJTFPyRUgeLBkyRLs27cP69evD7mNffv24eKLL8ajjz6KWbNmhbF3BAIhGkRrHFi2bBkef/xxfPvtt8jMzAz5XAQCITJEYyxYt24dWltbsXnzZjzwwAPo1asXrrjiis50m0AghJlIjQV2ux1XXnklHn/8cfTp0ydc3e3SEAOdIOKOO+7A8uXLsXbtWuTn5/Pbs7OzYbFY0NjYKFolq6qqQnZ2tqiNAwcOYPr06bjllluwdOnSaHWdQCCEiWiNA5988gluuukmfP755yJ5HIFAkAfRGgt69OgBABg8eDCqqqrw2GOPEQOdQJARkRwLWlpasH37duzatQt33HEHANZbzzAMlEolfv75Z0ybNi2yH1BmkBh0AgCAYRjccccd+Prrr/HLL7/wP5YcI0eOhEqlwurVq/lthw8fRllZGcaPH89v279/P6ZOnYrFixfjb3/7W9T6TyAQOk80x4GPP/4Y119/PT7++GPMmTMnMh+IQCCERCznBA6HA2azOTwfhEAgdIpojAVJSUnYu3cvdu/ezf+79dZb0bdvX+zevRtjx46N7IeUIcSDTgDAylaWLVuGb7/9FomJiXzciNFohE6ng9FoxI033oh7770XqampSEpKwp133onx48dj3LhxAFjZyrRp0zB79mzce++9fBsKhQIZGRn8uXbv3g0AaG1tRU1NDXbv3g21Wo0BAwZE90MTCAQR0RoHli1bhsWLF+Oll17C2LFj+X24cxAIhNgSrbHg1VdfRWFhIfr16weALcH43HPP4a677orBpyYQCO5EYyygaZqPaefIzMyEVqv12B43xDSHPEE2AJD899577/H7dHR0MLfffjuTkpLC6PV6Zv78+UxFRQX//qOPPirZRlFRkd9zue9DIBCiT7TGgSlTpkjus3jx4uh9WAKB4JVojQX/+te/mIEDBzJ6vZ5JSkpihg8fzrz22muM3W6P4qclEAjeiKZ9ICTey6xRDMMw4TT4CQQCgUAgEAgEAoFAIAQPiUEnEAgEAoFAIBAIBAJBBhADnUAgEAgEAoFAIBAIBBlADHQCgUAgEAgEAoFAIBBkADHQCQQCgUAgEAgEAoFAkAHEQCcQCAQCgUAgEAgEAkEGEAOdQCAQCAQCgUAgEAgEGUAMdAKBQCAQCAQCgUAgEGQAMdAJBAKBQCAQCAQCgUCQAcRAJxAIBAKBQCAQCAQCQQYQA51AIBAIBAKBQCAQCAQZQAx0AoFAIBAIBAKBQCAQZAAx0AkEAoFAIBAIBAKBQJABxEAnEAgEAoFAIBAIBAJBBhADnUAgEAgEAoFAIBAIBBlADHQCgUAgEAgEAoFAIBBkADHQCQQCgUAgEAgEAoFAkAHEQCcQCAQCgUAgEAgEAkEG/D/kx8WBlq5MHQAAAABJRU5ErkJggg==' width=1000.0/>\n",
        "            </div>\n",
        "        "
       ],
@@ -639,13 +639,13 @@
       "Start money: $1000\n",
       "Min buy amount: $10\n",
       "Max buy amount: $100\n",
-      "End money: $32920.77\n",
-      "Pct earned: 3192.077%\n",
-      "Total orders: 2371\n",
-      "Avg pct earned per order: 1.346%\n",
-      "Total volume: $419884.86\n",
-      "Total days: 1824.0\n",
-      "Avg 30 day volume: $6906.00\n"
+      "End money: $37803.46\n",
+      "Pct earned: 3680.346%\n",
+      "Total orders: 2549\n",
+      "Avg pct earned per order: 1.444%\n",
+      "Total volume: $428888.42\n",
+      "Total days: 1826.0\n",
+      "Avg 30 day volume: $7046.36\n"
      ]
     },
     {
@@ -690,54 +690,54 @@
        "  </thead>\n",
        "  <tbody>\n",
        "    <tr>\n",
-       "      <th>2019-02-18 00:00:00+00:00</th>\n",
+       "      <th>2019-04-01 00:00:00+00:00</th>\n",
        "      <td>BTC-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>0.02553812431704534</td>\n",
-       "      <td>3915.71435546875</td>\n",
+       "      <td>0.024048965007933926</td>\n",
+       "      <td>4158.18310546875</td>\n",
        "      <td>900.0</td>\n",
        "      <td>1000.0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-18 00:00:00+00:00</th>\n",
-       "      <td>XRP-USD</td>\n",
+       "      <th>2019-04-01 00:00:00+00:00</th>\n",
+       "      <td>ETH-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>310.9762047044902</td>\n",
-       "      <td>0.32156801223754883</td>\n",
+       "      <td>0.705067847288088</td>\n",
+       "      <td>141.830322265625</td>\n",
        "      <td>800.0</td>\n",
        "      <td>1000.0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-18 00:00:00+00:00</th>\n",
-       "      <td>ETH-USD</td>\n",
+       "      <th>2019-04-01 00:00:00+00:00</th>\n",
+       "      <td>XRP-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>0.684470317251616</td>\n",
-       "      <td>146.09837341308594</td>\n",
+       "      <td>319.7472700715682</td>\n",
+       "      <td>0.3127470016479492</td>\n",
        "      <td>700.0</td>\n",
        "      <td>1000.0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-19 00:00:00+00:00</th>\n",
-       "      <td>BTC-USD</td>\n",
+       "      <th>2019-04-02 00:00:00+00:00</th>\n",
+       "      <td>ETH-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>0.025335091532605415</td>\n",
-       "      <td>3947.094482421875</td>\n",
+       "      <td>0.6098983592695552</td>\n",
+       "      <td>163.9617462158203</td>\n",
        "      <td>600.0</td>\n",
-       "      <td>1000.9706840221465</td>\n",
+       "      <td>1045.3510119014427</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2019-02-19 00:00:00+00:00</th>\n",
+       "      <th>2019-04-02 00:00:00+00:00</th>\n",
        "      <td>XRP-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>308.86314622687667</td>\n",
-       "      <td>0.3237679898738861</td>\n",
+       "      <td>284.4958377948626</td>\n",
+       "      <td>0.3514989912509918</td>\n",
        "      <td>500.0</td>\n",
-       "      <td>1000.9706840221465</td>\n",
+       "      <td>1045.3510119014427</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>...</th>\n",
@@ -750,104 +750,104 @@
        "      <td>...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>BTC-USD</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>XRP-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>0.0023260006163901632</td>\n",
-       "      <td>42992.25</td>\n",
-       "      <td>30817.29909802042</td>\n",
-       "      <td>32920.770891829365</td>\n",
+       "      <td>158.54141882584472</td>\n",
+       "      <td>0.6307500004768372</td>\n",
+       "      <td>1383.0796788696898</td>\n",
+       "      <td>37803.45602294984</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>XRP-USD</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>ETH-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>192.70086943417863</td>\n",
-       "      <td>0.5189390182495117</td>\n",
-       "      <td>30717.29909802042</td>\n",
-       "      <td>32920.770891829365</td>\n",
+       "      <td>0.028475375821430473</td>\n",
+       "      <td>3511.80615234375</td>\n",
+       "      <td>1283.0796788696898</td>\n",
+       "      <td>37803.45602294984</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
-       "      <td>ETH-USD</td>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
+       "      <td>BTC-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>0.04355327987777861</td>\n",
-       "      <td>2296.038330078125</td>\n",
-       "      <td>30617.29909802042</td>\n",
-       "      <td>32920.770891829365</td>\n",
+       "      <td>0.0014307619634614693</td>\n",
+       "      <td>69892.828125</td>\n",
+       "      <td>1183.0796788696898</td>\n",
+       "      <td>37803.45602294984</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
        "      <td>SOL-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>1.0216593624372288</td>\n",
-       "      <td>97.8799819946289</td>\n",
-       "      <td>30517.29909802042</td>\n",
-       "      <td>32920.770891829365</td>\n",
+       "      <td>0.5202157098063789</td>\n",
+       "      <td>192.2279510498047</td>\n",
+       "      <td>1083.0796788696898</td>\n",
+       "      <td>37803.45602294984</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2024-02-03 00:00:00+00:00</th>\n",
+       "      <th>2024-03-29 00:00:00+00:00</th>\n",
        "      <td>DOT-USD</td>\n",
        "      <td>buy</td>\n",
        "      <td>100.0</td>\n",
-       "      <td>14.638094971526188</td>\n",
-       "      <td>6.8314900398254395</td>\n",
-       "      <td>30417.29909802042</td>\n",
-       "      <td>32920.770891829365</td>\n",
+       "      <td>10.420753257031983</td>\n",
+       "      <td>9.596235275268555</td>\n",
+       "      <td>983.0796788696898</td>\n",
+       "      <td>37803.45602294984</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
-       "<p>2371 rows × 7 columns</p>\n",
+       "<p>2549 rows × 7 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
        "                          product_id side amount               products  \\\n",
        "timestamp                                                                 \n",
-       "2019-02-18 00:00:00+00:00    BTC-USD  buy  100.0    0.02553812431704534   \n",
-       "2019-02-18 00:00:00+00:00    XRP-USD  buy  100.0      310.9762047044902   \n",
-       "2019-02-18 00:00:00+00:00    ETH-USD  buy  100.0      0.684470317251616   \n",
-       "2019-02-19 00:00:00+00:00    BTC-USD  buy  100.0   0.025335091532605415   \n",
-       "2019-02-19 00:00:00+00:00    XRP-USD  buy  100.0     308.86314622687667   \n",
+       "2019-04-01 00:00:00+00:00    BTC-USD  buy  100.0   0.024048965007933926   \n",
+       "2019-04-01 00:00:00+00:00    ETH-USD  buy  100.0      0.705067847288088   \n",
+       "2019-04-01 00:00:00+00:00    XRP-USD  buy  100.0      319.7472700715682   \n",
+       "2019-04-02 00:00:00+00:00    ETH-USD  buy  100.0     0.6098983592695552   \n",
+       "2019-04-02 00:00:00+00:00    XRP-USD  buy  100.0      284.4958377948626   \n",
        "...                              ...  ...    ...                    ...   \n",
-       "2024-02-03 00:00:00+00:00    BTC-USD  buy  100.0  0.0023260006163901632   \n",
-       "2024-02-03 00:00:00+00:00    XRP-USD  buy  100.0     192.70086943417863   \n",
-       "2024-02-03 00:00:00+00:00    ETH-USD  buy  100.0    0.04355327987777861   \n",
-       "2024-02-03 00:00:00+00:00    SOL-USD  buy  100.0     1.0216593624372288   \n",
-       "2024-02-03 00:00:00+00:00    DOT-USD  buy  100.0     14.638094971526188   \n",
+       "2024-03-29 00:00:00+00:00    XRP-USD  buy  100.0     158.54141882584472   \n",
+       "2024-03-29 00:00:00+00:00    ETH-USD  buy  100.0   0.028475375821430473   \n",
+       "2024-03-29 00:00:00+00:00    BTC-USD  buy  100.0  0.0014307619634614693   \n",
+       "2024-03-29 00:00:00+00:00    SOL-USD  buy  100.0     0.5202157098063789   \n",
+       "2024-03-29 00:00:00+00:00    DOT-USD  buy  100.0     10.420753257031983   \n",
        "\n",
-       "                                         value              money  \\\n",
+       "                                        value               money  \\\n",
        "timestamp                                                           \n",
-       "2019-02-18 00:00:00+00:00     3915.71435546875              900.0   \n",
-       "2019-02-18 00:00:00+00:00  0.32156801223754883              800.0   \n",
-       "2019-02-18 00:00:00+00:00   146.09837341308594              700.0   \n",
-       "2019-02-19 00:00:00+00:00    3947.094482421875              600.0   \n",
-       "2019-02-19 00:00:00+00:00   0.3237679898738861              500.0   \n",
-       "...                                        ...                ...   \n",
-       "2024-02-03 00:00:00+00:00             42992.25  30817.29909802042   \n",
-       "2024-02-03 00:00:00+00:00   0.5189390182495117  30717.29909802042   \n",
-       "2024-02-03 00:00:00+00:00    2296.038330078125  30617.29909802042   \n",
-       "2024-02-03 00:00:00+00:00     97.8799819946289  30517.29909802042   \n",
-       "2024-02-03 00:00:00+00:00   6.8314900398254395  30417.29909802042   \n",
+       "2019-04-01 00:00:00+00:00    4158.18310546875               900.0   \n",
+       "2019-04-01 00:00:00+00:00    141.830322265625               800.0   \n",
+       "2019-04-01 00:00:00+00:00  0.3127470016479492               700.0   \n",
+       "2019-04-02 00:00:00+00:00   163.9617462158203               600.0   \n",
+       "2019-04-02 00:00:00+00:00  0.3514989912509918               500.0   \n",
+       "...                                       ...                 ...   \n",
+       "2024-03-29 00:00:00+00:00  0.6307500004768372  1383.0796788696898   \n",
+       "2024-03-29 00:00:00+00:00    3511.80615234375  1283.0796788696898   \n",
+       "2024-03-29 00:00:00+00:00        69892.828125  1183.0796788696898   \n",
+       "2024-03-29 00:00:00+00:00   192.2279510498047  1083.0796788696898   \n",
+       "2024-03-29 00:00:00+00:00   9.596235275268555   983.0796788696898   \n",
        "\n",
        "                                total_balance  \n",
        "timestamp                                      \n",
-       "2019-02-18 00:00:00+00:00              1000.0  \n",
-       "2019-02-18 00:00:00+00:00              1000.0  \n",
-       "2019-02-18 00:00:00+00:00              1000.0  \n",
-       "2019-02-19 00:00:00+00:00  1000.9706840221465  \n",
-       "2019-02-19 00:00:00+00:00  1000.9706840221465  \n",
+       "2019-04-01 00:00:00+00:00              1000.0  \n",
+       "2019-04-01 00:00:00+00:00              1000.0  \n",
+       "2019-04-01 00:00:00+00:00              1000.0  \n",
+       "2019-04-02 00:00:00+00:00  1045.3510119014427  \n",
+       "2019-04-02 00:00:00+00:00  1045.3510119014427  \n",
        "...                                       ...  \n",
-       "2024-02-03 00:00:00+00:00  32920.770891829365  \n",
-       "2024-02-03 00:00:00+00:00  32920.770891829365  \n",
-       "2024-02-03 00:00:00+00:00  32920.770891829365  \n",
-       "2024-02-03 00:00:00+00:00  32920.770891829365  \n",
-       "2024-02-03 00:00:00+00:00  32920.770891829365  \n",
+       "2024-03-29 00:00:00+00:00   37803.45602294984  \n",
+       "2024-03-29 00:00:00+00:00   37803.45602294984  \n",
+       "2024-03-29 00:00:00+00:00   37803.45602294984  \n",
+       "2024-03-29 00:00:00+00:00   37803.45602294984  \n",
+       "2024-03-29 00:00:00+00:00   37803.45602294984  \n",
        "\n",
-       "[2371 rows x 7 columns]"
+       "[2549 rows x 7 columns]"
       ]
      },
      "metadata": {},
@@ -884,31 +884,31 @@
        "      <th>0</th>\n",
        "      <td>BTC-USD</td>\n",
        "      <td>buy</td>\n",
-       "      <td>490</td>\n",
+       "      <td>516</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>1</th>\n",
        "      <td>BTC-USD</td>\n",
        "      <td>sell</td>\n",
-       "      <td>59</td>\n",
+       "      <td>56</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2</th>\n",
        "      <td>ETH-USD</td>\n",
        "      <td>buy</td>\n",
-       "      <td>481</td>\n",
+       "      <td>516</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>3</th>\n",
        "      <td>ETH-USD</td>\n",
        "      <td>sell</td>\n",
-       "      <td>59</td>\n",
+       "      <td>55</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>4</th>\n",
        "      <td>SOL-USD</td>\n",
        "      <td>buy</td>\n",
-       "      <td>381</td>\n",
+       "      <td>421</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>5</th>\n",
@@ -920,25 +920,25 @@
        "      <th>6</th>\n",
        "      <td>XRP-USD</td>\n",
        "      <td>buy</td>\n",
-       "      <td>434</td>\n",
+       "      <td>466</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>7</th>\n",
        "      <td>XRP-USD</td>\n",
        "      <td>sell</td>\n",
-       "      <td>72</td>\n",
+       "      <td>71</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>8</th>\n",
        "      <td>DOT-USD</td>\n",
        "      <td>buy</td>\n",
-       "      <td>328</td>\n",
+       "      <td>377</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>9</th>\n",
        "      <td>DOT-USD</td>\n",
        "      <td>sell</td>\n",
-       "      <td>33</td>\n",
+       "      <td>37</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
@@ -946,16 +946,16 @@
       ],
       "text/plain": [
        "  product_id  side  total_orders\n",
-       "0    BTC-USD   buy           490\n",
-       "1    BTC-USD  sell            59\n",
-       "2    ETH-USD   buy           481\n",
-       "3    ETH-USD  sell            59\n",
-       "4    SOL-USD   buy           381\n",
+       "0    BTC-USD   buy           516\n",
+       "1    BTC-USD  sell            56\n",
+       "2    ETH-USD   buy           516\n",
+       "3    ETH-USD  sell            55\n",
+       "4    SOL-USD   buy           421\n",
        "5    SOL-USD  sell            34\n",
-       "6    XRP-USD   buy           434\n",
-       "7    XRP-USD  sell            72\n",
-       "8    DOT-USD   buy           328\n",
-       "9    DOT-USD  sell            33"
+       "6    XRP-USD   buy           466\n",
+       "7    XRP-USD  sell            71\n",
+       "8    DOT-USD   buy           377\n",
+       "9    DOT-USD  sell            37"
       ]
      },
      "metadata": {},
@@ -974,18 +974,18 @@
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "dbf1e67d57eb4ac180ea819a29c05520",
+       "model_id": "e9add8bdc8b14028a38feba3ccb600a6",
        "version_major": 2,
        "version_minor": 0
       },
-      "image/png": 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",
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",
       "text/html": [
        "\n",
        "            <div style=\"display: inline-block;\">\n",
        "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
        "                    Figure\n",
        "                </div>\n",
-       "                <img 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' 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+       "                <img 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' width=1000.0/>\n",
        "            </div>\n",
        "        "
       ],
diff --git a/notebooks/options-chain-test.ipynb b/notebooks/options-chain-test.ipynb
index 14ceccb..c3a96dc 100644
--- a/notebooks/options-chain-test.ipynb
+++ b/notebooks/options-chain-test.ipynb
@@ -32,10 +32,12 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2024-01-29 22:05:29 WARNING No DBUtils defined in the runtime\n",
-      "2024-01-29 22:05:29 INFO Initializing task for local environment\n",
-      "2024-01-29 22:05:29 INFO Preparing to trade QQQ\n",
-      "2024-01-29 22:05:29 INFO Logging in to Schwab\n"
+      "2024-05-11 23:32:06 WARNING No DBUtils defined in the runtime\n",
+      "2024-05-11 23:32:06 INFO Initializing task for local environment\n",
+      "2024-05-11 23:32:06 INFO Logging in to Schwab\n",
+      "2024-05-11 23:32:43 INFO Net worth: 1130.48\n",
+      "2024-05-11 23:32:44 INFO Available cash to buy stocks: 1130.48\n",
+      "2024-05-11 23:32:45 INFO Available cash to buy options: 1130.48\n"
      ]
     }
    ],
@@ -55,199 +57,49 @@
     {
      "data": {
       "text/plain": [
-       "{'UnderlyingData': {'Ask': '428.69',\n",
-       "  'AskSize': '6',\n",
-       "  'Bid': '428.65',\n",
-       "  'BidSize': '6',\n",
-       "  'Close': '423.81',\n",
-       "  'CumulativeVolume': '38694724',\n",
+       "{'UnderlyingData': {'Ask': '441.25',\n",
+       "  'AskSize': '1',\n",
+       "  'Bid': '441.22',\n",
+       "  'BidSize': '1',\n",
+       "  'Close': '441.02',\n",
+       "  'CumulativeVolume': '27116566',\n",
        "  'Description': 'INVSC QQQ TRUST SRS 1',\n",
        "  'ErrorCode': 0,\n",
        "  'InstrumentType': 'ETF',\n",
-       "  'Last': '428.15',\n",
-       "  'NetChange': '4.34',\n",
-       "  'PercentChange': '1.02',\n",
-       "  'Open': '424.27',\n",
-       "  'DailyHigh': '428.35',\n",
-       "  'DailyLow': '423.61',\n",
-       "  'High52W': '429.85',\n",
-       "  'Low52W': '285.19',\n",
+       "  'Last': '442.06',\n",
+       "  'NetChange': '1.04',\n",
+       "  'PercentChange': '0.24',\n",
+       "  'Open': '442.54',\n",
+       "  'DailyHigh': '444.31',\n",
+       "  'DailyLow': '440.499',\n",
+       "  'High52W': '449.34',\n",
+       "  'Low52W': '322.94',\n",
        "  'Symbol': 'QQQ',\n",
-       "  'DividendYield': 0.5,\n",
+       "  'DividendYield': 0.52,\n",
        "  'ExchangeName': 'NASDAQ',\n",
        "  'IsDelayed': False},\n",
        " 'Expirations': [{'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
-       "    'MonthAndDay': 'Jan 29',\n",
+       "    'MonthAndDay': 'May 13',\n",
        "    'Year': '2024',\n",
        "    'Day': 'Mon',\n",
        "    'SettlementType': '',\n",
-       "    'DaysUntil': 0},\n",
+       "    'DaysUntil': 2},\n",
        "   'AdjustedLabel': {},\n",
        "   'AdjustedGroup': '',\n",
-       "   'Chains': [{'SymbolGroup': 'QQQ20240129353',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00353000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '353',\n",
-       "       'Chg': '0.55',\n",
-       "       'ChgPct': '0.76',\n",
-       "       'Bid': '73.73',\n",
-       "       'Ask': '76.06',\n",
-       "       'Lst': '72.22',\n",
-       "       'Vol': '18',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00353000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '353',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-100',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '5',\n",
-       "       'OI': '6',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129354',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00354000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '354',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '72.73',\n",
-       "       'Ask': '75.06',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00354000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '354',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '320',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129355',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00355000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '355',\n",
-       "       'Chg': '1.05',\n",
-       "       'ChgPct': '1.5',\n",
-       "       'Bid': '71.73',\n",
-       "       'Ask': '74.06',\n",
-       "       'Lst': '70.2',\n",
-       "       'Vol': '14',\n",
-       "       'OI': '14',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00355000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '355',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '68',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129356',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00356000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '356',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '70.73',\n",
-       "       'Ask': '73.06',\n",
-       "       'Lst': '70.03',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00356000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '356',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '39',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129357',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00357000',\n",
+       "   'Chains': [{'SymbolGroup': 'QQQ20240513359',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00359000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '357',\n",
+       "       'Strk': '359',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '69.73',\n",
-       "       'Ask': '72.06',\n",
+       "       'Bid': '82.77',\n",
+       "       'Ask': '83.16',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00357000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '357',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129358',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00358000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '358',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '68.73',\n",
-       "       'Ask': '71.06',\n",
-       "       'Lst': '69.43',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '9',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00358000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '358',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '20',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129359',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00359000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '359',\n",
-       "       'Chg': '0.35',\n",
-       "       'ChgPct': '0.54',\n",
-       "       'Bid': '67.73',\n",
-       "       'Ask': '70.06',\n",
-       "       'Lst': '65.38',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00359000',\n",
+       "      {'Sym': 'QQQ   240513P00359000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '359',\n",
        "       'Chg': '0',\n",
@@ -255,74 +107,74 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '72',\n",
+       "       'Vol': '26',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129360',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00360000',\n",
+       "       'AskSize': '532'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513360',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00360000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '360',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '66.73',\n",
-       "       'Ask': '69.06',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
+       "       'Bid': '81.77',\n",
+       "       'Ask': '82.17',\n",
+       "       'Lst': '81.9',\n",
+       "       'Vol': '4',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00360000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00360000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '360',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '77',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129361',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00361000',\n",
+       "       'AskSize': '528'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513361',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00361000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '361',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '65.73',\n",
-       "       'Ask': '68.06',\n",
+       "       'Bid': '80.77',\n",
+       "       'Ask': '81.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
-       "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00361000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00361000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '361',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129362',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00362000',\n",
+       "       'AskSize': '524'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513362',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00362000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '362',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '64.73',\n",
-       "       'Ask': '67.06',\n",
+       "       'Bid': '79.77',\n",
+       "       'Ask': '80.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00362000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00362000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '362',\n",
        "       'Chg': '0',\n",
@@ -333,46 +185,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129363',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00363000',\n",
+       "       'AskSize': '521'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513363',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00363000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '363',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.73',\n",
-       "       'Ask': '66.07',\n",
+       "       'Bid': '78.77',\n",
+       "       'Ask': '79.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
        "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00363000',\n",
+       "      {'Sym': 'QQQ   240513P00363000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '363',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '2',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129364',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00364000',\n",
+       "       'AskSize': '517'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513364',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00364000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '364',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.73',\n",
-       "       'Ask': '65.07',\n",
+       "       'Bid': '77.77',\n",
+       "       'Ask': '78.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00364000',\n",
+       "      {'Sym': 'QQQ   240513P00364000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '364',\n",
        "       'Chg': '0',\n",
@@ -383,46 +235,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129365',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00365000',\n",
+       "       'AskSize': '510'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513365',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00365000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '365',\n",
-       "       'Chg': '-1.48',\n",
-       "       'ChgPct': '-2.5',\n",
-       "       'Bid': '61.73',\n",
-       "       'Ask': '64.07',\n",
-       "       'Lst': '59.2',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00365000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '76.77',\n",
+       "       'Ask': '77.17',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00365000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '365',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129366',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00366000',\n",
+       "       'AskSize': '506'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513366',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00366000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '366',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.73',\n",
-       "       'Ask': '63.07',\n",
+       "       'Bid': '75.77',\n",
+       "       'Ask': '76.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
-       "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00366000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00366000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '366',\n",
        "       'Chg': '0',\n",
@@ -433,96 +285,96 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129367',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00367000',\n",
+       "       'AskSize': '502'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513367',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00367000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '367',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.73',\n",
-       "       'Ask': '62.07',\n",
+       "       'Bid': '74.77',\n",
+       "       'Ask': '75.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00367000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00367000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '367',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '12',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129368',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00368000',\n",
+       "       'AskSize': '498'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513368',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00368000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '368',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.73',\n",
-       "       'Ask': '61.07',\n",
+       "       'Bid': '73.77',\n",
+       "       'Ask': '74.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00368000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00368000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '368',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '66',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129369',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00369000',\n",
+       "       'AskSize': '494'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513369',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00369000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '369',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.73',\n",
-       "       'Ask': '60.07',\n",
+       "       'Bid': '72.77',\n",
+       "       'Ask': '73.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00369000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00369000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '369',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '40',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129370',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00370000',\n",
+       "       'AskSize': '490'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513370',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00370000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '370',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.73',\n",
-       "       'Ask': '59.07',\n",
-       "       'Lst': '57.94',\n",
+       "       'Bid': '71.77',\n",
+       "       'Ask': '72.16',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00370000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '2'},\n",
+       "      {'Sym': 'QQQ   240513P00370000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '370',\n",
        "       'Chg': '0',\n",
@@ -531,298 +383,298 @@
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '250',\n",
+       "       'OI': '30',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129371',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00371000',\n",
+       "       'AskSize': '486'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513371',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00371000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '371',\n",
-       "       'Chg': '-4.08',\n",
-       "       'ChgPct': '-7.72',\n",
-       "       'Bid': '55.73',\n",
-       "       'Ask': '58.07',\n",
-       "       'Lst': '52.88',\n",
-       "       'Vol': '14',\n",
-       "       'OI': '14',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00371000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '70.77',\n",
+       "       'Ask': '71.16',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '2'},\n",
+       "      {'Sym': 'QQQ   240513P00371000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '371',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '60',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240129372',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00372000',\n",
+       "       'AskSize': '481'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513372',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00372000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '372',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.73',\n",
-       "       'Ask': '57.07',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '69.77',\n",
+       "       'Ask': '70.16',\n",
+       "       'Lst': '52.85',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'OI': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00372000',\n",
+       "      {'Sym': 'QQQ   240513P00372000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '372',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '553',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129373',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00373000',\n",
+       "       'AskSize': '477'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513373',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00373000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '373',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.73',\n",
-       "       'Ask': '56.07',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
+       "       'Bid': '68.77',\n",
+       "       'Ask': '69.17',\n",
+       "       'Lst': '70.15',\n",
+       "       'Vol': '2',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00373000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00373000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '373',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '709',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129374',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00374000',\n",
+       "       'AskSize': '473'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513374',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00374000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '374',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '52.73',\n",
-       "       'Ask': '55.07',\n",
+       "       'Bid': '67.77',\n",
+       "       'Ask': '68.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00374000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00374000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '374',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1486',\n",
+       "       'OI': '20',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129375',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00375000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513375',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00375000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '375',\n",
-       "       'Chg': '3.6',\n",
-       "       'ChgPct': '6.85',\n",
-       "       'Bid': '51.73',\n",
-       "       'Ask': '54.07',\n",
-       "       'Lst': '52.59',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00375000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '66.77',\n",
+       "       'Ask': '67.17',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00375000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '375',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '691',\n",
+       "       'OI': '40',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129376',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00376000',\n",
+       "       'AskSize': '1238'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513376',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00376000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '376',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '50.73',\n",
-       "       'Ask': '53.07',\n",
+       "       'Bid': '65.77',\n",
+       "       'Ask': '66.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '3',\n",
-       "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00376000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00376000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '376',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '412',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129377',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00377000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513377',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00377000',\n",
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        "       'Strk': '377',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.73',\n",
-       "       'Ask': '52.07',\n",
+       "       'Bid': '64.77',\n",
+       "       'Ask': '65.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00377000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00377000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '377',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1608',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '470'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129378',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00378000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513378',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00378000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '378',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '48.73',\n",
-       "       'Ask': '51.07',\n",
+       "       'Bid': '63.77',\n",
+       "       'Ask': '64.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00378000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00378000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '378',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '7899',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '459'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129379',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00379000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513379',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00379000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '379',\n",
-       "       'Chg': '3.65',\n",
-       "       'ChgPct': '7.55',\n",
-       "       'Bid': '47.73',\n",
-       "       'Ask': '50.07',\n",
-       "       'Lst': '48.37',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00379000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '62.76',\n",
+       "       'Ask': '63.18',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00379000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '379',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1530',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '460'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129380',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00380000',\n",
+       "       'AskSize': '550'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513380',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00380000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '380',\n",
-       "       'Chg': '1.11',\n",
-       "       'ChgPct': '2.46',\n",
-       "       'Bid': '46.73',\n",
-       "       'Ask': '49.07',\n",
-       "       'Lst': '45.16',\n",
-       "       'Vol': '4',\n",
-       "       'OI': '4',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '61.76',\n",
+       "       'Ask': '62.19',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00380000',\n",
+       "       'AskSize': '10'},\n",
+       "      {'Sym': 'QQQ   240513P00380000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '380',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '200',\n",
-       "       'OI': '1053',\n",
+       "       'Lst': '0.14',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '6',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129381',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00381000',\n",
+       "       'AskSize': '602'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513381',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00381000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '381',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '45.73',\n",
-       "       'Ask': '48.07',\n",
+       "       'Bid': '60.76',\n",
+       "       'Ask': '61.19',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00381000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00381000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '381',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '155',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129382',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00382000',\n",
+       "       'AskSize': '934'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513382',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00382000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '382',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '44.73',\n",
-       "       'Ask': '47.07',\n",
+       "       'Bid': '59.74',\n",
+       "       'Ask': '60.2',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00382000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00382000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '382',\n",
        "       'Chg': '0',\n",
@@ -831,23 +683,23 @@
        "       'Ask': '0.01',\n",
        "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '14',\n",
+       "       'OI': '51',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129383',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00383000',\n",
+       "       'AskSize': '514'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513383',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00383000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '383',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '43.73',\n",
-       "       'Ask': '46.07',\n",
-       "       'Lst': '40.83',\n",
+       "       'Bid': '58.75',\n",
+       "       'Ask': '59.2',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '8',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00383000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00383000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '383',\n",
        "       'Chg': '0',\n",
@@ -858,196 +710,196 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240129384',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00384000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513384',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00384000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '384',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '42.73',\n",
-       "       'Ask': '45.07',\n",
+       "       'Bid': '57.75',\n",
+       "       'Ask': '58.2',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00384000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00384000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '384',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.04',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240129385',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00385000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513385',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00385000',\n",
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-       "       'Chg': '-3.22',\n",
-       "       'ChgPct': '-8.1',\n",
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-       "       'Ask': '44.07',\n",
-       "       'Lst': '39.75',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00385000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '56.75',\n",
+       "       'Ask': '57.2',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '2',\n",
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+       "      {'Sym': 'QQQ   240513P00385000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '385',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-100',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '3',\n",
-       "       'OI': '7',\n",
+       "       'Lst': '0.02',\n",
+       "       'Vol': '0',\n",
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        "       'BidSize': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240129386',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00386000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513386',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00386000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '40.73',\n",
-       "       'Ask': '43.11',\n",
-       "       'Lst': '42',\n",
+       "       'Bid': '55.74',\n",
+       "       'Ask': '56.2',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00386000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00386000',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '24',\n",
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-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129387',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00387000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513387',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00387000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '387',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '39.73',\n",
-       "       'Ask': '42.11',\n",
+       "       'Bid': '54.74',\n",
+       "       'Ask': '55.2',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00387000',\n",
+       "       'BidSize': '3',\n",
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        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '44',\n",
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-       "    {'SymbolGroup': 'QQQ20240129388',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00388000',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240513C00388000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '38.73',\n",
-       "       'Ask': '41.07',\n",
-       "       'Lst': '38.02',\n",
+       "       'Bid': '53.74',\n",
+       "       'Ask': '54.2',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00388000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
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+       "      {'Sym': 'QQQ   240513P00388000',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '121',\n",
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-       "    {'SymbolGroup': 'QQQ20240129389',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00389000',\n",
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+       "    {'SymbolGroup': 'QQQ20240513389',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00389000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '37.73',\n",
-       "       'Ask': '40.07',\n",
-       "       'Lst': '35.82',\n",
-       "       'Vol': '13',\n",
+       "       'Bid': '52.74',\n",
+       "       'Ask': '53.2',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '3',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00389000',\n",
+       "      {'Sym': 'QQQ   240513P00389000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '389',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '492',\n",
+       "       'OI': '80',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129390',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00390000',\n",
+       "       'AskSize': '515'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513390',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00390000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '390',\n",
-       "       'Chg': '3.39',\n",
-       "       'ChgPct': '8.9',\n",
-       "       'Bid': '36.73',\n",
-       "       'Ask': '39.07',\n",
-       "       'Lst': '38.09',\n",
-       "       'Vol': '51',\n",
-       "       'OI': '70',\n",
-       "       'BidSize': '1',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '51.74',\n",
+       "       'Ask': '52.2',\n",
+       "       'Lst': '49.19',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00390000',\n",
+       "      {'Sym': 'QQQ   240513P00390000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '390',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '20',\n",
-       "       'OI': '2299',\n",
+       "       'Lst': '0.03',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '106',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1760'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129391',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00391000',\n",
+       "       'AskSize': '429'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513391',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00391000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '391',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '35.73',\n",
-       "       'Ask': '38.07',\n",
-       "       'Lst': '34.83',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'Chg': '1.35',\n",
+       "       'ChgPct': '2.65',\n",
+       "       'Bid': '50.74',\n",
+       "       'Ask': '51.2',\n",
+       "       'Lst': '50.89',\n",
+       "       'Vol': '2',\n",
+       "       'OI': '2',\n",
        "       'BidSize': '1',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00391000',\n",
+       "      {'Sym': 'QQQ   240513P00391000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '391',\n",
        "       'Chg': '0',\n",
@@ -1056,98 +908,98 @@
        "       'Ask': '0.01',\n",
        "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'OI': '4',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129392',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00392000',\n",
+       "       'AskSize': '572'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513392',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00392000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '392',\n",
-       "       'Chg': '1.7',\n",
-       "       'ChgPct': '5.12',\n",
-       "       'Bid': '34.73',\n",
-       "       'Ask': '37.07',\n",
-       "       'Lst': '33.22',\n",
-       "       'Vol': '47',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00392000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '392',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Bid': '49.74',\n",
+       "       'Ask': '50.2',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '333',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '461'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129393',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00393000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00392000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '392',\n",
+       "       'Chg': '-0.01',\n",
+       "       'ChgPct': '-100',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '6',\n",
+       "       'OI': '60',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '666'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513393',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00393000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '393',\n",
-       "       'Chg': '0.63',\n",
-       "       'ChgPct': '2.02',\n",
-       "       'Bid': '33.73',\n",
-       "       'Ask': '36.07',\n",
-       "       'Lst': '31.17',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00393000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '48.74',\n",
+       "       'Ask': '49.2',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00393000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '393',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1073',\n",
+       "       'OI': '4',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '471'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129394',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00394000',\n",
+       "       'AskSize': '513'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513394',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00394000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '394',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '32.73',\n",
-       "       'Ask': '35.07',\n",
+       "       'Bid': '47.74',\n",
+       "       'Ask': '48.2',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00394000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00394000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '394',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0.3',\n",
        "       'Vol': '0',\n",
-       "       'OI': '995',\n",
+       "       'OI': '12',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '460'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129395',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00395000',\n",
+       "       'AskSize': '515'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513395',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00395000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '395',\n",
-       "       'Chg': '4.4',\n",
-       "       'ChgPct': '13.31',\n",
-       "       'Bid': '31.73',\n",
-       "       'Ask': '34.07',\n",
-       "       'Lst': '33.06',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '11',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '46.74',\n",
+       "       'Ask': '47.21',\n",
+       "       'Lst': '44.5',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '1',\n",
        "       'BidSize': '1',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00395000',\n",
+       "      {'Sym': 'QQQ   240513P00395000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '395',\n",
        "       'Chg': '0',\n",
@@ -1156,48 +1008,48 @@
        "       'Ask': '0.01',\n",
        "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1199',\n",
+       "       'OI': '94',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1360'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129396',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00396000',\n",
+       "       'AskSize': '508'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513396',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00396000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '396',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '30.74',\n",
-       "       'Ask': '33.07',\n",
-       "       'Lst': '28.49',\n",
-       "       'Vol': '15',\n",
+       "       'Bid': '45.75',\n",
+       "       'Ask': '46.21',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00396000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00396000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '396',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Chg': '-0.02',\n",
+       "       'ChgPct': '-200',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '15',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '14',\n",
+       "       'OI': '25',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1160'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129397',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00397000',\n",
+       "       'AskSize': '645'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513397',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00397000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '397',\n",
-       "       'Chg': '0.2',\n",
-       "       'ChgPct': '0.74',\n",
-       "       'Bid': '29.74',\n",
-       "       'Ask': '32.07',\n",
-       "       'Lst': '27.17',\n",
-       "       'Vol': '7',\n",
-       "       'OI': '17',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00397000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '44.75',\n",
+       "       'Ask': '45.21',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00397000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '397',\n",
        "       'Chg': '0',\n",
@@ -1206,23 +1058,23 @@
        "       'Ask': '0.01',\n",
        "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '47',\n",
+       "       'OI': '273',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1160'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129398',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00398000',\n",
+       "       'AskSize': '608'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513398',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00398000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '398',\n",
-       "       'Chg': '3.98',\n",
-       "       'ChgPct': '13.36',\n",
-       "       'Bid': '28.74',\n",
-       "       'Ask': '31.07',\n",
-       "       'Lst': '29.78',\n",
-       "       'Vol': '42',\n",
-       "       'OI': '51',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00398000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '43.74',\n",
+       "       'Ask': '44.21',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00398000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '398',\n",
        "       'Chg': '0',\n",
@@ -1231,48 +1083,48 @@
        "       'Ask': '0.01',\n",
        "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3736',\n",
+       "       'OI': '211',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1160'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129399',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00399000',\n",
+       "       'AskSize': '425'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513399',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00399000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '399',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '27.74',\n",
-       "       'Ask': '30.07',\n",
-       "       'Lst': '26.7',\n",
+       "       'Bid': '42.74',\n",
+       "       'Ask': '43.21',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00399000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00399000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '399',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
+       "       'Lst': '0.04',\n",
        "       'Vol': '0',\n",
-       "       'OI': '812',\n",
+       "       'OI': '53',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '961'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129400',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00400000',\n",
+       "       'AskSize': '828'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513400',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00400000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '400',\n",
-       "       'Chg': '4.2',\n",
-       "       'ChgPct': '15.02',\n",
-       "       'Bid': '26.74',\n",
-       "       'Ask': '29.07',\n",
-       "       'Lst': '27.96',\n",
-       "       'Vol': '25',\n",
-       "       'OI': '25',\n",
+       "       'Chg': '1.42',\n",
+       "       'ChgPct': '3.38',\n",
+       "       'Bid': '41.75',\n",
+       "       'Ask': '42.21',\n",
+       "       'Lst': '42.07',\n",
+       "       'Vol': '113',\n",
+       "       'OI': '1',\n",
        "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00400000',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00400000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '400',\n",
        "       'Chg': '0',\n",
@@ -1280,49 +1132,49 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '31',\n",
-       "       'OI': '1848',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '244',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '937'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129401',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00401000',\n",
+       "       'AskSize': '862'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513401',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00401000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '401',\n",
-       "       'Chg': '-3',\n",
-       "       'ChgPct': '-12.09',\n",
-       "       'Bid': '25.74',\n",
-       "       'Ask': '28.07',\n",
-       "       'Lst': '24.82',\n",
-       "       'Vol': '28',\n",
-       "       'OI': '30',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00401000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '40.75',\n",
+       "       'Ask': '41.21',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00401000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '401',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-100',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '100',\n",
-       "       'OI': '339',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '248',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1360'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129402',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00402000',\n",
+       "       'AskSize': '393'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513402',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00402000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '402',\n",
-       "       'Chg': '0.79',\n",
-       "       'ChgPct': '3.53',\n",
-       "       'Bid': '24.74',\n",
-       "       'Ask': '27.07',\n",
-       "       'Lst': '22.35',\n",
-       "       'Vol': '3',\n",
-       "       'OI': '18',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '39.75',\n",
+       "       'Ask': '40.21',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00402000',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00402000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '402',\n",
        "       'Chg': '0',\n",
@@ -1330,24 +1182,24 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '26',\n",
-       "       'OI': '834',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '458',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1360'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129403',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00403000',\n",
+       "       'AskSize': '898'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513403',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00403000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '403',\n",
-       "       'Chg': '3.91',\n",
-       "       'ChgPct': '15.97',\n",
-       "       'Bid': '23.74',\n",
-       "       'Ask': '26.11',\n",
-       "       'Lst': '24.49',\n",
-       "       'Vol': '23',\n",
-       "       'OI': '33',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00403000',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '38.75',\n",
+       "       'Ask': '39.21',\n",
+       "       'Lst': '39.07',\n",
+       "       'Vol': '8',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240513P00403000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '403',\n",
        "       'Chg': '0',\n",
@@ -1355,24 +1207,24 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '304',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '594',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1160'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129404',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00404000',\n",
+       "       'AskSize': '348'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513404',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00404000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '404',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '22.73',\n",
-       "       'Ask': '24.24',\n",
-       "       'Lst': '22.82',\n",
+       "       'Bid': '37.75',\n",
+       "       'Ask': '38.21',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '284',\n",
-       "       'BidSize': '1',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
        "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00404000',\n",
+       "      {'Sym': 'QQQ   240513P00404000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '404',\n",
        "       'Chg': '0',\n",
@@ -1380,74 +1232,74 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '302',\n",
-       "       'OI': '1538',\n",
+       "       'Vol': '120',\n",
+       "       'OI': '105',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1160'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129405',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00405000',\n",
+       "       'AskSize': '337'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513405',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00405000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '405',\n",
-       "       'Chg': '3.81',\n",
-       "       'ChgPct': '16.75',\n",
-       "       'Bid': '21.73',\n",
-       "       'Ask': '23.22',\n",
-       "       'Lst': '22.74',\n",
-       "       'Vol': '6',\n",
-       "       'OI': '447',\n",
-       "       'BidSize': '1',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '36.76',\n",
+       "       'Ask': '37.21',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '2',\n",
        "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00405000',\n",
+       "      {'Sym': 'QQQ   240513P00405000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '405',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Chg': '0.01',\n",
+       "       'ChgPct': '50',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '1109',\n",
+       "       'Lst': '0.02',\n",
+       "       'Vol': '3',\n",
+       "       'OI': '82',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '1160'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129406',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00406000',\n",
+       "       'AskSize': '329'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513406',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00406000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '406',\n",
-       "       'Chg': '4.34',\n",
-       "       'ChgPct': '19.69',\n",
-       "       'Bid': '20.73',\n",
-       "       'Ask': '23.12',\n",
-       "       'Lst': '22.04',\n",
-       "       'Vol': '24',\n",
-       "       'OI': '44',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '35.76',\n",
+       "       'Ask': '36.21',\n",
+       "       'Lst': '17.89',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '1',\n",
        "       'BidSize': '1',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240129P00406000',\n",
+       "      {'Sym': 'QQQ   240513P00406000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '406',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-100',\n",
+       "       'Chg': '0.01',\n",
+       "       'ChgPct': '50',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '114',\n",
-       "       'OI': '550',\n",
+       "       'Lst': '0.02',\n",
+       "       'Vol': '42',\n",
+       "       'OI': '264',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '850'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129407',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00407000',\n",
+       "       'AskSize': '322'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513407',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00407000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '407',\n",
-       "       'Chg': '4.34',\n",
-       "       'ChgPct': '20.61',\n",
-       "       'Bid': '19.73',\n",
-       "       'Ask': '21.21',\n",
-       "       'Lst': '21.06',\n",
-       "       'Vol': '9',\n",
-       "       'OI': '47',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '34.76',\n",
+       "       'Ask': '35.21',\n",
+       "       'Lst': '17.24',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '1',\n",
        "       'BidSize': '1',\n",
-       "       'AskSize': '3'},\n",
-       "      {'Sym': 'QQQ   240129P00407000',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240513P00407000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '407',\n",
        "       'Chg': '0',\n",
@@ -1455,1212 +1307,1212 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '28',\n",
-       "       'OI': '753',\n",
+       "       'Vol': '483',\n",
+       "       'OI': '108',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '960'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129408',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00408000',\n",
+       "       'AskSize': '374'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513408',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00408000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '408',\n",
-       "       'Chg': '4.51',\n",
-       "       'ChgPct': '22.58',\n",
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        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '57',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00451000',\n",
+       "       'AskSize': '486'},\n",
+       "      {'Sym': 'QQQ   240513P00451000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '451',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '21.91',\n",
-       "       'Ask': '24.26',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'Chg': '-2.64',\n",
+       "       'ChgPct': '-28.09',\n",
+       "       'Bid': '8.88',\n",
+       "       'Ask': '9.27',\n",
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+       "       'OI': '4',\n",
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        "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129452',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00452000',\n",
+       "    {'SymbolGroup': 'QQQ20240513452',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00452000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '452',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
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        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '4',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00452000',\n",
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+       "      {'Sym': 'QQQ   240513P00452000',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
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-       "       'Ask': '25.26',\n",
-       "       'Lst': '26.54',\n",
-       "       'Vol': '0',\n",
+       "       'Bid': '9.88',\n",
+       "       'Ask': '10.27',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129453',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00453000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240513C00453000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '453',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
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        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '72',\n",
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-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00453000',\n",
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+       "      {'Sym': 'QQQ   240513P00453000',\n",
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-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
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-       "       'Ask': '26.26',\n",
-       "       'Lst': '25.29',\n",
-       "       'Vol': '0',\n",
+       "       'Chg': '-2.28',\n",
+       "       'ChgPct': '-22.46',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
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-       "    {'SymbolGroup': 'QQQ20240129454',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00454000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240513C00454000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '454',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
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+       "       'ChgPct': '-100',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '26',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00454000',\n",
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+       "      {'Sym': 'QQQ   240513P00454000',\n",
        "       'OptionType': 'P',\n",
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-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '24.91',\n",
-       "       'Ask': '27.26',\n",
-       "       'Lst': '26.29',\n",
-       "       'Vol': '0',\n",
+       "       'Chg': '-2.22',\n",
+       "       'ChgPct': '-18.23',\n",
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+       "       'Ask': '12.27',\n",
+       "       'Lst': '12.18',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129455',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00455000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513455',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00455000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '455',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Chg': '-0.01',\n",
+       "       'ChgPct': '-100',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '2',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '1292',\n",
+       "       'OI': '175',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00455000',\n",
+       "       'AskSize': '416'},\n",
+       "      {'Sym': 'QQQ   240513P00455000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '455',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '25.91',\n",
-       "       'Ask': '28.26',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '12.88',\n",
+       "       'Ask': '13.27',\n",
+       "       'Lst': '15.57',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129456',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00456000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513456',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00456000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '456',\n",
        "       'Chg': '0',\n",
@@ -2668,49 +2520,49 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
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+       "       'OI': '514',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00456000',\n",
+       "       'AskSize': '1184'},\n",
+       "      {'Sym': 'QQQ   240513P00456000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '456',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '26.91',\n",
-       "       'Ask': '29.26',\n",
+       "       'Bid': '13.88',\n",
+       "       'Ask': '14.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129457',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00457000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513457',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00457000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '457',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Chg': '-0.01',\n",
+       "       'ChgPct': '-100',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '2',\n",
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+       "       'OI': '154',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00457000',\n",
+       "       'AskSize': '900'},\n",
+       "      {'Sym': 'QQQ   240513P00457000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '457',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '27.91',\n",
-       "       'Ask': '30.26',\n",
+       "       'Bid': '14.88',\n",
+       "       'Ask': '15.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129458',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00458000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513458',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00458000',\n",
        "       'OptionType': 'C',\n",
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@@ -2718,249 +2570,249 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '6',\n",
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+       "       'OI': '325',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00458000',\n",
+       "       'AskSize': '1091'},\n",
+       "      {'Sym': 'QQQ   240513P00458000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '458',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '28.91',\n",
-       "       'Ask': '31.26',\n",
-       "       'Lst': '34.35',\n",
-       "       'Vol': '1',\n",
+       "       'Bid': '15.88',\n",
+       "       'Ask': '16.27',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129459',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00459000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513459',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00459000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '16',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '1470',\n",
+       "       'OI': '282',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00459000',\n",
+       "       'AskSize': '952'},\n",
+       "      {'Sym': 'QQQ   240513P00459000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '459',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '29.91',\n",
-       "       'Ask': '32.26',\n",
+       "       'Bid': '16.88',\n",
+       "       'Ask': '17.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129460',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00460000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513460',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00460000',\n",
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        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '145',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '15',\n",
+       "       'OI': '1001',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00460000',\n",
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+       "      {'Sym': 'QQQ   240513P00460000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '460',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '30.91',\n",
-       "       'Ask': '33.26',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '17.88',\n",
+       "       'Ask': '18.27',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129461',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00461000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513461',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00461000',\n",
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        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
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        "       'BidSize': '0',\n",
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-       "      {'Sym': 'QQQ   240129P00461000',\n",
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        "       'Strk': '461',\n",
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        "       'ChgPct': '0',\n",
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-       "       'Ask': '34.26',\n",
-       "       'Lst': '37.35',\n",
-       "       'Vol': '1',\n",
+       "       'Bid': '18.88',\n",
+       "       'Ask': '19.27',\n",
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        "       'OI': '0',\n",
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-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129462',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00462000',\n",
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        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00462000',\n",
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+       "      {'Sym': 'QQQ   240513P00462000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '462',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '32.9',\n",
-       "       'Ask': '35.26',\n",
-       "       'Lst': '34.2',\n",
+       "       'Bid': '19.88',\n",
+       "       'Ask': '20.27',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129463',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00463000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513463',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00463000',\n",
        "       'OptionType': 'C',\n",
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        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '11',\n",
+       "       'OI': '6',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00463000',\n",
+       "       'AskSize': '1035'},\n",
+       "      {'Sym': 'QQQ   240513P00463000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '463',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '33.9',\n",
-       "       'Ask': '36.26',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '20.89',\n",
+       "       'Ask': '21.27',\n",
+       "       'Lst': '22.94',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'OI': '15',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129464',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00464000',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240513C00464000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '464',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '45',\n",
+       "       'OI': '52',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00464000',\n",
+       "       'AskSize': '1062'},\n",
+       "      {'Sym': 'QQQ   240513P00464000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '464',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '34.9',\n",
-       "       'Ask': '37.26',\n",
+       "       'Bid': '21.89',\n",
+       "       'Ask': '22.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129465',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00465000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513465',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00465000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '465',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '3',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00465000',\n",
+       "       'AskSize': '1004'},\n",
+       "      {'Sym': 'QQQ   240513P00465000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '465',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '35.9',\n",
-       "       'Ask': '38.26',\n",
+       "       'Bid': '22.89',\n",
+       "       'Ask': '23.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129466',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00466000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513466',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00466000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '466',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '10',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00466000',\n",
+       "       'AskSize': '1126'},\n",
+       "      {'Sym': 'QQQ   240513P00466000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '466',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '36.9',\n",
-       "       'Ask': '39.26',\n",
+       "       'Bid': '23.89',\n",
+       "       'Ask': '24.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129467',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00467000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513467',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00467000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '467',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '126',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00467000',\n",
+       "       'AskSize': '904'},\n",
+       "      {'Sym': 'QQQ   240513P00467000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '467',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '37.9',\n",
-       "       'Ask': '40.26',\n",
+       "       'Bid': '24.89',\n",
+       "       'Ask': '25.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129468',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00468000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513468',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00468000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '468',\n",
        "       'Chg': '0',\n",
@@ -2971,71 +2823,71 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00468000',\n",
+       "       'AskSize': '1029'},\n",
+       "      {'Sym': 'QQQ   240513P00468000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '468',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '38.9',\n",
-       "       'Ask': '41.26',\n",
-       "       'Lst': '40.4',\n",
+       "       'Bid': '25.89',\n",
+       "       'Ask': '26.27',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129469',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00469000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513469',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00469000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '469',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '5',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00469000',\n",
+       "       'AskSize': '974'},\n",
+       "      {'Sym': 'QQQ   240513P00469000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '469',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '39.87',\n",
-       "       'Ask': '42.26',\n",
+       "       'Bid': '26.89',\n",
+       "       'Ask': '27.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129470',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00470000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513470',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00470000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '470',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '6',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00470000',\n",
+       "       'AskSize': '1023'},\n",
+       "      {'Sym': 'QQQ   240513P00470000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '470',\n",
-       "       'Chg': '-0.97',\n",
-       "       'ChgPct': '-2.32',\n",
-       "       'Bid': '40.87',\n",
-       "       'Ask': '43.26',\n",
-       "       'Lst': '41.76',\n",
-       "       'Vol': '16',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '27.89',\n",
+       "       'Ask': '28.27',\n",
+       "       'Lst': '27.9',\n",
+       "       'Vol': '4',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129471',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00471000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513471',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00471000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '471',\n",
        "       'Chg': '0',\n",
@@ -3046,21 +2898,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00471000',\n",
+       "       'AskSize': '1021'},\n",
+       "      {'Sym': 'QQQ   240513P00471000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '471',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '41.91',\n",
-       "       'Ask': '44.26',\n",
+       "       'Bid': '28.88',\n",
+       "       'Ask': '29.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129472',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00472000',\n",
+       "    {'SymbolGroup': 'QQQ20240513472',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00472000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '472',\n",
        "       'Chg': '0',\n",
@@ -3071,21 +2923,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00472000',\n",
+       "       'AskSize': '1175'},\n",
+       "      {'Sym': 'QQQ   240513P00472000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '472',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '42.91',\n",
-       "       'Ask': '45.26',\n",
+       "       'Bid': '29.88',\n",
+       "       'Ask': '30.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129473',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00473000',\n",
+       "    {'SymbolGroup': 'QQQ20240513473',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00473000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '473',\n",
        "       'Chg': '0',\n",
@@ -3096,21 +2948,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00473000',\n",
+       "       'AskSize': '1138'},\n",
+       "      {'Sym': 'QQQ   240513P00473000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '473',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '43.91',\n",
-       "       'Ask': '46.26',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
+       "       'Bid': '30.88',\n",
+       "       'Ask': '31.27',\n",
+       "       'Lst': '31',\n",
+       "       'Vol': '2',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129474',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00474000',\n",
+       "    {'SymbolGroup': 'QQQ20240513474',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00474000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '474',\n",
        "       'Chg': '0',\n",
@@ -3121,21 +2973,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00474000',\n",
+       "       'AskSize': '1126'},\n",
+       "      {'Sym': 'QQQ   240513P00474000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '474',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '44.91',\n",
-       "       'Ask': '47.26',\n",
+       "       'Bid': '31.88',\n",
+       "       'Ask': '32.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129475',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00475000',\n",
+       "    {'SymbolGroup': 'QQQ20240513475',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00475000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '475',\n",
        "       'Chg': '0',\n",
@@ -3146,21 +2998,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00475000',\n",
+       "       'AskSize': '1220'},\n",
+       "      {'Sym': 'QQQ   240513P00475000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '45.91',\n",
-       "       'Ask': '48.26',\n",
+       "       'Bid': '32.88',\n",
+       "       'Ask': '33.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129476',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00476000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513476',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00476000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '476',\n",
        "       'Chg': '0',\n",
@@ -3171,46 +3023,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00476000',\n",
+       "       'AskSize': '1218'},\n",
+       "      {'Sym': 'QQQ   240513P00476000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '476',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '46.91',\n",
-       "       'Ask': '49.26',\n",
+       "       'Bid': '33.88',\n",
+       "       'Ask': '34.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129477',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00477000',\n",
+       "    {'SymbolGroup': 'QQQ20240513477',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00477000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '3',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00477000',\n",
+       "       'AskSize': '1274'},\n",
+       "      {'Sym': 'QQQ   240513P00477000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '47.91',\n",
-       "       'Ask': '50.26',\n",
+       "       'Bid': '34.88',\n",
+       "       'Ask': '35.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129478',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00478000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513478',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00478000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '478',\n",
        "       'Chg': '0',\n",
@@ -3221,21 +3073,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00478000',\n",
+       "       'AskSize': '1254'},\n",
+       "      {'Sym': 'QQQ   240513P00478000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '478',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '48.91',\n",
-       "       'Ask': '51.26',\n",
+       "       'Bid': '35.88',\n",
+       "       'Ask': '36.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129479',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00479000',\n",
+       "    {'SymbolGroup': 'QQQ20240513479',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00479000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '479',\n",
        "       'Chg': '0',\n",
@@ -3246,46 +3098,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00479000',\n",
+       "       'AskSize': '1220'},\n",
+       "      {'Sym': 'QQQ   240513P00479000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '479',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.91',\n",
-       "       'Ask': '52.26',\n",
+       "       'Bid': '36.88',\n",
+       "       'Ask': '37.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129480',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00480000',\n",
+       "    {'SymbolGroup': 'QQQ20240513480',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00480000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '480',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '28',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00480000',\n",
+       "       'AskSize': '1233'},\n",
+       "      {'Sym': 'QQQ   240513P00480000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '480',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '50.91',\n",
-       "       'Ask': '53.26',\n",
+       "       'Bid': '37.88',\n",
+       "       'Ask': '38.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129481',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00481000',\n",
+       "    {'SymbolGroup': 'QQQ20240513481',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00481000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '481',\n",
        "       'Chg': '0',\n",
@@ -3296,21 +3148,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00481000',\n",
+       "       'AskSize': '1239'},\n",
+       "      {'Sym': 'QQQ   240513P00481000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '481',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '51.91',\n",
-       "       'Ask': '54.26',\n",
+       "       'Bid': '38.88',\n",
+       "       'Ask': '39.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129482',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00482000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513482',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00482000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '482',\n",
        "       'Chg': '0',\n",
@@ -3321,21 +3173,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00482000',\n",
+       "       'AskSize': '1250'},\n",
+       "      {'Sym': 'QQQ   240513P00482000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '482',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '52.91',\n",
-       "       'Ask': '55.26',\n",
+       "       'Bid': '39.87',\n",
+       "       'Ask': '40.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129483',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00483000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513483',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00483000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '483',\n",
        "       'Chg': '0',\n",
@@ -3346,21 +3198,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00483000',\n",
+       "       'AskSize': '1230'},\n",
+       "      {'Sym': 'QQQ   240513P00483000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '483',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.91',\n",
-       "       'Ask': '56.26',\n",
+       "       'Bid': '40.87',\n",
+       "       'Ask': '41.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129484',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00484000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513484',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00484000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '484',\n",
        "       'Chg': '0',\n",
@@ -3371,21 +3223,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00484000',\n",
+       "       'AskSize': '1146'},\n",
+       "      {'Sym': 'QQQ   240513P00484000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '484',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.91',\n",
-       "       'Ask': '57.26',\n",
+       "       'Bid': '41.87',\n",
+       "       'Ask': '42.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129485',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00485000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513485',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00485000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '485',\n",
        "       'Chg': '0',\n",
@@ -3396,21 +3248,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00485000',\n",
+       "       'AskSize': '1239'},\n",
+       "      {'Sym': 'QQQ   240513P00485000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '485',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.91',\n",
-       "       'Ask': '58.26',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '42.88',\n",
+       "       'Ask': '43.26',\n",
+       "       'Lst': '45.06',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '1',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129486',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00486000',\n",
+       "    {'SymbolGroup': 'QQQ20240513486',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00486000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '486',\n",
        "       'Chg': '0',\n",
@@ -3421,21 +3273,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00486000',\n",
+       "       'AskSize': '1086'},\n",
+       "      {'Sym': 'QQQ   240513P00486000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '486',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.91',\n",
-       "       'Ask': '59.26',\n",
+       "       'Bid': '43.88',\n",
+       "       'Ask': '44.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '2',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129487',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00487000',\n",
+       "    {'SymbolGroup': 'QQQ20240513487',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00487000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '487',\n",
        "       'Chg': '0',\n",
@@ -3446,21 +3298,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00487000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00487000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '487',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.91',\n",
-       "       'Ask': '60.26',\n",
+       "       'Bid': '44.87',\n",
+       "       'Ask': '45.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129488',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00488000',\n",
+       "    {'SymbolGroup': 'QQQ20240513488',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00488000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '488',\n",
        "       'Chg': '0',\n",
@@ -3471,21 +3323,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00488000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00488000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '488',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.91',\n",
-       "       'Ask': '61.26',\n",
+       "       'Bid': '45.87',\n",
+       "       'Ask': '46.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129489',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00489000',\n",
+       "    {'SymbolGroup': 'QQQ20240513489',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00489000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '489',\n",
        "       'Chg': '0',\n",
@@ -3496,21 +3348,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00489000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00489000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '489',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '59.91',\n",
-       "       'Ask': '62.26',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129490',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00490000',\n",
+       "       'Chg': '-2.28',\n",
+       "       'ChgPct': '-4.88',\n",
+       "       'Bid': '46.87',\n",
+       "       'Ask': '47.26',\n",
+       "       'Lst': '46.76',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '1',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513490',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00490000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '490',\n",
        "       'Chg': '0',\n",
@@ -3521,21 +3373,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00490000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00490000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '490',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.91',\n",
-       "       'Ask': '63.26',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '47.87',\n",
+       "       'Ask': '48.26',\n",
+       "       'Lst': '49.58',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '2',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129491',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00491000',\n",
+       "    {'SymbolGroup': 'QQQ20240513491',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00491000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '491',\n",
        "       'Chg': '0',\n",
@@ -3546,21 +3398,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00491000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00491000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '491',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.91',\n",
-       "       'Ask': '64.26',\n",
+       "       'Bid': '48.87',\n",
+       "       'Ask': '49.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
+       "       'BidSize': '2',\n",
        "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240129492',\n",
-       "     'Legs': [{'Sym': 'QQQ   240129C00492000',\n",
+       "    {'SymbolGroup': 'QQQ20240513492',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00492000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '492',\n",
        "       'Chg': '0',\n",
@@ -3571,118 +3423,148 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240129P00492000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00492000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '492',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.91',\n",
-       "       'Ask': '65.26',\n",
+       "       'Bid': '49.87',\n",
+       "       'Ask': '50.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]}]},\n",
-       "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
-       "    'MonthAndDay': 'Jan 30',\n",
-       "    'Year': '2024',\n",
-       "    'Day': 'Tue',\n",
-       "    'SettlementType': '',\n",
-       "    'DaysUntil': 1},\n",
-       "   'AdjustedLabel': {},\n",
-       "   'AdjustedGroup': '',\n",
-       "   'Chains': [{'SymbolGroup': 'QQQ20240130353',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00353000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513493',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00493000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '353',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '74.81',\n",
-       "       'Ask': '75.13',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00353000',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00493000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '353',\n",
+       "       'Strk': '493',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '50.87',\n",
+       "       'Ask': '51.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513494',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00494000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '178',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '636'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130354',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00354000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '354',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00494000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '73.81',\n",
-       "       'Ask': '74.13',\n",
+       "       'Bid': '51.87',\n",
+       "       'Ask': '52.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00354000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '354',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513495',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00495000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '495',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '82',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '636'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130355',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00355000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '355',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00495000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '495',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '72.81',\n",
-       "       'Ask': '73.13',\n",
-       "       'Lst': '73.2',\n",
-       "       'Vol': '15',\n",
+       "       'Bid': '52.87',\n",
+       "       'Ask': '53.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00355000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '355',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513496',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00496000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '496',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '12',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '636'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130356',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00356000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00496000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '496',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '53.87',\n",
+       "       'Ask': '54.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513497',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00497000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '356',\n",
+       "       'Strk': '497',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '71.81',\n",
-       "       'Ask': '72.13',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'},\n",
-       "      {'Sym': 'QQQ   240130P00356000',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00497000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '356',\n",
+       "       'Strk': '497',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '54.87',\n",
+       "       'Ask': '55.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513498',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00498000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '498',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -3691,23 +3573,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '636'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130357',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00357000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '357',\n",
-       "       'Chg': '0.1',\n",
-       "       'ChgPct': '0.14',\n",
-       "       'Bid': '70.81',\n",
-       "       'Ask': '71.13',\n",
-       "       'Lst': '69.19',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00357000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00498000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '357',\n",
+       "       'Strk': '498',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '55.87',\n",
+       "       'Ask': '56.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513499',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00499000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '499',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -3716,23 +3598,48 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '353'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130358',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00358000',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00499000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '499',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '56.87',\n",
+       "       'Ask': '57.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513500',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00500000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '358',\n",
+       "       'Strk': '500',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '69.81',\n",
-       "       'Ask': '70.13',\n",
-       "       'Lst': '70.12',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '8',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00358000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '2053'},\n",
+       "      {'Sym': 'QQQ   240513P00500000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '358',\n",
+       "       'Strk': '500',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '57.91',\n",
+       "       'Ask': '58.24',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240513505',\n",
+       "     'Legs': [{'Sym': 'QQQ   240513C00505000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '505',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -3741,21 +3648,41 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '631'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130359',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00359000',\n",
+       "       'AskSize': '2064'},\n",
+       "      {'Sym': 'QQQ   240513P00505000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '505',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '62.87',\n",
+       "       'Ask': '63.26',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'}]}]},\n",
+       "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
+       "    'MonthAndDay': 'May 14',\n",
+       "    'Year': '2024',\n",
+       "    'Day': 'Tue',\n",
+       "    'SettlementType': '',\n",
+       "    'DaysUntil': 3},\n",
+       "   'AdjustedLabel': {},\n",
+       "   'AdjustedGroup': '',\n",
+       "   'Chains': [{'SymbolGroup': 'QQQ20240514359',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00359000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '359',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '68.81',\n",
-       "       'Ask': '69.13',\n",
+       "       'Bid': '82.81',\n",
+       "       'Ask': '83.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '8',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00359000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00359000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '359',\n",
        "       'Chg': '0',\n",
@@ -3766,46 +3693,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '628'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130360',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00360000',\n",
+       "       'AskSize': '753'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514360',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00360000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '360',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '67.81',\n",
-       "       'Ask': '68.13',\n",
+       "       'Bid': '81.8',\n",
+       "       'Ask': '82.23',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '8',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00360000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00360000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '360',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '9',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '625'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130361',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00361000',\n",
+       "       'AskSize': '510'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514361',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00361000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '361',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '66.81',\n",
-       "       'Ask': '67.13',\n",
+       "       'Bid': '80.8',\n",
+       "       'Ask': '81.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '8',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00361000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00361000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '361',\n",
        "       'Chg': '0',\n",
@@ -3816,33 +3743,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '622'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130362',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00362000',\n",
+       "       'AskSize': '367'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514362',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00362000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '362',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '65.84',\n",
-       "       'Ask': '66.13',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '6',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00362000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '362',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '79.79',\n",
+       "       'Ask': '80.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '289'},\n",
-       "      {'Sym': 'QQQ   240130P00362000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00362000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '362',\n",
        "       'Chg': '0',\n",
@@ -3853,21 +3768,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '289'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130363',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00363000',\n",
+       "       'AskSize': '329'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514363',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00363000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '363',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '64.84',\n",
-       "       'Ask': '65.13',\n",
+       "       'Bid': '78.8',\n",
+       "       'Ask': '79.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '6',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240130P00363000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00363000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '363',\n",
        "       'Chg': '0',\n",
@@ -3878,21 +3793,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '616'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130364',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00364000',\n",
+       "       'AskSize': '373'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514364',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00364000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '364',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.84',\n",
-       "       'Ask': '64.14',\n",
+       "       'Bid': '77.79',\n",
+       "       'Ask': '78.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '6',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00364000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00364000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '364',\n",
        "       'Chg': '0',\n",
@@ -3903,246 +3818,258 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '611'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130365',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00365000',\n",
+       "       'AskSize': '484'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514365',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00365000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '365',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.81',\n",
-       "       'Ask': '63.14',\n",
-       "       'Lst': '59.24',\n",
-       "       'Vol': '2',\n",
+       "       'Bid': '76.79',\n",
+       "       'Ask': '77.25',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00365000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00365000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '365',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '23',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '201'},\n",
+       "      {'Sym': 'QQQ   240514P00365000',\n",
+       "       'OptionType': 'P',\n",
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+       "       'ChgPct': '0',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
+       "       'Lst': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240130366',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00366000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.81',\n",
-       "       'Ask': '62.14',\n",
+       "       'Bid': '75.79',\n",
+       "       'Ask': '76.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00366000',\n",
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        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
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        "       'Vol': '0',\n",
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-       "     'Legs': [{'Sym': 'QQQ   240130C00367000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.81',\n",
-       "       'Ask': '61.14',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00367000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '10',\n",
-       "       'OI': '162',\n",
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-       "       'AskSize': '400'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130368',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00368000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.81',\n",
-       "       'Ask': '60.13',\n",
+       "       'Bid': '73.79',\n",
+       "       'Ask': '74.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '8'},\n",
-       "      {'Sym': 'QQQ   240130P00368000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '161',\n",
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-       "    {'SymbolGroup': 'QQQ20240130369',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00369000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.81',\n",
-       "       'Ask': '59.13',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '8'},\n",
-       "      {'Sym': 'QQQ   240130P00369000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
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        "       'BidSize': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240130370',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00370000',\n",
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        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.81',\n",
-       "       'Ask': '58.13',\n",
-       "       'Lst': '54.01',\n",
-       "       'Vol': '1',\n",
+       "       'Bid': '71.79',\n",
+       "       'Ask': '72.25',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '8'},\n",
-       "      {'Sym': 'QQQ   240130P00370000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00370000',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '17',\n",
-       "       'OI': '187',\n",
+       "       'Lst': '0.05',\n",
+       "       'Vol': '0',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '370'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130371',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00371000',\n",
+       "       'AskSize': '318'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514371',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00371000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.85',\n",
-       "       'Ask': '57.13',\n",
-       "       'Lst': '52.93',\n",
-       "       'Vol': '14',\n",
+       "       'Bid': '70.79',\n",
+       "       'Ask': '71.25',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '5',\n",
-       "       'AskSize': '8'},\n",
-       "      {'Sym': 'QQQ   240130P00371000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00371000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '371',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-100',\n",
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+       "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '15',\n",
-       "       'OI': '1043',\n",
+       "       'Lst': '0.1',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '359'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130372',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00372000',\n",
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        "       'OptionType': 'C',\n",
        "       'Strk': '372',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.85',\n",
-       "       'Ask': '56.14',\n",
+       "       'Bid': '69.8',\n",
+       "       'Ask': '70.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '5',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00372000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00372000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '372',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '140',\n",
-       "       'OI': '0',\n",
+       "       'Lst': '0.02',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '5',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '343'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130373',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00373000',\n",
+       "       'AskSize': '223'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240514C00373000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '373',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.85',\n",
-       "       'Ask': '55.14',\n",
+       "       'Bid': '68.79',\n",
+       "       'Ask': '69.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '5',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00373000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00373000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '373',\n",
-       "       'Chg': '-0.04',\n",
-       "       'ChgPct': '-400',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '1',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '335'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130374',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00374000',\n",
+       "       'AskSize': '221'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514374',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00374000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '374',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.82',\n",
-       "       'Ask': '54.14',\n",
+       "       'Bid': '67.79',\n",
+       "       'Ask': '68.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00374000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00374000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '374',\n",
        "       'Chg': '0',\n",
@@ -4153,71 +4080,71 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '317'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130375',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00375000',\n",
+       "       'AskSize': '269'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514375',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00375000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '375',\n",
-       "       'Chg': '2.57',\n",
-       "       'ChgPct': '4.88',\n",
-       "       'Bid': '52.82',\n",
-       "       'Ask': '53.14',\n",
-       "       'Lst': '52.67',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '9',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00375000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '375',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '66.8',\n",
+       "       'Ask': '67.26',\n",
+       "       'Lst': '65.09',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '50',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240514P00375000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '375',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '20',\n",
+       "       'Vol': '2',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '308'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130376',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00376000',\n",
+       "       'AskSize': '251'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514376',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00376000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '376',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '51.82',\n",
-       "       'Ask': '52.14',\n",
+       "       'Bid': '65.8',\n",
+       "       'Ask': '66.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00376000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00376000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '376',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '168',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '290'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130377',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00377000',\n",
+       "       'AskSize': '220'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514377',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00377000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '377',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '50.82',\n",
-       "       'Ask': '51.14',\n",
+       "       'Bid': '64.8',\n",
+       "       'Ask': '65.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00377000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00377000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '377',\n",
        "       'Chg': '0',\n",
@@ -4225,2039 +4152,2364 @@
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '40',\n",
+       "       'Vol': '1',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '165'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130378',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00378000',\n",
+       "       'AskSize': '201'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514378',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00378000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '378',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.82',\n",
-       "       'Ask': '50.14',\n",
+       "       'Bid': '63.8',\n",
+       "       'Ask': '64.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240130P00378000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'},\n",
+       "      {'Sym': 'QQQ   240514P00378000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '378',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '492',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '401'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130379',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00379000',\n",
+       "       'AskSize': '227'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514379',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00379000',\n",
        "       'OptionType': 'C',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130450',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00450000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240514C00463000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '450',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
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+       "       'Chg': '-0.02',\n",
+       "       'ChgPct': '-200',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '5',\n",
-       "       'OI': '215',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '483'},\n",
-       "      {'Sym': 'QQQ   240130P00450000',\n",
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+       "      {'Sym': 'QQQ   240514P00463000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '450',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '21.92',\n",
-       "       'Ask': '22.22',\n",
+       "       'Bid': '20.88',\n",
+       "       'Ask': '21.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
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-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130451',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00451000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240514C00464000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '451',\n",
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        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '5',\n",
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        "       'BidSize': '0',\n",
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-       "      {'Sym': 'QQQ   240130P00451000',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '451',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '22.92',\n",
-       "       'Ask': '23.22',\n",
+       "       'Bid': '21.88',\n",
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        "       'Lst': '0',\n",
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-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130452',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00452000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240514C00465000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '452',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
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+       "       'Chg': '-0.01',\n",
+       "       'ChgPct': '-100',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '2',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '41',\n",
+       "       'OI': '21',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '514'},\n",
-       "      {'Sym': 'QQQ   240130P00452000',\n",
+       "       'AskSize': '1343'},\n",
+       "      {'Sym': 'QQQ   240514P00465000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '452',\n",
+       "       'Strk': '465',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '23.92',\n",
-       "       'Ask': '24.22',\n",
+       "       'Bid': '22.88',\n",
+       "       'Ask': '23.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130453',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00453000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514466',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00466000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '453',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '8',\n",
+       "       'Vol': '523',\n",
+       "       'OI': '76',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '539'},\n",
-       "      {'Sym': 'QQQ   240130P00453000',\n",
+       "       'AskSize': '1118'},\n",
+       "      {'Sym': 'QQQ   240514P00466000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '453',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '24.92',\n",
-       "       'Ask': '25.22',\n",
+       "       'Bid': '23.88',\n",
+       "       'Ask': '24.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130454',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00454000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240514C00467000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '454',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '30',\n",
+       "       'Vol': '143',\n",
+       "       'OI': '92',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '555'},\n",
-       "      {'Sym': 'QQQ   240130P00454000',\n",
+       "       'AskSize': '490'},\n",
+       "      {'Sym': 'QQQ   240514P00467000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '454',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '25.92',\n",
-       "       'Ask': '26.22',\n",
+       "       'Bid': '24.88',\n",
+       "       'Ask': '25.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130455',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00455000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240514C00468000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '455',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Strk': '468',\n",
+       "       'Chg': '-0.01',\n",
+       "       'ChgPct': '-100',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '3',\n",
+       "       'OI': '57',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '564'},\n",
-       "      {'Sym': 'QQQ   240130P00455000',\n",
+       "       'AskSize': '1132'},\n",
+       "      {'Sym': 'QQQ   240514P00468000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '455',\n",
+       "       'Strk': '468',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '26.92',\n",
-       "       'Ask': '27.22',\n",
+       "       'Bid': '25.88',\n",
+       "       'Ask': '26.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130456',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00456000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514469',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00469000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '456',\n",
+       "       'Strk': '469',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.04',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '5',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '110',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '574'},\n",
-       "      {'Sym': 'QQQ   240130P00456000',\n",
+       "       'AskSize': '1135'},\n",
+       "      {'Sym': 'QQQ   240514P00469000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '456',\n",
+       "       'Strk': '469',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '27.92',\n",
-       "       'Ask': '28.22',\n",
+       "       'Bid': '26.88',\n",
+       "       'Ask': '27.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130457',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00457000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514470',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00470000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '457',\n",
+       "       'Strk': '470',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '97',\n",
+       "       'OI': '15',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '575'},\n",
-       "      {'Sym': 'QQQ   240130P00457000',\n",
+       "       'AskSize': '600'},\n",
+       "      {'Sym': 'QQQ   240514P00470000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '457',\n",
+       "       'Strk': '470',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '28.92',\n",
-       "       'Ask': '29.22',\n",
+       "       'Bid': '27.88',\n",
+       "       'Ask': '28.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130458',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00458000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514471',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00471000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '458',\n",
+       "       'Strk': '471',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '87',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00458000',\n",
+       "       'AskSize': '631'},\n",
+       "      {'Sym': 'QQQ   240514P00471000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '458',\n",
+       "       'Strk': '471',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '29.92',\n",
-       "       'Ask': '30.22',\n",
+       "       'Bid': '28.88',\n",
+       "       'Ask': '29.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130459',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00459000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514472',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00472000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '459',\n",
+       "       'Strk': '472',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6266,73 +6518,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00459000',\n",
+       "       'AskSize': '943'},\n",
+       "      {'Sym': 'QQQ   240514P00472000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '459',\n",
+       "       'Strk': '472',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '30.92',\n",
-       "       'Ask': '31.22',\n",
+       "       'Bid': '29.88',\n",
+       "       'Ask': '30.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130460',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00460000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '460',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '88',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00460000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '460',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '31.92',\n",
-       "       'Ask': '32.22',\n",
-       "       'Lst': '32.25',\n",
-       "       'Vol': '6',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130461',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00461000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '461',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '577'},\n",
-       "      {'Sym': 'QQQ   240130P00461000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '461',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '32.92',\n",
-       "       'Ask': '33.22',\n",
-       "       'Lst': '33.07',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130462',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00462000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514473',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00473000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '462',\n",
+       "       'Strk': '473',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6341,48 +6543,48 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00462000',\n",
+       "       'AskSize': '1229'},\n",
+       "      {'Sym': 'QQQ   240514P00473000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '462',\n",
+       "       'Strk': '473',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '33.92',\n",
-       "       'Ask': '34.22',\n",
+       "       'Bid': '30.88',\n",
+       "       'Ask': '31.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130463',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00463000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514474',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00474000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '463',\n",
+       "       'Strk': '474',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00463000',\n",
+       "       'AskSize': '712'},\n",
+       "      {'Sym': 'QQQ   240514P00474000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '463',\n",
+       "       'Strk': '474',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '34.92',\n",
-       "       'Ask': '35.22',\n",
+       "       'Bid': '31.88',\n",
+       "       'Ask': '32.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '4',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130464',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00464000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514475',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00475000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '464',\n",
+       "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6391,23 +6593,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00464000',\n",
+       "       'AskSize': '733'},\n",
+       "      {'Sym': 'QQQ   240514P00475000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '464',\n",
+       "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '35.91',\n",
-       "       'Ask': '36.22',\n",
+       "       'Bid': '32.88',\n",
+       "       'Ask': '33.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130465',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00465000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514476',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00476000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '465',\n",
+       "       'Strk': '476',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6416,48 +6618,48 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00465000',\n",
+       "       'AskSize': '753'},\n",
+       "      {'Sym': 'QQQ   240514P00476000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '465',\n",
+       "       'Strk': '476',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '36.91',\n",
-       "       'Ask': '37.22',\n",
+       "       'Bid': '33.88',\n",
+       "       'Ask': '34.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130466',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00466000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514477',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00477000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '466',\n",
+       "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '1',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00466000',\n",
+       "       'AskSize': '1182'},\n",
+       "      {'Sym': 'QQQ   240514P00477000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '466',\n",
+       "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '37.91',\n",
-       "       'Ask': '38.22',\n",
+       "       'Bid': '34.88',\n",
+       "       'Ask': '35.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130467',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00467000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514478',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00478000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '467',\n",
+       "       'Strk': '478',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6466,23 +6668,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00467000',\n",
+       "       'AskSize': '791'},\n",
+       "      {'Sym': 'QQQ   240514P00478000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '467',\n",
+       "       'Strk': '478',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '38.91',\n",
-       "       'Ask': '39.22',\n",
+       "       'Bid': '35.88',\n",
+       "       'Ask': '36.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130468',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00468000',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514479',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00479000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '468',\n",
+       "       'Strk': '479',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6491,73 +6693,73 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00468000',\n",
+       "       'AskSize': '807'},\n",
+       "      {'Sym': 'QQQ   240514P00479000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '468',\n",
+       "       'Strk': '479',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '39.91',\n",
-       "       'Ask': '40.22',\n",
+       "       'Bid': '36.88',\n",
+       "       'Ask': '37.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130469',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00469000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514480',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00480000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '469',\n",
+       "       'Strk': '480',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '7',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00469000',\n",
+       "       'AskSize': '821'},\n",
+       "      {'Sym': 'QQQ   240514P00480000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '469',\n",
+       "       'Strk': '480',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '40.91',\n",
-       "       'Ask': '41.22',\n",
+       "       'Bid': '37.87',\n",
+       "       'Ask': '38.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130470',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00470000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514481',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00481000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '470',\n",
+       "       'Strk': '481',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '141',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00470000',\n",
+       "       'AskSize': '834'},\n",
+       "      {'Sym': 'QQQ   240514P00481000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '470',\n",
+       "       'Strk': '481',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '41.91',\n",
-       "       'Ask': '42.22',\n",
-       "       'Lst': '42.3',\n",
-       "       'Vol': '2',\n",
+       "       'Bid': '38.87',\n",
+       "       'Ask': '39.27',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130471',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00471000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514482',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00482000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '471',\n",
+       "       'Strk': '482',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6566,23 +6768,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00471000',\n",
+       "       'AskSize': '886'},\n",
+       "      {'Sym': 'QQQ   240514P00482000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '471',\n",
+       "       'Strk': '482',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '42.91',\n",
-       "       'Ask': '43.21',\n",
+       "       'Bid': '39.87',\n",
+       "       'Ask': '40.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130472',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00472000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514483',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00483000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '472',\n",
+       "       'Strk': '483',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6591,23 +6793,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00472000',\n",
+       "       'AskSize': '858'},\n",
+       "      {'Sym': 'QQQ   240514P00483000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '472',\n",
+       "       'Strk': '483',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '43.91',\n",
-       "       'Ask': '44.21',\n",
+       "       'Bid': '40.87',\n",
+       "       'Ask': '41.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '6'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130473',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00473000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514484',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00484000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '473',\n",
+       "       'Strk': '484',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6616,48 +6818,48 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00473000',\n",
+       "       'AskSize': '972'},\n",
+       "      {'Sym': 'QQQ   240514P00484000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '473',\n",
+       "       'Strk': '484',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '44.91',\n",
-       "       'Ask': '45.21',\n",
+       "       'Bid': '41.87',\n",
+       "       'Ask': '42.27',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '6'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130474',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00474000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514485',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00485000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '474',\n",
+       "       'Strk': '485',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
        "       'Lst': '0.01',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00474000',\n",
+       "       'AskSize': '877'},\n",
+       "      {'Sym': 'QQQ   240514P00485000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '474',\n",
+       "       'Strk': '485',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '45.91',\n",
-       "       'Ask': '46.21',\n",
+       "       'Bid': '42.88',\n",
+       "       'Ask': '43.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '6'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130475',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00475000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514486',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00486000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '475',\n",
+       "       'Strk': '486',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6666,23 +6868,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00475000',\n",
+       "       'AskSize': '886'},\n",
+       "      {'Sym': 'QQQ   240514P00486000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '475',\n",
+       "       'Strk': '486',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '46.91',\n",
-       "       'Ask': '47.21',\n",
+       "       'Bid': '43.88',\n",
+       "       'Ask': '44.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130476',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00476000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514487',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00487000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '476',\n",
+       "       'Strk': '487',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6691,23 +6893,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00476000',\n",
+       "       'AskSize': '1009'},\n",
+       "      {'Sym': 'QQQ   240514P00487000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '476',\n",
+       "       'Strk': '487',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '47.91',\n",
-       "       'Ask': '48.21',\n",
+       "       'Bid': '44.87',\n",
+       "       'Ask': '45.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130477',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00477000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514488',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00488000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '477',\n",
+       "       'Strk': '488',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6716,23 +6918,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00477000',\n",
+       "       'AskSize': '902'},\n",
+       "      {'Sym': 'QQQ   240514P00488000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '477',\n",
+       "       'Strk': '488',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '48.91',\n",
-       "       'Ask': '49.21',\n",
+       "       'Bid': '45.87',\n",
+       "       'Ask': '46.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130478',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00478000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514489',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00489000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '478',\n",
+       "       'Strk': '489',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6741,23 +6943,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00478000',\n",
+       "       'AskSize': '908'},\n",
+       "      {'Sym': 'QQQ   240514P00489000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '478',\n",
+       "       'Strk': '489',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.91',\n",
-       "       'Ask': '50.21',\n",
+       "       'Bid': '46.87',\n",
+       "       'Ask': '47.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130479',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00479000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514490',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00490000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '479',\n",
+       "       'Strk': '490',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6766,23 +6968,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00479000',\n",
+       "       'AskSize': '915'},\n",
+       "      {'Sym': 'QQQ   240514P00490000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '479',\n",
+       "       'Strk': '490',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '50.91',\n",
-       "       'Ask': '51.21',\n",
+       "       'Bid': '47.87',\n",
+       "       'Ask': '48.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130480',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00480000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514491',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00491000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '480',\n",
+       "       'Strk': '491',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6791,23 +6993,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00480000',\n",
+       "       'AskSize': '920'},\n",
+       "      {'Sym': 'QQQ   240514P00491000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '480',\n",
+       "       'Strk': '491',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '51.91',\n",
-       "       'Ask': '52.21',\n",
+       "       'Bid': '48.87',\n",
+       "       'Ask': '49.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130481',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00481000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514492',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00492000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '481',\n",
+       "       'Strk': '492',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6816,23 +7018,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00481000',\n",
+       "       'AskSize': '926'},\n",
+       "      {'Sym': 'QQQ   240514P00492000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '481',\n",
+       "       'Strk': '492',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '52.91',\n",
-       "       'Ask': '53.21',\n",
+       "       'Bid': '49.87',\n",
+       "       'Ask': '50.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130482',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00482000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514493',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00493000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '482',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6841,23 +7043,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '578'},\n",
-       "      {'Sym': 'QQQ   240130P00482000',\n",
+       "       'AskSize': '931'},\n",
+       "      {'Sym': 'QQQ   240514P00493000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '482',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.91',\n",
-       "       'Ask': '54.21',\n",
+       "       'Bid': '50.87',\n",
+       "       'Ask': '51.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130483',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00483000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514494',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00494000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '483',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6866,23 +7068,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '556'},\n",
-       "      {'Sym': 'QQQ   240130P00483000',\n",
+       "       'AskSize': '935'},\n",
+       "      {'Sym': 'QQQ   240514P00494000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '483',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.91',\n",
-       "       'Ask': '55.21',\n",
+       "       'Bid': '51.87',\n",
+       "       'Ask': '52.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130484',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00484000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514495',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00495000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '484',\n",
+       "       'Strk': '495',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6891,23 +7093,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '557'},\n",
-       "      {'Sym': 'QQQ   240130P00484000',\n",
+       "       'AskSize': '939'},\n",
+       "      {'Sym': 'QQQ   240514P00495000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '484',\n",
+       "       'Strk': '495',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.91',\n",
-       "       'Ask': '56.21',\n",
+       "       'Bid': '52.87',\n",
+       "       'Ask': '53.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130485',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00485000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514496',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00496000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '485',\n",
+       "       'Strk': '496',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6916,23 +7118,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '558'},\n",
-       "      {'Sym': 'QQQ   240130P00485000',\n",
+       "       'AskSize': '1007'},\n",
+       "      {'Sym': 'QQQ   240514P00496000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '485',\n",
+       "       'Strk': '496',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.91',\n",
-       "       'Ask': '57.21',\n",
+       "       'Bid': '53.87',\n",
+       "       'Ask': '54.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130486',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00486000',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514497',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00497000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '486',\n",
+       "       'Strk': '497',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6941,23 +7143,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '559'},\n",
-       "      {'Sym': 'QQQ   240130P00486000',\n",
+       "       'AskSize': '964'},\n",
+       "      {'Sym': 'QQQ   240514P00497000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '486',\n",
+       "       'Strk': '497',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.91',\n",
-       "       'Ask': '58.21',\n",
+       "       'Bid': '54.87',\n",
+       "       'Ask': '55.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130487',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00487000',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514498',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00498000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '487',\n",
+       "       'Strk': '498',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6966,23 +7168,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '691'},\n",
-       "      {'Sym': 'QQQ   240130P00487000',\n",
+       "       'AskSize': '968'},\n",
+       "      {'Sym': 'QQQ   240514P00498000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '487',\n",
+       "       'Strk': '498',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.91',\n",
-       "       'Ask': '59.21',\n",
+       "       'Bid': '55.87',\n",
+       "       'Ask': '56.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130488',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00488000',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514499',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00499000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '488',\n",
+       "       'Strk': '499',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -6991,23 +7193,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '691'},\n",
-       "      {'Sym': 'QQQ   240130P00488000',\n",
+       "       'AskSize': '971'},\n",
+       "      {'Sym': 'QQQ   240514P00499000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '488',\n",
+       "       'Strk': '499',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.91',\n",
-       "       'Ask': '60.21',\n",
+       "       'Bid': '56.87',\n",
+       "       'Ask': '57.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130489',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00489000',\n",
+       "       'AskSize': '3'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514500',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00500000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '489',\n",
+       "       'Strk': '500',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -7016,23 +7218,23 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '691'},\n",
-       "      {'Sym': 'QQQ   240130P00489000',\n",
+       "       'AskSize': '973'},\n",
+       "      {'Sym': 'QQQ   240514P00500000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '489',\n",
+       "       'Strk': '500',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.91',\n",
-       "       'Ask': '61.21',\n",
+       "       'Bid': '57.9',\n",
+       "       'Ask': '58.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130490',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00490000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240514505',\n",
+       "     'Legs': [{'Sym': 'QQQ   240514C00505000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '490',\n",
+       "       'Strk': '505',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
@@ -7041,343 +7243,380 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '691'},\n",
-       "      {'Sym': 'QQQ   240130P00490000',\n",
+       "       'AskSize': '972'},\n",
+       "      {'Sym': 'QQQ   240514P00505000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '490',\n",
+       "       'Strk': '505',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.91',\n",
-       "       'Ask': '62.21',\n",
+       "       'Bid': '62.87',\n",
+       "       'Ask': '63.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '7'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240130491',\n",
-       "     'Legs': [{'Sym': 'QQQ   240130C00491000',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '3'}]}]},\n",
+       "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
+       "    'MonthAndDay': 'May 15',\n",
+       "    'Year': '2024',\n",
+       "    'Day': 'Wed',\n",
+       "    'SettlementType': '',\n",
+       "    'DaysUntil': 4},\n",
+       "   'AdjustedLabel': {},\n",
+       "   'AdjustedGroup': '',\n",
+       "   'Chains': [{'SymbolGroup': 'QQQ20240515359',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00359000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '491',\n",
+       "       'Strk': '359',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '82.86',\n",
+       "       'Ask': '83.29',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '691'},\n",
-       "      {'Sym': 'QQQ   240130P00491000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00359000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '491',\n",
+       "       'Strk': '359',\n",
        "       'Chg': '0',\n",
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-       "      {'Sym': 'QQQ   240131P00363000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515C00372000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '372',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '69.87',\n",
+       "       'Ask': '70.3',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00372000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '363',\n",
+       "       'Strk': '372',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
@@ -7385,2772 +7624,2535 @@
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '134',\n",
-       "       'AskSize': '653'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131364',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00364000',\n",
+       "       'BidSize': '266',\n",
+       "       'AskSize': '808'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515373',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00373000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '364',\n",
+       "       'Strk': '373',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.88',\n",
-       "       'Ask': '64.19',\n",
+       "       'Bid': '68.87',\n",
+       "       'Ask': '69.3',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240131P00364000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00373000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '364',\n",
+       "       'Strk': '373',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '162',\n",
-       "       'AskSize': '649'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131365',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00365000',\n",
+       "       'OI': '40',\n",
+       "       'BidSize': '284',\n",
+       "       'AskSize': '837'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515374',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00374000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '365',\n",
+       "       'Strk': '374',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.88',\n",
-       "       'Ask': '63.19',\n",
+       "       'Bid': '67.87',\n",
+       "       'Ask': '68.3',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240131P00365000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00374000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '365',\n",
-       "       'Chg': '-0.03',\n",
-       "       'ChgPct': '-300',\n",
+       "       'Strk': '374',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '5',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '168',\n",
-       "       'AskSize': '648'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131366',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00366000',\n",
+       "       'Lst': '0.03',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '360',\n",
+       "       'BidSize': '300',\n",
+       "       'AskSize': '685'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515375',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00375000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '366',\n",
+       "       'Strk': '375',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.88',\n",
-       "       'Ask': '62.19',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
+       "       'Bid': '66.88',\n",
+       "       'Ask': '67.3',\n",
+       "       'Lst': '67.21',\n",
+       "       'Vol': '1',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240131P00366000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00375000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '366',\n",
+       "       'Strk': '375',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
        "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '178',\n",
-       "       'AskSize': '396'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131367',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00367000',\n",
+       "       'OI': '432',\n",
+       "       'BidSize': '318',\n",
+       "       'AskSize': '1492'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515376',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00376000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '367',\n",
+       "       'Strk': '376',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.91',\n",
-       "       'Ask': '61.19',\n",
+       "       'Bid': '65.88',\n",
+       "       'Ask': '66.3',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131P00367000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00376000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '367',\n",
+       "       'Strk': '376',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '195',\n",
-       "       'AskSize': '638'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131368',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00368000',\n",
+       "       'OI': '137',\n",
+       "       'BidSize': '337',\n",
+       "       'AskSize': '469'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00377000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '368',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.88',\n",
-       "       'Ask': '60.19',\n",
+       "       'Bid': '64.88',\n",
+       "       'Ask': '65.3',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131P00368000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'},\n",
+       "      {'Sym': 'QQQ   240515P00377000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '368',\n",
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        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
        "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
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-       "       'BidSize': '214',\n",
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-       "    {'SymbolGroup': 'QQQ20240131369',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00369000',\n",
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+       "       'BidSize': '355',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00378000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '369',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.88',\n",
-       "       'Ask': '59.19',\n",
+       "       'Bid': '63.88',\n",
+       "       'Ask': '64.3',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
+       "       'BidSize': '13',\n",
        "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131P00369000',\n",
+       "      {'Sym': 'QQQ   240515P00378000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '369',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
        "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
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-       "       'BidSize': '237',\n",
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-       "    {'SymbolGroup': 'QQQ20240131370',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00370000',\n",
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+       "       'BidSize': '379',\n",
+       "       'AskSize': '759'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00379000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '370',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.88',\n",
-       "       'Ask': '58.19',\n",
-       "       'Lst': '53.8',\n",
+       "       'Bid': '62.88',\n",
+       "       'Ask': '63.31',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '25',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131P00370000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '14'},\n",
+       "      {'Sym': 'QQQ   240515P00379000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '370',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
-       "       'Lst': '0.02',\n",
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-       "       'BidSize': '224',\n",
-       "       'AskSize': '618'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131371',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00371000',\n",
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+       "       'Vol': '0',\n",
+       "       'OI': '289',\n",
+       "       'BidSize': '397',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00380000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '371',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.88',\n",
-       "       'Ask': '57.19',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '61.86',\n",
+       "       'Ask': '62.32',\n",
+       "       'Lst': '60.15',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131P00371000',\n",
+       "       'OI': '6',\n",
+       "       'BidSize': '1',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '371',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-50',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
        "       'Bid': '0.01',\n",
        "       'Ask': '0.02',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '230',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '243',\n",
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-       "    {'SymbolGroup': 'QQQ20240131372',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00372000',\n",
+       "       'Lst': '0.03',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '123',\n",
+       "       'BidSize': '415',\n",
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+       "    {'SymbolGroup': 'QQQ20240515381',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00381000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '372',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.88',\n",
-       "       'Ask': '56.19',\n",
+       "       'Bid': '60.88',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '13',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131C00372000',\n",
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+       "      {'Sym': 'QQQ   240515P00381000',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00382000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '372',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.88',\n",
-       "       'Ask': '56.19',\n",
+       "       'Bid': '59.88',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '13',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240131P00372000',\n",
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+       "      {'Sym': 'QQQ   240515P00382000',\n",
        "       'OptionType': 'P',\n",
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-       "    {'SymbolGroup': 'QQQ20240131373',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00373000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '373',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.91',\n",
-       "       'Ask': '55.2',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '7',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240131P00373000',\n",
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        "       'OptionType': 'P',\n",
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-       "       'Chg': '-0.03',\n",
-       "       'ChgPct': '-150',\n",
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-       "    {'SymbolGroup': 'QQQ20240131374',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00374000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '374',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '53.89',\n",
-       "       'Ask': '54.2',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '12',\n",
-       "       'AskSize': '20'},\n",
-       "      {'Sym': 'QQQ   240131P00374000',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '374',\n",
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-       "       'Bid': '37.91',\n",
-       "       'Ask': '38.22',\n",
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+       "       'Ask': '24.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131467',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00467000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00467000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '467',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '612'},\n",
-       "      {'Sym': 'QQQ   240131P00467000',\n",
+       "       'Chg': '0.01',\n",
+       "       'ChgPct': '33.33',\n",
+       "       'Bid': '0.01',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.03',\n",
+       "       'Vol': '11',\n",
+       "       'OI': '20',\n",
+       "       'BidSize': '460',\n",
+       "       'AskSize': '895'},\n",
+       "      {'Sym': 'QQQ   240515P00467000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '467',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '38.91',\n",
-       "       'Ask': '39.22',\n",
+       "       'Bid': '24.9',\n",
+       "       'Ask': '25.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131468',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00468000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00468000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '468',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.01',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '615'},\n",
-       "      {'Sym': 'QQQ   240131P00468000',\n",
+       "       'OI': '2',\n",
+       "       'BidSize': '239',\n",
+       "       'AskSize': '981'},\n",
+       "      {'Sym': 'QQQ   240515P00468000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '468',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '39.91',\n",
-       "       'Ask': '40.22',\n",
+       "       'Bid': '25.9',\n",
+       "       'Ask': '26.23',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
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-       "    {'SymbolGroup': 'QQQ20240131469',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00469000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '10'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00469000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '469',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.01',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.04',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '617'},\n",
-       "      {'Sym': 'QQQ   240131P00469000',\n",
+       "       'OI': '42',\n",
+       "       'BidSize': '209',\n",
+       "       'AskSize': '1058'},\n",
+       "      {'Sym': 'QQQ   240515P00469000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '469',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '40.91',\n",
-       "       'Ask': '41.22',\n",
+       "       'Bid': '26.9',\n",
+       "       'Ask': '27.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131470',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00470000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515470',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00470000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '470',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Chg': '-0.02',\n",
+       "       'ChgPct': '-200',\n",
        "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '46',\n",
+       "       'OI': '85',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '620'},\n",
-       "      {'Sym': 'QQQ   240131P00470000',\n",
+       "       'AskSize': '749'},\n",
+       "      {'Sym': 'QQQ   240515P00470000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '470',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '41.91',\n",
-       "       'Ask': '42.22',\n",
+       "       'Bid': '27.9',\n",
+       "       'Ask': '28.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131471',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00471000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00471000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '47',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '623'},\n",
-       "      {'Sym': 'QQQ   240131P00471000',\n",
+       "       'AskSize': '800'},\n",
+       "      {'Sym': 'QQQ   240515P00471000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '471',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '42.91',\n",
-       "       'Ask': '43.22',\n",
+       "       'Bid': '28.9',\n",
+       "       'Ask': '29.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '21',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131472',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00472000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00472000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '25',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '624'},\n",
-       "      {'Sym': 'QQQ   240131P00472000',\n",
+       "       'AskSize': '194'},\n",
+       "      {'Sym': 'QQQ   240515P00472000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '472',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '43.91',\n",
-       "       'Ask': '44.22',\n",
+       "       'Bid': '29.9',\n",
+       "       'Ask': '30.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131473',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00473000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240515C00473000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '473',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '4',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '625'},\n",
-       "      {'Sym': 'QQQ   240131P00473000',\n",
+       "       'AskSize': '263'},\n",
+       "      {'Sym': 'QQQ   240515P00473000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '473',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '44.91',\n",
-       "       'Ask': '45.22',\n",
+       "       'Bid': '30.9',\n",
+       "       'Ask': '31.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131474',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00474000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515474',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00474000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '474',\n",
        "       'Chg': '0',\n",
@@ -10161,96 +10163,96 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '629'},\n",
-       "      {'Sym': 'QQQ   240131P00474000',\n",
+       "       'AskSize': '226'},\n",
+       "      {'Sym': 'QQQ   240515P00474000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '474',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '45.91',\n",
-       "       'Ask': '46.22',\n",
+       "       'Bid': '31.9',\n",
+       "       'Ask': '32.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131475',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00475000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515475',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00475000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '1',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '630'},\n",
-       "      {'Sym': 'QQQ   240131P00475000',\n",
+       "       'AskSize': '265'},\n",
+       "      {'Sym': 'QQQ   240515P00475000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '46.91',\n",
-       "       'Ask': '47.22',\n",
+       "       'Bid': '32.9',\n",
+       "       'Ask': '33.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131476',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00476000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515476',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00476000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '476',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '101',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '632'},\n",
-       "      {'Sym': 'QQQ   240131P00476000',\n",
+       "       'AskSize': '305'},\n",
+       "      {'Sym': 'QQQ   240515P00476000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '476',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '47.91',\n",
-       "       'Ask': '48.22',\n",
+       "       'Bid': '33.9',\n",
+       "       'Ask': '34.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131477',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00477000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515477',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00477000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '100',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '633'},\n",
-       "      {'Sym': 'QQQ   240131P00477000',\n",
+       "       'AskSize': '347'},\n",
+       "      {'Sym': 'QQQ   240515P00477000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '48.91',\n",
-       "       'Ask': '49.22',\n",
+       "       'Bid': '34.9',\n",
+       "       'Ask': '35.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '22',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131478',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00478000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515478',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00478000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '478',\n",
        "       'Chg': '0',\n",
@@ -10261,46 +10263,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '635'},\n",
-       "      {'Sym': 'QQQ   240131P00478000',\n",
+       "       'AskSize': '388'},\n",
+       "      {'Sym': 'QQQ   240515P00478000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '478',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.91',\n",
-       "       'Ask': '50.22',\n",
+       "       'Bid': '35.9',\n",
+       "       'Ask': '36.23',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '21',\n",
+       "       'BidSize': '13',\n",
        "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131479',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00479000',\n",
+       "    {'SymbolGroup': 'QQQ20240515479',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00479000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '479',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '2',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '636'},\n",
-       "      {'Sym': 'QQQ   240131P00479000',\n",
+       "       'AskSize': '1063'},\n",
+       "      {'Sym': 'QQQ   240515P00479000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '479',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '50.91',\n",
-       "       'Ask': '51.22',\n",
+       "       'Bid': '36.89',\n",
+       "       'Ask': '37.23',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '21',\n",
+       "       'BidSize': '13',\n",
        "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131480',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00480000',\n",
+       "    {'SymbolGroup': 'QQQ20240515480',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00480000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '480',\n",
        "       'Chg': '0',\n",
@@ -10311,46 +10313,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '638'},\n",
-       "      {'Sym': 'QQQ   240131P00480000',\n",
+       "       'AskSize': '1092'},\n",
+       "      {'Sym': 'QQQ   240515P00480000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '480',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '51.91',\n",
-       "       'Ask': '52.22',\n",
+       "       'Bid': '37.89',\n",
+       "       'Ask': '38.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '21',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131481',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00481000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515481',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00481000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '481',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '80',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '639'},\n",
-       "      {'Sym': 'QQQ   240131P00481000',\n",
+       "       'AskSize': '1148'},\n",
+       "      {'Sym': 'QQQ   240515P00481000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '481',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '52.91',\n",
-       "       'Ask': '53.22',\n",
+       "       'Bid': '38.89',\n",
+       "       'Ask': '39.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131482',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00482000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515482',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00482000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '482',\n",
        "       'Chg': '0',\n",
@@ -10361,21 +10363,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '640'},\n",
-       "      {'Sym': 'QQQ   240131P00482000',\n",
+       "       'AskSize': '528'},\n",
+       "      {'Sym': 'QQQ   240515P00482000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '482',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.91',\n",
-       "       'Ask': '54.22',\n",
+       "       'Bid': '39.89',\n",
+       "       'Ask': '40.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131483',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00483000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '12'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515483',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00483000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '483',\n",
        "       'Chg': '0',\n",
@@ -10386,21 +10388,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '641'},\n",
-       "      {'Sym': 'QQQ   240131P00483000',\n",
+       "       'AskSize': '557'},\n",
+       "      {'Sym': 'QQQ   240515P00483000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '483',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.91',\n",
-       "       'Ask': '55.22',\n",
+       "       'Bid': '40.89',\n",
+       "       'Ask': '41.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131484',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00484000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515484',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00484000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '484',\n",
        "       'Chg': '0',\n",
@@ -10411,21 +10413,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '642'},\n",
-       "      {'Sym': 'QQQ   240131P00484000',\n",
+       "       'AskSize': '1125'},\n",
+       "      {'Sym': 'QQQ   240515P00484000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '484',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.91',\n",
-       "       'Ask': '56.22',\n",
+       "       'Bid': '41.89',\n",
+       "       'Ask': '42.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131485',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00485000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515485',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00485000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '485',\n",
        "       'Chg': '0',\n",
@@ -10436,21 +10438,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '643'},\n",
-       "      {'Sym': 'QQQ   240131P00485000',\n",
+       "       'AskSize': '606'},\n",
+       "      {'Sym': 'QQQ   240515P00485000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '485',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.91',\n",
-       "       'Ask': '57.22',\n",
+       "       'Bid': '42.89',\n",
+       "       'Ask': '43.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131486',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00486000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515486',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00486000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '486',\n",
        "       'Chg': '0',\n",
@@ -10461,21 +10463,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '644'},\n",
-       "      {'Sym': 'QQQ   240131P00486000',\n",
+       "       'AskSize': '632'},\n",
+       "      {'Sym': 'QQQ   240515P00486000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '486',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.91',\n",
-       "       'Ask': '58.22',\n",
+       "       'Bid': '43.89',\n",
+       "       'Ask': '44.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131487',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00487000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515487',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00487000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '487',\n",
        "       'Chg': '0',\n",
@@ -10486,21 +10488,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '645'},\n",
-       "      {'Sym': 'QQQ   240131P00487000',\n",
+       "       'AskSize': '1046'},\n",
+       "      {'Sym': 'QQQ   240515P00487000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '487',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.91',\n",
-       "       'Ask': '59.22',\n",
+       "       'Bid': '44.89',\n",
+       "       'Ask': '45.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131488',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00488000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515488',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00488000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '488',\n",
        "       'Chg': '0',\n",
@@ -10511,21 +10513,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '645'},\n",
-       "      {'Sym': 'QQQ   240131P00488000',\n",
+       "       'AskSize': '972'},\n",
+       "      {'Sym': 'QQQ   240515P00488000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '488',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.91',\n",
-       "       'Ask': '60.22',\n",
+       "       'Bid': '45.89',\n",
+       "       'Ask': '46.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131489',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00489000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515489',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00489000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '489',\n",
        "       'Chg': '0',\n",
@@ -10536,21 +10538,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '645'},\n",
-       "      {'Sym': 'QQQ   240131P00489000',\n",
+       "       'AskSize': '1078'},\n",
+       "      {'Sym': 'QQQ   240515P00489000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '489',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.91',\n",
-       "       'Ask': '61.22',\n",
+       "       'Bid': '46.89',\n",
+       "       'Ask': '47.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '11'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131490',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00490000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515490',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00490000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '490',\n",
        "       'Chg': '0',\n",
@@ -10561,21 +10563,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '645'},\n",
-       "      {'Sym': 'QQQ   240131P00490000',\n",
+       "       'AskSize': '1049'},\n",
+       "      {'Sym': 'QQQ   240515P00490000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '490',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.91',\n",
-       "       'Ask': '62.22',\n",
+       "       'Bid': '47.89',\n",
+       "       'Ask': '48.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131491',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00491000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515491',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00491000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '491',\n",
        "       'Chg': '0',\n",
@@ -10586,3191 +10588,2941 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '645'},\n",
-       "      {'Sym': 'QQQ   240131P00491000',\n",
+       "       'AskSize': '1078'},\n",
+       "      {'Sym': 'QQQ   240515P00491000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '491',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.91',\n",
-       "       'Ask': '63.22',\n",
+       "       'Bid': '48.89',\n",
+       "       'Ask': '49.26',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '9'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240131492',\n",
-       "     'Legs': [{'Sym': 'QQQ   240131C00492000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515492',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00492000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '492',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '1',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '645'},\n",
-       "      {'Sym': 'QQQ   240131P00492000',\n",
+       "       'AskSize': '1115'},\n",
+       "      {'Sym': 'QQQ   240515P00492000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '492',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.91',\n",
-       "       'Ask': '64.22',\n",
+       "       'Bid': '49.89',\n",
+       "       'Ask': '50.25',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '11',\n",
-       "       'AskSize': '9'}]}]},\n",
-       "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
-       "    'MonthAndDay': 'Feb 01',\n",
-       "    'Year': '2024',\n",
-       "    'Day': 'Thu',\n",
-       "    'SettlementType': '',\n",
-       "    'DaysUntil': 3},\n",
-       "   'AdjustedLabel': {},\n",
-       "   'AdjustedGroup': '',\n",
-       "   'Chains': [{'SymbolGroup': 'QQQ20240201353',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00353000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515493',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00493000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '353',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '75.01',\n",
-       "       'Ask': '75.35',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240201P00353000',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '1166'},\n",
+       "      {'Sym': 'QQQ   240515P00493000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '353',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.01',\n",
-       "       'Ask': '0.02',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '60',\n",
-       "       'OI': '74',\n",
-       "       'BidSize': '137',\n",
-       "       'AskSize': '590'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201354',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00354000',\n",
+       "       'Bid': '50.9',\n",
+       "       'Ask': '51.25',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240515494',\n",
+       "     'Legs': [{'Sym': 'QQQ   240515C00494000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '354',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '74',\n",
-       "       'Ask': '74.36',\n",
+       "       'Bid': '0',\n",
+       "       'Ask': '0.01',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240201P00354000',\n",
+       "       'BidSize': '0',\n",
+       "       'AskSize': '1167'},\n",
+       "      {'Sym': 'QQQ   240515P00494000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '354',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0.01',\n",
-       "       'Ask': '0.02',\n",
-       "       'Lst': '0.02',\n",
-       "       'Vol': '10',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '148',\n",
-       "       'AskSize': '585'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201355',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00355000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '355',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '73',\n",
-       "       'Ask': '73.36',\n",
+       "       'Bid': '51.9',\n",
+       "       'Ask': '52.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240201P00355000',\n",
-       "       'OptionType': 'P',\n",
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+       "       'BidSize': '186',\n",
+       "       'AskSize': '599'},\n",
+       "      {'Sym': 'QQQ   240516P00472000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '472',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '43.91',\n",
-       "       'Ask': '44.25',\n",
+       "       'Bid': '29.91',\n",
+       "       'Ask': '30.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201473',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00473000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516473',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00473000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '473',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '295'},\n",
-       "      {'Sym': 'QQQ   240201P00473000',\n",
+       "       'Chg': '-0.01',\n",
+       "       'ChgPct': '-50',\n",
+       "       'Bid': '0.01',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.02',\n",
+       "       'Vol': '3',\n",
+       "       'OI': '3',\n",
+       "       'BidSize': '300',\n",
+       "       'AskSize': '665'},\n",
+       "      {'Sym': 'QQQ   240516P00473000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '473',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '44.91',\n",
-       "       'Ask': '45.25',\n",
+       "       'Bid': '30.91',\n",
+       "       'Ask': '31.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201474',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00474000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '16'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516474',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00474000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '474',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '5',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '304'},\n",
-       "      {'Sym': 'QQQ   240201P00474000',\n",
+       "       'AskSize': '564'},\n",
+       "      {'Sym': 'QQQ   240516P00474000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '474',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '45.91',\n",
-       "       'Ask': '46.25',\n",
+       "       'Bid': '31.9',\n",
+       "       'Ask': '32.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201475',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00475000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516475',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00475000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.04',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '23',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '314'},\n",
-       "      {'Sym': 'QQQ   240201P00475000',\n",
+       "       'AskSize': '603'},\n",
+       "      {'Sym': 'QQQ   240516P00475000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '475',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '46.91',\n",
-       "       'Ask': '47.25',\n",
+       "       'Bid': '32.9',\n",
+       "       'Ask': '33.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201476',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00476000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516476',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00476000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '476',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
+       "       'Chg': '-0.02',\n",
+       "       'ChgPct': '-200',\n",
        "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'Ask': '0.02',\n",
+       "       'Lst': '0.01',\n",
+       "       'Vol': '2',\n",
+       "       'OI': '5',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '322'},\n",
-       "      {'Sym': 'QQQ   240201P00476000',\n",
+       "       'AskSize': '639'},\n",
+       "      {'Sym': 'QQQ   240516P00476000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '476',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '47.91',\n",
-       "       'Ask': '48.25',\n",
+       "       'Bid': '33.9',\n",
+       "       'Ask': '34.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201477',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00477000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516477',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00477000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Ask': '0.02',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '330'},\n",
-       "      {'Sym': 'QQQ   240201P00477000',\n",
+       "       'AskSize': '770'},\n",
+       "      {'Sym': 'QQQ   240516P00477000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '477',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '48.91',\n",
-       "       'Ask': '49.25',\n",
+       "       'Bid': '34.9',\n",
+       "       'Ask': '35.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201478',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00478000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516478',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00478000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '478',\n",
        "       'Chg': '0',\n",
@@ -13781,21 +13533,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '337'},\n",
-       "      {'Sym': 'QQQ   240201P00478000',\n",
+       "       'AskSize': '220'},\n",
+       "      {'Sym': 'QQQ   240516P00478000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '478',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.91',\n",
-       "       'Ask': '50.25',\n",
+       "       'Bid': '35.9',\n",
+       "       'Ask': '36.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201479',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00479000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516479',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00479000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '479',\n",
        "       'Chg': '0',\n",
@@ -13806,21 +13558,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '344'},\n",
-       "      {'Sym': 'QQQ   240201P00479000',\n",
+       "       'AskSize': '221'},\n",
+       "      {'Sym': 'QQQ   240516P00479000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '479',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '50.91',\n",
-       "       'Ask': '51.25',\n",
+       "       'Bid': '36.9',\n",
+       "       'Ask': '37.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201480',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00480000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516480',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00480000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '480',\n",
        "       'Chg': '0',\n",
@@ -13831,21 +13583,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '352'},\n",
-       "      {'Sym': 'QQQ   240201P00480000',\n",
+       "       'AskSize': '418'},\n",
+       "      {'Sym': 'QQQ   240516P00480000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '480',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '51.91',\n",
-       "       'Ask': '52.25',\n",
+       "       'Bid': '37.9',\n",
+       "       'Ask': '38.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201481',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00481000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516481',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00481000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '481',\n",
        "       'Chg': '0',\n",
@@ -13856,21 +13608,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '359'},\n",
-       "      {'Sym': 'QQQ   240201P00481000',\n",
+       "       'AskSize': '242'},\n",
+       "      {'Sym': 'QQQ   240516P00481000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '481',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '52.9',\n",
-       "       'Ask': '53.25',\n",
+       "       'Bid': '38.9',\n",
+       "       'Ask': '39.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201482',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00482000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516482',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00482000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '482',\n",
        "       'Chg': '0',\n",
@@ -13881,21 +13633,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '365'},\n",
-       "      {'Sym': 'QQQ   240201P00482000',\n",
+       "       'AskSize': '270'},\n",
+       "      {'Sym': 'QQQ   240516P00482000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '482',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.9',\n",
-       "       'Ask': '54.25',\n",
+       "       'Bid': '39.9',\n",
+       "       'Ask': '40.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201483',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00483000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '14'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516483',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00483000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '483',\n",
        "       'Chg': '0',\n",
@@ -13906,21 +13658,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '370'},\n",
-       "      {'Sym': 'QQQ   240201P00483000',\n",
+       "       'AskSize': '296'},\n",
+       "      {'Sym': 'QQQ   240516P00483000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '483',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '54.9',\n",
-       "       'Ask': '55.24',\n",
+       "       'Bid': '40.9',\n",
+       "       'Ask': '41.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201484',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00484000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '14'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516484',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00484000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '484',\n",
        "       'Chg': '0',\n",
@@ -13931,46 +13683,46 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '377'},\n",
-       "      {'Sym': 'QQQ   240201P00484000',\n",
+       "       'AskSize': '319'},\n",
+       "      {'Sym': 'QQQ   240516P00484000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '484',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.9',\n",
-       "       'Ask': '56.24',\n",
+       "       'Bid': '41.9',\n",
+       "       'Ask': '42.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201485',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00485000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516485',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00485000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '485',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0',\n",
+       "       'Lst': '0.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '160',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '382'},\n",
-       "      {'Sym': 'QQQ   240201P00485000',\n",
+       "       'AskSize': '1029'},\n",
+       "      {'Sym': 'QQQ   240516P00485000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '485',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.91',\n",
-       "       'Ask': '57.24',\n",
+       "       'Bid': '42.9',\n",
+       "       'Ask': '43.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201486',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00486000',\n",
+       "       'BidSize': '16',\n",
+       "       'AskSize': '17'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516486',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00486000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '486',\n",
        "       'Chg': '0',\n",
@@ -13981,21 +13733,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '388'},\n",
-       "      {'Sym': 'QQQ   240201P00486000',\n",
+       "       'AskSize': '1007'},\n",
+       "      {'Sym': 'QQQ   240516P00486000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '486',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.91',\n",
-       "       'Ask': '58.24',\n",
+       "       'Bid': '43.9',\n",
+       "       'Ask': '44.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201487',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00487000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '13'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516487',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00487000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '487',\n",
        "       'Chg': '0',\n",
@@ -14006,21 +13758,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '392'},\n",
-       "      {'Sym': 'QQQ   240201P00487000',\n",
+       "       'AskSize': '383'},\n",
+       "      {'Sym': 'QQQ   240516P00487000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '487',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.91',\n",
-       "       'Ask': '59.24',\n",
+       "       'Bid': '44.9',\n",
+       "       'Ask': '45.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201488',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00488000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516488',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00488000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '488',\n",
        "       'Chg': '0',\n",
@@ -14031,21 +13783,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '397'},\n",
-       "      {'Sym': 'QQQ   240201P00488000',\n",
+       "       'AskSize': '401'},\n",
+       "      {'Sym': 'QQQ   240516P00488000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '488',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.91',\n",
-       "       'Ask': '60.24',\n",
+       "       'Bid': '45.9',\n",
+       "       'Ask': '46.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201489',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00489000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516489',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00489000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '489',\n",
        "       'Chg': '0',\n",
@@ -14056,21 +13808,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '401'},\n",
-       "      {'Sym': 'QQQ   240201P00489000',\n",
+       "       'AskSize': '1062'},\n",
+       "      {'Sym': 'QQQ   240516P00489000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '489',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.91',\n",
-       "       'Ask': '61.24',\n",
+       "       'Bid': '46.9',\n",
+       "       'Ask': '47.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201490',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00490000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516490',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00490000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '490',\n",
        "       'Chg': '0',\n",
@@ -14081,21 +13833,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '406'},\n",
-       "      {'Sym': 'QQQ   240201P00490000',\n",
+       "       'AskSize': '1065'},\n",
+       "      {'Sym': 'QQQ   240516P00490000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '490',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.91',\n",
-       "       'Ask': '62.24',\n",
+       "       'Bid': '47.9',\n",
+       "       'Ask': '48.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201491',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00491000',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516491',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00491000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '491',\n",
        "       'Chg': '0',\n",
@@ -14106,21 +13858,21 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '410'},\n",
-       "      {'Sym': 'QQQ   240201P00491000',\n",
+       "       'AskSize': '1123'},\n",
+       "      {'Sym': 'QQQ   240516P00491000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '491',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.91',\n",
-       "       'Ask': '63.24',\n",
+       "       'Bid': '48.9',\n",
+       "       'Ask': '49.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240201492',\n",
-       "     'Legs': [{'Sym': 'QQQ   240201C00492000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516492',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00492000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '492',\n",
        "       'Chg': '0',\n",
@@ -14131,11903 +13883,9695 @@
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '414'},\n",
-       "      {'Sym': 'QQQ   240201P00492000',\n",
+       "       'AskSize': '1062'},\n",
+       "      {'Sym': 'QQQ   240516P00492000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '492',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.91',\n",
-       "       'Ask': '64.24',\n",
+       "       'Bid': '49.9',\n",
+       "       'Ask': '50.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '3'}]}]},\n",
-       "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
-       "    'MonthAndDay': 'Feb 02',\n",
-       "    'Year': '2024',\n",
-       "    'Day': 'Fri',\n",
-       "    'SettlementType': '',\n",
-       "    'DaysUntil': 4},\n",
-       "   'AdjustedLabel': {},\n",
-       "   'AdjustedGroup': '',\n",
-       "   'Chains': [{'SymbolGroup': 'QQQ20240202284.78',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00284780',\n",
+       "       'BidSize': '16',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516493',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00493000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '284.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '143.2',\n",
-       "       'Ask': '143.54',\n",
-       "       'Lst': '137.8',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00284780',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '284.78',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '333',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '437'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202289.78',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00289780',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '289.78',\n",
+       "       'AskSize': '1083'},\n",
+       "      {'Sym': 'QQQ   240516P00493000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '493',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '138.21',\n",
-       "       'Ask': '138.55',\n",
+       "       'Bid': '50.9',\n",
+       "       'Ask': '51.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240202P00289780',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '289.78',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516494',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00494000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '415',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '432'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202294.78',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00294780',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '294.78',\n",
+       "       'AskSize': '1018'},\n",
+       "      {'Sym': 'QQQ   240516P00494000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '494',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '133.21',\n",
-       "       'Ask': '133.56',\n",
+       "       'Bid': '51.9',\n",
+       "       'Ask': '52.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00294780',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '294.78',\n",
+       "       'BidSize': '16',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516495',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00495000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '495',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '287',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '419'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202299.78',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00299780',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '299.78',\n",
+       "       'AskSize': '1090'},\n",
+       "      {'Sym': 'QQQ   240516P00495000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '495',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '128.22',\n",
-       "       'Ask': '128.56',\n",
+       "       'Bid': '52.9',\n",
+       "       'Ask': '53.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00299780',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '299.78',\n",
+       "       'BidSize': '18',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516496',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00496000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '496',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '436',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '402'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202300',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00300000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '300',\n",
+       "       'AskSize': '1086'},\n",
+       "      {'Sym': 'QQQ   240516P00496000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '496',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '128',\n",
-       "       'Ask': '128.34',\n",
-       "       'Lst': '126.81',\n",
+       "       'Bid': '53.9',\n",
+       "       'Ask': '54.24',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '12',\n",
-       "       'BidSize': '3',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00300000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '300',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '16',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516497',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00497000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '497',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '311',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '401'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202304.78',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00304780',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '304.78',\n",
+       "       'AskSize': '1006'},\n",
+       "      {'Sym': 'QQQ   240516P00497000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '497',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '123.22',\n",
-       "       'Ask': '123.57',\n",
+       "       'Bid': '54.9',\n",
+       "       'Ask': '55.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00304780',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '304.78',\n",
+       "       'BidSize': '16',\n",
+       "       'AskSize': '1'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240516C00498000',\n",
+       "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '153',\n",
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        "       'BidSize': '0',\n",
-       "       'AskSize': '379'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202305',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00305000',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '305',\n",
+       "       'AskSize': '594'},\n",
+       "      {'Sym': 'QQQ   240516P00498000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '498',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '123',\n",
-       "       'Ask': '123.35',\n",
+       "       'Bid': '55.9',\n",
+       "       'Ask': '56.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00305000',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '305',\n",
+       "       'BidSize': '16',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516499',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00499000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '499',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0',\n",
        "       'Ask': '0.01',\n",
-       "       'Lst': '0.03',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3344',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '0',\n",
-       "       'AskSize': '376'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202309.78',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00309780',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '309.78',\n",
+       "       'AskSize': '994'},\n",
+       "      {'Sym': 'QQQ   240516P00499000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '499',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '118.23',\n",
-       "       'Ask': '118.57',\n",
+       "       'Bid': '56.9',\n",
+       "       'Ask': '57.24',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240202P00309780',\n",
-       "       'OptionType': 'P',\n",
-       "       'Strk': '309.78',\n",
-       "       'Chg': '-0.01',\n",
-       "       'ChgPct': '-100',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
-       "       'Lst': '0.01',\n",
-       "       'Vol': '10',\n",
-       "       'OI': '291',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '348'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240202310',\n",
-       "     'Legs': [{'Sym': 'QQQ   240202C00310000',\n",
+       "       'BidSize': '17',\n",
+       "       'AskSize': '1'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240516500',\n",
+       "     'Legs': [{'Sym': 'QQQ   240516C00500000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '310',\n",
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-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
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-       "       'BidSize': '0',\n",
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-       "      {'Sym': 'QQQ   240206P00482000',\n",
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        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '53.91',\n",
-       "       'Ask': '54.24',\n",
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-       "    {'SymbolGroup': 'QQQ20240206483',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00483000',\n",
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-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
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-       "       'BidSize': '0',\n",
-       "       'AskSize': '160'},\n",
-       "      {'Sym': 'QQQ   240206P00483000',\n",
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-       "       'Bid': '54.91',\n",
-       "       'Ask': '55.24',\n",
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-       "    {'SymbolGroup': 'QQQ20240206484',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00484000',\n",
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-       "       'Bid': '0',\n",
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-       "       'BidSize': '0',\n",
-       "       'AskSize': '160'},\n",
-       "      {'Sym': 'QQQ   240206P00484000',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '55.91',\n",
-       "       'Ask': '56.24',\n",
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-       "    {'SymbolGroup': 'QQQ20240206485',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00485000',\n",
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        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
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-       "       'BidSize': '0',\n",
-       "       'AskSize': '160'},\n",
-       "      {'Sym': 'QQQ   240206P00485000',\n",
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+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00387000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '485',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.91',\n",
-       "       'Ask': '57.24',\n",
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-       "       'BidSize': '10',\n",
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-       "    {'SymbolGroup': 'QQQ20240206486',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00486000',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00388000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '486',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
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-       "       'BidSize': '0',\n",
-       "       'AskSize': '164'},\n",
-       "      {'Sym': 'QQQ   240206P00486000',\n",
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-       "       'Strk': '486',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.91',\n",
-       "       'Ask': '58.25',\n",
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-       "    {'SymbolGroup': 'QQQ20240206487',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00487000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '487',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '0',\n",
-       "       'AskSize': '179'},\n",
-       "      {'Sym': 'QQQ   240206P00487000',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '487',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.91',\n",
-       "       'Ask': '59.25',\n",
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-       "    {'SymbolGroup': 'QQQ20240206488',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00488000',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00390000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '488',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '52.3',\n",
+       "       'Ask': '52.69',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '179'},\n",
-       "      {'Sym': 'QQQ   240206P00488000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00390000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '488',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.91',\n",
-       "       'Ask': '60.25',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.03',\n",
+       "       'Ask': '0.05',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240206489',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00489000',\n",
+       "       'OI': '3',\n",
+       "       'BidSize': '460',\n",
+       "       'AskSize': '309'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00391000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '489',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '51.31',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '179'},\n",
-       "      {'Sym': 'QQQ   240206P00489000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00391000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '489',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.91',\n",
-       "       'Ask': '61.25',\n",
+       "       'Bid': '0.04',\n",
+       "       'Ask': '0.05',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240206490',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00490000',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '332'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00392000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '490',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '50.31',\n",
+       "       'Ask': '50.69',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '248'},\n",
-       "      {'Sym': 'QQQ   240206P00490000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00392000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '490',\n",
+       "       'Strk': '392',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.91',\n",
-       "       'Ask': '62.25',\n",
+       "       'Bid': '0.03',\n",
+       "       'Ask': '0.05',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240206491',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00491000',\n",
+       "       'BidSize': '26',\n",
+       "       'AskSize': '535'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240521393',\n",
+       "     'Legs': [{'Sym': 'QQQ   240521C00393000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '491',\n",
+       "       'Strk': '393',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '49.32',\n",
+       "       'Ask': '49.7',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '252'},\n",
-       "      {'Sym': 'QQQ   240206P00491000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00393000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '491',\n",
+       "       'Strk': '393',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.91',\n",
-       "       'Ask': '63.25',\n",
+       "       'Bid': '0.04',\n",
+       "       'Ask': '0.05',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240206492',\n",
-       "     'Legs': [{'Sym': 'QQQ   240206C00492000',\n",
+       "       'BidSize': '460',\n",
+       "       'AskSize': '354'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240521394',\n",
+       "     'Legs': [{'Sym': 'QQQ   240521C00394000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '492',\n",
+       "       'Strk': '394',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0',\n",
-       "       'Ask': '0.01',\n",
+       "       'Bid': '48.32',\n",
+       "       'Ask': '48.7',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '0',\n",
-       "       'AskSize': '255'},\n",
-       "      {'Sym': 'QQQ   240206P00492000',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00394000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '492',\n",
+       "       'Strk': '394',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.9',\n",
-       "       'Ask': '64.25',\n",
+       "       'Bid': '0.04',\n",
+       "       'Ask': '0.05',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '10'}]}]},\n",
-       "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
-       "    'MonthAndDay': 'Feb 07',\n",
-       "    'Year': '2024',\n",
-       "    'Day': 'Wed',\n",
-       "    'SettlementType': '',\n",
-       "    'DaysUntil': 9},\n",
-       "   'AdjustedLabel': {},\n",
-       "   'AdjustedGroup': '',\n",
-       "   'Chains': [{'SymbolGroup': 'QQQ20240207364',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00364000',\n",
+       "       'BidSize': '138',\n",
+       "       'AskSize': '405'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240521395',\n",
+       "     'Legs': [{'Sym': 'QQQ   240521C00395000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '364',\n",
+       "       'Strk': '395',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '64.27',\n",
-       "       'Ask': '64.61',\n",
+       "       'Bid': '47.32',\n",
+       "       'Ask': '47.7',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'BidSize': '1',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240207P00364000',\n",
+       "      {'Sym': 'QQQ   240521P00395000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '364',\n",
+       "       'Strk': '395',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.04',\n",
@@ -26035,24 +23579,24 @@
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '201',\n",
-       "       'AskSize': '460'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240207365',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00365000',\n",
+       "       'BidSize': '460',\n",
+       "       'AskSize': '300'}]},\n",
+       "    {'SymbolGroup': 'QQQ20240521396',\n",
+       "     'Legs': [{'Sym': 'QQQ   240521C00396000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '365',\n",
+       "       'Strk': '396',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '63.27',\n",
-       "       'Ask': '63.61',\n",
+       "       'Bid': '46.33',\n",
+       "       'Ask': '46.71',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
+       "       'BidSize': '1',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240207P00365000',\n",
+       "      {'Sym': 'QQQ   240521P00396000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '365',\n",
+       "       'Strk': '396',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.04',\n",
@@ -26060,24 +23604,24 @@
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '201',\n",
-       "       'AskSize': '465'}]},\n",
-       "    {'SymbolGroup': 'QQQ20240207366',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00366000',\n",
+       "       'BidSize': '460',\n",
+       "       'AskSize': '252'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00397000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '366',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '62.28',\n",
-       "       'Ask': '62.62',\n",
+       "       'Bid': '45.33',\n",
+       "       'Ask': '45.7',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '1',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240207P00366000',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   240521P00397000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '366',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.04',\n",
@@ -26085,66798 +23629,66295 @@
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240207367',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00367000',\n",
+       "       'BidSize': '460',\n",
+       "       'AskSize': '232'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00398000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '367',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '61.27',\n",
-       "       'Ask': '61.62',\n",
+       "       'Bid': '44.34',\n",
+       "       'Ask': '44.71',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '1',\n",
        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240207P00367000',\n",
+       "      {'Sym': 'QQQ   240521P00398000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '367',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '0.04',\n",
-       "       'Ask': '0.05',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240207368',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00368000',\n",
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        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '60.28',\n",
-       "       'Ask': '60.62',\n",
+       "       'Bid': '43.34',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '3',\n",
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        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240207P00368000',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '368',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.04',\n",
-       "       'Ask': '0.05',\n",
-       "       'Lst': '0.06',\n",
-       "       'Vol': '10',\n",
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+       "       'Ask': '0.06',\n",
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-       "    {'SymbolGroup': 'QQQ20240207369',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00369000',\n",
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+       "       'AskSize': '300'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00400000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '369',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '59.28',\n",
-       "       'Ask': '59.62',\n",
+       "       'Bid': '42.34',\n",
+       "       'Ask': '42.72',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
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        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240207P00369000',\n",
+       "      {'Sym': 'QQQ   240521P00400000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '369',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.04',\n",
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        "       'Ask': '0.06',\n",
-       "       'Lst': '0.06',\n",
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-       "    {'SymbolGroup': 'QQQ20240207370',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00370000',\n",
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+       "       'Vol': '0',\n",
+       "       'OI': '27',\n",
+       "       'BidSize': '471',\n",
+       "       'AskSize': '300'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00401000',\n",
        "       'OptionType': 'C',\n",
-       "       'Strk': '370',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '58.28',\n",
-       "       'Ask': '58.63',\n",
-       "       'Lst': '56.74',\n",
+       "       'Bid': '41.35',\n",
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-       "       'OI': '1',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240207P00370000',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '1',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '370',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.04',\n",
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        "       'Lst': '0.07',\n",
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-       "    {'SymbolGroup': 'QQQ20240207371',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00371000',\n",
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+       "       'OI': '0',\n",
+       "       'BidSize': '138',\n",
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+       "     'Legs': [{'Sym': 'QQQ   240521C00402000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '57.28',\n",
-       "       'Ask': '57.63',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
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-       "      {'Sym': 'QQQ   240207P00371000',\n",
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        "       'ChgPct': '0',\n",
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-       "     'Legs': [{'Sym': 'QQQ   240207C00372000',\n",
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        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '56.29',\n",
-       "       'Ask': '56.63',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
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        "       'AskSize': '1'},\n",
-       "      {'Sym': 'QQQ   240207P00372000',\n",
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        "       'ChgPct': '0',\n",
        "       'Bid': '0.05',\n",
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-       "    {'SymbolGroup': 'QQQ20240207373',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00373000',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '55.3',\n",
-       "       'Ask': '55.64',\n",
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        "       'BidSize': '1',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   240207P00373000',\n",
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        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
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-       "       'Ask': '0.06',\n",
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-       "    {'SymbolGroup': 'QQQ20240207374',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00374000',\n",
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        "       'OptionType': 'C',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '54.29',\n",
-       "       'Ask': '54.64',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
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-       "      {'Sym': 'QQQ   240207P00374000',\n",
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        "       'ChgPct': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20240207375',\n",
-       "     'Legs': [{'Sym': 'QQQ   240207C00375000',\n",
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-       "      {'Sym': 'QQQ   240207P00375000',\n",
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-       "       'Ask': '0.06',\n",
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        "       'OI': '0',\n",
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        "    'Year': '2025',\n",
        "    'Day': 'Fri',\n",
        "    'SettlementType': '',\n",
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-       "       'Lst': '275.38',\n",
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-       "       'Bid': '14.21',\n",
-       "       'Ask': '14.97',\n",
-       "       'Lst': '13.44',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '1045',\n",
-       "       'BidSize': '161',\n",
-       "       'AskSize': '139'},\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '85.34',\n",
-       "       'Ask': '88.34',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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-       "       'Vol': '0',\n",
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-       "       'BidSize': '166',\n",
-       "       'AskSize': '217'},\n",
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-       "       'Bid': '90.33',\n",
-       "       'Ask': '93.35',\n",
-       "       'Lst': '97.67',\n",
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-       "       'Bid': '11.77',\n",
-       "       'Ask': '12.77',\n",
-       "       'Lst': '10.98',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '175',\n",
-       "       'AskSize': '324'},\n",
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        "      {'Sym': 'QQQ   250620P00524780',\n",
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-       "       'Bid': '95.33',\n",
-       "       'Ask': '98.35',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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-       "       'Bid': '10.83',\n",
-       "       'Ask': '11.66',\n",
-       "       'Lst': '10.3',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '240',\n",
-       "       'BidSize': '181',\n",
-       "       'AskSize': '291'},\n",
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        "      {'Sym': 'QQQ   250620P00529780',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '100.32',\n",
-       "       'Ask': '103.36',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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-       "       'OI': '847',\n",
-       "       'BidSize': '400',\n",
-       "       'AskSize': '253'},\n",
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-       "       'Ask': '108.36',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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-       "       'Bid': '8.73',\n",
-       "       'Ask': '9.63',\n",
-       "       'Lst': '9.16',\n",
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-       "       'BidSize': '273',\n",
-       "       'AskSize': '229'},\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '110.31',\n",
-       "       'Ask': '113.37',\n",
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@@ -94822,45 +92113,45 @@
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-       "       'Bid': '7.73',\n",
-       "       'Ask': '8.69',\n",
-       "       'Lst': '0',\n",
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-       "       'AskSize': '197'},\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '115.3',\n",
-       "       'Ask': '118.38',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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        "    {'SymbolGroup': 'QQQ20250620549.78',\n",
        "     'Legs': [{'Sym': 'QQQ   250620C00549780',\n",
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-       "       'Bid': '7.11',\n",
-       "       'Ask': '8.02',\n",
-       "       'Lst': '7.35',\n",
+       "       'Bid': '7.65',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '614',\n",
-       "       'BidSize': '313',\n",
-       "       'AskSize': '1126'},\n",
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        "      {'Sym': 'QQQ   250620P00549780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '120.29',\n",
-       "       'Ask': '123.38',\n",
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@@ -94872,45 +92163,45 @@
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-       "       'Bid': '6.61',\n",
-       "       'Ask': '7.18',\n",
-       "       'Lst': '6.5',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '223',\n",
-       "       'AskSize': '282'},\n",
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        "      {'Sym': 'QQQ   250620P00554780',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '125.28',\n",
-       "       'Ask': '128.39',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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        "    {'SymbolGroup': 'QQQ20250620559.78',\n",
        "     'Legs': [{'Sym': 'QQQ   250620C00559780',\n",
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-       "       'Bid': '5.96',\n",
-       "       'Ask': '6.61',\n",
-       "       'Lst': '4.88',\n",
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+       "       'Ask': '6.54',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '348',\n",
-       "       'BidSize': '240',\n",
-       "       'AskSize': '413'},\n",
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        "      {'Sym': 'QQQ   250620P00559780',\n",
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-       "       'Bid': '130.28',\n",
-       "       'Ask': '133.39',\n",
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@@ -94922,71 +92213,71 @@
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-       "       'Bid': '5.36',\n",
-       "       'Ask': '5.98',\n",
-       "       'Lst': '4.68',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '87',\n",
-       "       'BidSize': '257',\n",
-       "       'AskSize': '400'},\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '135.27',\n",
-       "       'Ask': '138.4',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
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-       "       'Bid': '4.82',\n",
-       "       'Ask': '5.43',\n",
-       "       'Lst': '4.74',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '59',\n",
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-       "       'AskSize': '334'},\n",
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        "      {'Sym': 'QQQ   250620P00569780',\n",
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-       "       'Bid': '140.26',\n",
-       "       'Ask': '143.4',\n",
-       "       'Lst': '0',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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-       "       'Vol': '2',\n",
-       "       'OI': '151',\n",
-       "       'BidSize': '174',\n",
-       "       'AskSize': '231'},\n",
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-       "       'Bid': '145.26',\n",
-       "       'Ask': '148.41',\n",
-       "       'Lst': '0',\n",
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@@ -94995,47 +92286,47 @@
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-       "       'Vol': '2',\n",
-       "       'OI': '2168',\n",
-       "       'BidSize': '86',\n",
-       "       'AskSize': '266'},\n",
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+       "       'ChgPct': '0',\n",
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+       "       'Ask': '4.35',\n",
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+       "       'Vol': '0',\n",
+       "       'OI': '4086',\n",
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        "      {'Sym': 'QQQ   250620P00579780',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '150.25',\n",
-       "       'Ask': '153.41',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
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        "    {'SymbolGroup': 'QQQ20250620584.78',\n",
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-       "       'Bid': '3.21',\n",
-       "       'Ask': '4.1',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '87',\n",
-       "       'AskSize': '63'},\n",
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        "      {'Sym': 'QQQ   250620P00584780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '155.24',\n",
-       "       'Ask': '158.42',\n",
+       "       'Bid': '141.74',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.88',\n",
-       "       'Ask': '3.71',\n",
-       "       'Lst': '2.59',\n",
+       "       'Bid': '3.13',\n",
+       "       'Ask': '3.72',\n",
+       "       'Lst': '2.63',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '70',\n",
-       "       'AskSize': '174'},\n",
+       "       'OI': '270',\n",
+       "       'BidSize': '133',\n",
+       "       'AskSize': '256'},\n",
        "      {'Sym': 'QQQ   250620P00589780',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '160.24',\n",
-       "       'Ask': '163.42',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '146.74',\n",
+       "       'Ask': '148.98',\n",
+       "       'Lst': '143.08',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
+       "       'BidSize': '44',\n",
+       "       'AskSize': '45'}]},\n",
        "    {'SymbolGroup': 'QQQ20250620594.78',\n",
        "     'Legs': [{'Sym': 'QQQ   250620C00594780',\n",
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-       "       'Bid': '2.57',\n",
-       "       'Ask': '3.36',\n",
-       "       'Lst': '1.67',\n",
+       "       'Bid': '2.79',\n",
+       "       'Ask': '3.38',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '76',\n",
-       "       'AskSize': '174'},\n",
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+       "       'BidSize': '73',\n",
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        "      {'Sym': 'QQQ   250620P00594780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '165.23',\n",
-       "       'Ask': '168.43',\n",
+       "       'Bid': '151.73',\n",
+       "       'Ask': '153.98',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -95097,45 +92388,45 @@
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.3',\n",
-       "       'Ask': '3.04',\n",
-       "       'Lst': '2.8',\n",
+       "       'Bid': '2.49',\n",
+       "       'Ask': '3.07',\n",
+       "       'Lst': '2.76',\n",
        "       'Vol': '0',\n",
-       "       'OI': '52',\n",
-       "       'BidSize': '61',\n",
-       "       'AskSize': '171'},\n",
+       "       'OI': '198',\n",
+       "       'BidSize': '202',\n",
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        "      {'Sym': 'QQQ   250620P00599780',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '170.23',\n",
-       "       'Ask': '173.43',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '10'}]},\n",
+       "       'BidSize': '45',\n",
+       "       'AskSize': '46'}]},\n",
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        "     'Legs': [{'Sym': 'QQQ   250620C00604780',\n",
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-       "       'Vol': '2',\n",
-       "       'OI': '272',\n",
-       "       'BidSize': '92',\n",
-       "       'AskSize': '127'},\n",
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+       "       'ChgPct': '0',\n",
+       "       'Bid': '2.22',\n",
+       "       'Ask': '2.74',\n",
+       "       'Lst': '2.57',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '338',\n",
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        "      {'Sym': 'QQQ   250620P00604780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '175.21',\n",
-       "       'Ask': '178.44',\n",
+       "       'Bid': '161.72',\n",
+       "       'Ask': '163.99',\n",
        "       'Lst': '184',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -95145,173 +92436,323 @@
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        "       'OptionType': 'C',\n",
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-       "       'Vol': '8',\n",
-       "       'OI': '344',\n",
-       "       'BidSize': '92',\n",
-       "       'AskSize': '127'},\n",
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+       "       'ChgPct': '0',\n",
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+       "       'Ask': '2.54',\n",
+       "       'Lst': '1.68',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '532',\n",
+       "       'BidSize': '202',\n",
+       "       'AskSize': '215'},\n",
        "      {'Sym': 'QQQ   250620P00609780',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '609.78',\n",
+       "       'Strk': '609.78',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '166.71',\n",
+       "       'Ask': '168.99',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
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+       "     'Legs': [{'Sym': 'QQQ   250620C00615000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'ChgPct': '0',\n",
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+       "       'Lst': '1.97',\n",
+       "       'Vol': '0',\n",
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+       "       'ChgPct': '0',\n",
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+       "       'OI': '0',\n",
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+       "     'Legs': [{'Sym': 'QQQ   250620C00620000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Lst': '0',\n",
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+       "       'OI': '0',\n",
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+       "     'Legs': [{'Sym': 'QQQ   250620C00625000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '625',\n",
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+       "       'ChgPct': '0',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Ask': '184.22',\n",
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+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
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+       "     'Legs': [{'Sym': 'QQQ   250620C00630000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Chg': '0',\n",
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+       "       'Vol': '0',\n",
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+       "      {'Sym': 'QQQ   250620P00630000',\n",
+       "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '180.19',\n",
-       "       'Ask': '183.46',\n",
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-       "    {'SymbolGroup': 'QQQ20250620615',\n",
-       "     'Legs': [{'Sym': 'QQQ   250620C00615000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '615',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.63',\n",
-       "       'Ask': '2.25',\n",
-       "       'Lst': '1.81',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '91',\n",
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-       "      {'Sym': 'QQQ   250620P00615000',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '615',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '185.39',\n",
-       "       'Ask': '188.7',\n",
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        "       'Vol': '0',\n",
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-       "    {'SymbolGroup': 'QQQ20250620620',\n",
-       "     'Legs': [{'Sym': 'QQQ   250620C00620000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '620',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.45',\n",
-       "       'Ask': '2.04',\n",
-       "       'Lst': '1.7',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '159',\n",
-       "       'BidSize': '131',\n",
-       "       'AskSize': '127'},\n",
-       "      {'Sym': 'QQQ   250620P00620000',\n",
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+       "       'BidSize': '686',\n",
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        "       'OptionType': 'P',\n",
-       "       'Strk': '620',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '190.38',\n",
-       "       'Ask': '193.72',\n",
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-       "    {'SymbolGroup': 'QQQ20250620625',\n",
-       "     'Legs': [{'Sym': 'QQQ   250620C00625000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '625',\n",
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        "       'Chg': '0',\n",
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-       "       'Bid': '1.3',\n",
-       "       'Ask': '1.85',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '127'},\n",
-       "      {'Sym': 'QQQ   250620P00625000',\n",
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        "       'OptionType': 'P',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '195.36',\n",
-       "       'Ask': '198.73',\n",
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-       "    {'SymbolGroup': 'QQQ20250620630',\n",
-       "     'Legs': [{'Sym': 'QQQ   250620C00630000',\n",
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        "       'OptionType': 'C',\n",
-       "       'Strk': '630',\n",
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-       "       'Bid': '1.16',\n",
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        "       'OptionType': 'P',\n",
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-       "       'Ask': '203.75',\n",
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-       "    {'SymbolGroup': 'QQQ20250620635',\n",
-       "     'Legs': [{'Sym': 'QQQ   250620C00635000',\n",
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        "       'OptionType': 'C',\n",
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-       "     'Legs': [{'Sym': 'QQQ   250620C00640000',\n",
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        "    'Year': '2025',\n",
        "    'Day': 'Fri',\n",
        "    'SettlementType': '',\n",
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-       "       'Bid': '53.54',\n",
-       "       'Ask': '55.86',\n",
-       "       'Lst': '56.24',\n",
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        "       'Vol': '0',\n",
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-       "       'Ask': '39.76',\n",
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        "       'Vol': '0',\n",
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-       "       'Ask': '66.22',\n",
-       "       'Lst': '0',\n",
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-       "       'OI': '0',\n",
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-       "       'Bid': '32.28',\n",
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-       "       'Bid': '65.63',\n",
-       "       'Ask': '69.51',\n",
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        "       'Vol': '0',\n",
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-       "       'Ask': '72.94',\n",
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-       "       'Ask': '76.54',\n",
-       "       'Lst': '0',\n",
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        "       'OI': '0',\n",
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+       "      {'Sym': 'QQQ   251219P00500000',\n",
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-       "       'Bid': '26.12',\n",
-       "       'Ask': '27.92',\n",
-       "       'Lst': '27.79',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '312',\n",
-       "       'AskSize': '337'},\n",
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        "      {'Sym': 'QQQ   251219P00504780',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '76.72',\n",
-       "       'Ask': '80.46',\n",
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        "       'OI': '0',\n",
-       "       'BidSize': '41',\n",
-       "       'AskSize': '60'}]},\n",
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-       "       'Bid': '24.9',\n",
-       "       'Ask': '25.99',\n",
-       "       'Lst': '25.62',\n",
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        "       'Vol': '0',\n",
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-       "       'Ask': '84.61',\n",
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-       "       'AskSize': '145'},\n",
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+       "       'BidSize': '34',\n",
+       "       'AskSize': '34'}]},\n",
+       "    {'SymbolGroup': 'QQQ20251219665',\n",
+       "     'Legs': [{'Sym': 'QQQ   251219C00665000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '2.4',\n",
+       "       'Ask': '3.23',\n",
+       "       'Lst': '2.95',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '1017',\n",
+       "       'BidSize': '191',\n",
+       "       'AskSize': '191'},\n",
+       "      {'Sym': 'QQQ   251219P00665000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '220.83',\n",
+       "       'Ask': '225.3',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20251219670',\n",
+       "     'Legs': [{'Sym': 'QQQ   251219C00670000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '-0.19',\n",
+       "       'ChgPct': '-8.15',\n",
+       "       'Bid': '2.19',\n",
+       "       'Ask': '3.01',\n",
+       "       'Lst': '2.33',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '1970',\n",
+       "       'BidSize': '155',\n",
+       "       'AskSize': '199'},\n",
+       "      {'Sym': 'QQQ   251219P00670000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '225.79',\n",
+       "       'Ask': '230.33',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]}]},\n",
        "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
        "    'MonthAndDay': 'Jan 16',\n",
        "    'Year': '2026',\n",
        "    'Day': 'Fri',\n",
        "    'SettlementType': '',\n",
-       "    'DaysUntil': 718},\n",
+       "    'DaysUntil': 615},\n",
        "   'AdjustedLabel': {},\n",
        "   'AdjustedGroup': '',\n",
        "   'Chains': [{'SymbolGroup': 'QQQ20260116174.78',\n",
@@ -97688,34 +95541,34 @@
        "       'Strk': '174.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '262',\n",
-       "       'Ask': '266.85',\n",
-       "       'Lst': '252.3',\n",
+       "       'Bid': '275.5',\n",
+       "       'Ask': '280.38',\n",
+       "       'Lst': '257.05',\n",
        "       'Vol': '0',\n",
-       "       'OI': '70',\n",
+       "       'OI': '103',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00174780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '174.78',\n",
-       "       'Chg': '-0.16',\n",
-       "       'ChgPct': '-12.03',\n",
-       "       'Bid': '0.54',\n",
-       "       'Ask': '2.14',\n",
-       "       'Lst': '1.33',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '1863',\n",
-       "       'BidSize': '249',\n",
-       "       'AskSize': '250'}]},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '0.7',\n",
+       "       'Ask': '1.5',\n",
+       "       'Lst': '1.09',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '2084',\n",
+       "       'BidSize': '4',\n",
+       "       'AskSize': '30'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116179.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00179780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '179.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '257.5',\n",
-       "       'Ask': '262.36',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '271',\n",
+       "       'Ask': '275.85',\n",
+       "       'Lst': '246.5',\n",
        "       'Vol': '0',\n",
        "       'OI': '90',\n",
        "       'BidSize': '20',\n",
@@ -97723,51 +95576,51 @@
        "      {'Sym': 'QQQ   260116P00179780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '179.78',\n",
-       "       'Chg': '-0.2',\n",
-       "       'ChgPct': '-14.81',\n",
-       "       'Bid': '1.13',\n",
-       "       'Ask': '1.99',\n",
-       "       'Lst': '1.35',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '3361',\n",
-       "       'BidSize': '80',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '0.49',\n",
+       "       'Ask': '1.37',\n",
+       "       'Lst': '0.84',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '3443',\n",
+       "       'BidSize': '19',\n",
+       "       'AskSize': '80'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116184.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00184780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '184.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '253',\n",
-       "       'Ask': '257.88',\n",
-       "       'Lst': '234.15',\n",
+       "       'Bid': '266.5',\n",
+       "       'Ask': '271.32',\n",
+       "       'Lst': '252',\n",
        "       'Vol': '0',\n",
-       "       'OI': '6',\n",
+       "       'OI': '10',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00184780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '184.78',\n",
-       "       'Chg': '-0.04',\n",
-       "       'ChgPct': '-2.35',\n",
-       "       'Bid': '0.74',\n",
-       "       'Ask': '2.2',\n",
-       "       'Lst': '1.7',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '671',\n",
-       "       'BidSize': '249',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '0.59',\n",
+       "       'Ask': '1.79',\n",
+       "       'Lst': '1.3',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '764',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '313'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116189.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00189780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '189.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '248.5',\n",
-       "       'Ask': '253.41',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '262',\n",
+       "       'Ask': '266.8',\n",
+       "       'Lst': '262.57',\n",
        "       'Vol': '0',\n",
-       "       'OI': '6',\n",
+       "       'OI': '5',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00189780',\n",
@@ -97775,21 +95628,21 @@
        "       'Strk': '189.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.29',\n",
-       "       'Ask': '1.85',\n",
-       "       'Lst': '1.6',\n",
+       "       'Bid': '0.73',\n",
+       "       'Ask': '1.52',\n",
+       "       'Lst': '1.8',\n",
        "       'Vol': '0',\n",
-       "       'OI': '604',\n",
-       "       'BidSize': '80',\n",
-       "       'AskSize': '1'}]},\n",
+       "       'OI': '616',\n",
+       "       'BidSize': '13',\n",
+       "       'AskSize': '80'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116194.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00194780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '194.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '244',\n",
-       "       'Ask': '248.95',\n",
+       "       'Bid': '257.5',\n",
+       "       'Ask': '262.3',\n",
        "       'Lst': '221.5',\n",
        "       'Vol': '0',\n",
        "       'OI': '1',\n",
@@ -97800,134 +95653,122 @@
        "       'Strk': '194.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.97',\n",
-       "       'Ask': '2.74',\n",
-       "       'Lst': '2.48',\n",
+       "       'Bid': '0.32',\n",
+       "       'Ask': '1.98',\n",
+       "       'Lst': '1.05',\n",
        "       'Vol': '0',\n",
-       "       'OI': '61',\n",
-       "       'BidSize': '249',\n",
-       "       'AskSize': '250'}]},\n",
+       "       'OI': '70',\n",
+       "       'BidSize': '308',\n",
+       "       'AskSize': '272'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116199.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00199780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '199.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '239.5',\n",
-       "       'Ask': '244.49',\n",
-       "       'Lst': '220',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '253',\n",
-       "       'BidSize': '30',\n",
-       "       'AskSize': '10'},\n",
-       "      {'Sym': 'QQQ   260116C00199780',\n",
-       "       'OptionType': 'C',\n",
-       "       'Strk': '199.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '239.5',\n",
-       "       'Ask': '244.49',\n",
-       "       'Lst': '220',\n",
+       "       'Bid': '253',\n",
+       "       'Ask': '257.81',\n",
+       "       'Lst': '232',\n",
        "       'Vol': '0',\n",
-       "       'OI': '253',\n",
-       "       'BidSize': '30',\n",
+       "       'OI': '254',\n",
+       "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00199780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '199.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '1.83',\n",
-       "       'Ask': '2.5',\n",
-       "       'Lst': '2.15',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '145',\n",
-       "       'BidSize': '4',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'Chg': '-0.08',\n",
+       "       'ChgPct': '-5.67',\n",
+       "       'Bid': '0.86',\n",
+       "       'Ask': '2.08',\n",
+       "       'Lst': '1.41',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '171',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '288'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116204.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00204780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '204.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '235.06',\n",
-       "       'Ask': '240',\n",
-       "       'Lst': '223.24',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '9',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '16',\n",
+       "       'ChgPct': '6.4',\n",
+       "       'Bid': '248.5',\n",
+       "       'Ask': '253.32',\n",
+       "       'Lst': '250',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '13',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00204780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '204.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '1.68',\n",
-       "       'Ask': '2.7',\n",
-       "       'Lst': '1.76',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '18',\n",
-       "       'BidSize': '64',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'Chg': '0.2',\n",
+       "       'ChgPct': '12.9',\n",
+       "       'Bid': '0.51',\n",
+       "       'Ask': '2.19',\n",
+       "       'Lst': '1.55',\n",
+       "       'Vol': '2',\n",
+       "       'OI': '20',\n",
+       "       'BidSize': '299',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116209.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00209780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '209.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '230.63',\n",
-       "       'Ask': '235.5',\n",
+       "       'Bid': '244',\n",
+       "       'Ask': '248.84',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '5',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00209780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '209.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.83',\n",
-       "       'Ask': '2.8',\n",
-       "       'Lst': '2.49',\n",
+       "       'Bid': '1.21',\n",
+       "       'Ask': '2.32',\n",
+       "       'Lst': '1.4',\n",
        "       'Vol': '0',\n",
-       "       'OI': '20',\n",
+       "       'OI': '23',\n",
        "       'BidSize': '5',\n",
-       "       'AskSize': '1'}]},\n",
+       "       'AskSize': '287'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116214.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00214780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '214.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '226.21',\n",
-       "       'Ask': '231',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '239.5',\n",
+       "       'Ask': '244.36',\n",
+       "       'Lst': '233.99',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '2',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00214780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '214.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.54',\n",
-       "       'Ask': '3',\n",
-       "       'Lst': '2.65',\n",
+       "       'Bid': '0.72',\n",
+       "       'Ask': '2.44',\n",
+       "       'Lst': '1.69',\n",
        "       'Vol': '0',\n",
-       "       'OI': '23',\n",
-       "       'BidSize': '499',\n",
-       "       'AskSize': '1'}]},\n",
+       "       'OI': '37',\n",
+       "       'BidSize': '331',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116219.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00219780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '219.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '222',\n",
-       "       'Ask': '226.79',\n",
-       "       'Lst': '204.64',\n",
+       "       'Bid': '235',\n",
+       "       'Ask': '239.9',\n",
+       "       'Lst': '230.08',\n",
        "       'Vol': '0',\n",
        "       'OI': '13',\n",
        "       'BidSize': '20',\n",
@@ -97937,21 +95778,21 @@
        "       'Strk': '219.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.3',\n",
-       "       'Ask': '3.1',\n",
-       "       'Lst': '3',\n",
+       "       'Bid': '1.45',\n",
+       "       'Ask': '2.58',\n",
+       "       'Lst': '1.86',\n",
        "       'Vol': '0',\n",
-       "       'OI': '31',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '1'}]},\n",
+       "       'OI': '59',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116224.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00224780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '224.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '217.5',\n",
-       "       'Ask': '222.4',\n",
+       "       'Bid': '230.5',\n",
+       "       'Ask': '235.44',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '3',\n",
@@ -97962,46 +95803,46 @@
        "       'Strk': '224.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.89',\n",
-       "       'Ask': '4.01',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.96',\n",
+       "       'Ask': '2.73',\n",
+       "       'Lst': '2',\n",
        "       'Vol': '0',\n",
-       "       'OI': '20',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '124',\n",
+       "       'BidSize': '72',\n",
+       "       'AskSize': '281'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116229.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00229780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '229.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '213.03',\n",
-       "       'Ask': '218',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '226',\n",
+       "       'Ask': '230.99',\n",
+       "       'Lst': '225.83',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '4',\n",
+       "       'BidSize': '30',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00229780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '229.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.08',\n",
-       "       'Ask': '4.27',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '1.54',\n",
+       "       'Ask': '2.89',\n",
+       "       'Lst': '2.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '15',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '405',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116234.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00234780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '234.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '208.66',\n",
-       "       'Ask': '213.5',\n",
+       "       'Bid': '221.56',\n",
+       "       'Ask': '226.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '6',\n",
@@ -98012,46 +95853,46 @@
        "       'Strk': '234.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.28',\n",
-       "       'Ask': '4.55',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '1.69',\n",
+       "       'Ask': '3.07',\n",
+       "       'Lst': '2.8',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '499',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '21',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '287'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116239.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00239780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '239.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '204.5',\n",
-       "       'Ask': '209.3',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '217.5',\n",
+       "       'Ask': '222',\n",
+       "       'Lst': '196.27',\n",
        "       'Vol': '0',\n",
-       "       'OI': '13',\n",
-       "       'BidSize': '20',\n",
+       "       'OI': '15',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00239780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '239.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.5',\n",
-       "       'Ask': '4.85',\n",
-       "       'Lst': '4.02',\n",
+       "       'Bid': '1.92',\n",
+       "       'Ask': '3.25',\n",
+       "       'Lst': '2.42',\n",
        "       'Vol': '0',\n",
-       "       'OI': '78',\n",
-       "       'BidSize': '499',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '228',\n",
+       "       'BidSize': '30',\n",
+       "       'AskSize': '289'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116244.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00244780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '244.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '200',\n",
-       "       'Ask': '204.97',\n",
+       "       'Bid': '213',\n",
+       "       'Ask': '217.71',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '2',\n",
@@ -98062,46 +95903,46 @@
        "       'Strk': '244.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.73',\n",
-       "       'Ask': '5.17',\n",
-       "       'Lst': '3.72',\n",
+       "       'Bid': '2.15',\n",
+       "       'Ask': '3.45',\n",
+       "       'Lst': '2.63',\n",
        "       'Vol': '0',\n",
-       "       'OI': '9',\n",
-       "       'BidSize': '499',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '302',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '543'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116249.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00249780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '249.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '195.67',\n",
-       "       'Ask': '200.5',\n",
+       "       'Bid': '208.5',\n",
+       "       'Ask': '213.31',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '17',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00249780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '249.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '2.98',\n",
-       "       'Ask': '5.5',\n",
-       "       'Lst': '4.4',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '179',\n",
-       "       'BidSize': '498',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'Chg': '-0.13',\n",
+       "       'ChgPct': '-4.51',\n",
+       "       'Bid': '2.32',\n",
+       "       'Ask': '3.66',\n",
+       "       'Lst': '2.88',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '304',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116254.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00254780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '254.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '191.5',\n",
-       "       'Ask': '196.37',\n",
+       "       'Bid': '204',\n",
+       "       'Ask': '208.91',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '5',\n",
@@ -98112,24 +95953,24 @@
        "       'Strk': '254.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '3.25',\n",
-       "       'Ask': '5.86',\n",
-       "       'Lst': '3.1',\n",
+       "       'Bid': '1.89',\n",
+       "       'Ask': '3.89',\n",
+       "       'Lst': '3.22',\n",
        "       'Vol': '0',\n",
-       "       'OI': '43',\n",
-       "       'BidSize': '498',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '292',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '561'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116259.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00259780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '259.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '187.11',\n",
-       "       'Ask': '192',\n",
-       "       'Lst': '187.31',\n",
+       "       'Bid': '199.55',\n",
+       "       'Ask': '204.5',\n",
+       "       'Lst': '198.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '13',\n",
+       "       'OI': '14',\n",
        "       'BidSize': '10',\n",
        "       'AskSize': '20'},\n",
        "      {'Sym': 'QQQ   260116P00259780',\n",
@@ -98137,199 +95978,199 @@
        "       'Strk': '259.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '3.54',\n",
-       "       'Ask': '6.23',\n",
-       "       'Lst': '6.8',\n",
+       "       'Bid': '2.66',\n",
+       "       'Ask': '4.13',\n",
+       "       'Lst': '4.08',\n",
        "       'Vol': '0',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '500'}]},\n",
+       "       'OI': '132',\n",
+       "       'BidSize': '31',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116264.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00264780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '264.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '183',\n",
-       "       'Ask': '187.85',\n",
+       "       'Bid': '195.5',\n",
+       "       'Ask': '200.17',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '21',\n",
        "       'BidSize': '20',\n",
-       "       'AskSize': '50'},\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00264780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '264.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '3.85',\n",
-       "       'Ask': '6.63',\n",
-       "       'Lst': '5.6',\n",
+       "       'Bid': '2.8',\n",
+       "       'Ask': '4.4',\n",
+       "       'Lst': '3.67',\n",
        "       'Vol': '0',\n",
-       "       'OI': '21',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '583'}]},\n",
+       "       'OI': '172',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '561'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116269.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00269780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '269.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '178.63',\n",
-       "       'Ask': '183.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '191',\n",
+       "       'Ask': '195.82',\n",
+       "       'Lst': '192.1',\n",
        "       'Vol': '0',\n",
-       "       'OI': '18',\n",
-       "       'BidSize': '49',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '20',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00269780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '269.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.75',\n",
-       "       'Ask': '7.05',\n",
-       "       'Lst': '5.84',\n",
+       "       'Bid': '3.16',\n",
+       "       'Ask': '4.67',\n",
+       "       'Lst': '5.2',\n",
        "       'Vol': '0',\n",
-       "       'OI': '121',\n",
-       "       'BidSize': '63',\n",
-       "       'AskSize': '581'}]},\n",
+       "       'OI': '309',\n",
+       "       'BidSize': '3',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116274.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00274780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '274.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '174.5',\n",
-       "       'Ask': '179.42',\n",
+       "       'Bid': '186.5',\n",
+       "       'Ask': '191.49',\n",
        "       'Lst': '154.5',\n",
        "       'Vol': '0',\n",
        "       'OI': '7',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '50'},\n",
+       "       'BidSize': '30',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00274780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '274.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.53',\n",
-       "       'Ask': '7.49',\n",
-       "       'Lst': '6.58',\n",
+       "       'Bid': '2.74',\n",
+       "       'Ask': '4.97',\n",
+       "       'Lst': '4.1',\n",
        "       'Vol': '0',\n",
-       "       'OI': '11',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '585'}]},\n",
+       "       'OI': '569',\n",
+       "       'BidSize': '571',\n",
+       "       'AskSize': '603'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116279.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00279780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '279.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '170.24',\n",
-       "       'Ask': '175',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '182.5',\n",
+       "       'Ask': '187.18',\n",
+       "       'Lst': '166.75',\n",
        "       'Vol': '0',\n",
-       "       'OI': '6',\n",
-       "       'BidSize': '49',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '7',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00279780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '279.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.9',\n",
-       "       'Ask': '7.96',\n",
-       "       'Lst': '6.09',\n",
+       "       'Bid': '3.03',\n",
+       "       'Ask': '5.29',\n",
+       "       'Lst': '4.3',\n",
        "       'Vol': '0',\n",
-       "       'OI': '23',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '585'}]},\n",
+       "       'OI': '730',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '604'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116284.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00284780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '284.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '166.08',\n",
-       "       'Ask': '171',\n",
-       "       'Lst': '151.62',\n",
+       "       'Bid': '178',\n",
+       "       'Ask': '182.88',\n",
+       "       'Lst': '163.17',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '49',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '12',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00284780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '284.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '5.29',\n",
-       "       'Ask': '8.45',\n",
-       "       'Lst': '9',\n",
+       "       'Bid': '4.09',\n",
+       "       'Ask': '5.62',\n",
+       "       'Lst': '4.2',\n",
        "       'Vol': '0',\n",
-       "       'OI': '16',\n",
-       "       'BidSize': '90',\n",
-       "       'AskSize': '587'}]},\n",
+       "       'OI': '1333',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '90'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116289.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00289780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '289.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '162',\n",
-       "       'Ask': '166.94',\n",
-       "       'Lst': '159.21',\n",
+       "       'Bid': '174',\n",
+       "       'Ask': '178.6',\n",
+       "       'Lst': '169.41',\n",
        "       'Vol': '0',\n",
-       "       'OI': '15',\n",
+       "       'OI': '18',\n",
        "       'BidSize': '20',\n",
-       "       'AskSize': '50'},\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00289780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '289.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '5.72',\n",
-       "       'Ask': '8.97',\n",
-       "       'Lst': '10.42',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '7',\n",
-       "       'BidSize': '88',\n",
-       "       'AskSize': '588'}]},\n",
+       "       'Chg': '-0.12',\n",
+       "       'ChgPct': '-2.47',\n",
+       "       'Bid': '4.66',\n",
+       "       'Ask': '5.98',\n",
+       "       'Lst': '4.86',\n",
+       "       'Vol': '122',\n",
+       "       'OI': '719',\n",
+       "       'BidSize': '2',\n",
+       "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116294.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00294780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '294.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '158',\n",
-       "       'Ask': '162.83',\n",
+       "       'Bid': '169.5',\n",
+       "       'Ask': '174.34',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '2',\n",
        "       'BidSize': '20',\n",
-       "       'AskSize': '50'},\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260116P00294780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '294.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '6.18',\n",
-       "       'Ask': '9.51',\n",
-       "       'Lst': '8.35',\n",
+       "       'Bid': '4.73',\n",
+       "       'Ask': '6.37',\n",
+       "       'Lst': '5.83',\n",
        "       'Vol': '0',\n",
-       "       'OI': '33',\n",
-       "       'BidSize': '87',\n",
-       "       'AskSize': '588'}]},\n",
+       "       'OI': '1028',\n",
+       "       'BidSize': '5',\n",
+       "       'AskSize': '562'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116299.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00299780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '299.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '154',\n",
-       "       'Ask': '158.75',\n",
-       "       'Lst': '153.19',\n",
+       "       'Bid': '165.5',\n",
+       "       'Ask': '170.1',\n",
+       "       'Lst': '166.75',\n",
        "       'Vol': '0',\n",
-       "       'OI': '68',\n",
+       "       'OI': '96',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '50'},\n",
        "      {'Sym': 'QQQ   260116P00299780',\n",
@@ -98337,324 +96178,324 @@
        "       'Strk': '299.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '6.66',\n",
-       "       'Ask': '10.09',\n",
-       "       'Lst': '8.48',\n",
+       "       'Bid': '5.2',\n",
+       "       'Ask': '6.77',\n",
+       "       'Lst': '6.01',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5175',\n",
-       "       'BidSize': '86',\n",
-       "       'AskSize': '589'}]},\n",
+       "       'OI': '5350',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '559'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116304.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00304780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '304.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '149.71',\n",
-       "       'Ask': '154.5',\n",
-       "       'Lst': '152.5',\n",
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-       "       'OI': '11',\n",
-       "       'BidSize': '72',\n",
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-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '60',\n",
-       "       'AskSize': '368'},\n",
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        "      {'Sym': 'QQQ   260116P00454780',\n",
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-       "       'Bid': '45.5',\n",
-       "       'Ask': '49.98',\n",
-       "       'Lst': '43.53',\n",
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        "       'Vol': '0',\n",
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-       "       'Bid': '48.17',\n",
-       "       'Ask': '53',\n",
-       "       'Lst': '59.34',\n",
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-       "       'Ask': '64',\n",
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        "     'Legs': [{'Sym': 'QQQ   260116C00480000',\n",
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-       "       'Ask': '64',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '60',\n",
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-       "       'Ask': '38.5',\n",
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        "      {'Sym': 'QQQ   260116P00484780',\n",
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-       "       'Ask': '67',\n",
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-       "       'Lst': '31.5',\n",
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+       "       'Ask': '35.73',\n",
+       "       'Lst': '33.2',\n",
+       "       'Vol': '21',\n",
+       "       'OI': '175',\n",
+       "       'BidSize': '62',\n",
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        "      {'Sym': 'QQQ   260116P00500000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '500',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '72.92',\n",
-       "       'Ask': '77.5',\n",
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        "       'Lst': '80',\n",
        "       'Vol': '0',\n",
        "       'OI': '20',\n",
-       "       'BidSize': '250',\n",
-       "       'AskSize': '61'}]},\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '26',\n",
-       "       'Ask': '30.5',\n",
-       "       'Lst': '25.18',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '54',\n",
-       "       'BidSize': '57',\n",
-       "       'AskSize': '71'},\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '76.59',\n",
-       "       'Ask': '81',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '284',\n",
-       "       'AskSize': '61'}]},\n",
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-       "       'Bid': '24.5',\n",
-       "       'Ask': '28.89',\n",
-       "       'Lst': '24.33',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '45',\n",
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        "      {'Sym': 'QQQ   260116P00509780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '80.64',\n",
-       "       'Ask': '85.5',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '50',\n",
-       "       'AskSize': '61'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00510000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'ChgPct': '0',\n",
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+       "      {'Sym': 'QQQ   260116P00510000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '510',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '23',\n",
-       "       'Ask': '27.22',\n",
-       "       'Lst': '21.97',\n",
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+       "       'Ask': '30.06',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '75',\n",
-       "       'AskSize': '72'},\n",
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        "      {'Sym': 'QQQ   260116P00514780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '85',\n",
-       "       'Ask': '89.92',\n",
-       "       'Lst': '98',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '61',\n",
-       "       'AskSize': '60'}]},\n",
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        "    {'SymbolGroup': 'QQQ20260116519.78',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '21',\n",
-       "       'Ask': '25.5',\n",
-       "       'Lst': '22.15',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '76',\n",
-       "       'BidSize': '86',\n",
-       "       'AskSize': '72'},\n",
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        "      {'Sym': 'QQQ   260116P00519780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '89.5',\n",
-       "       'Ask': '94.43',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '49'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00520000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '520',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Vol': '0',\n",
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+       "       'BidSize': '62',\n",
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+       "      {'Sym': 'QQQ   260116P00520000',\n",
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+       "       'Chg': '0',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '19.5',\n",
-       "       'Ask': '24',\n",
-       "       'Lst': '20.7',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '201',\n",
-       "       'BidSize': '86',\n",
-       "       'AskSize': '72'},\n",
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        "      {'Sym': 'QQQ   260116P00524780',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '94.5',\n",
-       "       'Ask': '99.33',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '10'}]},\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '18',\n",
-       "       'Ask': '22.5',\n",
-       "       'Lst': '19.78',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '99',\n",
-       "       'BidSize': '87',\n",
-       "       'AskSize': '72'},\n",
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        "      {'Sym': 'QQQ   260116P00529780',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '99.5',\n",
-       "       'Ask': '104.33',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '10'}]},\n",
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+       "       'AskSize': '50'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00530000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "      {'Sym': 'QQQ   260116P00530000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '530',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '86.04',\n",
+       "       'Ask': '90.5',\n",
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+       "       'OI': '0',\n",
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        "    {'SymbolGroup': 'QQQ20260116534.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00534780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '534.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '17',\n",
-       "       'Ask': '21.33',\n",
-       "       'Lst': '18.19',\n",
+       "       'Bid': '19.2',\n",
+       "       'Ask': '23.53',\n",
+       "       'Lst': '20.76',\n",
        "       'Vol': '0',\n",
-       "       'OI': '198',\n",
-       "       'BidSize': '74',\n",
-       "       'AskSize': '72'},\n",
+       "       'OI': '212',\n",
+       "       'BidSize': '563',\n",
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        "      {'Sym': 'QQQ   260116P00534780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '534.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '104.5',\n",
-       "       'Ask': '109.33',\n",
+       "       'Bid': '90.86',\n",
+       "       'Ask': '94.87',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
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        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116539.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00539780',\n",
@@ -99775,24 +97791,61 @@
        "       'Strk': '539.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '15.5',\n",
-       "       'Ask': '20',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '18',\n",
+       "       'Ask': '22.09',\n",
+       "       'Lst': '19.56',\n",
        "       'Vol': '0',\n",
-       "       'OI': '522',\n",
+       "       'OI': '578',\n",
        "       'BidSize': '73',\n",
-       "       'AskSize': '73'},\n",
+       "       'AskSize': '571'},\n",
+       "      {'Sym': 'QQQ   260116C00539780',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '539.78',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '18',\n",
+       "       'Ask': '22.09',\n",
+       "       'Lst': '19.56',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '578',\n",
+       "       'BidSize': '73',\n",
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        "      {'Sym': 'QQQ   260116P00539780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '539.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '109.5',\n",
-       "       'Ask': '114.33',\n",
+       "       'Bid': '95.84',\n",
+       "       'Ask': '99.89',\n",
+       "       'Lst': '118',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260116540',\n",
+       "     'Legs': [{'Sym': 'QQQ   260116C00540000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '540',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '17.76',\n",
+       "       'Ask': '22.03',\n",
+       "       'Lst': '19.48',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '129',\n",
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+       "      {'Sym': 'QQQ   260116P00540000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '540',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '96.06',\n",
+       "       'Ask': '100.11',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116544.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00544780',\n",
@@ -99800,24 +97853,24 @@
        "       'Strk': '544.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '14.5',\n",
-       "       'Ask': '18.76',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '16.51',\n",
+       "       'Ask': '20.73',\n",
+       "       'Lst': '18.33',\n",
        "       'Vol': '0',\n",
-       "       'OI': '446',\n",
-       "       'BidSize': '74',\n",
-       "       'AskSize': '73'},\n",
+       "       'OI': '516',\n",
+       "       'BidSize': '562',\n",
+       "       'AskSize': '572'},\n",
        "      {'Sym': 'QQQ   260116P00544780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '544.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '114.5',\n",
-       "       'Ask': '119.33',\n",
+       "       'Bid': '100.82',\n",
+       "       'Ask': '104.9',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116549.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00549780',\n",
@@ -99825,24 +97878,49 @@
        "       'Strk': '549.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '13',\n",
-       "       'Ask': '17.5',\n",
-       "       'Lst': '14.59',\n",
+       "       'Bid': '15.28',\n",
+       "       'Ask': '19.44',\n",
+       "       'Lst': '16.55',\n",
        "       'Vol': '0',\n",
-       "       'OI': '612',\n",
-       "       'BidSize': '87',\n",
-       "       'AskSize': '73'},\n",
+       "       'OI': '600',\n",
+       "       'BidSize': '562',\n",
+       "       'AskSize': '571'},\n",
        "      {'Sym': 'QQQ   260116P00549780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '549.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '119.5',\n",
-       "       'Ask': '124.33',\n",
+       "       'Bid': '105.81',\n",
+       "       'Ask': '109.91',\n",
+       "       'Lst': '127',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260116550',\n",
+       "     'Legs': [{'Sym': 'QQQ   260116C00550000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '550',\n",
+       "       'Chg': '0.53',\n",
+       "       'ChgPct': '2.99',\n",
+       "       'Bid': '15.23',\n",
+       "       'Ask': '19.39',\n",
+       "       'Lst': '17.73',\n",
+       "       'Vol': '3',\n",
+       "       'OI': '16448',\n",
+       "       'BidSize': '560',\n",
+       "       'AskSize': '559'},\n",
+       "      {'Sym': 'QQQ   260116P00550000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '550',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '106.02',\n",
+       "       'Ask': '110.14',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116554.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00554780',\n",
@@ -99850,24 +97928,24 @@
        "       'Strk': '554.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '12',\n",
-       "       'Ask': '16.5',\n",
-       "       'Lst': '12.26',\n",
+       "       'Bid': '14.13',\n",
+       "       'Ask': '18.23',\n",
+       "       'Lst': '12.9',\n",
        "       'Vol': '0',\n",
-       "       'OI': '467',\n",
-       "       'BidSize': '74',\n",
-       "       'AskSize': '78'},\n",
+       "       'OI': '280',\n",
+       "       'BidSize': '561',\n",
+       "       'AskSize': '572'},\n",
        "      {'Sym': 'QQQ   260116P00554780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '554.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '124.5',\n",
-       "       'Ask': '129.33',\n",
+       "       'Bid': '110.79',\n",
+       "       'Ask': '114.93',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116559.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00559780',\n",
@@ -99875,24 +97953,24 @@
        "       'Strk': '559.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '11',\n",
-       "       'Ask': '15.44',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '13.05',\n",
+       "       'Ask': '17.08',\n",
+       "       'Lst': '15',\n",
        "       'Vol': '0',\n",
-       "       'OI': '504',\n",
-       "       'BidSize': '74',\n",
-       "       'AskSize': '74'},\n",
+       "       'OI': '480',\n",
+       "       'BidSize': '562',\n",
+       "       'AskSize': '574'},\n",
        "      {'Sym': 'QQQ   260116P00559780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '559.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '129.5',\n",
-       "       'Ask': '134.33',\n",
+       "       'Bid': '115.77',\n",
+       "       'Ask': '119.94',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116564.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00564780',\n",
@@ -99900,24 +97978,24 @@
        "       'Strk': '564.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '10',\n",
-       "       'Ask': '14.45',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '12.03',\n",
+       "       'Ask': '16.01',\n",
+       "       'Lst': '14.23',\n",
        "       'Vol': '0',\n",
-       "       'OI': '165',\n",
-       "       'BidSize': '79',\n",
-       "       'AskSize': '75'},\n",
+       "       'OI': '150',\n",
+       "       'BidSize': '563',\n",
+       "       'AskSize': '575'},\n",
        "      {'Sym': 'QQQ   260116P00564780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '564.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '134.5',\n",
-       "       'Ask': '139.33',\n",
+       "       'Bid': '120.76',\n",
+       "       'Ask': '124.95',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116569.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00569780',\n",
@@ -99925,49 +98003,49 @@
        "       'Strk': '569.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '9.16',\n",
-       "       'Ask': '13.49',\n",
-       "       'Lst': '9.75',\n",
+       "       'Bid': '11.09',\n",
+       "       'Ask': '15',\n",
+       "       'Lst': '13.25',\n",
        "       'Vol': '0',\n",
-       "       'OI': '85',\n",
-       "       'BidSize': '75',\n",
-       "       'AskSize': '75'},\n",
+       "       'OI': '76',\n",
+       "       'BidSize': '563',\n",
+       "       'AskSize': '576'},\n",
        "      {'Sym': 'QQQ   260116P00569780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '569.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '139.5',\n",
-       "       'Ask': '144.33',\n",
+       "       'Bid': '125.75',\n",
+       "       'Ask': '129.97',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116574.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00574780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '574.78',\n",
-       "       'Chg': '0.79',\n",
-       "       'ChgPct': '7.85',\n",
-       "       'Bid': '8.37',\n",
-       "       'Ask': '12.62',\n",
-       "       'Lst': '10.07',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '49',\n",
-       "       'BidSize': '76',\n",
-       "       'AskSize': '76'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '10.2',\n",
+       "       'Ask': '14.05',\n",
+       "       'Lst': '13.37',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '262',\n",
+       "       'BidSize': '564',\n",
+       "       'AskSize': '576'},\n",
        "      {'Sym': 'QQQ   260116P00574780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '574.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '144.5',\n",
-       "       'Ask': '149.33',\n",
+       "       'Bid': '130.73',\n",
+       "       'Ask': '134.98',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116579.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00579780',\n",
@@ -99975,49 +98053,49 @@
        "       'Strk': '579.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '7.63',\n",
-       "       'Ask': '11.8',\n",
-       "       'Lst': '8.99',\n",
+       "       'Bid': '9.38',\n",
+       "       'Ask': '13.16',\n",
+       "       'Lst': '14.7',\n",
        "       'Vol': '0',\n",
-       "       'OI': '209',\n",
-       "       'BidSize': '76',\n",
-       "       'AskSize': '76'},\n",
+       "       'OI': '447',\n",
+       "       'BidSize': '565',\n",
+       "       'AskSize': '577'},\n",
        "      {'Sym': 'QQQ   260116P00579780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '579.78',\n",
-       "       'Chg': '0.3',\n",
-       "       'ChgPct': '0.19',\n",
-       "       'Bid': '149.5',\n",
-       "       'Ask': '154.33',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '135.72',\n",
+       "       'Ask': '139.99',\n",
        "       'Lst': '155.6',\n",
-       "       'Vol': '32',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116584.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00584780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '584.78',\n",
-       "       'Chg': '0.81',\n",
-       "       'ChgPct': '9.76',\n",
-       "       'Bid': '6.95',\n",
-       "       'Ask': '11.04',\n",
-       "       'Lst': '8.3',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '20',\n",
-       "       'BidSize': '77',\n",
-       "       'AskSize': '77'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '8.61',\n",
+       "       'Ask': '12.32',\n",
+       "       'Lst': '10.03',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '120',\n",
+       "       'BidSize': '567',\n",
+       "       'AskSize': '578'},\n",
        "      {'Sym': 'QQQ   260116P00584780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '584.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '154.5',\n",
-       "       'Ask': '159.33',\n",
+       "       'Bid': '140.7',\n",
+       "       'Ask': '145',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116589.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00589780',\n",
@@ -100025,24 +98103,24 @@
        "       'Strk': '589.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '6.32',\n",
-       "       'Ask': '10.32',\n",
-       "       'Lst': '6.95',\n",
+       "       'Bid': '7.9',\n",
+       "       'Ask': '11.55',\n",
+       "       'Lst': '8.63',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '78',\n",
-       "       'AskSize': '78'},\n",
+       "       'OI': '41',\n",
+       "       'BidSize': '566',\n",
+       "       'AskSize': '576'},\n",
        "      {'Sym': 'QQQ   260116P00589780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '589.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '159.5',\n",
-       "       'Ask': '164.32',\n",
+       "       'Bid': '145.69',\n",
+       "       'Ask': '150.02',\n",
        "       'Lst': '162.8',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116594.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00594780',\n",
@@ -100050,49 +98128,49 @@
        "       'Strk': '594.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '5.74',\n",
-       "       'Ask': '9.66',\n",
-       "       'Lst': '6.9',\n",
+       "       'Bid': '7.95',\n",
+       "       'Ask': '10.81',\n",
+       "       'Lst': '10.1',\n",
        "       'Vol': '0',\n",
-       "       'OI': '8',\n",
-       "       'BidSize': '78',\n",
-       "       'AskSize': '78'},\n",
+       "       'OI': '212',\n",
+       "       'BidSize': '76',\n",
+       "       'AskSize': '76'},\n",
        "      {'Sym': 'QQQ   260116P00594780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '594.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '164.5',\n",
-       "       'Ask': '169.32',\n",
+       "       'Bid': '150.68',\n",
+       "       'Ask': '155.03',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116599.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00599780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '599.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '5.2',\n",
-       "       'Ask': '9.03',\n",
-       "       'Lst': '6.95',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '30',\n",
-       "       'BidSize': '79',\n",
-       "       'AskSize': '79'},\n",
+       "       'Chg': '-0.13',\n",
+       "       'ChgPct': '-1.52',\n",
+       "       'Bid': '6.98',\n",
+       "       'Ask': '10.05',\n",
+       "       'Lst': '8.57',\n",
+       "       'Vol': '10',\n",
+       "       'OI': '72',\n",
+       "       'BidSize': '76',\n",
+       "       'AskSize': '76'},\n",
        "      {'Sym': 'QQQ   260116P00599780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '599.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '169.5',\n",
-       "       'Ask': '174.32',\n",
+       "       'Bid': '155.66',\n",
+       "       'Ask': '160.04',\n",
        "       'Lst': '178.18',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116604.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00604780',\n",
@@ -100100,24 +98178,24 @@
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.7',\n",
-       "       'Ask': '8.45',\n",
-       "       'Lst': '5.77',\n",
+       "       'Bid': '6.22',\n",
+       "       'Ask': '9.5',\n",
+       "       'Lst': '7.61',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '80',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '207',\n",
+       "       'BidSize': '77',\n",
+       "       'AskSize': '77'},\n",
        "      {'Sym': 'QQQ   260116P00604780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '174.5',\n",
-       "       'Ask': '179.32',\n",
+       "       'Bid': '160.65',\n",
+       "       'Ask': '165.05',\n",
        "       'Lst': '182.25',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116609.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00609780',\n",
@@ -100125,181 +98203,331 @@
        "       'Strk': '609.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.24',\n",
-       "       'Ask': '7.91',\n",
-       "       'Lst': '5.35',\n",
+       "       'Bid': '5.73',\n",
+       "       'Ask': '8.91',\n",
+       "       'Lst': '6.57',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '81'},\n",
+       "       'OI': '331',\n",
+       "       'BidSize': '78',\n",
+       "       'AskSize': '78'},\n",
        "      {'Sym': 'QQQ   260116P00609780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '609.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '179.5',\n",
-       "       'Ask': '184.32',\n",
+       "       'Bid': '165.64',\n",
+       "       'Ask': '170.06',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116615',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00615000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '615',\n",
-       "       'Chg': '-0.23',\n",
-       "       'ChgPct': '-4.36',\n",
-       "       'Bid': '4.07',\n",
-       "       'Ask': '7.39',\n",
-       "       'Lst': '5.27',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '376',\n",
-       "       'BidSize': '82',\n",
-       "       'AskSize': '82'},\n",
+       "       'Chg': '0.13',\n",
+       "       'ChgPct': '1.89',\n",
+       "       'Bid': '5.32',\n",
+       "       'Ask': '8.01',\n",
+       "       'Lst': '6.88',\n",
+       "       'Vol': '2',\n",
+       "       'OI': '465',\n",
+       "       'BidSize': '80',\n",
+       "       'AskSize': '70'},\n",
        "      {'Sym': 'QQQ   260116P00615000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '615',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '184.55',\n",
-       "       'Ask': '189.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '170.84',\n",
+       "       'Ask': '175.29',\n",
+       "       'Lst': '191.52',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '20'}]},\n",
+       "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116620',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00620000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '620',\n",
-       "       'Chg': '-0.3',\n",
-       "       'ChgPct': '-6.52',\n",
-       "       'Bid': '3.41',\n",
-       "       'Ask': '6.92',\n",
-       "       'Lst': '4.6',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '450',\n",
-       "       'BidSize': '83',\n",
-       "       'AskSize': '83'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '4.76',\n",
+       "       'Ask': '7.83',\n",
+       "       'Lst': '6.1',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '678',\n",
+       "       'BidSize': '79',\n",
+       "       'AskSize': '614'},\n",
        "      {'Sym': 'QQQ   260116P00620000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '620',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '189.55',\n",
-       "       'Ask': '194.5',\n",
+       "       'Bid': '175.83',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '20'}]},\n",
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        "     'Legs': [{'Sym': 'QQQ   260116C00625000',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '3.06',\n",
-       "       'Ask': '6.49',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '4.2',\n",
+       "       'Ask': '7.35',\n",
+       "       'Lst': '5.78',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '84',\n",
-       "       'AskSize': '84'},\n",
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+       "       'BidSize': '80',\n",
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        "      {'Sym': 'QQQ   260116P00625000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '625',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '194.55',\n",
-       "       'Ask': '199.5',\n",
+       "       'Bid': '180.82',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '20'}]},\n",
+       "       'AskSize': '10'}]},\n",
        "    {'SymbolGroup': 'QQQ20260116630',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00630000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '630',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.74',\n",
-       "       'Ask': '6.08',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '3.8',\n",
+       "       'Ask': '6.91',\n",
+       "       'Lst': '5.36',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '85',\n",
-       "       'AskSize': '85'},\n",
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+       "       'BidSize': '60',\n",
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        "      {'Sym': 'QQQ   260116P00630000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '630',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '199.55',\n",
-       "       'Ask': '204.5',\n",
+       "       'Bid': '185.81',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '20'}]},\n",
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        "     'Legs': [{'Sym': 'QQQ   260116C00635000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '635',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '2.44',\n",
-       "       'Ask': '5.71',\n",
-       "       'Lst': '3.92',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '87',\n",
-       "       'AskSize': '87'},\n",
+       "       'Chg': '-0.14',\n",
+       "       'ChgPct': '-2.9',\n",
+       "       'Bid': '3.5',\n",
+       "       'Ask': '6.49',\n",
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+       "       'Vol': '4',\n",
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        "       'Strk': '635',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '204.55',\n",
-       "       'Ask': '209.5',\n",
+       "       'Bid': '190.79',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '20'}]},\n",
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        "    {'SymbolGroup': 'QQQ20260116640',\n",
        "     'Legs': [{'Sym': 'QQQ   260116C00640000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '640',\n",
+       "       'Chg': '0.1',\n",
+       "       'ChgPct': '2.13',\n",
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+       "       'Ask': '6.11',\n",
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+       "       'Vol': '8',\n",
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+       "       'BidSize': '83',\n",
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+       "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.17',\n",
-       "       'Ask': '5.36',\n",
-       "       'Lst': '3.39',\n",
+       "       'Bid': '195.78',\n",
+       "       'Ask': '200.35',\n",
+       "       'Lst': '0',\n",
        "       'Vol': '0',\n",
-       "       'OI': '17',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00645000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '3',\n",
+       "       'Ask': '5.75',\n",
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+       "       'Vol': '0',\n",
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+       "       'BidSize': '84',\n",
+       "       'AskSize': '577'},\n",
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+       "       'OptionType': 'P',\n",
+       "       'Strk': '645',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '200.76',\n",
+       "       'Ask': '205.37',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00650000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '650',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '3.45',\n",
+       "       'Ask': '4.48',\n",
+       "       'Lst': '3.8',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '445',\n",
+       "       'BidSize': '4',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   260116P00650000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '650',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '205.72',\n",
+       "       'Ask': '210.41',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00655000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '2.3',\n",
+       "       'Ask': '5.11',\n",
+       "       'Lst': '3.6',\n",
+       "       'Vol': '0',\n",
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+       "       'BidSize': '96',\n",
+       "       'AskSize': '624'},\n",
+       "      {'Sym': 'QQQ   260116P00655000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '655',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '210.68',\n",
+       "       'Ask': '215.44',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260116660',\n",
+       "     'Legs': [{'Sym': 'QQQ   260116C00660000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '660',\n",
+       "       'Chg': '1.04',\n",
+       "       'ChgPct': '21.99',\n",
+       "       'Bid': '2.07',\n",
+       "       'Ask': '4.82',\n",
+       "       'Lst': '4.73',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '578',\n",
        "       'BidSize': '88',\n",
-       "       'AskSize': '88'},\n",
-       "      {'Sym': 'QQQ   260116P00640000',\n",
+       "       'AskSize': '623'},\n",
+       "      {'Sym': 'QQQ   260116P00660000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '640',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '209.55',\n",
-       "       'Ask': '214.5',\n",
+       "       'Bid': '215.65',\n",
+       "       'Ask': '220.48',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
+       "       'AskSize': '10'}]},\n",
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+       "     'Legs': [{'Sym': 'QQQ   260116C00665000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '1.85',\n",
+       "       'Ask': '4.55',\n",
+       "       'Lst': '3.12',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '958',\n",
+       "       'BidSize': '612',\n",
+       "       'AskSize': '89'},\n",
+       "      {'Sym': 'QQQ   260116P00665000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '220.61',\n",
+       "       'Ask': '225.5',\n",
+       "       'Lst': '225.27',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '1',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260116670',\n",
+       "     'Legs': [{'Sym': 'QQQ   260116C00670000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '-0.17',\n",
+       "       'ChgPct': '-6.12',\n",
+       "       'Bid': '1.65',\n",
+       "       'Ask': '3.54',\n",
+       "       'Lst': '2.78',\n",
+       "       'Vol': '16',\n",
+       "       'OI': '714',\n",
+       "       'BidSize': '600',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   260116P00670000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '225.57',\n",
+       "       'Ask': '230.5',\n",
+       "       'Lst': '230.29',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '20'}]}]},\n",
        "  {'ExpirationGroup': {'RootSymbol': 'QQQ',\n",
        "    'MonthAndDay': 'Jun 18',\n",
        "    'Year': '2026',\n",
        "    'Day': 'Thu',\n",
        "    'SettlementType': '',\n",
-       "    'DaysUntil': 871},\n",
+       "    'DaysUntil': 768},\n",
        "   'AdjustedLabel': {},\n",
        "   'AdjustedGroup': '',\n",
        "   'Chains': [{'SymbolGroup': 'QQQ20260618174.78',\n",
@@ -100308,49 +98536,49 @@
        "       'Strk': '174.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '264.02',\n",
-       "       'Ask': '268.5',\n",
-       "       'Lst': '248.86',\n",
+       "       'Bid': '278.5',\n",
+       "       'Ask': '283.19',\n",
+       "       'Lst': '285.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '23',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '22',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00174780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '174.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.48',\n",
-       "       'Ask': '2.3',\n",
-       "       'Lst': '1.53',\n",
+       "       'Bid': '0.97',\n",
+       "       'Ask': '2.09',\n",
+       "       'Lst': '1.2',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1249',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'OI': '1276',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618179.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00179780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '179.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '259.64',\n",
-       "       'Ask': '264',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '274',\n",
+       "       'Ask': '278.79',\n",
+       "       'Lst': '278.6',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '1'},\n",
+       "       'OI': '3',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00179780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '179.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.59',\n",
-       "       'Ask': '3.36',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.03',\n",
+       "       'Ask': '2.63',\n",
+       "       'Lst': '1.77',\n",
        "       'Vol': '0',\n",
-       "       'OI': '810',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '811',\n",
+       "       'BidSize': '24',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618184.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00184780',\n",
@@ -100358,24 +98586,24 @@
        "       'Strk': '184.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '255.28',\n",
-       "       'Ask': '260',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '269.5',\n",
+       "       'Ask': '274.39',\n",
+       "       'Lst': '266.77',\n",
        "       'Vol': '0',\n",
        "       'OI': '10',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00184780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '184.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.72',\n",
-       "       'Ask': '3.57',\n",
-       "       'Lst': '2.24',\n",
+       "       'Bid': '0.13',\n",
+       "       'Ask': '2.76',\n",
+       "       'Lst': '1.87',\n",
        "       'Vol': '0',\n",
-       "       'OI': '58',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '86',\n",
+       "       'BidSize': '24',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618189.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00189780',\n",
@@ -100383,24 +98611,24 @@
        "       'Strk': '189.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '250.93',\n",
-       "       'Ask': '255.5',\n",
+       "       'Bid': '265',\n",
+       "       'Ask': '269.99',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '30',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00189780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '189.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.85',\n",
-       "       'Ask': '3.78',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.22',\n",
+       "       'Ask': '2.9',\n",
+       "       'Lst': '2.09',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '41',\n",
+       "       'BidSize': '24',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618194.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00194780',\n",
@@ -100408,24 +98636,24 @@
        "       'Strk': '194.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '246.58',\n",
-       "       'Ask': '251.5',\n",
+       "       'Bid': '261',\n",
+       "       'Ask': '265.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00194780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '194.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '0.99',\n",
-       "       'Ask': '4.01',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.67',\n",
+       "       'Ask': '3.04',\n",
+       "       'Lst': '2.15',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '30',\n",
+       "       'BidSize': '2',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618199.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00199780',\n",
@@ -100433,24 +98661,24 @@
        "       'Strk': '199.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '242.25',\n",
-       "       'Ask': '247',\n",
+       "       'Bid': '256.5',\n",
+       "       'Ask': '261.23',\n",
        "       'Lst': '230.01',\n",
        "       'Vol': '0',\n",
        "       'OI': '21',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00199780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '199.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.14',\n",
-       "       'Ask': '4.25',\n",
-       "       'Lst': '2.75',\n",
+       "       'Bid': '1.75',\n",
+       "       'Ask': '3.2',\n",
+       "       'Lst': '1.92',\n",
        "       'Vol': '0',\n",
-       "       'OI': '142',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '197',\n",
+       "       'BidSize': '10',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618204.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00204780',\n",
@@ -100458,11 +98686,11 @@
        "       'Strk': '204.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '238',\n",
-       "       'Ask': '242.92',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '252',\n",
+       "       'Ask': '256.86',\n",
+       "       'Lst': '261',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'OI': '6',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00204780',\n",
@@ -100470,12 +98698,12 @@
        "       'Strk': '204.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.3',\n",
-       "       'Ask': '4.51',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '1.9',\n",
+       "       'Ask': '3.36',\n",
+       "       'Lst': '1.97',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '202',\n",
+       "       'BidSize': '1',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618209.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00209780',\n",
@@ -100483,24 +98711,24 @@
        "       'Strk': '209.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '233.63',\n",
-       "       'Ask': '238.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '247.51',\n",
+       "       'Ask': '252.5',\n",
+       "       'Lst': '257',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '2',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'AskSize': '30'},\n",
        "      {'Sym': 'QQQ   260618P00209780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '209.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.47',\n",
-       "       'Ask': '4.79',\n",
-       "       'Lst': '4.3',\n",
+       "       'Bid': '0.68',\n",
+       "       'Ask': '3.54',\n",
+       "       'Lst': '2.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '37',\n",
+       "       'BidSize': '45',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618214.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00214780',\n",
@@ -100508,24 +98736,24 @@
        "       'Strk': '214.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '229.5',\n",
-       "       'Ask': '234',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '243.5',\n",
+       "       'Ask': '248.15',\n",
+       "       'Lst': '252.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '1',\n",
+       "       'OI': '9',\n",
+       "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00214780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '214.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.65',\n",
-       "       'Ask': '5.08',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '0.81',\n",
+       "       'Ask': '3.73',\n",
+       "       'Lst': '3.35',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '41',\n",
+       "       'BidSize': '44',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618219.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00219780',\n",
@@ -100533,24 +98761,24 @@
        "       'Strk': '219.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '225.05',\n",
-       "       'Ask': '230',\n",
+       "       'Bid': '239',\n",
+       "       'Ask': '243.81',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00219780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '219.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.84',\n",
-       "       'Ask': '5.39',\n",
-       "       'Lst': '3.49',\n",
+       "       'Bid': '0.95',\n",
+       "       'Ask': '3.94',\n",
+       "       'Lst': '2.65',\n",
        "       'Vol': '0',\n",
-       "       'OI': '56',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '82',\n",
+       "       'BidSize': '45',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618224.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00224780',\n",
@@ -100558,74 +98786,74 @@
        "       'Strk': '224.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '221',\n",
-       "       'Ask': '225.5',\n",
-       "       'Lst': '222.94',\n",
+       "       'Bid': '234.5',\n",
+       "       'Ask': '239.48',\n",
+       "       'Lst': '228.4',\n",
        "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '1',\n",
+       "       'OI': '2',\n",
+       "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00224780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '224.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.05',\n",
-       "       'Ask': '5.72',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '1.1',\n",
+       "       'Ask': '4.16',\n",
+       "       'Lst': '3.08',\n",
        "       'Vol': '0',\n",
-       "       'OI': '11',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'OI': '16',\n",
+       "       'BidSize': '44',\n",
+       "       'AskSize': '69'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618229.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00229780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '229.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '216.54',\n",
-       "       'Ask': '221.5',\n",
+       "       'Bid': '230.5',\n",
+       "       'Ask': '235.16',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00229780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '229.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.28',\n",
-       "       'Ask': '6.07',\n",
-       "       'Lst': '4.32',\n",
+       "       'Bid': '1.26',\n",
+       "       'Ask': '4.39',\n",
+       "       'Lst': '3.2',\n",
        "       'Vol': '0',\n",
        "       'OI': '20',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'BidSize': '45',\n",
+       "       'AskSize': '67'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618234.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00234780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '234.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '212.31',\n",
-       "       'Ask': '217',\n",
-       "       'Lst': '196.55',\n",
+       "       'Bid': '226',\n",
+       "       'Ask': '230.85',\n",
+       "       'Lst': '234.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '1',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00234780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '234.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.51',\n",
-       "       'Ask': '6.43',\n",
-       "       'Lst': '4.98',\n",
+       "       'Bid': '1.43',\n",
+       "       'Ask': '4.64',\n",
+       "       'Lst': '4.8',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '18',\n",
+       "       'BidSize': '45',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618239.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00239780',\n",
@@ -100633,11 +98861,11 @@
        "       'Strk': '239.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '208.1',\n",
-       "       'Ask': '213',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '221.57',\n",
+       "       'Ask': '226.5',\n",
+       "       'Lst': '230.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
+       "       'OI': '5',\n",
        "       'BidSize': '10',\n",
        "       'AskSize': '20'},\n",
        "      {'Sym': 'QQQ   260618P00239780',\n",
@@ -100645,12 +98873,12 @@
        "       'Strk': '239.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2.77',\n",
-       "       'Ask': '6.82',\n",
-       "       'Lst': '4.51',\n",
+       "       'Bid': '1.6',\n",
+       "       'Ask': '4.9',\n",
+       "       'Lst': '3.57',\n",
        "       'Vol': '0',\n",
-       "       'OI': '32',\n",
-       "       'BidSize': '60',\n",
+       "       'OI': '37',\n",
+       "       'BidSize': '45',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618244.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00244780',\n",
@@ -100658,24 +98886,24 @@
        "       'Strk': '244.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '204',\n",
-       "       'Ask': '208.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '217.5',\n",
+       "       'Ask': '222.28',\n",
+       "       'Lst': '226',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
+       "       'OI': '4',\n",
+       "       'BidSize': '20',\n",
        "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00244780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '244.78',\n",
-       "       'Chg': '0.23',\n",
-       "       'ChgPct': '4.31',\n",
-       "       'Bid': '3.04',\n",
-       "       'Ask': '7.22',\n",
-       "       'Lst': '5.34',\n",
-       "       'Vol': '4',\n",
-       "       'OI': '126',\n",
-       "       'BidSize': '60',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '1.8',\n",
+       "       'Ask': '5.18',\n",
+       "       'Lst': '3.8',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '129',\n",
+       "       'BidSize': '45',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618249.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00249780',\n",
@@ -100683,11 +98911,11 @@
        "       'Strk': '249.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '199.72',\n",
-       "       'Ask': '204.5',\n",
-       "       'Lst': '188.5',\n",
+       "       'Bid': '213.02',\n",
+       "       'Ask': '218',\n",
+       "       'Lst': '221.99',\n",
        "       'Vol': '0',\n",
-       "       'OI': '111',\n",
+       "       'OI': '118',\n",
        "       'BidSize': '10',\n",
        "       'AskSize': '20'},\n",
        "      {'Sym': 'QQQ   260618P00249780',\n",
@@ -100695,1745 +98923,1908 @@
        "       'Strk': '249.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '3.34',\n",
-       "       'Ask': '7',\n",
-       "       'Lst': '5.27',\n",
+       "       'Bid': '2',\n",
+       "       'Ask': '5.48',\n",
+       "       'Lst': '4.32',\n",
        "       'Vol': '0',\n",
-       "       'OI': '42',\n",
-       "       'BidSize': '85',\n",
-       "       'AskSize': '85'}]},\n",
+       "       'OI': '68',\n",
+       "       'BidSize': '45',\n",
+       "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618254.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00254780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '254.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '195.57',\n",
-       "       'Ask': '200.5',\n",
+       "       'Bid': '209',\n",
+       "       'Ask': '213.76',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '9',\n",
-       "       'BidSize': '24',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00254780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '254.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '3.65',\n",
-       "       'Ask': '8',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '2.21',\n",
+       "       'Ask': '5.8',\n",
+       "       'Lst': '4.34',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '84',\n",
-       "       'AskSize': '109'}]},\n",
+       "       'OI': '111',\n",
+       "       'BidSize': '45',\n",
+       "       'AskSize': '65'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618259.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00259780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '259.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '191.5',\n",
-       "       'Ask': '196',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '204.53',\n",
+       "       'Ask': '209.5',\n",
+       "       'Lst': '182.21',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
+       "       'OI': '0',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '10'},\n",
+       "       'AskSize': '20'},\n",
        "      {'Sym': 'QQQ   260618P00259780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '259.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
        "       'Bid': '4',\n",
-       "       'Ask': '8.5',\n",
-       "       'Lst': '7.28',\n",
+       "       'Ask': '6.13',\n",
+       "       'Lst': '4.8',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '84',\n",
-       "       'AskSize': '109'}]},\n",
+       "       'OI': '47',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618264.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00264780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '264.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '187.31',\n",
-       "       'Ask': '192',\n",
+       "       'Bid': '200.5',\n",
+       "       'Ask': '205.3',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '24',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00264780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '264.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.33',\n",
-       "       'Ask': '8.5',\n",
-       "       'Lst': '6.66',\n",
+       "       'Bid': '2.69',\n",
+       "       'Ask': '6.49',\n",
+       "       'Lst': '4.85',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '84',\n",
-       "       'AskSize': '242'}]},\n",
+       "       'OI': '317',\n",
+       "       'BidSize': '45',\n",
+       "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618269.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00269780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '269.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '183.22',\n",
-       "       'Ask': '188',\n",
+       "       'Bid': '196.5',\n",
+       "       'Ask': '201',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '151',\n",
-       "       'BidSize': '24',\n",
-       "       'AskSize': '20'},\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   260618P00269780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '269.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '4.71',\n",
-       "       'Ask': '9',\n",
-       "       'Lst': '7.59',\n",
+       "       'Bid': '2.95',\n",
+       "       'Ask': '6.86',\n",
+       "       'Lst': '7.58',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '84',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '109.5',\n",
-       "       'Ask': '114.33',\n",
+       "       'Bid': '95.77',\n",
+       "       'Ask': '100.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '10'}]},\n",
+       "       'BidSize': '24',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618544.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00544780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '544.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '21',\n",
-       "       'Ask': '25.11',\n",
-       "       'Lst': '20.2',\n",
+       "       'Bid': '25',\n",
+       "       'Ask': '29.5',\n",
+       "       'Lst': '25.92',\n",
        "       'Vol': '0',\n",
        "       'OI': '2',\n",
-       "       'BidSize': '169',\n",
-       "       'AskSize': '80'},\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   260618P00544780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '544.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '114.5',\n",
-       "       'Ask': '119.33',\n",
+       "       'Bid': '100.5',\n",
+       "       'Ask': '105.36',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102445,45 +100836,70 @@
        "       'Strk': '549.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '19.5',\n",
-       "       'Ask': '23.79',\n",
-       "       'Lst': '20.33',\n",
+       "       'Bid': '23.5',\n",
+       "       'Ask': '28.5',\n",
+       "       'Lst': '24.05',\n",
        "       'Vol': '0',\n",
-       "       'OI': '45',\n",
-       "       'BidSize': '113',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '43',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00549780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '549.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '119.5',\n",
-       "       'Ask': '124.33',\n",
+       "       'Bid': '105.5',\n",
+       "       'Ask': '110.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618550',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00550000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '550',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '23.5',\n",
+       "       'Ask': '27.82',\n",
+       "       'Lst': '25.02',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '32',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '61'},\n",
+       "      {'Sym': 'QQQ   260618P00550000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '550',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '105.58',\n",
+       "       'Ask': '110.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618554.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00554780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '554.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '18.5',\n",
-       "       'Ask': '22.52',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '22',\n",
+       "       'Ask': '27',\n",
+       "       'Lst': '28.45',\n",
        "       'Vol': '0',\n",
-       "       'OI': '45',\n",
-       "       'BidSize': '171',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '357',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00554780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '554.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '124.5',\n",
-       "       'Ask': '129.33',\n",
+       "       'Bid': '110.5',\n",
+       "       'Ask': '115.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102495,45 +100911,70 @@
        "       'Strk': '559.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '17',\n",
-       "       'Ask': '21.31',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '20.5',\n",
+       "       'Ask': '25.5',\n",
+       "       'Lst': '17.49',\n",
        "       'Vol': '0',\n",
-       "       'OI': '64',\n",
-       "       'BidSize': '113',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '163',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00559780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '559.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '129.5',\n",
-       "       'Ask': '134.33',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '115.5',\n",
+       "       'Ask': '120.35',\n",
+       "       'Lst': '131.57',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618560',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00560000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '560',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '20.5',\n",
+       "       'Ask': '25.5',\n",
+       "       'Lst': '22.29',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '25',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   260618P00560000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '560',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '115.58',\n",
+       "       'Ask': '120.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20260618564.78',\n",
        "     'Legs': [{'Sym': 'QQQ   260618C00564780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '564.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '16',\n",
-       "       'Ask': '20.21',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '19.5',\n",
+       "       'Ask': '23.87',\n",
+       "       'Lst': '18.48',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '169',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '478',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   260618P00564780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '564.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '134.5',\n",
-       "       'Ask': '139.33',\n",
+       "       'Bid': '120.5',\n",
+       "       'Ask': '125.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102545,21 +100986,21 @@
        "       'Strk': '569.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '15',\n",
-       "       'Ask': '19.08',\n",
-       "       'Lst': '15.02',\n",
+       "       'Bid': '18',\n",
+       "       'Ask': '23',\n",
+       "       'Lst': '25.71',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '171',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '31',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00569780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '569.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '139.5',\n",
-       "       'Ask': '144.33',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '125.5',\n",
+       "       'Ask': '130.35',\n",
+       "       'Lst': '136.51',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
@@ -102570,20 +101011,20 @@
        "       'Strk': '574.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '14',\n",
-       "       'Ask': '18.05',\n",
-       "       'Lst': '9.29',\n",
+       "       'Bid': '17',\n",
+       "       'Ask': '20.13',\n",
+       "       'Lst': '15',\n",
        "       'Vol': '0',\n",
-       "       'OI': '58',\n",
-       "       'BidSize': '171',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '69',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '1'},\n",
        "      {'Sym': 'QQQ   260618P00574780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '574.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '144.5',\n",
-       "       'Ask': '149.33',\n",
+       "       'Bid': '130.5',\n",
+       "       'Ask': '135.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102595,20 +101036,20 @@
        "       'Strk': '579.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '13',\n",
-       "       'Ask': '17.11',\n",
-       "       'Lst': '10.5',\n",
+       "       'Bid': '15.5',\n",
+       "       'Ask': '20.4',\n",
+       "       'Lst': '17.7',\n",
        "       'Vol': '0',\n",
-       "       'OI': '92',\n",
-       "       'BidSize': '86',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '90',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   260618P00579780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '579.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '149.5',\n",
-       "       'Ask': '154.33',\n",
+       "       'Bid': '135.5',\n",
+       "       'Ask': '140.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102620,20 +101061,20 @@
        "       'Strk': '584.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '12',\n",
-       "       'Ask': '16.18',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '14.5',\n",
+       "       'Ask': '19.5',\n",
+       "       'Lst': '21.35',\n",
        "       'Vol': '0',\n",
-       "       'OI': '11',\n",
-       "       'BidSize': '171',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '16',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00584780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '584.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '154.5',\n",
-       "       'Ask': '159.33',\n",
+       "       'Bid': '140.5',\n",
+       "       'Ask': '145.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102645,20 +101086,20 @@
        "       'Strk': '589.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '11',\n",
-       "       'Ask': '15.29',\n",
-       "       'Lst': '11.45',\n",
+       "       'Bid': '13.5',\n",
+       "       'Ask': '18.5',\n",
+       "       'Lst': '20.2',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '171',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '2',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00589780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '589.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '159.5',\n",
-       "       'Ask': '164.32',\n",
+       "       'Bid': '145.5',\n",
+       "       'Ask': '150.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102670,20 +101111,20 @@
        "       'Strk': '594.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '10',\n",
-       "       'Ask': '14.48',\n",
-       "       'Lst': '8.7',\n",
+       "       'Bid': '12.5',\n",
+       "       'Ask': '17.5',\n",
+       "       'Lst': '18.74',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '114',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '12',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00594780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '594.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '164.5',\n",
-       "       'Ask': '169.32',\n",
+       "       'Bid': '150.5',\n",
+       "       'Ask': '155.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102695,20 +101136,20 @@
        "       'Strk': '599.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '9',\n",
-       "       'Ask': '13.73',\n",
-       "       'Lst': '11.14',\n",
+       "       'Bid': '12',\n",
+       "       'Ask': '16.5',\n",
+       "       'Lst': '18',\n",
        "       'Vol': '0',\n",
-       "       'OI': '13',\n",
-       "       'BidSize': '108',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '17',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   260618P00599780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '599.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '169.5',\n",
-       "       'Ask': '174.32',\n",
+       "       'Bid': '155.5',\n",
+       "       'Ask': '160.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102720,20 +101161,20 @@
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '8.5',\n",
-       "       'Ask': '13',\n",
-       "       'Lst': '9.14',\n",
+       "       'Bid': '11',\n",
+       "       'Ask': '16',\n",
+       "       'Lst': '15.85',\n",
        "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '243',\n",
-       "       'AskSize': '98'},\n",
+       "       'OI': '45',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00604780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '174.5',\n",
-       "       'Ask': '179.32',\n",
+       "       'Bid': '160.5',\n",
+       "       'Ask': '165.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102745,20 +101186,20 @@
        "       'Strk': '609.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '7.5',\n",
-       "       'Ask': '12.3',\n",
-       "       'Lst': '9.69',\n",
+       "       'Bid': '11.13',\n",
+       "       'Ask': '14.92',\n",
+       "       'Lst': '11.59',\n",
        "       'Vol': '0',\n",
-       "       'OI': '34',\n",
-       "       'BidSize': '113',\n",
-       "       'AskSize': '144'},\n",
+       "       'OI': '36',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   260618P00609780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '609.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '179.5',\n",
-       "       'Ask': '184.32',\n",
+       "       'Bid': '165.5',\n",
+       "       'Ask': '170.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102768,22 +101209,22 @@
        "     'Legs': [{'Sym': 'QQQ   260618C00615000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '615',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '7',\n",
-       "       'Ask': '11.5',\n",
-       "       'Lst': '9.59',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '115',\n",
-       "       'BidSize': '114',\n",
-       "       'AskSize': '85'},\n",
+       "       'Chg': '-4.36',\n",
+       "       'ChgPct': '-37.11',\n",
+       "       'Bid': '9.5',\n",
+       "       'Ask': '14',\n",
+       "       'Lst': '11.75',\n",
+       "       'Vol': '4',\n",
+       "       'OI': '95',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   260618P00615000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '615',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '184.55',\n",
-       "       'Ask': '189.5',\n",
+       "       'Bid': '170.57',\n",
+       "       'Ask': '175.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102795,20 +101236,20 @@
        "       'Strk': '620',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '6.08',\n",
-       "       'Ask': '11',\n",
-       "       'Lst': '8.45',\n",
+       "       'Bid': '8.5',\n",
+       "       'Ask': '11.93',\n",
+       "       'Lst': '9.55',\n",
        "       'Vol': '0',\n",
        "       'OI': '235',\n",
-       "       'BidSize': '84',\n",
-       "       'AskSize': '109'},\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '3'},\n",
        "      {'Sym': 'QQQ   260618P00620000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '620',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '189.55',\n",
-       "       'Ask': '194.5',\n",
+       "       'Bid': '175.57',\n",
+       "       'Ask': '180.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102820,20 +101261,20 @@
        "       'Strk': '625',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '5.54',\n",
-       "       'Ask': '10',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '8',\n",
+       "       'Ask': '10.81',\n",
+       "       'Lst': '8.65',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '84',\n",
-       "       'AskSize': '85'},\n",
+       "       'OI': '19',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '3'},\n",
        "      {'Sym': 'QQQ   260618P00625000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '625',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '194.55',\n",
-       "       'Ask': '199.5',\n",
+       "       'Bid': '180.57',\n",
+       "       'Ask': '185.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102843,23 +101284,23 @@
        "     'Legs': [{'Sym': 'QQQ   260618C00630000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '630',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '5',\n",
-       "       'Ask': '9.5',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '109',\n",
-       "       'AskSize': '85'},\n",
+       "       'Chg': '1.98',\n",
+       "       'ChgPct': '20.04',\n",
+       "       'Bid': '7.2',\n",
+       "       'Ask': '12',\n",
+       "       'Lst': '9.88',\n",
+       "       'Vol': '3',\n",
+       "       'OI': '7',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00630000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '630',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '199.55',\n",
-       "       'Ask': '204.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '185.57',\n",
+       "       'Ask': '190.5',\n",
+       "       'Lst': '198.12',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
@@ -102868,22 +101309,22 @@
        "     'Legs': [{'Sym': 'QQQ   260618C00635000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '635',\n",
-       "       'Chg': '-0.3',\n",
-       "       'ChgPct': '-4.72',\n",
-       "       'Bid': '4.5',\n",
-       "       'Ask': '9',\n",
-       "       'Lst': '6.35',\n",
-       "       'Vol': '10',\n",
-       "       'OI': '72',\n",
-       "       'BidSize': '201',\n",
-       "       'AskSize': '80'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '6.61',\n",
+       "       'Ask': '9.61',\n",
+       "       'Lst': '7.34',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '109',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '3'},\n",
        "      {'Sym': 'QQQ   260618P00635000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '635',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '204.55',\n",
-       "       'Ask': '209.5',\n",
+       "       'Bid': '190.57',\n",
+       "       'Ask': '195.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102893,22 +101334,172 @@
        "     'Legs': [{'Sym': 'QQQ   260618C00640000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '640',\n",
-       "       'Chg': '0.34',\n",
-       "       'ChgPct': '5.47',\n",
-       "       'Bid': '4.05',\n",
-       "       'Ask': '8',\n",
-       "       'Lst': '6.22',\n",
-       "       'Vol': '26',\n",
-       "       'OI': '19',\n",
-       "       'BidSize': '85',\n",
-       "       'AskSize': '85'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '6.07',\n",
+       "       'Ask': '11',\n",
+       "       'Lst': '8.6',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '102',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   260618P00640000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '640',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '209.55',\n",
-       "       'Ask': '214.5',\n",
+       "       'Bid': '195.57',\n",
+       "       'Ask': '200.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618645',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00645000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '645',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '5.56',\n",
+       "       'Ask': '9.64',\n",
+       "       'Lst': '7',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '13',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '2'},\n",
+       "      {'Sym': 'QQQ   260618P00645000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '645',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '200.57',\n",
+       "       'Ask': '205.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618650',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00650000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '650',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '5.07',\n",
+       "       'Ask': '10',\n",
+       "       'Lst': '6.91',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '45',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   260618P00650000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '650',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '205.57',\n",
+       "       'Ask': '210.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618655',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00655000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '655',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '4.61',\n",
+       "       'Ask': '9.5',\n",
+       "       'Lst': '6.85',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '3',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   260618P00655000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '655',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '210.57',\n",
+       "       'Ask': '215.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618660',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00660000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '660',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '4.19',\n",
+       "       'Ask': '9',\n",
+       "       'Lst': '6.54',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '11',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   260618P00660000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '660',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '215.57',\n",
+       "       'Ask': '220.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618665',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00665000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '3.58',\n",
+       "       'Ask': '8.5',\n",
+       "       'Lst': '6.14',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '2',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   260618P00665000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '220.57',\n",
+       "       'Ask': '225.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20260618670',\n",
+       "     'Legs': [{'Sym': 'QQQ   260618C00670000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '-0.1',\n",
+       "       'ChgPct': '-1.85',\n",
+       "       'Bid': '3.5',\n",
+       "       'Ask': '8',\n",
+       "       'Lst': '5.4',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '332',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
+       "      {'Sym': 'QQQ   260618P00670000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '225.57',\n",
+       "       'Ask': '230.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -102919,58 +101510,58 @@
        "    'Year': '2026',\n",
        "    'Day': 'Fri',\n",
        "    'SettlementType': '',\n",
-       "    'DaysUntil': 1054},\n",
+       "    'DaysUntil': 951},\n",
        "   'AdjustedLabel': {},\n",
        "   'AdjustedGroup': '',\n",
        "   'Chains': [{'SymbolGroup': 'QQQ20261218204.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00204780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '204.78',\n",
-       "       'Chg': '-0.73',\n",
-       "       'ChgPct': '-0.3',\n",
-       "       'Bid': '240.92',\n",
-       "       'Ask': '245.5',\n",
-       "       'Lst': '240.18',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '112',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '1.44',\n",
+       "       'ChgPct': '0.56',\n",
+       "       'Bid': '255.7',\n",
+       "       'Ask': '260.44',\n",
+       "       'Lst': '258.44',\n",
+       "       'Vol': '4',\n",
+       "       'OI': '291',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   261218P00204780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '204.78',\n",
-       "       'Chg': '-0.88',\n",
-       "       'ChgPct': '-28.21',\n",
-       "       'Bid': '1',\n",
-       "       'Ask': '4.9',\n",
-       "       'Lst': '3.12',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '116',\n",
-       "       'BidSize': '61',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '2.9',\n",
+       "       'Ask': '4.6',\n",
+       "       'Lst': '2.9',\n",
+       "       'Vol': '5',\n",
+       "       'OI': '883',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '3'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218209.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00209780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '209.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '236.75',\n",
-       "       'Ask': '241',\n",
-       "       'Lst': '218.35',\n",
+       "       'Bid': '251.5',\n",
+       "       'Ask': '256.22',\n",
+       "       'Lst': '245.27',\n",
        "       'Vol': '0',\n",
-       "       'OI': '9',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '1'},\n",
+       "       'OI': '15',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   261218P00209780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '209.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.5',\n",
-       "       'Ask': '6',\n",
-       "       'Lst': '3.76',\n",
+       "       'Bid': '0.5',\n",
+       "       'Ask': '5.41',\n",
+       "       'Lst': '3.03',\n",
        "       'Vol': '0',\n",
-       "       'OI': '41',\n",
-       "       'BidSize': '61',\n",
+       "       'OI': '262',\n",
+       "       'BidSize': '22',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218214.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00214780',\n",
@@ -102978,49 +101569,49 @@
        "       'Strk': '214.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '232.59',\n",
-       "       'Ask': '237',\n",
-       "       'Lst': '235.5',\n",
+       "       'Bid': '247.03',\n",
+       "       'Ask': '252',\n",
+       "       'Lst': '256',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
+       "       'OI': '14',\n",
        "       'BidSize': '10',\n",
-       "       'AskSize': '10'},\n",
+       "       'AskSize': '20'},\n",
        "      {'Sym': 'QQQ   261218P00214780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '214.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '1.5',\n",
-       "       'Ask': '6.5',\n",
-       "       'Lst': '4.33',\n",
+       "       'Bid': '0.66',\n",
+       "       'Ask': '5.5',\n",
+       "       'Lst': '3.63',\n",
        "       'Vol': '0',\n",
-       "       'OI': '22',\n",
-       "       'BidSize': '61',\n",
-       "       'AskSize': '61'}]},\n",
+       "       'OI': '53',\n",
+       "       'BidSize': '48',\n",
+       "       'AskSize': '62'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218219.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00219780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '219.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '228.44',\n",
-       "       'Ask': '233',\n",
-       "       'Lst': '226.89',\n",
+       "       'Bid': '243',\n",
+       "       'Ask': '247.82',\n",
+       "       'Lst': '236.86',\n",
        "       'Vol': '0',\n",
-       "       'OI': '43',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '40',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   261218P00219780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '219.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2',\n",
-       "       'Ask': '6.5',\n",
-       "       'Lst': '4.75',\n",
+       "       'Bid': '1',\n",
+       "       'Ask': '5.88',\n",
+       "       'Lst': '3.84',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '61',\n",
+       "       'OI': '44',\n",
+       "       'BidSize': '55',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218224.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00224780',\n",
@@ -103028,974 +101619,1049 @@
        "       'Strk': '224.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '224.32',\n",
-       "       'Ask': '229',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '239',\n",
+       "       'Ask': '243.64',\n",
+       "       'Lst': '243.65',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '20'},\n",
+       "       'OI': '1',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '10'},\n",
        "      {'Sym': 'QQQ   261218P00224780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '224.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '2',\n",
-       "       'Ask': '7',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '1.13',\n",
+       "       'Ask': '6',\n",
+       "       'Lst': '4.29',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '61',\n",
-       "       'AskSize': '61'}]},\n",
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        "       'Strk': '414.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '86.62',\n",
-       "       'Ask': '91',\n",
-       "       'Lst': '86.68',\n",
+       "       'Bid': '97',\n",
+       "       'Ask': '101.37',\n",
+       "       'Lst': '86.73',\n",
        "       'Vol': '0',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '10'},\n",
+       "       'OI': '54',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '24'},\n",
        "      {'Sym': 'QQQ   261218P00414780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '414.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '36',\n",
-       "       'Ask': '40.5',\n",
-       "       'Lst': '41.5',\n",
+       "       'Bid': '29.5',\n",
+       "       'Ask': '34.27',\n",
+       "       'Lst': '35.33',\n",
        "       'Vol': '0',\n",
-       "       'OI': '15',\n",
-       "       'BidSize': '84',\n",
+       "       'OI': '20',\n",
+       "       'BidSize': '62',\n",
        "       'AskSize': '60'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218419.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00419780',\n",
@@ -104003,524 +102669,524 @@
        "       'Strk': '419.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '83.69',\n",
-       "       'Ask': '88',\n",
-       "       'Lst': '87.79',\n",
+       "       'Bid': '94',\n",
+       "       'Ask': '98.29',\n",
+       "       'Lst': '93.75',\n",
        "       'Vol': '0',\n",
-       "       'OI': '31',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '10'},\n",
+       "       'OI': '41',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '24'},\n",
        "      {'Sym': 'QQQ   261218P00419780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '419.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '37.5',\n",
-       "       'Ask': '42.5',\n",
-       "       'Lst': '42.75',\n",
+       "       'Bid': '31',\n",
+       "       'Ask': '35.85',\n",
+       "       'Lst': '41.25',\n",
        "       'Vol': '0',\n",
-       "       'OI': '4',\n",
-       "       'BidSize': '109',\n",
-       "       'AskSize': '108'}]},\n",
+       "       'OI': '56',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218420',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00420000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '420',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '83.56',\n",
-       "       'Ask': '88',\n",
-       "       'Lst': '84.9',\n",
+       "       'Bid': '93.5',\n",
+       "       'Ask': '98.16',\n",
+       "       'Lst': '94.7',\n",
        "       'Vol': '0',\n",
-       "       'OI': '45',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '10'},\n",
+       "       'OI': '181',\n",
+       "       'BidSize': '20',\n",
+       "       'AskSize': '24'},\n",
        "      {'Sym': 'QQQ   261218P00420000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '420',\n",
-       "       'Chg': '1.25',\n",
-       "       'ChgPct': '3.05',\n",
-       "       'Bid': '37.5',\n",
-       "       'Ask': '42.5',\n",
-       "       'Lst': '41',\n",
-       "       'Vol': '3',\n",
-       "       'OI': '24',\n",
-       "       'BidSize': '109',\n",
-       "       'AskSize': '108'}]},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '31',\n",
+       "       'Ask': '35.92',\n",
+       "       'Lst': '35.03',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '324',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218424.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00424780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '424.78',\n",
-       "       'Chg': '0.28',\n",
-       "       'ChgPct': '0.35',\n",
-       "       'Bid': '80.8',\n",
-       "       'Ask': '85.5',\n",
-       "       'Lst': '80.28',\n",
-       "       'Vol': '1',\n",
-       "       'OI': '41',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '91',\n",
+       "       'Ask': '95.26',\n",
+       "       'Lst': '87.93',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '104',\n",
+       "       'BidSize': '10',\n",
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        "      {'Sym': 'QQQ   261218P00424780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '424.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '39.5',\n",
-       "       'Ask': '44.5',\n",
-       "       'Lst': '43.44',\n",
+       "       'Bid': '32.5',\n",
+       "       'Ask': '37.49',\n",
+       "       'Lst': '42.52',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '108',\n",
-       "       'AskSize': '107'}]},\n",
+       "       'OI': '1546',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218429.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00429780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '429.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '77.97',\n",
-       "       'Ask': '82.5',\n",
-       "       'Lst': '78.44',\n",
+       "       'Bid': '88',\n",
+       "       'Ask': '92.27',\n",
+       "       'Lst': '88.69',\n",
        "       'Vol': '0',\n",
-       "       'OI': '11',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
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+       "       'BidSize': '20',\n",
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        "      {'Sym': 'QQQ   261218P00429780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '429.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '41.85',\n",
-       "       'Ask': '46',\n",
-       "       'Lst': '44',\n",
+       "       'Bid': '34.88',\n",
+       "       'Ask': '39',\n",
+       "       'Lst': '39.94',\n",
        "       'Vol': '0',\n",
-       "       'OI': '8',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'OI': '16',\n",
+       "       'BidSize': '9',\n",
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        "    {'SymbolGroup': 'QQQ20261218430',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00430000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '430',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '77.85',\n",
-       "       'Ask': '82.5',\n",
-       "       'Lst': '79.5',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '29',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '0.98',\n",
+       "       'ChgPct': '1.09',\n",
+       "       'Bid': '87.5',\n",
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        "      {'Sym': 'QQQ   261218P00430000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '430',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '41.5',\n",
-       "       'Ask': '46.5',\n",
-       "       'Lst': '46.38',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '106',\n",
-       "       'AskSize': '105'}]},\n",
+       "       'Chg': '-1',\n",
+       "       'ChgPct': '-2.74',\n",
+       "       'Bid': '36',\n",
+       "       'Ask': '39.27',\n",
+       "       'Lst': '36.5',\n",
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+       "       'OI': '1656',\n",
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        "    {'SymbolGroup': 'QQQ20261218434.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00434780',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '75.19',\n",
-       "       'Ask': '80',\n",
-       "       'Lst': '62.51',\n",
+       "       'Bid': '85',\n",
+       "       'Ask': '89.33',\n",
+       "       'Lst': '86.22',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '21'},\n",
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        "      {'Sym': 'QQQ   261218P00434780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '434.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '43.8',\n",
-       "       'Ask': '48',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '36',\n",
+       "       'Ask': '40.98',\n",
+       "       'Lst': '39.76',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'OI': '11',\n",
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        "    {'SymbolGroup': 'QQQ20261218439.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00439780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '439.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '72.45',\n",
-       "       'Ask': '77',\n",
-       "       'Lst': '75.38',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '5.31',\n",
+       "       'ChgPct': '6.32',\n",
+       "       'Bid': '82',\n",
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+       "       'Lst': '84.06',\n",
+       "       'Vol': '1',\n",
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        "      {'Sym': 'QQQ   261218P00439780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '439.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '45.83',\n",
-       "       'Ask': '50',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '38',\n",
+       "       'Ask': '42.83',\n",
+       "       'Lst': '41.76',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '60'}]},\n",
+       "       'OI': '6',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218440',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00440000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '440',\n",
-       "       'Chg': '-2.15',\n",
-       "       'ChgPct': '-2.93',\n",
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-       "       'Ask': '77',\n",
-       "       'Lst': '73.5',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '22',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '1.11',\n",
+       "       'ChgPct': '1.32',\n",
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        "      {'Sym': 'QQQ   261218P00440000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '440',\n",
-       "       'Chg': '-0.51',\n",
-       "       'ChgPct': '-1.05',\n",
-       "       'Bid': '45.5',\n",
-       "       'Ask': '50.5',\n",
-       "       'Lst': '48.44',\n",
+       "       'Chg': '-0.61',\n",
+       "       'ChgPct': '-1.49',\n",
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+       "       'Lst': '40.89',\n",
        "       'Vol': '2',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '104',\n",
-       "       'AskSize': '103'}]},\n",
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+       "       'BidSize': '9',\n",
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        "    {'SymbolGroup': 'QQQ20261218444.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00444780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '444.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '69.77',\n",
-       "       'Ask': '74.5',\n",
-       "       'Lst': '67.45',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '86',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '2.05',\n",
+       "       'ChgPct': '2.51',\n",
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+       "       'Ask': '83.61',\n",
+       "       'Lst': '81.69',\n",
+       "       'Vol': '4',\n",
+       "       'OI': '171',\n",
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        "      {'Sym': 'QQQ   261218P00444780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '444.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '47.5',\n",
-       "       'Ask': '52.5',\n",
-       "       'Lst': '0',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '103',\n",
-       "       'AskSize': '102'}]},\n",
+       "       'Chg': '-4.36',\n",
+       "       'ChgPct': '-10.3',\n",
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        "    {'SymbolGroup': 'QQQ20261218449.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00449780',\n",
        "       'OptionType': 'C',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '67.14',\n",
-       "       'Ask': '72',\n",
-       "       'Lst': '69',\n",
+       "       'Bid': '77',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '15',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '40'},\n",
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        "      {'Sym': 'QQQ   261218P00449780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '449.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '49.5',\n",
-       "       'Ask': '54.5',\n",
-       "       'Lst': '0',\n",
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+       "       'Ask': '47',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '103',\n",
-       "       'AskSize': '102'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218450',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00450000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '450',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '67.03',\n",
-       "       'Ask': '71.5',\n",
-       "       'Lst': '70',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '6',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
+       "       'Chg': '0.5',\n",
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        "      {'Sym': 'QQQ   261218P00450000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '450',\n",
-       "       'Chg': '2.18',\n",
-       "       'ChgPct': '4',\n",
-       "       'Bid': '51',\n",
-       "       'Ask': '54.5',\n",
-       "       'Lst': '54.53',\n",
-       "       'Vol': '10',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '2',\n",
-       "       'AskSize': '61'}]},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Vol': '0',\n",
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        "    {'SymbolGroup': 'QQQ20261218454.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00454780',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '64.56',\n",
-       "       'Ask': '69',\n",
-       "       'Lst': '64.85',\n",
+       "       'Bid': '74',\n",
+       "       'Ask': '77',\n",
+       "       'Lst': '67.5',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
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+       "       'BidSize': '21',\n",
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        "      {'Sym': 'QQQ   261218P00454780',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '52',\n",
-       "       'Ask': '57',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '103',\n",
-       "       'AskSize': '102'}]},\n",
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-       "       'Bid': '62.04',\n",
-       "       'Ask': '66.5',\n",
-       "       'Lst': '63.83',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '25',\n",
-       "       'AskSize': '20'},\n",
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        "       'ChgPct': '0',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '83',\n",
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        "       'Vol': '0',\n",
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-       "       'Bid': '59.57',\n",
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        "       'Vol': '0',\n",
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        "       'ChgPct': '0',\n",
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-       "       'Ask': '64',\n",
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        "       'Vol': '0',\n",
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-       "       'Lst': '0',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '67.97',\n",
-       "       'Ask': '72.5',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
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        "    {'SymbolGroup': 'QQQ20261218489.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00489780',\n",
@@ -104528,298 +103194,348 @@
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-       "       'Bid': '48.08',\n",
-       "       'Ask': '53',\n",
-       "       'Lst': '35.97',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '61'},\n",
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        "      {'Sym': 'QQQ   261218P00489780',\n",
        "       'OptionType': 'P',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '70.95',\n",
-       "       'Ask': '75.5',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '61'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218490',\n",
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        "       'OptionType': 'C',\n",
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-       "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '21',\n",
-       "       'AskSize': '20'},\n",
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        "      {'Sym': 'QQQ   261218P00490000',\n",
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-       "       'Bid': '71.09',\n",
-       "       'Ask': '75.5',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
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-       "       'Bid': '46.82',\n",
-       "       'Ask': '49.1',\n",
-       "       'Lst': '36.3',\n",
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        "       'Vol': '0',\n",
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-       "       'BidSize': '10',\n",
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        "    {'SymbolGroup': 'QQQ20261218499.78',\n",
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-       "       'Bid': '44.78',\n",
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+       "       'BidSize': '32',\n",
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        "      {'Sym': 'QQQ   261218P00500000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '500',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '77.44',\n",
-       "       'Ask': '81.5',\n",
-       "       'Lst': '80.48',\n",
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+       "       'Ask': '72',\n",
+       "       'Lst': '74',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '1'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218504.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00504780',\n",
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        "       'Strk': '504.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '42.81',\n",
-       "       'Ask': '46.5',\n",
-       "       'Lst': '41.9',\n",
+       "       'Bid': '49.5',\n",
+       "       'Ask': '53.89',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '15',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '60'},\n",
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        "      {'Sym': 'QQQ   261218P00504780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '80.67',\n",
-       "       'Ask': '85',\n",
+       "       'Bid': '70.39',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '61'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218509.78',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '40.8',\n",
-       "       'Ask': '44.93',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '10',\n",
-       "       'AskSize': '24'},\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '84.2',\n",
-       "       'Ask': '88.5',\n",
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        "       'Lst': '99.2',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '61'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218510',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00510000',\n",
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        "       'Strk': '510',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '39.85',\n",
-       "       'Ask': '44',\n",
-       "       'Lst': '43.6',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '11',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '1'},\n",
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        "      {'Sym': 'QQQ   261218P00510000',\n",
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        "       'Strk': '510',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '84.36',\n",
-       "       'Ask': '88.5',\n",
-       "       'Lst': '90.2',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '35',\n",
-       "       'BidSize': '25',\n",
-       "       'AskSize': '61'}]},\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '38',\n",
-       "       'Ask': '43',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '173',\n",
-       "       'AskSize': '175'},\n",
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        "      {'Sym': 'QQQ   261218P00514780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '87.89',\n",
-       "       'Ask': '92.5',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '25',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '36',\n",
-       "       'Ask': '41',\n",
-       "       'Lst': '27.5',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '173',\n",
-       "       'AskSize': '173'},\n",
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        "      {'Sym': 'QQQ   261218P00519780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '91.75',\n",
-       "       'Ask': '96',\n",
-       "       'Lst': '93.69',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '34.5',\n",
-       "       'Ask': '39.5',\n",
-       "       'Lst': '36.81',\n",
+       "       'Bid': '41.5',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '8',\n",
-       "       'BidSize': '83',\n",
-       "       'AskSize': '80'},\n",
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        "      {'Sym': 'QQQ   261218P00524780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '95.81',\n",
-       "       'Ask': '100.5',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '61'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218529.78',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '32.5',\n",
-       "       'Ask': '37.5',\n",
-       "       'Lst': '35',\n",
+       "       'Bid': '39.5',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '10',\n",
-       "       'BidSize': '83',\n",
-       "       'AskSize': '80'},\n",
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        "      {'Sym': 'QQQ   261218P00529780',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '100.06',\n",
-       "       'Ask': '105',\n",
-       "       'Lst': '0',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
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+       "    {'SymbolGroup': 'QQQ20261218530',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00530000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '39.5',\n",
+       "       'Ask': '44.5',\n",
+       "       'Lst': '41.16',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '7',\n",
+       "       'BidSize': '62',\n",
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+       "      {'Sym': 'QQQ   261218P00530000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '530',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Ask': '92.5',\n",
+       "       'Lst': '89.5',\n",
+       "       'Vol': '0',\n",
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        "       'BidSize': '25',\n",
        "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218534.78',\n",
@@ -104828,120 +103544,170 @@
        "       'Strk': '534.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '31',\n",
-       "       'Ask': '36',\n",
-       "       'Lst': '32.25',\n",
+       "       'Bid': '38',\n",
+       "       'Ask': '42.17',\n",
+       "       'Lst': '39.41',\n",
        "       'Vol': '0',\n",
-       "       'OI': '1',\n",
-       "       'BidSize': '83',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '2',\n",
+       "       'BidSize': '21',\n",
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        "      {'Sym': 'QQQ   261218P00534780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '534.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '104.57',\n",
-       "       'Ask': '109.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '92.36',\n",
+       "       'Ask': '96.5',\n",
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        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '25',\n",
-       "       'AskSize': '20'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218539.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00539780',\n",
        "       'OptionType': 'C',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '29.5',\n",
-       "       'Ask': '34.5',\n",
-       "       'Lst': '31.58',\n",
+       "       'Bid': '36',\n",
+       "       'Ask': '41',\n",
+       "       'Lst': '33.11',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '83',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '1',\n",
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        "      {'Sym': 'QQQ   261218P00539780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '539.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '109.5',\n",
-       "       'Ask': '114.33',\n",
+       "       'Bid': '96.58',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '10'}]},\n",
+       "       'BidSize': '25',\n",
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+       "    {'SymbolGroup': 'QQQ20261218540',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00540000',\n",
+       "       'OptionType': 'C',\n",
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+       "       'Chg': '3.54',\n",
+       "       'ChgPct': '9.28',\n",
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+       "       'Ask': '41',\n",
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+       "       'Vol': '1',\n",
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+       "       'BidSize': '62',\n",
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+       "      {'Sym': 'QQQ   261218P00540000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '540',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Lst': '109.5',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '1',\n",
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        "    {'SymbolGroup': 'QQQ20261218544.78',\n",
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        "       'ChgPct': '0',\n",
-       "       'Bid': '28',\n",
-       "       'Ask': '33',\n",
-       "       'Lst': '30.8',\n",
+       "       'Bid': '34.5',\n",
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        "       'Vol': '0',\n",
-       "       'OI': '21',\n",
-       "       'BidSize': '83',\n",
-       "       'AskSize': '80'},\n",
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        "      {'Sym': 'QQQ   261218P00544780',\n",
        "       'OptionType': 'P',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '114.5',\n",
-       "       'Ask': '119.33',\n",
+       "       'Bid': '100.96',\n",
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        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '10'}]},\n",
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        "    {'SymbolGroup': 'QQQ20261218549.78',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '26.5',\n",
-       "       'Ask': '31.5',\n",
-       "       'Lst': '26.82',\n",
+       "       'Bid': '32.5',\n",
+       "       'Ask': '37.5',\n",
+       "       'Lst': '36.54',\n",
+       "       'Vol': '0',\n",
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+       "       'BidSize': '62',\n",
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+       "      {'Sym': 'QQQ   261218P00549780',\n",
+       "       'OptionType': 'P',\n",
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+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '25',\n",
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+       "    {'SymbolGroup': 'QQQ20261218550',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00550000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '550',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
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+       "       'Lst': '34.22',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '172',\n",
-       "       'AskSize': '187'},\n",
-       "      {'Sym': 'QQQ   261218P00549780',\n",
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+       "       'BidSize': '62',\n",
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+       "      {'Sym': 'QQQ   261218P00550000',\n",
        "       'OptionType': 'P',\n",
-       "       'Strk': '549.78',\n",
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        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '119.5',\n",
-       "       'Ask': '124.33',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '105.76',\n",
+       "       'Ask': '110.5',\n",
+       "       'Lst': '118.93',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
-       "       'BidSize': '20',\n",
-       "       'AskSize': '10'}]},\n",
+       "       'BidSize': '25',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218554.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00554780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '554.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '25',\n",
-       "       'Ask': '30',\n",
-       "       'Lst': '20.08',\n",
+       "       'Bid': '31',\n",
+       "       'Ask': '36',\n",
+       "       'Lst': '37.57',\n",
        "       'Vol': '0',\n",
-       "       'OI': '51',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '53',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00554780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '554.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '124.5',\n",
-       "       'Ask': '129.33',\n",
+       "       'Bid': '110.5',\n",
+       "       'Ask': '115.37',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -104951,47 +103717,72 @@
        "     'Legs': [{'Sym': 'QQQ   261218C00559780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '559.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '24',\n",
-       "       'Ask': '28.5',\n",
-       "       'Lst': '23.17',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '11',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '161'},\n",
+       "       'Chg': '0.75',\n",
+       "       'ChgPct': '2.34',\n",
+       "       'Bid': '31',\n",
+       "       'Ask': '34.03',\n",
+       "       'Lst': '32',\n",
+       "       'Vol': '2',\n",
+       "       'OI': '22',\n",
+       "       'BidSize': '1',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00559780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '559.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '129.5',\n",
-       "       'Ask': '134.33',\n",
+       "       'Bid': '115.5',\n",
+       "       'Ask': '120.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218560',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00560000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '560',\n",
+       "       'Chg': '0.82',\n",
+       "       'ChgPct': '2.59',\n",
+       "       'Bid': '29.5',\n",
+       "       'Ask': '34.5',\n",
+       "       'Lst': '31.7',\n",
+       "       'Vol': '4',\n",
+       "       'OI': '79',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   261218P00560000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '560',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '115.58',\n",
+       "       'Ask': '120.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218564.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00564780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '564.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '22.5',\n",
-       "       'Ask': '27.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '28',\n",
+       "       'Ask': '32.59',\n",
+       "       'Lst': '33.02',\n",
        "       'Vol': '0',\n",
-       "       'OI': '0',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '4',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00564780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '564.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '134.5',\n",
-       "       'Ask': '139.33',\n",
+       "       'Bid': '120.5',\n",
+       "       'Ask': '125.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105003,45 +103794,70 @@
        "       'Strk': '569.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '21',\n",
-       "       'Ask': '26',\n",
-       "       'Lst': '18.29',\n",
+       "       'Bid': '27',\n",
+       "       'Ask': '31.5',\n",
+       "       'Lst': '29.79',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '183',\n",
-       "       'AskSize': '183'},\n",
+       "       'OI': '5',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00569780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '569.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '139.5',\n",
-       "       'Ask': '144.33',\n",
+       "       'Bid': '125.5',\n",
+       "       'Ask': '130.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
        "       'AskSize': '10'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218570',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00570000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '570',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '26.5',\n",
+       "       'Ask': '31.13',\n",
+       "       'Lst': '26.74',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '40',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'},\n",
+       "      {'Sym': 'QQQ   261218P00570000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '570',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '125.58',\n",
+       "       'Ask': '130.5',\n",
+       "       'Lst': '130.5',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
        "    {'SymbolGroup': 'QQQ20261218574.78',\n",
        "     'Legs': [{'Sym': 'QQQ   261218C00574780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '574.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '20',\n",
-       "       'Ask': '25',\n",
-       "       'Lst': '20.2',\n",
+       "       'Bid': '25.5',\n",
+       "       'Ask': '29.84',\n",
+       "       'Lst': '23.7',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '183',\n",
-       "       'AskSize': '183'},\n",
+       "       'OI': '6',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00574780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '574.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '144.5',\n",
-       "       'Ask': '149.33',\n",
+       "       'Bid': '130.5',\n",
+       "       'Ask': '135.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105053,21 +103869,21 @@
        "       'Strk': '579.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '19',\n",
-       "       'Ask': '23.5',\n",
-       "       'Lst': '20.75',\n",
+       "       'Bid': '24',\n",
+       "       'Ask': '29',\n",
+       "       'Lst': '26.58',\n",
        "       'Vol': '0',\n",
-       "       'OI': '9',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '161'},\n",
+       "       'OI': '16',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00579780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '579.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '149.5',\n",
-       "       'Ask': '154.33',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '135.5',\n",
+       "       'Ask': '140.35',\n",
+       "       'Lst': '136.05',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
@@ -105076,22 +103892,22 @@
        "     'Legs': [{'Sym': 'QQQ   261218C00584780',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '584.78',\n",
-       "       'Chg': '0',\n",
-       "       'ChgPct': '0',\n",
-       "       'Bid': '17.5',\n",
-       "       'Ask': '22.5',\n",
-       "       'Lst': '19.5',\n",
-       "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '183',\n",
-       "       'AskSize': '183'},\n",
+       "       'Chg': '1.6',\n",
+       "       'ChgPct': '6.43',\n",
+       "       'Bid': '23',\n",
+       "       'Ask': '28',\n",
+       "       'Lst': '24.89',\n",
+       "       'Vol': '1',\n",
+       "       'OI': '1534',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00584780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '584.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '154.5',\n",
-       "       'Ask': '159.33',\n",
+       "       'Bid': '140.5',\n",
+       "       'Ask': '145.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105103,20 +103919,20 @@
        "       'Strk': '589.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '16.5',\n",
-       "       'Ask': '21.48',\n",
-       "       'Lst': '16.28',\n",
+       "       'Bid': '21.5',\n",
+       "       'Ask': '26.5',\n",
+       "       'Lst': '23',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '175',\n",
-       "       'AskSize': '60'},\n",
+       "       'OI': '8',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00589780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '589.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '159.5',\n",
-       "       'Ask': '164.32',\n",
+       "       'Bid': '145.5',\n",
+       "       'Ask': '150.35',\n",
        "       'Lst': '171.94',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105128,21 +103944,21 @@
        "       'Strk': '594.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '15.5',\n",
-       "       'Ask': '20.5',\n",
-       "       'Lst': '14.72',\n",
+       "       'Bid': '20.5',\n",
+       "       'Ask': '25.5',\n",
+       "       'Lst': '25.46',\n",
        "       'Vol': '0',\n",
-       "       'OI': '55',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '54',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00594780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '594.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '164.5',\n",
-       "       'Ask': '169.32',\n",
-       "       'Lst': '176.82',\n",
+       "       'Bid': '150.5',\n",
+       "       'Ask': '155.35',\n",
+       "       'Lst': '157.1',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '20',\n",
@@ -105153,20 +103969,20 @@
        "       'Strk': '599.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '14.5',\n",
-       "       'Ask': '19.5',\n",
-       "       'Lst': '17.2',\n",
+       "       'Bid': '19.5',\n",
+       "       'Ask': '24.5',\n",
+       "       'Lst': '20.77',\n",
        "       'Vol': '0',\n",
-       "       'OI': '60',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '80',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00599780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '599.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '169.5',\n",
-       "       'Ask': '174.32',\n",
+       "       'Bid': '155.5',\n",
+       "       'Ask': '160.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105178,20 +103994,20 @@
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '13.5',\n",
-       "       'Ask': '18.5',\n",
-       "       'Lst': '13.53',\n",
+       "       'Bid': '18.5',\n",
+       "       'Ask': '23',\n",
+       "       'Lst': '19.84',\n",
        "       'Vol': '0',\n",
-       "       'OI': '3',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '6',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00604780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '604.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '174.5',\n",
-       "       'Ask': '179.32',\n",
+       "       'Bid': '160.5',\n",
+       "       'Ask': '165.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105203,20 +104019,20 @@
        "       'Strk': '609.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '12.5',\n",
-       "       'Ask': '17.5',\n",
-       "       'Lst': '13.58',\n",
+       "       'Bid': '17.5',\n",
+       "       'Ask': '22',\n",
+       "       'Lst': '23.06',\n",
        "       'Vol': '0',\n",
        "       'OI': '31',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00609780',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '609.78',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '179.5',\n",
-       "       'Ask': '184.32',\n",
+       "       'Bid': '165.5',\n",
+       "       'Ask': '170.35',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105226,22 +104042,22 @@
        "     'Legs': [{'Sym': 'QQQ   261218C00615000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '615',\n",
-       "       'Chg': '0.11',\n",
-       "       'ChgPct': '0.83',\n",
-       "       'Bid': '12',\n",
-       "       'Ask': '17',\n",
-       "       'Lst': '13.25',\n",
-       "       'Vol': '2',\n",
-       "       'OI': '869',\n",
-       "       'BidSize': '190',\n",
-       "       'AskSize': '190'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '16.2',\n",
+       "       'Ask': '20.82',\n",
+       "       'Lst': '14.75',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '882',\n",
+       "       'BidSize': '12',\n",
+       "       'AskSize': '61'},\n",
        "      {'Sym': 'QQQ   261218P00615000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '615',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '184.55',\n",
-       "       'Ask': '189.5',\n",
+       "       'Bid': '170.57',\n",
+       "       'Ask': '175.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105253,21 +104069,21 @@
        "       'Strk': '620',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '11',\n",
-       "       'Ask': '16',\n",
-       "       'Lst': '13.38',\n",
+       "       'Bid': '15.5',\n",
+       "       'Ask': '19.56',\n",
+       "       'Lst': '16.53',\n",
        "       'Vol': '0',\n",
-       "       'OI': '18',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '26',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '3'},\n",
        "      {'Sym': 'QQQ   261218P00620000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '620',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '189.55',\n",
-       "       'Ask': '194.5',\n",
-       "       'Lst': '0',\n",
+       "       'Bid': '175.57',\n",
+       "       'Ask': '180.5',\n",
+       "       'Lst': '174',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
@@ -105278,20 +104094,20 @@
        "       'Strk': '625',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '10.5',\n",
-       "       'Ask': '15',\n",
-       "       'Lst': '11.89',\n",
+       "       'Bid': '14.5',\n",
+       "       'Ask': '18.69',\n",
+       "       'Lst': '14.4',\n",
        "       'Vol': '0',\n",
-       "       'OI': '2',\n",
-       "       'BidSize': '161',\n",
-       "       'AskSize': '60'},\n",
+       "       'OI': '9',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '3'},\n",
        "      {'Sym': 'QQQ   261218P00625000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '625',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '194.55',\n",
-       "       'Ask': '199.5',\n",
+       "       'Bid': '180.57',\n",
+       "       'Ask': '185.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105303,20 +104119,20 @@
        "       'Strk': '630',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '9.5',\n",
-       "       'Ask': '14.5',\n",
-       "       'Lst': '10.94',\n",
+       "       'Bid': '13.5',\n",
+       "       'Ask': '16.56',\n",
+       "       'Lst': '13.7',\n",
        "       'Vol': '0',\n",
-       "       'OI': '5',\n",
-       "       'BidSize': '81',\n",
-       "       'AskSize': '80'},\n",
+       "       'OI': '12',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '3'},\n",
        "      {'Sym': 'QQQ   261218P00630000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '630',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '199.55',\n",
-       "       'Ask': '204.5',\n",
+       "       'Bid': '185.57',\n",
+       "       'Ask': '190.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105326,22 +104142,22 @@
        "     'Legs': [{'Sym': 'QQQ   261218C00635000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '635',\n",
-       "       'Chg': '1.02',\n",
-       "       'ChgPct': '9.07',\n",
-       "       'Bid': '10.77',\n",
-       "       'Ask': '13.5',\n",
-       "       'Lst': '11.25',\n",
-       "       'Vol': '120',\n",
-       "       'OI': '36',\n",
-       "       'BidSize': '1',\n",
-       "       'AskSize': '60'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '12.5',\n",
+       "       'Ask': '17.5',\n",
+       "       'Lst': '14.7',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '148',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00635000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '635',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '204.55',\n",
-       "       'Ask': '209.5',\n",
+       "       'Bid': '190.57',\n",
+       "       'Ask': '195.5',\n",
        "       'Lst': '0',\n",
        "       'Vol': '0',\n",
        "       'OI': '0',\n",
@@ -105351,29 +104167,179 @@
        "     'Legs': [{'Sym': 'QQQ   261218C00640000',\n",
        "       'OptionType': 'C',\n",
        "       'Strk': '640',\n",
-       "       'Chg': '0.77',\n",
-       "       'ChgPct': '7.33',\n",
-       "       'Bid': '8.31',\n",
-       "       'Ask': '13',\n",
-       "       'Lst': '10.5',\n",
-       "       'Vol': '4',\n",
-       "       'OI': '34',\n",
-       "       'BidSize': '60',\n",
-       "       'AskSize': '191'},\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '12',\n",
+       "       'Ask': '17',\n",
+       "       'Lst': '13.33',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '186',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
        "      {'Sym': 'QQQ   261218P00640000',\n",
        "       'OptionType': 'P',\n",
        "       'Strk': '640',\n",
        "       'Chg': '0',\n",
        "       'ChgPct': '0',\n",
-       "       'Bid': '209.55',\n",
-       "       'Ask': '214.5',\n",
-       "       'Lst': '216.6',\n",
-       "       'Vol': '1',\n",
+       "       'Bid': '195.57',\n",
+       "       'Ask': '200.5',\n",
+       "       'Lst': '219.46',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218645',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00645000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '645',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '11',\n",
+       "       'Ask': '16',\n",
+       "       'Lst': '12.7',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '42',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '62'},\n",
+       "      {'Sym': 'QQQ   261218P00645000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '645',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '200.57',\n",
+       "       'Ask': '205.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218650',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00650000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '650',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '10.5',\n",
+       "       'Ask': '13.5',\n",
+       "       'Lst': '12.35',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '121',\n",
+       "       'BidSize': '62',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   261218P00650000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '650',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '205.57',\n",
+       "       'Ask': '210.5',\n",
+       "       'Lst': '203.61',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218655',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00655000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '655',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '10',\n",
+       "       'Ask': '14.5',\n",
+       "       'Lst': '12',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '98',\n",
+       "       'BidSize': '61',\n",
+       "       'AskSize': '61'},\n",
+       "      {'Sym': 'QQQ   261218P00655000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '655',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '210.57',\n",
+       "       'Ask': '215.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218660',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00660000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '660',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '9.04',\n",
+       "       'Ask': '14',\n",
+       "       'Lst': '11.3',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '4',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '68'},\n",
+       "      {'Sym': 'QQQ   261218P00660000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '660',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '215.57',\n",
+       "       'Ask': '220.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218665',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00665000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '8.54',\n",
+       "       'Ask': '13.32',\n",
+       "       'Lst': '10.78',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '11',\n",
+       "       'BidSize': '60',\n",
+       "       'AskSize': '60'},\n",
+       "      {'Sym': 'QQQ   261218P00665000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '665',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '220.57',\n",
+       "       'Ask': '225.5',\n",
+       "       'Lst': '0',\n",
+       "       'Vol': '0',\n",
+       "       'OI': '0',\n",
+       "       'BidSize': '10',\n",
+       "       'AskSize': '20'}]},\n",
+       "    {'SymbolGroup': 'QQQ20261218670',\n",
+       "     'Legs': [{'Sym': 'QQQ   261218C00670000',\n",
+       "       'OptionType': 'C',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '-0.04',\n",
+       "       'ChgPct': '-0.4',\n",
+       "       'Bid': '10.08',\n",
+       "       'Ask': '11',\n",
+       "       'Lst': '10.1',\n",
+       "       'Vol': '3',\n",
+       "       'OI': '616',\n",
+       "       'BidSize': '8',\n",
+       "       'AskSize': '1'},\n",
+       "      {'Sym': 'QQQ   261218P00670000',\n",
+       "       'OptionType': 'P',\n",
+       "       'Strk': '670',\n",
+       "       'Chg': '0',\n",
+       "       'ChgPct': '0',\n",
+       "       'Bid': '225.57',\n",
+       "       'Ask': '230.5',\n",
+       "       'Lst': '238.89',\n",
+       "       'Vol': '0',\n",
        "       'OI': '0',\n",
        "       'BidSize': '10',\n",
        "       'AskSize': '20'}]}]}],\n",
-       " 'CurrentDateTime': '10:05:42 PM ET, 01/29/2024',\n",
-       " 'InterestRate': '0.052',\n",
+       " 'CurrentDateTime': '07:32:33 PM ET, 05/11/2024',\n",
+       " 'InterestRate': '0.05243',\n",
        " 'IsDelayed': False,\n",
        " 'IsPartialData': False,\n",
        " 'ContractSpecs': {'UnderlyingType': 'ETF',\n",
@@ -105452,90 +104418,90 @@
        "  <tbody>\n",
        "    <tr>\n",
        "      <th>0</th>\n",
-       "      <td>QQQ20240129353</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-01-29</td>\n",
+       "      <td>QQQ20240513359</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-13</td>\n",
+       "      <td>2</td>\n",
+       "      <td>359.0</td>\n",
+       "      <td>83.06</td>\n",
+       "      <td>0.187893</td>\n",
+       "      <td>QQQ   240513C00359000</td>\n",
+       "      <td>82.77</td>\n",
+       "      <td>83.16</td>\n",
        "      <td>0</td>\n",
-       "      <td>353.0</td>\n",
-       "      <td>75.15</td>\n",
-       "      <td>0.175523</td>\n",
-       "      <td>QQQ   240129C00353000</td>\n",
-       "      <td>73.73</td>\n",
-       "      <td>76.06</td>\n",
-       "      <td>18</td>\n",
-       "      <td>QQQ   240129P00353000</td>\n",
+       "      <td>QQQ   240513P00359000</td>\n",
        "      <td>0.00</td>\n",
        "      <td>0.01</td>\n",
-       "      <td>5</td>\n",
+       "      <td>26</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>1</th>\n",
-       "      <td>QQQ20240129354</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-01-29</td>\n",
-       "      <td>0</td>\n",
-       "      <td>354.0</td>\n",
-       "      <td>74.15</td>\n",
-       "      <td>0.173187</td>\n",
-       "      <td>QQQ   240129C00354000</td>\n",
-       "      <td>72.73</td>\n",
-       "      <td>75.06</td>\n",
-       "      <td>0</td>\n",
-       "      <td>QQQ   240129P00354000</td>\n",
+       "      <td>QQQ20240513360</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-13</td>\n",
+       "      <td>2</td>\n",
+       "      <td>360.0</td>\n",
+       "      <td>82.06</td>\n",
+       "      <td>0.185631</td>\n",
+       "      <td>QQQ   240513C00360000</td>\n",
+       "      <td>81.77</td>\n",
+       "      <td>82.17</td>\n",
+       "      <td>4</td>\n",
+       "      <td>QQQ   240513P00360000</td>\n",
        "      <td>0.00</td>\n",
        "      <td>0.01</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2</th>\n",
-       "      <td>QQQ20240129355</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-01-29</td>\n",
+       "      <td>QQQ20240513361</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-13</td>\n",
+       "      <td>2</td>\n",
+       "      <td>361.0</td>\n",
+       "      <td>81.06</td>\n",
+       "      <td>0.183369</td>\n",
+       "      <td>QQQ   240513C00361000</td>\n",
+       "      <td>80.77</td>\n",
+       "      <td>81.17</td>\n",
        "      <td>0</td>\n",
-       "      <td>355.0</td>\n",
-       "      <td>73.15</td>\n",
-       "      <td>0.170851</td>\n",
-       "      <td>QQQ   240129C00355000</td>\n",
-       "      <td>71.73</td>\n",
-       "      <td>74.06</td>\n",
-       "      <td>14</td>\n",
-       "      <td>QQQ   240129P00355000</td>\n",
+       "      <td>QQQ   240513P00361000</td>\n",
        "      <td>0.00</td>\n",
        "      <td>0.01</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>3</th>\n",
-       "      <td>QQQ20240129356</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-01-29</td>\n",
+       "      <td>QQQ20240513362</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-13</td>\n",
+       "      <td>2</td>\n",
+       "      <td>362.0</td>\n",
+       "      <td>80.06</td>\n",
+       "      <td>0.181107</td>\n",
+       "      <td>QQQ   240513C00362000</td>\n",
+       "      <td>79.77</td>\n",
+       "      <td>80.17</td>\n",
        "      <td>0</td>\n",
-       "      <td>356.0</td>\n",
-       "      <td>72.15</td>\n",
-       "      <td>0.168516</td>\n",
-       "      <td>QQQ   240129C00356000</td>\n",
-       "      <td>70.73</td>\n",
-       "      <td>73.06</td>\n",
-       "      <td>0</td>\n",
-       "      <td>QQQ   240129P00356000</td>\n",
+       "      <td>QQQ   240513P00362000</td>\n",
        "      <td>0.00</td>\n",
        "      <td>0.01</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>4</th>\n",
-       "      <td>QQQ20240129357</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-01-29</td>\n",
-       "      <td>0</td>\n",
-       "      <td>357.0</td>\n",
-       "      <td>71.15</td>\n",
-       "      <td>0.166180</td>\n",
-       "      <td>QQQ   240129C00357000</td>\n",
-       "      <td>69.73</td>\n",
-       "      <td>72.06</td>\n",
+       "      <td>QQQ20240513363</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-13</td>\n",
+       "      <td>2</td>\n",
+       "      <td>363.0</td>\n",
+       "      <td>79.06</td>\n",
+       "      <td>0.178845</td>\n",
+       "      <td>QQQ   240513C00363000</td>\n",
+       "      <td>78.77</td>\n",
+       "      <td>79.17</td>\n",
        "      <td>0</td>\n",
-       "      <td>QQQ   240129P00357000</td>\n",
+       "      <td>QQQ   240513P00363000</td>\n",
        "      <td>0.00</td>\n",
        "      <td>0.01</td>\n",
        "      <td>0</td>\n",
@@ -105559,141 +104525,141 @@
        "      <td>...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>4183</th>\n",
-       "      <td>QQQ20261218620</td>\n",
-       "      <td>428.15</td>\n",
+       "      <th>4143</th>\n",
+       "      <td>QQQ20261218650</td>\n",
+       "      <td>442.06</td>\n",
        "      <td>2026-12-18</td>\n",
-       "      <td>1054</td>\n",
-       "      <td>620.0</td>\n",
-       "      <td>191.85</td>\n",
-       "      <td>0.448091</td>\n",
-       "      <td>QQQ   261218C00620000</td>\n",
-       "      <td>11.00</td>\n",
-       "      <td>16.00</td>\n",
+       "      <td>951</td>\n",
+       "      <td>650.0</td>\n",
+       "      <td>207.94</td>\n",
+       "      <td>0.470389</td>\n",
+       "      <td>QQQ   261218C00650000</td>\n",
+       "      <td>10.50</td>\n",
+       "      <td>13.50</td>\n",
        "      <td>0</td>\n",
-       "      <td>QQQ   261218P00620000</td>\n",
-       "      <td>189.55</td>\n",
-       "      <td>194.50</td>\n",
+       "      <td>QQQ   261218P00650000</td>\n",
+       "      <td>205.57</td>\n",
+       "      <td>210.50</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>4184</th>\n",
-       "      <td>QQQ20261218625</td>\n",
-       "      <td>428.15</td>\n",
+       "      <th>4144</th>\n",
+       "      <td>QQQ20261218655</td>\n",
+       "      <td>442.06</td>\n",
        "      <td>2026-12-18</td>\n",
-       "      <td>1054</td>\n",
-       "      <td>625.0</td>\n",
-       "      <td>196.85</td>\n",
-       "      <td>0.459769</td>\n",
-       "      <td>QQQ   261218C00625000</td>\n",
-       "      <td>10.50</td>\n",
-       "      <td>15.00</td>\n",
+       "      <td>951</td>\n",
+       "      <td>655.0</td>\n",
+       "      <td>212.94</td>\n",
+       "      <td>0.481699</td>\n",
+       "      <td>QQQ   261218C00655000</td>\n",
+       "      <td>10.00</td>\n",
+       "      <td>14.50</td>\n",
        "      <td>0</td>\n",
-       "      <td>QQQ   261218P00625000</td>\n",
-       "      <td>194.55</td>\n",
-       "      <td>199.50</td>\n",
+       "      <td>QQQ   261218P00655000</td>\n",
+       "      <td>210.57</td>\n",
+       "      <td>215.50</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>4185</th>\n",
-       "      <td>QQQ20261218630</td>\n",
-       "      <td>428.15</td>\n",
+       "      <th>4145</th>\n",
+       "      <td>QQQ20261218660</td>\n",
+       "      <td>442.06</td>\n",
        "      <td>2026-12-18</td>\n",
-       "      <td>1054</td>\n",
-       "      <td>630.0</td>\n",
-       "      <td>201.85</td>\n",
-       "      <td>0.471447</td>\n",
-       "      <td>QQQ   261218C00630000</td>\n",
-       "      <td>9.50</td>\n",
-       "      <td>14.50</td>\n",
+       "      <td>951</td>\n",
+       "      <td>660.0</td>\n",
+       "      <td>217.94</td>\n",
+       "      <td>0.493010</td>\n",
+       "      <td>QQQ   261218C00660000</td>\n",
+       "      <td>9.04</td>\n",
+       "      <td>14.00</td>\n",
        "      <td>0</td>\n",
-       "      <td>QQQ   261218P00630000</td>\n",
-       "      <td>199.55</td>\n",
-       "      <td>204.50</td>\n",
+       "      <td>QQQ   261218P00660000</td>\n",
+       "      <td>215.57</td>\n",
+       "      <td>220.50</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>4186</th>\n",
-       "      <td>QQQ20261218635</td>\n",
-       "      <td>428.15</td>\n",
+       "      <th>4146</th>\n",
+       "      <td>QQQ20261218665</td>\n",
+       "      <td>442.06</td>\n",
        "      <td>2026-12-18</td>\n",
-       "      <td>1054</td>\n",
-       "      <td>635.0</td>\n",
-       "      <td>206.85</td>\n",
-       "      <td>0.483125</td>\n",
-       "      <td>QQQ   261218C00635000</td>\n",
-       "      <td>10.77</td>\n",
-       "      <td>13.50</td>\n",
-       "      <td>120</td>\n",
-       "      <td>QQQ   261218P00635000</td>\n",
-       "      <td>204.55</td>\n",
-       "      <td>209.50</td>\n",
+       "      <td>951</td>\n",
+       "      <td>665.0</td>\n",
+       "      <td>222.94</td>\n",
+       "      <td>0.504321</td>\n",
+       "      <td>QQQ   261218C00665000</td>\n",
+       "      <td>8.54</td>\n",
+       "      <td>13.32</td>\n",
+       "      <td>0</td>\n",
+       "      <td>QQQ   261218P00665000</td>\n",
+       "      <td>220.57</td>\n",
+       "      <td>225.50</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>4187</th>\n",
-       "      <td>QQQ20261218640</td>\n",
-       "      <td>428.15</td>\n",
+       "      <th>4147</th>\n",
+       "      <td>QQQ20261218670</td>\n",
+       "      <td>442.06</td>\n",
        "      <td>2026-12-18</td>\n",
-       "      <td>1054</td>\n",
-       "      <td>640.0</td>\n",
-       "      <td>211.85</td>\n",
-       "      <td>0.494803</td>\n",
-       "      <td>QQQ   261218C00640000</td>\n",
-       "      <td>8.31</td>\n",
-       "      <td>13.00</td>\n",
-       "      <td>4</td>\n",
-       "      <td>QQQ   261218P00640000</td>\n",
-       "      <td>209.55</td>\n",
-       "      <td>214.50</td>\n",
-       "      <td>1</td>\n",
+       "      <td>951</td>\n",
+       "      <td>670.0</td>\n",
+       "      <td>227.94</td>\n",
+       "      <td>0.515631</td>\n",
+       "      <td>QQQ   261218C00670000</td>\n",
+       "      <td>10.08</td>\n",
+       "      <td>11.00</td>\n",
+       "      <td>3</td>\n",
+       "      <td>QQQ   261218P00670000</td>\n",
+       "      <td>225.57</td>\n",
+       "      <td>230.50</td>\n",
+       "      <td>0</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
-       "<p>4188 rows × 15 columns</p>\n",
+       "<p>4148 rows × 15 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
-       "           OPTION_ID  UNDERLYING_LAST EXPIRE_DATE   DTE  STRIKE  \\\n",
-       "0     QQQ20240129353           428.15  2024-01-29     0   353.0   \n",
-       "1     QQQ20240129354           428.15  2024-01-29     0   354.0   \n",
-       "2     QQQ20240129355           428.15  2024-01-29     0   355.0   \n",
-       "3     QQQ20240129356           428.15  2024-01-29     0   356.0   \n",
-       "4     QQQ20240129357           428.15  2024-01-29     0   357.0   \n",
-       "...              ...              ...         ...   ...     ...   \n",
-       "4183  QQQ20261218620           428.15  2026-12-18  1054   620.0   \n",
-       "4184  QQQ20261218625           428.15  2026-12-18  1054   625.0   \n",
-       "4185  QQQ20261218630           428.15  2026-12-18  1054   630.0   \n",
-       "4186  QQQ20261218635           428.15  2026-12-18  1054   635.0   \n",
-       "4187  QQQ20261218640           428.15  2026-12-18  1054   640.0   \n",
+       "           OPTION_ID  UNDERLYING_LAST EXPIRE_DATE  DTE  STRIKE  \\\n",
+       "0     QQQ20240513359           442.06  2024-05-13    2   359.0   \n",
+       "1     QQQ20240513360           442.06  2024-05-13    2   360.0   \n",
+       "2     QQQ20240513361           442.06  2024-05-13    2   361.0   \n",
+       "3     QQQ20240513362           442.06  2024-05-13    2   362.0   \n",
+       "4     QQQ20240513363           442.06  2024-05-13    2   363.0   \n",
+       "...              ...              ...         ...  ...     ...   \n",
+       "4143  QQQ20261218650           442.06  2026-12-18  951   650.0   \n",
+       "4144  QQQ20261218655           442.06  2026-12-18  951   655.0   \n",
+       "4145  QQQ20261218660           442.06  2026-12-18  951   660.0   \n",
+       "4146  QQQ20261218665           442.06  2026-12-18  951   665.0   \n",
+       "4147  QQQ20261218670           442.06  2026-12-18  951   670.0   \n",
        "\n",
        "      STRIKE_DISTANCE  STRIKE_DISTANCE_PCT                   C_ID  C_BID  \\\n",
-       "0               75.15             0.175523  QQQ   240129C00353000  73.73   \n",
-       "1               74.15             0.173187  QQQ   240129C00354000  72.73   \n",
-       "2               73.15             0.170851  QQQ   240129C00355000  71.73   \n",
-       "3               72.15             0.168516  QQQ   240129C00356000  70.73   \n",
-       "4               71.15             0.166180  QQQ   240129C00357000  69.73   \n",
+       "0               83.06             0.187893  QQQ   240513C00359000  82.77   \n",
+       "1               82.06             0.185631  QQQ   240513C00360000  81.77   \n",
+       "2               81.06             0.183369  QQQ   240513C00361000  80.77   \n",
+       "3               80.06             0.181107  QQQ   240513C00362000  79.77   \n",
+       "4               79.06             0.178845  QQQ   240513C00363000  78.77   \n",
        "...               ...                  ...                    ...    ...   \n",
-       "4183           191.85             0.448091  QQQ   261218C00620000  11.00   \n",
-       "4184           196.85             0.459769  QQQ   261218C00625000  10.50   \n",
-       "4185           201.85             0.471447  QQQ   261218C00630000   9.50   \n",
-       "4186           206.85             0.483125  QQQ   261218C00635000  10.77   \n",
-       "4187           211.85             0.494803  QQQ   261218C00640000   8.31   \n",
+       "4143           207.94             0.470389  QQQ   261218C00650000  10.50   \n",
+       "4144           212.94             0.481699  QQQ   261218C00655000  10.00   \n",
+       "4145           217.94             0.493010  QQQ   261218C00660000   9.04   \n",
+       "4146           222.94             0.504321  QQQ   261218C00665000   8.54   \n",
+       "4147           227.94             0.515631  QQQ   261218C00670000  10.08   \n",
        "\n",
        "      C_ASK  C_VOLUME                   P_ID   P_BID   P_ASK  P_VOLUME  \n",
-       "0     76.06        18  QQQ   240129P00353000    0.00    0.01         5  \n",
-       "1     75.06         0  QQQ   240129P00354000    0.00    0.01         0  \n",
-       "2     74.06        14  QQQ   240129P00355000    0.00    0.01         0  \n",
-       "3     73.06         0  QQQ   240129P00356000    0.00    0.01         0  \n",
-       "4     72.06         0  QQQ   240129P00357000    0.00    0.01         0  \n",
+       "0     83.16         0  QQQ   240513P00359000    0.00    0.01        26  \n",
+       "1     82.17         4  QQQ   240513P00360000    0.00    0.01         0  \n",
+       "2     81.17         0  QQQ   240513P00361000    0.00    0.01         0  \n",
+       "3     80.17         0  QQQ   240513P00362000    0.00    0.01         0  \n",
+       "4     79.17         0  QQQ   240513P00363000    0.00    0.01         0  \n",
        "...     ...       ...                    ...     ...     ...       ...  \n",
-       "4183  16.00         0  QQQ   261218P00620000  189.55  194.50         0  \n",
-       "4184  15.00         0  QQQ   261218P00625000  194.55  199.50         0  \n",
-       "4185  14.50         0  QQQ   261218P00630000  199.55  204.50         0  \n",
-       "4186  13.50       120  QQQ   261218P00635000  204.55  209.50         0  \n",
-       "4187  13.00         4  QQQ   261218P00640000  209.55  214.50         1  \n",
+       "4143  13.50         0  QQQ   261218P00650000  205.57  210.50         0  \n",
+       "4144  14.50         0  QQQ   261218P00655000  210.57  215.50         0  \n",
+       "4145  14.00         0  QQQ   261218P00660000  215.57  220.50         0  \n",
+       "4146  13.32         0  QQQ   261218P00665000  220.57  225.50         0  \n",
+       "4147  11.00         3  QQQ   261218P00670000  225.57  230.50         0  \n",
        "\n",
-       "[4188 rows x 15 columns]"
+       "[4148 rows x 15 columns]"
       ]
      },
      "execution_count": 4,
@@ -105738,7 +104704,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 5,
    "id": "b5a732f2-d5f4-47e3-8ef6-37c86f8b01e8",
    "metadata": {},
    "outputs": [
@@ -105746,9 +104712,9 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Current fear greed index: 76\n",
-      "Previous max fear greed index: 77\n",
-      "Previous min fear greed index: 61\n",
+      "Current fear greed index: 47\n",
+      "Previous max fear greed index: 47\n",
+      "Previous min fear greed index: 33\n",
       "\n",
       "Buy call: True\n",
       "Buy put: False\n"
@@ -105798,7 +104764,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 6,
    "id": "4fe03118-4642-435e-a5ad-e65952c39050",
    "metadata": {},
    "outputs": [
@@ -105842,165 +104808,219 @@
        "  </thead>\n",
        "  <tbody>\n",
        "    <tr>\n",
-       "      <th>1516</th>\n",
-       "      <td>QQQ20240216449.78</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-02-16</td>\n",
-       "      <td>18</td>\n",
-       "      <td>449.78</td>\n",
-       "      <td>21.63</td>\n",
-       "      <td>0.050520</td>\n",
-       "      <td>QQQ   240216C00449780</td>\n",
-       "      <td>0.69</td>\n",
-       "      <td>0.71</td>\n",
-       "      <td>324</td>\n",
-       "      <td>QQQ   240216P00449780</td>\n",
-       "      <td>21.80</td>\n",
-       "      <td>22.07</td>\n",
-       "      <td>0</td>\n",
+       "      <th>1503</th>\n",
+       "      <td>QQQ20240531460</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-31</td>\n",
+       "      <td>20</td>\n",
+       "      <td>460.00</td>\n",
+       "      <td>17.94</td>\n",
+       "      <td>0.040583</td>\n",
+       "      <td>QQQ   240531C00460000</td>\n",
+       "      <td>0.90</td>\n",
+       "      <td>0.91</td>\n",
+       "      <td>304</td>\n",
+       "      <td>QQQ   240531P00460000</td>\n",
+       "      <td>18.02</td>\n",
+       "      <td>18.45</td>\n",
+       "      <td>8</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1504</th>\n",
+       "      <td>QQQ20240531465</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-05-31</td>\n",
+       "      <td>20</td>\n",
+       "      <td>465.00</td>\n",
+       "      <td>22.94</td>\n",
+       "      <td>0.051893</td>\n",
+       "      <td>QQQ   240531C00465000</td>\n",
+       "      <td>0.40</td>\n",
+       "      <td>0.42</td>\n",
+       "      <td>235</td>\n",
+       "      <td>QQQ   240531P00465000</td>\n",
+       "      <td>22.88</td>\n",
+       "      <td>23.30</td>\n",
+       "      <td>1</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>1517</th>\n",
-       "      <td>QQQ20240216450</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-02-16</td>\n",
-       "      <td>18</td>\n",
-       "      <td>450.00</td>\n",
-       "      <td>21.85</td>\n",
-       "      <td>0.051034</td>\n",
-       "      <td>QQQ   240216C00450000</td>\n",
-       "      <td>0.68</td>\n",
-       "      <td>0.69</td>\n",
-       "      <td>6275</td>\n",
-       "      <td>QQQ   240216P00450000</td>\n",
-       "      <td>22.08</td>\n",
-       "      <td>22.23</td>\n",
-       "      <td>6</td>\n",
+       "      <th>1613</th>\n",
+       "      <td>QQQ20240607465</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-07</td>\n",
+       "      <td>27</td>\n",
+       "      <td>465.00</td>\n",
+       "      <td>22.94</td>\n",
+       "      <td>0.051893</td>\n",
+       "      <td>QQQ   240607C00465000</td>\n",
+       "      <td>0.87</td>\n",
+       "      <td>0.89</td>\n",
+       "      <td>129</td>\n",
+       "      <td>QQQ   240607P00465000</td>\n",
+       "      <td>22.96</td>\n",
+       "      <td>23.27</td>\n",
+       "      <td>2</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>1519</th>\n",
-       "      <td>QQQ20240216455</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-02-16</td>\n",
-       "      <td>18</td>\n",
-       "      <td>455.00</td>\n",
-       "      <td>26.85</td>\n",
-       "      <td>0.062712</td>\n",
-       "      <td>QQQ   240216C00455000</td>\n",
-       "      <td>0.35</td>\n",
-       "      <td>0.36</td>\n",
-       "      <td>4688</td>\n",
-       "      <td>QQQ   240216P00455000</td>\n",
-       "      <td>26.92</td>\n",
-       "      <td>27.25</td>\n",
+       "      <th>1614</th>\n",
+       "      <td>QQQ20240607470</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-07</td>\n",
+       "      <td>27</td>\n",
+       "      <td>470.00</td>\n",
+       "      <td>27.94</td>\n",
+       "      <td>0.063204</td>\n",
+       "      <td>QQQ   240607C00470000</td>\n",
+       "      <td>0.44</td>\n",
+       "      <td>0.46</td>\n",
+       "      <td>253</td>\n",
+       "      <td>QQQ   240607P00470000</td>\n",
+       "      <td>27.91</td>\n",
+       "      <td>28.23</td>\n",
+       "      <td>4</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1907</th>\n",
+       "      <td>QQQ20240621473</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-21</td>\n",
+       "      <td>41</td>\n",
+       "      <td>473.00</td>\n",
+       "      <td>30.94</td>\n",
+       "      <td>0.069990</td>\n",
+       "      <td>QQQ   240621C00473000</td>\n",
+       "      <td>0.90</td>\n",
+       "      <td>0.92</td>\n",
+       "      <td>403</td>\n",
+       "      <td>QQQ   240621P00473000</td>\n",
+       "      <td>30.93</td>\n",
+       "      <td>31.21</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>1723</th>\n",
-       "      <td>QQQ20240301455</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-03-01</td>\n",
-       "      <td>32</td>\n",
-       "      <td>455.00</td>\n",
-       "      <td>26.85</td>\n",
-       "      <td>0.062712</td>\n",
-       "      <td>QQQ   240301C00455000</td>\n",
-       "      <td>0.96</td>\n",
-       "      <td>0.98</td>\n",
-       "      <td>115</td>\n",
-       "      <td>QQQ   240301P00455000</td>\n",
-       "      <td>26.92</td>\n",
-       "      <td>27.24</td>\n",
+       "      <th>1725</th>\n",
+       "      <td>QQQ20240614475</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-14</td>\n",
+       "      <td>34</td>\n",
+       "      <td>475.00</td>\n",
+       "      <td>32.94</td>\n",
+       "      <td>0.074515</td>\n",
+       "      <td>QQQ   240614C00475000</td>\n",
+       "      <td>0.48</td>\n",
+       "      <td>0.51</td>\n",
+       "      <td>131</td>\n",
+       "      <td>QQQ   240614P00475000</td>\n",
+       "      <td>32.93</td>\n",
+       "      <td>33.21</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>1628</th>\n",
-       "      <td>QQQ20240223460</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-02-23</td>\n",
-       "      <td>25</td>\n",
-       "      <td>460.00</td>\n",
-       "      <td>31.85</td>\n",
-       "      <td>0.074390</td>\n",
-       "      <td>QQQ   240223C00460000</td>\n",
-       "      <td>0.33</td>\n",
-       "      <td>0.34</td>\n",
-       "      <td>842</td>\n",
-       "      <td>QQQ   240223P00460000</td>\n",
-       "      <td>31.92</td>\n",
-       "      <td>32.24</td>\n",
-       "      <td>9</td>\n",
+       "      <th>1910</th>\n",
+       "      <td>QQQ20240621475</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-21</td>\n",
+       "      <td>41</td>\n",
+       "      <td>475.00</td>\n",
+       "      <td>32.94</td>\n",
+       "      <td>0.074515</td>\n",
+       "      <td>QQQ   240621C00475000</td>\n",
+       "      <td>0.73</td>\n",
+       "      <td>0.74</td>\n",
+       "      <td>479</td>\n",
+       "      <td>QQQ   240621P00475000</td>\n",
+       "      <td>32.93</td>\n",
+       "      <td>33.21</td>\n",
+       "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>1725</th>\n",
-       "      <td>QQQ20240301465</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-03-01</td>\n",
-       "      <td>32</td>\n",
-       "      <td>465.00</td>\n",
-       "      <td>36.85</td>\n",
-       "      <td>0.086068</td>\n",
-       "      <td>QQQ   240301C00465000</td>\n",
-       "      <td>0.34</td>\n",
-       "      <td>0.37</td>\n",
-       "      <td>331</td>\n",
-       "      <td>QQQ   240301P00465000</td>\n",
-       "      <td>36.92</td>\n",
-       "      <td>37.24</td>\n",
+       "      <th>1913</th>\n",
+       "      <td>QQQ20240621478</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-21</td>\n",
+       "      <td>41</td>\n",
+       "      <td>478.00</td>\n",
+       "      <td>35.94</td>\n",
+       "      <td>0.081301</td>\n",
+       "      <td>QQQ   240621C00478000</td>\n",
+       "      <td>0.53</td>\n",
+       "      <td>0.54</td>\n",
+       "      <td>105</td>\n",
+       "      <td>QQQ   240621P00478000</td>\n",
+       "      <td>35.92</td>\n",
+       "      <td>36.21</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2028</th>\n",
-       "      <td>QQQ20240315465</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-03-15</td>\n",
-       "      <td>46</td>\n",
-       "      <td>465.00</td>\n",
-       "      <td>36.85</td>\n",
-       "      <td>0.086068</td>\n",
-       "      <td>QQQ   240315C00465000</td>\n",
-       "      <td>0.84</td>\n",
-       "      <td>0.85</td>\n",
-       "      <td>374</td>\n",
-       "      <td>QQQ   240315P00465000</td>\n",
-       "      <td>36.92</td>\n",
-       "      <td>37.24</td>\n",
+       "      <th>1915</th>\n",
+       "      <td>QQQ20240621479.78</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-21</td>\n",
+       "      <td>41</td>\n",
+       "      <td>479.78</td>\n",
+       "      <td>37.72</td>\n",
+       "      <td>0.085328</td>\n",
+       "      <td>QQQ   240621C00479780</td>\n",
+       "      <td>0.43</td>\n",
+       "      <td>0.45</td>\n",
+       "      <td>110</td>\n",
+       "      <td>QQQ   240621P00479780</td>\n",
+       "      <td>37.70</td>\n",
+       "      <td>37.99</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2029</th>\n",
-       "      <td>QQQ20240315469.78</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-03-15</td>\n",
-       "      <td>46</td>\n",
-       "      <td>469.78</td>\n",
-       "      <td>41.63</td>\n",
-       "      <td>0.097232</td>\n",
-       "      <td>QQQ   240315C00469780</td>\n",
-       "      <td>0.55</td>\n",
-       "      <td>0.57</td>\n",
-       "      <td>311</td>\n",
-       "      <td>QQQ   240315P00469780</td>\n",
-       "      <td>41.70</td>\n",
-       "      <td>42.02</td>\n",
+       "      <th>1616</th>\n",
+       "      <td>QQQ20240607480</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-07</td>\n",
+       "      <td>27</td>\n",
+       "      <td>480.00</td>\n",
+       "      <td>37.94</td>\n",
+       "      <td>0.085825</td>\n",
+       "      <td>QQQ   240607C00480000</td>\n",
+       "      <td>0.11</td>\n",
+       "      <td>0.13</td>\n",
+       "      <td>161</td>\n",
+       "      <td>QQQ   240607P00480000</td>\n",
+       "      <td>37.91</td>\n",
+       "      <td>38.23</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>2030</th>\n",
-       "      <td>QQQ20240315470</td>\n",
-       "      <td>428.15</td>\n",
-       "      <td>2024-03-15</td>\n",
-       "      <td>46</td>\n",
-       "      <td>470.00</td>\n",
-       "      <td>41.85</td>\n",
-       "      <td>0.097746</td>\n",
-       "      <td>QQQ   240315C00470000</td>\n",
-       "      <td>0.54</td>\n",
-       "      <td>0.56</td>\n",
-       "      <td>123</td>\n",
-       "      <td>QQQ   240315P00470000</td>\n",
-       "      <td>41.92</td>\n",
-       "      <td>42.24</td>\n",
+       "      <th>1916</th>\n",
+       "      <td>QQQ20240621480</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-21</td>\n",
+       "      <td>41</td>\n",
+       "      <td>480.00</td>\n",
+       "      <td>37.94</td>\n",
+       "      <td>0.085825</td>\n",
+       "      <td>QQQ   240621C00480000</td>\n",
+       "      <td>0.42</td>\n",
+       "      <td>0.44</td>\n",
+       "      <td>432</td>\n",
+       "      <td>QQQ   240621P00480000</td>\n",
+       "      <td>37.92</td>\n",
+       "      <td>38.21</td>\n",
+       "      <td>5</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1918</th>\n",
+       "      <td>QQQ20240621482</td>\n",
+       "      <td>442.06</td>\n",
+       "      <td>2024-06-21</td>\n",
+       "      <td>41</td>\n",
+       "      <td>482.00</td>\n",
+       "      <td>39.94</td>\n",
+       "      <td>0.090350</td>\n",
+       "      <td>QQQ   240621C00482000</td>\n",
+       "      <td>0.34</td>\n",
+       "      <td>0.35</td>\n",
+       "      <td>101</td>\n",
+       "      <td>QQQ   240621P00482000</td>\n",
+       "      <td>39.92</td>\n",
+       "      <td>40.21</td>\n",
        "      <td>0</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
@@ -106009,40 +105029,49 @@
       ],
       "text/plain": [
        "              OPTION_ID  UNDERLYING_LAST EXPIRE_DATE  DTE  STRIKE  \\\n",
-       "1516  QQQ20240216449.78           428.15  2024-02-16   18  449.78   \n",
-       "1517     QQQ20240216450           428.15  2024-02-16   18  450.00   \n",
-       "1519     QQQ20240216455           428.15  2024-02-16   18  455.00   \n",
-       "1723     QQQ20240301455           428.15  2024-03-01   32  455.00   \n",
-       "1628     QQQ20240223460           428.15  2024-02-23   25  460.00   \n",
-       "1725     QQQ20240301465           428.15  2024-03-01   32  465.00   \n",
-       "2028     QQQ20240315465           428.15  2024-03-15   46  465.00   \n",
-       "2029  QQQ20240315469.78           428.15  2024-03-15   46  469.78   \n",
-       "2030     QQQ20240315470           428.15  2024-03-15   46  470.00   \n",
+       "1503     QQQ20240531460           442.06  2024-05-31   20  460.00   \n",
+       "1504     QQQ20240531465           442.06  2024-05-31   20  465.00   \n",
+       "1613     QQQ20240607465           442.06  2024-06-07   27  465.00   \n",
+       "1614     QQQ20240607470           442.06  2024-06-07   27  470.00   \n",
+       "1907     QQQ20240621473           442.06  2024-06-21   41  473.00   \n",
+       "1725     QQQ20240614475           442.06  2024-06-14   34  475.00   \n",
+       "1910     QQQ20240621475           442.06  2024-06-21   41  475.00   \n",
+       "1913     QQQ20240621478           442.06  2024-06-21   41  478.00   \n",
+       "1915  QQQ20240621479.78           442.06  2024-06-21   41  479.78   \n",
+       "1616     QQQ20240607480           442.06  2024-06-07   27  480.00   \n",
+       "1916     QQQ20240621480           442.06  2024-06-21   41  480.00   \n",
+       "1918     QQQ20240621482           442.06  2024-06-21   41  482.00   \n",
        "\n",
        "      STRIKE_DISTANCE  STRIKE_DISTANCE_PCT                   C_ID  C_BID  \\\n",
-       "1516            21.63             0.050520  QQQ   240216C00449780   0.69   \n",
-       "1517            21.85             0.051034  QQQ   240216C00450000   0.68   \n",
-       "1519            26.85             0.062712  QQQ   240216C00455000   0.35   \n",
-       "1723            26.85             0.062712  QQQ   240301C00455000   0.96   \n",
-       "1628            31.85             0.074390  QQQ   240223C00460000   0.33   \n",
-       "1725            36.85             0.086068  QQQ   240301C00465000   0.34   \n",
-       "2028            36.85             0.086068  QQQ   240315C00465000   0.84   \n",
-       "2029            41.63             0.097232  QQQ   240315C00469780   0.55   \n",
-       "2030            41.85             0.097746  QQQ   240315C00470000   0.54   \n",
+       "1503            17.94             0.040583  QQQ   240531C00460000   0.90   \n",
+       "1504            22.94             0.051893  QQQ   240531C00465000   0.40   \n",
+       "1613            22.94             0.051893  QQQ   240607C00465000   0.87   \n",
+       "1614            27.94             0.063204  QQQ   240607C00470000   0.44   \n",
+       "1907            30.94             0.069990  QQQ   240621C00473000   0.90   \n",
+       "1725            32.94             0.074515  QQQ   240614C00475000   0.48   \n",
+       "1910            32.94             0.074515  QQQ   240621C00475000   0.73   \n",
+       "1913            35.94             0.081301  QQQ   240621C00478000   0.53   \n",
+       "1915            37.72             0.085328  QQQ   240621C00479780   0.43   \n",
+       "1616            37.94             0.085825  QQQ   240607C00480000   0.11   \n",
+       "1916            37.94             0.085825  QQQ   240621C00480000   0.42   \n",
+       "1918            39.94             0.090350  QQQ   240621C00482000   0.34   \n",
        "\n",
        "      C_ASK  C_VOLUME                   P_ID  P_BID  P_ASK  P_VOLUME  \n",
-       "1516   0.71       324  QQQ   240216P00449780  21.80  22.07         0  \n",
-       "1517   0.69      6275  QQQ   240216P00450000  22.08  22.23         6  \n",
-       "1519   0.36      4688  QQQ   240216P00455000  26.92  27.25         0  \n",
-       "1723   0.98       115  QQQ   240301P00455000  26.92  27.24         0  \n",
-       "1628   0.34       842  QQQ   240223P00460000  31.92  32.24         9  \n",
-       "1725   0.37       331  QQQ   240301P00465000  36.92  37.24         0  \n",
-       "2028   0.85       374  QQQ   240315P00465000  36.92  37.24         0  \n",
-       "2029   0.57       311  QQQ   240315P00469780  41.70  42.02         0  \n",
-       "2030   0.56       123  QQQ   240315P00470000  41.92  42.24         0  "
+       "1503   0.91       304  QQQ   240531P00460000  18.02  18.45         8  \n",
+       "1504   0.42       235  QQQ   240531P00465000  22.88  23.30         1  \n",
+       "1613   0.89       129  QQQ   240607P00465000  22.96  23.27         2  \n",
+       "1614   0.46       253  QQQ   240607P00470000  27.91  28.23         4  \n",
+       "1907   0.92       403  QQQ   240621P00473000  30.93  31.21         0  \n",
+       "1725   0.51       131  QQQ   240614P00475000  32.93  33.21         0  \n",
+       "1910   0.74       479  QQQ   240621P00475000  32.93  33.21         0  \n",
+       "1913   0.54       105  QQQ   240621P00478000  35.92  36.21         0  \n",
+       "1915   0.45       110  QQQ   240621P00479780  37.70  37.99         0  \n",
+       "1616   0.13       161  QQQ   240607P00480000  37.91  38.23         0  \n",
+       "1916   0.44       432  QQQ   240621P00480000  37.92  38.21         5  \n",
+       "1918   0.35       101  QQQ   240621P00482000  39.92  40.21         0  "
       ]
      },
-     "execution_count": 14,
+     "execution_count": 6,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -106066,170 +105095,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 7,
    "id": "5950d343-a5ba-4ebe-a18e-d0fbc836ab7e",
    "metadata": {},
    "outputs": [
     {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[]\n",
-      "[]\n"
+     "ename": "KeyError",
+     "evalue": "'positions'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mKeyError\u001b[0m                                  Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[7], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m positions \u001b[38;5;241m=\u001b[39m task\u001b[38;5;241m.\u001b[39mschwab_api\u001b[38;5;241m.\u001b[39mget_balance_positions()\n\u001b[1;32m      2\u001b[0m owned_option_positions \u001b[38;5;241m=\u001b[39m [\n\u001b[0;32m----> 3\u001b[0m     x \u001b[38;5;28;01mfor\u001b[39;00m x \u001b[38;5;129;01min\u001b[39;00m \u001b[43mpositions\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mpositionDetails\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mpositions\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m \u001b[38;5;28;01mif\u001b[39;00m x[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124msecurityType\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mOption\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mand\u001b[39;00m x[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mshares\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m\n\u001b[1;32m      4\u001b[0m ]\n\u001b[1;32m      5\u001b[0m owned_call_options \u001b[38;5;241m=\u001b[39m [x \u001b[38;5;28;01mfor\u001b[39;00m x \u001b[38;5;129;01min\u001b[39;00m owned_option_positions \u001b[38;5;28;01mif\u001b[39;00m x[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124msymbolDescription\u001b[39m\u001b[38;5;124m\"\u001b[39m]\u001b[38;5;241m.\u001b[39mstartswith(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCALL\u001b[39m\u001b[38;5;124m\"\u001b[39m)]\n\u001b[1;32m      6\u001b[0m owned_put_options \u001b[38;5;241m=\u001b[39m [x \u001b[38;5;28;01mfor\u001b[39;00m x \u001b[38;5;129;01min\u001b[39;00m owned_option_positions \u001b[38;5;28;01mif\u001b[39;00m x[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124msymbolDescription\u001b[39m\u001b[38;5;124m\"\u001b[39m]\u001b[38;5;241m.\u001b[39mstartswith(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mPUT\u001b[39m\u001b[38;5;124m\"\u001b[39m)]\n",
+      "\u001b[0;31mKeyError\u001b[0m: 'positions'"
      ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "{'brokerageAccountId': 47004171,\n",
-       " 'accountType': 0,\n",
-       " 'dayTradeCount': 1,\n",
-       " 'isPatternDayTrader': False,\n",
-       " 'pendingPurchasesEnabled': True,\n",
-       " 'showPendingPurchasesBanner': False,\n",
-       " 'openOrdersIncluded': True,\n",
-       " 'balanceDetails': {'availableToTradeBalances': {'cash': 504.79,\n",
-       "   'settledFunds': 504.79,\n",
-       "   'cashWithBorrow': 504.79,\n",
-       "   'sma': 47.0,\n",
-       "   'netWorth': 599.35},\n",
-       "  'marginableSecurityBalances': {'equitiesAndEtfs': 504.79,\n",
-       "   'mutualFunds': 504.79,\n",
-       "   'shortSelling': 504.79},\n",
-       "  'nonMarginableSecurityBalances': {'equitiesAndEtfs': 504.79,\n",
-       "   'mutualFunds': 504.79,\n",
-       "   'pennyStocks': 504.79},\n",
-       "  'optionsBalances': {'longOptions': 504.79, 'shortOptions': 555.43}},\n",
-       " 'positionDetails': {'positions': [{'symbol': 'AAPL',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'APPLE INC',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1973757747,\n",
-       "    'shares': 0.0973,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0973,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'ADBE',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'ADOBE INC',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1670511108,\n",
-       "    'shares': 0.0223,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0223,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'AMAT',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'APPLIED MATERIALS',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1444854003,\n",
-       "    'shares': 0.0813,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0813,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'AMD',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'ADVANCED MICRO DEVICE IN',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1449199007,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'INTU',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'INTUIT INC',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1417191240,\n",
-       "    'shares': 0.0202,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0202,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'KLAC',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'KLA CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 630948079,\n",
-       "    'shares': 0.0114,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0114,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'LRCX',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'LAM RESEARCH CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1778968234,\n",
-       "    'shares': 0.0082,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0082,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'MSFT',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'MICROSOFT CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1688643765,\n",
-       "    'shares': 0.0517,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0517,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'NVDA',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'NVIDIA CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 382397811,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'TXN',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'TEXAS INSTRUMENTS',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 753664080,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'QQQ   240301C00465000',\n",
-       "    'displaySymbol': 'QQQ 03/01/2024 465.00 C',\n",
-       "    'symbolDescription': 'CALL INVESCO QQQ TR     $465        EXP 03/01/24',\n",
-       "    'securityType': 'Option',\n",
-       "    'itemIssueId': 96225729,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'underlying': 'QQQ',\n",
-       "    'underlyingDescription': 'INVSC QQQ TRUST SRS 1   ETF IV',\n",
-       "    'underlyingType': 'Stock/ETF',\n",
-       "    'underlyingId': 48644470,\n",
-       "    'reinvestCapitalGains': False}]}}"
-      ]
-     },
-     "execution_count": 13,
-     "metadata": {},
-     "output_type": "execute_result"
     }
    ],
    "source": [
@@ -106246,64 +105125,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": null,
    "id": "3f834ecc-5d62-4357-90ab-b3037df483fa",
    "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>OPTION_ID</th>\n",
-       "      <th>UNDERLYING_LAST</th>\n",
-       "      <th>EXPIRE_DATE</th>\n",
-       "      <th>DTE</th>\n",
-       "      <th>STRIKE</th>\n",
-       "      <th>STRIKE_DISTANCE</th>\n",
-       "      <th>STRIKE_DISTANCE_PCT</th>\n",
-       "      <th>C_ID</th>\n",
-       "      <th>C_BID</th>\n",
-       "      <th>C_ASK</th>\n",
-       "      <th>C_VOLUME</th>\n",
-       "      <th>P_ID</th>\n",
-       "      <th>P_BID</th>\n",
-       "      <th>P_ASK</th>\n",
-       "      <th>P_VOLUME</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "Empty DataFrame\n",
-       "Columns: [OPTION_ID, UNDERLYING_LAST, EXPIRE_DATE, DTE, STRIKE, STRIKE_DISTANCE, STRIKE_DISTANCE_PCT, C_ID, C_BID, C_ASK, C_VOLUME, P_ID, P_BID, P_ASK, P_VOLUME]\n",
-       "Index: []"
-      ]
-     },
-     "execution_count": 8,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "df_owned_options_chains = df_options_chains.loc[\n",
     "    (df_options_chains.C_ID.isin(owned_call_options)) | (df_options_chains.P_ID.isin(owned_put_options))\n",
@@ -106313,164 +105138,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": null,
    "id": "a4ea1720-4d22-4d8f-8b2b-b66fb4df187a",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "{'brokerageAccountId': 47004171,\n",
-       " 'accountType': 0,\n",
-       " 'dayTradeCount': 1,\n",
-       " 'isPatternDayTrader': False,\n",
-       " 'pendingPurchasesEnabled': True,\n",
-       " 'showPendingPurchasesBanner': False,\n",
-       " 'openOrdersIncluded': True,\n",
-       " 'balanceDetails': {'availableToTradeBalances': {'cash': 504.79,\n",
-       "   'settledFunds': 504.79,\n",
-       "   'cashWithBorrow': 504.79,\n",
-       "   'sma': 47.0,\n",
-       "   'netWorth': 599.35},\n",
-       "  'marginableSecurityBalances': {'equitiesAndEtfs': 504.79,\n",
-       "   'mutualFunds': 504.79,\n",
-       "   'shortSelling': 504.79},\n",
-       "  'nonMarginableSecurityBalances': {'equitiesAndEtfs': 504.79,\n",
-       "   'mutualFunds': 504.79,\n",
-       "   'pennyStocks': 504.79},\n",
-       "  'optionsBalances': {'longOptions': 504.79, 'shortOptions': 555.43}},\n",
-       " 'positionDetails': {'positions': [{'symbol': 'AAPL',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'APPLE INC',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1973757747,\n",
-       "    'shares': 0.0973,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0973,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'ADBE',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'ADOBE INC',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1670511108,\n",
-       "    'shares': 0.0223,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0223,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'AMAT',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'APPLIED MATERIALS',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1444854003,\n",
-       "    'shares': 0.0813,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0813,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'AMD',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'ADVANCED MICRO DEVICE IN',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1449199007,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'INTU',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'INTUIT INC',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1417191240,\n",
-       "    'shares': 0.0202,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0202,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'KLAC',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'KLA CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 630948079,\n",
-       "    'shares': 0.0114,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0114,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'LRCX',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'LAM RESEARCH CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1778968234,\n",
-       "    'shares': 0.0082,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0082,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'MSFT',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'MICROSOFT CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 1688643765,\n",
-       "    'shares': 0.0517,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0517,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': True,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'NVDA',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'NVIDIA CORP',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 382397811,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'TXN',\n",
-       "    'displaySymbol': None,\n",
-       "    'symbolDescription': 'TEXAS INSTRUMENTS',\n",
-       "    'securityType': 'Stock/ETF',\n",
-       "    'itemIssueId': 753664080,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'reinvestCapitalGains': False},\n",
-       "   {'symbol': 'QQQ   240301C00465000',\n",
-       "    'displaySymbol': 'QQQ 03/01/2024 465.00 C',\n",
-       "    'symbolDescription': 'CALL INVESCO QQQ TR     $465        EXP 03/01/24',\n",
-       "    'securityType': 'Option',\n",
-       "    'itemIssueId': 96225729,\n",
-       "    'shares': 0.0,\n",
-       "    'shortShares': 0.0,\n",
-       "    'totalShares': 0.0,\n",
-       "    'totalOptions': 0.0,\n",
-       "    'reinvestDividend': False,\n",
-       "    'underlying': 'QQQ',\n",
-       "    'underlyingDescription': 'INVSC QQQ TRUST SRS 1   ETF IV',\n",
-       "    'underlyingType': 'Stock/ETF',\n",
-       "    'underlyingId': 48644470,\n",
-       "    'reinvestCapitalGains': False}]}}"
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "task.schwab_api.get_balance_positions()\n",
     "# task.schwab_api.trade(\n",
@@ -106480,1471 +105151,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": null,
    "id": "a93ef230-7bcf-459c-b330-d4ede753dc26",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "{'fromDate': '01/29/2020',\n",
-       " 'toDate': '01/29/2024',\n",
-       " 'totalTransactionsAmount': '-$1,495.71',\n",
-       " 'brokerageTransactions': [{'transactionDate': '01/29/2024',\n",
-       "   'action': 'Sell to Close',\n",
-       "   'symbol': 'QQQ 03/01/2024 465.00 C',\n",
-       "   'description': 'CALL INVESCO QQQ TR $465 EXP 03/01/24',\n",
-       "   'executionPrice': '$0.25',\n",
-       "   'shareQuantity': '1',\n",
-       "   'feesAndCommission': '$0.66',\n",
-       "   'amount': '$24.34',\n",
-       "   'sourceCode': '',\n",
-       "   'effectiveDate': '01/29/2024',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/30/2024',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': True,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': {'cusipId': '',\n",
-       "    'securityNumber': '4078115',\n",
-       "    'accruedInterest': '',\n",
-       "    'redemptionFee': '',\n",
-       "    'stateTaxes': '',\n",
-       "    'withHoldingTaxes': '',\n",
-       "    'otherAmount': '',\n",
-       "    'commission': '$0.65',\n",
-       "    'primeBrokerAmount': '',\n",
-       "    'principal': '$25.00',\n",
-       "    'total': '$24.34',\n",
-       "    'exchangeProcessingFee': '$0.01',\n",
-       "    'secondaryFee': '$0.01',\n",
-       "    'settleDate': '01/30/2024',\n",
-       "    'tradeTransactionDate': '01/29/2024',\n",
-       "    'overlaySubtitle': 'QQQ 03/01/2024 465.00 C'}},\n",
-       "  {'transactionDate': '01/29/2024',\n",
-       "   'action': 'Buy to Open',\n",
-       "   'symbol': 'QQQ 03/01/2024 465.00 C',\n",
-       "   'description': 'CALL INVESCO QQQ TR $465 EXP 03/01/24',\n",
-       "   'executionPrice': '$0.24',\n",
-       "   'shareQuantity': '1',\n",
-       "   'feesAndCommission': '$0.66',\n",
-       "   'amount': '-$24.66',\n",
-       "   'sourceCode': '',\n",
-       "   'effectiveDate': '01/29/2024',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/30/2024',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': True,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': {'cusipId': '',\n",
-       "    'securityNumber': '4078115',\n",
-       "    'accruedInterest': '',\n",
-       "    'redemptionFee': '',\n",
-       "    'stateTaxes': '',\n",
-       "    'withHoldingTaxes': '',\n",
-       "    'otherAmount': '',\n",
-       "    'commission': '$0.65',\n",
-       "    'primeBrokerAmount': '',\n",
-       "    'principal': '-$24.00',\n",
-       "    'total': '-$24.66',\n",
-       "    'exchangeProcessingFee': '$0.01',\n",
-       "    'secondaryFee': '$0.01',\n",
-       "    'settleDate': '01/30/2024',\n",
-       "    'tradeTransactionDate': '01/29/2024',\n",
-       "    'overlaySubtitle': 'QQQ 03/01/2024 465.00 C'}},\n",
-       "  {'transactionDate': '01/26/2024',\n",
-       "   'action': 'Buy',\n",
-       "   'symbol': 'KLAC',\n",
-       "   'description': 'KLA CORP',\n",
-       "   'executionPrice': '$610.00',\n",
-       "   'shareQuantity': '0.0114',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '-$6.95',\n",
-       "   'sourceCode': '',\n",
-       "   'effectiveDate': '01/26/2024',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/30/2024',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': True,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': {'cusipId': '482480100',\n",
-       "    'securityNumber': '2345553',\n",
-       "    'accruedInterest': '',\n",
-       "    'redemptionFee': '',\n",
-       "    'stateTaxes': '',\n",
-       "    'withHoldingTaxes': '',\n",
-       "    'otherAmount': '',\n",
-       "    'commission': '$0.00',\n",
-       "    'primeBrokerAmount': '',\n",
-       "    'principal': '-$6.95',\n",
-       "    'total': '-$6.95',\n",
-       "    'exchangeProcessingFee': '',\n",
-       "    'secondaryFee': '',\n",
-       "    'settleDate': '01/30/2024',\n",
-       "    'tradeTransactionDate': '01/26/2024',\n",
-       "    'overlaySubtitle': 'KLAC - KLA CORP'}},\n",
-       "  {'transactionDate': '01/26/2024',\n",
-       "   'action': 'Buy',\n",
-       "   'symbol': 'ADBE',\n",
-       "   'description': 'ADOBE INC',\n",
-       "   'executionPrice': '$620.0218',\n",
-       "   'shareQuantity': '0.0112',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '-$6.94',\n",
-       "   'sourceCode': '',\n",
-       "   'effectiveDate': '01/26/2024',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/30/2024',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': True,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': {'cusipId': '00724F101',\n",
-       "    'securityNumber': '1030714',\n",
-       "    'accruedInterest': '',\n",
-       "    'redemptionFee': '',\n",
-       "    'stateTaxes': '',\n",
-       "    'withHoldingTaxes': '',\n",
-       "    'otherAmount': '',\n",
-       "    'commission': '$0.00',\n",
-       "    'primeBrokerAmount': '',\n",
-       "    'principal': '-$6.94',\n",
-       "    'total': '-$6.94',\n",
-       "    'exchangeProcessingFee': '',\n",
-       "    'secondaryFee': '',\n",
-       "    'settleDate': '01/30/2024',\n",
-       "    'tradeTransactionDate': '01/26/2024',\n",
-       "    'overlaySubtitle': 'ADBE - ADOBE INC'}},\n",
-       "  {'transactionDate': '01/26/2024',\n",
-       "   'action': 'Buy',\n",
-       "   'symbol': 'MSFT',\n",
-       "   'description': 'MICROSOFT CORP',\n",
-       "   'executionPrice': '$403.39',\n",
-       "   'shareQuantity': '0.0173',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '-$6.98',\n",
-       "   'sourceCode': '',\n",
-       "   'effectiveDate': '01/26/2024',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/30/2024',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': True,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': {'cusipId': '594918104',\n",
-       "    'securityNumber': '2609588',\n",
-       "    'accruedInterest': '',\n",
-       "    'redemptionFee': '',\n",
-       "    'stateTaxes': '',\n",
-       "    'withHoldingTaxes': '',\n",
-       "    'otherAmount': '',\n",
-       "    'commission': '$0.00',\n",
-       "    'primeBrokerAmount': '',\n",
-       "    'principal': '-$6.98',\n",
-       "    'total': '-$6.98',\n",
-       "    'exchangeProcessingFee': '',\n",
-       "    'secondaryFee': '',\n",
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-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '07/30/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '06/30/2021',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '06/30/2021',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '06/30/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '05/28/2021',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '05/28/2021',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '05/28/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '04/30/2021',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '04/30/2021',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '04/30/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '03/31/2021',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '03/31/2021',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '03/31/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '02/26/2021',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '02/26/2021',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '02/26/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '01/29/2021',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '01/29/2021',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/29/2021',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '12/31/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '12/31/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '12/31/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '11/30/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '11/30/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '11/30/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '10/30/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '10/30/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '10/30/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '09/30/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '09/30/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '09/30/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '08/31/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '08/31/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '08/31/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '07/31/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '07/31/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '07/31/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '06/30/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '06/30/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '06/30/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '05/29/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '05/29/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '05/29/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '04/30/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '04/30/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '04/30/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '03/31/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '03/31/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '03/31/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '02/28/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '02/28/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '02/28/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None},\n",
-       "  {'transactionDate': '01/31/2020',\n",
-       "   'action': 'Journaled Shares',\n",
-       "   'symbol': 'MMDA1',\n",
-       "   'description': 'TDA TRAN - CASH ALTERNATIVES INTEREST (MMDA1)',\n",
-       "   'executionPrice': '',\n",
-       "   'shareQuantity': '0.01',\n",
-       "   'feesAndCommission': '',\n",
-       "   'amount': '',\n",
-       "   'sourceCode': 'JNL',\n",
-       "   'effectiveDate': '01/31/2020',\n",
-       "   'depositSequenceId': '0',\n",
-       "   'checkNumber': '',\n",
-       "   'checkDate': '01/31/2020',\n",
-       "   'showWireDetailsLink': False,\n",
-       "   'showCheckDetailsLink': False,\n",
-       "   'showDepositDetailsLink': False,\n",
-       "   'showTradeDetailsLink': False,\n",
-       "   'showAdvisoryProgramCreditDetailsLink': False,\n",
-       "   'transactionDetail': None}],\n",
-       " 'bookmark': None}"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "task.schwab_api.get_transaction_history()"
    ]
@@ -107966,7 +105176,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.10.5"
+   "version": "3.10.12"
   }
  },
  "nbformat": 4,
diff --git a/notebooks/options-historical-test.ipynb b/notebooks/options-historical-test.ipynb
index 529ad3d..069e63e 100644
--- a/notebooks/options-historical-test.ipynb
+++ b/notebooks/options-historical-test.ipynb
@@ -843,6 +843,8 @@
        "      <th>close_max_14</th>\n",
        "      <th>close_min_20</th>\n",
        "      <th>close_max_20</th>\n",
+       "      <th>...</th>\n",
+       "      <th>close_max_60</th>\n",
        "      <th>fear_greed_index_min_5</th>\n",
        "      <th>fear_greed_index_max_5</th>\n",
        "      <th>fear_greed_index_min_7</th>\n",
@@ -853,6 +855,12 @@
        "      <th>fear_greed_index_max_14</th>\n",
        "      <th>fear_greed_index_min_20</th>\n",
        "      <th>fear_greed_index_max_20</th>\n",
+       "      <th>fear_greed_index_min_30</th>\n",
+       "      <th>fear_greed_index_max_30</th>\n",
+       "      <th>fear_greed_index_min_40</th>\n",
+       "      <th>fear_greed_index_max_40</th>\n",
+       "      <th>fear_greed_index_min_60</th>\n",
+       "      <th>fear_greed_index_max_60</th>\n",
        "      <th>SLOPE_50_min_5</th>\n",
        "      <th>SLOPE_50_max_5</th>\n",
        "      <th>SLOPE_50_min_7</th>\n",
@@ -863,6 +871,12 @@
        "      <th>SLOPE_50_max_14</th>\n",
        "      <th>SLOPE_50_min_20</th>\n",
        "      <th>SLOPE_50_max_20</th>\n",
+       "      <th>SLOPE_50_min_30</th>\n",
+       "      <th>SLOPE_50_max_30</th>\n",
+       "      <th>SLOPE_50_min_40</th>\n",
+       "      <th>SLOPE_50_max_40</th>\n",
+       "      <th>SLOPE_50_min_60</th>\n",
+       "      <th>SLOPE_50_max_60</th>\n",
        "      <th>^VIX_close_min_5</th>\n",
        "      <th>^VIX_close_max_5</th>\n",
        "      <th>^VIX_close_min_7</th>\n",
@@ -873,6 +887,12 @@
        "      <th>^VIX_close_max_14</th>\n",
        "      <th>^VIX_close_min_20</th>\n",
        "      <th>^VIX_close_max_20</th>\n",
+       "      <th>^VIX_close_min_30</th>\n",
+       "      <th>^VIX_close_max_30</th>\n",
+       "      <th>^VIX_close_min_40</th>\n",
+       "      <th>^VIX_close_max_40</th>\n",
+       "      <th>^VIX_close_min_60</th>\n",
+       "      <th>^VIX_close_max_60</th>\n",
        "      <th>index</th>\n",
        "    </tr>\n",
        "  </thead>\n",
@@ -906,9 +926,9 @@
        "      <td>21844.0</td>\n",
        "      <td>0.5</td>\n",
        "      <td>0.001</td>\n",
-       "      <td>-6994134800267569719</td>\n",
+       "      <td>-6818009002248448218</td>\n",
        "      <td>2021-05-18</td>\n",
-       "      <td>35.0</td>\n",
+       "      <td>36.0</td>\n",
        "      <td>415.52</td>\n",
        "      <td>NaN</td>\n",
        "      <td>18.889999</td>\n",
@@ -929,6 +949,26 @@
        "      <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>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>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>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -990,9 +1030,9 @@
        "      <td>88804.0</td>\n",
        "      <td>0.5</td>\n",
        "      <td>0.001</td>\n",
-       "      <td>5054403592314163243</td>\n",
+       "      <td>-192821097249619109</td>\n",
        "      <td>2021-05-18</td>\n",
-       "      <td>35.0</td>\n",
+       "      <td>36.0</td>\n",
        "      <td>415.52</td>\n",
        "      <td>NaN</td>\n",
        "      <td>18.889999</td>\n",
@@ -1013,6 +1053,26 @@
        "      <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>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>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>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -1074,9 +1134,9 @@
        "      <td>9597.0</td>\n",
        "      <td>1.5</td>\n",
        "      <td>0.004</td>\n",
-       "      <td>490217825339910815</td>\n",
+       "      <td>-651280996289547683</td>\n",
        "      <td>2021-05-18</td>\n",
-       "      <td>35.0</td>\n",
+       "      <td>36.0</td>\n",
        "      <td>415.52</td>\n",
        "      <td>NaN</td>\n",
        "      <td>18.889999</td>\n",
@@ -1097,6 +1157,26 @@
        "      <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>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>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>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -1158,9 +1238,9 @@
        "      <td>111259.0</td>\n",
        "      <td>1.5</td>\n",
        "      <td>0.004</td>\n",
-       "      <td>-866248824188156949</td>\n",
+       "      <td>-1781102265933265604</td>\n",
        "      <td>2021-05-18</td>\n",
-       "      <td>35.0</td>\n",
+       "      <td>36.0</td>\n",
        "      <td>415.52</td>\n",
        "      <td>NaN</td>\n",
        "      <td>18.889999</td>\n",
@@ -1181,6 +1261,26 @@
        "      <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>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>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>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -1242,9 +1342,9 @@
        "      <td>3627.0</td>\n",
        "      <td>2.5</td>\n",
        "      <td>0.006</td>\n",
-       "      <td>8786019142323338718</td>\n",
+       "      <td>-651781565046848260</td>\n",
        "      <td>2021-05-18</td>\n",
-       "      <td>35.0</td>\n",
+       "      <td>36.0</td>\n",
        "      <td>415.52</td>\n",
        "      <td>NaN</td>\n",
        "      <td>18.889999</td>\n",
@@ -1265,6 +1365,26 @@
        "      <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>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>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>NaN</td>\n",
        "      <td>NaN</td>\n",
        "      <td>NaN</td>\n",
@@ -1380,6 +1500,26 @@
        "      <td>...</td>\n",
        "      <td>...</td>\n",
        "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2022-12-31 00:00:00+00:00</th>\n",
@@ -1410,9 +1550,9 @@
        "      <td>NaN</td>\n",
        "      <td>247.6</td>\n",
        "      <td>0.647</td>\n",
-       "      <td>-14390051304578415</td>\n",
+       "      <td>-735635531801256449</td>\n",
        "      <td>2022-12-31</td>\n",
-       "      <td>38.0</td>\n",
+       "      <td>37.0</td>\n",
        "      <td>382.44</td>\n",
        "      <td>0.2786</td>\n",
        "      <td>21.830000</td>\n",
@@ -1433,6 +1573,8 @@
        "      <td>401.95</td>\n",
        "      <td>376.71</td>\n",
        "      <td>406.87</td>\n",
+       "      <td>...</td>\n",
+       "      <td>407.54</td>\n",
        "      <td>36.0</td>\n",
        "      <td>40.0</td>\n",
        "      <td>36.0</td>\n",
@@ -1442,7 +1584,13 @@
        "      <td>36.0</td>\n",
        "      <td>61.0</td>\n",
        "      <td>36.0</td>\n",
-       "      <td>67.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>16.0</td>\n",
+       "      <td>76.0</td>\n",
        "      <td>0.1984</td>\n",
        "      <td>0.5266</td>\n",
        "      <td>0.1984</td>\n",
@@ -1453,6 +1601,12 @@
        "      <td>0.7314</td>\n",
        "      <td>0.0444</td>\n",
        "      <td>0.7314</td>\n",
+       "      <td>-0.3126</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.0666</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.1554</td>\n",
+       "      <td>0.7314</td>\n",
        "      <td>21.440001</td>\n",
        "      <td>22.139999</td>\n",
        "      <td>20.870001</td>\n",
@@ -1463,6 +1617,12 @@
        "      <td>22.83</td>\n",
        "      <td>19.059999</td>\n",
        "      <td>22.83</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>23.120001</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>26.09</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>33.630001</td>\n",
        "      <td>2022-12-31 00:00:00+00:00</td>\n",
        "    </tr>\n",
        "    <tr>\n",
@@ -1494,9 +1654,9 @@
        "      <td>NaN</td>\n",
        "      <td>252.6</td>\n",
        "      <td>0.660</td>\n",
-       "      <td>-6181980276663735081</td>\n",
+       "      <td>-2943663551219750683</td>\n",
        "      <td>2022-12-31</td>\n",
-       "      <td>38.0</td>\n",
+       "      <td>37.0</td>\n",
        "      <td>382.44</td>\n",
        "      <td>0.2786</td>\n",
        "      <td>21.830000</td>\n",
@@ -1517,6 +1677,8 @@
        "      <td>401.95</td>\n",
        "      <td>376.71</td>\n",
        "      <td>406.87</td>\n",
+       "      <td>...</td>\n",
+       "      <td>407.54</td>\n",
        "      <td>36.0</td>\n",
        "      <td>40.0</td>\n",
        "      <td>36.0</td>\n",
@@ -1526,7 +1688,13 @@
        "      <td>36.0</td>\n",
        "      <td>61.0</td>\n",
        "      <td>36.0</td>\n",
-       "      <td>67.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>16.0</td>\n",
+       "      <td>76.0</td>\n",
        "      <td>0.1984</td>\n",
        "      <td>0.5266</td>\n",
        "      <td>0.1984</td>\n",
@@ -1537,6 +1705,12 @@
        "      <td>0.7314</td>\n",
        "      <td>0.0444</td>\n",
        "      <td>0.7314</td>\n",
+       "      <td>-0.3126</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.0666</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.1554</td>\n",
+       "      <td>0.7314</td>\n",
        "      <td>21.440001</td>\n",
        "      <td>22.139999</td>\n",
        "      <td>20.870001</td>\n",
@@ -1547,6 +1721,12 @@
        "      <td>22.83</td>\n",
        "      <td>19.059999</td>\n",
        "      <td>22.83</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>23.120001</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>26.09</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>33.630001</td>\n",
        "      <td>2022-12-31 00:00:00+00:00</td>\n",
        "    </tr>\n",
        "    <tr>\n",
@@ -1578,9 +1758,9 @@
        "      <td>NaN</td>\n",
        "      <td>257.6</td>\n",
        "      <td>0.673</td>\n",
-       "      <td>-9112618144794377813</td>\n",
+       "      <td>-7076881476123527737</td>\n",
        "      <td>2022-12-31</td>\n",
-       "      <td>38.0</td>\n",
+       "      <td>37.0</td>\n",
        "      <td>382.44</td>\n",
        "      <td>0.2786</td>\n",
        "      <td>21.830000</td>\n",
@@ -1601,6 +1781,8 @@
        "      <td>401.95</td>\n",
        "      <td>376.71</td>\n",
        "      <td>406.87</td>\n",
+       "      <td>...</td>\n",
+       "      <td>407.54</td>\n",
        "      <td>36.0</td>\n",
        "      <td>40.0</td>\n",
        "      <td>36.0</td>\n",
@@ -1610,7 +1792,13 @@
        "      <td>36.0</td>\n",
        "      <td>61.0</td>\n",
        "      <td>36.0</td>\n",
-       "      <td>67.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>16.0</td>\n",
+       "      <td>76.0</td>\n",
        "      <td>0.1984</td>\n",
        "      <td>0.5266</td>\n",
        "      <td>0.1984</td>\n",
@@ -1621,6 +1809,12 @@
        "      <td>0.7314</td>\n",
        "      <td>0.0444</td>\n",
        "      <td>0.7314</td>\n",
+       "      <td>-0.3126</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.0666</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.1554</td>\n",
+       "      <td>0.7314</td>\n",
        "      <td>21.440001</td>\n",
        "      <td>22.139999</td>\n",
        "      <td>20.870001</td>\n",
@@ -1631,6 +1825,12 @@
        "      <td>22.83</td>\n",
        "      <td>19.059999</td>\n",
        "      <td>22.83</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>23.120001</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>26.09</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>33.630001</td>\n",
        "      <td>2022-12-31 00:00:00+00:00</td>\n",
        "    </tr>\n",
        "    <tr>\n",
@@ -1662,9 +1862,9 @@
        "      <td>NaN</td>\n",
        "      <td>262.6</td>\n",
        "      <td>0.687</td>\n",
-       "      <td>-351433359385260337</td>\n",
+       "      <td>1080011435450597857</td>\n",
        "      <td>2022-12-31</td>\n",
-       "      <td>38.0</td>\n",
+       "      <td>37.0</td>\n",
        "      <td>382.44</td>\n",
        "      <td>0.2786</td>\n",
        "      <td>21.830000</td>\n",
@@ -1685,6 +1885,8 @@
        "      <td>401.95</td>\n",
        "      <td>376.71</td>\n",
        "      <td>406.87</td>\n",
+       "      <td>...</td>\n",
+       "      <td>407.54</td>\n",
        "      <td>36.0</td>\n",
        "      <td>40.0</td>\n",
        "      <td>36.0</td>\n",
@@ -1694,7 +1896,13 @@
        "      <td>36.0</td>\n",
        "      <td>61.0</td>\n",
        "      <td>36.0</td>\n",
-       "      <td>67.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>16.0</td>\n",
+       "      <td>76.0</td>\n",
        "      <td>0.1984</td>\n",
        "      <td>0.5266</td>\n",
        "      <td>0.1984</td>\n",
@@ -1705,6 +1913,12 @@
        "      <td>0.7314</td>\n",
        "      <td>0.0444</td>\n",
        "      <td>0.7314</td>\n",
+       "      <td>-0.3126</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.0666</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.1554</td>\n",
+       "      <td>0.7314</td>\n",
        "      <td>21.440001</td>\n",
        "      <td>22.139999</td>\n",
        "      <td>20.870001</td>\n",
@@ -1715,6 +1929,12 @@
        "      <td>22.83</td>\n",
        "      <td>19.059999</td>\n",
        "      <td>22.83</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>23.120001</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>26.09</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>33.630001</td>\n",
        "      <td>2022-12-31 00:00:00+00:00</td>\n",
        "    </tr>\n",
        "    <tr>\n",
@@ -1746,9 +1966,9 @@
        "      <td>NaN</td>\n",
        "      <td>267.6</td>\n",
        "      <td>0.700</td>\n",
-       "      <td>5059070782819591139</td>\n",
+       "      <td>-1997143621378036258</td>\n",
        "      <td>2022-12-31</td>\n",
-       "      <td>38.0</td>\n",
+       "      <td>37.0</td>\n",
        "      <td>382.44</td>\n",
        "      <td>0.2786</td>\n",
        "      <td>21.830000</td>\n",
@@ -1769,6 +1989,8 @@
        "      <td>401.95</td>\n",
        "      <td>376.71</td>\n",
        "      <td>406.87</td>\n",
+       "      <td>...</td>\n",
+       "      <td>407.54</td>\n",
        "      <td>36.0</td>\n",
        "      <td>40.0</td>\n",
        "      <td>36.0</td>\n",
@@ -1778,7 +2000,13 @@
        "      <td>36.0</td>\n",
        "      <td>61.0</td>\n",
        "      <td>36.0</td>\n",
-       "      <td>67.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>16.0</td>\n",
+       "      <td>76.0</td>\n",
        "      <td>0.1984</td>\n",
        "      <td>0.5266</td>\n",
        "      <td>0.1984</td>\n",
@@ -1789,6 +2017,12 @@
        "      <td>0.7314</td>\n",
        "      <td>0.0444</td>\n",
        "      <td>0.7314</td>\n",
+       "      <td>-0.3126</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.0666</td>\n",
+       "      <td>0.7314</td>\n",
+       "      <td>-1.1554</td>\n",
+       "      <td>0.7314</td>\n",
        "      <td>21.440001</td>\n",
        "      <td>22.139999</td>\n",
        "      <td>20.870001</td>\n",
@@ -1799,11 +2033,17 @@
        "      <td>22.83</td>\n",
        "      <td>19.059999</td>\n",
        "      <td>22.83</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>23.120001</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>26.09</td>\n",
+       "      <td>19.059999</td>\n",
+       "      <td>33.630001</td>\n",
        "      <td>2022-12-31 00:00:00+00:00</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
-       "<p>1672745 rows × 81 columns</p>\n",
+       "<p>1672745 rows × 105 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
@@ -1886,30 +2126,30 @@
        "2022-12-31 00:00:00+00:00 -0.63195  0.31007       NaN            267.6   \n",
        "\n",
        "                           STRIKE_DISTANCE_PCT            OPTION_ID  \\\n",
-       "2021-05-18 00:00:00+00:00                0.001 -6994134800267569719   \n",
-       "2021-05-18 00:00:00+00:00                0.001  5054403592314163243   \n",
-       "2021-05-18 00:00:00+00:00                0.004   490217825339910815   \n",
-       "2021-05-18 00:00:00+00:00                0.004  -866248824188156949   \n",
-       "2021-05-18 00:00:00+00:00                0.006  8786019142323338718   \n",
+       "2021-05-18 00:00:00+00:00                0.001 -6818009002248448218   \n",
+       "2021-05-18 00:00:00+00:00                0.001  -192821097249619109   \n",
+       "2021-05-18 00:00:00+00:00                0.004  -651280996289547683   \n",
+       "2021-05-18 00:00:00+00:00                0.004 -1781102265933265604   \n",
+       "2021-05-18 00:00:00+00:00                0.006  -651781565046848260   \n",
        "...                                        ...                  ...   \n",
-       "2022-12-31 00:00:00+00:00                0.647   -14390051304578415   \n",
-       "2022-12-31 00:00:00+00:00                0.660 -6181980276663735081   \n",
-       "2022-12-31 00:00:00+00:00                0.673 -9112618144794377813   \n",
-       "2022-12-31 00:00:00+00:00                0.687  -351433359385260337   \n",
-       "2022-12-31 00:00:00+00:00                0.700  5059070782819591139   \n",
+       "2022-12-31 00:00:00+00:00                0.647  -735635531801256449   \n",
+       "2022-12-31 00:00:00+00:00                0.660 -2943663551219750683   \n",
+       "2022-12-31 00:00:00+00:00                0.673 -7076881476123527737   \n",
+       "2022-12-31 00:00:00+00:00                0.687  1080011435450597857   \n",
+       "2022-12-31 00:00:00+00:00                0.700 -1997143621378036258   \n",
        "\n",
        "                                    x  fear_greed_index   close  SLOPE_50  \\\n",
-       "2021-05-18 00:00:00+00:00  2021-05-18              35.0  415.52       NaN   \n",
-       "2021-05-18 00:00:00+00:00  2021-05-18              35.0  415.52       NaN   \n",
-       "2021-05-18 00:00:00+00:00  2021-05-18              35.0  415.52       NaN   \n",
-       "2021-05-18 00:00:00+00:00  2021-05-18              35.0  415.52       NaN   \n",
-       "2021-05-18 00:00:00+00:00  2021-05-18              35.0  415.52       NaN   \n",
+       "2021-05-18 00:00:00+00:00  2021-05-18              36.0  415.52       NaN   \n",
+       "2021-05-18 00:00:00+00:00  2021-05-18              36.0  415.52       NaN   \n",
+       "2021-05-18 00:00:00+00:00  2021-05-18              36.0  415.52       NaN   \n",
+       "2021-05-18 00:00:00+00:00  2021-05-18              36.0  415.52       NaN   \n",
+       "2021-05-18 00:00:00+00:00  2021-05-18              36.0  415.52       NaN   \n",
        "...                               ...               ...     ...       ...   \n",
-       "2022-12-31 00:00:00+00:00  2022-12-31              38.0  382.44    0.2786   \n",
-       "2022-12-31 00:00:00+00:00  2022-12-31              38.0  382.44    0.2786   \n",
-       "2022-12-31 00:00:00+00:00  2022-12-31              38.0  382.44    0.2786   \n",
-       "2022-12-31 00:00:00+00:00  2022-12-31              38.0  382.44    0.2786   \n",
-       "2022-12-31 00:00:00+00:00  2022-12-31              38.0  382.44    0.2786   \n",
+       "2022-12-31 00:00:00+00:00  2022-12-31              37.0  382.44    0.2786   \n",
+       "2022-12-31 00:00:00+00:00  2022-12-31              37.0  382.44    0.2786   \n",
+       "2022-12-31 00:00:00+00:00  2022-12-31              37.0  382.44    0.2786   \n",
+       "2022-12-31 00:00:00+00:00  2022-12-31              37.0  382.44    0.2786   \n",
+       "2022-12-31 00:00:00+00:00  2022-12-31              37.0  382.44    0.2786   \n",
        "\n",
        "                           ^VIX_open  ^VIX_high   ^VIX_low  ^VIX_close  \\\n",
        "2021-05-18 00:00:00+00:00  18.889999  21.450001  18.809999       21.34   \n",
@@ -1976,208 +2216,312 @@
        "2022-12-31 00:00:00+00:00        376.71        401.95        376.71   \n",
        "2022-12-31 00:00:00+00:00        376.71        401.95        376.71   \n",
        "\n",
-       "                           close_max_20  fear_greed_index_min_5  \\\n",
-       "2021-05-18 00:00:00+00:00           NaN                     NaN   \n",
-       "2021-05-18 00:00:00+00:00           NaN                     NaN   \n",
-       "2021-05-18 00:00:00+00:00           NaN                     NaN   \n",
-       "2021-05-18 00:00:00+00:00           NaN                     NaN   \n",
-       "2021-05-18 00:00:00+00:00           NaN                     NaN   \n",
-       "...                                 ...                     ...   \n",
-       "2022-12-31 00:00:00+00:00        406.87                    36.0   \n",
-       "2022-12-31 00:00:00+00:00        406.87                    36.0   \n",
-       "2022-12-31 00:00:00+00:00        406.87                    36.0   \n",
-       "2022-12-31 00:00:00+00:00        406.87                    36.0   \n",
-       "2022-12-31 00:00:00+00:00        406.87                    36.0   \n",
+       "                           close_max_20  ...  close_max_60  \\\n",
+       "2021-05-18 00:00:00+00:00           NaN  ...           NaN   \n",
+       "2021-05-18 00:00:00+00:00           NaN  ...           NaN   \n",
+       "2021-05-18 00:00:00+00:00           NaN  ...           NaN   \n",
+       "2021-05-18 00:00:00+00:00           NaN  ...           NaN   \n",
+       "2021-05-18 00:00:00+00:00           NaN  ...           NaN   \n",
+       "...                                 ...  ...           ...   \n",
+       "2022-12-31 00:00:00+00:00        406.87  ...        407.54   \n",
+       "2022-12-31 00:00:00+00:00        406.87  ...        407.54   \n",
+       "2022-12-31 00:00:00+00:00        406.87  ...        407.54   \n",
+       "2022-12-31 00:00:00+00:00        406.87  ...        407.54   \n",
+       "2022-12-31 00:00:00+00:00        406.87  ...        407.54   \n",
+       "\n",
+       "                           fear_greed_index_min_5  fear_greed_index_max_5  \\\n",
+       "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
+       "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
+       "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
+       "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
+       "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
+       "...                                           ...                     ...   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
        "\n",
-       "                           fear_greed_index_max_5  fear_greed_index_min_7  \\\n",
+       "                           fear_greed_index_min_7  fear_greed_index_max_7  \\\n",
        "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
        "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
        "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
        "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
        "2021-05-18 00:00:00+00:00                     NaN                     NaN   \n",
        "...                                           ...                     ...   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                    36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                    36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                    36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                    36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                    36.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "2022-12-31 00:00:00+00:00                    36.0                    40.0   \n",
+       "\n",
+       "                           fear_greed_index_min_10  fear_greed_index_max_10  \\\n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "...                                            ...                      ...   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     40.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     40.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     40.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     40.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     40.0   \n",
+       "\n",
+       "                           fear_greed_index_min_14  fear_greed_index_max_14  \\\n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "...                                            ...                      ...   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     61.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     61.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     61.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     61.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     61.0   \n",
        "\n",
-       "                           fear_greed_index_max_7  fear_greed_index_min_10  \\\n",
-       "2021-05-18 00:00:00+00:00                     NaN                      NaN   \n",
-       "2021-05-18 00:00:00+00:00                     NaN                      NaN   \n",
-       "2021-05-18 00:00:00+00:00                     NaN                      NaN   \n",
-       "2021-05-18 00:00:00+00:00                     NaN                      NaN   \n",
-       "2021-05-18 00:00:00+00:00                     NaN                      NaN   \n",
-       "...                                           ...                      ...   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                    40.0                     36.0   \n",
+       "                           fear_greed_index_min_20  fear_greed_index_max_20  \\\n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "...                                            ...                      ...   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     68.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     68.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     68.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     68.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     68.0   \n",
        "\n",
-       "                           fear_greed_index_max_10  fear_greed_index_min_14  \\\n",
+       "                           fear_greed_index_min_30  fear_greed_index_max_30  \\\n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "...                                            ...                      ...   \n",
-       "2022-12-31 00:00:00+00:00                     40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     40.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     40.0                     36.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
        "\n",
-       "                           fear_greed_index_max_14  fear_greed_index_min_20  \\\n",
+       "                           fear_greed_index_min_40  fear_greed_index_max_40  \\\n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
        "...                                            ...                      ...   \n",
-       "2022-12-31 00:00:00+00:00                     61.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     61.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     61.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     61.0                     36.0   \n",
-       "2022-12-31 00:00:00+00:00                     61.0                     36.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     36.0                     76.0   \n",
        "\n",
-       "                           fear_greed_index_max_20  SLOPE_50_min_5  \\\n",
-       "2021-05-18 00:00:00+00:00                      NaN             NaN   \n",
-       "2021-05-18 00:00:00+00:00                      NaN             NaN   \n",
-       "2021-05-18 00:00:00+00:00                      NaN             NaN   \n",
-       "2021-05-18 00:00:00+00:00                      NaN             NaN   \n",
-       "2021-05-18 00:00:00+00:00                      NaN             NaN   \n",
-       "...                                            ...             ...   \n",
-       "2022-12-31 00:00:00+00:00                     67.0          0.1984   \n",
-       "2022-12-31 00:00:00+00:00                     67.0          0.1984   \n",
-       "2022-12-31 00:00:00+00:00                     67.0          0.1984   \n",
-       "2022-12-31 00:00:00+00:00                     67.0          0.1984   \n",
-       "2022-12-31 00:00:00+00:00                     67.0          0.1984   \n",
+       "                           fear_greed_index_min_60  fear_greed_index_max_60  \\\n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "2021-05-18 00:00:00+00:00                      NaN                      NaN   \n",
+       "...                                            ...                      ...   \n",
+       "2022-12-31 00:00:00+00:00                     16.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     16.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     16.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     16.0                     76.0   \n",
+       "2022-12-31 00:00:00+00:00                     16.0                     76.0   \n",
        "\n",
-       "                           SLOPE_50_max_5  SLOPE_50_min_7  SLOPE_50_max_7  \\\n",
+       "                           SLOPE_50_min_5  SLOPE_50_max_5  SLOPE_50_min_7  \\\n",
        "2021-05-18 00:00:00+00:00             NaN             NaN             NaN   \n",
        "2021-05-18 00:00:00+00:00             NaN             NaN             NaN   \n",
        "2021-05-18 00:00:00+00:00             NaN             NaN             NaN   \n",
        "2021-05-18 00:00:00+00:00             NaN             NaN             NaN   \n",
        "2021-05-18 00:00:00+00:00             NaN             NaN             NaN   \n",
        "...                                   ...             ...             ...   \n",
-       "2022-12-31 00:00:00+00:00          0.5266          0.1984          0.5266   \n",
-       "2022-12-31 00:00:00+00:00          0.5266          0.1984          0.5266   \n",
-       "2022-12-31 00:00:00+00:00          0.5266          0.1984          0.5266   \n",
-       "2022-12-31 00:00:00+00:00          0.5266          0.1984          0.5266   \n",
-       "2022-12-31 00:00:00+00:00          0.5266          0.1984          0.5266   \n",
+       "2022-12-31 00:00:00+00:00          0.1984          0.5266          0.1984   \n",
+       "2022-12-31 00:00:00+00:00          0.1984          0.5266          0.1984   \n",
+       "2022-12-31 00:00:00+00:00          0.1984          0.5266          0.1984   \n",
+       "2022-12-31 00:00:00+00:00          0.1984          0.5266          0.1984   \n",
+       "2022-12-31 00:00:00+00:00          0.1984          0.5266          0.1984   \n",
+       "\n",
+       "                           SLOPE_50_max_7  SLOPE_50_min_10  SLOPE_50_max_10  \\\n",
+       "2021-05-18 00:00:00+00:00             NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00             NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00             NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00             NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00             NaN              NaN              NaN   \n",
+       "...                                   ...              ...              ...   \n",
+       "2022-12-31 00:00:00+00:00          0.5266           0.0444           0.5266   \n",
+       "2022-12-31 00:00:00+00:00          0.5266           0.0444           0.5266   \n",
+       "2022-12-31 00:00:00+00:00          0.5266           0.0444           0.5266   \n",
+       "2022-12-31 00:00:00+00:00          0.5266           0.0444           0.5266   \n",
+       "2022-12-31 00:00:00+00:00          0.5266           0.0444           0.5266   \n",
        "\n",
-       "                           SLOPE_50_min_10  SLOPE_50_max_10  SLOPE_50_min_14  \\\n",
+       "                           SLOPE_50_min_14  SLOPE_50_max_14  SLOPE_50_min_20  \\\n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "...                                    ...              ...              ...   \n",
-       "2022-12-31 00:00:00+00:00           0.0444           0.5266           0.0444   \n",
-       "2022-12-31 00:00:00+00:00           0.0444           0.5266           0.0444   \n",
-       "2022-12-31 00:00:00+00:00           0.0444           0.5266           0.0444   \n",
-       "2022-12-31 00:00:00+00:00           0.0444           0.5266           0.0444   \n",
-       "2022-12-31 00:00:00+00:00           0.0444           0.5266           0.0444   \n",
+       "2022-12-31 00:00:00+00:00           0.0444           0.7314           0.0444   \n",
+       "2022-12-31 00:00:00+00:00           0.0444           0.7314           0.0444   \n",
+       "2022-12-31 00:00:00+00:00           0.0444           0.7314           0.0444   \n",
+       "2022-12-31 00:00:00+00:00           0.0444           0.7314           0.0444   \n",
+       "2022-12-31 00:00:00+00:00           0.0444           0.7314           0.0444   \n",
        "\n",
-       "                           SLOPE_50_max_14  SLOPE_50_min_20  SLOPE_50_max_20  \\\n",
+       "                           SLOPE_50_max_20  SLOPE_50_min_30  SLOPE_50_max_30  \\\n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
        "...                                    ...              ...              ...   \n",
-       "2022-12-31 00:00:00+00:00           0.7314           0.0444           0.7314   \n",
-       "2022-12-31 00:00:00+00:00           0.7314           0.0444           0.7314   \n",
-       "2022-12-31 00:00:00+00:00           0.7314           0.0444           0.7314   \n",
-       "2022-12-31 00:00:00+00:00           0.7314           0.0444           0.7314   \n",
-       "2022-12-31 00:00:00+00:00           0.7314           0.0444           0.7314   \n",
+       "2022-12-31 00:00:00+00:00           0.7314          -0.3126           0.7314   \n",
+       "2022-12-31 00:00:00+00:00           0.7314          -0.3126           0.7314   \n",
+       "2022-12-31 00:00:00+00:00           0.7314          -0.3126           0.7314   \n",
+       "2022-12-31 00:00:00+00:00           0.7314          -0.3126           0.7314   \n",
+       "2022-12-31 00:00:00+00:00           0.7314          -0.3126           0.7314   \n",
        "\n",
-       "                           ^VIX_close_min_5  ^VIX_close_max_5  \\\n",
-       "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
-       "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
-       "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
-       "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
-       "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
-       "...                                     ...               ...   \n",
-       "2022-12-31 00:00:00+00:00         21.440001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         21.440001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         21.440001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         21.440001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         21.440001         22.139999   \n",
+       "                           SLOPE_50_min_40  SLOPE_50_max_40  SLOPE_50_min_60  \\\n",
+       "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN              NaN              NaN   \n",
+       "...                                    ...              ...              ...   \n",
+       "2022-12-31 00:00:00+00:00          -1.0666           0.7314          -1.1554   \n",
+       "2022-12-31 00:00:00+00:00          -1.0666           0.7314          -1.1554   \n",
+       "2022-12-31 00:00:00+00:00          -1.0666           0.7314          -1.1554   \n",
+       "2022-12-31 00:00:00+00:00          -1.0666           0.7314          -1.1554   \n",
+       "2022-12-31 00:00:00+00:00          -1.0666           0.7314          -1.1554   \n",
        "\n",
-       "                           ^VIX_close_min_7  ^VIX_close_max_7  \\\n",
+       "                           SLOPE_50_max_60  ^VIX_close_min_5  \\\n",
+       "2021-05-18 00:00:00+00:00              NaN               NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN               NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN               NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN               NaN   \n",
+       "2021-05-18 00:00:00+00:00              NaN               NaN   \n",
+       "...                                    ...               ...   \n",
+       "2022-12-31 00:00:00+00:00           0.7314         21.440001   \n",
+       "2022-12-31 00:00:00+00:00           0.7314         21.440001   \n",
+       "2022-12-31 00:00:00+00:00           0.7314         21.440001   \n",
+       "2022-12-31 00:00:00+00:00           0.7314         21.440001   \n",
+       "2022-12-31 00:00:00+00:00           0.7314         21.440001   \n",
+       "\n",
+       "                           ^VIX_close_max_5  ^VIX_close_min_7  \\\n",
        "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
        "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
        "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
        "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
        "2021-05-18 00:00:00+00:00               NaN               NaN   \n",
        "...                                     ...               ...   \n",
-       "2022-12-31 00:00:00+00:00         20.870001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         20.870001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         20.870001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         20.870001         22.139999   \n",
-       "2022-12-31 00:00:00+00:00         20.870001         22.139999   \n",
+       "2022-12-31 00:00:00+00:00         22.139999         20.870001   \n",
+       "2022-12-31 00:00:00+00:00         22.139999         20.870001   \n",
+       "2022-12-31 00:00:00+00:00         22.139999         20.870001   \n",
+       "2022-12-31 00:00:00+00:00         22.139999         20.870001   \n",
+       "2022-12-31 00:00:00+00:00         22.139999         20.870001   \n",
+       "\n",
+       "                           ^VIX_close_max_7  ^VIX_close_min_10  \\\n",
+       "2021-05-18 00:00:00+00:00               NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00               NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00               NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00               NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00               NaN                NaN   \n",
+       "...                                     ...                ...   \n",
+       "2022-12-31 00:00:00+00:00         22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00         22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00         22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00         22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00         22.139999              20.07   \n",
        "\n",
-       "                           ^VIX_close_min_10  ^VIX_close_max_10  \\\n",
+       "                           ^VIX_close_max_10  ^VIX_close_min_14  \\\n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "...                                      ...                ...   \n",
-       "2022-12-31 00:00:00+00:00              20.07          22.139999   \n",
-       "2022-12-31 00:00:00+00:00              20.07          22.139999   \n",
-       "2022-12-31 00:00:00+00:00              20.07          22.139999   \n",
-       "2022-12-31 00:00:00+00:00              20.07          22.139999   \n",
-       "2022-12-31 00:00:00+00:00              20.07          22.139999   \n",
+       "2022-12-31 00:00:00+00:00          22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00          22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00          22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00          22.139999              20.07   \n",
+       "2022-12-31 00:00:00+00:00          22.139999              20.07   \n",
        "\n",
-       "                           ^VIX_close_min_14  ^VIX_close_max_14  \\\n",
+       "                           ^VIX_close_max_14  ^VIX_close_min_20  \\\n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "...                                      ...                ...   \n",
-       "2022-12-31 00:00:00+00:00              20.07              22.83   \n",
-       "2022-12-31 00:00:00+00:00              20.07              22.83   \n",
-       "2022-12-31 00:00:00+00:00              20.07              22.83   \n",
-       "2022-12-31 00:00:00+00:00              20.07              22.83   \n",
-       "2022-12-31 00:00:00+00:00              20.07              22.83   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
        "\n",
-       "                           ^VIX_close_min_20  ^VIX_close_max_20  \\\n",
+       "                           ^VIX_close_max_20  ^VIX_close_min_30  \\\n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
        "...                                      ...                ...   \n",
-       "2022-12-31 00:00:00+00:00          19.059999              22.83   \n",
-       "2022-12-31 00:00:00+00:00          19.059999              22.83   \n",
-       "2022-12-31 00:00:00+00:00          19.059999              22.83   \n",
-       "2022-12-31 00:00:00+00:00          19.059999              22.83   \n",
-       "2022-12-31 00:00:00+00:00          19.059999              22.83   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              22.83          19.059999   \n",
        "\n",
-       "                                              index  \n",
-       "2021-05-18 00:00:00+00:00 2021-05-18 00:00:00+00:00  \n",
-       "2021-05-18 00:00:00+00:00 2021-05-18 00:00:00+00:00  \n",
-       "2021-05-18 00:00:00+00:00 2021-05-18 00:00:00+00:00  \n",
-       "2021-05-18 00:00:00+00:00 2021-05-18 00:00:00+00:00  \n",
-       "2021-05-18 00:00:00+00:00 2021-05-18 00:00:00+00:00  \n",
-       "...                                             ...  \n",
-       "2022-12-31 00:00:00+00:00 2022-12-31 00:00:00+00:00  \n",
-       "2022-12-31 00:00:00+00:00 2022-12-31 00:00:00+00:00  \n",
-       "2022-12-31 00:00:00+00:00 2022-12-31 00:00:00+00:00  \n",
-       "2022-12-31 00:00:00+00:00 2022-12-31 00:00:00+00:00  \n",
-       "2022-12-31 00:00:00+00:00 2022-12-31 00:00:00+00:00  \n",
+       "                           ^VIX_close_max_30  ^VIX_close_min_40  \\\n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "...                                      ...                ...   \n",
+       "2022-12-31 00:00:00+00:00          23.120001          19.059999   \n",
+       "2022-12-31 00:00:00+00:00          23.120001          19.059999   \n",
+       "2022-12-31 00:00:00+00:00          23.120001          19.059999   \n",
+       "2022-12-31 00:00:00+00:00          23.120001          19.059999   \n",
+       "2022-12-31 00:00:00+00:00          23.120001          19.059999   \n",
        "\n",
-       "[1672745 rows x 81 columns]"
-      ]
-     },
-     "execution_count": 8,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
+       "                           ^VIX_close_max_40  ^VIX_close_min_60  \\\n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "2021-05-18 00:00:00+00:00                NaN                NaN   \n",
+       "...                                      ...                ...   \n",
+       "2022-12-31 00:00:00+00:00              26.09          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              26.09          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              26.09          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              26.09          19.059999   \n",
+       "2022-12-31 00:00:00+00:00              26.09          19.059999   \n",
+       "\n",
+       "                           ^VIX_close_max_60                     index  \n",
+       "2021-05-18 00:00:00+00:00                NaN 2021-05-18 00:00:00+00:00  \n",
+       "2021-05-18 00:00:00+00:00                NaN 2021-05-18 00:00:00+00:00  \n",
+       "2021-05-18 00:00:00+00:00                NaN 2021-05-18 00:00:00+00:00  \n",
+       "2021-05-18 00:00:00+00:00                NaN 2021-05-18 00:00:00+00:00  \n",
+       "2021-05-18 00:00:00+00:00                NaN 2021-05-18 00:00:00+00:00  \n",
+       "...                                      ...                       ...  \n",
+       "2022-12-31 00:00:00+00:00          33.630001 2022-12-31 00:00:00+00:00  \n",
+       "2022-12-31 00:00:00+00:00          33.630001 2022-12-31 00:00:00+00:00  \n",
+       "2022-12-31 00:00:00+00:00          33.630001 2022-12-31 00:00:00+00:00  \n",
+       "2022-12-31 00:00:00+00:00          33.630001 2022-12-31 00:00:00+00:00  \n",
+       "2022-12-31 00:00:00+00:00          33.630001 2022-12-31 00:00:00+00:00  \n",
+       "\n",
+       "[1672745 rows x 105 columns]"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
    ],
    "source": [
     "df_option_history = df_final.copy()\n",
@@ -2210,7 +2554,7 @@
     "        inplace=True,\n",
     "    )\n",
     "    df_fear_greed_index.rename(columns={\"y\": \"fear_greed_index\"}, inplace=True)\n",
-    "    df_fear_greed_index[\"fear_greed_index\"] = df_fear_greed_index.fear_greed_index.astype(float).round()\n",
+    "    df_fear_greed_index[\"fear_greed_index\"] = df_fear_greed_index.fear_greed_index.astype(float).round().shift()\n",
     "    return df_fear_greed_index\n",
     "\n",
     "\n",
@@ -2250,7 +2594,7 @@
     "df_history = df_history.join(df_vix_history)\n",
     "\n",
     "for column in [\"close\", \"fear_greed_index\", \"SLOPE_50\", \"^VIX_close\"]:\n",
-    "    for days in [5, 7, 10, 14, 20]:\n",
+    "    for days in [5, 7, 10, 14, 20, 30, 40, 60]:\n",
     "        periods = days\n",
     "        df_history[f\"{column}_min_{days}\"] = df_history[column].rolling(window=periods, min_periods=periods).min()\n",
     "        df_history[f\"{column}_max_{days}\"] = df_history[column].rolling(window=periods, min_periods=periods).max()\n",
@@ -2338,6 +2682,11 @@
        "      <th>close_max_14</th>\n",
        "      <th>close_min_20</th>\n",
        "      <th>close_max_20</th>\n",
+       "      <th>close_min_30</th>\n",
+       "      <th>close_max_30</th>\n",
+       "      <th>...</th>\n",
+       "      <th>close_min_60</th>\n",
+       "      <th>close_max_60</th>\n",
        "      <th>fear_greed_index_min_5</th>\n",
        "      <th>fear_greed_index_max_5</th>\n",
        "      <th>fear_greed_index_min_7</th>\n",
@@ -2348,6 +2697,12 @@
        "      <th>fear_greed_index_max_14</th>\n",
        "      <th>fear_greed_index_min_20</th>\n",
        "      <th>fear_greed_index_max_20</th>\n",
+       "      <th>fear_greed_index_min_30</th>\n",
+       "      <th>fear_greed_index_max_30</th>\n",
+       "      <th>fear_greed_index_min_40</th>\n",
+       "      <th>fear_greed_index_max_40</th>\n",
+       "      <th>fear_greed_index_min_60</th>\n",
+       "      <th>fear_greed_index_max_60</th>\n",
        "      <th>SLOPE_50_min_5</th>\n",
        "      <th>SLOPE_50_max_5</th>\n",
        "      <th>SLOPE_50_min_7</th>\n",
@@ -2358,6 +2713,12 @@
        "      <th>SLOPE_50_max_14</th>\n",
        "      <th>SLOPE_50_min_20</th>\n",
        "      <th>SLOPE_50_max_20</th>\n",
+       "      <th>SLOPE_50_min_30</th>\n",
+       "      <th>SLOPE_50_max_30</th>\n",
+       "      <th>SLOPE_50_min_40</th>\n",
+       "      <th>SLOPE_50_max_40</th>\n",
+       "      <th>SLOPE_50_min_60</th>\n",
+       "      <th>SLOPE_50_max_60</th>\n",
        "      <th>^VIX_close_min_5</th>\n",
        "      <th>^VIX_close_max_5</th>\n",
        "      <th>^VIX_close_min_7</th>\n",
@@ -2368,6 +2729,12 @@
        "      <th>^VIX_close_max_14</th>\n",
        "      <th>^VIX_close_min_20</th>\n",
        "      <th>^VIX_close_max_20</th>\n",
+       "      <th>^VIX_close_min_30</th>\n",
+       "      <th>^VIX_close_max_30</th>\n",
+       "      <th>^VIX_close_min_40</th>\n",
+       "      <th>^VIX_close_max_40</th>\n",
+       "      <th>^VIX_close_min_60</th>\n",
+       "      <th>^VIX_close_max_60</th>\n",
        "    </tr>\n",
        "  </thead>\n",
        "  <tbody>\n",
@@ -2421,6 +2788,11 @@
        "      <td>1604456.0</td>\n",
        "      <td>1573526.0</td>\n",
        "      <td>1573526.0</td>\n",
+       "      <td>1522743.0</td>\n",
+       "      <td>1522743.0</td>\n",
+       "      <td>...</td>\n",
+       "      <td>1366004.0</td>\n",
+       "      <td>1366004.0</td>\n",
        "      <td>1651206.0</td>\n",
        "      <td>1651206.0</td>\n",
        "      <td>1640598.0</td>\n",
@@ -2431,6 +2803,12 @@
        "      <td>1604456.0</td>\n",
        "      <td>1573526.0</td>\n",
        "      <td>1573526.0</td>\n",
+       "      <td>1522743.0</td>\n",
+       "      <td>1522743.0</td>\n",
+       "      <td>1470435.0</td>\n",
+       "      <td>1470435.0</td>\n",
+       "      <td>1366004.0</td>\n",
+       "      <td>1366004.0</td>\n",
        "      <td>1391468.0</td>\n",
        "      <td>1391468.0</td>\n",
        "      <td>1381241.0</td>\n",
@@ -2441,6 +2819,12 @@
        "      <td>1346193.0</td>\n",
        "      <td>1315508.0</td>\n",
        "      <td>1315508.0</td>\n",
+       "      <td>1262337.0</td>\n",
+       "      <td>1262337.0</td>\n",
+       "      <td>1210812.0</td>\n",
+       "      <td>1210812.0</td>\n",
+       "      <td>1105608.0</td>\n",
+       "      <td>1105608.0</td>\n",
        "      <td>1651206.0</td>\n",
        "      <td>1651206.0</td>\n",
        "      <td>1640598.0</td>\n",
@@ -2451,6 +2835,12 @@
        "      <td>1604456.0</td>\n",
        "      <td>1573526.0</td>\n",
        "      <td>1573526.0</td>\n",
+       "      <td>1522743.0</td>\n",
+       "      <td>1522743.0</td>\n",
+       "      <td>1470435.0</td>\n",
+       "      <td>1470435.0</td>\n",
+       "      <td>1366004.0</td>\n",
+       "      <td>1366004.0</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>mean</th>\n",
@@ -2480,8 +2870,8 @@
        "      <td>389.621386259459</td>\n",
        "      <td>75.33245037348792</td>\n",
        "      <td>0.1790713473960465</td>\n",
-       "      <td>3.707943149127783e+16</td>\n",
-       "      <td>39.038371060741476</td>\n",
+       "      <td>2.072156728373689e+16</td>\n",
+       "      <td>39.15110731163447</td>\n",
        "      <td>422.4817242735741</td>\n",
        "      <td>-0.12171353760753283</td>\n",
        "      <td>22.945087274234215</td>\n",
@@ -2502,16 +2892,27 @@
        "      <td>434.8294796117814</td>\n",
        "      <td>407.1359286595836</td>\n",
        "      <td>438.1033788574198</td>\n",
-       "      <td>32.652524881813655</td>\n",
-       "      <td>45.055484900127546</td>\n",
-       "      <td>30.826058546944466</td>\n",
-       "      <td>46.88320173497713</td>\n",
-       "      <td>28.39460585815669</td>\n",
-       "      <td>49.29874740607084</td>\n",
-       "      <td>25.565298144667103</td>\n",
-       "      <td>52.17165257258535</td>\n",
-       "      <td>22.04476824660031</td>\n",
-       "      <td>55.58265131939351</td>\n",
+       "      <td>403.1820610175188</td>\n",
+       "      <td>442.60546603070935</td>\n",
+       "      <td>...</td>\n",
+       "      <td>395.21895135739027</td>\n",
+       "      <td>452.1981619892774</td>\n",
+       "      <td>33.08835057527649</td>\n",
+       "      <td>45.17997512121443</td>\n",
+       "      <td>31.068570728478274</td>\n",
+       "      <td>47.1059028476202</td>\n",
+       "      <td>28.411293776785474</td>\n",
+       "      <td>49.60199649465706</td>\n",
+       "      <td>25.3042009254227</td>\n",
+       "      <td>52.5216098166606</td>\n",
+       "      <td>21.49952463448332</td>\n",
+       "      <td>56.0425058117883</td>\n",
+       "      <td>17.43120342697356</td>\n",
+       "      <td>59.913672891617296</td>\n",
+       "      <td>14.639242129029846</td>\n",
+       "      <td>62.53574826496921</td>\n",
+       "      <td>11.415344318171835</td>\n",
+       "      <td>66.16530991124478</td>\n",
        "      <td>-0.3134764763544689</td>\n",
        "      <td>0.04391580259122024</td>\n",
        "      <td>-0.3749483038803511</td>\n",
@@ -2522,6 +2923,12 @@
        "      <td>0.21310235100019098</td>\n",
        "      <td>-0.659765778239281</td>\n",
        "      <td>0.297560628289604</td>\n",
+       "      <td>-0.8185488946295639</td>\n",
+       "      <td>0.4072110438020917</td>\n",
+       "      <td>-0.9372564003330004</td>\n",
+       "      <td>0.4912508787491382</td>\n",
+       "      <td>-1.1321541378137658</td>\n",
+       "      <td>0.6224870710052757</td>\n",
        "      <td>21.003293620284058</td>\n",
        "      <td>24.563491341459553</td>\n",
        "      <td>20.573545940818992</td>\n",
@@ -2532,6 +2939,12 @@
        "      <td>26.811092137705526</td>\n",
        "      <td>19.160646290257</td>\n",
        "      <td>27.89533884446452</td>\n",
+       "      <td>18.605200930497038</td>\n",
+       "      <td>29.243421552323323</td>\n",
+       "      <td>18.239721061574805</td>\n",
+       "      <td>30.125874366549212</td>\n",
+       "      <td>17.6582502109055</td>\n",
+       "      <td>31.53446863665103</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>std</th>\n",
@@ -2561,8 +2974,8 @@
        "      <td>3612.922998334148</td>\n",
        "      <td>75.1776933230736</td>\n",
        "      <td>0.17810951115649828</td>\n",
-       "      <td>5.293371280894611e+18</td>\n",
-       "      <td>16.585734663695135</td>\n",
+       "      <td>5.342110279767373e+18</td>\n",
+       "      <td>16.775891671705505</td>\n",
        "      <td>29.910964085330363</td>\n",
        "      <td>0.5966999616821942</td>\n",
        "      <td>5.0502288420883135</td>\n",
@@ -2583,16 +2996,27 @@
        "      <td>27.205317171070963</td>\n",
        "      <td>29.66156698533584</td>\n",
        "      <td>26.376335145148737</td>\n",
-       "      <td>15.896668598990153</td>\n",
-       "      <td>15.747815379887243</td>\n",
-       "      <td>15.593543711435794</td>\n",
-       "      <td>15.48620157330213</td>\n",
-       "      <td>15.013687867007969</td>\n",
-       "      <td>15.128059631628915</td>\n",
-       "      <td>13.967347929937048</td>\n",
-       "      <td>14.360638714139723</td>\n",
-       "      <td>12.061292453309532</td>\n",
-       "      <td>13.113562093865452</td>\n",
+       "      <td>30.014353035712123</td>\n",
+       "      <td>24.93580517111022</td>\n",
+       "      <td>...</td>\n",
+       "      <td>29.808680332122734</td>\n",
+       "      <td>21.955961959063504</td>\n",
+       "      <td>16.77421054707882</td>\n",
+       "      <td>15.65890959411534</td>\n",
+       "      <td>16.478457738407023</td>\n",
+       "      <td>15.395929703008091</td>\n",
+       "      <td>15.864511062844535</td>\n",
+       "      <td>15.031325261438734</td>\n",
+       "      <td>14.664812941069066</td>\n",
+       "      <td>14.2038176966812</td>\n",
+       "      <td>12.62814411403152</td>\n",
+       "      <td>12.853796787652664</td>\n",
+       "      <td>10.038123971282065</td>\n",
+       "      <td>10.915714436418755</td>\n",
+       "      <td>7.418141162193869</td>\n",
+       "      <td>9.980904121743848</td>\n",
+       "      <td>5.213064445623563</td>\n",
+       "      <td>8.80210128466111</td>\n",
        "      <td>0.6113358218488844</td>\n",
        "      <td>0.5542201332431868</td>\n",
        "      <td>0.6135987043455846</td>\n",
@@ -2603,6 +3027,12 @@
        "      <td>0.4931571280245606</td>\n",
        "      <td>0.6084764021361503</td>\n",
        "      <td>0.4560495261541595</td>\n",
+       "      <td>0.5991981100076645</td>\n",
+       "      <td>0.4195276656946411</td>\n",
+       "      <td>0.5999984667624728</td>\n",
+       "      <td>0.4092635270461401</td>\n",
+       "      <td>0.5778020890029235</td>\n",
+       "      <td>0.40057921382329376</td>\n",
        "      <td>4.391466772576109</td>\n",
        "      <td>5.191216132352474</td>\n",
        "      <td>4.190916374928763</td>\n",
@@ -2613,6 +3043,12 @@
        "      <td>5.201818726508616</td>\n",
        "      <td>3.43968478818868</td>\n",
        "      <td>5.146756025266215</td>\n",
+       "      <td>3.0504252390881046</td>\n",
+       "      <td>4.803997110068716</td>\n",
+       "      <td>2.7741051153712974</td>\n",
+       "      <td>4.526528164745741</td>\n",
+       "      <td>2.2116461359507777</td>\n",
+       "      <td>3.9127962438795296</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>min</th>\n",
@@ -2642,8 +3078,8 @@
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
        "      <td>0.0</td>\n",
-       "      <td>-9.222663260244464e+18</td>\n",
-       "      <td>4.0</td>\n",
+       "      <td>-9.222632705856777e+18</td>\n",
+       "      <td>3.0</td>\n",
        "      <td>356.58</td>\n",
        "      <td>-1.9129999999999996</td>\n",
        "      <td>15.020000457763672</td>\n",
@@ -2664,16 +3100,27 @@
        "      <td>377.8</td>\n",
        "      <td>356.58</td>\n",
        "      <td>384.16</td>\n",
-       "      <td>4.0</td>\n",
+       "      <td>356.58</td>\n",
+       "      <td>388.97</td>\n",
+       "      <td>...</td>\n",
+       "      <td>356.58</td>\n",
+       "      <td>407.54</td>\n",
+       "      <td>3.0</td>\n",
        "      <td>12.0</td>\n",
-       "      <td>4.0</td>\n",
+       "      <td>3.0</td>\n",
        "      <td>15.0</td>\n",
-       "      <td>4.0</td>\n",
+       "      <td>3.0</td>\n",
        "      <td>15.0</td>\n",
-       "      <td>4.0</td>\n",
+       "      <td>3.0</td>\n",
        "      <td>22.0</td>\n",
-       "      <td>4.0</td>\n",
+       "      <td>3.0</td>\n",
        "      <td>30.0</td>\n",
+       "      <td>3.0</td>\n",
+       "      <td>34.0</td>\n",
+       "      <td>3.0</td>\n",
+       "      <td>47.0</td>\n",
+       "      <td>3.0</td>\n",
+       "      <td>48.0</td>\n",
        "      <td>-1.9129999999999996</td>\n",
        "      <td>-1.548399999999999</td>\n",
        "      <td>-1.9129999999999996</td>\n",
@@ -2684,6 +3131,12 @@
        "      <td>-1.1418000000000006</td>\n",
        "      <td>-1.9129999999999996</td>\n",
        "      <td>-0.8834000000000003</td>\n",
+       "      <td>-1.9129999999999996</td>\n",
+       "      <td>-0.2743999999999994</td>\n",
+       "      <td>-1.9129999999999996</td>\n",
+       "      <td>-0.20039999999999963</td>\n",
+       "      <td>-1.9129999999999996</td>\n",
+       "      <td>-0.03659999999999968</td>\n",
        "      <td>15.010000228881836</td>\n",
        "      <td>15.979999542236328</td>\n",
        "      <td>15.010000228881836</td>\n",
@@ -2694,6 +3147,12 @@
        "      <td>16.979999542236328</td>\n",
        "      <td>15.010000228881836</td>\n",
        "      <td>18.729999542236328</td>\n",
+       "      <td>15.010000228881836</td>\n",
+       "      <td>19.729999542236328</td>\n",
+       "      <td>15.010000228881836</td>\n",
+       "      <td>20.700000762939453</td>\n",
+       "      <td>15.010000228881836</td>\n",
+       "      <td>21.670000076293945</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>25%</th>\n",
@@ -2723,8 +3182,8 @@
        "      <td>0.0</td>\n",
        "      <td>23.3</td>\n",
        "      <td>0.055</td>\n",
-       "      <td>-4.5374910094410056e+18</td>\n",
-       "      <td>27.0</td>\n",
+       "      <td>-4.661488976876878e+18</td>\n",
+       "      <td>26.0</td>\n",
        "      <td>396.39</td>\n",
        "      <td>-0.5158000000000004</td>\n",
        "      <td>18.40999984741211</td>\n",
@@ -2745,16 +3204,27 @@
        "      <td>414.15</td>\n",
        "      <td>377.96</td>\n",
        "      <td>417.37</td>\n",
-       "      <td>20.0</td>\n",
+       "      <td>373.83</td>\n",
+       "      <td>417.37</td>\n",
+       "      <td>...</td>\n",
+       "      <td>365.86</td>\n",
+       "      <td>429.69</td>\n",
+       "      <td>19.0</td>\n",
        "      <td>31.0</td>\n",
        "      <td>19.0</td>\n",
-       "      <td>32.0</td>\n",
-       "      <td>18.0</td>\n",
-       "      <td>36.0</td>\n",
+       "      <td>33.0</td>\n",
        "      <td>17.0</td>\n",
-       "      <td>41.0</td>\n",
-       "      <td>16.0</td>\n",
-       "      <td>46.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>15.0</td>\n",
+       "      <td>42.0</td>\n",
+       "      <td>14.0</td>\n",
+       "      <td>47.0</td>\n",
+       "      <td>13.0</td>\n",
+       "      <td>48.0</td>\n",
+       "      <td>10.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>10.0</td>\n",
+       "      <td>62.0</td>\n",
        "      <td>-0.7855999999999994</td>\n",
        "      <td>-0.35379999999999995</td>\n",
        "      <td>-0.8522000000000003</td>\n",
@@ -2765,6 +3235,12 @@
        "      <td>-0.14939999999999942</td>\n",
        "      <td>-1.1554000000000009</td>\n",
        "      <td>-0.10440000000000055</td>\n",
+       "      <td>-1.1554000000000009</td>\n",
+       "      <td>-0.03659999999999968</td>\n",
+       "      <td>-1.1636000000000002</td>\n",
+       "      <td>-0.03659999999999968</td>\n",
+       "      <td>-1.6666000000000007</td>\n",
+       "      <td>0.39879999999999993</td>\n",
        "      <td>16.950000762939453</td>\n",
        "      <td>20.200000762939453</td>\n",
        "      <td>16.860000610351562</td>\n",
@@ -2775,6 +3251,12 @@
        "      <td>21.889999389648438</td>\n",
        "      <td>15.649999618530273</td>\n",
        "      <td>23.139999389648438</td>\n",
+       "      <td>15.449999809265137</td>\n",
+       "      <td>24.360000610351562</td>\n",
+       "      <td>15.100000381469727</td>\n",
+       "      <td>26.09000015258789</td>\n",
+       "      <td>15.069999694824219</td>\n",
+       "      <td>31.1200008392334</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>50%</th>\n",
@@ -2804,7 +3286,7 @@
        "      <td>3.0</td>\n",
        "      <td>50.5</td>\n",
        "      <td>0.12</td>\n",
-       "      <td>2.1412299968220624e+16</td>\n",
+       "      <td>8.50374611258544e+16</td>\n",
        "      <td>37.0</td>\n",
        "      <td>426.05</td>\n",
        "      <td>-0.04099999999999909</td>\n",
@@ -2826,16 +3308,27 @@
        "      <td>437.79</td>\n",
        "      <td>416.38</td>\n",
        "      <td>442.14</td>\n",
-       "      <td>28.0</td>\n",
+       "      <td>416.38</td>\n",
+       "      <td>447.96</td>\n",
+       "      <td>...</td>\n",
+       "      <td>398.33</td>\n",
+       "      <td>458.41</td>\n",
+       "      <td>29.0</td>\n",
        "      <td>43.0</td>\n",
        "      <td>27.0</td>\n",
-       "      <td>45.0</td>\n",
-       "      <td>23.0</td>\n",
+       "      <td>47.0</td>\n",
+       "      <td>24.0</td>\n",
        "      <td>48.0</td>\n",
        "      <td>21.0</td>\n",
        "      <td>52.0</td>\n",
        "      <td>19.0</td>\n",
        "      <td>54.0</td>\n",
+       "      <td>15.0</td>\n",
+       "      <td>62.0</td>\n",
+       "      <td>14.0</td>\n",
+       "      <td>64.0</td>\n",
+       "      <td>13.0</td>\n",
+       "      <td>68.0</td>\n",
        "      <td>-0.2980000000000007</td>\n",
        "      <td>0.08059999999999945</td>\n",
        "      <td>-0.33100000000000024</td>\n",
@@ -2846,6 +3339,12 @@
        "      <td>0.3508000000000004</td>\n",
        "      <td>-0.7006000000000006</td>\n",
        "      <td>0.42520000000000097</td>\n",
+       "      <td>-0.9610000000000002</td>\n",
+       "      <td>0.5158000000000004</td>\n",
+       "      <td>-1.0632000000000006</td>\n",
+       "      <td>0.5984000000000003</td>\n",
+       "      <td>-1.1554000000000009</td>\n",
+       "      <td>0.8763999999999998</td>\n",
        "      <td>20.06999969482422</td>\n",
        "      <td>23.93000030517578</td>\n",
        "      <td>19.899999618530273</td>\n",
@@ -2856,6 +3355,12 @@
        "      <td>26.209999084472656</td>\n",
        "      <td>19.059999465942383</td>\n",
        "      <td>28.209999084472656</td>\n",
+       "      <td>18.899999618530273</td>\n",
+       "      <td>31.1200008392334</td>\n",
+       "      <td>18.899999618530273</td>\n",
+       "      <td>31.959999084472656</td>\n",
+       "      <td>18.899999618530273</td>\n",
+       "      <td>32.9900016784668</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>75%</th>\n",
@@ -2885,8 +3390,8 @@
        "      <td>48.0</td>\n",
        "      <td>106.6</td>\n",
        "      <td>0.253</td>\n",
-       "      <td>4.578166903658231e+18</td>\n",
-       "      <td>52.0</td>\n",
+       "      <td>4.648217088739346e+18</td>\n",
+       "      <td>53.0</td>\n",
        "      <td>446.58</td>\n",
        "      <td>0.37799999999999956</td>\n",
        "      <td>26.65999984741211</td>\n",
@@ -2907,16 +3412,27 @@
        "      <td>457.36</td>\n",
        "      <td>431.16</td>\n",
        "      <td>458.41</td>\n",
-       "      <td>44.0</td>\n",
+       "      <td>428.7</td>\n",
+       "      <td>461.51</td>\n",
+       "      <td>...</td>\n",
+       "      <td>424.93</td>\n",
+       "      <td>470.59</td>\n",
+       "      <td>46.0</td>\n",
        "      <td>60.0</td>\n",
        "      <td>42.0</td>\n",
-       "      <td>60.0</td>\n",
-       "      <td>39.0</td>\n",
+       "      <td>62.0</td>\n",
+       "      <td>38.0</td>\n",
        "      <td>63.0</td>\n",
-       "      <td>33.0</td>\n",
-       "      <td>64.0</td>\n",
+       "      <td>32.0</td>\n",
+       "      <td>65.0</td>\n",
        "      <td>27.0</td>\n",
+       "      <td>66.0</td>\n",
+       "      <td>21.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>18.0</td>\n",
        "      <td>68.0</td>\n",
+       "      <td>15.0</td>\n",
+       "      <td>76.0</td>\n",
        "      <td>0.21720000000000028</td>\n",
        "      <td>0.5051999999999999</td>\n",
        "      <td>0.1867999999999995</td>\n",
@@ -2927,6 +3443,12 @@
        "      <td>0.5986000000000001</td>\n",
        "      <td>-0.08360000000000013</td>\n",
        "      <td>0.6606000000000006</td>\n",
+       "      <td>-0.08360000000000013</td>\n",
+       "      <td>0.731400000000001</td>\n",
+       "      <td>-0.445</td>\n",
+       "      <td>0.9134000000000003</td>\n",
+       "      <td>-0.9263999999999999</td>\n",
+       "      <td>0.9772000000000003</td>\n",
        "      <td>24.549999237060547</td>\n",
        "      <td>28.709999084472656</td>\n",
        "      <td>23.959999084472656</td>\n",
@@ -2937,6 +3459,12 @@
        "      <td>31.959999084472656</td>\n",
        "      <td>21.780000686645508</td>\n",
        "      <td>32.95000076293945</td>\n",
+       "      <td>20.31999969482422</td>\n",
+       "      <td>33.52000045776367</td>\n",
+       "      <td>19.530000686645508</td>\n",
+       "      <td>33.52000045776367</td>\n",
+       "      <td>19.530000686645508</td>\n",
+       "      <td>33.630001068115234</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>max</th>\n",
@@ -2966,7 +3494,7 @@
        "      <td>265102.0</td>\n",
        "      <td>4469.3</td>\n",
        "      <td>10.425</td>\n",
-       "      <td>9.22276452695969e+18</td>\n",
+       "      <td>9.222873137449463e+18</td>\n",
        "      <td>77.0</td>\n",
        "      <td>477.77</td>\n",
        "      <td>0.9772000000000003</td>\n",
@@ -2988,16 +3516,27 @@
        "      <td>477.77</td>\n",
        "      <td>454.99</td>\n",
        "      <td>477.77</td>\n",
+       "      <td>450.44</td>\n",
+       "      <td>477.77</td>\n",
+       "      <td>...</td>\n",
+       "      <td>433.64</td>\n",
+       "      <td>477.77</td>\n",
        "      <td>72.0</td>\n",
        "      <td>77.0</td>\n",
        "      <td>72.0</td>\n",
        "      <td>77.0</td>\n",
        "      <td>69.0</td>\n",
        "      <td>77.0</td>\n",
-       "      <td>63.0</td>\n",
+       "      <td>60.0</td>\n",
        "      <td>77.0</td>\n",
        "      <td>58.0</td>\n",
        "      <td>77.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>77.0</td>\n",
+       "      <td>40.0</td>\n",
+       "      <td>77.0</td>\n",
+       "      <td>22.0</td>\n",
+       "      <td>77.0</td>\n",
        "      <td>0.7079999999999995</td>\n",
        "      <td>0.9772000000000003</td>\n",
        "      <td>0.6825999999999999</td>\n",
@@ -3008,6 +3547,12 @@
        "      <td>0.9772000000000003</td>\n",
        "      <td>0.3851999999999998</td>\n",
        "      <td>0.9772000000000003</td>\n",
+       "      <td>-0.0232000000000005</td>\n",
+       "      <td>0.9772000000000003</td>\n",
+       "      <td>-0.0232000000000005</td>\n",
+       "      <td>0.9772000000000003</td>\n",
+       "      <td>-0.08360000000000013</td>\n",
+       "      <td>0.9772000000000003</td>\n",
        "      <td>31.360000610351562</td>\n",
        "      <td>35.130001068115234</td>\n",
        "      <td>30.5</td>\n",
@@ -3018,9 +3563,16 @@
        "      <td>35.130001068115234</td>\n",
        "      <td>27.350000381469727</td>\n",
        "      <td>35.130001068115234</td>\n",
+       "      <td>25.75</td>\n",
+       "      <td>35.130001068115234</td>\n",
+       "      <td>23.959999084472656</td>\n",
+       "      <td>35.130001068115234</td>\n",
+       "      <td>23.030000686645508</td>\n",
+       "      <td>35.130001068115234</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
+       "<p>8 rows × 102 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
@@ -3104,24 +3656,24 @@
        "75%               -0.01001              0.35607               48.0   \n",
        "max                    0.0             12.17003           265102.0   \n",
        "\n",
-       "         STRIKE_DISTANCE  STRIKE_DISTANCE_PCT                OPTION_ID  \\\n",
-       "count          1672745.0            1672745.0                1672745.0   \n",
-       "mean   75.33245037348792   0.1790713473960465    3.707943149127783e+16   \n",
-       "std     75.1776933230736  0.17810951115649828    5.293371280894611e+18   \n",
-       "min                  0.0                  0.0   -9.222663260244464e+18   \n",
-       "25%                 23.3                0.055  -4.5374910094410056e+18   \n",
-       "50%                 50.5                 0.12   2.1412299968220624e+16   \n",
-       "75%                106.6                0.253    4.578166903658231e+18   \n",
-       "max               4469.3               10.425     9.22276452695969e+18   \n",
+       "         STRIKE_DISTANCE  STRIKE_DISTANCE_PCT               OPTION_ID  \\\n",
+       "count          1672745.0            1672745.0               1672745.0   \n",
+       "mean   75.33245037348792   0.1790713473960465   2.072156728373689e+16   \n",
+       "std     75.1776933230736  0.17810951115649828   5.342110279767373e+18   \n",
+       "min                  0.0                  0.0  -9.222632705856777e+18   \n",
+       "25%                 23.3                0.055  -4.661488976876878e+18   \n",
+       "50%                 50.5                 0.12    8.50374611258544e+16   \n",
+       "75%                106.6                0.253   4.648217088739346e+18   \n",
+       "max               4469.3               10.425   9.222873137449463e+18   \n",
        "\n",
        "         fear_greed_index               close              SLOPE_50  \\\n",
        "count           1672745.0           1672745.0             1412709.0   \n",
-       "mean   39.038371060741476   422.4817242735741  -0.12171353760753283   \n",
-       "std    16.585734663695135  29.910964085330363    0.5966999616821942   \n",
-       "min                   4.0              356.58   -1.9129999999999996   \n",
-       "25%                  27.0              396.39   -0.5158000000000004   \n",
+       "mean    39.15110731163447   422.4817242735741  -0.12171353760753283   \n",
+       "std    16.775891671705505  29.910964085330363    0.5966999616821942   \n",
+       "min                   3.0              356.58   -1.9129999999999996   \n",
+       "25%                  26.0              396.39   -0.5158000000000004   \n",
        "50%                  37.0              426.05  -0.04099999999999909   \n",
-       "75%                  52.0              446.58   0.37799999999999956   \n",
+       "75%                  53.0              446.58   0.37799999999999956   \n",
        "max                  77.0              477.77    0.9772000000000003   \n",
        "\n",
        "                ^VIX_open           ^VIX_high            ^VIX_low  \\\n",
@@ -3174,115 +3726,187 @@
        "75%                453.63              433.64              457.36   \n",
        "max                477.77              464.72              477.77   \n",
        "\n",
-       "            close_min_20        close_max_20 fear_greed_index_min_5  \\\n",
-       "count          1573526.0           1573526.0              1651206.0   \n",
-       "mean   407.1359286595836   438.1033788574198     32.652524881813655   \n",
-       "std    29.66156698533584  26.376335145148737     15.896668598990153   \n",
-       "min               356.58              384.16                    4.0   \n",
-       "25%               377.96              417.37                   20.0   \n",
-       "50%               416.38              442.14                   28.0   \n",
-       "75%               431.16              458.41                   44.0   \n",
-       "max               454.99              477.77                   72.0   \n",
+       "            close_min_20        close_max_20        close_min_30  \\\n",
+       "count          1573526.0           1573526.0           1522743.0   \n",
+       "mean   407.1359286595836   438.1033788574198   403.1820610175188   \n",
+       "std    29.66156698533584  26.376335145148737  30.014353035712123   \n",
+       "min               356.58              384.16              356.58   \n",
+       "25%               377.96              417.37              373.83   \n",
+       "50%               416.38              442.14              416.38   \n",
+       "75%               431.16              458.41               428.7   \n",
+       "max               454.99              477.77              450.44   \n",
        "\n",
-       "      fear_greed_index_max_5 fear_greed_index_min_7 fear_greed_index_max_7  \\\n",
-       "count              1651206.0              1640598.0              1640598.0   \n",
-       "mean      45.055484900127546     30.826058546944466      46.88320173497713   \n",
-       "std       15.747815379887243     15.593543711435794      15.48620157330213   \n",
-       "min                     12.0                    4.0                   15.0   \n",
-       "25%                     31.0                   19.0                   32.0   \n",
-       "50%                     43.0                   27.0                   45.0   \n",
-       "75%                     60.0                   42.0                   60.0   \n",
-       "max                     77.0                   72.0                   77.0   \n",
+       "             close_max_30  ...        close_min_60        close_max_60  \\\n",
+       "count           1522743.0  ...           1366004.0           1366004.0   \n",
+       "mean   442.60546603070935  ...  395.21895135739027   452.1981619892774   \n",
+       "std     24.93580517111022  ...  29.808680332122734  21.955961959063504   \n",
+       "min                388.97  ...              356.58              407.54   \n",
+       "25%                417.37  ...              365.86              429.69   \n",
+       "50%                447.96  ...              398.33              458.41   \n",
+       "75%                461.51  ...              424.93              470.59   \n",
+       "max                477.77  ...              433.64              477.77   \n",
        "\n",
-       "      fear_greed_index_min_10 fear_greed_index_max_10 fear_greed_index_min_14  \\\n",
-       "count               1624948.0               1624948.0               1604456.0   \n",
-       "mean        28.39460585815669       49.29874740607084      25.565298144667103   \n",
-       "std        15.013687867007969      15.128059631628915      13.967347929937048   \n",
-       "min                       4.0                    15.0                     4.0   \n",
-       "25%                      18.0                    36.0                    17.0   \n",
-       "50%                      23.0                    48.0                    21.0   \n",
-       "75%                      39.0                    63.0                    33.0   \n",
-       "max                      69.0                    77.0                    63.0   \n",
+       "      fear_greed_index_min_5 fear_greed_index_max_5 fear_greed_index_min_7  \\\n",
+       "count              1651206.0              1651206.0              1640598.0   \n",
+       "mean       33.08835057527649      45.17997512121443     31.068570728478274   \n",
+       "std        16.77421054707882      15.65890959411534     16.478457738407023   \n",
+       "min                      3.0                   12.0                    3.0   \n",
+       "25%                     19.0                   31.0                   19.0   \n",
+       "50%                     29.0                   43.0                   27.0   \n",
+       "75%                     46.0                   60.0                   42.0   \n",
+       "max                     72.0                   77.0                   72.0   \n",
        "\n",
-       "      fear_greed_index_max_14 fear_greed_index_min_20 fear_greed_index_max_20  \\\n",
-       "count               1604456.0               1573526.0               1573526.0   \n",
-       "mean        52.17165257258535       22.04476824660031       55.58265131939351   \n",
-       "std        14.360638714139723      12.061292453309532      13.113562093865452   \n",
-       "min                      22.0                     4.0                    30.0   \n",
-       "25%                      41.0                    16.0                    46.0   \n",
-       "50%                      52.0                    19.0                    54.0   \n",
-       "75%                      64.0                    27.0                    68.0   \n",
-       "max                      77.0                    58.0                    77.0   \n",
+       "      fear_greed_index_max_7 fear_greed_index_min_10 fear_greed_index_max_10  \\\n",
+       "count              1640598.0               1624948.0               1624948.0   \n",
+       "mean        47.1059028476202      28.411293776785474       49.60199649465706   \n",
+       "std       15.395929703008091      15.864511062844535      15.031325261438734   \n",
+       "min                     15.0                     3.0                    15.0   \n",
+       "25%                     33.0                    17.0                    36.0   \n",
+       "50%                     47.0                    24.0                    48.0   \n",
+       "75%                     62.0                    38.0                    63.0   \n",
+       "max                     77.0                    69.0                    77.0   \n",
        "\n",
-       "            SLOPE_50_min_5        SLOPE_50_max_5        SLOPE_50_min_7  \\\n",
-       "count            1391468.0             1391468.0             1381241.0   \n",
-       "mean   -0.3134764763544689   0.04391580259122024   -0.3749483038803511   \n",
-       "std     0.6113358218488844    0.5542201332431868    0.6135987043455846   \n",
-       "min    -1.9129999999999996    -1.548399999999999   -1.9129999999999996   \n",
-       "25%    -0.7855999999999994  -0.35379999999999995   -0.8522000000000003   \n",
-       "50%    -0.2980000000000007   0.08059999999999945  -0.33100000000000024   \n",
-       "75%    0.21720000000000028    0.5051999999999999    0.1867999999999995   \n",
-       "max     0.7079999999999995    0.9772000000000003    0.6825999999999999   \n",
+       "      fear_greed_index_min_14 fear_greed_index_max_14 fear_greed_index_min_20  \\\n",
+       "count               1604456.0               1604456.0               1573526.0   \n",
+       "mean         25.3042009254227        52.5216098166606       21.49952463448332   \n",
+       "std        14.664812941069066        14.2038176966812       12.62814411403152   \n",
+       "min                       3.0                    22.0                     3.0   \n",
+       "25%                      15.0                    42.0                    14.0   \n",
+       "50%                      21.0                    52.0                    19.0   \n",
+       "75%                      32.0                    65.0                    27.0   \n",
+       "max                      60.0                    77.0                    58.0   \n",
        "\n",
-       "             SLOPE_50_max_7       SLOPE_50_min_10       SLOPE_50_max_10  \\\n",
-       "count             1381241.0             1366004.0             1366004.0   \n",
-       "mean    0.09125021122309583  -0.45223916928500946   0.14910675195680256   \n",
-       "std      0.5367767117084178    0.6173529899008656    0.5157708246192158   \n",
-       "min                 -1.4002   -1.9129999999999996   -1.2479999999999996   \n",
-       "25%    -0.28460000000000035   -0.9263999999999999  -0.23519999999999983   \n",
-       "50%     0.12460000000000036                -0.445    0.2674000000000001   \n",
-       "75%      0.5263999999999999   0.04259999999999991    0.5984000000000003   \n",
-       "max      0.9772000000000003    0.5853999999999996    0.9772000000000003   \n",
+       "      fear_greed_index_max_20 fear_greed_index_min_30 fear_greed_index_max_30  \\\n",
+       "count               1573526.0               1522743.0               1522743.0   \n",
+       "mean         56.0425058117883       17.43120342697356      59.913672891617296   \n",
+       "std        12.853796787652664      10.038123971282065      10.915714436418755   \n",
+       "min                      30.0                     3.0                    34.0   \n",
+       "25%                      47.0                    13.0                    48.0   \n",
+       "50%                      54.0                    15.0                    62.0   \n",
+       "75%                      66.0                    21.0                    68.0   \n",
+       "max                      77.0                    54.0                    77.0   \n",
        "\n",
-       "           SLOPE_50_min_14       SLOPE_50_max_14       SLOPE_50_min_20  \\\n",
-       "count            1346193.0             1346193.0             1315508.0   \n",
-       "mean   -0.5384226584152496   0.21310235100019098    -0.659765778239281   \n",
-       "std     0.6180639410125455    0.4931571280245606    0.6084764021361503   \n",
-       "min    -1.9129999999999996   -1.1418000000000006   -1.9129999999999996   \n",
-       "25%    -1.0632000000000006  -0.14939999999999942   -1.1554000000000009   \n",
-       "50%    -0.4551999999999998    0.3508000000000004   -0.7006000000000006   \n",
-       "75%    -0.0232000000000005    0.5986000000000001  -0.08360000000000013   \n",
-       "max     0.5363999999999999    0.9772000000000003    0.3851999999999998   \n",
+       "      fear_greed_index_min_40 fear_greed_index_max_40 fear_greed_index_min_60  \\\n",
+       "count               1470435.0               1470435.0               1366004.0   \n",
+       "mean       14.639242129029846       62.53574826496921      11.415344318171835   \n",
+       "std         7.418141162193869       9.980904121743848       5.213064445623563   \n",
+       "min                       3.0                    47.0                     3.0   \n",
+       "25%                      10.0                    54.0                    10.0   \n",
+       "50%                      14.0                    64.0                    13.0   \n",
+       "75%                      18.0                    68.0                    15.0   \n",
+       "max                      40.0                    77.0                    22.0   \n",
        "\n",
-       "            SLOPE_50_max_20    ^VIX_close_min_5    ^VIX_close_max_5  \\\n",
-       "count             1315508.0           1651206.0           1651206.0   \n",
-       "mean      0.297560628289604  21.003293620284058  24.563491341459553   \n",
-       "std      0.4560495261541595   4.391466772576109   5.191216132352474   \n",
-       "min     -0.8834000000000003  15.010000228881836  15.979999542236328   \n",
-       "25%    -0.10440000000000055  16.950000762939453  20.200000762939453   \n",
-       "50%     0.42520000000000097   20.06999969482422   23.93000030517578   \n",
-       "75%      0.6606000000000006  24.549999237060547  28.709999084472656   \n",
-       "max      0.9772000000000003  31.360000610351562  35.130001068115234   \n",
+       "      fear_greed_index_max_60       SLOPE_50_min_5        SLOPE_50_max_5  \\\n",
+       "count               1366004.0            1391468.0             1391468.0   \n",
+       "mean        66.16530991124478  -0.3134764763544689   0.04391580259122024   \n",
+       "std          8.80210128466111   0.6113358218488844    0.5542201332431868   \n",
+       "min                      48.0  -1.9129999999999996    -1.548399999999999   \n",
+       "25%                      62.0  -0.7855999999999994  -0.35379999999999995   \n",
+       "50%                      68.0  -0.2980000000000007   0.08059999999999945   \n",
+       "75%                      76.0  0.21720000000000028    0.5051999999999999   \n",
+       "max                      77.0   0.7079999999999995    0.9772000000000003   \n",
        "\n",
-       "         ^VIX_close_min_7    ^VIX_close_max_7   ^VIX_close_min_10  \\\n",
-       "count           1640598.0           1640598.0           1624948.0   \n",
-       "mean   20.573545940818992   25.14628963918732   20.14306429842733   \n",
-       "std     4.190916374928763   5.208118361633256  3.9866024469494534   \n",
-       "min    15.010000228881836  16.200000762939453  15.010000228881836   \n",
-       "25%    16.860000610351562  20.700000762939453    16.3700008392334   \n",
-       "50%    19.899999618530273  24.360000610351562  19.530000686645508   \n",
-       "75%    23.959999084472656  29.829999923706055  23.530000686645508   \n",
-       "max                  30.5  35.130001068115234  29.690000534057617   \n",
+       "             SLOPE_50_min_7        SLOPE_50_max_7       SLOPE_50_min_10  \\\n",
+       "count             1381241.0             1381241.0             1366004.0   \n",
+       "mean    -0.3749483038803511   0.09125021122309583  -0.45223916928500946   \n",
+       "std      0.6135987043455846    0.5367767117084178    0.6173529899008656   \n",
+       "min     -1.9129999999999996               -1.4002   -1.9129999999999996   \n",
+       "25%     -0.8522000000000003  -0.28460000000000035   -0.9263999999999999   \n",
+       "50%    -0.33100000000000024   0.12460000000000036                -0.445   \n",
+       "75%      0.1867999999999995    0.5263999999999999   0.04259999999999991   \n",
+       "max      0.6825999999999999    0.9772000000000003    0.5853999999999996   \n",
        "\n",
-       "        ^VIX_close_max_10   ^VIX_close_min_14   ^VIX_close_max_14  \\\n",
-       "count           1624948.0           1604456.0           1604456.0   \n",
-       "mean   25.910674886352034  19.703229941173866  26.811092137705526   \n",
-       "std     5.225690203041318  3.7819174578886927   5.201818726508616   \n",
-       "min    16.979999542236328  15.010000228881836  16.979999542236328   \n",
-       "25%    21.670000076293945  16.149999618530273  21.889999389648438   \n",
-       "50%    24.690000534057617  19.190000534057617  26.209999084472656   \n",
-       "75%      31.1200008392334  22.790000915527344  31.959999084472656   \n",
-       "max    35.130001068115234  28.549999237060547  35.130001068115234   \n",
+       "            SLOPE_50_max_10      SLOPE_50_min_14       SLOPE_50_max_14  \\\n",
+       "count             1366004.0            1346193.0             1346193.0   \n",
+       "mean    0.14910675195680256  -0.5384226584152496   0.21310235100019098   \n",
+       "std      0.5157708246192158   0.6180639410125455    0.4931571280245606   \n",
+       "min     -1.2479999999999996  -1.9129999999999996   -1.1418000000000006   \n",
+       "25%    -0.23519999999999983  -1.0632000000000006  -0.14939999999999942   \n",
+       "50%      0.2674000000000001  -0.4551999999999998    0.3508000000000004   \n",
+       "75%      0.5984000000000003  -0.0232000000000005    0.5986000000000001   \n",
+       "max      0.9772000000000003   0.5363999999999999    0.9772000000000003   \n",
+       "\n",
+       "            SLOPE_50_min_20       SLOPE_50_max_20       SLOPE_50_min_30  \\\n",
+       "count             1315508.0             1315508.0             1262337.0   \n",
+       "mean     -0.659765778239281     0.297560628289604   -0.8185488946295639   \n",
+       "std      0.6084764021361503    0.4560495261541595    0.5991981100076645   \n",
+       "min     -1.9129999999999996   -0.8834000000000003   -1.9129999999999996   \n",
+       "25%     -1.1554000000000009  -0.10440000000000055   -1.1554000000000009   \n",
+       "50%     -0.7006000000000006   0.42520000000000097   -0.9610000000000002   \n",
+       "75%    -0.08360000000000013    0.6606000000000006  -0.08360000000000013   \n",
+       "max      0.3851999999999998    0.9772000000000003   -0.0232000000000005   \n",
+       "\n",
+       "            SLOPE_50_max_30      SLOPE_50_min_40       SLOPE_50_max_40  \\\n",
+       "count             1262337.0            1210812.0             1210812.0   \n",
+       "mean     0.4072110438020917  -0.9372564003330004    0.4912508787491382   \n",
+       "std      0.4195276656946411   0.5999984667624728    0.4092635270461401   \n",
+       "min     -0.2743999999999994  -1.9129999999999996  -0.20039999999999963   \n",
+       "25%    -0.03659999999999968  -1.1636000000000002  -0.03659999999999968   \n",
+       "50%      0.5158000000000004  -1.0632000000000006    0.5984000000000003   \n",
+       "75%       0.731400000000001               -0.445    0.9134000000000003   \n",
+       "max      0.9772000000000003  -0.0232000000000005    0.9772000000000003   \n",
+       "\n",
+       "            SLOPE_50_min_60       SLOPE_50_max_60    ^VIX_close_min_5  \\\n",
+       "count             1105608.0             1105608.0           1651206.0   \n",
+       "mean    -1.1321541378137658    0.6224870710052757  21.003293620284058   \n",
+       "std      0.5778020890029235   0.40057921382329376   4.391466772576109   \n",
+       "min     -1.9129999999999996  -0.03659999999999968  15.010000228881836   \n",
+       "25%     -1.6666000000000007   0.39879999999999993  16.950000762939453   \n",
+       "50%     -1.1554000000000009    0.8763999999999998   20.06999969482422   \n",
+       "75%     -0.9263999999999999    0.9772000000000003  24.549999237060547   \n",
+       "max    -0.08360000000000013    0.9772000000000003  31.360000610351562   \n",
+       "\n",
+       "         ^VIX_close_max_5    ^VIX_close_min_7    ^VIX_close_max_7  \\\n",
+       "count           1651206.0           1640598.0           1640598.0   \n",
+       "mean   24.563491341459553  20.573545940818992   25.14628963918732   \n",
+       "std     5.191216132352474   4.190916374928763   5.208118361633256   \n",
+       "min    15.979999542236328  15.010000228881836  16.200000762939453   \n",
+       "25%    20.200000762939453  16.860000610351562  20.700000762939453   \n",
+       "50%     23.93000030517578  19.899999618530273  24.360000610351562   \n",
+       "75%    28.709999084472656  23.959999084472656  29.829999923706055   \n",
+       "max    35.130001068115234                30.5  35.130001068115234   \n",
+       "\n",
+       "        ^VIX_close_min_10   ^VIX_close_max_10   ^VIX_close_min_14  \\\n",
+       "count           1624948.0           1624948.0           1604456.0   \n",
+       "mean    20.14306429842733  25.910674886352034  19.703229941173866   \n",
+       "std    3.9866024469494534   5.225690203041318  3.7819174578886927   \n",
+       "min    15.010000228881836  16.979999542236328  15.010000228881836   \n",
+       "25%      16.3700008392334  21.670000076293945  16.149999618530273   \n",
+       "50%    19.530000686645508  24.690000534057617  19.190000534057617   \n",
+       "75%    23.530000686645508    31.1200008392334  22.790000915527344   \n",
+       "max    29.690000534057617  35.130001068115234  28.549999237060547   \n",
+       "\n",
+       "        ^VIX_close_max_14   ^VIX_close_min_20   ^VIX_close_max_20  \\\n",
+       "count           1604456.0           1573526.0           1573526.0   \n",
+       "mean   26.811092137705526     19.160646290257   27.89533884446452   \n",
+       "std     5.201818726508616    3.43968478818868   5.146756025266215   \n",
+       "min    16.979999542236328  15.010000228881836  18.729999542236328   \n",
+       "25%    21.889999389648438  15.649999618530273  23.139999389648438   \n",
+       "50%    26.209999084472656  19.059999465942383  28.209999084472656   \n",
+       "75%    31.959999084472656  21.780000686645508   32.95000076293945   \n",
+       "max    35.130001068115234  27.350000381469727  35.130001068115234   \n",
+       "\n",
+       "        ^VIX_close_min_30   ^VIX_close_max_30   ^VIX_close_min_40  \\\n",
+       "count           1522743.0           1522743.0           1470435.0   \n",
+       "mean   18.605200930497038  29.243421552323323  18.239721061574805   \n",
+       "std    3.0504252390881046   4.803997110068716  2.7741051153712974   \n",
+       "min    15.010000228881836  19.729999542236328  15.010000228881836   \n",
+       "25%    15.449999809265137  24.360000610351562  15.100000381469727   \n",
+       "50%    18.899999618530273    31.1200008392334  18.899999618530273   \n",
+       "75%     20.31999969482422   33.52000045776367  19.530000686645508   \n",
+       "max                 25.75  35.130001068115234  23.959999084472656   \n",
+       "\n",
+       "        ^VIX_close_max_40   ^VIX_close_min_60   ^VIX_close_max_60  \n",
+       "count           1470435.0           1366004.0           1366004.0  \n",
+       "mean   30.125874366549212    17.6582502109055   31.53446863665103  \n",
+       "std     4.526528164745741  2.2116461359507777  3.9127962438795296  \n",
+       "min    20.700000762939453  15.010000228881836  21.670000076293945  \n",
+       "25%     26.09000015258789  15.069999694824219    31.1200008392334  \n",
+       "50%    31.959999084472656  18.899999618530273    32.9900016784668  \n",
+       "75%     33.52000045776367  19.530000686645508  33.630001068115234  \n",
+       "max    35.130001068115234  23.030000686645508  35.130001068115234  \n",
        "\n",
-       "        ^VIX_close_min_20   ^VIX_close_max_20  \n",
-       "count           1573526.0           1573526.0  \n",
-       "mean      19.160646290257   27.89533884446452  \n",
-       "std      3.43968478818868   5.146756025266215  \n",
-       "min    15.010000228881836  18.729999542236328  \n",
-       "25%    15.649999618530273  23.139999389648438  \n",
-       "50%    19.059999465942383  28.209999084472656  \n",
-       "75%    21.780000686645508   32.95000076293945  \n",
-       "max    27.350000381469727  35.130001068115234  "
+       "[8 rows x 102 columns]"
       ]
      },
      "execution_count": 9,
@@ -3302,6 +3926,52 @@
   {
    "cell_type": "code",
    "execution_count": 10,
+   "id": "f5b6a253-4d2d-4166-a0df-dc03a904d0bb",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<Axes: >"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "0d933e273c404ff0be5b35a990e4297f",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "image/png": 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",
+      "text/html": [
+       "\n",
+       "            <div style=\"display: inline-block;\">\n",
+       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
+       "                    Figure\n",
+       "                </div>\n",
+       "                <img 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' width=640.0/>\n",
+       "            </div>\n",
+       "        "
+      ],
+      "text/plain": [
+       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# df_option_history[[\"fear_greed_index\", \"fear_greed_index_max_30\", \"fear_greed_index_min_30\"]].drop_duplicates().plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
    "id": "95a774ff-3056-460b-a80c-a39cac253015",
    "metadata": {
     "scrolled": true
@@ -3311,466 +3981,156 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "2021-05-25 $700 1 buy put 2021-06-09 419.12 415.0 $299 -316018082916741670\n",
-      "2021-05-26 $1019 0 sell put 2021-06-09 418.25 415.0 $319 -316018082916741670\n",
-      "2021-05-28 $712 1 buy call 2021-06-11 419.2 421.0 $306 6361735715278617292\n",
-      "2021-06-02 $965 0 sell call 2021-06-11 419.64 421.0 $254 6361735715278617292\n",
-      "2021-06-02 $666 1 buy call 2021-06-16 419.64 422.0 $299 -1176074430795405669\n",
-      "2021-06-03 $475 2 buy call 2021-06-18 420.37 425.0 $190 3520833881177493791\n",
-      "2021-06-04 $708 1 sell call 2021-06-16 418.82 422.0 $234 -1176074430795405669\n",
-      "2021-06-04 $492 2 buy call 2021-06-18 418.82 423.0 $216 -6336467769284147661\n",
-      "2021-06-04 $634 1 sell call 2021-06-18 418.82 425.0 $143 3520833881177493791\n",
-      "2021-06-08 $898 0 sell call 2021-06-18 422.23 423.0 $265 -6336467769284147661\n",
-      "2021-06-08 $760 1 buy call 2021-06-23 422.23 427.0 $138 168265718765799086\n",
-      "2021-06-09 $540 2 buy call 2021-06-23 422.27 425.0 $219 -5364191827039087672\n",
-      "2021-06-10 $731 1 sell call 2021-06-23 421.65 425.0 $192 -5364191827039087672\n",
-      "2021-06-10 $508 2 buy call 2021-06-25 421.65 425.0 $223 1579489159509896204\n",
-      "2021-06-11 $629 1 sell call 2021-06-23 423.61 427.0 $122 168265718765799086\n",
-      "2021-06-11 $443 2 buy call 2021-06-25 423.61 426.0 $185 -3403568860231824449\n",
-      "2021-06-15 $709 1 sell call 2021-06-25 425.33 425.0 $266 1579489159509896204\n",
-      "2021-06-15 $921 0 sell call 2021-06-25 425.33 426.0 $213 -3403568860231824449\n",
-      "2021-06-15 $646 1 buy call 2021-06-30 425.33 426.0 $274 -7699523744620227038\n",
-      "2021-06-16 $884 0 sell call 2021-06-30 424.51 426.0 $238 -7699523744620227038\n",
-      "2021-06-16 $604 1 buy put 2021-06-30 424.51 419.0 $279 -9205049959457405390\n",
-      "2021-06-17 $964 0 sell put 2021-06-30 422.09 419.0 $361 -9205049959457405390\n",
-      "2021-06-17 $659 1 buy put 2021-07-02 422.09 415.0 $305 795149713874529055\n",
-      "2021-06-18 $922 0 sell put 2021-07-02 421.89 415.0 $264 795149713874529055\n",
-      "2021-06-18 $655 1 buy put 2021-07-02 421.89 415.0 $266 795149713874529055\n",
-      "2021-06-22 $868 0 sell put 2021-07-02 420.84 415.0 $213 795149713874529055\n",
-      "2021-06-22 $580 1 buy put 2021-07-06 420.84 417.0 $287 -744454855536284164\n",
-      "2021-06-23 $759 0 sell put 2021-07-06 423.09 417.0 $179 -744454855536284164\n",
-      "2021-06-25 $527 1 buy call 2021-07-09 425.1 427.0 $231 2643237026334104936\n",
-      "2021-06-29 $821 0 sell call 2021-07-09 427.49 427.0 $295 2643237026334104936\n",
-      "2021-07-07 $553 1 buy put 2021-07-21 432.88 430.0 $268 -239090989409184123\n",
-      "2021-07-08 $766 0 sell put 2021-07-21 434.5 430.0 $214 -239090989409184123\n",
-      "2021-07-08 $516 1 buy put 2021-07-23 434.5 430.0 $249 -8004402284299334217\n",
-      "2021-07-09 $950 0 sell put 2021-07-23 430.87 430.0 $434 -8004402284299334217\n",
-      "2021-07-15 $633 1 buy put 2021-07-30 436.29 433.0 $316 -5372637814447668325\n",
-      "2021-07-16 $1000 0 sell put 2021-07-30 434.65 433.0 $368 -5372637814447668325\n",
-      "2021-07-16 $683 1 buy put 2021-07-30 434.65 431.0 $317 -1701673711575829620\n",
-      "2021-07-20 $1504 0 sell put 2021-07-30 424.93 431.0 $822 -1701673711575829620\n",
-      "2021-07-20 $1010 1 buy put 2021-08-04 424.93 420.0 $493 -8117502063655787653\n",
-      "2021-07-21 $1258 0 sell put 2021-08-04 431.07 420.0 $248 -8117502063655787653\n",
-      "2021-07-23 $861 1 buy call 2021-08-06 435.51 436.0 $396 -8735812756302087855\n",
-      "2021-07-27 $1553 0 sell call 2021-08-06 440.99 436.0 $693 -8735812756302087855\n",
-      "2021-07-29 $1111 1 buy call 2021-08-13 438.86 439.0 $442 621760015941718347\n",
-      "2021-07-30 $742 2 buy put 2021-08-13 440.67 440.0 $368 8763297668163258816\n",
-      "2021-07-30 $1249 1 sell call 2021-08-13 440.67 439.0 $508 621760015941718347\n",
-      "2021-08-03 $1738 0 sell put 2021-08-13 437.6 440.0 $489 8763297668163258816\n",
-      "2021-08-03 $1217 1 buy call 2021-08-18 437.6 437.0 $520 112045880868823948\n",
-      "2021-08-04 $1897 0 sell call 2021-08-18 441.17 437.0 $681 112045880868823948\n",
-      "2021-08-05 $1454 1 buy call 2021-08-20 439.02 439.0 $443 -8834229154934626017\n",
-      "2021-08-06 $1071 2 buy call 2021-08-20 441.73 442.0 $382 -2301080313776661788\n",
-      "2021-08-06 $1649 1 sell call 2021-08-20 441.73 439.0 $579 -8834229154934626017\n",
-      "2021-08-10 $1970 0 sell call 2021-08-20 442.14 442.0 $321 -2301080313776661788\n",
-      "2021-08-10 $1569 1 buy call 2021-08-25 442.14 442.0 $400 6238949954738594495\n",
-      "2021-08-11 $1223 2 buy call 2021-08-25 442.67 443.0 $345 -2373282444376348542\n",
-      "2021-08-12 $855 3 buy call 2021-08-27 443.73 444.0 $368 -3406897239937079993\n",
-      "2021-08-13 $1281 2 sell call 2021-08-25 445.06 443.0 $427 -2373282444376348542\n",
-      "2021-08-13 $1784 1 sell call 2021-08-25 445.06 442.0 $504 6238949954738594495\n",
-      "2021-08-13 $1427 2 buy call 2021-08-27 445.06 445.0 $357 8468704722269527965\n",
-      "2021-08-13 $1845 1 sell call 2021-08-27 445.06 444.0 $419 -3406897239937079993\n",
-      "2021-08-17 $2262 0 sell call 2021-08-27 447.06 445.0 $418 8468704722269527965\n",
-      "2021-08-18 $1832 1 buy put 2021-09-01 443.95 444.0 $430 -6736289218933144439\n",
-      "2021-08-19 $2538 0 sell put 2021-09-01 439.25 444.0 $707 -6736289218933144439\n",
-      "2021-08-19 $1945 1 buy put 2021-09-03 439.25 439.0 $592 -6884271573314283407\n",
-      "2021-08-20 $2486 0 sell put 2021-09-03 439.87 439.0 $541 -6884271573314283407\n",
-      "2021-08-25 $2136 1 buy call 2021-09-08 447.96 448.0 $349 -4484801547672544518\n",
-      "2021-08-26 $2514 0 sell call 2021-09-08 448.88 448.0 $379 -4484801547672544518\n",
-      "2021-08-27 $2056 1 buy call 2021-09-10 446.33 446.0 $458 -6613503749634975223\n",
-      "2021-08-31 $2744 0 sell call 2021-09-10 452.18 446.0 $689 -6613503749634975223\n",
-      "2021-08-31 $2385 1 buy call 2021-09-15 452.18 452.0 $358 6089091732228613643\n",
-      "2021-09-01 $2715 0 sell call 2021-09-15 451.6 452.0 $330 6089091732228613643\n",
-      "2021-09-08 $2223 1 buy put 2021-09-22 451.52 452.0 $491 -492923806554866076\n",
-      "2021-09-09 $1716 2 buy put 2021-09-24 450.97 451.0 $506 -459108983873823992\n",
-      "2021-09-10 $2346 1 sell put 2021-09-22 448.89 452.0 $630 -492923806554866076\n",
-      "2021-09-10 $1797 2 buy put 2021-09-24 448.89 449.0 $548 -1916072928340654325\n",
-      "2021-09-10 $2423 1 sell put 2021-09-24 448.89 451.0 $626 -459108983873823992\n",
-      "2021-09-14 $3030 0 sell put 2021-09-24 446.56 449.0 $608 -1916072928340654325\n",
-      "2021-09-17 $2502 1 buy put 2021-10-01 447.15 447.0 $527 -4381716056456129993\n",
-      "2021-09-21 $3802 0 sell put 2021-10-01 434.01 447.0 $1300 -4381716056456129993\n",
-      "2021-09-21 $3070 1 buy put 2021-10-06 434.01 434.0 $731 -6787066545127110949\n",
-      "2021-09-22 $3776 0 sell put 2021-10-06 433.74 434.0 $707 -6787066545127110949\n",
-      "2021-09-24 $3263 1 buy call 2021-10-08 443.13 443.0 $513 832141207271048544\n",
-      "2021-09-28 $3643 0 sell call 2021-10-08 442.67 443.0 $381 832141207271048544\n",
-      "2021-09-29 $2975 1 buy put 2021-10-13 433.66 433.0 $667 5144097970190601667\n",
-      "2021-09-30 $3566 0 sell put 2021-10-13 434.37 433.0 $591 5144097970190601667\n",
-      "2021-09-30 $2880 1 buy put 2021-10-15 434.37 434.0 $685 -5071211591900903598\n",
-      "2021-10-01 $3739 0 sell put 2021-10-15 429.0 434.0 $860 -5071211591900903598\n",
-      "2021-10-05 $3036 1 buy call 2021-10-20 428.7 429.0 $703 7838283956571337871\n",
-      "2021-10-06 $2409 2 buy call 2021-10-20 433.06 433.0 $626 -9031921188358448793\n",
-      "2021-10-06 $3293 1 sell call 2021-10-20 433.06 429.0 $885 7838283956571337871\n",
-      "2021-10-07 $4003 0 sell call 2021-10-20 434.9 433.0 $710 -9031921188358448793\n",
-      "2021-10-07 $3360 1 buy call 2021-10-22 434.9 435.0 $642 7155513616553214920\n",
-      "2021-10-08 $2824 2 buy call 2021-10-22 438.62 439.0 $535 -8501175876152445336\n",
-      "2021-10-08 $3625 1 sell call 2021-10-22 438.62 435.0 $801 7155513616553214920\n",
-      "2021-10-12 $3905 0 sell call 2021-10-22 434.69 439.0 $281 -8501175876152445336\n",
-      "2021-10-14 $3342 1 buy call 2021-10-29 435.18 435.0 $562 2976552927544358599\n",
-      "2021-10-15 $2903 2 buy call 2021-10-29 442.47 442.5 $439 -7197440670386102073\n",
-      "2021-10-15 $3892 1 sell call 2021-10-29 442.47 435.0 $990 2976552927544358599\n",
-      "2021-10-19 $4521 0 sell call 2021-10-29 447.25 442.5 $630 -7197440670386102073\n",
-      "2021-10-19 $4069 1 buy call 2021-11-03 447.25 447.0 $452 -7087806160087541559\n",
-      "2021-10-20 $3695 2 buy call 2021-11-03 450.7 451.0 $373 -8780917175705790469\n",
-      "2021-10-20 $4329 1 sell call 2021-11-03 450.7 447.0 $635 -7087806160087541559\n",
-      "2021-10-21 $4783 0 sell call 2021-11-03 452.39 451.0 $454 -8780917175705790469\n",
-      "2021-10-21 $4373 1 buy call 2021-11-05 452.39 452.5 $409 -531237080176796365\n",
-      "2021-10-22 $4001 2 buy call 2021-11-05 453.63 454.0 $371 -387795291883368690\n",
-      "2021-10-22 $4460 1 sell call 2021-11-05 453.63 452.5 $459 -531237080176796365\n",
-      "2021-10-26 $4881 0 sell call 2021-11-05 455.48 454.0 $422 -387795291883368690\n",
-      "2021-10-26 $4542 1 buy call 2021-11-08 455.48 456.0 $338 6908676881864803888\n",
-      "2021-10-27 $4928 0 sell call 2021-11-08 455.96 456.0 $386 6908676881864803888\n",
-      "2021-10-28 $4470 1 buy call 2021-11-10 453.92 454.0 $457 -971143050557192104\n",
-      "2021-10-29 $5160 0 sell call 2021-11-10 458.27 454.0 $691 -971143050557192104\n",
-      "2021-10-29 $4697 1 buy call 2021-11-12 458.27 458.0 $463 3359608931636499872\n",
-      "2021-11-02 $5215 0 sell call 2021-11-12 460.07 458.0 $519 3359608931636499872\n",
-      "2021-11-02 $4788 1 buy call 2021-11-15 460.07 460.0 $426 -3124740595864890126\n",
-      "2021-11-03 $5294 0 sell call 2021-11-15 461.87 460.0 $506 -3124740595864890126\n",
-      "2021-11-03 $4863 1 buy call 2021-11-17 461.87 462.0 $430 312387455831918432\n",
-      "2021-11-04 $4482 2 buy call 2021-11-17 464.73 465.0 $380 8113238156404773310\n",
-      "2021-11-04 $5049 1 sell call 2021-11-17 464.73 462.0 $567 312387455831918432\n",
-      "2021-11-05 $5530 0 sell call 2021-11-17 466.86 465.0 $482 8113238156404773310\n",
-      "2021-11-05 $5116 1 buy call 2021-11-19 466.86 467.0 $413 7684397805722873106\n",
-      "2021-11-09 $5612 0 sell call 2021-11-19 468.99 467.0 $496 7684397805722873106\n",
-      "2021-11-09 $5160 1 buy call 2021-11-24 468.99 469.0 $451 7976565958924291610\n",
-      "2021-11-10 $5534 0 sell call 2021-11-24 467.38 469.0 $375 7976565958924291610\n",
-      "2021-11-11 $5012 1 buy put 2021-11-26 463.67 464.0 $522 8675442415310575118\n",
-      "2021-11-12 $5474 0 sell put 2021-11-26 463.81 464.0 $463 8675442415310575118\n",
-      "2021-11-16 $5026 1 buy put 2021-12-01 467.47 468.0 $448 -4336903744344397648\n",
-      "2021-11-17 $4633 2 buy put 2021-12-01 469.17 469.0 $392 -1174168717600722170\n",
-      "2021-11-17 $4987 1 sell put 2021-12-01 469.17 468.0 $355 -4336903744344397648\n",
-      "2021-11-18 $5404 0 sell put 2021-12-01 468.12 469.0 $417 -1174168717600722170\n",
-      "2021-11-19 $4966 1 buy put 2021-12-03 469.72 470.0 $437 8411978964577029237\n",
-      "2021-11-23 $5497 0 sell put 2021-12-03 467.41 470.0 $532 8411978964577029237\n",
-      "2021-11-23 $4954 1 buy put 2021-12-08 467.41 468.0 $543 -9219599409851145864\n",
-      "2021-11-24 $5419 0 sell put 2021-12-08 468.29 468.0 $466 -9219599409851145864\n",
-      "2021-11-24 $4951 1 buy put 2021-12-08 468.29 468.0 $467 -9219599409851145864\n",
-      "2021-11-30 $5569 0 sell put 2021-12-08 464.54 468.0 $618 -9219599409851145864\n",
-      "2021-11-30 $4876 1 buy put 2021-12-15 464.54 465.0 $692 3125898900109199666\n",
-      "2021-12-01 $4030 2 buy put 2021-12-15 456.06 456.0 $845 4631323406716801398\n",
-      "2021-12-01 $5184 1 sell put 2021-12-15 456.06 465.0 $1154 3125898900109199666\n",
-      "2021-12-02 $6343 0 sell put 2021-12-15 450.44 456.0 $1160 4631323406716801398\n",
-      "2021-12-02 $5360 1 buy put 2021-12-17 450.44 448.0 $982 -3588038661277885719\n",
-      "2021-12-03 $4431 2 buy put 2021-12-17 457.53 458.0 $929 4456779754438982003\n",
-      "2021-12-03 $5041 1 sell put 2021-12-17 457.53 448.0 $611 -3588038661277885719\n",
-      "2021-12-07 $5782 0 sell put 2021-12-17 458.82 458.0 $742 4456779754438982003\n",
-      "2021-12-07 $5134 1 buy call 2021-12-22 458.82 460.0 $648 -7987853211064623468\n",
-      "2021-12-08 $4587 2 buy call 2021-12-22 468.29 468.0 $546 1963498233148497028\n",
-      "2021-12-08 $5671 1 sell call 2021-12-22 468.29 460.0 $1085 -7987853211064623468\n",
-      "2021-12-09 $6220 0 sell call 2021-12-22 469.54 468.0 $549 1963498233148497028\n",
-      "2021-12-10 $5652 1 buy call 2021-12-27 466.35 466.0 $567 5792173807849419353\n",
-      "2021-12-14 $6119 0 sell call 2021-12-27 466.71 466.0 $468 5792173807849419353\n",
-      "2021-12-14 $5483 1 buy put 2021-12-29 466.71 466.0 $636 -7376589985885109551\n",
-      "2021-12-15 $6297 0 sell put 2021-12-29 463.45 466.0 $815 -7376589985885109551\n",
-      "2021-12-22 $5663 1 buy call 2022-01-05 463.01 463.0 $633 7490098289061728302\n",
-      "2021-12-23 $6475 0 sell call 2022-01-05 467.71 463.0 $812 7490098289061728302\n",
-      "2021-12-23 $5936 1 buy call 2022-01-07 467.71 468.0 $538 3451974193171277971\n",
-      "2021-12-28 $7017 0 sell call 2022-01-07 477.26 468.0 $1082 3451974193171277971\n",
-      "2021-12-28 $6580 1 buy call 2022-01-12 477.26 478.0 $437 7528622118074994311\n",
-      "2021-12-29 $6052 2 buy call 2022-01-12 476.92 476.0 $527 -2559344472039491098\n",
-      "2021-12-30 $6440 1 sell call 2022-01-12 477.48 478.0 $389 7528622118074994311\n",
-      "2021-12-30 $5966 2 buy call 2022-01-14 477.48 477.5 $474 -8976380249809761986\n",
-      "2021-12-31 $6388 1 sell call 2022-01-12 476.14 476.0 $423 -2559344472039491098\n",
-      "2021-12-31 $6784 0 sell call 2022-01-14 476.14 477.5 $397 -8976380249809761986\n",
-      "2022-01-04 $6383 1 buy call 2022-01-18 477.77 478.0 $401 367593801941862395\n",
-      "2022-01-05 $6751 0 sell call 2022-01-18 477.56 478.0 $369 367593801941862395\n",
-      "2022-01-05 $6307 1 buy put 2022-01-19 477.56 478.0 $443 -6542708224280215056\n",
-      "2022-01-06 $7362 0 sell put 2022-01-19 468.46 478.0 $1055 -6542708224280215056\n",
-      "2022-01-07 $6784 1 buy put 2022-01-21 467.93 468.0 $577 1512374695422036233\n",
-      "2022-01-11 $7381 0 sell put 2022-01-21 465.44 468.0 $598 1512374695422036233\n",
-      "2022-01-12 $6839 1 buy call 2022-01-26 469.63 470.0 $542 3954560211189829107\n",
-      "2022-01-13 $7413 0 sell call 2022-01-26 470.96 470.0 $575 3954560211189829107\n",
-      "2022-01-14 $6774 1 buy call 2022-01-28 464.78 465.0 $638 7237093779336706303\n",
-      "2022-01-18 $7380 0 sell call 2022-01-28 464.72 465.0 $606 7237093779336706303\n",
-      "2022-01-19 $6629 1 buy put 2022-02-02 456.59 456.0 $750 6774099260874388897\n",
-      "2022-01-20 $7557 0 sell put 2022-02-02 451.81 456.0 $929 6774099260874388897\n",
-      "2022-01-20 $6740 1 buy put 2022-02-04 451.81 452.0 $817 4616337273660185262\n",
-      "2022-01-21 $5895 2 buy put 2022-02-04 446.65 447.0 $844 2728438870101806378\n",
-      "2022-01-21 $6952 1 sell put 2022-02-04 446.65 452.0 $1057 4616337273660185262\n",
-      "2022-01-25 $8186 0 sell put 2022-02-04 439.88 447.0 $1235 2728438870101806378\n",
-      "2022-01-25 $7273 1 buy put 2022-02-11 439.88 435.0 $912 -8244759482575351120\n",
-      "2022-01-26 $6314 2 buy put 2022-02-09 434.51 432.0 $959 2942712507145958478\n",
-      "2022-01-26 $7438 1 sell put 2022-02-11 434.51 435.0 $1125 -8244759482575351120\n",
-      "2022-01-27 $6467 2 buy put 2022-02-11 433.21 431.0 $970 6057457423078631054\n",
-      "2022-01-28 $7455 1 sell put 2022-02-09 431.16 432.0 $988 2942712507145958478\n",
-      "2022-01-28 $8468 0 sell put 2022-02-11 431.16 431.0 $1014 6057457423078631054\n",
-      "2022-02-01 $7676 1 buy call 2022-02-16 449.88 450.0 $791 -3111466305675582382\n",
-      "2022-02-02 $8526 0 sell call 2022-02-16 452.88 450.0 $850 -3111466305675582382\n",
-      "2022-02-09 $7898 1 buy call 2022-02-23 450.82 451.0 $627 4310779553952437094\n",
-      "2022-02-10 $8881 0 sell call 2022-02-23 457.36 451.0 $984 4310779553952437094\n",
-      "2022-02-10 $8294 1 buy call 2022-02-25 457.36 458.0 $587 -8532084142663671538\n",
-      "2022-02-11 $7554 2 buy put 2022-02-25 449.28 449.0 $739 -2443130539899672731\n",
-      "2022-02-11 $7861 1 sell call 2022-02-25 449.28 458.0 $308 -8532084142663671538\n",
-      "2022-02-15 $9113 0 sell put 2022-02-25 438.98 449.0 $1252 -2443130539899672731\n",
-      "2022-02-22 $8152 1 buy put 2022-03-09 434.23 435.0 $960 8349067501071561388\n",
-      "2022-02-23 $7238 2 buy put 2022-03-09 429.65 430.0 $913 -439415556671495254\n",
-      "2022-02-23 $8369 1 sell put 2022-03-09 429.65 435.0 $1131 8349067501071561388\n",
-      "2022-02-24 $9652 0 sell put 2022-03-09 421.97 430.0 $1284 -439415556671495254\n",
-      "2022-03-02 $8730 1 buy put 2022-03-16 429.99 425.0 $921 -5233048998612957322\n",
-      "2022-03-03 $9245 0 sell put 2022-03-16 437.79 425.0 $515 -5233048998612957322\n",
-      "2022-03-04 $8248 1 buy put 2022-03-18 435.67 435.0 $996 -5020385371393278186\n",
-      "2022-03-08 $10166 0 sell put 2022-03-18 419.55 435.0 $1919 -5020385371393278186\n",
-      "2022-03-11 $9264 1 buy call 2022-03-25 425.49 425.0 $902 3796599572207007141\n",
-      "2022-03-15 $9701 0 sell call 2022-03-25 416.98 425.0 $438 3796599572207007141\n",
-      "2022-03-15 $8911 1 buy call 2022-03-30 416.98 420.0 $789 9068304254590978132\n",
-      "2022-03-16 $8101 2 buy call 2022-03-30 426.05 427.0 $810 3770557528698402386\n",
-      "2022-03-16 $9298 1 sell call 2022-03-30 426.05 420.0 $1198 9068304254590978132\n",
-      "2022-03-17 $10507 0 sell call 2022-03-30 435.65 427.0 $1210 3770557528698402386\n",
-      "2022-03-17 $9796 1 buy call 2022-03-31 435.65 436.0 $711 -6844760702455930606\n",
-      "2022-03-18 $10714 0 sell call 2022-03-31 440.76 436.0 $919 -6844760702455930606\n",
-      "2022-03-18 $10045 1 buy call 2022-04-01 440.76 441.0 $668 8183294167174247000\n",
-      "2022-03-22 $10880 0 sell call 2022-04-01 444.38 441.0 $835 8183294167174247000\n",
-      "2022-03-22 $9982 1 buy call 2022-04-06 444.38 442.0 $897 -7601259566618214487\n",
-      "2022-03-23 $9319 2 buy call 2022-04-06 449.59 450.0 $662 6366427134419102355\n",
-      "2022-03-23 $10496 1 sell call 2022-04-06 449.59 442.0 $1177 -7601259566618214487\n",
-      "2022-03-24 $10867 0 sell call 2022-04-06 443.84 450.0 $372 6366427134419102355\n",
-      "2022-03-24 $10179 1 buy call 2022-04-08 443.84 445.0 $687 -1858534782725771954\n",
-      "2022-03-25 $9565 2 buy call 2022-04-08 450.42 451.0 $614 5607779021167247095\n",
-      "2022-03-25 $10562 1 sell call 2022-04-08 450.42 445.0 $998 -1858534782725771954\n",
-      "2022-03-29 $11345 0 sell call 2022-04-08 455.85 451.0 $784 5607779021167247095\n",
-      "2022-03-29 $10712 1 buy call 2022-04-13 455.85 455.0 $633 6375159176214683643\n",
-      "2022-03-30 $10135 2 buy call 2022-04-13 461.51 461.0 $576 -9185694843507134889\n",
-      "2022-03-30 $11098 1 sell call 2022-04-13 461.51 455.0 $964 6375159176214683643\n",
-      "2022-03-31 $11514 0 sell call 2022-04-13 458.41 461.0 $416 -9185694843507134889\n",
-      "2022-03-31 $10959 1 buy call 2022-04-14 458.41 459.0 $554 -3284290280585775775\n",
-      "2022-04-01 $11258 0 sell call 2022-04-14 451.77 459.0 $300 -3284290280585775775\n",
-      "2022-04-01 $10833 1 buy call 2022-04-18 451.77 457.0 $425 -5074781664711299254\n",
-      "2022-04-05 $11265 0 sell call 2022-04-18 456.7 457.0 $433 -5074781664711299254\n",
-      "2022-04-05 $10748 1 buy put 2022-04-20 456.7 457.0 $517 -988379104734934879\n",
-      "2022-04-06 $10204 2 buy put 2022-04-20 451.06 450.0 $543 -109176445659468592\n",
-      "2022-04-06 $11083 1 sell put 2022-04-20 451.06 457.0 $880 -988379104734934879\n",
-      "2022-04-07 $11806 0 sell put 2022-04-20 446.58 450.0 $723 -109176445659468592\n",
-      "2022-04-08 $11182 1 buy put 2022-04-22 448.79 449.0 $623 -3636300061894995371\n",
-      "2022-04-12 $12288 0 sell put 2022-04-22 440.03 449.0 $1107 -3636300061894995371\n",
-      "2022-04-12 $11539 1 buy put 2022-04-27 440.03 440.0 $749 -377929282286263932\n",
-      "2022-04-13 $10860 2 buy put 2022-04-27 438.29 438.0 $678 486535962652768913\n",
-      "2022-04-14 $11314 1 sell put 2022-04-27 443.37 440.0 $455 -377929282286263932\n",
-      "2022-04-14 $11724 0 sell put 2022-04-27 443.37 438.0 $410 486535962652768913\n",
-      "2022-04-14 $11073 1 buy put 2022-04-29 443.37 443.0 $650 2392650682477362837\n",
-      "2022-04-19 $11912 0 sell put 2022-04-29 437.95 443.0 $840 2392650682477362837\n",
-      "2022-04-19 $11171 1 buy put 2022-05-04 437.95 438.0 $741 -7391909317006642624\n",
-      "2022-04-20 $10446 2 buy call 2022-05-04 444.89 444.0 $724 -6158009753449120965\n",
-      "2022-04-20 $10859 1 sell put 2022-05-04 444.89 438.0 $414 -7391909317006642624\n",
-      "2022-04-21 $11529 0 sell call 2022-05-04 444.6 444.0 $670 -6158009753449120965\n",
-      "2022-04-21 $10868 1 buy put 2022-05-06 444.6 444.0 $660 424941324217776454\n",
-      "2022-04-22 $10173 2 buy put 2022-05-06 438.05 437.0 $694 -4822245693365476162\n",
-      "2022-04-22 $11173 1 sell put 2022-05-06 438.05 444.0 $1000 424941324217776454\n",
-      "2022-04-26 $12351 0 sell put 2022-05-06 428.5 437.0 $1179 -4822245693365476162\n",
-      "2022-04-26 $11746 1 buy put 2022-05-11 428.5 420.0 $604 -1567135861471188990\n",
-      "2022-04-27 $12898 0 sell put 2022-05-11 416.17 420.0 $1152 -1567135861471188990\n",
-      "2022-04-27 $12122 1 buy put 2022-05-11 416.17 410.0 $775 -37301170032255982\n",
-      "2022-04-28 $12783 0 sell put 2022-05-11 417.21 410.0 $662 -37301170032255982\n",
-      "2022-04-29 $11875 1 buy put 2022-05-13 427.86 428.0 $908 -1556314144983868084\n",
-      "2022-05-03 $13501 0 sell put 2022-05-13 414.55 428.0 $1627 -1556314144983868084\n",
-      "2022-05-03 $12911 1 buy call 2022-05-18 414.55 423.0 $589 -4181720003497308174\n",
-      "2022-05-04 $13492 0 sell call 2022-05-18 416.37 423.0 $581 -4181720003497308174\n",
-      "2022-05-05 $12616 1 buy put 2022-05-20 428.97 430.0 $875 -7808392596065519848\n",
-      "2022-05-06 $11649 2 buy put 2022-05-20 414.15 412.0 $966 -7061038044427971255\n",
-      "2022-05-06 $13599 1 sell put 2022-05-20 414.15 430.0 $1950 -7808392596065519848\n",
-      "2022-05-10 $15339 0 sell put 2022-05-20 398.33 412.0 $1741 -7061038044427971255\n",
-      "2022-05-10 $14352 1 buy put 2022-05-27 398.33 394.0 $986 8383283533836192459\n",
-      "2022-05-11 $13482 2 buy put 2022-05-25 399.18 396.0 $870 7617385336421433575\n",
-      "2022-05-11 $14335 1 sell put 2022-05-27 399.18 394.0 $854 8383283533836192459\n",
-      "2022-05-13 $15425 0 sell put 2022-05-25 392.37 396.0 $1091 7617385336421433575\n",
-      "2022-05-14 $14491 1 buy call 2022-05-31 401.58 402.0 $934 464460410883455012\n",
-      "2022-05-17 $13683 2 buy call 2022-05-31 400.16 400.0 $807 9193703143939486986\n",
-      "2022-05-17 $14379 1 sell call 2022-05-31 400.16 402.0 $697 464460410883455012\n",
-      "2022-05-18 $15619 0 sell call 2022-05-31 408.26 400.0 $1240 9193703143939486986\n",
-      "2022-05-24 $14805 1 buy call 2022-06-08 396.83 398.0 $813 -3111594279694970410\n",
-      "2022-05-25 $13975 2 buy call 2022-06-08 393.97 394.0 $829 -2240987715616341043\n",
-      "2022-05-25 $14602 1 sell call 2022-06-08 393.97 398.0 $627 -3111594279694970410\n",
-      "2022-05-26 $15586 0 sell call 2022-06-08 397.36 394.0 $985 -2240987715616341043\n",
-      "2022-05-26 $14689 1 buy call 2022-06-10 397.36 397.0 $896 3381752784623118138\n",
-      "2022-05-27 $13868 2 buy call 2022-06-10 405.2 405.0 $821 -1432539005038020212\n",
-      "2022-05-27 $15172 1 sell call 2022-06-10 405.2 397.0 $1305 3381752784623118138\n",
-      "2022-05-28 $16544 0 sell call 2022-06-10 415.31 405.0 $1373 -1432539005038020212\n",
-      "2022-05-31 $15618 1 buy call 2022-06-15 415.26 415.0 $926 -2089154837052602946\n",
-      "2022-06-01 $14801 2 buy call 2022-06-15 412.8 413.0 $816 5320186983691680719\n",
-      "2022-06-01 $15507 1 sell call 2022-06-15 412.8 415.0 $706 -2089154837052602946\n",
-      "2022-06-02 $16130 0 sell call 2022-06-15 409.64 413.0 $624 5320186983691680719\n",
-      "2022-06-02 $15300 1 buy call 2022-06-17 409.64 410.0 $829 239332402827639879\n",
-      "2022-06-03 $16512 0 sell call 2022-06-17 417.37 410.0 $1212 239332402827639879\n",
-      "2022-06-04 $15671 1 buy put 2022-06-22 410.59 409.0 $840 6147916863636503988\n",
-      "2022-06-07 $14951 2 buy call 2022-06-21 411.76 412.0 $719 -3990415253099473506\n",
-      "2022-06-07 $15662 1 sell put 2022-06-22 411.76 409.0 $711 6147916863636503988\n",
-      "2022-06-08 $16532 0 sell call 2022-06-21 415.69 412.0 $871 -3990415253099473506\n",
-      "2022-06-08 $15863 1 buy call 2022-06-22 415.69 416.0 $668 -6300715169000209272\n",
-      "2022-06-09 $16279 0 sell call 2022-06-22 411.28 416.0 $416 -6300715169000209272\n",
-      "2022-06-11 $15292 1 buy put 2022-06-27 389.81 391.0 $986 -5001630237945415546\n",
-      "2022-06-14 $17262 0 sell put 2022-06-27 375.01 391.0 $1971 -5001630237945415546\n",
-      "2022-06-14 $16313 1 buy put 2022-06-29 375.01 372.0 $949 5541099252501590329\n",
-      "2022-06-15 $17216 0 sell put 2022-06-29 373.83 372.0 $904 5541099252501590329\n",
-      "2022-06-16 $16313 1 buy put 2022-06-30 379.15 378.0 $902 -3424880529377162415\n",
-      "2022-06-17 $17918 0 sell put 2022-06-30 366.89 378.0 $1605 -3424880529377162415\n",
-      "2022-06-17 $16948 1 buy put 2022-07-01 366.89 366.0 $969 1301965747849620804\n",
-      "2022-06-21 $17738 0 sell put 2022-07-01 365.86 366.0 $791 1301965747849620804\n",
-      "2022-06-23 $16792 1 buy call 2022-07-08 374.35 373.0 $946 3656453077545650429\n",
-      "2022-06-24 $15982 2 buy call 2022-07-08 378.12 378.0 $809 6034655612404092569\n",
-      "2022-06-24 $17079 1 sell call 2022-07-08 378.12 373.0 $1098 3656453077545650429\n",
-      "2022-06-28 $18395 0 sell call 2022-07-08 388.66 378.0 $1316 6034655612404092569\n",
-      "2022-06-29 $17654 1 buy put 2022-07-13 380.72 380.0 $740 2000113068608748440\n",
-      "2022-06-30 $16870 2 buy put 2022-07-15 380.37 380.0 $783 -1192477565612019286\n",
-      "2022-07-01 $17769 1 sell put 2022-07-13 377.28 380.0 $899 2000113068608748440\n",
-      "2022-07-01 $18741 0 sell put 2022-07-15 377.28 380.0 $973 -1192477565612019286\n",
-      "2022-07-02 $18096 1 buy put 2022-07-18 381.2 378.0 $644 1991876626316956431\n",
-      "2022-07-05 $17538 2 buy put 2022-07-20 381.24 374.0 $558 -4366005498378640388\n",
-      "2022-07-06 $18108 1 sell put 2022-07-18 381.95 378.0 $571 1991876626316956431\n",
-      "2022-07-06 $18606 0 sell put 2022-07-20 381.95 374.0 $499 -4366005498378640388\n",
-      "2022-07-07 $17766 1 buy call 2022-07-22 383.31 383.0 $840 1828459589013828245\n",
-      "2022-07-08 $17018 2 buy call 2022-07-22 388.97 389.0 $747 -8975058447919485058\n",
-      "2022-07-08 $18127 1 sell call 2022-07-22 388.97 383.0 $1110 1828459589013828245\n",
-      "2022-07-09 $18784 0 sell call 2022-07-22 388.69 389.0 $657 -8975058447919485058\n",
-      "2022-07-13 $18023 1 buy put 2022-07-27 380.87 380.0 $760 -1820463523673600976\n",
-      "2022-07-14 $17194 2 buy put 2022-07-29 378.87 379.0 $828 7235987649572113076\n",
-      "2022-07-15 $18006 1 sell put 2022-07-27 377.96 380.0 $812 -1820463523673600976\n",
-      "2022-07-15 $17203 2 buy call 2022-07-29 377.96 378.0 $802 8778560147282023587\n",
-      "2022-07-15 $18042 1 sell put 2022-07-29 377.96 379.0 $840 7235987649572113076\n",
-      "2022-07-16 $19176 0 sell call 2022-07-29 385.09 378.0 $1134 8778560147282023587\n",
-      "2022-07-16 $18447 1 buy put 2022-08-01 385.09 385.0 $728 2129408354013747676\n",
-      "2022-07-19 $19279 0 sell put 2022-08-01 381.99 385.0 $833 2129408354013747676\n",
-      "2022-07-19 $18608 1 buy call 2022-08-03 381.99 384.0 $671 -4927043145834948231\n",
-      "2022-07-20 $17820 2 buy call 2022-08-03 392.28 392.0 $787 959726026352512569\n",
-      "2022-07-20 $19131 1 sell call 2022-08-03 392.28 384.0 $1312 -4927043145834948231\n",
-      "2022-07-21 $20004 0 sell call 2022-08-03 394.76 392.0 $873 959726026352512569\n",
-      "2022-07-21 $19245 1 buy call 2022-08-05 394.76 395.0 $758 -1245599862644458946\n",
-      "2022-07-22 $20151 0 sell call 2022-08-05 398.82 395.0 $907 -1245599862644458946\n",
-      "2022-07-23 $19494 1 buy put 2022-08-08 395.1 395.0 $657 -3911519630918010438\n",
-      "2022-07-26 $20076 0 sell put 2022-08-08 395.54 395.0 $583 -3911519630918010438\n",
-      "2022-07-28 $19357 1 buy call 2022-08-12 401.01 401.0 $719 -5420161556698054716\n",
-      "2022-07-29 $18689 2 buy call 2022-08-12 406.04 406.0 $667 -1147760985307654549\n",
-      "2022-07-29 $19662 1 sell call 2022-08-12 406.04 401.0 $974 -5420161556698054716\n",
-      "2022-07-30 $20644 0 sell call 2022-08-12 412.05 406.0 $982 -1147760985307654549\n",
-      "2022-07-30 $20026 1 buy put 2022-08-15 412.05 412.0 $617 -2893623546855422102\n",
-      "2022-08-02 $20669 0 sell put 2022-08-15 410.72 412.0 $644 -2893623546855422102\n",
-      "2022-08-02 $19928 1 buy call 2022-08-17 410.72 410.0 $741 2247212375177449356\n",
-      "2022-08-03 $20521 0 sell call 2022-08-17 408.13 410.0 $594 2247212375177449356\n",
-      "2022-08-03 $19922 1 buy call 2022-08-17 408.13 410.0 $598 2247212375177449356\n",
-      "2022-08-04 $20813 0 sell call 2022-08-17 414.41 410.0 $891 2247212375177449356\n",
-      "2022-08-04 $20166 1 buy call 2022-08-19 414.41 415.0 $646 -2996159357728367929\n",
-      "2022-08-05 $19533 2 buy call 2022-08-19 414.2 414.0 $632 -4808575540060018947\n",
-      "2022-08-05 $20108 1 sell call 2022-08-19 414.2 415.0 $575 -2996159357728367929\n",
-      "2022-08-06 $20658 0 sell call 2022-08-19 413.44 414.0 $551 -4808575540060018947\n",
-      "2022-08-06 $20042 1 buy put 2022-08-22 413.44 414.0 $615 -2953128696276673414\n",
-      "2022-08-09 $20632 0 sell put 2022-08-22 413.01 414.0 $590 -2953128696276673414\n",
-      "2022-08-09 $19987 1 buy call 2022-08-24 413.01 413.0 $644 -7882178010590609347\n",
-      "2022-08-10 $19331 2 buy call 2022-08-24 411.35 411.0 $655 7089109762944132718\n",
-      "2022-08-10 $19873 1 sell call 2022-08-24 411.35 413.0 $542 -7882178010590609347\n",
-      "2022-08-11 $21003 0 sell call 2022-08-24 419.95 411.0 $1131 7089109762944132718\n",
-      "2022-08-11 $20375 1 buy call 2022-08-26 419.95 420.0 $627 -3531454810442989774\n",
-      "2022-08-12 $19831 2 buy call 2022-08-26 420.0 421.0 $544 -8460645988511495771\n",
-      "2022-08-13 $20767 1 sell call 2022-08-26 427.06 421.0 $937 -8460645988511495771\n",
-      "2022-08-13 $21774 0 sell call 2022-08-26 427.06 420.0 $1008 -3531454810442989774\n",
-      "2022-08-13 $21149 1 buy put 2022-08-29 427.06 428.0 $625 5341830175112048998\n",
-      "2022-08-16 $21650 0 sell put 2022-08-29 428.86 428.0 $502 5341830175112048998\n",
-      "2022-08-16 $20979 1 buy call 2022-08-31 428.86 428.0 $670 8776605813738125023\n",
-      "2022-08-17 $21681 0 sell call 2022-08-31 429.69 428.0 $702 8776605813738125023\n",
-      "2022-08-20 $21097 1 buy put 2022-09-06 422.14 422.0 $583 -767035857131925246\n",
-      "2022-08-23 $22182 0 sell put 2022-09-06 413.41 422.0 $1086 -767035857131925246\n",
-      "2022-08-27 $21488 1 buy put 2022-09-12 405.31 405.0 $694 -4573082088966285397\n",
-      "2022-08-30 $22259 0 sell put 2022-09-12 402.65 405.0 $772 -4573082088966285397\n",
-      "2022-09-02 $21487 1 buy put 2022-09-16 396.39 396.0 $771 -3306557534636799534\n",
-      "2022-09-06 $22423 0 sell put 2022-09-16 392.24 396.0 $936 -3306557534636799534\n",
-      "2022-09-06 $21560 1 buy put 2022-09-21 392.24 392.0 $862 -948101638313432221\n",
-      "2022-09-07 $20730 2 buy put 2022-09-21 390.79 390.0 $829 -7320213985431285338\n",
-      "2022-09-08 $21267 1 sell put 2022-09-21 397.79 392.0 $537 -948101638313432221\n",
-      "2022-09-08 $21737 0 sell put 2022-09-21 397.79 390.0 $471 -7320213985431285338\n",
-      "2022-09-08 $20894 1 buy put 2022-09-23 397.79 398.0 $842 -9051688925191769827\n",
-      "2022-09-09 $20221 2 buy call 2022-09-23 400.39 400.0 $673 -7541513482283454613\n",
-      "2022-09-09 $20875 1 sell put 2022-09-23 400.39 398.0 $655 -9051688925191769827\n",
-      "2022-09-13 $22171 0 sell call 2022-09-23 410.94 400.0 $1297 -7541513482283454613\n",
-      "2022-09-13 $21382 1 buy put 2022-09-28 410.94 410.0 $789 4557955706014861436\n",
-      "2022-09-14 $23251 0 sell put 2022-09-28 393.12 410.0 $1870 4557955706014861436\n",
-      "2022-09-16 $22417 1 buy put 2022-09-30 390.15 390.0 $833 -4962074068870357362\n",
-      "2022-09-20 $23189 0 sell put 2022-09-30 388.54 390.0 $772 -4962074068870357362\n",
-      "2022-09-21 $22361 1 buy put 2022-10-05 384.16 384.0 $827 -5157465768931707255\n",
-      "2022-09-22 $23474 0 sell put 2022-10-05 377.4 384.0 $1114 -5157465768931707255\n",
-      "2022-09-22 $22652 1 buy put 2022-10-07 377.4 377.0 $822 -7021918864404738410\n",
-      "2022-09-23 $21902 2 buy put 2022-10-07 374.22 374.0 $749 2485723014931494732\n",
-      "2022-09-27 $23226 1 sell put 2022-10-07 364.32 374.0 $1324 2485723014931494732\n",
-      "2022-09-27 $24748 0 sell put 2022-10-07 364.32 377.0 $1523 -7021918864404738410\n",
-      "2022-09-27 $23856 1 buy put 2022-10-12 364.32 364.0 $891 -6943835067143174647\n",
-      "2022-09-28 $23030 2 buy put 2022-10-12 363.39 362.0 $826 3278675820627584732\n",
-      "2022-09-29 $23579 1 sell put 2022-10-12 370.49 364.0 $550 -6943835067143174647\n",
-      "2022-09-29 $24065 0 sell put 2022-10-12 370.49 362.0 $487 3278675820627584732\n",
-      "2022-09-29 $23200 1 buy put 2022-10-14 370.49 370.0 $865 94980662079510567\n",
-      "2022-09-30 $24442 0 sell put 2022-10-14 362.84 370.0 $1243 94980662079510567\n",
-      "2022-10-04 $23545 1 buy call 2022-10-19 366.62 366.0 $896 3746888690630950212\n",
-      "2022-10-05 $22730 2 buy call 2022-10-19 377.8 378.0 $815 7429931081640675250\n",
-      "2022-10-05 $24322 1 sell call 2022-10-19 377.8 366.0 $1593 3746888690630950212\n",
-      "2022-10-06 $25038 0 sell call 2022-10-19 377.12 378.0 $717 7429931081640675250\n",
-      "2022-10-11 $24196 1 buy put 2022-10-26 360.07 360.0 $842 -5368590079327986307\n",
-      "2022-10-12 $23315 2 buy put 2022-10-26 357.76 358.0 $880 -2228543023048547233\n",
-      "2022-10-12 $24296 1 sell put 2022-10-26 357.76 360.0 $982 -5368590079327986307\n",
-      "2022-10-13 $25208 0 sell put 2022-10-26 356.58 358.0 $912 -2228543023048547233\n",
-      "2022-10-14 $24341 1 buy put 2022-10-28 365.96 366.0 $866 4301307267275124674\n",
-      "2022-10-18 $25015 0 sell put 2022-10-28 366.79 366.0 $675 4301307267275124674\n",
-      "2022-10-18 $24123 1 buy call 2022-11-02 366.79 367.0 $892 2991855981860135771\n",
-      "2022-10-19 $23239 2 buy call 2022-11-02 371.15 371.0 $883 2471821561043053486\n",
-      "2022-10-19 $24348 1 sell call 2022-11-02 371.15 367.0 $1110 2991855981860135771\n",
-      "2022-10-20 $25066 0 sell call 2022-11-02 368.51 371.0 $718 2471821561043053486\n",
-      "2022-10-20 $24093 1 buy call 2022-11-04 368.51 368.0 $972 -6433033376981040983\n",
-      "2022-10-21 $23173 2 buy call 2022-11-04 365.52 365.0 $919 -5161522679559344811\n",
-      "2022-10-21 $23932 1 sell call 2022-11-04 365.52 368.0 $759 -6433033376981040983\n",
-      "2022-10-25 $25632 0 sell call 2022-11-04 378.8 365.0 $1701 -5161522679559344811\n",
-      "2022-10-25 $24770 1 buy call 2022-11-07 378.8 379.0 $861 -1398887828152447844\n",
-      "2022-10-26 $25907 0 sell call 2022-11-07 384.81 379.0 $1137 -1398887828152447844\n",
-      "2022-10-26 $24998 1 buy call 2022-11-09 384.81 385.0 $908 4791025620052466905\n",
-      "2022-10-27 $24145 2 buy call 2022-11-09 382.12 382.0 $852 5409902241394142652\n",
-      "2022-10-27 $24844 1 sell call 2022-11-09 382.12 385.0 $699 4791025620052466905\n",
-      "2022-10-28 $25541 0 sell call 2022-11-09 380.17 382.0 $698 5409902241394142652\n",
-      "2022-10-28 $24632 1 buy call 2022-11-11 380.17 380.0 $908 -8561176376681393971\n",
-      "2022-10-29 $23753 2 buy call 2022-11-11 388.97 389.0 $879 9012135789875129345\n",
-      "2022-10-29 $25166 1 sell call 2022-11-11 388.97 380.0 $1414 -8561176376681393971\n",
-      "2022-11-01 $25825 0 sell call 2022-11-11 386.15 389.0 $660 9012135789875129345\n",
-      "2022-11-01 $24975 1 buy call 2022-11-14 386.15 386.0 $850 3992201762359171477\n",
-      "2022-11-02 $25725 0 sell call 2022-11-14 384.59 386.0 $751 3992201762359171477\n",
-      "2022-11-02 $24893 1 buy put 2022-11-16 384.59 385.0 $831 6579843084052027100\n",
-      "2022-11-03 $26217 0 sell put 2022-11-16 374.86 385.0 $1324 6579843084052027100\n",
-      "2022-11-05 $25438 1 buy call 2022-11-18 376.36 376.0 $778 -8637927109273876315\n",
-      "2022-11-08 $26368 0 sell call 2022-11-18 380.01 376.0 $931 -8637927109273876315\n",
-      "2022-11-09 $25607 1 buy put 2022-11-23 382.0 382.0 $761 -1937883976954668405\n",
-      "2022-11-10 $26772 0 sell put 2022-11-23 374.09 382.0 $1166 -1937883976954668405\n",
-      "2022-11-12 $26065 1 buy call 2022-11-28 398.61 398.0 $706 -7983113075983410488\n",
-      "2022-11-15 $26534 0 sell call 2022-11-28 395.16 398.0 $469 -7983113075983410488\n",
-      "2022-11-15 $25875 1 buy call 2022-11-29 395.16 395.0 $658 -2693882272827872018\n",
-      "2022-11-16 $26696 0 sell call 2022-11-29 398.52 395.0 $822 -2693882272827872018\n",
-      "2022-11-17 $26072 1 buy put 2022-12-01 395.49 396.0 $624 8158650210339860672\n",
-      "2022-11-18 $25452 2 buy put 2022-12-02 394.25 394.0 $619 101124803460407800\n",
-      "2022-11-19 $25967 1 sell put 2022-12-01 396.14 396.0 $515 8158650210339860672\n",
-      "2022-11-19 $26454 0 sell put 2022-12-02 396.14 394.0 $488 101124803460407800\n",
-      "2022-11-23 $25864 1 buy call 2022-12-07 399.9 400.0 $589 6238634529645652398\n",
-      "2022-11-24 $26513 0 sell call 2022-12-07 402.42 400.0 $649 6238634529645652398\n",
-      "2022-11-26 $25919 1 buy call 2022-12-12 402.33 402.0 $593 3441209075843893832\n",
-      "2022-11-29 $26211 0 sell call 2022-12-12 395.93 402.0 $293 3441209075843893832\n",
-      "2022-11-29 $25512 1 buy put 2022-12-14 395.93 396.0 $699 8813954819939474607\n",
-      "2022-11-30 $24719 2 buy call 2022-12-14 395.31 395.0 $792 -8219247025944873394\n",
-      "2022-11-30 $25442 1 sell put 2022-12-14 395.31 396.0 $724 8813954819939474607\n",
-      "2022-12-01 $26943 0 sell call 2022-12-14 407.54 395.0 $1501 -8219247025944873394\n",
-      "2022-12-01 $26285 1 buy call 2022-12-15 407.54 410.0 $657 5541745380706589093\n",
-      "2022-12-02 $26866 0 sell call 2022-12-15 407.4 410.0 $582 5541745380706589093\n",
-      "2022-12-06 $26124 1 buy put 2022-12-23 399.58 399.0 $742 2989180358497465075\n",
-      "2022-12-07 $25290 2 buy put 2022-12-23 393.87 394.0 $833 1746184576729348128\n",
-      "2022-12-07 $26378 1 sell put 2022-12-23 393.87 399.0 $1089 2989180358497465075\n",
-      "2022-12-08 $25574 2 buy put 2022-12-23 393.11 393.0 $804 -7384460226115607003\n",
-      "2022-12-09 $24795 3 buy put 2022-12-23 396.26 396.0 $778 6225915397449919081\n",
-      "2022-12-09 $25477 2 sell put 2022-12-23 396.26 394.0 $683 1746184576729348128\n",
-      "2022-12-09 $26118 1 sell put 2022-12-23 396.26 393.0 $641 -7384460226115607003\n",
-      "2022-12-10 $27018 0 sell put 2022-12-23 393.29 396.0 $901 6225915397449919081\n",
-      "2022-12-13 $26230 1 buy call 2022-12-30 398.92 399.0 $787 -5885074659280831856\n",
-      "2022-12-14 $25582 2 buy call 2022-12-30 401.95 402.0 $648 8413629415775978354\n",
-      "2022-12-15 $26183 1 sell call 2022-12-30 399.41 399.0 $602 -5885074659280831856\n",
-      "2022-12-15 $26638 0 sell call 2022-12-30 399.41 402.0 $456 8413629415775978354\n",
-      "2022-12-16 $25968 1 buy put 2022-12-30 389.71 390.0 $670 7421119335397521813\n",
-      "2022-12-20 $27037 0 sell put 2022-12-30 380.02 390.0 $1070 7421119335397521813\n",
-      "2022-12-20 $26431 1 buy put 2023-01-06 380.02 380.0 $605 1366662598335656347\n",
-      "2022-12-21 $26992 0 sell put 2023-01-06 380.49 380.0 $561 1366662598335656347\n",
-      "2022-12-22 $26455 1 buy put 2023-01-06 386.21 386.0 $536 -4082595084277387476\n",
-      "2022-12-23 $27279 0 sell put 2023-01-06 380.72 386.0 $825 -4082595084277387476\n",
-      "2022-12-27 $26479 1 buy call 2023-01-13 382.91 383.0 $800 8501195442061717403\n",
-      "2022-12-28 $25805 2 buy put 2023-01-13 381.38 381.0 $673 5180585455651897589\n",
-      "2022-12-28 $26491 1 sell call 2023-01-13 381.38 383.0 $687 8501195442061717403\n",
-      "2022-12-29 $27385 0 sell put 2023-01-13 376.71 381.0 $894 5180585455651897589\n",
-      "Start money: $1000.00\n",
-      "End money: $27384.72 (2638.47%)\n"
+      "2021-07-08 $9919 1 buy put 2021-07-30 434.5 400.0 $80 4779949009035444242\n",
+      "2021-07-09 $10051 0 sell put 2021-07-30 430.87 400.0 $132 4779949009035444242\n",
+      "2021-07-09 $9952 1 buy put 2021-07-30 430.87 392.0 $98 -7160449262267895526\n",
+      "2021-07-13 $9984 0 sell put 2021-07-30 437.2 392.0 $33 -7160449262267895526\n",
+      "2021-07-16 $9887 1 buy put 2021-08-06 434.65 404.0 $97 1383333665483791699\n",
+      "2021-07-20 $10124 0 sell put 2021-08-06 424.93 404.0 $238 1383333665483791699\n",
+      "2021-08-11 $10041 1 buy call 2021-09-01 442.67 453.0 $82 -4923665561842966542\n",
+      "2021-08-12 $9955 2 buy call 2021-09-03 443.73 454.0 $86 -6484575137541251715\n",
+      "2021-08-13 $10048 1 sell call 2021-09-01 445.06 453.0 $94 -4923665561842966542\n",
+      "2021-08-13 $10145 0 sell call 2021-09-03 445.06 454.0 $98 -6484575137541251715\n",
+      "2021-08-13 $10065 1 buy call 2021-09-03 445.06 455.0 $80 3638925002884019022\n",
+      "2021-08-17 $10051 2 buy call 2021-09-07 447.06 465.0 $13 -4387398635418388643\n",
+      "2021-08-18 $10102 1 sell call 2021-09-03 443.95 455.0 $52 3638925002884019022\n",
+      "2021-08-18 $10109 0 sell call 2021-09-07 443.95 465.0 $7 -4387398635418388643\n",
+      "2021-08-31 $10011 1 buy call 2021-09-22 452.18 460.0 $97 -6212527235384143489\n",
+      "2021-09-01 $10090 0 sell call 2021-09-22 451.6 460.0 $80 -6212527235384143489\n",
+      "2021-10-15 $9995 1 buy call 2021-11-05 442.47 454.0 $95 -8832902068628907869\n",
+      "2021-10-19 $10156 0 sell call 2021-11-05 447.25 454.0 $162 -8832902068628907869\n",
+      "2021-10-19 $10096 1 buy call 2021-11-08 447.25 460.0 $59 3169252615554495817\n",
+      "2021-10-20 $10189 0 sell call 2021-11-08 450.7 460.0 $93 3169252615554495817\n",
+      "2021-10-20 $10135 1 buy call 2021-11-10 450.7 464.0 $53 -6198431439605479713\n",
+      "2021-10-21 $10051 2 buy call 2021-11-10 452.39 463.0 $83 6449759916838518096\n",
+      "2021-10-21 $10116 1 sell call 2021-11-10 452.39 464.0 $65 -6198431439605479713\n",
+      "2021-10-22 $10113 2 buy call 2021-11-12 453.63 489.0 $2 -5565448323315041050\n",
+      "2021-10-26 $10206 1 sell call 2021-11-10 455.48 463.0 $93 6449759916838518096\n",
+      "2021-10-26 $10206 0 sell call 2021-11-12 455.48 489.0 $1 -5565448323315041050\n",
+      "2021-10-26 $10196 1 buy call 2021-11-15 455.48 475.0 $9 -7675513906476819614\n",
+      "2021-10-27 $10206 0 sell call 2021-11-15 455.96 475.0 $10 -7675513906476819614\n",
+      "2021-10-27 $10107 1 buy call 2021-11-19 455.96 467.5 $98 -1397951469640397800\n",
+      "2021-10-28 $10178 0 sell call 2021-11-19 453.92 467.5 $72 -1397951469640397800\n",
+      "2021-10-29 $10078 1 buy call 2021-11-19 458.27 469.0 $100 4773933435133283033\n",
+      "2021-11-02 $10187 0 sell call 2021-11-19 460.07 469.0 $110 4773933435133283033\n",
+      "2021-11-02 $10144 1 buy call 2021-11-22 460.07 474.0 $42 -1681866686051096347\n",
+      "2021-11-03 $10197 0 sell call 2021-11-22 461.87 474.0 $53 -1681866686051096347\n",
+      "2021-11-03 $10127 1 buy call 2021-11-24 461.87 474.0 $69 -6601837883314377814\n",
+      "2021-11-04 $10234 0 sell call 2021-11-24 464.73 474.0 $108 -6601837883314377814\n",
+      "2021-11-04 $10144 1 buy call 2021-11-24 464.73 475.0 $90 -7973526657947916676\n",
+      "2021-11-05 $10273 0 sell call 2021-11-24 466.86 475.0 $130 -7973526657947916676\n",
+      "2021-11-05 $10177 1 buy call 2021-11-26 466.86 477.0 $95 -8599687528781528694\n",
+      "2021-11-09 $10307 0 sell call 2021-11-26 468.99 477.0 $130 -8599687528781528694\n",
+      "2021-11-09 $10228 1 buy call 2021-12-01 468.99 482.0 $78 7456436342313124405\n",
+      "2021-11-10 $10144 2 buy call 2021-12-01 467.38 480.0 $83 930679441156288015\n",
+      "2021-11-10 $10200 1 sell call 2021-12-01 467.38 482.0 $56 7456436342313124405\n",
+      "2021-11-11 $10236 0 sell call 2021-12-01 463.67 480.0 $37 930679441156288015\n",
+      "2021-12-30 $10144 1 buy call 2022-01-21 477.48 491.0 $91 -2634334383711700101\n",
+      "2021-12-31 $10048 2 buy call 2022-01-21 476.14 489.0 $96 -4813758643932634254\n",
+      "2021-12-31 $10117 1 sell call 2022-01-21 476.14 491.0 $70 -2634334383711700101\n",
+      "2022-01-04 $10182 0 sell call 2022-01-21 477.77 489.0 $66 -4813758643932634254\n",
+      "2022-01-04 $10090 1 buy call 2022-01-26 477.77 490.0 $92 -659482286371592798\n",
+      "2022-01-05 $10171 0 sell call 2022-01-26 477.56 490.0 $82 -659482286371592798\n",
+      "2022-03-18 $10099 1 buy call 2022-04-08 440.76 466.0 $71 1397750236617899034\n",
+      "2022-03-22 $10166 0 sell call 2022-04-08 444.38 466.0 $67 1397750236617899034\n",
+      "2022-03-22 $10149 1 buy call 2022-04-13 444.38 480.0 $16 -2262833987192171562\n",
+      "2022-03-23 $10095 2 buy call 2022-04-13 449.59 474.0 $53 -531658301726686580\n",
+      "2022-03-23 $10116 1 sell call 2022-04-13 449.59 480.0 $21 -2262833987192171562\n",
+      "2022-03-24 $10137 0 sell call 2022-04-13 443.84 474.0 $22 -531658301726686580\n",
+      "2022-03-24 $10042 1 buy call 2022-04-14 443.84 465.0 $94 -1210808937842823947\n",
+      "2022-03-25 $10201 0 sell call 2022-04-14 450.42 465.0 $159 -1210808937842823947\n",
+      "2022-03-25 $10179 1 buy call 2022-04-18 450.42 480.0 $21 -3431588112930486188\n",
+      "2022-03-29 $10195 0 sell call 2022-04-18 455.85 480.0 $17 -3431588112930486188\n",
+      "2022-03-29 $10120 1 buy call 2022-04-20 455.85 473.0 $75 -9089016993504134872\n",
+      "2022-03-30 $10294 0 sell call 2022-04-20 461.51 473.0 $175 -9089016993504134872\n",
+      "2022-03-30 $10288 1 buy call 2022-04-20 461.51 501.0 $5 6223206269964746347\n",
+      "2022-03-31 $10290 0 sell call 2022-04-20 458.41 501.0 $2 6223206269964746347\n",
+      "2022-03-31 $10221 1 buy call 2022-04-22 458.41 478.0 $68 6086128652882824499\n",
+      "2022-04-01 $10129 2 buy call 2022-04-22 451.77 471.0 $91 -1510531773407542547\n",
+      "2022-04-01 $10158 1 sell call 2022-04-22 451.77 478.0 $29 6086128652882824499\n",
+      "2022-04-05 $10220 0 sell call 2022-04-22 456.7 471.0 $63 -1510531773407542547\n",
+      "2022-04-05 $10155 1 buy call 2022-04-29 456.7 475.0 $64 6386562055711071412\n",
+      "2022-04-06 $10185 0 sell call 2022-04-29 451.06 475.0 $30 6386562055711071412\n",
+      "2022-05-28 $10144 1 buy call 2022-06-21 415.31 450.0 $40 4546064965798945792\n",
+      "2022-06-01 $10162 0 sell call 2022-06-21 412.8 450.0 $19 4546064965798945792\n",
+      "2022-06-01 $10100 1 buy call 2022-06-30 412.8 448.0 $62 8564984037583990739\n",
+      "2022-06-02 $10050 2 buy call 2022-06-24 409.64 441.0 $49 3673946695863564139\n",
+      "2022-06-02 $10086 1 sell call 2022-06-30 409.64 448.0 $36 8564984037583990739\n",
+      "2022-06-03 $10174 0 sell call 2022-06-24 417.37 441.0 $89 3673946695863564139\n",
+      "2022-06-03 $10145 1 buy call 2022-06-24 417.37 450.0 $28 -8507612370866076486\n",
+      "2022-06-04 $10156 0 sell call 2022-06-24 410.59 450.0 $11 -8507612370866076486\n",
+      "2022-06-08 $10065 1 buy call 2022-06-30 415.69 440.0 $90 871033351782933202\n",
+      "2022-06-09 $10004 2 buy call 2022-06-30 411.28 438.0 $60 4293273871193603660\n",
+      "2022-06-09 $10049 1 sell call 2022-06-30 411.28 440.0 $45 871033351782933202\n",
+      "2022-06-10 $10074 0 sell call 2022-06-30 401.48 438.0 $26 4293273871193603660\n",
+      "2022-07-16 $9975 1 buy call 2022-08-19 385.09 415.0 $98 -505329514000653094\n",
+      "2022-07-19 $9945 2 buy call 2022-08-10 381.99 415.0 $30 -7512313172240228739\n",
+      "2022-07-19 $10012 1 sell call 2022-08-19 381.99 415.0 $68 -505329514000653094\n",
+      "2022-07-20 $10118 0 sell call 2022-08-10 392.28 415.0 $107 -7512313172240228739\n",
+      "2022-07-20 $10043 1 buy call 2022-08-12 392.28 420.0 $75 -5707962871631375076\n",
+      "2022-07-21 $10135 0 sell call 2022-08-12 394.76 420.0 $93 -5707962871631375076\n",
+      "2022-07-21 $10039 1 buy call 2022-08-12 394.76 420.0 $95 -5707962871631375076\n",
+      "2022-07-22 $10152 0 sell call 2022-08-12 398.82 420.0 $113 -5707962871631375076\n",
+      "2022-07-22 $10068 1 buy call 2022-08-15 398.82 424.0 $83 -2438393968909743687\n",
+      "2022-07-23 $10111 0 sell call 2022-08-15 395.1 424.0 $44 -2438393968909743687\n",
+      "2022-07-29 $10012 1 buy call 2022-08-19 406.04 428.0 $99 -2177825337285980255\n",
+      "2022-07-30 $10176 0 sell call 2022-08-19 412.05 428.0 $165 -2177825337285980255\n",
+      "2022-07-30 $10105 1 buy call 2022-08-24 412.05 438.0 $70 -6509705474201278870\n",
+      "2022-08-02 $10156 0 sell call 2022-08-24 410.72 438.0 $51 -6509705474201278870\n",
+      "2022-08-02 $10124 1 buy call 2022-08-24 410.72 442.0 $31 -3151759679606891462\n",
+      "2022-08-03 $10142 0 sell call 2022-08-24 408.13 442.0 $19 -3151759679606891462\n",
+      "2022-08-04 $10060 1 buy call 2022-08-26 414.41 438.0 $82 -1479194892283948897\n",
+      "2022-08-05 $10124 0 sell call 2022-08-26 414.2 438.0 $65 -1479194892283948897\n",
+      "2022-08-05 $10084 1 buy call 2022-08-26 414.2 442.0 $39 1964896078269099723\n",
+      "2022-08-06 $10106 0 sell call 2022-08-26 413.44 442.0 $22 1964896078269099723\n",
+      "2022-08-06 $10095 1 buy call 2022-09-02 413.44 454.0 $10 -6175896955629335225\n",
+      "2022-08-09 $10014 2 buy call 2022-08-31 413.01 435.0 $80 4400556533496086886\n",
+      "2022-08-09 $10022 1 sell call 2022-09-02 413.01 454.0 $8 -6175896955629335225\n",
+      "2022-08-10 $10083 0 sell call 2022-08-31 411.35 435.0 $62 4400556533496086886\n",
+      "2022-08-11 $10027 1 buy call 2022-09-02 419.95 445.0 $55 7902536225131810361\n",
+      "2022-08-12 $9934 2 buy call 2022-09-02 420.0 440.0 $93 -3095615062035594308\n",
+      "2022-08-12 $9980 1 sell call 2022-09-02 420.0 445.0 $47 7902536225131810361\n",
+      "2022-08-13 $10179 0 sell call 2022-09-02 427.06 440.0 $200 -3095615062035594308\n",
+      "2022-08-13 $10157 1 buy call 2022-09-06 427.06 458.0 $22 -5106152036268204774\n",
+      "2022-08-16 $10177 0 sell call 2022-09-06 428.86 458.0 $21 -5106152036268204774\n",
+      "2022-08-17 $10098 1 buy call 2022-09-07 429.69 450.0 $78 -4285983641821955175\n",
+      "2022-08-18 $10143 0 sell call 2022-09-07 426.67 450.0 $45 -4285983641821955175\n",
+      "2022-10-26 $10043 1 buy call 2022-11-18 384.81 422.0 $99 -31630279880045155\n",
+      "2022-10-27 $9951 2 buy call 2022-11-16 382.12 415.0 $91 5705528032981059778\n",
+      "2022-10-27 $10007 1 sell call 2022-11-18 382.12 422.0 $56 -31630279880045155\n",
+      "2022-10-28 $10069 0 sell call 2022-11-16 380.17 415.0 $63 5705528032981059778\n",
+      "2022-10-28 $9989 1 buy call 2022-11-18 380.17 415.0 $79 -6037907528487979460\n",
+      "2022-10-29 $10149 0 sell call 2022-11-18 388.97 415.0 $160 -6037907528487979460\n",
+      "2022-10-29 $10079 1 buy call 2022-11-18 388.97 424.0 $69 3383733912304304112\n",
+      "2022-11-01 $10117 0 sell call 2022-11-18 386.15 424.0 $39 3383733912304304112\n",
+      "2022-11-01 $10020 1 buy call 2022-12-02 386.15 424.0 $97 779294319737939150\n",
+      "2022-11-02 $9925 2 buy call 2022-11-23 384.59 416.0 $94 -8144733213033066903\n",
+      "2022-11-02 $10000 1 sell call 2022-12-02 384.59 424.0 $75 779294319737939150\n",
+      "2022-11-03 $10028 0 sell call 2022-11-23 374.86 416.0 $29 -8144733213033066903\n",
+      "2022-11-12 $9943 1 buy call 2022-12-09 398.61 428.0 $84 -1723194380655923390\n",
+      "2022-11-15 $9990 0 sell call 2022-12-09 395.16 428.0 $47 -1723194380655923390\n",
+      "2022-11-16 $9968 1 buy call 2022-12-07 398.52 435.0 $21 -4470442737289523792\n",
+      "2022-11-17 $9978 0 sell call 2022-12-07 395.49 435.0 $11 -4470442737289523792\n",
+      "2022-12-01 $9886 1 buy call 2022-12-23 407.54 430.0 $92 -3130865982412724339\n",
+      "2022-12-02 $9962 0 sell call 2022-12-23 407.4 430.0 $77 -3130865982412724339\n",
+      "2022-12-02 $9883 1 buy call 2022-12-23 407.4 430.0 $78 -3130865982412724339\n",
+      "2022-12-03 $9932 0 sell call 2022-12-23 406.87 430.0 $49 -3130865982412724339\n",
+      "2022-12-08 $9856 1 buy put 2022-12-30 393.11 355.0 $75 8677148555982068630\n",
+      "2022-12-09 $9762 2 buy put 2022-12-30 396.26 363.0 $93 8201656740363472840\n",
+      "2022-12-09 $9817 1 sell put 2022-12-30 396.26 355.0 $55 8677148555982068630\n",
+      "2022-12-13 $9890 0 sell put 2022-12-30 398.92 363.0 $74 8201656740363472840\n"
+     ]
+    },
+    {
+     "ename": "KeyboardInterrupt",
+     "evalue": "",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
+      "\u001b[0;32m/tmp/ipykernel_4601/2031006100.py\u001b[0m in \u001b[0;36m?\u001b[0;34m()\u001b[0m\n\u001b[1;32m     14\u001b[0m \u001b[0mowned_options\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     15\u001b[0m \u001b[0mtrade_data\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     16\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mindex\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mrow\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mdf_option_history\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0miterrows\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 18\u001b[0;31m     \u001b[0mexpire_date\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mrow\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mEXPIRE_UNIX\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstrftime\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mformat\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"%Y-%m-%d\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     19\u001b[0m     \u001b[0mindex_date\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mindex\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstrftime\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mformat\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"%Y-%m-%d\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     20\u001b[0m     \u001b[0mis_last_index\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mindex\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mto_numpy\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0mlast_index\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     21\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;32m~/.local/lib/python3.10/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36m?\u001b[0;34m(self, name)\u001b[0m\n\u001b[0;32m-> 6189\u001b[0;31m     \u001b[0;34m@\u001b[0m\u001b[0mfinal\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   6190\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m__getattr__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mstr\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   6191\u001b[0m         \"\"\"\n\u001b[1;32m   6192\u001b[0m         \u001b[0mAfter\u001b[0m \u001b[0mregular\u001b[0m \u001b[0mattribute\u001b[0m \u001b[0maccess\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mtry\u001b[0m \u001b[0mlooking\u001b[0m \u001b[0mup\u001b[0m \u001b[0mthe\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
      ]
     }
    ],
@@ -3778,10 +4138,10 @@
     "min_dte_sell = 7\n",
     "min_dte_buy = int(min_dte_sell * 2)\n",
     "min_volume = 100\n",
-    "max_strike_distance_pct = 0.02\n",
+    "max_strike_distance_pct = 0.1\n",
     "contract_fee = 0.66\n",
     "total_contracts = 1\n",
-    "max_loss_pct = -0.1\n",
+    "max_loss_pct = -0\n",
     "min_gain_pct = 0.1\n",
     "\n",
     "money = 1000\n",
@@ -3797,9 +4157,8 @@
     "    is_last_index = index.to_numpy() == last_index\n",
     "\n",
     "    fear_greed_index_diff = 0\n",
-    "\n",
-    "    good_call_buy = row.fear_greed_index >= row.fear_greed_index_max_5 - fear_greed_index_diff\n",
-    "    good_put_buy = row.fear_greed_index <= row.fear_greed_index_min_5 + fear_greed_index_diff\n",
+    "    good_call_buy = row.fear_greed_index >= row.fear_greed_index_max_20 - fear_greed_index_diff\n",
+    "    good_put_buy = row.fear_greed_index <= row.fear_greed_index_min_20 + fear_greed_index_diff\n",
     "\n",
     "    # good_vix = row[\"^VIX_close\"] > row[\"^VIX_sma_50\"]\n",
     "    # good_call_buy = row.fear_greed_index >= row.fear_greed_index_max_5 - fear_greed_index_diff and good_vix\n",
@@ -3821,11 +4180,12 @@
     "                option[\"side\"] == \"call\"\n",
     "                and not np.isnan(row.C_BID)\n",
     "                and (\n",
-    "                    not good_call_buy\n",
-    "                    or row.DTE < min_dte_sell\n",
+    "                    # not good_call_buy\n",
+    "                    row.DTE < min_dte_sell\n",
     "                    or (option[\"DTE\"] - row.DTE) > min_dte_sell\n",
     "                    or call_pct_diff > min_gain_pct\n",
     "                    or call_pct_diff < max_loss_pct\n",
+    "                    # or (call_pct_diff > min_gain_pct and not good_call_buy)\n",
     "                    or is_last_index\n",
     "                )\n",
     "            ):\n",
@@ -3835,24 +4195,32 @@
     "                )\n",
     "                trade_data.append(\n",
     "                    {\n",
+    "                        \"id\": row.OPTION_ID,\n",
     "                        \"date\": index_date,\n",
     "                        \"money\": money,\n",
     "                        \"side\": \"sell\",\n",
     "                        \"type\": \"call\",\n",
-    "                        \"id\": row.OPTION_ID,\n",
     "                        \"price\": call_bid_price,\n",
     "                        \"options\": len(owned_options) - 1,\n",
+    "                        \"dte\": option[\"DTE\"],\n",
+    "                        \"delta\": option[\"C_DELTA\"],\n",
+    "                        \"gamma\": option[\"C_GAMMA\"],\n",
+    "                        \"vega\": option[\"C_VEGA\"],\n",
+    "                        \"theta\": option[\"C_THETA\"],\n",
+    "                        \"rho\": option[\"C_RHO\"],\n",
+    "                        \"iv\": option[\"C_IV\"],\n",
     "                    }\n",
     "                )\n",
     "            elif (\n",
     "                option[\"side\"] == \"put\"\n",
     "                and not np.isnan(row.P_BID)\n",
     "                and (\n",
-    "                    not good_put_buy\n",
-    "                    or row.DTE < min_dte_sell\n",
+    "                    # not good_put_buy\n",
+    "                    row.DTE < min_dte_sell\n",
     "                    or (option[\"DTE\"] - row.DTE) > min_dte_sell\n",
     "                    or put_pct_diff > min_gain_pct\n",
     "                    or put_pct_diff < max_loss_pct\n",
+    "                    # or (put_pct_diff > min_gain_pct and not good_put_buy)\n",
     "                    or is_last_index\n",
     "                )\n",
     "            ):\n",
@@ -3862,13 +4230,20 @@
     "                )\n",
     "                trade_data.append(\n",
     "                    {\n",
+    "                        \"id\": row.OPTION_ID,\n",
     "                        \"date\": index_date,\n",
     "                        \"money\": money,\n",
     "                        \"side\": \"sell\",\n",
     "                        \"type\": \"put\",\n",
-    "                        \"id\": row.OPTION_ID,\n",
     "                        \"price\": put_bid_price,\n",
     "                        \"options\": len(owned_options) - 1,\n",
+    "                        \"dte\": option[\"DTE\"],\n",
+    "                        \"delta\": option[\"P_DELTA\"],\n",
+    "                        \"gamma\": option[\"P_GAMMA\"],\n",
+    "                        \"vega\": option[\"P_VEGA\"],\n",
+    "                        \"theta\": option[\"P_THETA\"],\n",
+    "                        \"rho\": option[\"P_RHO\"],\n",
+    "                        \"iv\": option[\"P_IV\"],\n",
     "                    }\n",
     "                )\n",
     "            else:\n",
@@ -3879,15 +4254,24 @@
     "    owned_options = owned_options_not_sold\n",
     "\n",
     "    max_buy_amount = 1\n",
-    "    max_price = 1000\n",
+    "    max_price = 100\n",
     "    call_ask_price = row.C_ASK * 100\n",
     "    put_ask_price = row.P_ASK * 100\n",
-    "    max_buy_price = money / total_contracts / 3\n",
+    "    max_buy_price = money / total_contracts / 5\n",
+    "    # max_buy_price = 100\n",
     "    max_buy_price = max_buy_price if max_buy_price < max_price else max_price\n",
     "\n",
-    "    if not is_last_index and row.DTE > min_dte_buy and row.STRIKE_DISTANCE_PCT <= max_strike_distance_pct:\n",
+    "    if (\n",
+    "        not is_last_index\n",
+    "        and row.DTE > min_dte_buy\n",
+    "        and row.STRIKE_DISTANCE_PCT <= max_strike_distance_pct\n",
+    "        # and money >= (call_ask_price + put_ask_price)\n",
+    "        # and abs(1 - (call_ask_price / put_ask_price)) < 0.5\n",
+    "    ):\n",
     "        if (\n",
+    "            # (good_call_buy or good_put_buy)\n",
     "            good_call_buy\n",
+    "            # and (row.C_IV < 0.17 or row.C_RHO > 0.017)\n",
     "            and not np.isnan(row.C_ASK)\n",
     "            and row.C_VOLUME > min_volume\n",
     "            and call_ask_price <= max_buy_price\n",
@@ -3909,17 +4293,26 @@
     "            )\n",
     "            trade_data.append(\n",
     "                {\n",
+    "                    \"id\": row.OPTION_ID,\n",
     "                    \"date\": index_date,\n",
     "                    \"money\": money,\n",
     "                    \"side\": \"buy\",\n",
     "                    \"type\": \"call\",\n",
-    "                    \"id\": row.OPTION_ID,\n",
     "                    \"price\": call_ask_price,\n",
     "                    \"options\": len(owned_options),\n",
+    "                    \"dte\": row.DTE,\n",
+    "                    \"delta\": row.C_DELTA,\n",
+    "                    \"gamma\": row.C_GAMMA,\n",
+    "                    \"vega\": row.C_VEGA,\n",
+    "                    \"theta\": row.C_THETA,\n",
+    "                    \"rho\": row.C_RHO,\n",
+    "                    \"iv\": row.C_IV,\n",
     "                }\n",
     "            )\n",
     "        elif (\n",
+    "            # (good_call_buy or good_put_buy)\n",
     "            good_put_buy\n",
+    "            # and (row.P_IV < 0.17 or row.P_RHO > 0.017)\n",
     "            and not np.isnan(row.P_ASK)\n",
     "            and row.P_VOLUME > min_volume\n",
     "            and put_ask_price <= max_buy_price\n",
@@ -3941,13 +4334,20 @@
     "            )\n",
     "            trade_data.append(\n",
     "                {\n",
+    "                    \"id\": row.OPTION_ID,\n",
     "                    \"date\": index_date,\n",
     "                    \"money\": money,\n",
     "                    \"side\": \"buy\",\n",
     "                    \"type\": \"put\",\n",
-    "                    \"id\": row.OPTION_ID,\n",
     "                    \"price\": put_ask_price,\n",
     "                    \"options\": len(owned_options),\n",
+    "                    \"dte\": row.DTE,\n",
+    "                    \"delta\": row.P_DELTA,\n",
+    "                    \"gamma\": row.P_GAMMA,\n",
+    "                    \"vega\": row.P_VEGA,\n",
+    "                    \"theta\": row.P_THETA,\n",
+    "                    \"rho\": row.P_RHO,\n",
+    "                    \"iv\": row.P_IV,\n",
     "                }\n",
     "            )\n",
     "\n",
@@ -3957,47 +4357,362 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": null,
    "id": "6784b905-13d8-4f2d-9f51-724d5451ba14",
    "metadata": {},
+   "outputs": [],
+   "source": [
+    "df_trades = pd.DataFrame(trade_data)\n",
+    "# df_trades = df_trades.loc[df_trades[\"type\"] == \"call\"]\n",
+    "\n",
+    "df_trades[\"diff\"] = df_trades.groupby(\"id\")[\"price\"].diff()\n",
+    "df_trades[\"pct_change\"] = df_trades.groupby(\"id\")[\"price\"].pct_change() * 100\n",
+    "\n",
+    "field_to_plot = \"money\"\n",
+    "# df_trades_plot = df_trades_plot.copy()\n",
+    "# df_trades_plot = df_trades.loc[(df_trades[\"side\"] == \"sell\")]\n",
+    "df_trades_plot = df_trades.loc[(df_trades[\"side\"] == \"sell\") & (df_trades[\"options\"] == 0)]\n",
+    "\n",
+    "# field_to_plot = \"options\"\n",
+    "# df_trades_plot = df_trades.groupby([\"date\"]).max(\"options\").reset_index()\n",
+    "\n",
+    "fig = figure(figsize=(13, 4), dpi=80)\n",
+    "\n",
+    "plt.close(fig)\n",
+    "plt.clf()\n",
+    "plt.plot(pd.to_datetime(df_trades_plot[\"date\"]), df_trades_plot[field_to_plot])\n",
+    "plt.xlabel(\"date\")\n",
+    "plt.ylabel(field_to_plot)\n",
+    "plt.show()\n",
+    "\n",
+    "total_trades = len(df_trades.loc[df_trades[\"side\"] == \"sell\"])\n",
+    "good_trades = (df_trades.dropna()[\"diff\"] > 0).sum()\n",
+    "print(f\"Total trades: {total_trades}\")\n",
+    "print(f\"Good trades: {good_trades} ({good_trades/total_trades*100:.2f})%\")\n",
+    "print(f\"Min Diff: ${df_trades['diff'].min():.2f}\")\n",
+    "print(f\"Max Diff: ${df_trades['diff'].max():.2f}\")\n",
+    "print(f\"Min Pct. Change: {df_trades['pct_change'].min():.2f}%\")\n",
+    "print(f\"Max Pct. Change: {df_trades['pct_change'].max():.2f}%\")\n",
+    "df_trades.describe().astype(str)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "a251763c-dc57-47b4-8bae-8d8e80aecb79",
+   "metadata": {},
    "outputs": [
     {
      "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "027f215a335f47758d6ec87cd622eab0",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "image/png": 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",
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-       "                    Figure\n",
-       "                </div>\n",
-       "                <img 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' width=640.0/>\n",
-       "            </div>\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>id</th>\n",
+       "      <th>money</th>\n",
+       "      <th>price</th>\n",
+       "      <th>options</th>\n",
+       "      <th>dte</th>\n",
+       "      <th>delta</th>\n",
+       "      <th>gamma</th>\n",
+       "      <th>vega</th>\n",
+       "      <th>theta</th>\n",
+       "      <th>rho</th>\n",
+       "      <th>iv</th>\n",
+       "      <th>diff</th>\n",
+       "      <th>pct_change</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>id</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.316176</td>\n",
+       "      <td>-0.108867</td>\n",
+       "      <td>-0.179393</td>\n",
+       "      <td>0.005098</td>\n",
+       "      <td>-0.384696</td>\n",
+       "      <td>-0.150756</td>\n",
+       "      <td>-0.104833</td>\n",
+       "      <td>-0.171525</td>\n",
+       "      <td>-0.382248</td>\n",
+       "      <td>0.276777</td>\n",
+       "      <td>-0.189948</td>\n",
+       "      <td>-0.237942</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>money</th>\n",
+       "      <td>-0.316176</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.160241</td>\n",
+       "      <td>-0.533115</td>\n",
+       "      <td>-0.120181</td>\n",
+       "      <td>0.462908</td>\n",
+       "      <td>0.305282</td>\n",
+       "      <td>0.257091</td>\n",
+       "      <td>0.242368</td>\n",
+       "      <td>0.475819</td>\n",
+       "      <td>-0.447679</td>\n",
+       "      <td>0.264643</td>\n",
+       "      <td>0.216713</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>price</th>\n",
+       "      <td>-0.108867</td>\n",
+       "      <td>0.160241</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.360291</td>\n",
+       "      <td>-0.091648</td>\n",
+       "      <td>-0.019659</td>\n",
+       "      <td>0.070054</td>\n",
+       "      <td>0.350605</td>\n",
+       "      <td>-0.748549</td>\n",
+       "      <td>-0.031032</td>\n",
+       "      <td>0.283317</td>\n",
+       "      <td>0.876191</td>\n",
+       "      <td>0.558994</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>options</th>\n",
+       "      <td>-0.179393</td>\n",
+       "      <td>-0.533115</td>\n",
+       "      <td>-0.360291</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.060415</td>\n",
+       "      <td>0.044966</td>\n",
+       "      <td>-0.052070</td>\n",
+       "      <td>-0.112897</td>\n",
+       "      <td>0.155685</td>\n",
+       "      <td>0.034411</td>\n",
+       "      <td>-0.045949</td>\n",
+       "      <td>-0.376477</td>\n",
+       "      <td>-0.306098</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>dte</th>\n",
+       "      <td>0.005098</td>\n",
+       "      <td>-0.120181</td>\n",
+       "      <td>-0.091648</td>\n",
+       "      <td>0.060415</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.217251</td>\n",
+       "      <td>-0.453464</td>\n",
+       "      <td>-0.354748</td>\n",
+       "      <td>-0.011476</td>\n",
+       "      <td>-0.207609</td>\n",
+       "      <td>0.441956</td>\n",
+       "      <td>-0.042632</td>\n",
+       "      <td>0.067249</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>delta</th>\n",
+       "      <td>-0.384696</td>\n",
+       "      <td>0.462908</td>\n",
+       "      <td>-0.019659</td>\n",
+       "      <td>0.044966</td>\n",
+       "      <td>-0.217251</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.789450</td>\n",
+       "      <td>0.728071</td>\n",
+       "      <td>0.091622</td>\n",
+       "      <td>0.996465</td>\n",
+       "      <td>-0.709269</td>\n",
+       "      <td>-0.216584</td>\n",
+       "      <td>-0.248500</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>gamma</th>\n",
+       "      <td>-0.150756</td>\n",
+       "      <td>0.305282</td>\n",
+       "      <td>0.070054</td>\n",
+       "      <td>-0.052070</td>\n",
+       "      <td>-0.453464</td>\n",
+       "      <td>0.789450</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.927844</td>\n",
+       "      <td>-0.002577</td>\n",
+       "      <td>0.813601</td>\n",
+       "      <td>-0.804054</td>\n",
+       "      <td>-0.182859</td>\n",
+       "      <td>-0.300125</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>vega</th>\n",
+       "      <td>-0.104833</td>\n",
+       "      <td>0.257091</td>\n",
+       "      <td>0.350605</td>\n",
+       "      <td>-0.112897</td>\n",
+       "      <td>-0.354748</td>\n",
+       "      <td>0.728071</td>\n",
+       "      <td>0.927844</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.345657</td>\n",
+       "      <td>0.747335</td>\n",
+       "      <td>-0.589916</td>\n",
+       "      <td>-0.000753</td>\n",
+       "      <td>-0.243473</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>theta</th>\n",
+       "      <td>-0.171525</td>\n",
+       "      <td>0.242368</td>\n",
+       "      <td>-0.748549</td>\n",
+       "      <td>0.155685</td>\n",
+       "      <td>-0.011476</td>\n",
+       "      <td>0.091622</td>\n",
+       "      <td>-0.002577</td>\n",
+       "      <td>-0.345657</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.112794</td>\n",
+       "      <td>-0.492314</td>\n",
+       "      <td>-0.404997</td>\n",
+       "      <td>-0.056083</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>rho</th>\n",
+       "      <td>-0.382248</td>\n",
+       "      <td>0.475819</td>\n",
+       "      <td>-0.031032</td>\n",
+       "      <td>0.034411</td>\n",
+       "      <td>-0.207609</td>\n",
+       "      <td>0.996465</td>\n",
+       "      <td>0.813601</td>\n",
+       "      <td>0.747335</td>\n",
+       "      <td>0.112794</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>-0.740172</td>\n",
+       "      <td>-0.225953</td>\n",
+       "      <td>-0.258889</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>iv</th>\n",
+       "      <td>0.276777</td>\n",
+       "      <td>-0.447679</td>\n",
+       "      <td>0.283317</td>\n",
+       "      <td>-0.045949</td>\n",
+       "      <td>0.441956</td>\n",
+       "      <td>-0.709269</td>\n",
+       "      <td>-0.804054</td>\n",
+       "      <td>-0.589916</td>\n",
+       "      <td>-0.492314</td>\n",
+       "      <td>-0.740172</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.303365</td>\n",
+       "      <td>0.286256</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>diff</th>\n",
+       "      <td>-0.189948</td>\n",
+       "      <td>0.264643</td>\n",
+       "      <td>0.876191</td>\n",
+       "      <td>-0.376477</td>\n",
+       "      <td>-0.042632</td>\n",
+       "      <td>-0.216584</td>\n",
+       "      <td>-0.182859</td>\n",
+       "      <td>-0.000753</td>\n",
+       "      <td>-0.404997</td>\n",
+       "      <td>-0.225953</td>\n",
+       "      <td>0.303365</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.822772</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>pct_change</th>\n",
+       "      <td>-0.237942</td>\n",
+       "      <td>0.216713</td>\n",
+       "      <td>0.558994</td>\n",
+       "      <td>-0.306098</td>\n",
+       "      <td>0.067249</td>\n",
+       "      <td>-0.248500</td>\n",
+       "      <td>-0.300125</td>\n",
+       "      <td>-0.243473</td>\n",
+       "      <td>-0.056083</td>\n",
+       "      <td>-0.258889</td>\n",
+       "      <td>0.286256</td>\n",
+       "      <td>0.822772</td>\n",
+       "      <td>1.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
       ],
       "text/plain": [
-       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
+       "                  id     money     price   options       dte     delta  \\\n",
+       "id          1.000000 -0.316176 -0.108867 -0.179393  0.005098 -0.384696   \n",
+       "money      -0.316176  1.000000  0.160241 -0.533115 -0.120181  0.462908   \n",
+       "price      -0.108867  0.160241  1.000000 -0.360291 -0.091648 -0.019659   \n",
+       "options    -0.179393 -0.533115 -0.360291  1.000000  0.060415  0.044966   \n",
+       "dte         0.005098 -0.120181 -0.091648  0.060415  1.000000 -0.217251   \n",
+       "delta      -0.384696  0.462908 -0.019659  0.044966 -0.217251  1.000000   \n",
+       "gamma      -0.150756  0.305282  0.070054 -0.052070 -0.453464  0.789450   \n",
+       "vega       -0.104833  0.257091  0.350605 -0.112897 -0.354748  0.728071   \n",
+       "theta      -0.171525  0.242368 -0.748549  0.155685 -0.011476  0.091622   \n",
+       "rho        -0.382248  0.475819 -0.031032  0.034411 -0.207609  0.996465   \n",
+       "iv          0.276777 -0.447679  0.283317 -0.045949  0.441956 -0.709269   \n",
+       "diff       -0.189948  0.264643  0.876191 -0.376477 -0.042632 -0.216584   \n",
+       "pct_change -0.237942  0.216713  0.558994 -0.306098  0.067249 -0.248500   \n",
+       "\n",
+       "               gamma      vega     theta       rho        iv      diff  \\\n",
+       "id         -0.150756 -0.104833 -0.171525 -0.382248  0.276777 -0.189948   \n",
+       "money       0.305282  0.257091  0.242368  0.475819 -0.447679  0.264643   \n",
+       "price       0.070054  0.350605 -0.748549 -0.031032  0.283317  0.876191   \n",
+       "options    -0.052070 -0.112897  0.155685  0.034411 -0.045949 -0.376477   \n",
+       "dte        -0.453464 -0.354748 -0.011476 -0.207609  0.441956 -0.042632   \n",
+       "delta       0.789450  0.728071  0.091622  0.996465 -0.709269 -0.216584   \n",
+       "gamma       1.000000  0.927844 -0.002577  0.813601 -0.804054 -0.182859   \n",
+       "vega        0.927844  1.000000 -0.345657  0.747335 -0.589916 -0.000753   \n",
+       "theta      -0.002577 -0.345657  1.000000  0.112794 -0.492314 -0.404997   \n",
+       "rho         0.813601  0.747335  0.112794  1.000000 -0.740172 -0.225953   \n",
+       "iv         -0.804054 -0.589916 -0.492314 -0.740172  1.000000  0.303365   \n",
+       "diff       -0.182859 -0.000753 -0.404997 -0.225953  0.303365  1.000000   \n",
+       "pct_change -0.300125 -0.243473 -0.056083 -0.258889  0.286256  0.822772   \n",
+       "\n",
+       "            pct_change  \n",
+       "id           -0.237942  \n",
+       "money         0.216713  \n",
+       "price         0.558994  \n",
+       "options      -0.306098  \n",
+       "dte           0.067249  \n",
+       "delta        -0.248500  \n",
+       "gamma        -0.300125  \n",
+       "vega         -0.243473  \n",
+       "theta        -0.056083  \n",
+       "rho          -0.258889  \n",
+       "iv            0.286256  \n",
+       "diff          0.822772  \n",
+       "pct_change    1.000000  "
       ]
      },
+     "execution_count": 13,
      "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Total trades: 229\n",
-      "Good trades: 146 (63.76)%\n",
-      "Min Diff: $-464.00\n",
-      "Max Diff: $1081.00\n",
-      "Min Pct. Change: -51.44%\n",
-      "Max Pct. Change: 159.31%\n"
-     ]
-    },
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_trades.loc[df_trades[\"pct_change\"] > 0].dropna().corr(numeric_only=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "9262f7c1-0cc1-40fe-9054-f0fa5c631e58",
+   "metadata": {},
+   "outputs": [
     {
      "data": {
       "text/html": [
@@ -4019,10 +4734,233 @@
        "  <thead>\n",
        "    <tr style=\"text-align: right;\">\n",
        "      <th></th>\n",
+       "      <th>id</th>\n",
        "      <th>money</th>\n",
+       "      <th>price</th>\n",
+       "      <th>options</th>\n",
+       "      <th>dte</th>\n",
+       "      <th>delta</th>\n",
+       "      <th>gamma</th>\n",
+       "      <th>vega</th>\n",
+       "      <th>theta</th>\n",
+       "      <th>rho</th>\n",
+       "      <th>iv</th>\n",
+       "      <th>diff</th>\n",
+       "      <th>pct_change</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>count</th>\n",
+       "      <td>2.900000e+01</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "      <td>29.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mean</th>\n",
+       "      <td>-2.413664e+18</td>\n",
+       "      <td>10179.311034</td>\n",
+       "      <td>110.068966</td>\n",
+       "      <td>0.172414</td>\n",
+       "      <td>22.289655</td>\n",
+       "      <td>0.090350</td>\n",
+       "      <td>0.013608</td>\n",
+       "      <td>0.195225</td>\n",
+       "      <td>-0.055760</td>\n",
+       "      <td>0.024262</td>\n",
+       "      <td>0.143860</td>\n",
+       "      <td>36.689655</td>\n",
+       "      <td>51.717081</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>std</th>\n",
+       "      <td>5.259248e+18</td>\n",
+       "      <td>93.143465</td>\n",
+       "      <td>50.886380</td>\n",
+       "      <td>0.384426</td>\n",
+       "      <td>0.909923</td>\n",
+       "      <td>0.072209</td>\n",
+       "      <td>0.007386</td>\n",
+       "      <td>0.067012</td>\n",
+       "      <td>0.017408</td>\n",
+       "      <td>0.019919</td>\n",
+       "      <td>0.054385</td>\n",
+       "      <td>37.372740</td>\n",
+       "      <td>56.637599</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>min</th>\n",
+       "      <td>-9.089017e+18</td>\n",
+       "      <td>9932.220000</td>\n",
+       "      <td>10.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>21.040000</td>\n",
+       "      <td>-0.087000</td>\n",
+       "      <td>0.003310</td>\n",
+       "      <td>0.064080</td>\n",
+       "      <td>-0.083260</td>\n",
+       "      <td>-0.024150</td>\n",
+       "      <td>0.086990</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>1.298701</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25%</th>\n",
+       "      <td>-6.484575e+18</td>\n",
+       "      <td>10145.400000</td>\n",
+       "      <td>87.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>22.000000</td>\n",
+       "      <td>0.058520</td>\n",
+       "      <td>0.006020</td>\n",
+       "      <td>0.149770</td>\n",
+       "      <td>-0.070330</td>\n",
+       "      <td>0.015410</td>\n",
+       "      <td>0.092190</td>\n",
+       "      <td>8.000000</td>\n",
+       "      <td>11.111111</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>50%</th>\n",
+       "      <td>-3.130866e+18</td>\n",
+       "      <td>10200.600000</td>\n",
+       "      <td>101.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>22.040000</td>\n",
+       "      <td>0.106080</td>\n",
+       "      <td>0.011620</td>\n",
+       "      <td>0.201520</td>\n",
+       "      <td>-0.057660</td>\n",
+       "      <td>0.029430</td>\n",
+       "      <td>0.149800</td>\n",
+       "      <td>18.000000</td>\n",
+       "      <td>31.250000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>75%</th>\n",
+       "      <td>3.169253e+18</td>\n",
+       "      <td>10227.720000</td>\n",
+       "      <td>132.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>23.000000</td>\n",
+       "      <td>0.152250</td>\n",
+       "      <td>0.021510</td>\n",
+       "      <td>0.261310</td>\n",
+       "      <td>-0.046780</td>\n",
+       "      <td>0.039960</td>\n",
+       "      <td>0.184150</td>\n",
+       "      <td>65.000000</td>\n",
+       "      <td>69.148936</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>max</th>\n",
+       "      <td>8.201657e+18</td>\n",
+       "      <td>10333.600000</td>\n",
+       "      <td>238.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>25.000000</td>\n",
+       "      <td>0.170290</td>\n",
+       "      <td>0.024700</td>\n",
+       "      <td>0.296730</td>\n",
+       "      <td>-0.012210</td>\n",
+       "      <td>0.048420</td>\n",
+       "      <td>0.257750</td>\n",
+       "      <td>141.000000</td>\n",
+       "      <td>256.666667</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                 id         money       price    options        dte  \\\n",
+       "count  2.900000e+01     29.000000   29.000000  29.000000  29.000000   \n",
+       "mean  -2.413664e+18  10179.311034  110.068966   0.172414  22.289655   \n",
+       "std    5.259248e+18     93.143465   50.886380   0.384426   0.909923   \n",
+       "min   -9.089017e+18   9932.220000   10.000000   0.000000  21.040000   \n",
+       "25%   -6.484575e+18  10145.400000   87.000000   0.000000  22.000000   \n",
+       "50%   -3.130866e+18  10200.600000  101.000000   0.000000  22.040000   \n",
+       "75%    3.169253e+18  10227.720000  132.000000   0.000000  23.000000   \n",
+       "max    8.201657e+18  10333.600000  238.000000   1.000000  25.000000   \n",
+       "\n",
+       "           delta      gamma       vega      theta        rho         iv  \\\n",
+       "count  29.000000  29.000000  29.000000  29.000000  29.000000  29.000000   \n",
+       "mean    0.090350   0.013608   0.195225  -0.055760   0.024262   0.143860   \n",
+       "std     0.072209   0.007386   0.067012   0.017408   0.019919   0.054385   \n",
+       "min    -0.087000   0.003310   0.064080  -0.083260  -0.024150   0.086990   \n",
+       "25%     0.058520   0.006020   0.149770  -0.070330   0.015410   0.092190   \n",
+       "50%     0.106080   0.011620   0.201520  -0.057660   0.029430   0.149800   \n",
+       "75%     0.152250   0.021510   0.261310  -0.046780   0.039960   0.184150   \n",
+       "max     0.170290   0.024700   0.296730  -0.012210   0.048420   0.257750   \n",
+       "\n",
+       "             diff  pct_change  \n",
+       "count   29.000000   29.000000  \n",
+       "mean    36.689655   51.717081  \n",
+       "std     37.372740   56.637599  \n",
+       "min      1.000000    1.298701  \n",
+       "25%      8.000000   11.111111  \n",
+       "50%     18.000000   31.250000  \n",
+       "75%     65.000000   69.148936  \n",
+       "max    141.000000  256.666667  "
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_trades.loc[df_trades[\"pct_change\"] > 0].dropna().describe()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "214af351-4c96-4b5c-9e56-2dae2de52213",
+   "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>id</th>\n",
+       "      <th>money</th>\n",
        "      <th>price</th>\n",
        "      <th>options</th>\n",
+       "      <th>dte</th>\n",
+       "      <th>delta</th>\n",
+       "      <th>gamma</th>\n",
+       "      <th>vega</th>\n",
+       "      <th>theta</th>\n",
+       "      <th>rho</th>\n",
+       "      <th>iv</th>\n",
        "      <th>diff</th>\n",
        "      <th>pct_change</th>\n",
        "    </tr>\n",
@@ -4030,139 +4968,175 @@
        "  <tbody>\n",
        "    <tr>\n",
        "      <th>count</th>\n",
-       "      <td>458.0</td>\n",
-       "      <td>458.0</td>\n",
-       "      <td>458.0</td>\n",
-       "      <td>458.0</td>\n",
-       "      <td>232.0</td>\n",
-       "      <td>232.0</td>\n",
+       "      <td>4.600000e+01</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
+       "      <td>46.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>mean</th>\n",
-       "      <td>12564.333493449807</td>\n",
-       "      <td>-3.297593105406428e+17</td>\n",
-       "      <td>706.5655021834061</td>\n",
-       "      <td>0.8231441048034934</td>\n",
-       "      <td>115.0603448275862</td>\n",
-       "      <td>17.45227877983015</td>\n",
+       "      <td>-4.771922e+17</td>\n",
+       "      <td>10117.563043</td>\n",
+       "      <td>44.260870</td>\n",
+       "      <td>0.239130</td>\n",
+       "      <td>23.723478</td>\n",
+       "      <td>0.065854</td>\n",
+       "      <td>0.009280</td>\n",
+       "      <td>0.164951</td>\n",
+       "      <td>-0.053238</td>\n",
+       "      <td>0.018753</td>\n",
+       "      <td>0.167647</td>\n",
+       "      <td>-24.304348</td>\n",
+       "      <td>-36.518297</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>std</th>\n",
-       "      <td>8748.263621626165</td>\n",
-       "      <td>5.450832055463817e+18</td>\n",
-       "      <td>304.040027218196</td>\n",
-       "      <td>0.6980351801074051</td>\n",
-       "      <td>282.0181225576875</td>\n",
-       "      <td>40.226731285955964</td>\n",
+       "      <td>4.688509e+18</td>\n",
+       "      <td>110.907150</td>\n",
+       "      <td>23.248832</td>\n",
+       "      <td>0.431266</td>\n",
+       "      <td>2.817934</td>\n",
+       "      <td>0.067490</td>\n",
+       "      <td>0.005739</td>\n",
+       "      <td>0.068957</td>\n",
+       "      <td>0.020204</td>\n",
+       "      <td>0.019075</td>\n",
+       "      <td>0.053449</td>\n",
+       "      <td>15.139161</td>\n",
+       "      <td>16.531686</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>min</th>\n",
-       "      <td>443.44000000000005</td>\n",
-       "      <td>-9.219599409851146e+18</td>\n",
-       "      <td>122.0</td>\n",
-       "      <td>0.0</td>\n",
-       "      <td>-464.0</td>\n",
-       "      <td>-51.44124168514412</td>\n",
+       "      <td>-8.507612e+18</td>\n",
+       "      <td>9846.640000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>21.040000</td>\n",
+       "      <td>-0.082910</td>\n",
+       "      <td>0.000920</td>\n",
+       "      <td>0.012760</td>\n",
+       "      <td>-0.088790</td>\n",
+       "      <td>-0.022860</td>\n",
+       "      <td>0.083540</td>\n",
+       "      <td>-65.000000</td>\n",
+       "      <td>-69.148936</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>25%</th>\n",
-       "      <td>4866.300000000007</td>\n",
-       "      <td>-5.001630237945416e+18</td>\n",
-       "      <td>493.75</td>\n",
-       "      <td>0.0</td>\n",
-       "      <td>-75.25</td>\n",
-       "      <td>-13.613217213114753</td>\n",
+       "      <td>-4.072385e+18</td>\n",
+       "      <td>10050.320000</td>\n",
+       "      <td>26.750000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>22.000000</td>\n",
+       "      <td>0.034475</td>\n",
+       "      <td>0.005608</td>\n",
+       "      <td>0.126370</td>\n",
+       "      <td>-0.065225</td>\n",
+       "      <td>0.009522</td>\n",
+       "      <td>0.132515</td>\n",
+       "      <td>-32.500000</td>\n",
+       "      <td>-47.461274</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>50%</th>\n",
-       "      <td>11134.520000000022</td>\n",
-       "      <td>-4.59108983873824e+17</td>\n",
-       "      <td>672.0</td>\n",
-       "      <td>1.0</td>\n",
-       "      <td>60.5</td>\n",
-       "      <td>14.677601809954744</td>\n",
+       "      <td>-1.256398e+18</td>\n",
+       "      <td>10143.870000</td>\n",
+       "      <td>45.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>23.000000</td>\n",
+       "      <td>0.085645</td>\n",
+       "      <td>0.007850</td>\n",
+       "      <td>0.158910</td>\n",
+       "      <td>-0.057490</td>\n",
+       "      <td>0.021515</td>\n",
+       "      <td>0.163610</td>\n",
+       "      <td>-24.000000</td>\n",
+       "      <td>-37.944582</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>75%</th>\n",
-       "      <td>20654.320000000036</td>\n",
-       "      <td>4.3013072672751247e+18</td>\n",
-       "      <td>868.9999999999999</td>\n",
-       "      <td>1.0</td>\n",
-       "      <td>276.25</td>\n",
-       "      <td>40.825578441628664</td>\n",
+       "      <td>2.892634e+18</td>\n",
+       "      <td>10202.890000</td>\n",
+       "      <td>63.750000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>24.040000</td>\n",
+       "      <td>0.100365</td>\n",
+       "      <td>0.011117</td>\n",
+       "      <td>0.196412</td>\n",
+       "      <td>-0.046608</td>\n",
+       "      <td>0.028757</td>\n",
+       "      <td>0.187598</td>\n",
+       "      <td>-15.500000</td>\n",
+       "      <td>-22.779540</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>max</th>\n",
-       "      <td>27384.720000000056</td>\n",
-       "      <td>9.193703143939487e+18</td>\n",
-       "      <td>1971.0</td>\n",
-       "      <td>3.0</td>\n",
-       "      <td>1081.0</td>\n",
-       "      <td>159.30599369085178</td>\n",
+       "      <td>8.677149e+18</td>\n",
+       "      <td>10316.760000</td>\n",
+       "      <td>83.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>35.000000</td>\n",
+       "      <td>0.184760</td>\n",
+       "      <td>0.028040</td>\n",
+       "      <td>0.308020</td>\n",
+       "      <td>-0.002610</td>\n",
+       "      <td>0.051400</td>\n",
+       "      <td>0.265470</td>\n",
+       "      <td>-1.000000</td>\n",
+       "      <td>-4.545455</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
        "</div>"
       ],
       "text/plain": [
-       "                    money                      id              price  \\\n",
-       "count               458.0                   458.0              458.0   \n",
-       "mean   12564.333493449807  -3.297593105406428e+17  706.5655021834061   \n",
-       "std     8748.263621626165   5.450832055463817e+18   304.040027218196   \n",
-       "min    443.44000000000005  -9.219599409851146e+18              122.0   \n",
-       "25%     4866.300000000007  -5.001630237945416e+18             493.75   \n",
-       "50%    11134.520000000022   -4.59108983873824e+17              672.0   \n",
-       "75%    20654.320000000036  4.3013072672751247e+18  868.9999999999999   \n",
-       "max    27384.720000000056   9.193703143939487e+18             1971.0   \n",
+       "                 id         money      price    options        dte      delta  \\\n",
+       "count  4.600000e+01     46.000000  46.000000  46.000000  46.000000  46.000000   \n",
+       "mean  -4.771922e+17  10117.563043  44.260870   0.239130  23.723478   0.065854   \n",
+       "std    4.688509e+18    110.907150  23.248832   0.431266   2.817934   0.067490   \n",
+       "min   -8.507612e+18   9846.640000   1.000000   0.000000  21.040000  -0.082910   \n",
+       "25%   -4.072385e+18  10050.320000  26.750000   0.000000  22.000000   0.034475   \n",
+       "50%   -1.256398e+18  10143.870000  45.500000   0.000000  23.000000   0.085645   \n",
+       "75%    2.892634e+18  10202.890000  63.750000   0.000000  24.040000   0.100365   \n",
+       "max    8.677149e+18  10316.760000  83.000000   1.000000  35.000000   0.184760   \n",
        "\n",
-       "                  options               diff           pct_change  \n",
-       "count               458.0              232.0                232.0  \n",
-       "mean   0.8231441048034934  115.0603448275862    17.45227877983015  \n",
-       "std    0.6980351801074051  282.0181225576875   40.226731285955964  \n",
-       "min                   0.0             -464.0   -51.44124168514412  \n",
-       "25%                   0.0             -75.25  -13.613217213114753  \n",
-       "50%                   1.0               60.5   14.677601809954744  \n",
-       "75%                   1.0             276.25   40.825578441628664  \n",
-       "max                   3.0             1081.0   159.30599369085178  "
+       "           gamma       vega      theta        rho         iv       diff  \\\n",
+       "count  46.000000  46.000000  46.000000  46.000000  46.000000  46.000000   \n",
+       "mean    0.009280   0.164951  -0.053238   0.018753   0.167647 -24.304348   \n",
+       "std     0.005739   0.068957   0.020204   0.019075   0.053449  15.139161   \n",
+       "min     0.000920   0.012760  -0.088790  -0.022860   0.083540 -65.000000   \n",
+       "25%     0.005608   0.126370  -0.065225   0.009522   0.132515 -32.500000   \n",
+       "50%     0.007850   0.158910  -0.057490   0.021515   0.163610 -24.000000   \n",
+       "75%     0.011117   0.196412  -0.046608   0.028757   0.187598 -15.500000   \n",
+       "max     0.028040   0.308020  -0.002610   0.051400   0.265470  -1.000000   \n",
+       "\n",
+       "       pct_change  \n",
+       "count   46.000000  \n",
+       "mean   -36.518297  \n",
+       "std     16.531686  \n",
+       "min    -69.148936  \n",
+       "25%    -47.461274  \n",
+       "50%    -37.944582  \n",
+       "75%    -22.779540  \n",
+       "max     -4.545455  "
       ]
      },
-     "execution_count": 11,
+     "execution_count": 15,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "df_trades = pd.DataFrame(trade_data)\n",
-    "\n",
-    "df_trades[\"diff\"] = df_trades.groupby(\"id\")[\"price\"].diff()\n",
-    "df_trades[\"pct_change\"] = df_trades.groupby(\"id\")[\"price\"].pct_change() * 100\n",
-    "\n",
-    "field_to_plot = \"money\"\n",
-    "# df_trades_plot = df_trades_plot.copy()\n",
-    "# df_trades_plot = df_trades.loc[(df_trades[\"side\"] == \"sell\")]\n",
-    "df_trades_plot = df_trades.loc[(df_trades[\"side\"] == \"sell\") & (df_trades[\"options\"] == 0)]\n",
-    "\n",
-    "# field_to_plot = \"options\"\n",
-    "# df_trades_plot = df_trades.groupby([\"date\"]).max(\"options\").reset_index()\n",
-    "\n",
-    "fig = figure(figsize=(13, 4), dpi=80)\n",
-    "\n",
-    "plt.close(fig)\n",
-    "plt.clf()\n",
-    "plt.plot(pd.to_datetime(df_trades_plot[\"date\"]), df_trades_plot[field_to_plot])\n",
-    "plt.xlabel(\"date\")\n",
-    "plt.ylabel(field_to_plot)\n",
-    "plt.show()\n",
-    "\n",
-    "total_trades = len(df_trades.loc[df_trades[\"side\"] == \"sell\"])\n",
-    "good_trades = (df_trades.dropna()[\"diff\"] > 0).sum()\n",
-    "print(f\"Total trades: {total_trades}\")\n",
-    "print(f\"Good trades: {good_trades} ({good_trades/total_trades*100:.2f})%\")\n",
-    "print(f\"Min Diff: ${df_trades['diff'].min():.2f}\")\n",
-    "print(f\"Max Diff: ${df_trades['diff'].max():.2f}\")\n",
-    "print(f\"Min Pct. Change: {df_trades['pct_change'].min():.2f}%\")\n",
-    "print(f\"Max Pct. Change: {df_trades['pct_change'].max():.2f}%\")\n",
-    "df_trades.describe().astype(str)"
+    "df_trades.loc[df_trades[\"pct_change\"] < 0].dropna().describe()"
    ]
   }
  ],
diff --git a/notebooks/options-historical-test5.ipynb b/notebooks/options-historical-test5.ipynb
new file mode 100644
index 0000000..190cf3c
--- /dev/null
+++ b/notebooks/options-historical-test5.ipynb
@@ -0,0 +1,6275 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "dbbb1919-f3f6-4871-97b8-ba250e0c3561",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "INFO: Pandarallel will run on 12 workers.\n",
+      "INFO: Pandarallel will use Memory file system to transfer data between the main process and workers.\n"
+     ]
+    }
+   ],
+   "source": [
+    "import json\n",
+    "import matplotlib.pyplot as plt\n",
+    "import numpy as np\n",
+    "import os\n",
+    "import pandas as pd\n",
+    "import yfinance as yf\n",
+    "\n",
+    "from invaas.poptions import poptions\n",
+    "from matplotlib.pyplot import figure\n",
+    "from pandarallel import pandarallel\n",
+    "\n",
+    "pandarallel.initialize(nb_workers=12, progress_bar=True, verbose=2)\n",
+    "\n",
+    "%matplotlib widget\n",
+    "pd.options.display.max_columns = 100\n",
+    "pd.options.display.max_rows = 100\n",
+    "\n",
+    "data_directory = \"data/spy-options-data-2020-2022/\"\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "0986e454-8734-4e8b-a061-6fa99881ab63",
+   "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>option_id</th>\n",
+       "      <th>option_type</th>\n",
+       "      <th>quote_unixtime</th>\n",
+       "      <th>expire_unixtime</th>\n",
+       "      <th>days_to_expire</th>\n",
+       "      <th>underlying_last</th>\n",
+       "      <th>strike</th>\n",
+       "      <th>strike_distance</th>\n",
+       "      <th>strike_distance_pct</th>\n",
+       "      <th>delta</th>\n",
+       "      <th>gamma</th>\n",
+       "      <th>vega</th>\n",
+       "      <th>theta</th>\n",
+       "      <th>rho</th>\n",
+       "      <th>iv</th>\n",
+       "      <th>volume</th>\n",
+       "      <th>last</th>\n",
+       "      <th>bid</th>\n",
+       "      <th>ask</th>\n",
+       "      <th>max_ask</th>\n",
+       "      <th>min_ask</th>\n",
+       "      <th>fear_greed_index</th>\n",
+       "      <th>fear_greed_index_max</th>\n",
+       "      <th>fear_greed_index_min</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>-1982113446028683099</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2020-01-03 00:00:00+00:00</td>\n",
+       "      <td>2020-02-14 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>324.87</td>\n",
+       "      <td>270.0</td>\n",
+       "      <td>54.9</td>\n",
+       "      <td>0.169</td>\n",
+       "      <td>0.96247</td>\n",
+       "      <td>0.00230</td>\n",
+       "      <td>0.09124</td>\n",
+       "      <td>-0.03148</td>\n",
+       "      <td>0.31026</td>\n",
+       "      <td>0.30852</td>\n",
+       "      <td>10.0</td>\n",
+       "      <td>53.85</td>\n",
+       "      <td>55.31</td>\n",
+       "      <td>55.51</td>\n",
+       "      <td>67.91</td>\n",
+       "      <td>52.30</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>-6354973597871393382</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2020-01-03 00:00:00+00:00</td>\n",
+       "      <td>2020-02-14 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>324.87</td>\n",
+       "      <td>270.0</td>\n",
+       "      <td>54.9</td>\n",
+       "      <td>0.169</td>\n",
+       "      <td>-0.01684</td>\n",
+       "      <td>0.00147</td>\n",
+       "      <td>0.04655</td>\n",
+       "      <td>-0.01293</td>\n",
+       "      <td>-0.00678</td>\n",
+       "      <td>0.25518</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>0.00</td>\n",
+       "      <td>0.17</td>\n",
+       "      <td>0.17</td>\n",
+       "      <td>0.23</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>8834136192471833671</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2020-01-03 00:00:00+00:00</td>\n",
+       "      <td>2020-02-14 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>324.87</td>\n",
+       "      <td>275.0</td>\n",
+       "      <td>49.9</td>\n",
+       "      <td>0.154</td>\n",
+       "      <td>0.95833</td>\n",
+       "      <td>0.00278</td>\n",
+       "      <td>0.10050</td>\n",
+       "      <td>-0.03230</td>\n",
+       "      <td>0.31394</td>\n",
+       "      <td>0.28566</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>0.00</td>\n",
+       "      <td>50.34</td>\n",
+       "      <td>50.53</td>\n",
+       "      <td>62.89</td>\n",
+       "      <td>47.75</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>-3448782676406727786</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2020-01-03 00:00:00+00:00</td>\n",
+       "      <td>2020-02-14 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>324.87</td>\n",
+       "      <td>275.0</td>\n",
+       "      <td>49.9</td>\n",
+       "      <td>0.154</td>\n",
+       "      <td>-0.02157</td>\n",
+       "      <td>0.00193</td>\n",
+       "      <td>0.05840</td>\n",
+       "      <td>-0.01595</td>\n",
+       "      <td>-0.00872</td>\n",
+       "      <td>0.24238</td>\n",
+       "      <td>1.0</td>\n",
+       "      <td>0.28</td>\n",
+       "      <td>0.21</td>\n",
+       "      <td>0.23</td>\n",
+       "      <td>0.30</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>5539589356673438606</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2020-01-03 00:00:00+00:00</td>\n",
+       "      <td>2020-02-14 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>324.87</td>\n",
+       "      <td>280.0</td>\n",
+       "      <td>44.9</td>\n",
+       "      <td>0.138</td>\n",
+       "      <td>0.94983</td>\n",
+       "      <td>0.00341</td>\n",
+       "      <td>0.11693</td>\n",
+       "      <td>-0.03563</td>\n",
+       "      <td>0.31725</td>\n",
+       "      <td>0.26822</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>0.00</td>\n",
+       "      <td>45.41</td>\n",
+       "      <td>45.66</td>\n",
+       "      <td>57.90</td>\n",
+       "      <td>42.79</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5183441</th>\n",
+       "      <td>8114240178978324530</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2022-12-31 00:00:00+00:00</td>\n",
+       "      <td>2025-01-17 21:00:00+00:00</td>\n",
+       "      <td>749.0</td>\n",
+       "      <td>382.44</td>\n",
+       "      <td>590.0</td>\n",
+       "      <td>207.6</td>\n",
+       "      <td>0.543</td>\n",
+       "      <td>-0.87442</td>\n",
+       "      <td>0.00305</td>\n",
+       "      <td>0.81016</td>\n",
+       "      <td>-0.00808</td>\n",
+       "      <td>-1.71905</td>\n",
+       "      <td>0.29992</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>193.26</td>\n",
+       "      <td>205.00</td>\n",
+       "      <td>212.60</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5183442</th>\n",
+       "      <td>7028632512917164157</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2022-12-31 00:00:00+00:00</td>\n",
+       "      <td>2025-01-17 21:00:00+00:00</td>\n",
+       "      <td>749.0</td>\n",
+       "      <td>382.44</td>\n",
+       "      <td>595.0</td>\n",
+       "      <td>212.6</td>\n",
+       "      <td>0.556</td>\n",
+       "      <td>0.08891</td>\n",
+       "      <td>0.00157</td>\n",
+       "      <td>0.88126</td>\n",
+       "      <td>-0.01276</td>\n",
+       "      <td>0.62712</td>\n",
+       "      <td>0.18258</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>6.80</td>\n",
+       "      <td>2.00</td>\n",
+       "      <td>5.50</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5183443</th>\n",
+       "      <td>6582701123437322948</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2022-12-31 00:00:00+00:00</td>\n",
+       "      <td>2025-01-17 21:00:00+00:00</td>\n",
+       "      <td>749.0</td>\n",
+       "      <td>382.44</td>\n",
+       "      <td>595.0</td>\n",
+       "      <td>212.6</td>\n",
+       "      <td>0.556</td>\n",
+       "      <td>-0.86806</td>\n",
+       "      <td>0.00287</td>\n",
+       "      <td>0.84727</td>\n",
+       "      <td>-0.00847</td>\n",
+       "      <td>-1.81885</td>\n",
+       "      <td>0.30789</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>0.00</td>\n",
+       "      <td>210.50</td>\n",
+       "      <td>217.50</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5183444</th>\n",
+       "      <td>-5106384215059591081</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2022-12-31 00:00:00+00:00</td>\n",
+       "      <td>2025-01-17 21:00:00+00:00</td>\n",
+       "      <td>749.0</td>\n",
+       "      <td>382.44</td>\n",
+       "      <td>600.0</td>\n",
+       "      <td>217.6</td>\n",
+       "      <td>0.569</td>\n",
+       "      <td>0.07545</td>\n",
+       "      <td>0.00142</td>\n",
+       "      <td>0.77750</td>\n",
+       "      <td>-0.01128</td>\n",
+       "      <td>0.53365</td>\n",
+       "      <td>0.17619</td>\n",
+       "      <td>12.0</td>\n",
+       "      <td>2.55</td>\n",
+       "      <td>2.50</td>\n",
+       "      <td>3.45</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5183445</th>\n",
+       "      <td>-6001090114664086970</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2022-12-31 00:00:00+00:00</td>\n",
+       "      <td>2025-01-17 21:00:00+00:00</td>\n",
+       "      <td>749.0</td>\n",
+       "      <td>382.44</td>\n",
+       "      <td>600.0</td>\n",
+       "      <td>217.6</td>\n",
+       "      <td>0.569</td>\n",
+       "      <td>-0.86402</td>\n",
+       "      <td>0.00281</td>\n",
+       "      <td>0.86975</td>\n",
+       "      <td>-0.00938</td>\n",
+       "      <td>-1.88504</td>\n",
+       "      <td>0.31386</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>220.69</td>\n",
+       "      <td>215.50</td>\n",
+       "      <td>222.75</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>76.0</td>\n",
+       "      <td>36.0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5183446 rows × 24 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                   option_id option_type             quote_unixtime  \\\n",
+       "0       -1982113446028683099        call  2020-01-03 00:00:00+00:00   \n",
+       "1       -6354973597871393382         put  2020-01-03 00:00:00+00:00   \n",
+       "2        8834136192471833671        call  2020-01-03 00:00:00+00:00   \n",
+       "3       -3448782676406727786         put  2020-01-03 00:00:00+00:00   \n",
+       "4        5539589356673438606        call  2020-01-03 00:00:00+00:00   \n",
+       "...                      ...         ...                        ...   \n",
+       "5183441  8114240178978324530         put  2022-12-31 00:00:00+00:00   \n",
+       "5183442  7028632512917164157        call  2022-12-31 00:00:00+00:00   \n",
+       "5183443  6582701123437322948         put  2022-12-31 00:00:00+00:00   \n",
+       "5183444 -5106384215059591081        call  2022-12-31 00:00:00+00:00   \n",
+       "5183445 -6001090114664086970         put  2022-12-31 00:00:00+00:00   \n",
+       "\n",
+       "                   expire_unixtime  days_to_expire  underlying_last  strike  \\\n",
+       "0        2020-02-14 21:00:00+00:00            43.0           324.87   270.0   \n",
+       "1        2020-02-14 21:00:00+00:00            43.0           324.87   270.0   \n",
+       "2        2020-02-14 21:00:00+00:00            43.0           324.87   275.0   \n",
+       "3        2020-02-14 21:00:00+00:00            43.0           324.87   275.0   \n",
+       "4        2020-02-14 21:00:00+00:00            43.0           324.87   280.0   \n",
+       "...                            ...             ...              ...     ...   \n",
+       "5183441  2025-01-17 21:00:00+00:00           749.0           382.44   590.0   \n",
+       "5183442  2025-01-17 21:00:00+00:00           749.0           382.44   595.0   \n",
+       "5183443  2025-01-17 21:00:00+00:00           749.0           382.44   595.0   \n",
+       "5183444  2025-01-17 21:00:00+00:00           749.0           382.44   600.0   \n",
+       "5183445  2025-01-17 21:00:00+00:00           749.0           382.44   600.0   \n",
+       "\n",
+       "         strike_distance  strike_distance_pct    delta    gamma     vega  \\\n",
+       "0                   54.9                0.169  0.96247  0.00230  0.09124   \n",
+       "1                   54.9                0.169 -0.01684  0.00147  0.04655   \n",
+       "2                   49.9                0.154  0.95833  0.00278  0.10050   \n",
+       "3                   49.9                0.154 -0.02157  0.00193  0.05840   \n",
+       "4                   44.9                0.138  0.94983  0.00341  0.11693   \n",
+       "...                  ...                  ...      ...      ...      ...   \n",
+       "5183441            207.6                0.543 -0.87442  0.00305  0.81016   \n",
+       "5183442            212.6                0.556  0.08891  0.00157  0.88126   \n",
+       "5183443            212.6                0.556 -0.86806  0.00287  0.84727   \n",
+       "5183444            217.6                0.569  0.07545  0.00142  0.77750   \n",
+       "5183445            217.6                0.569 -0.86402  0.00281  0.86975   \n",
+       "\n",
+       "           theta      rho       iv  volume    last     bid     ask  max_ask  \\\n",
+       "0       -0.03148  0.31026  0.30852    10.0   53.85   55.31   55.51    67.91   \n",
+       "1       -0.01293 -0.00678  0.25518     NaN    0.00    0.17    0.17     0.23   \n",
+       "2       -0.03230  0.31394  0.28566     NaN    0.00   50.34   50.53    62.89   \n",
+       "3       -0.01595 -0.00872  0.24238     1.0    0.28    0.21    0.23     0.30   \n",
+       "4       -0.03563  0.31725  0.26822     NaN    0.00   45.41   45.66    57.90   \n",
+       "...          ...      ...      ...     ...     ...     ...     ...      ...   \n",
+       "5183441 -0.00808 -1.71905  0.29992     0.0  193.26  205.00  212.60      NaN   \n",
+       "5183442 -0.01276  0.62712  0.18258     0.0    6.80    2.00    5.50      NaN   \n",
+       "5183443 -0.00847 -1.81885  0.30789     NaN    0.00  210.50  217.50      NaN   \n",
+       "5183444 -0.01128  0.53365  0.17619    12.0    2.55    2.50    3.45      NaN   \n",
+       "5183445 -0.00938 -1.88504  0.31386     0.0  220.69  215.50  222.75      NaN   \n",
+       "\n",
+       "         min_ask  fear_greed_index  fear_greed_index_max  fear_greed_index_min  \n",
+       "0          52.30               NaN                   NaN                   NaN  \n",
+       "1           0.01               NaN                   NaN                   NaN  \n",
+       "2          47.75               NaN                   NaN                   NaN  \n",
+       "3           0.01               NaN                   NaN                   NaN  \n",
+       "4          42.79               NaN                   NaN                   NaN  \n",
+       "...          ...               ...                   ...                   ...  \n",
+       "5183441      NaN              37.0                  76.0                  36.0  \n",
+       "5183442      NaN              37.0                  76.0                  36.0  \n",
+       "5183443      NaN              37.0                  76.0                  36.0  \n",
+       "5183444      NaN              37.0                  76.0                  36.0  \n",
+       "5183445      NaN              37.0                  76.0                  36.0  \n",
+       "\n",
+       "[5183446 rows x 24 columns]"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "periods = 20  # BEST RESULT\n",
+    "# periods = 30\n",
+    "\n",
+    "refresh_formatted_data = False\n",
+    "refresh_processed_data = False\n",
+    "\n",
+    "raw_data_path = data_directory + \"spy_2020_2022.csv\"\n",
+    "formatted_data_path = data_directory + \"spy_2020_2022_formatted.csv\"\n",
+    "processed_data_path = data_directory + \"spy_2020_2022_processed.csv\"\n",
+    "\n",
+    "if not refresh_processed_data and os.path.isfile(processed_data_path):\n",
+    "    df_options = pd.read_csv(processed_data_path, low_memory=False)\n",
+    "else:\n",
+    "    if not refresh_formatted_data and os.path.isfile(formatted_data_path):\n",
+    "        df_formatted = pd.read_csv(formatted_data_path, low_memory=False)\n",
+    "    else:\n",
+    "        df_formatted = pd.read_csv(raw_data_path, low_memory=False)\n",
+    "\n",
+    "        columns = df_formatted.columns\n",
+    "        columns = [s.replace(\"[\", \"\") for s in columns]\n",
+    "        columns = [s.replace(\"]\", \"\") for s in columns]\n",
+    "        columns = [s.replace(\" \", \"\") for s in columns]\n",
+    "        df_formatted.columns = columns\n",
+    "\n",
+    "        date_columns = [\"QUOTE_READTIME\", \"QUOTE_DATE\", \"EXPIRE_DATE\"]\n",
+    "        numeric_cols = df_formatted.columns.to_list()\n",
+    "        numeric_cols.remove(\"QUOTE_READTIME\")\n",
+    "        numeric_cols.remove(\"QUOTE_DATE\")\n",
+    "        numeric_cols.remove(\"EXPIRE_DATE\")\n",
+    "\n",
+    "        df_formatted.drop(columns=date_columns, inplace=True)\n",
+    "\n",
+    "        for i in numeric_cols:\n",
+    "            df_formatted[i] = pd.to_numeric(df_formatted[i], errors=\"coerce\")\n",
+    "\n",
+    "        df_formatted.drop(columns=[\"C_SIZE\", \"P_SIZE\"], inplace=True)\n",
+    "        df_formatted[\"EXPIRE_UNIX\"] = pd.to_datetime(df_formatted.EXPIRE_UNIX, unit=\"s\", utc=True)\n",
+    "        df_formatted[\"QUOTE_UNIXTIME\"] = pd.to_datetime(df_formatted.QUOTE_UNIXTIME, unit=\"s\", utc=True).apply(\n",
+    "            lambda x: pd.Timestamp(x).round(freq=\"D\")\n",
+    "        )\n",
+    "        df_formatted[\"OPTION_ID\"] = (\n",
+    "            df_formatted[\"EXPIRE_UNIX\"].astype(str) + df_formatted[\"STRIKE\"].astype(str)\n",
+    "        ).apply(lambda x: hash(x))\n",
+    "\n",
+    "        df_formatted.sort_values(by=[\"QUOTE_UNIXTIME\", \"EXPIRE_UNIX\", \"STRIKE\"], inplace=True)\n",
+    "\n",
+    "        for column in [\"C_ASK\", \"P_ASK\"]:\n",
+    "            max_ask_column = f\"MAX_{column}_{periods}\"\n",
+    "            min_ask_column = f\"MIN_{column}_{periods}\"\n",
+    "            max_column_rename = {}\n",
+    "            min_column_rename = {}\n",
+    "            max_column_rename[column] = max_ask_column\n",
+    "            min_column_rename[column] = min_ask_column\n",
+    "            df_formatted.drop(columns=[max_ask_column, min_ask_column], errors=\"ignore\", inplace=True)\n",
+    "            df_rolling_max_ask = (\n",
+    "                df_formatted.groupby(\"OPTION_ID\", as_index=False)[column]\n",
+    "                .rolling(window=periods, min_periods=1)\n",
+    "                .max()\n",
+    "                .rename(columns=max_column_rename)\n",
+    "                .drop(columns=[\"OPTION_ID\"])\n",
+    "                .join(df_formatted)[[\"OPTION_ID\", max_ask_column]]\n",
+    "                .groupby(\"OPTION_ID\", as_index=False)\n",
+    "                .shift(periods=-periods)\n",
+    "                .join(df_formatted)[[\"OPTION_ID\", max_ask_column]]\n",
+    "                .drop(columns=[\"OPTION_ID\"])\n",
+    "            )\n",
+    "            df_rolling_min_ask = (\n",
+    "                df_formatted.groupby(\"OPTION_ID\", as_index=False)[column]\n",
+    "                .rolling(window=periods, min_periods=1)\n",
+    "                .min()\n",
+    "                .rename(columns=min_column_rename)\n",
+    "                .drop(columns=[\"OPTION_ID\"])\n",
+    "                .join(df_formatted)[[\"OPTION_ID\", min_ask_column]]\n",
+    "                .groupby(\"OPTION_ID\", as_index=False)\n",
+    "                .shift(periods=-periods)\n",
+    "                .join(df_formatted)[[\"OPTION_ID\", min_ask_column]]\n",
+    "                .drop(columns=[\"OPTION_ID\"])\n",
+    "            )\n",
+    "            df_formatted = df_formatted.join(df_rolling_max_ask)\n",
+    "            df_formatted = df_formatted.join(df_rolling_min_ask)\n",
+    "\n",
+    "        df_formatted_total_options = (\n",
+    "            df_formatted.groupby(\"OPTION_ID\", as_index=False).size().rename(columns={\"size\": \"total\"})\n",
+    "        )\n",
+    "        df_formatted = df_formatted.loc[\n",
+    "            df_formatted.OPTION_ID.isin(\n",
+    "                df_formatted_total_options.loc[df_formatted_total_options.total > periods].OPTION_ID\n",
+    "            )\n",
+    "        ]\n",
+    "\n",
+    "        with open(\"data/cnn_fear_greed_index_data.json\") as f:\n",
+    "            cnn_fear_greed_index_data = json.load(f)\n",
+    "\n",
+    "        df_fear_greed_index = pd.DataFrame(\n",
+    "            data=cnn_fear_greed_index_data[\"data\"][\"c:50108\"][\"series\"][0], columns=[\"x\", \"y\"]\n",
+    "        )\n",
+    "        df_fear_greed_index[\"QUOTE_UNIXTIME\"] = pd.DatetimeIndex(\n",
+    "            [pd.Timestamp(x, unit=\"s\", tz=\"UTC\") for x in df_fear_greed_index.x]\n",
+    "        )\n",
+    "        df_fear_greed_index.rename(columns={\"y\": \"fear_greed_index\"}, inplace=True)\n",
+    "        df_fear_greed_index[\"fear_greed_index\"] = df_fear_greed_index.fear_greed_index.astype(float).round().shift()\n",
+    "        df_fear_greed_index[f\"fear_greed_index_max_{periods}\"] = df_fear_greed_index.fear_greed_index.rolling(\n",
+    "            window=periods, min_periods=periods\n",
+    "        ).max()\n",
+    "        df_fear_greed_index[f\"fear_greed_index_min_{periods}\"] = df_fear_greed_index.fear_greed_index.rolling(\n",
+    "            window=periods, min_periods=periods\n",
+    "        ).min()\n",
+    "        df_formatted = df_formatted.merge(\n",
+    "            df_fear_greed_index[\n",
+    "                [\n",
+    "                    \"QUOTE_UNIXTIME\",\n",
+    "                    \"fear_greed_index\",\n",
+    "                    f\"fear_greed_index_max_{periods}\",\n",
+    "                    f\"fear_greed_index_min_{periods}\",\n",
+    "                ]\n",
+    "            ],\n",
+    "            on=\"QUOTE_UNIXTIME\",\n",
+    "            how=\"left\",\n",
+    "        )\n",
+    "\n",
+    "        # df_irx_history = yf.Ticker(\"^IRX\").history(interval=\"1d\", period=\"5y\")\n",
+    "        # df_irx_history.columns = [f\"IRX_{x}\" for x in map(str.lower, df_irx_history.columns)]\n",
+    "        # df_irx_history[\"QUOTE_UNIXTIME\"] = [\n",
+    "        #     pd.to_datetime(x, utc=True).round(freq=\"D\") for x in df_irx_history.index.values\n",
+    "        # ]\n",
+    "        # df_formatted = df_formatted.merge(\n",
+    "        #     df_irx_history[[\"QUOTE_UNIXTIME\", \"IRX_close\"]], on=\"QUOTE_UNIXTIME\", how=\"inner\"\n",
+    "        # )\n",
+    "\n",
+    "        df_formatted.reset_index(inplace=True, drop=True)\n",
+    "        df_formatted.to_csv(formatted_data_path, index=False)\n",
+    "\n",
+    "    def get_options_data(row):\n",
+    "        return [\n",
+    "            {\n",
+    "                \"option_id\": hash(\"call\" + str(row.OPTION_ID)),\n",
+    "                \"option_type\": \"call\",\n",
+    "                \"quote_unixtime\": row.QUOTE_UNIXTIME,\n",
+    "                \"expire_unixtime\": row.EXPIRE_UNIX,\n",
+    "                \"days_to_expire\": row.DTE,\n",
+    "                \"underlying_last\": row.UNDERLYING_LAST,\n",
+    "                \"strike\": row.STRIKE,\n",
+    "                \"strike_distance\": row.STRIKE_DISTANCE,\n",
+    "                \"strike_distance_pct\": row.STRIKE_DISTANCE_PCT,\n",
+    "                \"delta\": row.C_DELTA,\n",
+    "                \"gamma\": row.C_GAMMA,\n",
+    "                \"vega\": row.C_VEGA,\n",
+    "                \"theta\": row.C_THETA,\n",
+    "                \"rho\": row.C_RHO,\n",
+    "                \"iv\": row.C_IV,\n",
+    "                \"volume\": row.C_VOLUME,\n",
+    "                \"last\": row.C_LAST,\n",
+    "                \"bid\": row.C_BID,\n",
+    "                \"ask\": row.C_ASK,\n",
+    "                \"max_ask\": row[f\"MAX_C_ASK_{periods}\"],\n",
+    "                \"min_ask\": row[f\"MIN_C_ASK_{periods}\"],\n",
+    "                # \"irx\": row.IRX_close,\n",
+    "                \"fear_greed_index\": row.fear_greed_index,\n",
+    "                \"fear_greed_index_max\": row[f\"fear_greed_index_max_{periods}\"],\n",
+    "                \"fear_greed_index_min\": row[f\"fear_greed_index_min_{periods}\"],\n",
+    "            },\n",
+    "            {\n",
+    "                \"option_id\": hash(\"put\" + str(row.OPTION_ID)),\n",
+    "                \"option_type\": \"put\",\n",
+    "                \"quote_unixtime\": row.QUOTE_UNIXTIME,\n",
+    "                \"expire_unixtime\": row.EXPIRE_UNIX,\n",
+    "                \"days_to_expire\": row.DTE,\n",
+    "                \"underlying_last\": row.UNDERLYING_LAST,\n",
+    "                \"strike\": row.STRIKE,\n",
+    "                \"strike_distance\": row.STRIKE_DISTANCE,\n",
+    "                \"strike_distance_pct\": row.STRIKE_DISTANCE_PCT,\n",
+    "                \"delta\": row.P_DELTA,\n",
+    "                \"gamma\": row.P_GAMMA,\n",
+    "                \"vega\": row.P_VEGA,\n",
+    "                \"theta\": row.P_THETA,\n",
+    "                \"rho\": row.P_RHO,\n",
+    "                \"iv\": row.P_IV,\n",
+    "                \"volume\": row.P_VOLUME,\n",
+    "                \"last\": row.P_LAST,\n",
+    "                \"bid\": row.P_BID,\n",
+    "                \"ask\": row.P_ASK,\n",
+    "                \"max_ask\": row[f\"MAX_P_ASK_{periods}\"],\n",
+    "                \"min_ask\": row[f\"MIN_P_ASK_{periods}\"],\n",
+    "                # \"irx\": row.IRX_close,\n",
+    "                \"fear_greed_index\": row.fear_greed_index,\n",
+    "                \"fear_greed_index_max\": row[f\"fear_greed_index_max_{periods}\"],\n",
+    "                \"fear_greed_index_min\": row[f\"fear_greed_index_min_{periods}\"],\n",
+    "            },\n",
+    "        ]\n",
+    "\n",
+    "    def flatten(xss):\n",
+    "        return [x for xs in xss for x in xs]\n",
+    "\n",
+    "    options_data = flatten(df_formatted[: len(df_formatted)].parallel_apply(get_options_data, axis=1))\n",
+    "    df_options = pd.DataFrame(data=options_data)\n",
+    "    df_options.to_csv(processed_data_path, index=False)\n",
+    "\n",
+    "df_options"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "3469f106",
+   "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>option_id</th>\n",
+       "      <th>days_to_expire</th>\n",
+       "      <th>underlying_last</th>\n",
+       "      <th>strike</th>\n",
+       "      <th>strike_distance</th>\n",
+       "      <th>strike_distance_pct</th>\n",
+       "      <th>delta</th>\n",
+       "      <th>gamma</th>\n",
+       "      <th>vega</th>\n",
+       "      <th>theta</th>\n",
+       "      <th>rho</th>\n",
+       "      <th>iv</th>\n",
+       "      <th>volume</th>\n",
+       "      <th>last</th>\n",
+       "      <th>bid</th>\n",
+       "      <th>ask</th>\n",
+       "      <th>max_ask</th>\n",
+       "      <th>min_ask</th>\n",
+       "      <th>fear_greed_index</th>\n",
+       "      <th>fear_greed_index_max</th>\n",
+       "      <th>fear_greed_index_min</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>count</th>\n",
+       "      <td>5183446.0</td>\n",
+       "      <td>5183446.0</td>\n",
+       "      <td>5183446.0</td>\n",
+       "      <td>5183446.0</td>\n",
+       "      <td>5183446.0</td>\n",
+       "      <td>5183446.0</td>\n",
+       "      <td>5183304.0</td>\n",
+       "      <td>5183304.0</td>\n",
+       "      <td>5183304.0</td>\n",
+       "      <td>5183304.0</td>\n",
+       "      <td>5183304.0</td>\n",
+       "      <td>4995065.0</td>\n",
+       "      <td>4329775.0</td>\n",
+       "      <td>5182658.0</td>\n",
+       "      <td>5182658.0</td>\n",
+       "      <td>5182658.0</td>\n",
+       "      <td>3867274.0</td>\n",
+       "      <td>3867274.0</td>\n",
+       "      <td>2379528.0</td>\n",
+       "      <td>2199518.0</td>\n",
+       "      <td>2199518.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mean</th>\n",
+       "      <td>1.7216579416822662e+16</td>\n",
+       "      <td>208.44489484408626</td>\n",
+       "      <td>386.81048857073125</td>\n",
+       "      <td>366.2309153022912</td>\n",
+       "      <td>79.84188649790116</td>\n",
+       "      <td>0.20786633641017963</td>\n",
+       "      <td>0.061377349813941044</td>\n",
+       "      <td>-7.16732997335483</td>\n",
+       "      <td>-4.273652451353425</td>\n",
+       "      <td>-0.05487317240316212</td>\n",
+       "      <td>-0.17676348886926183</td>\n",
+       "      <td>0.325085603106266</td>\n",
+       "      <td>189.24003302712035</td>\n",
+       "      <td>29.880180199040723</td>\n",
+       "      <td>46.262370376358945</td>\n",
+       "      <td>47.367116543287295</td>\n",
+       "      <td>61.246274471371805</td>\n",
+       "      <td>43.06805268258725</td>\n",
+       "      <td>39.16426030708611</td>\n",
+       "      <td>57.8417171398461</td>\n",
+       "      <td>19.019125099226287</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>std</th>\n",
+       "      <td>5.306054226147032e+18</td>\n",
+       "      <td>214.28945070866197</td>\n",
+       "      <td>55.93111870637418</td>\n",
+       "      <td>117.85477394158923</td>\n",
+       "      <td>74.10176115308039</td>\n",
+       "      <td>0.18785161249208368</td>\n",
+       "      <td>0.6097005475830474</td>\n",
+       "      <td>8263.766206348793</td>\n",
+       "      <td>68.27349741470688</td>\n",
+       "      <td>0.2449836036545431</td>\n",
+       "      <td>5.614262441778176</td>\n",
+       "      <td>0.38684982574298166</td>\n",
+       "      <td>2345.348596510615</td>\n",
+       "      <td>48.49748971584839</td>\n",
+       "      <td>62.023225396788206</td>\n",
+       "      <td>62.76557232391271</td>\n",
+       "      <td>70.05371023332876</td>\n",
+       "      <td>60.47939211854961</td>\n",
+       "      <td>16.715752079266753</td>\n",
+       "      <td>11.921238466167331</td>\n",
+       "      <td>10.620170391049161</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>min</th>\n",
+       "      <td>-9.222509685214791e+18</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>222.21</td>\n",
+       "      <td>5.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>-1.0</td>\n",
+       "      <td>-14950363.96601</td>\n",
+       "      <td>-2815.39969</td>\n",
+       "      <td>-45.23137</td>\n",
+       "      <td>-2878.27141</td>\n",
+       "      <td>-0.0005</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>3.0</td>\n",
+       "      <td>30.0</td>\n",
+       "      <td>3.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25%</th>\n",
+       "      <td>-4.5729672209394e+18</td>\n",
+       "      <td>45.0</td>\n",
+       "      <td>342.52</td>\n",
+       "      <td>291.0</td>\n",
+       "      <td>25.2</td>\n",
+       "      <td>0.066</td>\n",
+       "      <td>-0.34575</td>\n",
+       "      <td>0.00073</td>\n",
+       "      <td>0.12985</td>\n",
+       "      <td>-0.06511</td>\n",
+       "      <td>-0.33982</td>\n",
+       "      <td>0.18796</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.25</td>\n",
+       "      <td>3.03</td>\n",
+       "      <td>3.41</td>\n",
+       "      <td>8.73</td>\n",
+       "      <td>2.36</td>\n",
+       "      <td>27.0</td>\n",
+       "      <td>48.0</td>\n",
+       "      <td>13.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>50%</th>\n",
+       "      <td>8915341917986362.0</td>\n",
+       "      <td>140.0</td>\n",
+       "      <td>393.48</td>\n",
+       "      <td>365.0</td>\n",
+       "      <td>58.5</td>\n",
+       "      <td>0.155</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.0029</td>\n",
+       "      <td>0.42276</td>\n",
+       "      <td>-0.03984</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.25137</td>\n",
+       "      <td>2.0</td>\n",
+       "      <td>8.9</td>\n",
+       "      <td>20.37</td>\n",
+       "      <td>21.31</td>\n",
+       "      <td>34.95</td>\n",
+       "      <td>16.28</td>\n",
+       "      <td>37.0</td>\n",
+       "      <td>58.0</td>\n",
+       "      <td>17.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>75%</th>\n",
+       "      <td>4.5706551648356634e+18</td>\n",
+       "      <td>290.0</td>\n",
+       "      <td>434.01</td>\n",
+       "      <td>440.0</td>\n",
+       "      <td>115.4</td>\n",
+       "      <td>0.303</td>\n",
+       "      <td>0.65371</td>\n",
+       "      <td>0.00578</td>\n",
+       "      <td>0.87945</td>\n",
+       "      <td>-0.01762</td>\n",
+       "      <td>0.2984</td>\n",
+       "      <td>0.34917</td>\n",
+       "      <td>22.0</td>\n",
+       "      <td>37.32</td>\n",
+       "      <td>64.72</td>\n",
+       "      <td>66.5</td>\n",
+       "      <td>90.53</td>\n",
+       "      <td>59.43</td>\n",
+       "      <td>53.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>22.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>max</th>\n",
+       "      <td>9.223305532386287e+18</td>\n",
+       "      <td>1096.0</td>\n",
+       "      <td>477.77</td>\n",
+       "      <td>4898.0</td>\n",
+       "      <td>4469.3</td>\n",
+       "      <td>10.425</td>\n",
+       "      <td>1.0</td>\n",
+       "      <td>10.99989</td>\n",
+       "      <td>147.32807</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>357.46355</td>\n",
+       "      <td>52.10104</td>\n",
+       "      <td>381807.0</td>\n",
+       "      <td>444.2</td>\n",
+       "      <td>4451.19</td>\n",
+       "      <td>4455.5</td>\n",
+       "      <td>4455.5</td>\n",
+       "      <td>4455.5</td>\n",
+       "      <td>77.0</td>\n",
+       "      <td>77.0</td>\n",
+       "      <td>54.0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                    option_id      days_to_expire     underlying_last  \\\n",
+       "count               5183446.0           5183446.0           5183446.0   \n",
+       "mean   1.7216579416822662e+16  208.44489484408626  386.81048857073125   \n",
+       "std     5.306054226147032e+18  214.28945070866197   55.93111870637418   \n",
+       "min    -9.222509685214791e+18                 0.0              222.21   \n",
+       "25%      -4.5729672209394e+18                45.0              342.52   \n",
+       "50%        8915341917986362.0               140.0              393.48   \n",
+       "75%    4.5706551648356634e+18               290.0              434.01   \n",
+       "max     9.223305532386287e+18              1096.0              477.77   \n",
+       "\n",
+       "                   strike    strike_distance  strike_distance_pct  \\\n",
+       "count           5183446.0          5183446.0            5183446.0   \n",
+       "mean    366.2309153022912  79.84188649790116  0.20786633641017963   \n",
+       "std    117.85477394158923  74.10176115308039  0.18785161249208368   \n",
+       "min                   5.0                0.0                  0.0   \n",
+       "25%                 291.0               25.2                0.066   \n",
+       "50%                 365.0               58.5                0.155   \n",
+       "75%                 440.0              115.4                0.303   \n",
+       "max                4898.0             4469.3               10.425   \n",
+       "\n",
+       "                      delta              gamma                vega  \\\n",
+       "count             5183304.0          5183304.0           5183304.0   \n",
+       "mean   0.061377349813941044  -7.16732997335483  -4.273652451353425   \n",
+       "std      0.6097005475830474  8263.766206348793   68.27349741470688   \n",
+       "min                    -1.0    -14950363.96601         -2815.39969   \n",
+       "25%                -0.34575            0.00073             0.12985   \n",
+       "50%                     0.0             0.0029             0.42276   \n",
+       "75%                 0.65371            0.00578             0.87945   \n",
+       "max                     1.0           10.99989           147.32807   \n",
+       "\n",
+       "                      theta                   rho                   iv  \\\n",
+       "count             5183304.0             5183304.0            4995065.0   \n",
+       "mean   -0.05487317240316212  -0.17676348886926183    0.325085603106266   \n",
+       "std      0.2449836036545431     5.614262441778176  0.38684982574298166   \n",
+       "min               -45.23137           -2878.27141              -0.0005   \n",
+       "25%                -0.06511              -0.33982              0.18796   \n",
+       "50%                -0.03984                   0.0              0.25137   \n",
+       "75%                -0.01762                0.2984              0.34917   \n",
+       "max                     0.0             357.46355             52.10104   \n",
+       "\n",
+       "                   volume                last                 bid  \\\n",
+       "count           4329775.0           5182658.0           5182658.0   \n",
+       "mean   189.24003302712035  29.880180199040723  46.262370376358945   \n",
+       "std     2345.348596510615   48.49748971584839  62.023225396788206   \n",
+       "min                   0.0                 0.0                 0.0   \n",
+       "25%                   0.0                0.25                3.03   \n",
+       "50%                   2.0                 8.9               20.37   \n",
+       "75%                  22.0               37.32               64.72   \n",
+       "max              381807.0               444.2             4451.19   \n",
+       "\n",
+       "                      ask             max_ask            min_ask  \\\n",
+       "count           5182658.0           3867274.0          3867274.0   \n",
+       "mean   47.367116543287295  61.246274471371805  43.06805268258725   \n",
+       "std     62.76557232391271   70.05371023332876  60.47939211854961   \n",
+       "min                   0.0                0.01                0.0   \n",
+       "25%                  3.41                8.73               2.36   \n",
+       "50%                 21.31               34.95              16.28   \n",
+       "75%                  66.5               90.53              59.43   \n",
+       "max                4455.5              4455.5             4455.5   \n",
+       "\n",
+       "         fear_greed_index fear_greed_index_max fear_greed_index_min  \n",
+       "count           2379528.0            2199518.0            2199518.0  \n",
+       "mean    39.16426030708611     57.8417171398461   19.019125099226287  \n",
+       "std    16.715752079266753   11.921238466167331   10.620170391049161  \n",
+       "min                   3.0                 30.0                  3.0  \n",
+       "25%                  27.0                 48.0                 13.0  \n",
+       "50%                  37.0                 58.0                 17.0  \n",
+       "75%                  53.0                 68.0                 22.0  \n",
+       "max                  77.0                 77.0                 54.0  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_options.describe().astype(str)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 155,
+   "id": "d6bbbe6e",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_75608/2157963973.py:69: SettingWithCopyWarning: \n",
+      "A value is trying to be set on a copy of a slice from a DataFrame\n",
+      "\n",
+      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
+      "  df_options_filtered.dropna(subset=[\"max_ask\", \"min_ask\"], inplace=True)\n"
+     ]
+    },
+    {
+     "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>option_id</th>\n",
+       "      <th>option_type</th>\n",
+       "      <th>quote_unixtime</th>\n",
+       "      <th>expire_unixtime</th>\n",
+       "      <th>days_to_expire</th>\n",
+       "      <th>underlying_last</th>\n",
+       "      <th>strike</th>\n",
+       "      <th>strike_distance</th>\n",
+       "      <th>strike_distance_pct</th>\n",
+       "      <th>delta</th>\n",
+       "      <th>gamma</th>\n",
+       "      <th>vega</th>\n",
+       "      <th>theta</th>\n",
+       "      <th>rho</th>\n",
+       "      <th>iv</th>\n",
+       "      <th>volume</th>\n",
+       "      <th>last</th>\n",
+       "      <th>bid</th>\n",
+       "      <th>ask</th>\n",
+       "      <th>max_ask</th>\n",
+       "      <th>min_ask</th>\n",
+       "      <th>fear_greed_index</th>\n",
+       "      <th>fear_greed_index_max</th>\n",
+       "      <th>fear_greed_index_min</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>2593691</th>\n",
+       "      <td>-7365981158248038580</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2021-06-29 00:00:00+00:00</td>\n",
+       "      <td>2021-08-20 20:00:00+00:00</td>\n",
+       "      <td>53.0</td>\n",
+       "      <td>427.49</td>\n",
+       "      <td>397.0</td>\n",
+       "      <td>30.5</td>\n",
+       "      <td>0.071</td>\n",
+       "      <td>-0.14975</td>\n",
+       "      <td>0.00732</td>\n",
+       "      <td>0.38458</td>\n",
+       "      <td>-0.06786</td>\n",
+       "      <td>-0.09816</td>\n",
+       "      <td>0.19231</td>\n",
+       "      <td>2645.0</td>\n",
+       "      <td>2.59</td>\n",
+       "      <td>2.54</td>\n",
+       "      <td>2.55</td>\n",
+       "      <td>3.12</td>\n",
+       "      <td>0.13</td>\n",
+       "      <td>42.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>27.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2593693</th>\n",
+       "      <td>-2568005486360994819</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2021-06-29 00:00:00+00:00</td>\n",
+       "      <td>2021-08-20 20:00:00+00:00</td>\n",
+       "      <td>53.0</td>\n",
+       "      <td>427.49</td>\n",
+       "      <td>398.0</td>\n",
+       "      <td>29.5</td>\n",
+       "      <td>0.069</td>\n",
+       "      <td>-0.15591</td>\n",
+       "      <td>0.00763</td>\n",
+       "      <td>0.39391</td>\n",
+       "      <td>-0.06946</td>\n",
+       "      <td>-0.10174</td>\n",
+       "      <td>0.19028</td>\n",
+       "      <td>314.0</td>\n",
+       "      <td>2.65</td>\n",
+       "      <td>2.63</td>\n",
+       "      <td>2.64</td>\n",
+       "      <td>3.24</td>\n",
+       "      <td>0.14</td>\n",
+       "      <td>42.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>27.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2593695</th>\n",
+       "      <td>2972326703281129330</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2021-06-29 00:00:00+00:00</td>\n",
+       "      <td>2021-08-20 20:00:00+00:00</td>\n",
+       "      <td>53.0</td>\n",
+       "      <td>427.49</td>\n",
+       "      <td>399.0</td>\n",
+       "      <td>28.5</td>\n",
+       "      <td>0.067</td>\n",
+       "      <td>-0.16130</td>\n",
+       "      <td>0.00794</td>\n",
+       "      <td>0.40314</td>\n",
+       "      <td>-0.07020</td>\n",
+       "      <td>-0.10482</td>\n",
+       "      <td>0.18805</td>\n",
+       "      <td>236.0</td>\n",
+       "      <td>2.76</td>\n",
+       "      <td>2.71</td>\n",
+       "      <td>2.73</td>\n",
+       "      <td>3.37</td>\n",
+       "      <td>0.14</td>\n",
+       "      <td>42.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>27.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2593697</th>\n",
+       "      <td>-2008705614732032092</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2021-06-29 00:00:00+00:00</td>\n",
+       "      <td>2021-08-20 20:00:00+00:00</td>\n",
+       "      <td>53.0</td>\n",
+       "      <td>427.49</td>\n",
+       "      <td>400.0</td>\n",
+       "      <td>27.5</td>\n",
+       "      <td>0.064</td>\n",
+       "      <td>-0.16769</td>\n",
+       "      <td>0.00819</td>\n",
+       "      <td>0.41260</td>\n",
+       "      <td>-0.07071</td>\n",
+       "      <td>-0.10888</td>\n",
+       "      <td>0.18638</td>\n",
+       "      <td>3941.0</td>\n",
+       "      <td>2.82</td>\n",
+       "      <td>2.81</td>\n",
+       "      <td>2.82</td>\n",
+       "      <td>3.50</td>\n",
+       "      <td>0.15</td>\n",
+       "      <td>42.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>27.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2593699</th>\n",
+       "      <td>-7022666460859315316</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2021-06-29 00:00:00+00:00</td>\n",
+       "      <td>2021-08-20 20:00:00+00:00</td>\n",
+       "      <td>53.0</td>\n",
+       "      <td>427.49</td>\n",
+       "      <td>401.0</td>\n",
+       "      <td>26.5</td>\n",
+       "      <td>0.062</td>\n",
+       "      <td>-0.17357</td>\n",
+       "      <td>0.00848</td>\n",
+       "      <td>0.42222</td>\n",
+       "      <td>-0.07135</td>\n",
+       "      <td>-0.11320</td>\n",
+       "      <td>0.18335</td>\n",
+       "      <td>427.0</td>\n",
+       "      <td>2.91</td>\n",
+       "      <td>2.90</td>\n",
+       "      <td>2.91</td>\n",
+       "      <td>3.61</td>\n",
+       "      <td>0.16</td>\n",
+       "      <td>42.0</td>\n",
+       "      <td>54.0</td>\n",
+       "      <td>27.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5022365</th>\n",
+       "      <td>-300701671830102445</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2022-11-18 00:00:00+00:00</td>\n",
+       "      <td>2022-12-30 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>394.25</td>\n",
+       "      <td>365.0</td>\n",
+       "      <td>29.2</td>\n",
+       "      <td>0.074</td>\n",
+       "      <td>-0.17510</td>\n",
+       "      <td>0.00744</td>\n",
+       "      <td>0.35181</td>\n",
+       "      <td>-0.10102</td>\n",
+       "      <td>-0.08629</td>\n",
+       "      <td>0.25221</td>\n",
+       "      <td>516.0</td>\n",
+       "      <td>3.41</td>\n",
+       "      <td>3.38</td>\n",
+       "      <td>3.40</td>\n",
+       "      <td>2.90</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>61.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>16.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5022375</th>\n",
+       "      <td>6227039033100063079</td>\n",
+       "      <td>put</td>\n",
+       "      <td>2022-11-18 00:00:00+00:00</td>\n",
+       "      <td>2022-12-30 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>394.25</td>\n",
+       "      <td>370.0</td>\n",
+       "      <td>24.2</td>\n",
+       "      <td>0.062</td>\n",
+       "      <td>-0.21303</td>\n",
+       "      <td>0.00860</td>\n",
+       "      <td>0.39597</td>\n",
+       "      <td>-0.11028</td>\n",
+       "      <td>-0.10434</td>\n",
+       "      <td>0.24616</td>\n",
+       "      <td>506.0</td>\n",
+       "      <td>4.29</td>\n",
+       "      <td>4.23</td>\n",
+       "      <td>4.26</td>\n",
+       "      <td>3.66</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>61.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>16.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5022454</th>\n",
+       "      <td>6615800376863408433</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2022-11-18 00:00:00+00:00</td>\n",
+       "      <td>2022-12-30 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>394.25</td>\n",
+       "      <td>410.0</td>\n",
+       "      <td>15.8</td>\n",
+       "      <td>0.040</td>\n",
+       "      <td>0.29462</td>\n",
+       "      <td>0.01285</td>\n",
+       "      <td>0.46991</td>\n",
+       "      <td>-0.10591</td>\n",
+       "      <td>0.13368</td>\n",
+       "      <td>0.19627</td>\n",
+       "      <td>179.0</td>\n",
+       "      <td>4.69</td>\n",
+       "      <td>4.79</td>\n",
+       "      <td>4.82</td>\n",
+       "      <td>7.50</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>61.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>16.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5022462</th>\n",
+       "      <td>-497532357314792858</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2022-11-18 00:00:00+00:00</td>\n",
+       "      <td>2022-12-30 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>394.25</td>\n",
+       "      <td>414.0</td>\n",
+       "      <td>19.8</td>\n",
+       "      <td>0.050</td>\n",
+       "      <td>0.24217</td>\n",
+       "      <td>0.01190</td>\n",
+       "      <td>0.42541</td>\n",
+       "      <td>-0.09362</td>\n",
+       "      <td>0.11021</td>\n",
+       "      <td>0.19238</td>\n",
+       "      <td>144.0</td>\n",
+       "      <td>3.49</td>\n",
+       "      <td>3.62</td>\n",
+       "      <td>3.65</td>\n",
+       "      <td>5.64</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>61.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>16.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5022464</th>\n",
+       "      <td>-4304696296827505128</td>\n",
+       "      <td>call</td>\n",
+       "      <td>2022-11-18 00:00:00+00:00</td>\n",
+       "      <td>2022-12-30 21:00:00+00:00</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>394.25</td>\n",
+       "      <td>415.0</td>\n",
+       "      <td>20.8</td>\n",
+       "      <td>0.053</td>\n",
+       "      <td>0.22934</td>\n",
+       "      <td>0.01164</td>\n",
+       "      <td>0.41333</td>\n",
+       "      <td>-0.09078</td>\n",
+       "      <td>0.10404</td>\n",
+       "      <td>0.19154</td>\n",
+       "      <td>1076.0</td>\n",
+       "      <td>3.28</td>\n",
+       "      <td>3.36</td>\n",
+       "      <td>3.39</td>\n",
+       "      <td>5.23</td>\n",
+       "      <td>0.01</td>\n",
+       "      <td>61.0</td>\n",
+       "      <td>68.0</td>\n",
+       "      <td>16.0</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5469 rows × 24 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                   option_id option_type             quote_unixtime  \\\n",
+       "2593691 -7365981158248038580         put  2021-06-29 00:00:00+00:00   \n",
+       "2593693 -2568005486360994819         put  2021-06-29 00:00:00+00:00   \n",
+       "2593695  2972326703281129330         put  2021-06-29 00:00:00+00:00   \n",
+       "2593697 -2008705614732032092         put  2021-06-29 00:00:00+00:00   \n",
+       "2593699 -7022666460859315316         put  2021-06-29 00:00:00+00:00   \n",
+       "...                      ...         ...                        ...   \n",
+       "5022365  -300701671830102445         put  2022-11-18 00:00:00+00:00   \n",
+       "5022375  6227039033100063079         put  2022-11-18 00:00:00+00:00   \n",
+       "5022454  6615800376863408433        call  2022-11-18 00:00:00+00:00   \n",
+       "5022462  -497532357314792858        call  2022-11-18 00:00:00+00:00   \n",
+       "5022464 -4304696296827505128        call  2022-11-18 00:00:00+00:00   \n",
+       "\n",
+       "                   expire_unixtime  days_to_expire  underlying_last  strike  \\\n",
+       "2593691  2021-08-20 20:00:00+00:00            53.0           427.49   397.0   \n",
+       "2593693  2021-08-20 20:00:00+00:00            53.0           427.49   398.0   \n",
+       "2593695  2021-08-20 20:00:00+00:00            53.0           427.49   399.0   \n",
+       "2593697  2021-08-20 20:00:00+00:00            53.0           427.49   400.0   \n",
+       "2593699  2021-08-20 20:00:00+00:00            53.0           427.49   401.0   \n",
+       "...                            ...             ...              ...     ...   \n",
+       "5022365  2022-12-30 21:00:00+00:00            43.0           394.25   365.0   \n",
+       "5022375  2022-12-30 21:00:00+00:00            43.0           394.25   370.0   \n",
+       "5022454  2022-12-30 21:00:00+00:00            43.0           394.25   410.0   \n",
+       "5022462  2022-12-30 21:00:00+00:00            43.0           394.25   414.0   \n",
+       "5022464  2022-12-30 21:00:00+00:00            43.0           394.25   415.0   \n",
+       "\n",
+       "         strike_distance  strike_distance_pct    delta    gamma     vega  \\\n",
+       "2593691             30.5                0.071 -0.14975  0.00732  0.38458   \n",
+       "2593693             29.5                0.069 -0.15591  0.00763  0.39391   \n",
+       "2593695             28.5                0.067 -0.16130  0.00794  0.40314   \n",
+       "2593697             27.5                0.064 -0.16769  0.00819  0.41260   \n",
+       "2593699             26.5                0.062 -0.17357  0.00848  0.42222   \n",
+       "...                  ...                  ...      ...      ...      ...   \n",
+       "5022365             29.2                0.074 -0.17510  0.00744  0.35181   \n",
+       "5022375             24.2                0.062 -0.21303  0.00860  0.39597   \n",
+       "5022454             15.8                0.040  0.29462  0.01285  0.46991   \n",
+       "5022462             19.8                0.050  0.24217  0.01190  0.42541   \n",
+       "5022464             20.8                0.053  0.22934  0.01164  0.41333   \n",
+       "\n",
+       "           theta      rho       iv  volume  last   bid   ask  max_ask  \\\n",
+       "2593691 -0.06786 -0.09816  0.19231  2645.0  2.59  2.54  2.55     3.12   \n",
+       "2593693 -0.06946 -0.10174  0.19028   314.0  2.65  2.63  2.64     3.24   \n",
+       "2593695 -0.07020 -0.10482  0.18805   236.0  2.76  2.71  2.73     3.37   \n",
+       "2593697 -0.07071 -0.10888  0.18638  3941.0  2.82  2.81  2.82     3.50   \n",
+       "2593699 -0.07135 -0.11320  0.18335   427.0  2.91  2.90  2.91     3.61   \n",
+       "...          ...      ...      ...     ...   ...   ...   ...      ...   \n",
+       "5022365 -0.10102 -0.08629  0.25221   516.0  3.41  3.38  3.40     2.90   \n",
+       "5022375 -0.11028 -0.10434  0.24616   506.0  4.29  4.23  4.26     3.66   \n",
+       "5022454 -0.10591  0.13368  0.19627   179.0  4.69  4.79  4.82     7.50   \n",
+       "5022462 -0.09362  0.11021  0.19238   144.0  3.49  3.62  3.65     5.64   \n",
+       "5022464 -0.09078  0.10404  0.19154  1076.0  3.28  3.36  3.39     5.23   \n",
+       "\n",
+       "         min_ask  fear_greed_index  fear_greed_index_max  fear_greed_index_min  \n",
+       "2593691     0.13              42.0                  54.0                  27.0  \n",
+       "2593693     0.14              42.0                  54.0                  27.0  \n",
+       "2593695     0.14              42.0                  54.0                  27.0  \n",
+       "2593697     0.15              42.0                  54.0                  27.0  \n",
+       "2593699     0.16              42.0                  54.0                  27.0  \n",
+       "...          ...               ...                   ...                   ...  \n",
+       "5022365     0.01              61.0                  68.0                  16.0  \n",
+       "5022375     0.01              61.0                  68.0                  16.0  \n",
+       "5022454     0.01              61.0                  68.0                  16.0  \n",
+       "5022462     0.01              61.0                  68.0                  16.0  \n",
+       "5022464     0.01              61.0                  68.0                  16.0  \n",
+       "\n",
+       "[5469 rows x 24 columns]"
+      ]
+     },
+     "execution_count": 155,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# min_dte = periods\n",
+    "# min_dte = 20 # BEST RESULT\n",
+    "min_dte = 30\n",
+    "max_dte = 60\n",
+    "max_ask = 5\n",
+    "min_ask = max_ask / 2\n",
+    "min_volume = 100\n",
+    "target_profit = 1.5\n",
+    "\n",
+    "df_options_filtered = df_options.loc[\n",
+    "    (df_options.fear_greed_index_max.notnull())\n",
+    "    & (df_options.bid > 0)\n",
+    "    & (df_options.ask > 0)\n",
+    "    & (df_options.ask < max_ask)\n",
+    "    & (df_options.ask > min_ask)\n",
+    "    & (df_options.volume > min_volume)\n",
+    "    & (df_options.days_to_expire > min_dte)\n",
+    "    & (df_options.days_to_expire < max_dte)\n",
+    "]\n",
+    "# [\n",
+    "#     [\n",
+    "#         \"option_type\",\n",
+    "#         \"underlying_last\",\n",
+    "#         \"strike\",\n",
+    "#         \"ask\",\n",
+    "#         \"days_to_expire\",\n",
+    "#         \"iv\",\n",
+    "#         # \"irx\",\n",
+    "#     ]\n",
+    "# ].drop_duplicates()\n",
+    "\n",
+    "\n",
+    "# def get_pop(row):\n",
+    "#     # if (row.underlying_last * row.strike * row.ask * row.days_to_expire * row.iv) == 0:\n",
+    "#     #     return 0\n",
+    "\n",
+    "#     pop_func = poptions.longCall if row.option_type == \"call\" else poptions.longPut\n",
+    "#     pop_data = pop_func(\n",
+    "#         underlying=row.underlying_last,\n",
+    "#         long_strike=row.strike,\n",
+    "#         long_price=row.ask,\n",
+    "#         days_to_expiration=int(row.days_to_expire),\n",
+    "#         closing_days_array=[(periods if periods < row.days_to_expire else int(row.days_to_expire))],\n",
+    "#         sigma=row.iv * 100,\n",
+    "#         rate=0,\n",
+    "#         # rate=row.irx,\n",
+    "#         trials=100,\n",
+    "#         multiple_array=[target_profit],\n",
+    "#     )\n",
+    "#     # print(pop_data)\n",
+    "#     return {\"pop\": pop_data[\"pop\"][0], \"pop_error\": pop_data[\"pop_error\"][0]}\n",
+    "\n",
+    "\n",
+    "# # pops = []\n",
+    "# # num = 0\n",
+    "# # total = len(df_options_filtered)\n",
+    "\n",
+    "# # for index, row in df_options_filtered.iterrows():\n",
+    "# #     num += 1\n",
+    "# #     print(f\"{num}/{total} -- ({num/total*100:.2f}%)\", end=\"\\r\")\n",
+    "# #     pops.append(get_pop(row))\n",
+    "\n",
+    "# # df_options_filtered[\"pop\"] = pops\n",
+    "\n",
+    "# pops = df_options_filtered.parallel_apply(get_pop, axis=1)\n",
+    "# df_options_filtered[\"probability_of_profit\"] = [x[\"pop\"] for x in pops]\n",
+    "# df_options_filtered[\"probability_of_profit_error\"] = [x[\"pop_error\"] for x in pops]\n",
+    "\n",
+    "df_options_filtered.dropna(subset=[\"max_ask\", \"min_ask\"], inplace=True)\n",
+    "df_options_filtered"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "5f4f3e03",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# df_options_filtered.describe().astype(str)\n",
+    "# df_options_filtered.loc[df_options_filtered.probability_of_profit > 0]\n",
+    "# df_options_filtered.loc[df_options_filtered.probability_of_profit > 0].groupby(\"option_type\", as_index=False).size()\n",
+    "\n",
+    "# processed_filtered_data_path = data_directory + \"spy_2020_2022_processed_filtered.csv\"\n",
+    "# # df_options_filtered.to_csv(processed_filtered_data_path, index=False)\n",
+    "# # df_options_filtered = pd.read_csv(processed_filtered_data_path, low_memory=False)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "65a3b9cc",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# df_options.drop(columns=[\"probability_of_profit\", \"probability_of_profit_error\"], errors=\"ignore\", inplace=True)\n",
+    "# df_options = df_options.join(df_options_filtered[[\"probability_of_profit\", \"probability_of_profit_error\"]], how=\"left\")\n",
+    "# df_options"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 104,
+   "id": "fc3ac1db",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# df_options[\"ask_pct_diff\"] = (df_options.max_ask - df_options.ask) / df_options.ask\n",
+    "# df_options.describe().astype(str)\n",
+    "\n",
+    "# df_options_filtered[\"max_ask_pct_diff\"] = (\n",
+    "#     df_options_filtered.max_ask - df_options_filtered.ask\n",
+    "# ) / df_options_filtered.ask\n",
+    "# df_options_filtered[\"min_ask_pct_diff\"] = (\n",
+    "#     df_options_filtered.min_ask - df_options_filtered.ask\n",
+    "# ) / df_options_filtered.ask\n",
+    "# df_options_filtered.describe().astype(str)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 156,
+   "id": "d97801cf",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Total gains: $117435.50\n",
+      "Total losses: $-73433.00\n",
+      "Total profit: $44002.50\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_75608/3375262638.py:16: SettingWithCopyWarning: \n",
+      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
+      "Try using .loc[row_indexer,col_indexer] = value instead\n",
+      "\n",
+      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
+      "  df_options_filtered[\"did_buy\"] = (\n",
+      "/tmp/ipykernel_75608/3375262638.py:26: SettingWithCopyWarning: \n",
+      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
+      "Try using .loc[row_indexer,col_indexer] = value instead\n",
+      "\n",
+      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
+      "  df_options_filtered[\"should_buy\"] = df_options_filtered.max_ask > (df_options_filtered.ask * target_profit)\n"
+     ]
+    },
+    {
+     "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>did_buy</th>\n",
+       "      <th>should_buy</th>\n",
+       "      <th>size</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>False</td>\n",
+       "      <td>False</td>\n",
+       "      <td>2273</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>False</td>\n",
+       "      <td>True</td>\n",
+       "      <td>2143</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>True</td>\n",
+       "      <td>False</td>\n",
+       "      <td>409</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>True</td>\n",
+       "      <td>True</td>\n",
+       "      <td>644</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   did_buy  should_buy  size\n",
+       "0    False       False  2273\n",
+       "1    False        True  2143\n",
+       "2     True       False   409\n",
+       "3     True        True   644"
+      ]
+     },
+     "execution_count": 156,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# min_probability_of_profit = 0\n",
+    "# df_options[\"did_buy\"] = (\n",
+    "#     # (df_options.probability_of_profit > min_probability_of_profit)\n",
+    "#     (df_options.fear_greed_index == df_options.fear_greed_index_max)\n",
+    "#     | (df_options.fear_greed_index == df_options.fear_greed_index_min)\n",
+    "#     # (\n",
+    "#     #     ((df_options.option_type == \"call\") & (df_options.fear_greed_index == df_options.fear_greed_index_max))\n",
+    "#     #     | ((df_options.option_type == \"put\") & (df_options.fear_greed_index == df_options.fear_greed_index_min))\n",
+    "#     # )\n",
+    "# )\n",
+    "# df_options[\"should_buy\"] = df_options.max_ask > (df_options.ask * target_profit)\n",
+    "# df_options.groupby([\"did_buy\", \"should_buy\"], as_index=False).size()\n",
+    "# # df_options.loc[df_options.did_buy].groupby([\"quote_unixtime\", \"did_buy\", \"should_buy\"], as_index=False).size()\n",
+    "\n",
+    "max_diff = 0\n",
+    "df_options_filtered[\"did_buy\"] = (\n",
+    "    (df_options_filtered.option_type == \"call\")\n",
+    "    & (df_options_filtered.fear_greed_index <= (df_options_filtered.fear_greed_index_min + max_diff))\n",
+    ") | (\n",
+    "    (df_options_filtered.option_type == \"put\")\n",
+    "    & (df_options_filtered.fear_greed_index >= (df_options_filtered.fear_greed_index_max - max_diff))\n",
+    ")\n",
+    "# df_options_filtered[\"did_buy\"] = (\n",
+    "#     (df_options_filtered.fear_greed_index == df_options_filtered.fear_greed_index_min)\n",
+    "# ) | ((df_options_filtered.fear_greed_index == df_options_filtered.fear_greed_index_max))\n",
+    "df_options_filtered[\"should_buy\"] = df_options_filtered.max_ask > (df_options_filtered.ask * target_profit)\n",
+    "# df_options_filtered[\"should_buy\"] = df_options_filtered.max_ask >= (df_options_filtered.ask * 0.5)\n",
+    "# df_options_filtered[\"should_buy\"] = df_options_filtered.max_ask_pct_diff > 0\n",
+    "\n",
+    "total_gains = (\n",
+    "    df_options_filtered.loc[df_options_filtered.did_buy & df_options_filtered.should_buy].ask\n",
+    "    * (target_profit - 1)\n",
+    "    * 100\n",
+    ").sum()\n",
+    "# total_gains = (df_options_filtered.loc[df_options_filtered.did_buy & df_options_filtered.should_buy].ask * (0.5) * 100).sum()\n",
+    "\n",
+    "max_loss = -1 if (1 - target_profit) < -1 else (1 - target_profit)\n",
+    "total_losses = (\n",
+    "    df_options_filtered.loc[df_options_filtered.did_buy & (~df_options_filtered.should_buy)].ask * max_loss * 100\n",
+    ").sum()\n",
+    "print(f\"Total gains: ${total_gains:.2f}\")\n",
+    "print(f\"Total losses: ${total_losses:.2f}\")\n",
+    "print(f\"Total profit: ${total_gains + total_losses:.2f}\")\n",
+    "df_options_filtered.groupby([\"did_buy\", \"should_buy\"], as_index=False).size()\n",
+    "# df_options.loc[df_options.did_buy].groupby([\"quote_unixtime\", \"did_buy\", \"should_buy\"], as_index=False).size()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 157,
+   "id": "b05bc216",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2021-07-09 $9599 1 buy call 2021-08-13 437.0 $401 -4418228024154266475\n",
+      "2021-07-09 $9243 2 buy call 2021-08-13 438.0 $356 7383825852934217345\n",
+      "2021-07-09 $9114 3 buy call 2021-08-13 445.0 $129 3164329046674865696\n",
+      "2021-07-09 $9058 4 buy call 2021-08-13 450.0 $56 -5448912353510466649\n",
+      "2021-07-09 $8579 5 buy call 2021-08-20 437.0 $479 -1159719705482629330\n",
+      "2021-07-09 $8148 6 buy call 2021-08-20 438.0 $431 -2765119149261156126\n",
+      "2021-07-09 $7763 7 buy call 2021-08-20 439.0 $385 -9167025182612422280\n",
+      "2021-07-09 $7415 8 buy call 2021-08-20 440.0 $348 1188420237354117438\n",
+      "2021-07-09 $7106 9 buy call 2021-08-20 441.0 $309 7876234896744515255\n",
+      "2021-07-09 $6833 10 buy call 2021-08-20 442.0 $273 105836816072842441\n",
+      "2021-07-09 $6593 11 buy call 2021-08-20 443.0 $240 -147831961339728372\n",
+      "2021-07-09 $6383 12 buy call 2021-08-20 444.0 $210 -7479550899477291891\n",
+      "2021-07-09 $6199 13 buy call 2021-08-20 445.0 $184 3829321529171025093\n",
+      "2021-07-09 $6038 14 buy call 2021-08-20 446.0 $161 5123600096148093164\n",
+      "2021-07-09 $5900 15 buy call 2021-08-20 447.0 $138 661436434364371208\n",
+      "2021-07-09 $5780 16 buy call 2021-08-20 448.0 $120 2953081105405383569\n",
+      "2021-07-09 $5676 17 buy call 2021-08-20 449.0 $104 6010768415668947209\n",
+      "2021-07-09 $5586 18 buy call 2021-08-20 450.0 $90 5990293943102454042\n",
+      "2021-07-09 $5508 19 buy call 2021-08-20 451.0 $78 4247745023763412728\n",
+      "2021-07-13 $6127 18 sell call 2021-08-13 437.0 $619 -4418228024154266475\n",
+      "2021-07-13 $6687 17 sell call 2021-08-13 438.0 $560 7383825852934217345\n",
+      "2021-07-13 $6907 16 sell call 2021-08-13 445.0 $220 3164329046674865696\n",
+      "2021-07-13 $7003 15 sell call 2021-08-13 450.0 $96 -5448912353510466649\n",
+      "2021-07-13 $7587 14 sell call 2021-08-20 439.0 $584 -9167025182612422280\n",
+      "2021-07-13 $8117 13 sell call 2021-08-20 440.0 $530 1188420237354117438\n",
+      "2021-07-13 $8590 12 sell call 2021-08-20 441.0 $473 7876234896744515255\n",
+      "2021-07-13 $9015 11 sell call 2021-08-20 442.0 $425 105836816072842441\n",
+      "2021-07-13 $9392 10 sell call 2021-08-20 443.0 $377 -147831961339728372\n",
+      "2021-07-13 $9723 9 sell call 2021-08-20 444.0 $331 -7479550899477291891\n",
+      "2021-07-13 $10016 8 sell call 2021-08-20 445.0 $293 3829321529171025093\n",
+      "2021-07-13 $10271 7 sell call 2021-08-20 446.0 $255 5123600096148093164\n",
+      "2021-07-13 $10493 6 sell call 2021-08-20 447.0 $222 661436434364371208\n",
+      "2021-07-13 $10687 5 sell call 2021-08-20 448.0 $194 2953081105405383569\n",
+      "2021-07-13 $10854 4 sell call 2021-08-20 449.0 $167 6010768415668947209\n",
+      "2021-07-13 $10998 3 sell call 2021-08-20 450.0 $144 5990293943102454042\n",
+      "2021-07-13 $11122 2 sell call 2021-08-20 451.0 $124 4247745023763412728\n",
+      "2021-07-16 $10666 3 buy call 2021-08-20 439.0 $456 -9167025182612422280\n",
+      "2021-07-16 $10262 4 buy call 2021-08-20 440.0 $404 1188420237354117438\n",
+      "2021-07-16 $9905 5 buy call 2021-08-20 441.0 $357 7876234896744515255\n",
+      "2021-07-16 $9592 6 buy call 2021-08-20 442.0 $313 105836816072842441\n",
+      "2021-07-16 $9319 7 buy call 2021-08-20 443.0 $273 -147831961339728372\n",
+      "2021-07-16 $9083 8 buy call 2021-08-20 444.0 $236 -7479550899477291891\n",
+      "2021-07-16 $8879 9 buy call 2021-08-20 445.0 $204 3829321529171025093\n",
+      "2021-07-16 $8704 10 buy call 2021-08-20 446.0 $175 5123600096148093164\n",
+      "2021-07-16 $8555 11 buy call 2021-08-20 447.0 $149 661436434364371208\n",
+      "2021-07-16 $8428 12 buy call 2021-08-20 448.0 $127 2953081105405383569\n",
+      "2021-07-16 $8321 13 buy call 2021-08-20 449.0 $107 6010768415668947209\n",
+      "2021-07-16 $8231 14 buy call 2021-08-20 450.0 $90 5990293943102454042\n",
+      "2021-07-16 $8155 15 buy call 2021-08-20 451.0 $76 4247745023763412728\n",
+      "2021-07-16 $8102 16 buy call 2021-08-20 453.0 $53 760639009304372667\n",
+      "2021-07-16 $7736 17 buy call 2021-08-27 443.0 $366 -4102226349958928344\n",
+      "2021-07-16 $7448 18 buy call 2021-08-27 445.0 $288 126130048483402993\n",
+      "2021-07-16 $7278 19 buy call 2021-08-27 449.0 $170 -2826761387807234990\n",
+      "2021-07-16 $7168 20 buy call 2021-08-27 452.0 $110 -1147296599343447774\n",
+      "2021-07-16 $7073 21 buy call 2021-08-27 453.0 $95 -5060829106931790418\n",
+      "2021-07-20 $6581 22 buy call 2021-08-20 431.0 $492 -2185934933823660348\n",
+      "2021-07-20 $6138 23 buy call 2021-08-20 432.0 $443 3265267613479914866\n",
+      "2021-07-20 $5746 24 buy call 2021-08-20 433.0 $392 -2852323443045579581\n",
+      "2021-07-20 $5403 25 buy call 2021-08-20 434.0 $343 -8999706679155500312\n",
+      "2021-07-20 $5103 26 buy call 2021-08-20 435.0 $300 -6494766440455865106\n",
+      "2021-07-20 $4844 27 buy call 2021-08-20 436.0 $259 680006567841116884\n",
+      "2021-07-20 $5066 26 sell call 2021-08-20 437.0 $222 -1159719705482629330\n",
+      "2021-07-20 $4842 27 buy call 2021-08-20 437.0 $224 -1159719705482629330\n",
+      "2021-07-20 $5031 26 sell call 2021-08-20 438.0 $189 -2765119149261156126\n",
+      "2021-07-20 $4839 27 buy call 2021-08-20 438.0 $192 -2765119149261156126\n",
+      "2021-07-20 $4999 26 sell call 2021-08-20 439.0 $160 -9167025182612422280\n",
+      "2021-07-20 $4838 27 buy call 2021-08-20 439.0 $161 -9167025182612422280\n",
+      "2021-07-20 $4972 26 sell call 2021-08-20 440.0 $134 1188420237354117438\n",
+      "2021-07-20 $4834 27 buy call 2021-08-20 440.0 $138 1188420237354117438\n",
+      "2021-07-20 $4944 26 sell call 2021-08-20 441.0 $110 7876234896744515255\n",
+      "2021-07-20 $4831 27 buy call 2021-08-20 441.0 $113 7876234896744515255\n",
+      "2021-07-20 $4924 26 sell call 2021-08-20 442.0 $93 105836816072842441\n",
+      "2021-07-20 $4829 27 buy call 2021-08-20 442.0 $95 105836816072842441\n",
+      "2021-07-20 $4906 26 sell call 2021-08-20 443.0 $77 -147831961339728372\n",
+      "2021-07-20 $4828 27 buy call 2021-08-20 443.0 $78 -147831961339728372\n",
+      "2021-07-20 $4891 26 sell call 2021-08-20 444.0 $63 -7479550899477291891\n",
+      "2021-07-20 $4827 27 buy call 2021-08-20 444.0 $64 -7479550899477291891\n",
+      "2021-07-20 $4878 26 sell call 2021-08-20 445.0 $51 3829321529171025093\n",
+      "2021-07-20 $4826 27 buy call 2021-08-20 445.0 $52 3829321529171025093\n",
+      "2021-07-20 $4868 26 sell call 2021-08-20 446.0 $42 5123600096148093164\n",
+      "2021-07-20 $4902 25 sell call 2021-08-20 447.0 $34 661436434364371208\n",
+      "2021-07-20 $4930 24 sell call 2021-08-20 448.0 $28 2953081105405383569\n",
+      "2021-07-20 $4953 23 sell call 2021-08-20 449.0 $23 6010768415668947209\n",
+      "2021-07-20 $4972 22 sell call 2021-08-20 450.0 $19 5990293943102454042\n",
+      "2021-07-20 $4988 21 sell call 2021-08-20 451.0 $16 4247745023763412728\n",
+      "2021-07-20 $4999 20 sell call 2021-08-20 453.0 $11 760639009304372667\n",
+      "2021-07-20 $4501 21 buy call 2021-08-27 433.0 $498 7089320371572094526\n",
+      "2021-07-20 $4052 22 buy call 2021-08-27 434.0 $449 2434517151936675645\n",
+      "2021-07-20 $3650 23 buy call 2021-08-27 435.0 $402 8093205471198084934\n",
+      "2021-07-20 $3291 24 buy call 2021-08-27 436.0 $359 -8988843366946472281\n",
+      "2021-07-20 $2975 25 buy call 2021-08-27 437.0 $316 1591422770842119426\n",
+      "2021-07-20 $2693 26 buy call 2021-08-27 438.0 $282 5686586792334687421\n",
+      "2021-07-20 $2448 27 buy call 2021-08-27 439.0 $245 5881342792240496914\n",
+      "2021-07-20 $2234 28 buy call 2021-08-27 440.0 $214 -8939263550699080838\n",
+      "2021-07-20 $2049 29 buy call 2021-08-27 441.0 $185 -1095762289111689336\n",
+      "2021-07-20 $2181 28 sell call 2021-08-27 443.0 $132 -4102226349958928344\n",
+      "2021-07-20 $2064 29 buy call 2021-08-27 444.0 $117 6109921624024704241\n",
+      "2021-07-20 $2161 28 sell call 2021-08-27 445.0 $97 126130048483402993\n",
+      "2021-07-20 $2062 29 buy call 2021-08-27 445.0 $99 126130048483402993\n",
+      "2021-07-20 $2002 30 buy call 2021-08-27 448.0 $60 6828731578929104569\n",
+      "2021-07-20 $2051 29 sell call 2021-08-27 449.0 $49 -2826761387807234990\n",
+      "2021-07-20 $1999 30 buy call 2021-08-27 449.0 $52 -2826761387807234990\n",
+      "2021-07-20 $2029 29 sell call 2021-08-27 452.0 $30 -1147296599343447774\n",
+      "2021-07-20 $2054 28 sell call 2021-08-27 453.0 $25 -5060829106931790418\n",
+      "2021-07-21 $2816 27 sell call 2021-08-20 431.0 $762 -2185934933823660348\n",
+      "2021-07-21 $3511 26 sell call 2021-08-20 432.0 $695 3265267613479914866\n",
+      "2021-07-21 $4141 25 sell call 2021-08-20 433.0 $630 -2852323443045579581\n",
+      "2021-07-21 $4711 24 sell call 2021-08-20 434.0 $570 -8999706679155500312\n",
+      "2021-07-21 $5222 23 sell call 2021-08-20 435.0 $511 -6494766440455865106\n",
+      "2021-07-21 $5677 22 sell call 2021-08-20 436.0 $455 680006567841116884\n",
+      "2021-07-21 $6082 21 sell call 2021-08-20 437.0 $405 -1159719705482629330\n",
+      "2021-07-21 $6439 20 sell call 2021-08-20 438.0 $357 -2765119149261156126\n",
+      "2021-07-21 $6749 19 sell call 2021-08-20 439.0 $310 -9167025182612422280\n",
+      "2021-07-21 $7020 18 sell call 2021-08-20 440.0 $271 1188420237354117438\n",
+      "2021-07-21 $7254 17 sell call 2021-08-20 441.0 $234 7876234896744515255\n",
+      "2021-07-21 $7454 16 sell call 2021-08-20 442.0 $200 105836816072842441\n",
+      "2021-07-21 $7624 15 sell call 2021-08-20 443.0 $170 -147831961339728372\n",
+      "2021-07-21 $7766 14 sell call 2021-08-20 444.0 $142 -7479550899477291891\n",
+      "2021-07-21 $7885 13 sell call 2021-08-20 445.0 $119 3829321529171025093\n",
+      "2021-07-21 $8561 12 sell call 2021-08-27 434.0 $676 2434517151936675645\n",
+      "2021-07-21 $9180 11 sell call 2021-08-27 435.0 $619 8093205471198084934\n",
+      "2021-07-21 $9742 10 sell call 2021-08-27 436.0 $562 -8988843366946472281\n",
+      "2021-07-21 $10252 9 sell call 2021-08-27 437.0 $510 1591422770842119426\n",
+      "2021-07-21 $10711 8 sell call 2021-08-27 438.0 $459 5686586792334687421\n",
+      "2021-07-21 $11122 7 sell call 2021-08-27 439.0 $411 5881342792240496914\n",
+      "2021-07-21 $11490 6 sell call 2021-08-27 440.0 $368 -8939263550699080838\n",
+      "2021-07-21 $11814 5 sell call 2021-08-27 441.0 $324 -1095762289111689336\n",
+      "2021-07-21 $12025 4 sell call 2021-08-27 444.0 $211 6109921624024704241\n",
+      "2021-07-21 $12215 3 sell call 2021-08-27 445.0 $190 126130048483402993\n",
+      "2021-07-21 $12334 2 sell call 2021-08-27 448.0 $119 6828731578929104569\n",
+      "2021-07-21 $12436 1 sell call 2021-08-27 449.0 $102 -2826761387807234990\n",
+      "2021-07-22 $13312 0 sell call 2021-08-27 433.0 $876 7089320371572094526\n",
+      "2021-08-13 $13258 1 buy put 2021-09-17 374.0 $54 -5757020826383727353\n",
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+      "2021-08-13 $13143 3 buy put 2021-09-17 377.0 $59 -2108698431066269914\n",
+      "2021-08-13 $13079 4 buy put 2021-09-17 380.0 $64 3457516554513541599\n",
+      "2021-08-13 $13005 5 buy put 2021-09-17 385.0 $74 5491769587241238831\n",
+      "2021-08-13 $12918 6 buy put 2021-09-17 390.0 $87 -8598821552463219466\n",
+      "2021-08-13 $12816 7 buy put 2021-09-17 395.0 $102 -6561345921479552784\n",
+      "2021-08-13 $12705 8 buy put 2021-09-17 398.0 $111 -2664878609724624216\n",
+      "2021-08-13 $12589 9 buy put 2021-09-17 399.0 $116 -2482954545717187773\n",
+      "2021-08-13 $12469 10 buy put 2021-09-17 400.0 $120 6480749804007028210\n",
+      "2021-08-13 $12337 11 buy put 2021-09-17 403.0 $132 -3862783546672146232\n",
+      "2021-08-13 $12195 12 buy put 2021-09-17 405.0 $142 -7972417649628641997\n",
+      "2021-08-13 $12043 13 buy put 2021-09-17 407.0 $152 -9173097756736393827\n",
+      "2021-08-13 $11885 14 buy put 2021-09-17 408.0 $158 3449305251568668217\n",
+      "2021-08-13 $11721 15 buy put 2021-09-17 409.0 $164 -1186658695050472251\n",
+      "2021-08-13 $11552 16 buy put 2021-09-17 410.0 $169 7604091395523650607\n",
+      "2021-08-13 $11377 17 buy put 2021-09-17 411.0 $175 -214306347276943368\n",
+      "2021-08-13 $11196 18 buy put 2021-09-17 412.0 $181 -4223691856420531798\n",
+      "2021-08-13 $11007 19 buy put 2021-09-17 413.0 $189 -8407488938385687923\n",
+      "2021-08-13 $10812 20 buy put 2021-09-17 414.0 $195 3481836532027150320\n",
+      "2021-08-13 $10609 21 buy put 2021-09-17 415.0 $203 8742858363082089075\n",
+      "2021-08-13 $10400 22 buy put 2021-09-17 416.0 $209 7409833032414479822\n",
+      "2021-08-13 $10183 23 buy put 2021-09-17 417.0 $217 -8219190064011860928\n",
+      "2021-08-13 $9950 24 buy put 2021-09-17 419.0 $233 -7740560433095967080\n",
+      "2021-08-13 $9709 25 buy put 2021-09-17 420.0 $241 6362912120805793039\n",
+      "2021-08-13 $9457 26 buy put 2021-09-17 421.0 $252 4941765600186844745\n",
+      "2021-08-13 $9195 27 buy put 2021-09-17 422.0 $262 4723638937177681939\n",
+      "2021-08-13 $8925 28 buy put 2021-09-17 423.0 $270 -7686951441633503866\n",
+      "2021-08-13 $8644 29 buy put 2021-09-17 424.0 $281 5965400479233122146\n",
+      "2021-08-13 $8351 30 buy put 2021-09-17 425.0 $293 -1411455597041010329\n",
+      "2021-08-13 $8047 31 buy put 2021-09-17 426.0 $304 4795710501256193510\n",
+      "2021-08-13 $7734 32 buy put 2021-09-17 427.0 $313 -8218090007554344678\n",
+      "2021-08-13 $7406 33 buy put 2021-09-17 428.0 $328 -8132922114593182476\n",
+      "2021-08-13 $7065 34 buy put 2021-09-17 429.0 $341 7375448042496286792\n",
+      "2021-08-13 $6713 35 buy put 2021-09-17 430.0 $352 -3354497808263304772\n",
+      "2021-08-13 $6346 36 buy put 2021-09-17 431.0 $367 -918963723761699436\n",
+      "2021-08-13 $5965 37 buy put 2021-09-17 432.0 $381 8585931507457112586\n",
+      "2021-08-13 $5568 38 buy put 2021-09-17 433.0 $397 -7674239203311447562\n",
+      "2021-08-13 $5153 39 buy put 2021-09-17 434.0 $415 -6408031619585573729\n",
+      "2021-08-13 $4721 40 buy put 2021-09-17 435.0 $432 -2747890169196339606\n",
+      "2021-08-13 $4269 41 buy put 2021-09-17 436.0 $452 -3851544327012553170\n",
+      "2021-08-13 $3794 42 buy put 2021-09-17 437.0 $475 7127447183425951803\n",
+      "2021-08-13 $3297 43 buy put 2021-09-17 438.0 $497 -5671240257506177865\n",
+      "2021-08-13 $3243 44 buy put 2021-09-24 360.0 $54 8018838498714741930\n",
+      "2021-08-13 $3175 45 buy put 2021-09-24 370.0 $68 848872105162449551\n",
+      "2021-08-13 $3086 46 buy put 2021-09-24 380.0 $89 -612211238576366054\n",
+      "2021-08-13 $2978 47 buy put 2021-09-24 387.0 $108 3135179391095220254\n",
+      "2021-08-13 $2866 48 buy put 2021-09-24 388.0 $112 -2341896239456081319\n",
+      "2021-08-13 $2747 49 buy put 2021-09-24 390.0 $119 5458794694140611754\n",
+      "2021-08-13 $2625 50 buy put 2021-09-24 391.0 $122 6842139244528529101\n",
+      "2021-08-13 $2473 51 buy put 2021-09-24 398.0 $152 -7620521241828071278\n",
+      "2021-08-13 $2311 52 buy put 2021-09-24 400.0 $162 -1529121735980260370\n",
+      "2021-08-13 $2138 53 buy put 2021-09-24 402.0 $173 3517164082283276164\n",
+      "2021-08-13 $1936 54 buy put 2021-09-24 407.0 $202 -8620364345798659330\n",
+      "2021-08-13 $1705 55 buy put 2021-09-24 411.0 $231 -9080330231210968639\n",
+      "2021-08-13 $1442 56 buy put 2021-09-24 415.0 $263 -4646921198057178938\n",
+      "2021-08-13 $1170 57 buy put 2021-09-24 416.0 $272 -774140026849646134\n",
+      "2021-08-13 $859 58 buy put 2021-09-24 420.0 $311 8414659196679630590\n",
+      "2021-08-13 $538 59 buy put 2021-09-24 421.0 $321 1717035555407122466\n",
+      "2021-08-13 $101 60 buy put 2021-09-24 430.0 $437 2682070557472088224\n",
+      "2021-08-13 $48 61 buy put 2021-09-30 350.0 $53 -2451306490559194551\n",
+      "2021-08-19 $138 60 sell put 2021-09-17 374.0 $90 -5757020826383727353\n",
+      "2021-08-19 $231 59 sell put 2021-09-17 375.0 $93 -590205823136156279\n",
+      "2021-08-19 $329 58 sell put 2021-09-17 377.0 $98 -2108698431066269914\n",
+      "2021-08-19 $437 57 sell put 2021-09-17 380.0 $108 3457516554513541599\n",
+      "2021-08-19 $563 56 sell put 2021-09-17 385.0 $126 5491769587241238831\n",
+      "2021-08-19 $711 55 sell put 2021-09-17 390.0 $148 -8598821552463219466\n",
+      "2021-08-19 $885 54 sell put 2021-09-17 395.0 $174 -6561345921479552784\n",
+      "2021-08-19 $1077 53 sell put 2021-09-17 398.0 $192 -2664878609724624216\n",
+      "2021-08-19 $1276 52 sell put 2021-09-17 399.0 $199 -2482954545717187773\n",
+      "2021-08-19 $1483 51 sell put 2021-09-17 400.0 $207 6480749804007028210\n",
+      "2021-08-19 $1711 50 sell put 2021-09-17 403.0 $228 -3862783546672146232\n",
+      "2021-08-19 $1955 49 sell put 2021-09-17 405.0 $244 -7972417649628641997\n",
+      "2021-08-19 $2214 48 sell put 2021-09-17 407.0 $259 -9173097756736393827\n",
+      "2021-08-19 $2481 47 sell put 2021-09-17 408.0 $267 3449305251568668217\n",
+      "2021-08-19 $2756 46 sell put 2021-09-17 409.0 $275 -1186658695050472251\n",
+      "2021-08-19 $3044 45 sell put 2021-09-17 410.0 $288 7604091395523650607\n",
+      "2021-08-19 $3342 44 sell put 2021-09-17 411.0 $298 -214306347276943368\n",
+      "2021-08-19 $3651 43 sell put 2021-09-17 412.0 $309 -4223691856420531798\n",
+      "2021-08-19 $3971 42 sell put 2021-09-17 413.0 $320 -8407488938385687923\n",
+      "2021-08-19 $4300 41 sell put 2021-09-17 414.0 $329 3481836532027150320\n",
+      "2021-08-19 $4642 40 sell put 2021-09-17 415.0 $342 8742858363082089075\n",
+      "2021-08-19 $4992 39 sell put 2021-09-17 416.0 $350 7409833032414479822\n",
+      "2021-08-19 $5356 38 sell put 2021-09-17 417.0 $364 -8219190064011860928\n",
+      "2021-08-19 $5748 37 sell put 2021-09-17 419.0 $392 -7740560433095967080\n",
+      "2021-08-19 $6150 36 sell put 2021-09-17 420.0 $402 6362912120805793039\n",
+      "2021-08-19 $6568 35 sell put 2021-09-17 421.0 $418 4941765600186844745\n",
+      "2021-08-19 $7003 34 sell put 2021-09-17 422.0 $435 4723638937177681939\n",
+      "2021-08-19 $7449 33 sell put 2021-09-17 423.0 $446 -7686951441633503866\n",
+      "2021-08-19 $7916 32 sell put 2021-09-17 424.0 $467 5965400479233122146\n",
+      "2021-08-19 $8402 31 sell put 2021-09-17 425.0 $486 -1411455597041010329\n",
+      "2021-08-19 $8907 30 sell put 2021-09-17 426.0 $505 4795710501256193510\n",
+      "2021-08-19 $9429 29 sell put 2021-09-17 427.0 $522 -8218090007554344678\n",
+      "2021-08-19 $9967 28 sell put 2021-09-17 428.0 $538 -8132922114593182476\n",
+      "2021-08-19 $10525 27 sell put 2021-09-17 429.0 $558 7375448042496286792\n",
+      "2021-08-19 $11106 26 sell put 2021-09-17 430.0 $581 -3354497808263304772\n",
+      "2021-08-19 $11713 25 sell put 2021-09-17 431.0 $607 -918963723761699436\n",
+      "2021-08-19 $12338 24 sell put 2021-09-17 432.0 $625 8585931507457112586\n",
+      "2021-08-19 $12989 23 sell put 2021-09-17 433.0 $651 -7674239203311447562\n",
+      "2021-08-19 $13670 22 sell put 2021-09-17 434.0 $681 -6408031619585573729\n",
+      "2021-08-19 $14382 21 sell put 2021-09-17 435.0 $712 -2747890169196339606\n",
+      "2021-08-19 $15124 20 sell put 2021-09-17 436.0 $742 -3851544327012553170\n",
+      "2021-08-19 $15895 19 sell put 2021-09-17 437.0 $771 7127447183425951803\n",
+      "2021-08-19 $16687 18 sell put 2021-09-17 438.0 $792 -5671240257506177865\n",
+      "2021-08-19 $16772 17 sell put 2021-09-24 360.0 $85 8018838498714741930\n",
+      "2021-08-19 $16882 16 sell put 2021-09-24 370.0 $110 848872105162449551\n",
+      "2021-08-19 $17028 15 sell put 2021-09-24 380.0 $146 -612211238576366054\n",
+      "2021-08-19 $17207 14 sell put 2021-09-24 387.0 $179 3135179391095220254\n",
+      "2021-08-19 $17394 13 sell put 2021-09-24 388.0 $187 -2341896239456081319\n",
+      "2021-08-19 $17590 12 sell put 2021-09-24 390.0 $196 5458794694140611754\n",
+      "2021-08-19 $17792 11 sell put 2021-09-24 391.0 $202 6842139244528529101\n",
+      "2021-08-19 $18041 10 sell put 2021-09-24 398.0 $249 -7620521241828071278\n",
+      "2021-08-19 $18305 9 sell put 2021-09-24 400.0 $264 -1529121735980260370\n",
+      "2021-08-19 $18589 8 sell put 2021-09-24 402.0 $284 3517164082283276164\n",
+      "2021-08-19 $18918 7 sell put 2021-09-24 407.0 $329 -8620364345798659330\n",
+      "2021-08-19 $19288 6 sell put 2021-09-24 411.0 $370 -9080330231210968639\n",
+      "2021-08-19 $19711 5 sell put 2021-09-24 415.0 $423 -4646921198057178938\n",
+      "2021-08-19 $20148 4 sell put 2021-09-24 416.0 $437 -774140026849646134\n",
+      "2021-08-19 $20642 3 sell put 2021-09-24 420.0 $494 8414659196679630590\n",
+      "2021-08-19 $21152 2 sell put 2021-09-24 421.0 $510 1717035555407122466\n",
+      "2021-08-19 $21831 1 sell put 2021-09-24 430.0 $679 2682070557472088224\n",
+      "2021-08-19 $21913 0 sell put 2021-09-30 350.0 $82 -2451306490559194551\n",
+      "2021-08-31 $21863 1 buy put 2021-09-30 380.0 $50 5845501412168376769\n",
+      "2021-08-31 $21798 2 buy put 2021-09-30 390.0 $65 -4502277161051637643\n",
+      "2021-08-31 $21723 3 buy put 2021-09-30 395.0 $75 -2152433295345090646\n",
+      "2021-08-31 $21636 4 buy put 2021-09-30 400.0 $87 -3523743183492349603\n",
+      "2021-08-31 $21534 5 buy put 2021-09-30 405.0 $102 -7115800062029650632\n",
+      "2021-08-31 $21415 6 buy put 2021-09-30 410.0 $119 -4488598063526448324\n",
+      "2021-08-31 $21265 7 buy put 2021-09-30 417.0 $150 -441483553411734069\n",
+      "2021-08-31 $21110 8 buy put 2021-09-30 418.0 $155 777831227815478561\n",
+      "2021-08-31 $20950 9 buy put 2021-09-30 419.0 $160 -1585372460781078921\n",
+      "2021-08-31 $20785 10 buy put 2021-09-30 420.0 $165 -4517824717285811170\n",
+      "2021-08-31 $20607 11 buy put 2021-09-30 422.0 $178 -339610301474294868\n",
+      "2021-08-31 $20417 12 buy put 2021-09-30 424.0 $190 -763364956206872657\n",
+      "2021-08-31 $20221 13 buy put 2021-09-30 425.0 $196 8517972826035393054\n",
+      "2021-08-31 $20018 14 buy put 2021-09-30 426.0 $203 -7231686448529518674\n",
+      "2021-08-31 $19808 15 buy put 2021-09-30 427.0 $210 3243103865328694070\n",
+      "2021-08-31 $19590 16 buy put 2021-09-30 428.0 $218 -4989494012728380829\n",
+      "2021-08-31 $19356 17 buy put 2021-09-30 430.0 $234 -1989553446271808609\n",
+      "2021-08-31 $19114 18 buy put 2021-09-30 431.0 $242 -6899286839363342698\n",
+      "2021-08-31 $18862 19 buy put 2021-09-30 432.0 $252 -8921446243611151677\n",
+      "2021-08-31 $18580 20 buy put 2021-09-30 435.0 $282 -7307811942277829784\n",
+      "2021-08-31 $18286 21 buy put 2021-09-30 436.0 $294 2068779637958302295\n",
+      "2021-08-31 $17981 22 buy put 2021-09-30 437.0 $305 3831817223741328512\n",
+      "2021-08-31 $17663 23 buy put 2021-09-30 438.0 $318 4373902013521535011\n",
+      "2021-08-31 $17317 24 buy put 2021-09-30 440.0 $346 4743312733348725250\n",
+      "2021-08-31 $16956 25 buy put 2021-09-30 441.0 $361 -1202767752254889328\n",
+      "2021-08-31 $16578 26 buy put 2021-09-30 442.0 $378 -6003010492771090157\n",
+      "2021-08-31 $16183 27 buy put 2021-09-30 443.0 $395 7059508975119672884\n",
+      "2021-08-31 $15768 28 buy put 2021-09-30 444.0 $415 -7844630771140611269\n",
+      "2021-08-31 $15333 29 buy put 2021-09-30 445.0 $435 -949582315591872123\n",
+      "2021-08-31 $14875 30 buy put 2021-09-30 446.0 $458 -4171264746728975059\n",
+      "2021-08-31 $14805 31 buy put 2021-10-01 390.0 $70 -99901258589187764\n",
+      "2021-08-31 $14724 32 buy put 2021-10-01 395.0 $81 7099656426802279687\n",
+      "2021-08-31 $14634 33 buy put 2021-10-01 399.0 $90 8657946805611154834\n",
+      "2021-08-31 $14541 34 buy put 2021-10-01 400.0 $93 -8194368139393182259\n",
+      "2021-08-31 $14445 35 buy put 2021-10-01 401.0 $96 6406696458558996917\n",
+      "2021-08-31 $14343 36 buy put 2021-10-01 403.0 $102 -4311006660745189815\n",
+      "2021-08-31 $14235 37 buy put 2021-10-01 405.0 $108 9210741830068767951\n",
+      "2021-08-31 $14123 38 buy put 2021-10-01 406.0 $112 -8650012874127801101\n",
+      "2021-08-31 $14004 39 buy put 2021-10-01 408.0 $119 -2381583432053756634\n",
+      "2021-08-31 $13878 40 buy put 2021-10-01 410.0 $126 4803498360877475709\n",
+      "2021-08-31 $13743 41 buy put 2021-10-01 412.0 $135 924841065999133210\n",
+      "2021-08-31 $13569 42 buy put 2021-10-01 420.0 $174 -8231194025784330446\n",
+      "2021-08-31 $13376 43 buy put 2021-10-01 423.0 $193 -7093118033423921767\n",
+      "2021-08-31 $13170 44 buy put 2021-10-01 425.0 $206 -3040705763408119151\n",
+      "2021-08-31 $12923 45 buy put 2021-10-01 430.0 $247 -8893543089338549965\n",
+      "2021-08-31 $12659 46 buy put 2021-10-01 432.0 $264 -1998744046061696446\n",
+      "2021-08-31 $12385 47 buy put 2021-10-01 433.0 $274 7193161220361578443\n",
+      "2021-08-31 $12087 48 buy put 2021-10-01 435.0 $298 1823237378256589134\n",
+      "2021-08-31 $11765 49 buy put 2021-10-01 437.0 $322 -924719979911306423\n",
+      "2021-08-31 $11418 50 buy put 2021-10-01 439.0 $347 5651354438916667995\n",
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+      "2021-11-04 $14481 85 sell put 2021-11-26 449.0 $186 6180552358168108735\n",
+      "2021-11-04 $14678 84 sell put 2021-11-26 450.0 $197 7029604540724128838\n",
+      "2021-11-04 $14885 83 sell put 2021-11-26 451.0 $207 -71496463978213426\n",
+      "2021-11-04 $14931 82 sell put 2021-12-03 405.0 $46 -7473492724266708568\n",
+      "2021-11-04 $14985 81 sell put 2021-12-03 410.0 $54 3887159301306751902\n",
+      "2021-11-04 $15055 80 sell put 2021-12-03 417.5 $70 6487847685503581771\n",
+      "2021-11-04 $15132 79 sell put 2021-12-03 420.0 $77 -320106514087290361\n",
+      "2021-11-04 $15226 78 sell put 2021-12-03 425.0 $94 -443597696243402033\n",
+      "2021-11-04 $15130 79 buy put 2021-12-03 425.0 $96 -443597696243402033\n",
+      "2021-11-04 $15234 78 sell put 2021-12-03 427.5 $104 -3961589670091896328\n",
+      "2021-11-04 $15349 77 sell put 2021-12-03 430.0 $115 4097885254777043137\n",
+      "2021-11-04 $15232 78 buy put 2021-12-03 430.0 $117 4097885254777043137\n",
+      "2021-11-04 $15374 77 sell put 2021-12-03 435.0 $142 -741069534489458307\n",
+      "2021-11-04 $15230 78 buy put 2021-12-03 435.0 $144 -741069534489458307\n",
+      "2021-11-04 $15406 77 sell put 2021-12-03 440.0 $176 -7478366979175127777\n",
+      "2021-11-04 $15227 78 buy put 2021-12-03 440.0 $179 -7478366979175127777\n",
+      "2021-11-04 $14946 79 buy put 2021-12-03 450.0 $281 -6479736776609366581\n",
+      "2021-11-04 $14587 80 buy put 2021-12-03 455.0 $359 1065170247728040241\n",
+      "2021-11-04 $14117 81 buy put 2021-12-03 460.0 $470 5434843599463146496\n",
+      "2021-11-04 $14019 82 buy put 2021-12-10 415.0 $98 6550538630148662299\n",
+      "2021-11-04 $13735 83 buy put 2021-12-10 444.0 $284 4285272950604233486\n",
+      "2021-11-04 $13438 84 buy put 2021-12-10 445.0 $297 1468082675067548807\n",
+      "2021-11-04 $13005 85 buy put 2021-12-10 454.0 $433 -8477085530686182733\n",
+      "2021-11-04 $12510 86 buy put 2021-12-10 457.0 $495 2598656424631152161\n",
+      "2021-11-04 $12532 85 sell put 2021-12-17 339.0 $22 -3415058027249763740\n",
+      "2021-11-04 $12554 84 sell put 2021-12-17 340.0 $22 -1535312460074208317\n",
+      "2021-11-04 $12577 83 sell put 2021-12-17 341.0 $23 7908063479855579797\n",
+      "2021-11-04 $12604 82 sell put 2021-12-17 349.0 $27 -1814917394679533550\n",
+      "2021-11-04 $12631 81 sell put 2021-12-17 350.0 $27 6808200427930422918\n",
+      "2021-11-04 $12663 80 sell put 2021-12-17 358.0 $32 -3524527803559015376\n",
+      "2021-11-04 $12509 81 buy put 2021-12-17 417.0 $154 6076805526956621299\n",
+      "2021-11-04 $12264 82 buy put 2021-12-17 431.0 $245 2016601078321188166\n",
+      "2021-11-04 $11994 83 buy put 2021-12-17 434.0 $270 -6023698179738666486\n",
+      "2021-11-04 $11705 84 buy put 2021-12-17 436.0 $289 -496015682414225662\n",
+      "2021-11-04 $11384 85 buy put 2021-12-17 439.0 $321 1708335403707672616\n",
+      "2021-11-04 $11052 86 buy put 2021-12-17 440.0 $332 -8965099941307440237\n",
+      "2021-11-04 $10708 87 buy put 2021-12-17 441.0 $344 -5129909680358584650\n",
+      "2021-11-04 $10351 88 buy put 2021-12-17 442.0 $357 -25432615591120307\n",
+      "2021-11-04 $9982 89 buy put 2021-12-17 443.0 $369 6552734886396573241\n",
+      "2021-11-04 $9600 90 buy put 2021-12-17 444.0 $382 -7702526171918073088\n",
+      "2021-11-04 $9204 91 buy put 2021-12-17 445.0 $396 -112235604780897637\n",
+      "2021-11-04 $8793 92 buy put 2021-12-17 446.0 $411 -3081703686305282910\n",
+      "2021-11-04 $8366 93 buy put 2021-12-17 447.0 $427 -1203939837802001676\n",
+      "2021-11-04 $7923 94 buy put 2021-12-17 448.0 $443 -7129310438436022112\n",
+      "2021-11-04 $7463 95 buy put 2021-12-17 449.0 $460 1084209287078261525\n",
+      "2021-11-04 $6985 96 buy put 2021-12-17 450.0 $478 -3736324387046053279\n",
+      "2021-11-04 $6488 97 buy put 2021-12-17 451.0 $497 -3568904889571079953\n",
+      "2021-11-04 $6431 98 buy put 2021-12-31 360.0 $57 629631871795586003\n",
+      "2021-11-04 $6352 99 buy put 2021-12-31 375.0 $79 -267585541616598798\n",
+      "2021-11-04 $6222 100 buy put 2021-12-31 395.0 $130 1386915945345264345\n",
+      "2021-11-05 $6414 99 sell put 2021-12-03 445.0 $192 -926245182578722685\n",
+      "2021-11-05 $6120 100 buy put 2021-12-10 448.0 $294 6530440961110810190\n",
+      "2021-11-13 $6165 99 sell put 2021-12-03 422.5 $45 989865019408280243\n",
+      "2021-11-13 $6218 98 sell put 2021-12-10 410.0 $53 238302594605490478\n",
+      "2021-11-13 $6291 97 sell put 2021-12-10 420.0 $73 -4343243304721841909\n",
+      "2021-11-13 $6379 96 sell put 2021-12-10 425.0 $88 4913739084316137906\n",
+      "2021-11-13 $6485 95 sell put 2021-12-10 430.0 $106 -5881425654952371703\n",
+      "2021-11-13 $6617 94 sell put 2021-12-10 435.0 $132 -8069388231053589193\n",
+      "2021-11-13 $6779 93 sell put 2021-12-10 440.0 $162 -6720295750197529513\n",
+      "2021-11-13 $6804 92 sell put 2021-12-17 355.0 $25 -2131173610793785576\n",
+      "2021-11-13 $6842 91 sell put 2021-12-17 376.0 $38 -3949259436230778329\n",
+      "2021-11-13 $6882 90 sell put 2021-12-17 378.0 $40 -1717185416340378028\n",
+      "2021-11-13 $6922 89 sell put 2021-12-17 379.0 $40 -5602656068175262487\n",
+      "2021-11-13 $6963 88 sell put 2021-12-17 380.0 $41 1703200104053479518\n",
+      "2021-11-13 $7005 87 sell put 2021-12-17 381.0 $42 5783480459844856382\n",
+      "2021-11-13 $7049 86 sell put 2021-12-17 383.0 $44 9067468305038940068\n",
+      "2021-11-13 $7094 85 sell put 2021-12-17 384.0 $45 -3042015508117417212\n",
+      "2021-11-13 $7140 84 sell put 2021-12-17 385.0 $46 -7140685104863372955\n",
+      "2021-11-13 $7187 83 sell put 2021-12-17 386.0 $47 8353030511094346696\n",
+      "2021-11-13 $7237 82 sell put 2021-12-17 389.0 $50 -1327750921701455030\n",
+      "2021-11-13 $7289 81 sell put 2021-12-17 390.0 $52 4679648619524205620\n",
+      "2021-11-13 $7342 80 sell put 2021-12-17 391.0 $53 -8577970538293187251\n",
+      "2021-11-13 $7397 79 sell put 2021-12-17 393.0 $55 7316368542000266224\n",
+      "2021-11-13 $7454 78 sell put 2021-12-17 394.0 $57 951938000570846850\n",
+      "2021-11-13 $7512 77 sell put 2021-12-17 395.0 $58 7803267723886667638\n",
+      "2021-11-13 $7573 76 sell put 2021-12-17 397.0 $61 -7719785535705921947\n",
+      "2021-11-13 $7636 75 sell put 2021-12-17 398.0 $63 986975296683072279\n",
+      "2021-11-13 $7702 74 sell put 2021-12-17 400.0 $66 -7846926107439962556\n",
+      "2021-11-13 $7772 73 sell put 2021-12-17 402.0 $70 3367615775151485516\n",
+      "2021-11-13 $7844 72 sell put 2021-12-17 403.0 $72 -697954176622641489\n",
+      "2021-11-13 $7920 71 sell put 2021-12-17 405.0 $76 4815591746178002338\n",
+      "2021-11-13 $8000 70 sell put 2021-12-17 407.0 $80 -6395737341438502224\n",
+      "2021-11-13 $8085 69 sell put 2021-12-17 409.0 $85 -8257145489605251657\n",
+      "2021-11-13 $8173 68 sell put 2021-12-17 410.0 $88 5717256824778037104\n",
+      "2021-11-13 $8264 67 sell put 2021-12-17 411.0 $91 7376965261505108481\n",
+      "2021-11-13 $8357 66 sell put 2021-12-17 412.0 $93 292168576978194631\n",
+      "2021-11-13 $8456 65 sell put 2021-12-17 414.0 $99 1862654574968044578\n",
+      "2021-11-13 $8559 64 sell put 2021-12-17 415.0 $103 1110536533514397419\n",
+      "2021-11-13 $8665 63 sell put 2021-12-17 416.0 $106 -4600521976780854726\n",
+      "2021-11-13 $8778 62 sell put 2021-12-17 418.0 $113 -6324293605859237064\n",
+      "2021-11-16 $8816 61 sell put 2021-12-03 425.0 $38 -443597696243402033\n",
+      "2021-11-16 $8863 60 sell put 2021-12-03 430.0 $47 4097885254777043137\n",
+      "2021-11-16 $8923 59 sell put 2021-12-03 435.0 $60 -741069534489458307\n",
+      "2021-11-16 $9002 58 sell put 2021-12-03 440.0 $79 -7478366979175127777\n",
+      "2021-11-16 $9028 57 sell put 2021-12-17 368.0 $26 5864101255097526998\n",
+      "2021-11-16 $9064 56 sell put 2021-12-17 382.0 $36 6647134239821508145\n",
+      "2021-11-16 $9128 55 sell put 2021-12-17 404.0 $64 -1717499918273554865\n",
+      "2021-11-16 $9196 54 sell put 2021-12-17 406.0 $68 -2054964604239321478\n",
+      "2021-11-16 $9281 53 sell put 2021-12-17 413.0 $85 -2680079867267699178\n",
+      "2021-11-16 $9386 52 sell put 2021-12-17 419.0 $105 -2064440516169634621\n",
+      "2021-11-16 $9494 51 sell put 2021-12-17 420.0 $108 -5486535179479091757\n",
+      "2021-11-16 $9606 50 sell put 2021-12-17 421.0 $112 -9197299186001696061\n",
+      "2021-11-16 $9722 49 sell put 2021-12-17 422.0 $116 -4505650457168330902\n",
+      "2021-11-16 $9842 48 sell put 2021-12-17 423.0 $120 8977736754254409536\n",
+      "2021-11-16 $9967 47 sell put 2021-12-17 424.0 $125 -5472159130703679751\n",
+      "2021-11-16 $10098 46 sell put 2021-12-17 425.0 $131 -7346887269640721592\n",
+      "2021-11-16 $10233 45 sell put 2021-12-17 426.0 $135 -6586914209058091738\n",
+      "2021-11-16 $10378 44 sell put 2021-12-17 428.0 $145 -4502563695905506693\n",
+      "2021-11-17 $10494 43 sell put 2021-12-03 450.0 $116 -6479736776609366581\n",
+      "2021-11-17 $10654 42 sell put 2021-12-03 455.0 $160 1065170247728040241\n",
+      "2021-11-17 $10879 41 sell put 2021-12-03 460.0 $225 5434843599463146496\n",
+      "2021-11-17 $10923 40 sell put 2021-12-10 415.0 $44 6550538630148662299\n",
+      "2021-11-17 $10946 39 sell put 2021-12-17 370.0 $23 -525093777119063757\n",
+      "2021-11-17 $10972 38 sell put 2021-12-17 375.0 $26 -4866588533743199088\n",
+      "2021-11-17 $10999 37 sell put 2021-12-17 377.0 $27 -5385767248328679631\n",
+      "2021-11-17 $11034 36 sell put 2021-12-17 387.0 $35 -1632099568984704908\n",
+      "2021-11-17 $11074 35 sell put 2021-12-17 392.0 $40 -6854836644961897319\n",
+      "2021-11-17 $11125 34 sell put 2021-12-17 401.0 $51 -8968677279019907747\n",
+      "2021-11-17 $11188 33 sell put 2021-12-17 408.0 $63 7193128531905151041\n",
+      "2021-11-17 $11312 32 sell put 2021-12-17 427.0 $124 2308954368931301999\n",
+      "2021-11-17 $11446 31 sell put 2021-12-17 429.0 $134 -2146856066745783947\n",
+      "2021-11-17 $11585 30 sell put 2021-12-17 430.0 $139 -5381749567735992496\n",
+      "2021-11-17 $11735 29 sell put 2021-12-17 432.0 $150 2750179468736957543\n",
+      "2021-11-17 $11892 28 sell put 2021-12-17 433.0 $157 -2681339074095486632\n",
+      "2021-11-17 $12061 27 sell put 2021-12-17 435.0 $169 -4088502571600706424\n",
+      "2021-11-19 $12200 26 sell put 2021-12-10 444.0 $139 4285272950604233486\n",
+      "2021-11-19 $12346 25 sell put 2021-12-10 445.0 $146 1468082675067548807\n",
+      "2021-11-19 $12527 24 sell put 2021-12-17 437.0 $181 8354663261003390487\n",
+      "2021-11-24 $12711 23 sell put 2021-12-17 438.0 $184 -1279582577070621060\n",
+      "2021-11-25 $12844 22 sell put 2021-12-10 448.0 $133 6530440961110810190\n",
+      "2021-11-25 $13027 21 sell put 2021-12-10 454.0 $183 -8477085530686182733\n",
+      "2021-11-25 $13246 20 sell put 2021-12-10 457.0 $219 2598656424631152161\n",
+      "2021-11-25 $13322 19 sell put 2021-12-17 417.0 $76 6076805526956621299\n",
+      "2021-11-27 $13719 18 sell put 2021-12-17 431.0 $397 2016601078321188166\n",
+      "2021-11-27 $14160 17 sell put 2021-12-17 434.0 $441 -6023698179738666486\n",
+      "2021-11-27 $14631 16 sell put 2021-12-17 436.0 $471 -496015682414225662\n",
+      "2021-11-27 $15159 15 sell put 2021-12-17 439.0 $528 1708335403707672616\n",
+      "2021-11-27 $15699 14 sell put 2021-12-17 440.0 $540 -8965099941307440237\n",
+      "2021-11-27 $16252 13 sell put 2021-12-17 441.0 $553 -5129909680358584650\n",
+      "2021-11-27 $16861 12 sell put 2021-12-17 442.0 $609 -25432615591120307\n",
+      "2021-11-27 $17455 11 sell put 2021-12-17 443.0 $594 6552734886396573241\n",
+      "2021-11-27 $18071 10 sell put 2021-12-17 444.0 $616 -7702526171918073088\n",
+      "2021-11-27 $18710 9 sell put 2021-12-17 445.0 $639 -112235604780897637\n",
+      "2021-11-27 $19372 8 sell put 2021-12-17 446.0 $662 -3081703686305282910\n",
+      "2021-11-27 $20059 7 sell put 2021-12-17 447.0 $687 -1203939837802001676\n",
+      "2021-11-27 $20771 6 sell put 2021-12-17 448.0 $712 -7129310438436022112\n",
+      "2021-11-27 $21510 5 sell put 2021-12-17 449.0 $739 1084209287078261525\n",
+      "2021-11-27 $22276 4 sell put 2021-12-17 450.0 $766 -3736324387046053279\n",
+      "2021-11-27 $23069 3 sell put 2021-12-17 451.0 $793 -3568904889571079953\n",
+      "2021-11-27 $23174 2 sell put 2021-12-31 360.0 $105 629631871795586003\n",
+      "2021-11-27 $23302 1 sell put 2021-12-31 375.0 $128 -267585541616598798\n",
+      "2021-11-27 $23549 0 sell put 2021-12-31 395.0 $247 1386915945345264345\n",
+      "2021-12-01 $23091 1 buy call 2021-12-31 467.0 $458 -4532012545855370915\n",
+      "2021-12-01 $22677 2 buy call 2021-12-31 468.0 $414 6053863196085399584\n",
+      "2021-12-01 $22304 3 buy call 2021-12-31 469.0 $373 3652266940946340318\n",
+      "2021-12-01 $21974 4 buy call 2021-12-31 470.0 $330 8592001911561384980\n",
+      "2021-12-01 $21676 5 buy call 2021-12-31 471.0 $298 -7704724025425550340\n",
+      "2021-12-01 $21411 6 buy call 2021-12-31 472.0 $265 -7198274939786902040\n",
+      "2021-12-01 $21176 7 buy call 2021-12-31 473.0 $235 1744824074148277964\n",
+      "2021-12-01 $20970 8 buy call 2021-12-31 474.0 $206 -3376208041701282340\n",
+      "2021-12-01 $20790 9 buy call 2021-12-31 475.0 $180 -1662477332515602609\n",
+      "2021-12-01 $20632 10 buy call 2021-12-31 476.0 $158 -5338741820797509154\n",
+      "2021-12-01 $20494 11 buy call 2021-12-31 477.0 $138 -6580553822254298621\n",
+      "2021-12-01 $20373 12 buy call 2021-12-31 478.0 $121 -7615709593735701437\n",
+      "2021-12-01 $20267 13 buy call 2021-12-31 479.0 $106 7282479484389783342\n",
+      "2021-12-01 $20174 14 buy call 2021-12-31 480.0 $93 -9001255377386327182\n",
+      "2021-12-01 $20093 15 buy call 2021-12-31 481.0 $81 -9046472453053312532\n",
+      "2021-12-01 $20022 16 buy call 2021-12-31 482.0 $71 -4906982615072655334\n",
+      "2021-12-01 $19959 17 buy call 2021-12-31 483.0 $63 -1575807514227365742\n",
+      "2021-12-01 $19903 18 buy call 2021-12-31 484.0 $56 -9217438015472959794\n",
+      "2021-12-01 $19473 19 buy call 2022-01-07 470.0 $430 2257919394864357175\n",
+      "2021-12-01 $19084 20 buy call 2022-01-07 471.0 $389 7249962040286136324\n",
+      "2021-12-01 $18763 21 buy call 2022-01-07 473.0 $321 2516113371871457361\n",
+      "2021-12-01 $18505 22 buy call 2022-01-07 475.0 $258 -7728434093320407467\n",
+      "2021-12-01 $18298 23 buy call 2022-01-07 477.0 $207 1648423402081102451\n",
+      "2021-12-01 $18113 24 buy call 2022-01-07 478.0 $185 8160193858039416184\n",
+      "2021-12-01 $17948 25 buy call 2022-01-07 479.0 $165 -4652301057745339012\n",
+      "2021-12-01 $17801 26 buy call 2022-01-07 480.0 $147 6554670391593747279\n",
+      "2021-12-01 $17717 27 buy call 2022-01-07 485.0 $84 711924756453580876\n",
+      "2021-12-01 $17242 28 buy call 2022-01-21 473.0 $475 -7581865174374147524\n",
+      "2021-12-01 $16806 29 buy call 2022-01-21 474.0 $436 -7517590943959997199\n",
+      "2021-12-01 $16407 30 buy call 2022-01-21 475.0 $399 8131284268553910717\n",
+      "2021-12-01 $16040 31 buy call 2022-01-21 476.0 $367 131314373523663111\n",
+      "2021-12-01 $15703 32 buy call 2022-01-21 477.0 $337 4249948734594147913\n",
+      "2021-12-01 $15394 33 buy call 2022-01-21 478.0 $309 -1373326580657332663\n",
+      "2021-12-01 $15114 34 buy call 2022-01-21 479.0 $280 2763581411018943411\n",
+      "2021-12-01 $14857 35 buy call 2022-01-21 480.0 $257 -5577142852394133922\n",
+      "2021-12-01 $14624 36 buy call 2022-01-21 481.0 $233 8682719173444162591\n",
+      "2021-12-01 $14411 37 buy call 2022-01-21 482.0 $213 -6526501909923321963\n",
+      "2021-12-01 $14218 38 buy call 2022-01-21 483.0 $193 8375583120055681104\n",
+      "2021-12-01 $14043 39 buy call 2022-01-21 484.0 $175 8211366471917364606\n",
+      "2021-12-01 $13883 40 buy call 2022-01-21 485.0 $160 6558364836716296084\n",
+      "2021-12-01 $13737 41 buy call 2022-01-21 486.0 $146 1308545490693759522\n",
+      "2021-12-01 $13605 42 buy call 2022-01-21 487.0 $132 6151849795953534576\n",
+      "2021-12-01 $13484 43 buy call 2022-01-21 488.0 $121 -8681389435282083985\n",
+      "2021-12-01 $13373 44 buy call 2022-01-21 489.0 $111 836470232752062224\n",
+      "2021-12-01 $13272 45 buy call 2022-01-21 490.0 $101 -3033264327159981595\n",
+      "2021-12-01 $13179 46 buy call 2022-01-21 491.0 $93 2276064777313792423\n",
+      "2021-12-01 $13101 47 buy call 2022-01-21 493.0 $78 3266169122760520717\n",
+      "2021-12-01 $13035 48 buy call 2022-01-21 495.0 $66 -543084600660090875\n",
+      "2021-12-02 $12811 49 buy call 2022-01-07 474.0 $224 -1781976528343212217\n",
+      "2021-12-02 $12630 50 buy call 2022-01-07 476.0 $181 4319866183180916191\n",
+      "2021-12-02 $12137 51 buy call 2022-01-21 470.0 $493 7253727286635976670\n",
+      "2021-12-02 $11676 52 buy call 2022-01-21 471.0 $461 7449935587700309146\n",
+      "2021-12-02 $11254 53 buy call 2022-01-21 472.0 $422 9190256200298832666\n",
+      "2021-12-02 $11176 54 buy call 2022-01-21 492.0 $78 -756699122738886018\n",
+      "2021-12-03 $10797 55 buy call 2022-01-07 472.0 $379 5097374490470542010\n",
+      "2021-12-03 $10742 56 buy call 2022-01-07 490.0 $55 -5075018164485364794\n",
+      "2021-12-03 $10656 57 buy call 2022-01-14 490.0 $86 5058699030533559420\n",
+      "2021-12-03 $10605 58 buy call 2022-01-21 500.0 $51 -1625105979850043139\n",
+      "2021-12-08 $11370 57 sell call 2021-12-31 467.0 $765 -4532012545855370915\n",
+      "2021-12-08 $12070 56 sell call 2021-12-31 468.0 $700 6053863196085399584\n",
+      "2021-12-08 $12704 55 sell call 2021-12-31 469.0 $634 3652266940946340318\n",
+      "2021-12-08 $13286 54 sell call 2021-12-31 470.0 $582 8592001911561384980\n",
+      "2021-12-08 $13811 53 sell call 2021-12-31 471.0 $525 -7704724025425550340\n",
+      "2021-12-08 $14283 52 sell call 2021-12-31 472.0 $472 -7198274939786902040\n",
+      "2021-12-08 $14705 51 sell call 2021-12-31 473.0 $422 1744824074148277964\n",
+      "2021-12-08 $15083 50 sell call 2021-12-31 474.0 $378 -3376208041701282340\n",
+      "2021-12-08 $15415 49 sell call 2021-12-31 475.0 $332 -1662477332515602609\n",
+      "2021-12-08 $15707 48 sell call 2021-12-31 476.0 $292 -5338741820797509154\n",
+      "2021-12-08 $15963 47 sell call 2021-12-31 477.0 $256 -6580553822254298621\n",
+      "2021-12-08 $16186 46 sell call 2021-12-31 478.0 $223 -7615709593735701437\n",
+      "2021-12-08 $16380 45 sell call 2021-12-31 479.0 $194 7282479484389783342\n",
+      "2021-12-08 $16545 44 sell call 2021-12-31 480.0 $165 -9001255377386327182\n",
+      "2021-12-08 $16688 43 sell call 2021-12-31 481.0 $143 -9046472453053312532\n",
+      "2021-12-08 $16811 42 sell call 2021-12-31 482.0 $123 -4906982615072655334\n",
+      "2021-12-08 $16916 41 sell call 2021-12-31 483.0 $105 -1575807514227365742\n",
+      "2021-12-08 $17005 40 sell call 2021-12-31 484.0 $89 -9217438015472959794\n",
+      "2021-12-08 $17715 39 sell call 2022-01-07 470.0 $710 2257919394864357175\n",
+      "2021-12-08 $18370 38 sell call 2022-01-07 471.0 $655 7249962040286136324\n",
+      "2021-12-08 $18968 37 sell call 2022-01-07 472.0 $598 5097374490470542010\n",
+      "2021-12-08 $19517 36 sell call 2022-01-07 473.0 $549 2516113371871457361\n",
+      "2021-12-08 $20016 35 sell call 2022-01-07 474.0 $499 -1781976528343212217\n",
+      "2021-12-08 $20468 34 sell call 2022-01-07 475.0 $452 -7728434093320407467\n",
+      "2021-12-08 $20879 33 sell call 2022-01-07 476.0 $411 4319866183180916191\n",
+      "2021-12-08 $21249 32 sell call 2022-01-07 477.0 $370 1648423402081102451\n",
+      "2021-12-08 $21579 31 sell call 2022-01-07 478.0 $330 8160193858039416184\n",
+      "2021-12-08 $21872 30 sell call 2022-01-07 479.0 $293 -4652301057745339012\n",
+      "2021-12-08 $22136 29 sell call 2022-01-07 480.0 $264 6554670391593747279\n",
+      "2021-12-08 $22279 28 sell call 2022-01-07 485.0 $143 711924756453580876\n",
+      "2021-12-08 $23200 27 sell call 2022-01-21 470.0 $921 7253727286635976670\n",
+      "2021-12-08 $24061 26 sell call 2022-01-21 471.0 $861 7449935587700309146\n",
+      "2021-12-08 $24862 25 sell call 2022-01-21 472.0 $801 9190256200298832666\n",
+      "2021-12-08 $25610 24 sell call 2022-01-21 473.0 $748 -7581865174374147524\n",
+      "2021-12-08 $26307 23 sell call 2022-01-21 474.0 $697 -7517590943959997199\n",
+      "2021-12-08 $26949 22 sell call 2022-01-21 475.0 $642 8131284268553910717\n",
+      "2021-12-08 $27543 21 sell call 2022-01-21 476.0 $594 131314373523663111\n",
+      "2021-12-08 $28096 20 sell call 2022-01-21 477.0 $553 4249948734594147913\n",
+      "2021-12-08 $28605 19 sell call 2022-01-21 478.0 $509 -1373326580657332663\n",
+      "2021-12-08 $29073 18 sell call 2022-01-21 479.0 $468 2763581411018943411\n",
+      "2021-12-08 $29498 17 sell call 2022-01-21 480.0 $425 -5577142852394133922\n",
+      "2021-12-08 $29888 16 sell call 2022-01-21 481.0 $390 8682719173444162591\n",
+      "2021-12-08 $30246 15 sell call 2022-01-21 482.0 $358 -6526501909923321963\n",
+      "2021-12-08 $30574 14 sell call 2022-01-21 483.0 $328 8375583120055681104\n",
+      "2021-12-08 $30871 13 sell call 2022-01-21 484.0 $297 8211366471917364606\n",
+      "2021-12-08 $31142 12 sell call 2022-01-21 485.0 $271 6558364836716296084\n",
+      "2021-12-08 $31387 11 sell call 2022-01-21 486.0 $245 1308545490693759522\n",
+      "2021-12-08 $31611 10 sell call 2022-01-21 487.0 $224 6151849795953534576\n",
+      "2021-12-08 $31813 9 sell call 2022-01-21 488.0 $202 -8681389435282083985\n",
+      "2021-12-08 $31997 8 sell call 2022-01-21 489.0 $184 836470232752062224\n",
+      "2021-12-08 $32164 7 sell call 2022-01-21 490.0 $167 -3033264327159981595\n",
+      "2021-12-08 $32315 6 sell call 2022-01-21 491.0 $151 2276064777313792423\n",
+      "2021-12-08 $32452 5 sell call 2022-01-21 492.0 $137 -756699122738886018\n",
+      "2021-12-08 $32576 4 sell call 2022-01-21 493.0 $124 3266169122760520717\n",
+      "2021-12-08 $32679 3 sell call 2022-01-21 495.0 $103 -543084600660090875\n",
+      "2021-12-15 $32701 2 sell call 2022-01-07 490.0 $22 -5075018164485364794\n",
+      "2021-12-15 $32743 1 sell call 2022-01-14 490.0 $42 5058699030533559420\n",
+      "2021-12-15 $32766 0 sell call 2022-01-21 500.0 $23 -1625105979850043139\n",
+      "2022-01-04 $32693 1 buy put 2022-02-04 420.0 $73 530473578530544745\n",
+      "2022-01-04 $32594 2 buy put 2022-02-04 430.0 $99 -70073297283321387\n",
+      "2022-01-04 $32476 3 buy put 2022-02-04 435.0 $118 -3208905945127530391\n",
+      "2022-01-04 $32334 4 buy put 2022-02-04 440.0 $142 1403582579100640863\n",
+      "2022-01-04 $32162 5 buy put 2022-02-04 445.0 $172 -394800079149005748\n",
+      "2022-01-04 $31952 6 buy put 2022-02-04 450.0 $210 1104950433403728530\n",
+      "2022-01-04 $31714 7 buy put 2022-02-04 453.0 $238 -6044806084174057028\n",
+      "2022-01-04 $31457 8 buy put 2022-02-04 455.0 $257 6587936790485572643\n",
+      "2022-01-04 $31189 9 buy put 2022-02-04 456.0 $268 7198262803121179185\n",
+      "2022-01-04 $30908 10 buy put 2022-02-04 457.0 $281 2808737732751606212\n",
+      "2022-01-04 $30617 11 buy put 2022-02-04 458.0 $291 17778171988014636\n",
+      "2022-01-04 $30300 12 buy put 2022-02-04 460.0 $317 -6423535236756669752\n",
+      "2022-01-04 $29953 13 buy put 2022-02-04 462.0 $347 -6792976686432704151\n",
+      "2022-01-04 $29561 14 buy put 2022-02-04 465.0 $392 -4972545357083968992\n",
+      "2022-01-04 $29093 15 buy put 2022-02-04 469.0 $468 -5209685493754362197\n",
+      "2022-01-04 $28601 16 buy put 2022-02-04 470.0 $492 5833077818852287772\n",
+      "2022-01-04 $28481 17 buy put 2022-02-11 425.0 $120 8632966356818654975\n",
+      "2022-01-04 $28341 18 buy put 2022-02-11 430.0 $140 2660341141483710999\n",
+      "2022-01-04 $28063 19 buy put 2022-02-11 450.0 $278 -1051783800647255978\n",
+      "2022-01-04 $27661 20 buy put 2022-02-11 460.0 $402 -3206324799190526874\n",
+      "2022-01-04 $27603 21 buy put 2022-02-18 380.0 $58 1922835086721225921\n",
+      "2022-01-04 $27527 22 buy put 2022-02-18 395.0 $76 873663681291109550\n",
+      "2022-01-04 $27442 23 buy put 2022-02-18 400.0 $85 8278408090813412778\n",
+      "2022-01-04 $27354 24 buy put 2022-02-18 402.0 $88 -232621641219728249\n",
+      "2022-01-04 $27262 25 buy put 2022-02-18 404.0 $92 721236412725070548\n",
+      "2022-01-04 $27167 26 buy put 2022-02-18 405.0 $95 -6788315473907999745\n",
+      "2022-01-04 $27061 27 buy put 2022-02-18 410.0 $106 -1143528296705548604\n",
+      "2022-01-04 $26941 28 buy put 2022-02-18 415.0 $120 6328167517225028947\n",
+      "2022-01-04 $26807 29 buy put 2022-02-18 419.0 $134 -4672819757509102044\n",
+      "2022-01-04 $26670 30 buy put 2022-02-18 420.0 $137 -3427855486305697692\n",
+      "2022-01-04 $26524 31 buy put 2022-02-18 422.0 $146 -5422190278040807640\n",
+      "2022-01-04 $26370 32 buy put 2022-02-18 424.0 $154 -7609739020845669739\n",
+      "2022-01-04 $26212 33 buy put 2022-02-18 425.0 $158 -420635955016867091\n",
+      "2022-01-04 $26034 34 buy put 2022-02-18 429.0 $178 -426643538982953229\n",
+      "2022-01-04 $25850 35 buy put 2022-02-18 430.0 $184 2201776876048085991\n",
+      "2022-01-04 $25661 36 buy put 2022-02-18 431.0 $189 -6922532655968327847\n",
+      "2022-01-04 $25466 37 buy put 2022-02-18 432.0 $195 -2971597732219374881\n",
+      "2022-01-04 $25265 38 buy put 2022-02-18 433.0 $201 3901124828083937940\n",
+      "2022-01-04 $25057 39 buy put 2022-02-18 434.0 $208 4772624082573741608\n",
+      "2022-01-04 $24843 40 buy put 2022-02-18 435.0 $214 8352077719703473262\n",
+      "2022-01-04 $24622 41 buy put 2022-02-18 436.0 $221 -2088903831038465953\n",
+      "2022-01-04 $24394 42 buy put 2022-02-18 437.0 $228 -4166493924453015207\n",
+      "2022-01-04 $24158 43 buy put 2022-02-18 438.0 $236 -885906173031406581\n",
+      "2022-01-04 $23907 44 buy put 2022-02-18 440.0 $251 289135177138599000\n",
+      "2022-01-04 $23631 45 buy put 2022-02-18 443.0 $276 -5649224416791560467\n",
+      "2022-01-04 $23347 46 buy put 2022-02-18 444.0 $284 -5775596743652457337\n",
+      "2022-01-04 $23053 47 buy put 2022-02-18 445.0 $294 -2108359915379677890\n",
+      "2022-01-04 $22740 48 buy put 2022-02-18 447.0 $313 3959555940418438541\n",
+      "2022-01-04 $22391 49 buy put 2022-02-18 450.0 $349 -8805304498064477150\n",
+      "2022-01-04 $22021 50 buy put 2022-02-18 452.0 $370 -6290856343344655421\n",
+      "2022-01-04 $21640 51 buy put 2022-02-18 453.0 $381 3800083687497738967\n",
+      "2022-01-04 $21245 52 buy put 2022-02-18 454.0 $395 -8465753629493027907\n",
+      "2022-01-04 $20838 53 buy put 2022-02-18 455.0 $407 -8438308961685732020\n",
+      "2022-01-04 $20418 54 buy put 2022-02-18 456.0 $420 -2930135310918925588\n",
+      "2022-01-04 $19982 55 buy put 2022-02-18 457.0 $436 -8436885693941570613\n",
+      "2022-01-04 $19529 56 buy put 2022-02-18 458.0 $453 891160349802196302\n",
+      "2022-01-04 $19064 57 buy put 2022-02-18 459.0 $465 -52176372578446669\n",
+      "2022-01-04 $18583 58 buy put 2022-02-18 460.0 $481 3422208443830361121\n",
+      "2022-01-04 $18087 59 buy put 2022-02-18 461.0 $496 8943195026248050719\n",
+      "2022-01-06 $18219 58 sell put 2022-02-04 420.0 $132 530473578530544745\n",
+      "2022-01-06 $18406 57 sell put 2022-02-04 430.0 $187 -70073297283321387\n",
+      "2022-01-06 $18628 56 sell put 2022-02-04 435.0 $222 -3208905945127530391\n",
+      "2022-01-06 $18900 55 sell put 2022-02-04 440.0 $272 1403582579100640863\n",
+      "2022-01-06 $19229 54 sell put 2022-02-04 445.0 $329 -394800079149005748\n",
+      "2022-01-06 $19627 53 sell put 2022-02-04 450.0 $398 1104950433403728530\n",
+      "2022-01-06 $20075 52 sell put 2022-02-04 453.0 $448 -6044806084174057028\n",
+      "2022-01-06 $20560 51 sell put 2022-02-04 455.0 $485 6587936790485572643\n",
+      "2022-01-06 $21070 50 sell put 2022-02-04 456.0 $510 7198262803121179185\n",
+      "2022-01-06 $21600 49 sell put 2022-02-04 457.0 $530 2808737732751606212\n",
+      "2022-01-06 $22152 48 sell put 2022-02-04 458.0 $552 17778171988014636\n",
+      "2022-01-06 $22746 47 sell put 2022-02-04 460.0 $594 -6423535236756669752\n",
+      "2022-01-06 $23396 46 sell put 2022-02-04 462.0 $650 -6792976686432704151\n",
+      "2022-01-06 $24131 45 sell put 2022-02-04 465.0 $735 -4972545357083968992\n",
+      "2022-01-06 $25000 44 sell put 2022-02-04 469.0 $869 -5209685493754362197\n",
+      "2022-01-06 $25907 43 sell put 2022-02-04 470.0 $907 5833077818852287772\n",
+      "2022-01-06 $26117 42 sell put 2022-02-11 425.0 $210 8632966356818654975\n",
+      "2022-01-06 $26361 41 sell put 2022-02-11 430.0 $244 2660341141483710999\n",
+      "2022-01-06 $26847 40 sell put 2022-02-11 450.0 $486 -1051783800647255978\n",
+      "2022-01-06 $27543 39 sell put 2022-02-11 460.0 $696 -3206324799190526874\n",
+      "2022-01-06 $27660 38 sell put 2022-02-18 395.0 $117 873663681291109550\n",
+      "2022-01-06 $27794 37 sell put 2022-02-18 400.0 $134 8278408090813412778\n",
+      "2022-01-06 $27933 36 sell put 2022-02-18 402.0 $139 -232621641219728249\n",
+      "2022-01-06 $28080 35 sell put 2022-02-18 404.0 $147 721236412725070548\n",
+      "2022-01-06 $28231 34 sell put 2022-02-18 405.0 $151 -6788315473907999745\n",
+      "2022-01-06 $28404 33 sell put 2022-02-18 410.0 $173 -1143528296705548604\n",
+      "2022-01-06 $28605 32 sell put 2022-02-18 415.0 $201 6328167517225028947\n",
+      "2022-01-06 $28828 31 sell put 2022-02-18 419.0 $223 -4672819757509102044\n",
+      "2022-01-06 $29060 30 sell put 2022-02-18 420.0 $232 -3427855486305697692\n",
+      "2022-01-06 $29303 29 sell put 2022-02-18 422.0 $243 -5422190278040807640\n",
+      "2022-01-06 $29560 28 sell put 2022-02-18 424.0 $257 -7609739020845669739\n",
+      "2022-01-06 $29828 27 sell put 2022-02-18 425.0 $268 -420635955016867091\n",
+      "2022-01-06 $30130 26 sell put 2022-02-18 429.0 $302 -426643538982953229\n",
+      "2022-01-06 $30441 25 sell put 2022-02-18 430.0 $311 2201776876048085991\n",
+      "2022-01-06 $30758 24 sell put 2022-02-18 431.0 $317 -6922532655968327847\n",
+      "2022-01-06 $31089 23 sell put 2022-02-18 432.0 $331 -2971597732219374881\n",
+      "2022-01-06 $31430 22 sell put 2022-02-18 433.0 $341 3901124828083937940\n",
+      "2022-01-06 $31777 21 sell put 2022-02-18 434.0 $347 4772624082573741608\n",
+      "2022-01-06 $32140 20 sell put 2022-02-18 435.0 $363 8352077719703473262\n",
+      "2022-01-06 $32509 19 sell put 2022-02-18 436.0 $369 -2088903831038465953\n",
+      "2022-01-06 $32894 18 sell put 2022-02-18 437.0 $385 -4166493924453015207\n",
+      "2022-01-06 $33292 17 sell put 2022-02-18 438.0 $398 -885906173031406581\n",
+      "2022-01-06 $33715 16 sell put 2022-02-18 440.0 $423 289135177138599000\n",
+      "2022-01-06 $34174 15 sell put 2022-02-18 443.0 $459 -5649224416791560467\n",
+      "2022-01-06 $34653 14 sell put 2022-02-18 444.0 $479 -5775596743652457337\n",
+      "2022-01-06 $35142 13 sell put 2022-02-18 445.0 $489 -2108359915379677890\n",
+      "2022-01-06 $35669 12 sell put 2022-02-18 447.0 $527 3959555940418438541\n",
+      "2022-01-06 $36247 11 sell put 2022-02-18 450.0 $578 -8805304498064477150\n",
+      "2022-01-06 $36863 10 sell put 2022-02-18 452.0 $616 -6290856343344655421\n",
+      "2022-01-06 $37499 9 sell put 2022-02-18 453.0 $636 3800083687497738967\n",
+      "2022-01-06 $38150 8 sell put 2022-02-18 454.0 $651 -8465753629493027907\n",
+      "2022-01-06 $38827 7 sell put 2022-02-18 455.0 $677 -8438308961685732020\n",
+      "2022-01-06 $39519 6 sell put 2022-02-18 456.0 $692 -2930135310918925588\n",
+      "2022-01-06 $40240 5 sell put 2022-02-18 457.0 $721 -8436885693941570613\n",
+      "2022-01-06 $40978 4 sell put 2022-02-18 458.0 $738 891160349802196302\n",
+      "2022-01-06 $41743 3 sell put 2022-02-18 459.0 $765 -52176372578446669\n",
+      "2022-01-06 $42537 2 sell put 2022-02-18 460.0 $794 3422208443830361121\n",
+      "2022-01-06 $43352 1 sell put 2022-02-18 461.0 $815 8943195026248050719\n",
+      "2022-01-21 $43455 0 sell put 2022-02-18 380.0 $103 1922835086721225921\n",
+      "2022-01-25 $43109 1 buy call 2022-02-25 460.0 $346 -2691436724476789159\n",
+      "2022-01-25 $42787 2 buy call 2022-02-25 461.0 $322 -6232867135836009006\n",
+      "2022-01-25 $42566 3 buy call 2022-02-25 465.0 $221 -6434810651113045282\n",
+      "2022-01-25 $42364 4 buy call 2022-02-25 466.0 $202 5162089676132134224\n",
+      "2022-01-25 $42227 5 buy call 2022-02-25 470.0 $137 -7784684538167252546\n",
+      "2022-01-25 $42103 6 buy call 2022-02-25 471.0 $124 -5047301373106619026\n",
+      "2022-01-25 $41991 7 buy call 2022-02-25 472.0 $112 -1686641957198549389\n",
+      "2022-01-25 $41888 8 buy call 2022-02-25 473.0 $103 914819144910313330\n",
+      "2022-01-25 $41803 9 buy call 2022-02-25 475.0 $85 -2499842189916085489\n",
+      "2022-01-25 $41751 10 buy call 2022-02-25 480.0 $52 2444872057597890304\n",
+      "2022-01-25 $41320 11 buy call 2022-03-04 460.0 $431 -4544479799030626943\n",
+      "2022-01-25 $40917 12 buy call 2022-03-04 461.0 $403 9102139414962699613\n",
+      "2022-01-25 $40604 13 buy call 2022-03-04 464.0 $313 -1372140251838473004\n",
+      "2022-01-25 $40316 14 buy call 2022-03-04 465.0 $288 1081137740959838410\n",
+      "2022-01-25 $40046 15 buy call 2022-03-04 466.0 $270 -2512099725622286306\n",
+      "2022-01-25 $39860 16 buy call 2022-03-04 470.0 $186 4671823088560464108\n",
+      "2022-01-25 $39703 17 buy call 2022-03-04 472.0 $157 2105267640997816777\n",
+      "2022-01-25 $39585 18 buy call 2022-03-04 475.0 $118 -1786583229450631546\n",
+      "2022-01-25 $39494 19 buy call 2022-03-04 478.0 $91 -6381988166922361034\n",
+      "2022-01-25 $39417 20 buy call 2022-03-04 480.0 $77 6054005602879888892\n",
+      "2022-01-25 $38919 21 buy call 2022-03-18 462.0 $498 8129576689452864132\n",
+      "2022-01-25 $38454 22 buy call 2022-03-18 463.0 $465 5675167032436792363\n",
+      "2022-01-25 $38018 23 buy call 2022-03-18 464.0 $436 6366374135794112082\n",
+      "2022-01-25 $37615 24 buy call 2022-03-18 465.0 $403 136806173590559737\n",
+      "2022-01-25 $37239 25 buy call 2022-03-18 466.0 $376 -7308629191120478500\n",
+      "2022-01-25 $36890 26 buy call 2022-03-18 467.0 $349 -8108421629231592281\n",
+      "2022-01-25 $36567 27 buy call 2022-03-18 468.0 $323 1049170770888907686\n",
+      "2022-01-25 $36268 28 buy call 2022-03-18 469.0 $299 450492907961626473\n",
+      "2022-01-25 $35991 29 buy call 2022-03-18 470.0 $277 -976050084282417812\n",
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+      "2022-03-15 $60063 6 sell call 2022-04-14 465.0 $33 288351781849000158\n",
+      "2022-03-15 $60090 5 sell call 2022-04-14 467.0 $27 -2250042886540494187\n",
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+      "2022-03-15 $60282 3 sell call 2022-04-22 460.0 $76 3961644014650209286\n",
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+      "2022-03-18 $60415 6 buy put 2022-04-22 385.0 $194 6942309709384099437\n",
+      "2022-03-18 $60187 7 buy put 2022-04-22 390.0 $228 -1382750203614033800\n",
+      "2022-03-18 $59868 8 buy put 2022-04-22 400.0 $319 -4466502905214684344\n",
+      "2022-03-18 $59423 9 buy put 2022-04-22 410.0 $445 2190414730109463918\n",
+      "2022-03-18 $60013 8 sell call 2022-04-22 450.0 $590 539574049066204283\n",
+      "2022-03-18 $59914 9 buy put 2022-04-29 350.0 $99 2211919545099089623\n",
+      "2022-03-18 $59789 10 buy put 2022-04-29 360.0 $125 1241650206462103512\n",
+      "2022-03-18 $59647 11 buy put 2022-04-29 365.0 $142 -4116858427586604049\n",
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+      "2022-03-18 $58761 15 buy put 2022-04-29 386.0 $257 938746536547057006\n",
+      "2022-03-18 $58469 16 buy put 2022-04-29 390.0 $292 -8076832843773093378\n",
+      "2022-03-18 $58130 17 buy put 2022-04-29 395.0 $339 -4498871460459276043\n",
+      "2022-03-18 $57761 18 buy put 2022-04-29 398.0 $369 -6384024475703933984\n",
+      "2022-03-18 $57368 19 buy put 2022-04-29 400.0 $393 -5270798004300418604\n",
+      "2022-03-22 $57300 20 buy put 2022-04-22 365.0 $68 8613785531449669380\n",
+      "2022-03-22 $57132 21 buy put 2022-04-22 394.0 $168 4830395670840631263\n",
+      "2022-03-22 $56938 22 buy put 2022-04-22 398.0 $194 -1548295886022047931\n",
+      "2022-03-22 $56689 23 buy put 2022-04-22 405.0 $249 9182469225606403844\n",
+      "2022-03-22 $56430 24 buy put 2022-04-22 406.0 $259 5696579109750927794\n",
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+      "2022-03-22 $55724 26 buy put 2022-04-22 420.0 $428 -4583427073595415679\n",
+      "2022-03-22 $55586 27 buy put 2022-04-29 378.0 $138 -3690377853123373436\n",
+      "2022-03-22 $55274 28 buy put 2022-04-29 404.0 $312 -135710876176587916\n",
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+      "2022-03-22 $54573 30 buy put 2022-04-29 410.0 $379 4846417263286995280\n",
+      "2022-03-22 $54128 31 buy put 2022-04-29 415.0 $445 3076079462160505411\n",
+      "2022-03-23 $54286 30 sell put 2022-04-22 400.0 $158 -4466502905214684344\n",
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+      "2022-03-23 $53950 32 buy put 2022-04-22 402.0 $174 8899318772121436549\n",
+      "2022-03-23 $54171 31 sell put 2022-04-22 410.0 $221 2190414730109463918\n",
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+      "2022-03-23 $53551 33 buy put 2022-04-22 425.0 $389 -7469256421914300504\n",
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+      "2022-03-23 $52496 36 buy put 2022-04-29 375.0 $106 2732969146709366086\n",
+      "2022-03-23 $52369 37 buy put 2022-04-29 382.0 $127 5402358449167293215\n",
+      "2022-03-23 $52235 38 buy put 2022-04-29 384.0 $134 5153488362665889379\n",
+      "2022-03-23 $51826 39 buy put 2022-04-29 420.0 $409 7405158372440846967\n",
+      "2022-03-23 $51347 40 buy put 2022-04-29 425.0 $479 -12121455657931718\n",
+      "2022-03-23 $50850 41 buy put 2022-04-29 426.0 $497 8285698150029188148\n",
+      "2022-03-23 $50793 42 buy put 2022-05-20 300.0 $57 5514491201966076477\n",
+      "2022-03-23 $50732 43 buy put 2022-05-20 305.0 $61 5803826245663504318\n",
+      "2022-03-23 $50662 44 buy put 2022-05-20 315.0 $70 3125269357989910148\n",
+      "2022-03-23 $50588 45 buy put 2022-05-20 320.0 $74 -7031368565712459461\n",
+      "2022-03-23 $50508 46 buy put 2022-05-20 325.0 $80 -2454607665416796794\n",
+      "2022-03-23 $50422 47 buy put 2022-05-20 330.0 $86 2586880756576764799\n",
+      "2022-03-23 $50328 48 buy put 2022-05-20 335.0 $94 5067005136480655410\n",
+      "2022-03-23 $50227 49 buy put 2022-05-20 340.0 $101 6102710437872507129\n",
+      "2022-03-23 $50116 50 buy put 2022-05-20 345.0 $111 4097571111321162344\n",
+      "2022-03-23 $49995 51 buy put 2022-05-20 350.0 $121 -2497341313694096819\n",
+      "2022-03-23 $49862 52 buy put 2022-05-20 355.0 $133 -475354649890001025\n",
+      "2022-03-23 $49715 53 buy put 2022-05-20 360.0 $147 1535344157801631165\n",
+      "2022-03-23 $49552 54 buy put 2022-05-20 365.0 $163 -2396899101869752478\n",
+      "2022-03-23 $49371 55 buy put 2022-05-20 370.0 $181 -7488740305694325145\n",
+      "2022-03-23 $49168 56 buy put 2022-05-20 375.0 $203 -470799069480493150\n",
+      "2022-03-23 $48960 57 buy put 2022-05-20 376.0 $208 6805399809826978576\n",
+      "2022-03-23 $48748 58 buy put 2022-05-20 377.0 $212 -5769949336892359336\n",
+      "2022-03-23 $48531 59 buy put 2022-05-20 378.0 $217 4499313413130494408\n",
+      "2022-03-23 $48303 60 buy put 2022-05-20 380.0 $228 -4726087735419278927\n",
+      "2022-03-23 $48064 61 buy put 2022-05-20 382.0 $239 -1008859465293893361\n",
+      "2022-03-23 $47819 62 buy put 2022-05-20 383.0 $245 -3716120335582060628\n",
+      "2022-03-23 $47568 63 buy put 2022-05-20 384.0 $251 8813811175915499204\n",
+      "2022-03-23 $47312 64 buy put 2022-05-20 385.0 $256 956167660744656277\n",
+      "2022-03-23 $47049 65 buy put 2022-05-20 386.0 $263 -9171734142755107672\n",
+      "2022-03-23 $46779 66 buy put 2022-05-20 387.0 $270 6292688300601215270\n",
+      "2022-03-23 $46502 67 buy put 2022-05-20 388.0 $277 8994584767635500628\n",
+      "2022-03-23 $46218 68 buy put 2022-05-20 389.0 $284 2928602265238679261\n",
+      "2022-03-23 $45928 69 buy put 2022-05-20 390.0 $290 4555838660028346540\n",
+      "2022-03-23 $45629 70 buy put 2022-05-20 391.0 $299 5560573066461949950\n",
+      "2022-03-23 $45322 71 buy put 2022-05-20 392.0 $307 1001012323856207200\n",
+      "2022-03-23 $45007 72 buy put 2022-05-20 393.0 $315 -152368870767485591\n",
+      "2022-03-23 $44685 73 buy put 2022-05-20 394.0 $322 -6848973162626875417\n",
+      "2022-03-23 $44354 74 buy put 2022-05-20 395.0 $331 -3687894042850609633\n",
+      "2022-03-23 $44014 75 buy put 2022-05-20 396.0 $340 1028095497914558019\n",
+      "2022-03-23 $43665 76 buy put 2022-05-20 397.0 $349 632862387187366910\n",
+      "2022-03-23 $43307 77 buy put 2022-05-20 398.0 $358 9011944846823837867\n",
+      "2022-03-23 $42939 78 buy put 2022-05-20 399.0 $368 2929608738446272176\n",
+      "2022-03-23 $42561 79 buy put 2022-05-20 400.0 $378 8799472485422071928\n",
+      "2022-03-23 $42174 80 buy put 2022-05-20 401.0 $387 7946504289564775403\n",
+      "2022-03-23 $41776 81 buy put 2022-05-20 402.0 $398 2237966663943587015\n",
+      "2022-03-23 $41367 82 buy put 2022-05-20 403.0 $409 -8540359155664149317\n",
+      "2022-03-23 $40947 83 buy put 2022-05-20 404.0 $420 -3589900794557672712\n",
+      "2022-03-23 $40516 84 buy put 2022-05-20 405.0 $431 831218219331944625\n",
+      "2022-03-23 $40074 85 buy put 2022-05-20 406.0 $442 -6080281291099080907\n",
+      "2022-03-23 $39621 86 buy put 2022-05-20 407.0 $453 2709366807418979297\n",
+      "2022-03-23 $39155 87 buy put 2022-05-20 408.0 $466 5858551309854509785\n",
+      "2022-03-23 $38676 88 buy put 2022-05-20 409.0 $479 -8571255523797761263\n",
+      "2022-03-23 $38184 89 buy put 2022-05-20 410.0 $492 1374181676951191653\n",
+      "2022-03-24 $37991 90 buy put 2022-04-29 392.0 $193 792673345263814654\n",
+      "2022-03-24 $37599 91 buy put 2022-04-29 413.0 $392 3334643536314460271\n",
+      "2022-03-24 $37546 92 buy put 2022-05-20 295.0 $53 -7499558146395212601\n",
+      "2022-03-24 $37286 93 buy put 2022-05-20 381.0 $260 4916451754592770936\n",
+      "2022-03-25 $37317 92 sell put 2022-04-22 350.0 $31 5861681629822445910\n",
+      "2022-03-25 $37355 91 sell put 2022-04-22 360.0 $38 8676103191061085750\n",
+      "2022-03-25 $37409 90 sell put 2022-04-22 375.0 $54 2780033251947573468\n",
+      "2022-03-25 $37472 89 sell put 2022-04-22 380.0 $63 -4060634173139265693\n",
+      "2022-03-25 $37544 88 sell put 2022-04-22 385.0 $72 6942309709384099437\n",
+      "2022-03-25 $37628 87 sell put 2022-04-22 390.0 $84 -1382750203614033800\n",
+      "2022-03-25 $37671 86 sell put 2022-04-29 350.0 $43 2211919545099089623\n",
+      "2022-03-25 $37725 85 sell put 2022-04-29 360.0 $54 1241650206462103512\n",
+      "2022-03-25 $37670 86 buy put 2022-04-29 360.0 $55 1241650206462103512\n",
+      "2022-03-25 $37729 85 sell put 2022-04-29 365.0 $59 -4116858427586604049\n",
+      "2022-03-25 $37796 84 sell put 2022-04-29 370.0 $67 5307438026071199037\n",
+      "2022-03-25 $37884 83 sell put 2022-04-29 380.0 $88 4328871777941179054\n",
+      "2022-03-25 $37985 82 sell put 2022-04-29 385.0 $101 -6965154089921872771\n",
+      "2022-03-25 $37883 83 buy put 2022-04-29 385.0 $102 -6965154089921872771\n",
+      "2022-03-25 $37987 82 sell put 2022-04-29 386.0 $104 938746536547057006\n",
+      "2022-03-25 $38106 81 sell put 2022-04-29 390.0 $119 -8076832843773093378\n",
+      "2022-03-25 $37986 82 buy put 2022-04-29 390.0 $120 -8076832843773093378\n",
+      "2022-03-25 $38126 81 sell put 2022-04-29 395.0 $140 -4498871460459276043\n",
+      "2022-03-25 $38281 80 sell put 2022-04-29 398.0 $155 -6384024475703933984\n",
+      "2022-03-25 $38447 79 sell put 2022-04-29 400.0 $166 -5270798004300418604\n",
+      "2022-03-25 $38279 80 buy put 2022-04-29 400.0 $168 -5270798004300418604\n",
+      "2022-03-25 $37971 81 buy put 2022-04-29 417.0 $308 -5466141669297998530\n",
+      "2022-03-25 $37485 82 buy put 2022-04-29 430.0 $486 2912409257710436464\n",
+      "2022-03-25 $37259 83 buy put 2022-05-06 400.0 $226 6099263938341754081\n",
+      "2022-03-25 $36993 84 buy put 2022-05-06 405.0 $266 5971957001593176551\n",
+      "2022-03-25 $36681 85 buy put 2022-05-06 410.0 $312 -7671051982744403637\n",
+      "2022-03-25 $36305 86 buy put 2022-05-06 415.0 $376 -3551489540282212657\n",
+      "2022-03-25 $35872 87 buy put 2022-05-06 420.0 $433 337116134910218853\n",
+      "2022-03-25 $35423 88 buy put 2022-05-20 411.0 $449 3618217461025547150\n",
+      "2022-03-25 $34961 89 buy put 2022-05-20 412.0 $462 -4851743039861558227\n",
+      "2022-03-25 $34486 90 buy put 2022-05-20 413.0 $475 1729633316998394915\n",
+      "2022-03-25 $33997 91 buy put 2022-05-20 414.0 $489 2150290734664571153\n",
+      "2022-03-26 $34077 90 sell put 2022-04-22 394.0 $80 4830395670840631263\n",
+      "2022-03-26 $34167 89 sell put 2022-04-22 398.0 $90 -1548295886022047931\n",
+      "2022-03-26 $34283 88 sell put 2022-04-22 405.0 $116 9182469225606403844\n",
+      "2022-03-26 $34403 87 sell put 2022-04-22 406.0 $120 5696579109750927794\n",
+      "2022-03-26 $34532 86 sell put 2022-04-22 408.0 $129 -6778896727741004993\n",
+      "2022-03-26 $34742 85 sell put 2022-04-22 420.0 $210 -4583427073595415679\n",
+      "2022-03-29 $34764 84 sell put 2022-04-22 365.0 $22 8613785531449669380\n",
+      "2022-03-29 $34826 83 sell put 2022-04-22 400.0 $62 -4466502905214684344\n",
+      "2022-03-29 $34892 82 sell put 2022-04-22 402.0 $66 8899318772121436549\n",
+      "2022-03-29 $34982 81 sell put 2022-04-22 410.0 $90 2190414730109463918\n",
+      "2022-03-29 $35152 80 sell put 2022-04-22 425.0 $170 -7469256421914300504\n",
+      "2022-03-29 $35365 79 sell put 2022-04-22 430.0 $213 -2314589622002099441\n",
+      "2022-03-29 $35588 78 sell put 2022-04-22 431.0 $223 -2706640485651965554\n",
+      "2022-03-29 $35634 77 sell put 2022-04-29 375.0 $46 2732969146709366086\n",
+      "2022-03-29 $35683 76 sell put 2022-04-29 378.0 $49 -3690377853123373436\n",
+      "2022-03-29 $35630 77 buy put 2022-04-29 380.0 $53 4328871777941179054\n",
+      "2022-03-29 $35685 76 sell put 2022-04-29 382.0 $55 5402358449167293215\n",
+      "2022-03-29 $35744 75 sell put 2022-04-29 384.0 $59 5153488362665889379\n",
+      "2022-03-29 $35681 76 buy put 2022-04-29 386.0 $63 938746536547057006\n",
+      "2022-03-29 $35755 75 sell put 2022-04-29 392.0 $74 792673345263814654\n",
+      "2022-03-29 $35673 76 buy put 2022-04-29 395.0 $82 -4498871460459276043\n",
+      "2022-03-29 $35587 77 buy put 2022-04-29 396.0 $86 1468228612180363481\n",
+      "2022-03-29 $35698 76 sell put 2022-04-29 404.0 $111 -135710876176587916\n",
+      "2022-03-29 $35813 75 sell put 2022-04-29 405.0 $115 -8973140308895595435\n",
+      "2022-03-29 $35696 76 buy put 2022-04-29 405.0 $117 -8973140308895595435\n",
+      "2022-03-29 $35833 75 sell put 2022-04-29 410.0 $137 4846417263286995280\n",
+      "2022-03-29 $35694 76 buy put 2022-04-29 410.0 $139 4846417263286995280\n",
+      "2022-03-29 $35847 75 sell put 2022-04-29 413.0 $153 3334643536314460271\n",
+      "2022-03-29 $36012 74 sell put 2022-04-29 415.0 $165 3076079462160505411\n",
+      "2022-03-29 $36212 73 sell put 2022-04-29 420.0 $200 7405158372440846967\n",
+      "2022-03-29 $36009 74 buy put 2022-04-29 420.0 $203 7405158372440846967\n",
+      "2022-03-29 $35790 75 buy put 2022-04-29 422.0 $219 -1665131549518034404\n",
+      "2022-03-29 $35346 76 buy put 2022-04-29 440.0 $444 2636997334902606419\n",
+      "2022-03-29 $34884 77 buy put 2022-04-29 441.0 $462 5359869690444453018\n",
+      "2022-03-29 $34822 78 buy put 2022-05-06 370.0 $62 20430786391228453\n",
+      "2022-03-29 $34730 79 buy put 2022-05-06 385.0 $92 3108239867784520491\n",
+      "2022-03-29 $34285 80 buy put 2022-05-06 433.0 $445 -2352608668596028830\n",
+      "2022-03-29 $33920 81 buy put 2022-05-20 415.0 $365 -3580656111640508195\n",
+      "2022-03-29 $33544 82 buy put 2022-05-20 416.0 $376 2373579938755951717\n",
+      "2022-03-29 $33157 83 buy put 2022-05-20 417.0 $387 -6686767505041270810\n",
+      "2022-03-29 $32758 84 buy put 2022-05-20 418.0 $399 -3372175169780630386\n",
+      "2022-03-29 $32348 85 buy put 2022-05-20 419.0 $410 -4710142141502688888\n",
+      "2022-03-29 $31925 86 buy put 2022-05-20 420.0 $423 -7735305123766212941\n",
+      "2022-03-29 $31477 87 buy put 2022-05-20 422.0 $448 -4028898554026283652\n",
+      "2022-03-29 $31016 88 buy put 2022-05-20 423.0 $461 -7384500393495614537\n",
+      "2022-03-29 $30527 89 buy put 2022-05-20 425.0 $489 -3993529454086667155\n",
+      "2022-03-30 $30551 88 sell put 2022-04-29 360.0 $24 1241650206462103512\n",
+      "2022-03-30 $30596 87 sell put 2022-04-29 385.0 $45 -6965154089921872771\n",
+      "2022-03-30 $30648 86 sell put 2022-04-29 390.0 $52 -8076832843773093378\n",
+      "2022-03-30 $30595 87 buy put 2022-04-29 390.0 $53 -8076832843773093378\n",
+      "2022-03-30 $30528 88 buy put 2022-04-29 398.0 $67 -6384024475703933984\n",
+      "2022-03-30 $30598 87 sell put 2022-04-29 400.0 $70 -5270798004300418604\n",
+      "2022-03-30 $30527 88 buy put 2022-04-29 400.0 $71 -5270798004300418604\n",
+      "2022-03-30 $30451 89 buy put 2022-04-29 402.0 $76 6894133071986144739\n",
+      "2022-03-30 $30370 90 buy put 2022-04-29 404.0 $81 -135710876176587916\n",
+      "2022-03-30 $30250 91 buy put 2022-04-29 415.0 $120 3076079462160505411\n",
+      "2022-03-30 $30126 92 buy put 2022-04-29 416.0 $124 6372434335925794733\n",
+      "2022-03-30 $30253 91 sell put 2022-04-29 417.0 $127 -5466141669297998530\n",
+      "2022-03-30 $30427 90 sell put 2022-04-29 425.0 $174 -12121455657931718\n",
+      "2022-03-30 $30251 91 buy put 2022-04-29 425.0 $176 -12121455657931718\n",
+      "2022-03-30 $30432 90 sell put 2022-04-29 426.0 $181 8285698150029188148\n",
+      "2022-03-30 $30248 91 buy put 2022-04-29 426.0 $184 8285698150029188148\n",
+      "2022-03-30 $30057 92 buy put 2022-04-29 427.0 $191 -8005846617271519128\n",
+      "2022-03-30 $30270 91 sell put 2022-04-29 430.0 $213 2912409257710436464\n",
+      "2022-03-30 $30054 92 buy put 2022-04-29 430.0 $216 2912409257710436464\n",
+      "2022-03-30 $29789 93 buy put 2022-04-29 435.0 $265 8697538517514936380\n",
+      "2022-03-30 $29513 94 buy put 2022-04-29 436.0 $276 813794459008419434\n",
+      "2022-03-30 $29159 95 buy put 2022-04-29 442.0 $354 5458990135224401198\n",
+      "2022-03-30 $28758 96 buy put 2022-04-29 445.0 $401 -4704248445234579924\n",
+      "2022-03-30 $28322 97 buy put 2022-04-29 447.0 $436 -2698056227194824166\n",
+      "2022-03-30 $27847 98 buy put 2022-04-29 449.0 $475 6598510737406033043\n",
+      "2022-03-30 $27352 99 buy put 2022-04-29 450.0 $495 2227788596349671863\n",
+      "2022-03-30 $27260 100 buy put 2022-05-06 395.0 $92 -3866454008263276383\n",
+      "2022-03-30 $27366 99 sell put 2022-05-06 400.0 $106 6099263938341754081\n",
+      "2022-03-30 $27259 100 buy put 2022-05-06 400.0 $107 6099263938341754081\n",
+      "2022-03-30 $27383 99 sell put 2022-05-06 405.0 $124 5971957001593176551\n",
+      "2022-03-30 $27530 98 sell put 2022-05-06 410.0 $147 -7671051982744403637\n",
+      "2022-03-30 $27381 99 buy put 2022-05-06 410.0 $149 -7671051982744403637\n",
+      "2022-03-30 $27555 98 sell put 2022-05-06 415.0 $174 -3551489540282212657\n",
+      "2022-03-30 $27760 97 sell put 2022-05-06 420.0 $205 337116134910218853\n",
+      "2022-03-30 $27549 98 buy put 2022-05-06 420.0 $211 337116134910218853\n",
+      "2022-03-30 $27300 99 buy put 2022-05-06 425.0 $249 2588916412091621171\n",
+      "2022-03-30 $27031 100 buy put 2022-05-06 427.0 $269 -8680052036911257916\n",
+      "2022-03-30 $27053 99 sell put 2022-05-20 295.0 $22 -7499558146395212601\n",
+      "2022-03-30 $27076 98 sell put 2022-05-20 300.0 $23 5514491201966076477\n",
+      "2022-03-30 $27101 97 sell put 2022-05-20 305.0 $25 5803826245663504318\n",
+      "2022-03-30 $27131 96 sell put 2022-05-20 315.0 $30 3125269357989910148\n",
+      "2022-03-30 $27163 95 sell put 2022-05-20 320.0 $32 -7031368565712459461\n",
+      "2022-03-30 $27198 94 sell put 2022-05-20 325.0 $35 -2454607665416796794\n",
+      "2022-03-30 $27236 93 sell put 2022-05-20 330.0 $38 2586880756576764799\n",
+      "2022-03-30 $27278 92 sell put 2022-05-20 335.0 $42 5067005136480655410\n",
+      "2022-03-30 $27324 91 sell put 2022-05-20 340.0 $46 6102710437872507129\n",
+      "2022-03-30 $27374 90 sell put 2022-05-20 345.0 $50 4097571111321162344\n",
+      "2022-03-30 $27323 91 buy put 2022-05-20 345.0 $51 4097571111321162344\n",
+      "2022-03-30 $27378 90 sell put 2022-05-20 350.0 $55 -2497341313694096819\n",
+      "2022-03-30 $27322 91 buy put 2022-05-20 350.0 $56 -2497341313694096819\n",
+      "2022-03-30 $27382 90 sell put 2022-05-20 355.0 $60 -475354649890001025\n",
+      "2022-03-30 $27321 91 buy put 2022-05-20 355.0 $61 -475354649890001025\n",
+      "2022-03-30 $27388 90 sell put 2022-05-20 360.0 $67 1535344157801631165\n",
+      "2022-03-30 $27320 91 buy put 2022-05-20 360.0 $68 1535344157801631165\n",
+      "2022-03-30 $27394 90 sell put 2022-05-20 365.0 $74 -2396899101869752478\n",
+      "2022-03-30 $27319 91 buy put 2022-05-20 365.0 $75 -2396899101869752478\n",
+      "2022-03-30 $27402 90 sell put 2022-05-20 370.0 $83 -7488740305694325145\n",
+      "2022-03-30 $27318 91 buy put 2022-05-20 370.0 $84 -7488740305694325145\n",
+      "2022-03-30 $27412 90 sell put 2022-05-20 375.0 $94 -470799069480493150\n",
+      "2022-03-30 $27317 91 buy put 2022-05-20 375.0 $95 -470799069480493150\n",
+      "2022-03-30 $27413 90 sell put 2022-05-20 376.0 $96 6805399809826978576\n",
+      "2022-03-30 $27316 91 buy put 2022-05-20 376.0 $97 6805399809826978576\n",
+      "2022-03-30 $27414 90 sell put 2022-05-20 377.0 $98 -5769949336892359336\n",
+      "2022-03-30 $27515 89 sell put 2022-05-20 378.0 $101 4499313413130494408\n",
+      "2022-03-30 $27621 88 sell put 2022-05-20 380.0 $106 -4726087735419278927\n",
+      "2022-03-30 $27514 89 buy put 2022-05-20 380.0 $107 -4726087735419278927\n",
+      "2022-03-30 $27623 88 sell put 2022-05-20 381.0 $109 4916451754592770936\n",
+      "2022-03-30 $27734 87 sell put 2022-05-20 382.0 $111 -1008859465293893361\n",
+      "2022-03-30 $27848 86 sell put 2022-05-20 383.0 $114 -3716120335582060628\n",
+      "2022-03-30 $27965 85 sell put 2022-05-20 384.0 $117 8813811175915499204\n",
+      "2022-03-30 $28085 84 sell put 2022-05-20 385.0 $120 956167660744656277\n",
+      "2022-03-30 $27963 85 buy put 2022-05-20 385.0 $122 956167660744656277\n",
+      "2022-03-30 $28087 84 sell put 2022-05-20 386.0 $124 -9171734142755107672\n",
+      "2022-03-30 $28214 83 sell put 2022-05-20 387.0 $127 6292688300601215270\n",
+      "2022-03-30 $28344 82 sell put 2022-05-20 388.0 $130 8994584767635500628\n",
+      "2022-03-30 $28478 81 sell put 2022-05-20 389.0 $134 2928602265238679261\n",
+      "2022-03-30 $28615 80 sell put 2022-05-20 390.0 $137 4555838660028346540\n",
+      "2022-03-30 $28476 81 buy put 2022-05-20 390.0 $139 4555838660028346540\n",
+      "2022-03-30 $28617 80 sell put 2022-05-20 391.0 $141 5560573066461949950\n",
+      "2022-03-30 $28474 81 buy put 2022-05-20 391.0 $143 5560573066461949950\n",
+      "2022-03-30 $28619 80 sell put 2022-05-20 392.0 $145 1001012323856207200\n",
+      "2022-03-30 $28768 79 sell put 2022-05-20 393.0 $149 -152368870767485591\n",
+      "2022-03-30 $28922 78 sell put 2022-05-20 394.0 $154 -6848973162626875417\n",
+      "2022-03-30 $29080 77 sell put 2022-05-20 395.0 $158 -3687894042850609633\n",
+      "2022-03-30 $28921 78 buy put 2022-05-20 395.0 $159 -3687894042850609633\n",
+      "2022-03-30 $29083 77 sell put 2022-05-20 396.0 $162 1028095497914558019\n",
+      "2022-03-30 $29250 76 sell put 2022-05-20 397.0 $167 632862387187366910\n",
+      "2022-03-30 $29082 77 buy put 2022-05-20 397.0 $168 632862387187366910\n",
+      "2022-03-30 $29254 76 sell put 2022-05-20 398.0 $172 9011944846823837867\n",
+      "2022-03-30 $29081 77 buy put 2022-05-20 398.0 $173 9011944846823837867\n",
+      "2022-03-30 $29257 76 sell put 2022-05-20 399.0 $176 2929608738446272176\n",
+      "2022-03-30 $29080 77 buy put 2022-05-20 399.0 $177 2929608738446272176\n",
+      "2022-03-30 $29262 76 sell put 2022-05-20 400.0 $182 8799472485422071928\n",
+      "2022-03-30 $29079 77 buy put 2022-05-20 400.0 $183 8799472485422071928\n",
+      "2022-03-30 $29266 76 sell put 2022-05-20 401.0 $187 7946504289564775403\n",
+      "2022-03-30 $29078 77 buy put 2022-05-20 401.0 $188 7946504289564775403\n",
+      "2022-03-30 $29270 76 sell put 2022-05-20 402.0 $192 2237966663943587015\n",
+      "2022-03-30 $29076 77 buy put 2022-05-20 402.0 $194 2237966663943587015\n",
+      "2022-03-30 $29274 76 sell put 2022-05-20 403.0 $198 -8540359155664149317\n",
+      "2022-03-30 $29478 75 sell put 2022-05-20 404.0 $204 -3589900794557672712\n",
+      "2022-03-30 $29688 74 sell put 2022-05-20 405.0 $210 831218219331944625\n",
+      "2022-03-30 $29477 75 buy put 2022-05-20 405.0 $211 831218219331944625\n",
+      "2022-03-30 $29693 74 sell put 2022-05-20 406.0 $216 -6080281291099080907\n",
+      "2022-03-30 $29915 73 sell put 2022-05-20 407.0 $222 2709366807418979297\n",
+      "2022-03-30 $29691 74 buy put 2022-05-20 407.0 $224 2709366807418979297\n",
+      "2022-03-30 $29920 73 sell put 2022-05-20 408.0 $229 5858551309854509785\n",
+      "2022-03-30 $30156 72 sell put 2022-05-20 409.0 $236 -8571255523797761263\n",
+      "2022-03-30 $30398 71 sell put 2022-05-20 410.0 $242 1374181676951191653\n",
+      "2022-03-30 $30154 72 buy put 2022-05-20 410.0 $244 1374181676951191653\n",
+      "2022-03-30 $29762 73 buy put 2022-05-20 426.0 $392 -2156885175275200181\n",
+      "2022-03-30 $29358 74 buy put 2022-05-20 427.0 $404 -6296351326602780804\n",
+      "2022-03-30 $28942 75 buy put 2022-05-20 428.0 $416 3034009751343049283\n",
+      "2022-03-30 $28514 76 buy put 2022-05-20 429.0 $428 8821988658448851602\n",
+      "2022-03-30 $28073 77 buy put 2022-05-20 430.0 $441 -1850372554593868223\n",
+      "2022-03-30 $27618 78 buy put 2022-05-20 431.0 $455 4665909327392526700\n",
+      "2022-03-30 $27122 79 buy put 2022-05-20 434.0 $496 -2967025469475538886\n",
+      "2022-03-31 $26927 80 buy put 2022-05-06 415.0 $195 -3551489540282212657\n",
+      "2022-03-31 $26725 81 buy put 2022-05-06 416.0 $202 -4612129233057247826\n",
+      "2022-03-31 $26516 82 buy put 2022-05-06 417.0 $209 -6655536907368010212\n",
+      "2022-03-31 $26273 83 buy put 2022-05-06 421.0 $243 4925139819650971550\n",
+      "2022-03-31 $25945 84 buy put 2022-05-06 429.0 $328 -2419708894709451857\n",
+      "2022-03-31 $25579 85 buy put 2022-05-06 432.0 $366 6759235998549996295\n",
+      "2022-03-31 $25170 86 buy put 2022-05-06 435.0 $409 4520549399286252997\n",
+      "2022-03-31 $24682 87 buy put 2022-05-06 440.0 $488 3957126919508795590\n",
+      "2022-03-31 $24562 88 buy put 2022-05-20 383.0 $120 -3716120335582060628\n",
+      "2022-03-31 $24424 89 buy put 2022-05-20 388.0 $138 8994584767635500628\n",
+      "2022-03-31 $24261 90 buy put 2022-05-20 394.0 $163 -6848973162626875417\n",
+      "2022-03-31 $24039 91 buy put 2022-05-20 404.0 $222 -3589900794557672712\n",
+      "2022-03-31 $23789 92 buy put 2022-05-20 408.0 $250 5858551309854509785\n",
+      "2022-03-31 $23531 93 buy put 2022-05-20 409.0 $258 -8571255523797761263\n",
+      "2022-03-31 $23158 94 buy put 2022-05-20 421.0 $373 -6667101414989366793\n",
+      "2022-03-31 $22750 95 buy put 2022-05-20 424.0 $408 -8646362987053365074\n",
+      "2022-04-01 $22934 94 sell put 2022-04-29 415.0 $184 3076079462160505411\n",
+      "2022-04-01 $23127 93 sell put 2022-04-29 416.0 $193 6372434335925794733\n",
+      "2022-04-01 $23407 92 sell put 2022-04-29 425.0 $280 -12121455657931718\n",
+      "2022-04-01 $23703 91 sell put 2022-04-29 426.0 $296 8285698150029188148\n",
+      "2022-04-01 $24010 90 sell put 2022-04-29 427.0 $307 -8005846617271519128\n",
+      "2022-04-01 $24362 89 sell put 2022-04-29 430.0 $352 2912409257710436464\n",
+      "2022-04-01 $24763 88 sell put 2022-04-29 435.0 $401 8697538517514936380\n",
+      "2022-04-01 $25215 87 sell put 2022-04-29 436.0 $452 813794459008419434\n",
+      "2022-04-01 $25800 86 sell put 2022-04-29 442.0 $585 5458990135224401198\n",
+      "2022-04-01 $26420 85 sell put 2022-04-29 445.0 $620 -4704248445234579924\n",
+      "2022-04-01 $27145 84 sell put 2022-04-29 447.0 $725 -2698056227194824166\n",
+      "2022-04-01 $27888 83 sell put 2022-04-29 449.0 $743 6598510737406033043\n",
+      "2022-04-01 $28712 82 sell put 2022-04-29 450.0 $824 2227788596349671863\n",
+      "2022-04-01 $28634 83 buy put 2022-05-06 380.0 $78 -7357608119710543664\n",
+      "2022-04-01 $28459 84 buy put 2022-05-06 405.0 $175 5971957001593176551\n",
+      "2022-04-01 $28079 85 buy put 2022-05-13 420.0 $380 -7712619888171608246\n",
+      "2022-04-01 $27630 86 buy put 2022-05-13 425.0 $449 -9094525580517588859\n",
+      "2022-04-01 $27578 87 buy put 2022-05-20 335.0 $52 5067005136480655410\n",
+      "2022-04-01 $27522 88 buy put 2022-05-20 340.0 $56 6102710437872507129\n",
+      "2022-04-01 $27394 89 buy put 2022-05-20 378.0 $128 4499313413130494408\n",
+      "2022-04-01 $27251 90 buy put 2022-05-20 382.0 $143 -1008859465293893361\n",
+      "2022-04-01 $27100 91 buy put 2022-05-20 384.0 $151 8813811175915499204\n",
+      "2022-04-05 $27131 90 sell put 2022-04-29 386.0 $31 938746536547057006\n",
+      "2022-04-05 $27170 89 sell put 2022-04-29 395.0 $39 -4498871460459276043\n",
+      "2022-04-05 $27211 88 sell put 2022-04-29 396.0 $41 1468228612180363481\n",
+      "2022-04-05 $27265 87 sell put 2022-04-29 405.0 $54 -8973140308895595435\n",
+      "2022-04-05 $27329 86 sell put 2022-04-29 410.0 $64 4846417263286995280\n",
+      "2022-04-05 $27427 85 sell put 2022-04-29 420.0 $98 7405158372440846967\n",
+      "2022-04-05 $27535 84 sell put 2022-04-29 422.0 $108 -1665131549518034404\n",
+      "2022-04-05 $27075 85 buy put 2022-05-06 444.0 $460 5264889209456200705\n",
+      "2022-04-05 $26752 86 buy put 2022-05-13 430.0 $323 -5820858743774405774\n",
+      "2022-04-05 $26277 87 buy put 2022-05-13 440.0 $475 8434403300865777644\n",
+      "2022-04-05 $26157 88 buy put 2022-05-20 393.0 $120 -152368870767485591\n",
+      "2022-04-05 $26366 87 sell put 2022-05-20 411.0 $209 3618217461025547150\n",
+      "2022-04-05 $26582 86 sell put 2022-05-20 412.0 $216 -4851743039861558227\n",
+      "2022-04-05 $26805 85 sell put 2022-05-20 413.0 $223 1729633316998394915\n",
+      "2022-04-05 $26581 86 buy put 2022-05-20 413.0 $224 1729633316998394915\n",
+      "2022-04-05 $26812 85 sell put 2022-05-20 414.0 $231 2150290734664571153\n",
+      "2022-04-05 $26580 86 buy put 2022-05-20 414.0 $232 2150290734664571153\n",
+      "2022-04-05 $26152 87 buy put 2022-05-20 432.0 $428 2448558497519536394\n",
+      "2022-04-05 $25708 88 buy put 2022-05-20 433.0 $444 4835181347151396070\n",
+      "2022-04-05 $25233 89 buy put 2022-05-20 435.0 $475 631990200729150016\n",
+      "2022-04-06 $25932 88 sell put 2022-05-06 444.0 $699 5264889209456200705\n",
+      "2022-04-06 $26420 87 sell put 2022-05-13 430.0 $488 -5820858743774405774\n",
+      "2022-04-06 $26604 86 sell put 2022-05-20 393.0 $184 -152368870767485591\n",
+      "2022-04-07 $26992 85 sell put 2022-05-06 425.0 $388 2588916412091621171\n",
+      "2022-04-07 $27410 84 sell put 2022-05-06 427.0 $418 -8680052036911257916\n",
+      "2022-04-07 $28221 83 sell put 2022-05-13 440.0 $811 8434403300865777644\n",
+      "2022-04-07 $28603 82 sell put 2022-05-20 413.0 $382 1729633316998394915\n",
+      "2022-04-07 $28997 81 sell put 2022-05-20 414.0 $394 2150290734664571153\n",
+      "2022-04-07 $29643 80 sell put 2022-05-20 429.0 $646 8821988658448851602\n",
+      "2022-04-07 $30307 79 sell put 2022-05-20 430.0 $664 -1850372554593868223\n",
+      "2022-04-07 $30992 78 sell put 2022-05-20 431.0 $685 4665909327392526700\n",
+      "2022-04-07 $31700 77 sell put 2022-05-20 432.0 $708 2448558497519536394\n",
+      "2022-04-07 $32431 76 sell put 2022-05-20 433.0 $731 4835181347151396070\n",
+      "2022-04-07 $33186 75 sell put 2022-05-20 434.0 $755 -2967025469475538886\n",
+      "2022-04-07 $33966 74 sell put 2022-05-20 435.0 $780 631990200729150016\n",
+      "2022-04-12 $34073 73 sell put 2022-04-29 400.0 $107 -5270798004300418604\n",
+      "2022-04-12 $34190 72 sell put 2022-04-29 402.0 $117 6894133071986144739\n",
+      "2022-04-12 $34319 71 sell put 2022-04-29 404.0 $129 -135710876176587916\n",
+      "2022-04-12 $35130 70 sell put 2022-04-29 440.0 $811 2636997334902606419\n",
+      "2022-04-12 $35978 69 sell put 2022-04-29 441.0 $848 5359869690444453018\n",
+      "2022-04-12 $36124 68 sell put 2022-05-06 395.0 $146 -3866454008263276383\n",
+      "2022-04-12 $36302 67 sell put 2022-05-06 400.0 $178 6099263938341754081\n",
+      "2022-04-12 $36574 66 sell put 2022-05-06 410.0 $272 -7671051982744403637\n",
+      "2022-04-12 $36912 65 sell put 2022-05-06 415.0 $338 -3551489540282212657\n",
+      "2022-04-12 $37264 64 sell put 2022-05-06 416.0 $352 -4612129233057247826\n",
+      "2022-04-12 $37632 63 sell put 2022-05-06 417.0 $368 -6655536907368010212\n",
+      "2022-04-12 $38052 62 sell put 2022-05-06 420.0 $420 337116134910218853\n",
+      "2022-04-12 $38491 61 sell put 2022-05-06 421.0 $439 4925139819650971550\n",
+      "2022-04-12 $39107 60 sell put 2022-05-06 429.0 $616 -2419708894709451857\n",
+      "2022-04-12 $39801 59 sell put 2022-05-06 432.0 $694 6759235998549996295\n",
+      "2022-04-12 $40528 58 sell put 2022-05-06 433.0 $727 -2352608668596028830\n",
+      "2022-04-12 $41317 57 sell put 2022-05-06 435.0 $789 4520549399286252997\n",
+      "2022-04-12 $42280 56 sell put 2022-05-06 440.0 $963 3957126919508795590\n",
+      "2022-04-12 $42467 55 sell put 2022-05-20 385.0 $187 956167660744656277\n",
+      "2022-04-12 $42687 54 sell put 2022-05-20 390.0 $220 4555838660028346540\n",
+      "2022-04-12 $42914 53 sell put 2022-05-20 391.0 $227 5560573066461949950\n",
+      "2022-04-12 $43165 52 sell put 2022-05-20 394.0 $251 -6848973162626875417\n",
+      "2022-04-12 $43424 51 sell put 2022-05-20 395.0 $259 -3687894042850609633\n",
+      "2022-04-12 $43702 50 sell put 2022-05-20 397.0 $278 632862387187366910\n",
+      "2022-04-12 $43989 49 sell put 2022-05-20 398.0 $287 9011944846823837867\n",
+      "2022-04-12 $44286 48 sell put 2022-05-20 399.0 $297 2929608738446272176\n",
+      "2022-04-12 $44592 47 sell put 2022-05-20 400.0 $306 8799472485422071928\n",
+      "2022-04-12 $44911 46 sell put 2022-05-20 401.0 $319 7946504289564775403\n",
+      "2022-04-12 $45240 45 sell put 2022-05-20 402.0 $329 2237966663943587015\n",
+      "2022-04-12 $45593 44 sell put 2022-05-20 404.0 $353 -3589900794557672712\n",
+      "2022-04-12 $45959 43 sell put 2022-05-20 405.0 $366 831218219331944625\n",
+      "2022-04-12 $46351 42 sell put 2022-05-20 407.0 $392 2709366807418979297\n",
+      "2022-04-12 $46756 41 sell put 2022-05-20 408.0 $405 5858551309854509785\n",
+      "2022-04-12 $47176 40 sell put 2022-05-20 409.0 $420 -8571255523797761263\n",
+      "2022-04-12 $47611 39 sell put 2022-05-20 410.0 $435 1374181676951191653\n",
+      "2022-04-12 $48243 38 sell put 2022-05-20 421.0 $632 -6667101414989366793\n",
+      "2022-04-12 $48946 37 sell put 2022-05-20 424.0 $703 -8646362987053365074\n",
+      "2022-04-12 $49696 36 sell put 2022-05-20 426.0 $750 -2156885175275200181\n",
+      "2022-04-12 $50472 35 sell put 2022-05-20 427.0 $776 -6296351326602780804\n",
+      "2022-04-12 $51274 34 sell put 2022-05-20 428.0 $802 3034009751343049283\n",
+      "2022-04-13 $51435 33 sell put 2022-05-20 380.0 $161 -4726087735419278927\n",
+      "2022-04-14 $51458 32 sell put 2022-04-29 380.0 $23 4328871777941179054\n",
+      "2022-04-19 $51477 31 sell put 2022-04-29 390.0 $19 -8076832843773093378\n",
+      "2022-04-19 $51506 30 sell put 2022-04-29 398.0 $29 -6384024475703933984\n",
+      "2022-04-19 $51531 29 sell put 2022-05-06 370.0 $25 20430786391228453\n",
+      "2022-04-19 $51566 28 sell put 2022-05-06 380.0 $35 -7357608119710543664\n",
+      "2022-04-19 $51609 27 sell put 2022-05-06 385.0 $43 3108239867784520491\n",
+      "2022-04-20 $51672 26 sell put 2022-05-06 405.0 $63 5971957001593176551\n",
+      "2022-04-20 $51691 25 sell put 2022-05-20 335.0 $19 5067005136480655410\n",
+      "2022-04-20 $51713 24 sell put 2022-05-20 340.0 $22 6102710437872507129\n",
+      "2022-04-20 $51737 23 sell put 2022-05-20 345.0 $24 4097571111321162344\n",
+      "2022-04-20 $51764 22 sell put 2022-05-20 350.0 $27 -2497341313694096819\n",
+      "2022-04-20 $51794 21 sell put 2022-05-20 355.0 $30 -475354649890001025\n",
+      "2022-04-20 $51851 20 sell put 2022-05-20 378.0 $57 4499313413130494408\n",
+      "2022-04-20 $51916 19 sell put 2022-05-20 382.0 $65 -1008859465293893361\n",
+      "2022-04-20 $51986 18 sell put 2022-05-20 384.0 $70 8813811175915499204\n",
+      "2022-04-21 $52019 17 sell put 2022-05-20 360.0 $33 1535344157801631165\n",
+      "2022-04-23 $52842 16 sell put 2022-05-13 420.0 $823 -7712619888171608246\n",
+      "2022-04-23 $53846 15 sell put 2022-05-13 425.0 $1004 -9094525580517588859\n",
+      "2022-04-23 $53969 14 sell put 2022-05-20 365.0 $123 -2396899101869752478\n",
+      "2022-04-23 $54115 13 sell put 2022-05-20 370.0 $146 -7488740305694325145\n",
+      "2022-04-23 $54289 12 sell put 2022-05-20 375.0 $174 -470799069480493150\n",
+      "2022-04-23 $54469 11 sell put 2022-05-20 376.0 $180 6805399809826978576\n",
+      "2022-04-23 $54703 10 sell put 2022-05-20 383.0 $234 -3716120335582060628\n",
+      "2022-04-23 $54986 9 sell put 2022-05-20 388.0 $283 8994584767635500628\n",
+      "2022-04-23 $55779 8 sell put 2022-05-20 415.0 $793 -3580656111640508195\n",
+      "2022-04-23 $56602 7 sell put 2022-05-20 416.0 $823 2373579938755951717\n",
+      "2022-04-23 $57454 6 sell put 2022-05-20 417.0 $852 -6686767505041270810\n",
+      "2022-04-23 $58336 5 sell put 2022-05-20 418.0 $882 -3372175169780630386\n",
+      "2022-04-23 $59252 4 sell put 2022-05-20 419.0 $916 -4710142141502688888\n",
+      "2022-04-23 $60199 3 sell put 2022-05-20 420.0 $947 -7735305123766212941\n",
+      "2022-04-23 $61216 2 sell put 2022-05-20 422.0 $1017 -4028898554026283652\n",
+      "2022-04-23 $62267 1 sell put 2022-05-20 423.0 $1051 -7384500393495614537\n",
+      "2022-04-23 $63394 0 sell put 2022-05-20 425.0 $1127 -3993529454086667155\n",
+      "2022-04-27 $63090 1 buy call 2022-05-27 440.0 $304 7540841032875474568\n",
+      "2022-04-27 $62971 2 buy call 2022-05-27 449.0 $119 -9049574050791413067\n",
+      "2022-04-27 $62878 3 buy call 2022-05-27 451.0 $93 561939180942483743\n",
+      "2022-04-27 $62813 4 buy call 2022-05-27 454.0 $65 -302234935398735326\n",
+      "2022-04-27 $62331 5 buy call 2022-06-03 437.0 $482 -140594734973261555\n",
+      "2022-04-27 $61884 6 buy call 2022-06-03 438.0 $447 1149039065285862408\n",
+      "2022-04-27 $61445 7 buy call 2022-06-17 443.0 $439 -6011464024072359675\n",
+      "2022-04-27 $61066 8 buy call 2022-06-17 445.0 $379 -6151022484234269801\n",
+      "2022-04-27 $60716 9 buy call 2022-06-17 446.0 $350 4786902015315693915\n",
+      "2022-04-27 $60415 10 buy call 2022-06-17 448.0 $301 8873340886915683933\n",
+      "2022-04-27 $60140 11 buy call 2022-06-17 449.0 $275 -2831264652926531586\n",
+      "2022-04-27 $59887 12 buy call 2022-06-17 450.0 $253 -3653553079529335202\n",
+      "2022-04-27 $59653 13 buy call 2022-06-17 451.0 $234 1296868583727958275\n",
+      "2022-04-27 $59440 14 buy call 2022-06-17 452.0 $213 -7541068355277418496\n",
+      "2022-04-27 $59277 15 buy call 2022-06-17 455.0 $163 6827140909753948515\n",
+      "2022-04-27 $59154 16 buy call 2022-06-17 458.0 $123 -871081690767156853\n",
+      "2022-04-27 $59052 17 buy call 2022-06-17 460.0 $102 -649292203053715624\n",
+      "2022-04-27 $58989 18 buy call 2022-06-17 465.0 $63 6928335988164624834\n",
+      "2022-04-27 $58937 19 buy call 2022-06-17 467.0 $52 -4392908663805052176\n",
+      "2022-04-28 $58654 20 buy call 2022-06-03 442.5 $283 6156555997874750296\n",
+      "2022-04-28 $58171 21 buy call 2022-06-17 441.0 $483 5212492680818806052\n",
+      "2022-04-28 $57722 22 buy call 2022-06-17 442.0 $449 4689357761386842247\n",
+      "2022-04-28 $57414 23 buy call 2022-06-17 447.0 $308 4386197052022313465\n",
+      "2022-04-28 $57229 24 buy call 2022-06-17 453.0 $185 8869171752197414146\n",
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+      "2022-05-19 $63535 12 sell call 2022-06-10 420.0 $133 346688416772421059\n",
+      "2022-05-19 $63632 11 sell call 2022-06-10 423.0 $97 1154055069775108101\n",
+      "2022-05-19 $63786 10 sell call 2022-06-17 423.0 $154 2269401052696493540\n",
+      "2022-05-19 $63927 9 sell call 2022-06-17 424.0 $141 4716161148507450579\n",
+      "2022-05-19 $64055 8 sell call 2022-06-17 425.0 $128 3609133482050966852\n",
+      "2022-05-19 $64172 7 sell call 2022-06-17 426.0 $117 -1350045068448019701\n",
+      "2022-05-19 $64207 6 sell call 2022-06-17 438.0 $35 -7378043220955534471\n",
+      "2022-05-19 $64236 5 sell call 2022-06-17 440.0 $29 3507447917932781513\n",
+      "2022-05-19 $64334 4 sell call 2022-06-24 431.0 $98 -4560119531685265599\n",
+      "2022-05-19 $64386 3 sell call 2022-06-24 438.0 $52 2399071080242754348\n",
+      "2022-05-19 $64533 2 sell call 2022-06-30 430.0 $147 9147553403557179329\n",
+      "2022-05-19 $64629 1 sell call 2022-06-30 435.0 $96 307017130115972569\n",
+      "2022-05-19 $64655 0 sell call 2022-06-30 450.0 $26 5603648325737568255\n",
+      "2022-06-01 $64587 1 buy put 2022-07-01 345.0 $68 5924300745474650145\n",
+      "2022-06-01 $64503 2 buy put 2022-07-01 350.0 $84 -3777633541471658577\n",
+      "2022-06-01 $64166 3 buy put 2022-07-01 381.0 $337 -2592778962888319609\n",
+      "2022-06-01 $63669 4 buy put 2022-07-01 390.0 $497 -897878964366245013\n",
+      "2022-06-01 $63617 5 buy put 2022-07-15 310.0 $52 -8414653857902408572\n",
+      "2022-06-01 $63550 6 buy put 2022-07-15 320.0 $67 -2641426828545093429\n",
+      "2022-06-01 $63473 7 buy put 2022-07-15 325.0 $77 -7181444952029750821\n",
+      "2022-06-01 $63385 8 buy put 2022-07-15 330.0 $88 7706823113112999981\n",
+      "2022-06-01 $63282 9 buy put 2022-07-15 335.0 $103 -4254565465008803928\n",
+      "2022-06-01 $63162 10 buy put 2022-07-15 340.0 $120 1509860764657294175\n",
+      "2022-06-01 $63004 11 buy put 2022-07-15 348.0 $158 -7822482550443452854\n",
+      "2022-06-01 $62835 12 buy put 2022-07-15 350.0 $169 5466475961396183108\n",
+      "2022-06-01 $62660 13 buy put 2022-07-15 351.0 $175 -4734615427371747875\n",
+      "2022-06-01 $62445 14 buy put 2022-07-15 357.0 $215 -1454693991615540219\n",
+      "2022-06-01 $62206 15 buy put 2022-07-15 360.0 $239 5881769446420040736\n",
+      "2022-06-01 $61949 16 buy put 2022-07-15 362.0 $257 904183807785245130\n",
+      "2022-06-01 $61664 17 buy put 2022-07-15 365.0 $285 -1997431046324269456\n",
+      "2022-06-01 $61369 18 buy put 2022-07-15 366.0 $295 5170237757548803237\n",
+      "2022-06-01 $61052 19 buy put 2022-07-15 368.0 $317 -6646946516041405751\n",
+      "2022-06-01 $60712 20 buy put 2022-07-15 370.0 $340 2306854280881845476\n",
+      "2022-06-01 $60347 21 buy put 2022-07-15 372.0 $365 -6972447871128466401\n",
+      "2022-06-01 $59957 22 buy put 2022-07-15 374.0 $390 -3689561730354138667\n",
+      "2022-06-01 $59553 23 buy put 2022-07-15 375.0 $404 7576742215951388629\n",
+      "2022-06-01 $59135 24 buy put 2022-07-15 376.0 $418 481983305677878392\n",
+      "2022-06-01 $58687 25 buy put 2022-07-15 378.0 $448 -6038129082312566248\n",
+      "2022-06-01 $58223 26 buy put 2022-07-15 379.0 $464 -2304066351173787254\n",
+      "2022-06-01 $57741 27 buy put 2022-07-15 380.0 $482 -8025768532511923258\n",
+      "2022-06-01 $57245 28 buy put 2022-07-15 381.0 $496 2696334374107258648\n",
+      "2022-06-02 $57110 29 buy put 2022-07-15 345.0 $135 -1865736787821959030\n",
+      "2022-06-02 $56914 30 buy put 2022-07-15 355.0 $196 8737784879120909599\n",
+      "2022-06-02 $56711 31 buy put 2022-07-15 356.0 $203 1126778839421735716\n",
+      "2022-06-02 $56491 32 buy put 2022-07-15 358.0 $220 4137733156135964275\n",
+      "2022-06-03 $56365 33 buy put 2022-07-15 352.0 $126 -5953682490648552579\n",
+      "2022-06-03 $56049 34 buy put 2022-07-15 377.0 $316 2974186356901704692\n",
+      "2022-06-03 $55669 35 buy put 2022-07-15 382.0 $380 -8165881743295698751\n",
+      "2022-06-03 $55275 36 buy put 2022-07-15 383.0 $394 7546227102791734099\n",
+      "2022-06-03 $54866 37 buy put 2022-07-15 384.0 $409 866083696289059823\n",
+      "2022-06-03 $54441 38 buy put 2022-07-15 385.0 $425 -7136197692518979485\n",
+      "2022-06-03 $54001 39 buy put 2022-07-15 386.0 $440 3817424016050813118\n",
+      "2022-06-03 $53544 40 buy put 2022-07-15 387.0 $457 1689756308728619137\n",
+      "2022-06-03 $53070 41 buy put 2022-07-15 388.0 $474 8474975412738704263\n",
+      "2022-06-03 $52579 42 buy put 2022-07-15 389.0 $491 8564286784647284850\n",
+      "2022-06-03 $52300 43 buy put 2022-07-22 365.0 $279 -6205225738013174950\n",
+      "2022-06-08 $52325 42 sell put 2022-07-01 345.0 $25 5924300745474650145\n",
+      "2022-06-08 $52355 41 sell put 2022-07-01 350.0 $30 -3777633541471658577\n",
+      "2022-06-08 $52522 40 sell put 2022-07-01 381.0 $167 -2592778962888319609\n",
+      "2022-06-08 $52064 41 buy put 2022-07-15 390.0 $458 4354669534039222589\n",
+      "2022-06-08 $51586 42 buy put 2022-07-15 391.0 $478 -8331317594349063938\n",
+      "2022-06-08 $51089 43 buy put 2022-07-15 392.0 $497 2269513876122182332\n",
+      "2022-06-08 $50713 44 buy put 2022-07-22 380.0 $376 3256308884191231334\n",
+      "2022-06-09 $50538 45 buy put 2022-07-15 364.0 $175 6290434892813474254\n",
+      "2022-06-09 $50446 46 buy put 2022-07-22 340.0 $92 -2582906460958267959\n",
+      "2022-06-10 $50730 45 sell put 2022-07-15 364.0 $284 6290434892813474254\n",
+      "2022-06-10 $51225 44 sell put 2022-07-15 377.0 $495 2974186356901704692\n",
+      "2022-06-10 $51833 43 sell put 2022-07-15 382.0 $608 -8165881743295698751\n",
+      "2022-06-10 $52465 42 sell put 2022-07-15 383.0 $632 7546227102791734099\n",
+      "2022-06-10 $53122 41 sell put 2022-07-15 384.0 $657 866083696289059823\n",
+      "2022-06-10 $53807 40 sell put 2022-07-15 385.0 $685 -7136197692518979485\n",
+      "2022-06-10 $54518 39 sell put 2022-07-15 386.0 $711 3817424016050813118\n",
+      "2022-06-10 $55256 38 sell put 2022-07-15 387.0 $738 1689756308728619137\n",
+      "2022-06-10 $56026 37 sell put 2022-07-15 388.0 $770 8474975412738704263\n",
+      "2022-06-10 $56825 36 sell put 2022-07-15 389.0 $799 8564286784647284850\n",
+      "2022-06-10 $57656 35 sell put 2022-07-15 390.0 $831 4354669534039222589\n",
+      "2022-06-10 $58519 34 sell put 2022-07-15 391.0 $863 -8331317594349063938\n",
+      "2022-06-10 $59415 33 sell put 2022-07-15 392.0 $896 2269513876122182332\n",
+      "2022-06-10 $60049 32 sell put 2022-07-22 380.0 $634 3256308884191231334\n",
+      "2022-06-11 $61113 31 sell put 2022-07-01 390.0 $1064 -897878964366245013\n",
+      "2022-06-11 $61377 30 sell put 2022-07-15 351.0 $264 -4734615427371747875\n",
+      "2022-06-11 $61654 29 sell put 2022-07-15 352.0 $277 -5953682490648552579\n",
+      "2022-06-11 $61972 28 sell put 2022-07-15 355.0 $318 8737784879120909599\n",
+      "2022-06-11 $62305 27 sell put 2022-07-15 356.0 $333 1126778839421735716\n",
+      "2022-06-11 $62653 26 sell put 2022-07-15 357.0 $348 -1454693991615540219\n",
+      "2022-06-11 $63017 25 sell put 2022-07-15 358.0 $364 4137733156135964275\n",
+      "2022-06-11 $63416 24 sell put 2022-07-15 360.0 $399 5881769446420040736\n",
+      "2022-06-11 $63852 23 sell put 2022-07-15 362.0 $436 904183807785245130\n",
+      "2022-06-11 $64352 22 sell put 2022-07-15 365.0 $500 -1997431046324269456\n",
+      "2022-06-11 $64873 21 sell put 2022-07-15 366.0 $521 5170237757548803237\n",
+      "2022-06-11 $65441 20 sell put 2022-07-15 368.0 $568 -6646946516041405751\n",
+      "2022-06-11 $66059 19 sell put 2022-07-15 370.0 $618 2306854280881845476\n",
+      "2022-06-11 $66731 18 sell put 2022-07-15 372.0 $672 -6972447871128466401\n",
+      "2022-06-11 $67459 17 sell put 2022-07-15 374.0 $728 -3689561730354138667\n",
+      "2022-06-11 $68217 16 sell put 2022-07-15 375.0 $758 7576742215951388629\n",
+      "2022-06-11 $68981 15 sell put 2022-07-15 376.0 $764 481983305677878392\n",
+      "2022-06-11 $69833 14 sell put 2022-07-15 378.0 $852 -6038129082312566248\n",
+      "2022-06-11 $70717 13 sell put 2022-07-15 379.0 $884 -2304066351173787254\n",
+      "2022-06-11 $71637 12 sell put 2022-07-15 380.0 $920 -8025768532511923258\n",
+      "2022-06-11 $72591 11 sell put 2022-07-15 381.0 $954 2696334374107258648\n",
+      "2022-06-11 $72797 10 sell put 2022-07-22 340.0 $206 -2582906460958267959\n",
+      "2022-06-11 $73388 9 sell put 2022-07-22 365.0 $591 -6205225738013174950\n",
+      "2022-06-14 $73527 8 sell put 2022-07-15 310.0 $139 -8414653857902408572\n",
+      "2022-06-14 $73717 7 sell put 2022-07-15 320.0 $190 -2641426828545093429\n",
+      "2022-06-14 $73942 6 sell put 2022-07-15 325.0 $225 -7181444952029750821\n",
+      "2022-06-14 $74214 5 sell put 2022-07-15 330.0 $272 7706823113112999981\n",
+      "2022-06-14 $74541 4 sell put 2022-07-15 335.0 $327 -4254565465008803928\n",
+      "2022-06-14 $74937 3 sell put 2022-07-15 340.0 $396 1509860764657294175\n",
+      "2022-06-14 $75417 2 sell put 2022-07-15 345.0 $480 -1865736787821959030\n",
+      "2022-06-14 $75954 1 sell put 2022-07-15 348.0 $537 -7822482550443452854\n",
+      "2022-06-14 $76536 0 sell put 2022-07-15 350.0 $582 5466475961396183108\n",
+      "2022-07-16 $76486 1 buy put 2022-08-19 318.0 $50 -2178302257977198758\n",
+      "2022-07-16 $76432 2 buy put 2022-08-19 320.0 $54 -5956997027123141826\n",
+      "2022-07-16 $76374 3 buy put 2022-08-19 322.0 $58 -2344796589159276190\n",
+      "2022-07-16 $76309 4 buy put 2022-08-19 325.0 $65 -7262837453943635702\n",
+      "2022-07-16 $76241 5 buy put 2022-08-19 326.0 $68 -9085324141944814595\n",
+      "2022-07-16 $76170 6 buy put 2022-08-19 327.0 $71 5551374494146382528\n",
+      "2022-07-16 $76096 7 buy put 2022-08-19 328.0 $74 5375292506793576135\n",
+      "2022-07-16 $76015 8 buy put 2022-08-19 330.0 $81 5114342892761453956\n",
+      "2022-07-16 $75927 9 buy put 2022-08-19 332.0 $88 6075306783672336112\n",
+      "2022-07-16 $75834 10 buy put 2022-08-19 333.0 $93 -1884036817543378792\n",
+      "2022-07-16 $75737 11 buy put 2022-08-19 334.0 $97 4500036011213018652\n",
+      "2022-07-16 $75636 12 buy put 2022-08-19 335.0 $101 -1556951324232907778\n",
+      "2022-07-16 $75530 13 buy put 2022-08-19 336.0 $106 1120037280808374976\n",
+      "2022-07-16 $75418 14 buy put 2022-08-19 337.0 $112 4699805273429801745\n",
+      "2022-07-16 $75301 15 buy put 2022-08-19 338.0 $117 4023405280287977169\n",
+      "2022-07-16 $75178 16 buy put 2022-08-19 339.0 $123 3107106553309862483\n",
+      "2022-07-16 $75048 17 buy put 2022-08-19 340.0 $130 -587537646900784399\n",
+      "2022-07-16 $74905 18 buy put 2022-08-19 342.0 $143 5438103867597398853\n",
+      "2022-07-16 $74755 19 buy put 2022-08-19 343.0 $150 -1229282351884038379\n",
+      "2022-07-16 $74597 20 buy put 2022-08-19 344.0 $158 1520085413384183159\n",
+      "2022-07-16 $74431 21 buy put 2022-08-19 345.0 $166 -5538820870363504844\n",
+      "2022-07-16 $74256 22 buy put 2022-08-19 346.0 $175 467100211413781039\n",
+      "2022-07-16 $74072 23 buy put 2022-08-19 347.0 $184 1526632888621544070\n",
+      "2022-07-16 $73878 24 buy put 2022-08-19 348.0 $194 -1928022109894340995\n",
+      "2022-07-16 $73674 25 buy put 2022-08-19 349.0 $204 2075196719433448415\n",
+      "2022-07-16 $73460 26 buy put 2022-08-19 350.0 $214 6201663459277150068\n",
+      "2022-07-16 $73234 27 buy put 2022-08-19 351.0 $226 7637555431419610481\n",
+      "2022-07-16 $72996 28 buy put 2022-08-19 352.0 $238 8290889458829130951\n",
+      "2022-07-16 $72746 29 buy put 2022-08-19 353.0 $250 -3212361994074549878\n",
+      "2022-07-16 $72483 30 buy put 2022-08-19 354.0 $263 2012832181109638329\n",
+      "2022-07-16 $72206 31 buy put 2022-08-19 355.0 $277 5003133539745405792\n",
+      "2022-07-16 $71917 32 buy put 2022-08-19 356.0 $289 1259912105320132246\n",
+      "2022-07-16 $71614 33 buy put 2022-08-19 357.0 $303 7756495406183948368\n",
+      "2022-07-16 $71294 34 buy put 2022-08-19 358.0 $320 -2914423737172952585\n",
+      "2022-07-16 $70958 35 buy put 2022-08-19 359.0 $336 5572835203396774422\n",
+      "2022-07-16 $70605 36 buy put 2022-08-19 360.0 $353 -1993393796932589267\n",
+      "2022-07-16 $70236 37 buy put 2022-08-19 361.0 $369 -4478853618099442466\n",
+      "2022-07-16 $69847 38 buy put 2022-08-19 362.0 $389 -1873235841621633165\n",
+      "2022-07-16 $69442 39 buy put 2022-08-19 363.0 $405 -7042469014135186859\n",
+      "2022-07-16 $69015 40 buy put 2022-08-19 364.0 $427 3949818333009603820\n",
+      "2022-07-16 $68567 41 buy put 2022-08-19 365.0 $448 1694589368006446437\n",
+      "2022-07-16 $68098 42 buy put 2022-08-19 366.0 $469 -7170849425819196913\n",
+      "2022-07-16 $67609 43 buy put 2022-08-19 367.0 $489 -327316821486680636\n",
+      "2022-07-16 $67321 44 buy put 2022-08-26 350.0 $288 818484052444681885\n",
+      "2022-07-19 $67228 45 buy put 2022-08-19 331.0 $93 -7362262575422212614\n",
+      "2022-07-19 $67120 46 buy put 2022-08-26 325.0 $108 -7547972772753723211\n",
+      "2022-07-19 $66987 47 buy put 2022-08-26 330.0 $133 -4557705825395845315\n",
+      "2022-07-20 $66935 48 buy put 2022-08-19 329.0 $52 -1723611753305165202\n",
+      "2022-07-20 $66847 49 buy put 2022-08-19 341.0 $88 -7339324258901077980\n",
+      "2022-07-20 $66501 50 buy put 2022-08-19 368.0 $346 2812707541425039258\n",
+      "2022-07-20 $66135 51 buy put 2022-08-19 369.0 $366 -6185732515148243139\n",
+      "2022-07-20 $65752 52 buy put 2022-08-19 370.0 $383 -1251463636350921084\n",
+      "2022-07-20 $65351 53 buy put 2022-08-19 371.0 $401 1236314786019996131\n",
+      "2022-07-20 $64934 54 buy put 2022-08-19 372.0 $417 -1182430562686807738\n",
+      "2022-07-20 $64497 55 buy put 2022-08-19 373.0 $437 -6739346864619114296\n",
+      "2022-07-20 $64037 56 buy put 2022-08-19 374.0 $460 -6818964142721966966\n",
+      "2022-07-20 $63559 57 buy put 2022-08-19 375.0 $478 6887484991495456991\n",
+      "2022-07-20 $63428 58 buy put 2022-08-26 340.0 $131 5067760040179026236\n",
+      "2022-07-20 $63171 59 buy put 2022-08-26 355.0 $257 -7894589159484872736\n",
+      "2022-07-20 $62852 60 buy put 2022-08-26 360.0 $319 -176695857215984126\n",
+      "2022-07-20 $62457 61 buy put 2022-08-26 365.0 $395 3213610697337849554\n",
+      "2022-07-20 $62044 62 buy put 2022-08-26 366.0 $413 8203439759841837776\n",
+      "2022-07-20 $61613 63 buy put 2022-08-26 367.0 $431 5636096784514619954\n",
+      "2022-07-20 $61126 64 buy put 2022-08-26 370.0 $487 -899347073858243804\n",
+      "2022-07-20 $61075 65 buy put 2022-09-16 280.0 $51 2146573308704586391\n",
+      "2022-07-20 $61018 66 buy put 2022-09-16 285.0 $57 564080406945142630\n",
+      "2022-07-20 $60955 67 buy put 2022-09-16 290.0 $63 7099430230178302436\n",
+      "2022-07-20 $60885 68 buy put 2022-09-16 295.0 $70 -8485625406439481048\n",
+      "2022-07-20 $60806 69 buy put 2022-09-16 300.0 $79 5381737139715572204\n",
+      "2022-07-20 $60721 70 buy put 2022-09-16 303.0 $85 3553400021769947215\n",
+      "2022-07-20 $60618 71 buy put 2022-09-16 310.0 $103 -5698064195308839892\n",
+      "2022-07-20 $60503 72 buy put 2022-09-16 314.0 $115 6051250439898945992\n",
+      "2022-07-20 $60385 73 buy put 2022-09-16 315.0 $118 -823228351530416080\n",
+      "2022-07-20 $60259 74 buy put 2022-09-16 317.0 $126 410937499816089472\n",
+      "2022-07-20 $60126 75 buy put 2022-09-16 319.0 $133 -1379475776907670822\n",
+      "2022-07-20 $59988 76 buy put 2022-09-16 320.0 $138 -3777883207219477321\n",
+      "2022-07-20 $59826 77 buy put 2022-09-16 325.0 $162 -173776117077035651\n",
+      "2022-07-20 $59647 78 buy put 2022-09-16 328.0 $179 8939339359559696691\n",
+      "2022-07-20 $59455 79 buy put 2022-09-16 330.0 $192 6040675474711910599\n",
+      "2022-07-20 $59256 80 buy put 2022-09-16 331.0 $199 5448757862191045588\n",
+      "2022-07-20 $59050 81 buy put 2022-09-16 332.0 $206 5989817479618709186\n",
+      "2022-07-20 $58836 82 buy put 2022-09-16 333.0 $214 1911324217239584667\n",
+      "2022-07-20 $58616 83 buy put 2022-09-16 334.0 $220 -5200654929158574732\n",
+      "2022-07-20 $58387 84 buy put 2022-09-16 335.0 $229 -6662476092883564261\n",
+      "2022-07-20 $58151 85 buy put 2022-09-16 336.0 $236 5920127090133393478\n",
+      "2022-07-20 $57907 86 buy put 2022-09-16 337.0 $244 7886624483499916732\n",
+      "2022-07-20 $57653 87 buy put 2022-09-16 338.0 $254 4281069761241594441\n",
+      "2022-07-20 $57390 88 buy put 2022-09-16 339.0 $263 -5756987525197614683\n",
+      "2022-07-20 $57118 89 buy put 2022-09-16 340.0 $272 4454830843899607004\n",
+      "2022-07-20 $56837 90 buy put 2022-09-16 341.0 $281 -8954718516351703622\n",
+      "2022-07-20 $56545 91 buy put 2022-09-16 342.0 $292 -6970288974565994477\n",
+      "2022-07-20 $56243 92 buy put 2022-09-16 343.0 $302 6990733280858487570\n",
+      "2022-07-20 $55920 93 buy put 2022-09-16 345.0 $323 -6426494242723560286\n",
+      "2022-07-20 $55585 94 buy put 2022-09-16 346.0 $335 -5933411062698314440\n",
+      "2022-07-20 $55238 95 buy put 2022-09-16 347.0 $347 -3092988873774713538\n",
+      "2022-07-20 $54880 96 buy put 2022-09-16 348.0 $358 379446797859342669\n",
+      "2022-07-20 $54508 97 buy put 2022-09-16 349.0 $372 5070003289909606865\n",
+      "2022-07-20 $54124 98 buy put 2022-09-16 350.0 $384 7481769104562993983\n",
+      "2022-07-20 $53727 99 buy put 2022-09-16 351.0 $397 7882332564901576155\n",
+      "2022-07-20 $53315 100 buy put 2022-09-16 352.0 $412 3973581141069911937\n",
+      "2022-07-21 $53339 99 sell put 2022-08-19 318.0 $24 -2178302257977198758\n",
+      "2022-07-21 $53365 98 sell put 2022-08-19 320.0 $26 -5956997027123141826\n",
+      "2022-07-21 $53393 97 sell put 2022-08-19 322.0 $28 -2344796589159276190\n",
+      "2022-07-21 $53424 96 sell put 2022-08-19 325.0 $31 -7262837453943635702\n",
+      "2022-07-21 $53456 95 sell put 2022-08-19 326.0 $32 -9085324141944814595\n",
+      "2022-07-21 $53490 94 sell put 2022-08-19 327.0 $34 5551374494146382528\n",
+      "2022-07-21 $53525 93 sell put 2022-08-19 328.0 $35 5375292506793576135\n",
+      "2022-07-21 $53563 92 sell put 2022-08-19 330.0 $38 5114342892761453956\n",
+      "2022-07-21 $53602 91 sell put 2022-08-19 331.0 $39 -7362262575422212614\n",
+      "2022-07-21 $53643 90 sell put 2022-08-19 332.0 $41 6075306783672336112\n",
+      "2022-07-21 $53686 89 sell put 2022-08-19 333.0 $43 -1884036817543378792\n",
+      "2022-07-21 $53731 88 sell put 2022-08-19 334.0 $45 4500036011213018652\n",
+      "2022-07-21 $53778 87 sell put 2022-08-19 335.0 $47 -1556951324232907778\n",
+      "2022-07-21 $53827 86 sell put 2022-08-19 336.0 $49 1120037280808374976\n",
+      "2022-07-21 $53878 85 sell put 2022-08-19 337.0 $51 4699805273429801745\n",
+      "2022-07-21 $53932 84 sell put 2022-08-19 338.0 $54 4023405280287977169\n",
+      "2022-07-21 $53988 83 sell put 2022-08-19 339.0 $56 3107106553309862483\n",
+      "2022-07-21 $54047 82 sell put 2022-08-19 340.0 $59 -587537646900784399\n",
+      "2022-07-21 $54113 81 sell put 2022-08-19 342.0 $66 5438103867597398853\n",
+      "2022-07-21 $54182 80 sell put 2022-08-19 343.0 $69 -1229282351884038379\n",
+      "2022-07-21 $54255 79 sell put 2022-08-19 344.0 $73 1520085413384183159\n",
+      "2022-07-21 $54332 78 sell put 2022-08-19 345.0 $77 -5538820870363504844\n",
+      "2022-07-21 $54413 77 sell put 2022-08-19 346.0 $81 467100211413781039\n",
+      "2022-07-21 $54499 76 sell put 2022-08-19 347.0 $86 1526632888621544070\n",
+      "2022-07-21 $54590 75 sell put 2022-08-19 348.0 $91 -1928022109894340995\n",
+      "2022-07-21 $54686 74 sell put 2022-08-19 349.0 $96 2075196719433448415\n",
+      "2022-07-21 $54787 73 sell put 2022-08-19 350.0 $101 6201663459277150068\n",
+      "2022-07-21 $54894 72 sell put 2022-08-19 351.0 $107 7637555431419610481\n",
+      "2022-07-21 $55007 71 sell put 2022-08-19 352.0 $113 8290889458829130951\n",
+      "2022-07-21 $55127 70 sell put 2022-08-19 353.0 $120 -3212361994074549878\n",
+      "2022-07-21 $55254 69 sell put 2022-08-19 354.0 $127 2012832181109638329\n",
+      "2022-07-21 $55388 68 sell put 2022-08-19 355.0 $134 5003133539745405792\n",
+      "2022-07-21 $55530 67 sell put 2022-08-19 356.0 $142 1259912105320132246\n",
+      "2022-07-21 $55681 66 sell put 2022-08-19 357.0 $151 7756495406183948368\n",
+      "2022-07-21 $55840 65 sell put 2022-08-19 358.0 $159 -2914423737172952585\n",
+      "2022-07-21 $55892 64 sell put 2022-08-26 325.0 $52 -7547972772753723211\n",
+      "2022-07-21 $55955 63 sell put 2022-08-26 330.0 $63 -4557705825395845315\n",
+      "2022-07-21 $55828 64 buy put 2022-08-26 345.0 $127 6556513959703852829\n",
+      "2022-07-21 $55742 65 buy put 2022-09-16 311.0 $86 -4231638888007770396\n",
+      "2022-07-21 $55642 66 buy put 2022-09-16 316.0 $100 -3502910193842330141\n",
+      "2022-07-21 $55374 67 buy put 2022-09-16 344.0 $268 -4202817759762502778\n",
+      "2022-07-21 $55003 68 buy put 2022-09-16 353.0 $371 -5346695688416471950\n",
+      "2022-07-21 $54605 69 buy put 2022-09-16 355.0 $398 8297274861591539974\n",
+      "2022-07-21 $54192 70 buy put 2022-09-16 356.0 $413 4830435287700914567\n",
+      "2022-07-21 $53749 71 buy put 2022-09-16 358.0 $443 -5433481999464619932\n",
+      "2022-07-21 $53291 72 buy put 2022-09-16 359.0 $458 8454854924696910193\n",
+      "2022-07-21 $52816 73 buy put 2022-09-16 360.0 $475 -2367897742912298709\n",
+      "2022-07-21 $52324 74 buy put 2022-09-16 361.0 $492 -666673505378326264\n",
+      "2022-07-22 $52448 73 sell put 2022-08-19 359.0 $124 5572835203396774422\n",
+      "2022-07-22 $52579 72 sell put 2022-08-19 360.0 $131 -1993393796932589267\n",
+      "2022-07-22 $52718 71 sell put 2022-08-19 361.0 $139 -4478853618099442466\n",
+      "2022-07-22 $52864 70 sell put 2022-08-19 362.0 $146 -1873235841621633165\n",
+      "2022-07-22 $53018 69 sell put 2022-08-19 363.0 $154 -7042469014135186859\n",
+      "2022-07-22 $53181 68 sell put 2022-08-19 364.0 $163 3949818333009603820\n",
+      "2022-07-22 $53353 67 sell put 2022-08-19 365.0 $172 1694589368006446437\n",
+      "2022-07-22 $53535 66 sell put 2022-08-19 366.0 $182 -7170849425819196913\n",
+      "2022-07-22 $53726 65 sell put 2022-08-19 367.0 $191 -327316821486680636\n",
+      "2022-07-22 $53661 66 buy put 2022-08-26 335.0 $65 -3836297083251430526\n",
+      "2022-07-22 $53786 65 sell put 2022-08-26 350.0 $125 818484052444681885\n",
+      "2022-07-22 $53393 66 buy put 2022-08-26 375.0 $393 4829550348273509926\n",
+      "2022-07-22 $52907 67 buy put 2022-08-26 380.0 $486 6208450316257450829\n",
+      "2022-07-22 $52734 68 buy put 2022-09-02 350.0 $173 -674620861642368576\n",
+      "2022-07-22 $52521 69 buy put 2022-09-02 355.0 $213 7793822191693854706\n",
+      "2022-07-22 $52258 70 buy put 2022-09-02 360.0 $263 -8186508676855315225\n",
+      "2022-07-22 $51936 71 buy put 2022-09-02 365.0 $322 -7780776606986295517\n",
+      "2022-07-22 $51838 72 buy put 2022-09-16 321.0 $98 8724715896591984412\n",
+      "2022-07-22 $51710 73 buy put 2022-09-16 329.0 $128 -524092760756865015\n",
+      "2022-07-22 $51397 74 buy put 2022-09-16 354.0 $313 4382206674259863295\n",
+      "2022-07-22 $51050 75 buy put 2022-09-16 357.0 $347 4893627301106908435\n",
+      "2022-07-22 $50636 76 buy put 2022-09-16 362.0 $414 6664112224154369391\n",
+      "2022-07-22 $50208 77 buy put 2022-09-16 363.0 $428 -5073493846673458245\n",
+      "2022-07-22 $49765 78 buy put 2022-09-16 364.0 $443 8156037565598539749\n",
+      "2022-07-22 $49306 79 buy put 2022-09-16 365.0 $459 4999481831569549933\n",
+      "2022-07-22 $48832 80 buy put 2022-09-16 366.0 $474 -2929743628943163089\n",
+      "2022-07-22 $48342 81 buy put 2022-09-16 367.0 $490 -6508026775246616104\n",
+      "2022-07-26 $48365 80 sell put 2022-08-19 329.0 $23 -1723611753305165202\n",
+      "2022-07-26 $48403 79 sell put 2022-08-19 341.0 $38 -7339324258901077980\n",
+      "2022-07-26 $48468 78 sell put 2022-08-26 340.0 $65 5067760040179026236\n",
+      "2022-07-28 $48589 77 sell put 2022-08-19 368.0 $121 2812707541425039258\n",
+      "2022-07-28 $48717 76 sell put 2022-08-19 369.0 $128 -6185732515148243139\n",
+      "2022-07-28 $48853 75 sell put 2022-08-19 370.0 $136 -1251463636350921084\n",
+      "2022-07-28 $48998 74 sell put 2022-08-19 371.0 $145 1236314786019996131\n",
+      "2022-07-28 $49152 73 sell put 2022-08-19 372.0 $154 -1182430562686807738\n",
+      "2022-07-28 $49314 72 sell put 2022-08-19 373.0 $162 -6739346864619114296\n",
+      "2022-07-28 $49486 71 sell put 2022-08-19 374.0 $172 -6818964142721966966\n",
+      "2022-07-28 $49669 70 sell put 2022-08-19 375.0 $183 6887484991495456991\n",
+      "2022-07-28 $49731 69 sell put 2022-08-26 345.0 $62 6556513959703852829\n",
+      "2022-07-28 $49830 68 sell put 2022-08-26 355.0 $99 -7894589159484872736\n",
+      "2022-07-28 $49958 67 sell put 2022-08-26 360.0 $128 -176695857215984126\n",
+      "2022-07-28 $50122 66 sell put 2022-08-26 365.0 $164 3213610697337849554\n",
+      "2022-07-28 $50295 65 sell put 2022-08-26 366.0 $173 8203439759841837776\n",
+      "2022-07-28 $50477 64 sell put 2022-08-26 367.0 $182 5636096784514619954\n",
+      "2022-07-28 $50688 63 sell put 2022-08-26 370.0 $211 -899347073858243804\n",
+      "2022-07-28 $50713 62 sell put 2022-09-16 280.0 $25 2146573308704586391\n",
+      "2022-07-28 $50741 61 sell put 2022-09-16 285.0 $28 564080406945142630\n",
+      "2022-07-28 $50772 60 sell put 2022-09-16 290.0 $31 7099430230178302436\n",
+      "2022-07-29 $50804 59 sell put 2022-08-26 335.0 $32 -3836297083251430526\n",
+      "2022-07-29 $50994 58 sell put 2022-08-26 375.0 $190 4829550348273509926\n",
+      "2022-07-29 $51078 57 sell put 2022-09-02 350.0 $84 -674620861642368576\n",
+      "2022-07-29 $51183 56 sell put 2022-09-02 355.0 $105 7793822191693854706\n",
+      "2022-07-29 $51077 57 buy put 2022-09-02 355.0 $106 7793822191693854706\n",
+      "2022-07-29 $51207 56 sell put 2022-09-02 360.0 $130 -8186508676855315225\n",
+      "2022-07-29 $51075 57 buy put 2022-09-02 360.0 $132 -8186508676855315225\n",
+      "2022-07-29 $50815 58 buy put 2022-09-02 375.0 $260 4569284688451404967\n",
+      "2022-07-29 $50477 59 buy put 2022-09-02 381.0 $338 -8264657013112963857\n",
+      "2022-07-29 $50021 60 buy put 2022-09-02 388.0 $456 -8709404287496107051\n",
+      "2022-07-29 $49524 61 buy put 2022-09-02 390.0 $497 -8325548809434700668\n",
+      "2022-07-29 $49268 62 buy put 2022-09-09 370.0 $256 9184109725479979376\n",
+      "2022-07-29 $49297 61 sell put 2022-09-16 295.0 $29 -8485625406439481048\n",
+      "2022-07-29 $49329 60 sell put 2022-09-16 300.0 $32 5381737139715572204\n",
+      "2022-07-29 $49364 59 sell put 2022-09-16 303.0 $35 3553400021769947215\n",
+      "2022-07-29 $49405 58 sell put 2022-09-16 310.0 $41 -5698064195308839892\n",
+      "2022-07-29 $49451 57 sell put 2022-09-16 314.0 $46 6051250439898945992\n",
+      "2022-07-29 $49498 56 sell put 2022-09-16 315.0 $47 -823228351530416080\n",
+      "2022-07-29 $49547 55 sell put 2022-09-16 316.0 $49 -3502910193842330141\n",
+      "2022-07-29 $49597 54 sell put 2022-09-16 317.0 $50 410937499816089472\n",
+      "2022-07-29 $49544 55 buy put 2022-09-16 318.0 $53 -6435316566594453780\n",
+      "2022-07-29 $49597 54 sell put 2022-09-16 319.0 $53 -1379475776907670822\n",
+      "2022-07-29 $49652 53 sell put 2022-09-16 320.0 $55 -3777883207219477321\n",
+      "2022-07-29 $49596 54 buy put 2022-09-16 320.0 $56 -3777883207219477321\n",
+      "2022-07-29 $49535 55 buy put 2022-09-16 323.0 $61 4081069657886544795\n",
+      "2022-07-29 $49472 56 buy put 2022-09-16 324.0 $63 -1781742515868118217\n",
+      "2022-07-29 $49536 55 sell put 2022-09-16 325.0 $64 -173776117077035651\n",
+      "2022-07-29 $49471 56 buy put 2022-09-16 325.0 $65 -173776117077035651\n",
+      "2022-07-29 $49541 55 sell put 2022-09-16 328.0 $70 8939339359559696691\n",
+      "2022-07-29 $49616 54 sell put 2022-09-16 330.0 $75 6040675474711910599\n",
+      "2022-07-29 $49540 55 buy put 2022-09-16 330.0 $76 6040675474711910599\n",
+      "2022-07-29 $49617 54 sell put 2022-09-16 331.0 $77 5448757862191045588\n",
+      "2022-07-29 $49697 53 sell put 2022-09-16 332.0 $80 5989817479618709186\n",
+      "2022-07-29 $49780 52 sell put 2022-09-16 333.0 $83 1911324217239584667\n",
+      "2022-07-29 $49866 51 sell put 2022-09-16 334.0 $86 -5200654929158574732\n",
+      "2022-07-29 $49955 50 sell put 2022-09-16 335.0 $89 -6662476092883564261\n",
+      "2022-07-29 $49865 51 buy put 2022-09-16 335.0 $90 -6662476092883564261\n",
+      "2022-07-29 $49957 50 sell put 2022-09-16 336.0 $92 5920127090133393478\n",
+      "2022-07-29 $50052 49 sell put 2022-09-16 337.0 $95 7886624483499916732\n",
+      "2022-07-29 $50151 48 sell put 2022-09-16 338.0 $99 4281069761241594441\n",
+      "2022-07-29 $50253 47 sell put 2022-09-16 339.0 $102 -5756987525197614683\n",
+      "2022-07-29 $50359 46 sell put 2022-09-16 340.0 $106 4454830843899607004\n",
+      "2022-07-29 $50252 47 buy put 2022-09-16 340.0 $107 4454830843899607004\n",
+      "2022-07-29 $50362 46 sell put 2022-09-16 341.0 $110 -8954718516351703622\n",
+      "2022-07-29 $50476 45 sell put 2022-09-16 342.0 $114 -6970288974565994477\n",
+      "2022-07-29 $50595 44 sell put 2022-09-16 343.0 $119 6990733280858487570\n",
+      "2022-07-29 $50475 45 buy put 2022-09-16 343.0 $120 6990733280858487570\n",
+      "2022-07-29 $50598 44 sell put 2022-09-16 344.0 $123 -4202817759762502778\n",
+      "2022-07-29 $50726 43 sell put 2022-09-16 345.0 $128 -6426494242723560286\n",
+      "2022-07-29 $50597 44 buy put 2022-09-16 345.0 $129 -6426494242723560286\n",
+      "2022-07-29 $50730 43 sell put 2022-09-16 346.0 $133 -5933411062698314440\n",
+      "2022-07-29 $50868 42 sell put 2022-09-16 347.0 $138 -3092988873774713538\n",
+      "2022-07-29 $51011 41 sell put 2022-09-16 348.0 $143 379446797859342669\n",
+      "2022-07-29 $51160 40 sell put 2022-09-16 349.0 $149 5070003289909606865\n",
+      "2022-07-29 $51315 39 sell put 2022-09-16 350.0 $155 7481769104562993983\n",
+      "2022-07-29 $51159 40 buy put 2022-09-16 350.0 $156 7481769104562993983\n",
+      "2022-07-29 $51320 39 sell put 2022-09-16 351.0 $161 7882332564901576155\n",
+      "2022-07-29 $51487 38 sell put 2022-09-16 352.0 $167 3973581141069911937\n",
+      "2022-07-29 $51661 37 sell put 2022-09-16 353.0 $174 -5346695688416471950\n",
+      "2022-07-29 $51849 36 sell put 2022-09-16 355.0 $188 8297274861591539974\n",
+      "2022-07-29 $51660 37 buy put 2022-09-16 355.0 $189 8297274861591539974\n",
+      "2022-07-29 $51855 36 sell put 2022-09-16 356.0 $195 4830435287700914567\n",
+      "2022-07-29 $52066 35 sell put 2022-09-16 358.0 $211 -5433481999464619932\n",
+      "2022-07-29 $51854 36 buy put 2022-09-16 358.0 $212 -5433481999464619932\n",
+      "2022-07-29 $52073 35 sell put 2022-09-16 359.0 $219 8454854924696910193\n",
+      "2022-07-29 $52300 34 sell put 2022-09-16 360.0 $227 -2367897742912298709\n",
+      "2022-07-29 $52071 35 buy put 2022-09-16 360.0 $229 -2367897742912298709\n",
+      "2022-07-29 $52307 34 sell put 2022-09-16 361.0 $236 -666673505378326264\n",
+      "2022-07-29 $52069 35 buy put 2022-09-16 361.0 $238 -666673505378326264\n",
+      "2022-07-29 $51759 36 buy put 2022-09-16 368.0 $310 8061768445018727951\n",
+      "2022-07-29 $51425 37 buy put 2022-09-16 370.0 $334 4734772108657448981\n",
+      "2022-07-29 $51066 38 buy put 2022-09-16 372.0 $359 -1685428614590522323\n",
+      "2022-07-29 $50693 39 buy put 2022-09-16 373.0 $373 1718566024623192339\n",
+      "2022-07-29 $50292 40 buy put 2022-09-16 375.0 $401 8821331490863559103\n",
+      "2022-07-29 $49876 41 buy put 2022-09-16 376.0 $416 -5786398074452772549\n",
+      "2022-07-29 $49445 42 buy put 2022-09-16 377.0 $431 2663994349925522190\n",
+      "2022-07-29 $48998 43 buy put 2022-09-16 378.0 $447 1692633562392731233\n",
+      "2022-07-29 $48535 44 buy put 2022-09-16 379.0 $463 645560325301914016\n",
+      "2022-07-29 $48055 45 buy put 2022-09-16 380.0 $480 5617359272726996615\n",
+      "2022-07-29 $47557 46 buy put 2022-09-16 381.0 $498 -4079072724890685967\n",
+      "2022-07-30 $47713 45 sell put 2022-08-26 380.0 $156 6208450316257450829\n",
+      "2022-07-30 $47663 46 buy put 2022-09-02 345.0 $50 7080211089622875328\n",
+      "2022-07-30 $47775 45 sell put 2022-09-02 365.0 $112 -7780776606986295517\n",
+      "2022-07-30 $47661 46 buy put 2022-09-02 365.0 $114 -7780776606986295517\n",
+      "2022-07-30 $47518 47 buy put 2022-09-02 370.0 $143 -3462394129950184058\n",
+      "2022-07-30 $47292 48 buy put 2022-09-02 380.0 $226 753334326437577142\n",
+      "2022-07-30 $47021 49 buy put 2022-09-02 384.0 $271 -2769477900041775920\n",
+      "2022-07-30 $46737 50 buy put 2022-09-02 385.0 $284 -4856344846129900907\n",
+      "2022-07-30 $46397 51 buy put 2022-09-02 389.0 $340 5693303328876579427\n",
+      "2022-07-30 $46432 50 sell put 2022-09-16 311.0 $35 -4231638888007770396\n",
+      "2022-07-30 $46478 49 sell put 2022-09-16 321.0 $46 8724715896591984412\n",
+      "2022-07-30 $46536 48 sell put 2022-09-16 329.0 $58 -524092760756865015\n",
+      "2022-07-30 $46440 49 buy put 2022-09-16 344.0 $96 -4202817759762502778\n",
+      "2022-07-30 $46325 50 buy put 2022-09-16 349.0 $115 5070003289909606865\n",
+      "2022-07-30 $46461 49 sell put 2022-09-16 354.0 $136 4382206674259863295\n",
+      "2022-07-30 $46313 50 buy put 2022-09-16 356.0 $148 4830435287700914567\n",
+      "2022-07-30 $46466 49 sell put 2022-09-16 357.0 $153 4893627301106908435\n",
+      "2022-07-30 $46312 50 buy put 2022-09-16 357.0 $154 4893627301106908435\n",
+      "2022-07-30 $46496 49 sell put 2022-09-16 362.0 $184 6664112224154369391\n",
+      "2022-07-30 $46310 50 buy put 2022-09-16 362.0 $186 6664112224154369391\n",
+      "2022-07-30 $46501 49 sell put 2022-09-16 363.0 $191 -5073493846673458245\n",
+      "2022-07-30 $46308 50 buy put 2022-09-16 363.0 $193 -5073493846673458245\n",
+      "2022-07-30 $46507 49 sell put 2022-09-16 364.0 $199 8156037565598539749\n",
+      "2022-07-30 $46307 50 buy put 2022-09-16 364.0 $200 8156037565598539749\n",
+      "2022-07-30 $46513 49 sell put 2022-09-16 365.0 $206 4999481831569549933\n",
+      "2022-07-30 $46305 50 buy put 2022-09-16 365.0 $208 4999481831569549933\n",
+      "2022-07-30 $46519 49 sell put 2022-09-16 366.0 $214 -2929743628943163089\n",
+      "2022-07-30 $46303 50 buy put 2022-09-16 366.0 $216 -2929743628943163089\n",
+      "2022-07-30 $46525 49 sell put 2022-09-16 367.0 $222 -6508026775246616104\n",
+      "2022-07-30 $46301 50 buy put 2022-09-16 367.0 $224 -6508026775246616104\n",
+      "2022-07-30 $46060 51 buy put 2022-09-16 369.0 $241 -7319445128161073408\n",
+      "2022-07-30 $45769 52 buy put 2022-09-16 374.0 $291 -2644439389656946999\n",
+      "2022-07-30 $45377 53 buy put 2022-09-16 382.0 $392 7868939629277489912\n",
+      "2022-07-30 $44970 54 buy put 2022-09-16 383.0 $407 3688453696676798367\n",
+      "2022-07-30 $44548 55 buy put 2022-09-16 384.0 $422 4752631672379822763\n",
+      "2022-07-30 $44109 56 buy put 2022-09-16 385.0 $439 1106620820884549596\n",
+      "2022-07-30 $43654 57 buy put 2022-09-16 386.0 $455 4934757727943530094\n",
+      "2022-07-30 $43182 58 buy put 2022-09-16 387.0 $472 -4139879511414530425\n",
+      "2022-07-30 $42692 59 buy put 2022-09-16 388.0 $490 -5988937970111189858\n",
+      "2022-08-02 $42231 60 buy put 2022-09-02 394.0 $461 5574559893663045186\n",
+      "2022-08-02 $42178 61 buy put 2022-09-09 335.0 $53 3739702400876770332\n",
+      "2022-08-02 $42043 62 buy put 2022-09-09 360.0 $135 8868146124752226265\n",
+      "2022-08-02 $41585 63 buy put 2022-09-09 390.0 $458 1412117835734149442\n",
+      "2022-08-02 $41526 64 buy put 2022-09-16 326.0 $59 -4122936356334051245\n",
+      "2022-08-02 $41387 65 buy put 2022-09-16 351.0 $139 7882332564901576155\n",
+      "2022-08-02 $41200 66 buy put 2022-09-16 359.0 $187 8454854924696910193\n",
+      "2022-08-02 $40908 67 buy put 2022-09-16 371.0 $292 -7201851287580244147\n",
+      "2022-08-04 $40959 66 sell put 2022-09-02 355.0 $51 7793822191693854706\n",
+      "2022-08-04 $41024 65 sell put 2022-09-02 360.0 $65 -8186508676855315225\n",
+      "2022-08-04 $40653 66 buy put 2022-09-09 391.0 $371 4394923543129695389\n",
+      "2022-08-04 $40269 67 buy put 2022-09-09 392.0 $384 -3226524239984445391\n",
+      "2022-08-04 $39877 68 buy put 2022-09-09 392.5 $392 -2820231881866338578\n",
+      "2022-08-04 $39419 69 buy put 2022-09-09 396.0 $458 -1085323421880711939\n",
+      "2022-08-04 $39303 70 buy put 2022-09-16 354.0 $116 4382206674259863295\n",
+      "2022-08-04 $38852 71 buy put 2022-09-16 389.0 $451 599670151573902537\n",
+      "2022-08-04 $38385 72 buy put 2022-09-16 390.0 $467 -8574542159182163660\n",
+      "2022-08-04 $37899 73 buy put 2022-09-16 391.0 $486 -3661052594281759046\n",
+      "2022-08-04 $37833 74 buy put 2022-09-30 321.0 $66 -1663823799923790147\n",
+      "2022-08-04 $37761 75 buy put 2022-09-30 324.0 $72 -8439691968118430403\n",
+      "2022-08-04 $37674 76 buy put 2022-09-30 330.0 $87 1368264904952284270\n",
+      "2022-08-04 $37572 77 buy put 2022-09-30 335.0 $102 -2065796656689123110\n",
+      "2022-08-04 $37452 78 buy put 2022-09-30 340.0 $120 -3801699055463692091\n",
+      "2022-08-04 $37309 79 buy put 2022-09-30 345.0 $143 -3484453116702465224\n",
+      "2022-08-04 $37138 80 buy put 2022-09-30 350.0 $171 6122262571774533197\n",
+      "2022-08-04 $36936 81 buy put 2022-09-30 355.0 $202 -5933812379168151115\n",
+      "2022-08-04 $36694 82 buy put 2022-09-30 360.0 $242 -1470157048837657998\n",
+      "2022-08-04 $36446 83 buy put 2022-09-30 361.0 $248 1171337741251994473\n",
+      "2022-08-04 $36162 84 buy put 2022-09-30 365.0 $284 6830224997480076948\n",
+      "2022-08-04 $35869 85 buy put 2022-09-30 366.0 $293 -4732741990906010067\n",
+      "2022-08-04 $35531 86 buy put 2022-09-30 370.0 $338 -8623060385321200408\n",
+      "2022-08-04 $35185 87 buy put 2022-09-30 371.0 $346 1477881384206364352\n",
+      "2022-08-04 $34813 88 buy put 2022-09-30 373.0 $372 1540512590384471543\n",
+      "2022-08-04 $34430 89 buy put 2022-09-30 374.0 $383 2376869104515077874\n",
+      "2022-08-04 $34037 90 buy put 2022-09-30 375.0 $393 -633419629881545385\n",
+      "2022-08-04 $33617 91 buy put 2022-09-30 377.0 $420 -1533824269950140620\n",
+      "2022-08-04 $33151 92 buy put 2022-09-30 380.0 $466 -4003632055175578242\n",
+      "2022-08-05 $33279 91 sell put 2022-09-02 375.0 $128 4569284688451404967\n",
+      "2022-08-05 $33205 92 buy put 2022-09-09 355.0 $74 -2674244303942174211\n",
+      "2022-08-05 $33091 93 buy put 2022-09-09 365.0 $114 -5202082814217802075\n",
+      "2022-08-05 $33040 94 buy put 2022-09-16 332.0 $51 5989817479618709186\n",
+      "2022-08-05 $32542 95 buy put 2022-09-16 392.0 $498 1894125516204896738\n",
+      "2022-08-05 $32474 96 buy put 2022-09-30 322.0 $68 -212497136722705245\n",
+      "2022-08-05 $32326 97 buy put 2022-09-30 346.0 $148 5927304850101311582\n",
+      "2022-08-05 $32117 98 buy put 2022-09-30 356.0 $209 -4824519241826762484\n",
+      "2022-08-05 $31760 99 buy put 2022-09-30 372.0 $357 7904582725543673612\n",
+      "2022-08-05 $31282 100 buy put 2022-09-30 381.0 $478 1988961901131832044\n",
+      "2022-08-06 $31439 99 sell put 2022-09-02 381.0 $157 -8264657013112963857\n",
+      "2022-08-06 $31666 98 sell put 2022-09-02 388.0 $227 -8709404287496107051\n",
+      "2022-08-06 $31613 99 buy put 2022-09-09 350.0 $53 6077134201921350437\n",
+      "2022-08-06 $31739 98 sell put 2022-09-09 370.0 $126 9184109725479979376\n",
+      "2022-08-06 $31611 99 buy put 2022-09-09 370.0 $128 9184109725479979376\n",
+      "2022-08-06 $31457 100 buy put 2022-09-09 374.0 $154 4871443392301792816\n",
+      "2022-08-09 $31695 99 sell put 2022-09-02 390.0 $238 -8325548809434700668\n",
+      "2022-08-09 $31561 100 buy put 2022-09-09 372.0 $134 -7529791645907401648\n",
+      "2022-08-11 $31577 99 sell put 2022-09-02 345.0 $16 7080211089622875328\n",
+      "2022-08-11 $31610 98 sell put 2022-09-02 365.0 $33 -7780776606986295517\n",
+      "2022-08-11 $31652 97 sell put 2022-09-02 370.0 $42 -3462394129950184058\n",
+      "2022-08-11 $31721 96 sell put 2022-09-02 380.0 $69 753334326437577142\n",
+      "2022-08-11 $31807 95 sell put 2022-09-02 384.0 $86 -2769477900041775920\n",
+      "2022-08-11 $31898 94 sell put 2022-09-02 385.0 $91 -4856344846129900907\n",
+      "2022-08-11 $32012 93 sell put 2022-09-02 389.0 $114 5693303328876579427\n",
+      "2022-08-11 $32165 92 sell put 2022-09-02 394.0 $153 5574559893663045186\n",
+      "2022-08-11 $32184 91 sell put 2022-09-09 335.0 $19 3739702400876770332\n",
+      "2022-08-11 $32229 90 sell put 2022-09-09 360.0 $45 8868146124752226265\n",
+      "2022-08-11 $32283 89 sell put 2022-09-09 365.0 $54 -5202082814217802075\n",
+      "2022-08-11 $32456 88 sell put 2022-09-09 390.0 $173 1412117835734149442\n",
+      "2022-08-11 $32638 87 sell put 2022-09-09 391.0 $182 4394923543129695389\n",
+      "2022-08-11 $32829 86 sell put 2022-09-09 392.0 $191 -3226524239984445391\n",
+      "2022-08-11 $32850 85 sell put 2022-09-16 318.0 $21 -6435316566594453780\n",
+      "2022-08-11 $32873 84 sell put 2022-09-16 320.0 $23 -3777883207219477321\n",
+      "2022-08-11 $32898 83 sell put 2022-09-16 323.0 $25 4081069657886544795\n",
+      "2022-08-11 $32923 82 sell put 2022-09-16 324.0 $25 -1781742515868118217\n",
+      "2022-08-11 $32949 81 sell put 2022-09-16 325.0 $26 -173776117077035651\n",
+      "2022-08-11 $32976 80 sell put 2022-09-16 326.0 $27 -4122936356334051245\n",
+      "2022-08-11 $33006 79 sell put 2022-09-16 330.0 $30 6040675474711910599\n",
+      "2022-08-11 $33041 78 sell put 2022-09-16 335.0 $35 -6662476092883564261\n",
+      "2022-08-11 $33081 77 sell put 2022-09-16 340.0 $40 4454830843899607004\n",
+      "2022-08-11 $33125 76 sell put 2022-09-16 343.0 $44 6990733280858487570\n",
+      "2022-08-11 $33171 75 sell put 2022-09-16 344.0 $46 -4202817759762502778\n",
+      "2022-08-11 $33218 74 sell put 2022-09-16 345.0 $47 -6426494242723560286\n",
+      "2022-08-11 $33167 75 buy put 2022-09-16 347.0 $51 -3092988873774713538\n",
+      "2022-08-11 $33114 76 buy put 2022-09-16 348.0 $53 379446797859342669\n",
+      "2022-08-11 $33168 75 sell put 2022-09-16 349.0 $54 5070003289909606865\n",
+      "2022-08-11 $33113 76 buy put 2022-09-16 349.0 $55 5070003289909606865\n",
+      "2022-08-11 $33169 75 sell put 2022-09-16 350.0 $56 7481769104562993983\n",
+      "2022-08-11 $33112 76 buy put 2022-09-16 350.0 $57 7481769104562993983\n",
+      "2022-08-11 $33170 75 sell put 2022-09-16 351.0 $58 7882332564901576155\n",
+      "2022-08-11 $33109 76 buy put 2022-09-16 352.0 $61 3973581141069911937\n",
+      "2022-08-11 $33046 77 buy put 2022-09-16 353.0 $63 -5346695688416471950\n",
+      "2022-08-11 $33112 76 sell put 2022-09-16 355.0 $66 8297274861591539974\n",
+      "2022-08-11 $33045 77 buy put 2022-09-16 355.0 $67 8297274861591539974\n",
+      "2022-08-11 $33114 76 sell put 2022-09-16 356.0 $69 4830435287700914567\n",
+      "2022-08-11 $33185 75 sell put 2022-09-16 357.0 $71 4893627301106908435\n",
+      "2022-08-11 $33259 74 sell put 2022-09-16 358.0 $74 -5433481999464619932\n",
+      "2022-08-11 $33184 75 buy put 2022-09-16 358.0 $75 -5433481999464619932\n",
+      "2022-08-11 $33261 74 sell put 2022-09-16 359.0 $77 8454854924696910193\n",
+      "2022-08-11 $33340 73 sell put 2022-09-16 360.0 $79 -2367897742912298709\n",
+      "2022-08-11 $33260 74 buy put 2022-09-16 360.0 $80 -2367897742912298709\n",
+      "2022-08-11 $33342 73 sell put 2022-09-16 361.0 $82 -666673505378326264\n",
+      "2022-08-11 $33259 74 buy put 2022-09-16 361.0 $83 -666673505378326264\n",
+      "2022-08-11 $33344 73 sell put 2022-09-16 362.0 $85 6664112224154369391\n",
+      "2022-08-11 $33258 74 buy put 2022-09-16 362.0 $86 6664112224154369391\n",
+      "2022-08-11 $33347 73 sell put 2022-09-16 363.0 $89 -5073493846673458245\n",
+      "2022-08-11 $33439 72 sell put 2022-09-16 364.0 $92 8156037565598539749\n",
+      "2022-08-11 $33535 71 sell put 2022-09-16 365.0 $96 4999481831569549933\n",
+      "2022-08-11 $33439 72 buy put 2022-09-16 365.0 $96 4999481831569549933\n",
+      "2022-08-11 $33538 71 sell put 2022-09-16 366.0 $99 -2929743628943163089\n",
+      "2022-08-11 $33641 70 sell put 2022-09-16 367.0 $103 -6508026775246616104\n",
+      "2022-08-11 $33537 71 buy put 2022-09-16 367.0 $104 -6508026775246616104\n",
+      "2022-08-11 $33644 70 sell put 2022-09-16 368.0 $107 8061768445018727951\n",
+      "2022-08-11 $33535 71 buy put 2022-09-16 368.0 $109 8061768445018727951\n",
+      "2022-08-11 $33647 70 sell put 2022-09-16 369.0 $112 -7319445128161073408\n",
+      "2022-08-11 $33763 69 sell put 2022-09-16 370.0 $116 4734772108657448981\n",
+      "2022-08-11 $33646 70 buy put 2022-09-16 370.0 $117 4734772108657448981\n",
+      "2022-08-11 $33767 69 sell put 2022-09-16 371.0 $121 -7201851287580244147\n",
+      "2022-08-11 $33645 70 buy put 2022-09-16 371.0 $122 -7201851287580244147\n",
+      "2022-08-11 $33770 69 sell put 2022-09-16 372.0 $125 -1685428614590522323\n",
+      "2022-08-11 $33644 70 buy put 2022-09-16 372.0 $126 -1685428614590522323\n",
+      "2022-08-11 $33775 69 sell put 2022-09-16 373.0 $131 1718566024623192339\n",
+      "2022-08-11 $33643 70 buy put 2022-09-16 373.0 $132 1718566024623192339\n",
+      "2022-08-11 $33779 69 sell put 2022-09-16 374.0 $136 -2644439389656946999\n",
+      "2022-08-11 $33641 70 buy put 2022-09-16 374.0 $138 -2644439389656946999\n",
+      "2022-08-11 $33783 69 sell put 2022-09-16 375.0 $142 8821331490863559103\n",
+      "2022-08-11 $33640 70 buy put 2022-09-16 375.0 $143 8821331490863559103\n",
+      "2022-08-11 $33788 69 sell put 2022-09-16 376.0 $148 -5786398074452772549\n",
+      "2022-08-11 $33640 70 buy put 2022-09-16 376.0 $148 -5786398074452772549\n",
+      "2022-08-11 $33794 69 sell put 2022-09-16 377.0 $154 2663994349925522190\n",
+      "2022-08-11 $33640 70 buy put 2022-09-16 377.0 $154 2663994349925522190\n",
+      "2022-08-11 $33800 69 sell put 2022-09-16 378.0 $160 1692633562392731233\n",
+      "2022-08-11 $33639 70 buy put 2022-09-16 378.0 $161 1692633562392731233\n",
+      "2022-08-11 $33806 69 sell put 2022-09-16 379.0 $167 645560325301914016\n",
+      "2022-08-11 $33638 70 buy put 2022-09-16 379.0 $168 645560325301914016\n",
+      "2022-08-11 $33812 69 sell put 2022-09-16 380.0 $174 5617359272726996615\n",
+      "2022-08-11 $33637 70 buy put 2022-09-16 380.0 $175 5617359272726996615\n",
+      "2022-08-11 $33819 69 sell put 2022-09-16 381.0 $182 -4079072724890685967\n",
+      "2022-08-11 $33636 70 buy put 2022-09-16 381.0 $183 -4079072724890685967\n",
+      "2022-08-11 $33826 69 sell put 2022-09-16 382.0 $190 7868939629277489912\n",
+      "2022-08-11 $33635 70 buy put 2022-09-16 382.0 $191 7868939629277489912\n",
+      "2022-08-11 $33833 69 sell put 2022-09-16 383.0 $198 3688453696676798367\n",
+      "2022-08-11 $33634 70 buy put 2022-09-16 383.0 $199 3688453696676798367\n",
+      "2022-08-11 $33841 69 sell put 2022-09-16 384.0 $207 4752631672379822763\n",
+      "2022-08-11 $33633 70 buy put 2022-09-16 384.0 $208 4752631672379822763\n",
+      "2022-08-11 $33848 69 sell put 2022-09-16 385.0 $215 1106620820884549596\n",
+      "2022-08-11 $33632 70 buy put 2022-09-16 385.0 $216 1106620820884549596\n",
+      "2022-08-11 $33857 69 sell put 2022-09-16 386.0 $225 4934757727943530094\n",
+      "2022-08-11 $33631 70 buy put 2022-09-16 386.0 $226 4934757727943530094\n",
+      "2022-08-11 $33866 69 sell put 2022-09-16 387.0 $235 -4139879511414530425\n",
+      "2022-08-11 $33630 70 buy put 2022-09-16 387.0 $236 -4139879511414530425\n",
+      "2022-08-11 $33324 71 buy put 2022-09-16 393.0 $306 -2173903350048975474\n",
+      "2022-08-11 $33005 72 buy put 2022-09-16 394.0 $319 9199103142029342993\n",
+      "2022-08-11 $32673 73 buy put 2022-09-16 395.0 $332 -4675124078116371603\n",
+      "2022-08-11 $32325 74 buy put 2022-09-16 396.0 $348 -7567496573070102616\n",
+      "2022-08-11 $31961 75 buy put 2022-09-16 397.0 $364 -4029018862194217392\n",
+      "2022-08-11 $31582 76 buy put 2022-09-16 398.0 $379 6439938805393756501\n",
+      "2022-08-11 $31187 77 buy put 2022-09-16 399.0 $395 5111744119288425393\n",
+      "2022-08-11 $30773 78 buy put 2022-09-16 400.0 $414 1722230179834915640\n",
+      "2022-08-11 $30340 79 buy put 2022-09-16 401.0 $433 2540107783950910779\n",
+      "2022-08-11 $29888 80 buy put 2022-09-16 402.0 $452 1834479805295762843\n",
+      "2022-08-11 $29417 81 buy put 2022-09-16 403.0 $471 -3569100381400255382\n",
+      "2022-08-11 $28923 82 buy put 2022-09-16 404.0 $494 -6921818320743315411\n",
+      "2022-08-11 $28864 83 buy put 2022-09-23 340.0 $59 -4594881565347347109\n",
+      "2022-08-11 $28509 84 buy put 2022-09-23 390.0 $355 -4381160833764584016\n",
+      "2022-08-11 $28111 85 buy put 2022-09-23 393.0 $398 -5953157272620274206\n",
+      "2022-08-11 $28061 86 buy put 2022-09-30 325.0 $50 4180068237444112483\n",
+      "2022-08-11 $27965 87 buy put 2022-09-30 347.0 $96 -7340613003838269128\n",
+      "2022-08-11 $27865 88 buy put 2022-09-30 348.0 $100 8149554695044480593\n",
+      "2022-08-11 $27762 89 buy put 2022-09-30 349.0 $103 -5719238385193668935\n",
+      "2022-08-11 $27623 90 buy put 2022-09-30 358.0 $139 -8060985028498779969\n",
+      "2022-08-11 $27464 91 buy put 2022-09-30 362.0 $159 4884476422923273986\n",
+      "2022-08-11 $27300 92 buy put 2022-09-30 363.0 $164 2372227690440775083\n",
+      "2022-08-11 $27131 93 buy put 2022-09-30 364.0 $169 -2562196905544977010\n",
+      "2022-08-11 $26874 94 buy put 2022-09-30 376.0 $257 1926836442522453124\n",
+      "2022-08-11 $26521 95 buy put 2022-09-30 385.0 $353 1350638936240939559\n",
+      "2022-08-11 $26141 96 buy put 2022-09-30 387.0 $380 6690768302708728494\n",
+      "2022-08-11 $25749 97 buy put 2022-09-30 388.0 $392 -6377781454191914806\n",
+      "2022-08-11 $25327 98 buy put 2022-09-30 390.0 $422 6115813652823460587\n",
+      "2022-08-11 $24891 99 buy put 2022-09-30 391.0 $436 309606340081731866\n",
+      "2022-08-11 $24442 100 buy put 2022-09-30 392.0 $449 -4773534424344910006\n",
+      "2022-08-12 $24633 99 sell put 2022-09-09 392.5 $191 -2820231881866338578\n",
+      "2022-08-12 $24861 98 sell put 2022-09-09 396.0 $228 -1085323421880711939\n",
+      "2022-08-12 $24791 99 buy put 2022-09-16 356.0 $70 4830435287700914567\n",
+      "2022-08-12 $24692 100 buy put 2022-09-16 366.0 $99 -2929743628943163089\n",
+      "2022-08-12 $24929 99 sell put 2022-09-16 388.0 $237 -5988937970111189858\n",
+      "2022-08-12 $24691 100 buy put 2022-09-16 388.0 $238 -5988937970111189858\n",
+      "2022-08-13 $24715 99 sell put 2022-09-09 350.0 $24 6077134201921350437\n",
+      "2022-08-13 $24743 98 sell put 2022-09-09 355.0 $28 -2674244303942174211\n",
+      "2022-08-13 $24787 97 sell put 2022-09-09 370.0 $44 9184109725479979376\n",
+      "2022-08-13 $24835 96 sell put 2022-09-09 372.0 $48 -7529791645907401648\n",
+      "2022-08-13 $24886 95 sell put 2022-09-09 374.0 $51 4871443392301792816\n",
+      "2022-08-13 $24934 94 sell put 2022-09-16 354.0 $48 4382206674259863295\n",
+      "2022-08-13 $24880 95 buy put 2022-09-16 357.0 $54 4893627301106908435\n",
+      "2022-08-13 $24823 96 buy put 2022-09-16 359.0 $57 8454854924696910193\n",
+      "2022-08-13 $24745 97 buy put 2022-09-16 369.0 $78 -7319445128161073408\n",
+      "2022-08-13 $24908 96 sell put 2022-09-16 389.0 $163 599670151573902537\n",
+      "2022-08-13 $24744 97 buy put 2022-09-16 389.0 $164 599670151573902537\n",
+      "2022-08-13 $24914 96 sell put 2022-09-16 390.0 $170 -8574542159182163660\n",
+      "2022-08-13 $24743 97 buy put 2022-09-16 390.0 $171 -8574542159182163660\n",
+      "2022-08-13 $24920 96 sell put 2022-09-16 391.0 $177 -3661052594281759046\n",
+      "2022-08-13 $24742 97 buy put 2022-09-16 391.0 $178 -3661052594281759046\n",
+      "2022-08-13 $24927 96 sell put 2022-09-16 392.0 $185 1894125516204896738\n",
+      "2022-08-13 $24741 97 buy put 2022-09-16 392.0 $186 1894125516204896738\n",
+      "2022-08-13 $24407 98 buy put 2022-09-16 405.0 $334 5003435273905001913\n",
+      "2022-08-13 $24057 99 buy put 2022-09-16 406.0 $350 4346222643582353626\n",
+      "2022-08-13 $23690 100 buy put 2022-09-16 407.0 $367 -4626685558668296434\n",
+      "2022-08-13 $23759 99 sell put 2022-09-30 345.0 $69 -3484453116702465224\n",
+      "2022-08-13 $23688 100 buy put 2022-09-30 345.0 $71 -3484453116702465224\n",
+      "2022-08-13 $23759 99 sell put 2022-09-30 346.0 $71 5927304850101311582\n",
+      "2022-08-13 $23839 98 sell put 2022-09-30 350.0 $80 6122262571774533197\n",
+      "2022-08-13 $23758 99 buy put 2022-09-30 350.0 $81 6122262571774533197\n",
+      "2022-08-13 $23850 98 sell put 2022-09-30 355.0 $92 -5933812379168151115\n",
+      "2022-08-13 $23945 97 sell put 2022-09-30 356.0 $95 -4824519241826762484\n",
+      "2022-08-13 $24052 96 sell put 2022-09-30 360.0 $107 -1470157048837657998\n",
+      "2022-08-13 $23943 97 buy put 2022-09-30 360.0 $109 -1470157048837657998\n",
+      "2022-08-13 $24054 96 sell put 2022-09-30 361.0 $111 1171337741251994473\n",
+      "2022-08-13 $24179 95 sell put 2022-09-30 365.0 $125 6830224997480076948\n",
+      "2022-08-13 $24052 96 buy put 2022-09-30 365.0 $127 6830224997480076948\n",
+      "2022-08-13 $24181 95 sell put 2022-09-30 366.0 $129 -4732741990906010067\n",
+      "2022-08-13 $24050 96 buy put 2022-09-30 366.0 $131 -4732741990906010067\n",
+      "2022-08-13 $24197 95 sell put 2022-09-30 370.0 $147 -8623060385321200408\n",
+      "2022-08-13 $24048 96 buy put 2022-09-30 370.0 $149 -8623060385321200408\n",
+      "2022-08-13 $24200 95 sell put 2022-09-30 371.0 $152 1477881384206364352\n",
+      "2022-08-13 $24357 94 sell put 2022-09-30 372.0 $157 7904582725543673612\n",
+      "2022-08-13 $24520 93 sell put 2022-09-30 373.0 $163 1540512590384471543\n",
+      "2022-08-13 $24688 92 sell put 2022-09-30 374.0 $168 2376869104515077874\n",
+      "2022-08-13 $24862 91 sell put 2022-09-30 375.0 $174 -633419629881545385\n",
+      "2022-08-13 $24686 92 buy put 2022-09-30 375.0 $176 -633419629881545385\n",
+      "2022-08-13 $24873 91 sell put 2022-09-30 377.0 $187 -1533824269950140620\n",
+      "2022-08-13 $25080 90 sell put 2022-09-30 380.0 $207 -4003632055175578242\n",
+      "2022-08-13 $24871 91 buy put 2022-09-30 380.0 $209 -4003632055175578242\n",
+      "2022-08-13 $25085 90 sell put 2022-09-30 381.0 $214 1988961901131832044\n",
+      "2022-08-13 $24868 91 buy put 2022-09-30 381.0 $217 1988961901131832044\n",
+      "2022-08-13 $24644 92 buy put 2022-09-30 382.0 $224 -4401316775320032981\n",
+      "2022-08-13 $24412 93 buy put 2022-09-30 383.0 $232 5838941845259160412\n",
+      "2022-08-13 $23983 94 buy put 2022-09-30 400.0 $429 -2086261846779306810\n",
+      "2022-08-13 $23538 95 buy put 2022-09-30 401.0 $445 7920752208262730152\n",
+      "2022-08-13 $23039 96 buy put 2022-09-30 404.0 $499 808488595207901090\n",
+      "2022-08-16 $23060 95 sell put 2022-09-16 332.0 $21 5989817479618709186\n",
+      "2022-08-16 $23095 94 sell put 2022-09-30 324.0 $35 -8439691968118430403\n",
+      "2022-08-16 $23136 93 sell put 2022-09-30 330.0 $41 1368264904952284270\n",
+      "2022-08-16 $23182 92 sell put 2022-09-30 335.0 $46 -2065796656689123110\n",
+      "2022-08-16 $23234 91 sell put 2022-09-30 340.0 $52 -3801699055463692091\n",
+      "2022-08-17 $23275 90 sell put 2022-09-16 361.0 $41 -666673505378326264\n",
+      "2022-08-17 $23322 89 sell put 2022-09-16 365.0 $47 4999481831569549933\n",
+      "2022-08-17 $23371 88 sell put 2022-09-16 366.0 $49 -2929743628943163089\n",
+      "2022-08-17 $23421 87 sell put 2022-09-16 367.0 $50 -6508026775246616104\n",
+      "2022-08-17 $23370 88 buy put 2022-09-16 367.0 $51 -6508026775246616104\n",
+      "2022-08-17 $23422 87 sell put 2022-09-16 368.0 $52 8061768445018727951\n",
+      "2022-08-17 $23369 88 buy put 2022-09-16 368.0 $53 8061768445018727951\n",
+      "2022-08-17 $23425 87 sell put 2022-09-16 370.0 $56 4734772108657448981\n",
+      "2022-08-17 $23368 88 buy put 2022-09-16 370.0 $57 4734772108657448981\n",
+      "2022-08-17 $23426 87 sell put 2022-09-16 371.0 $58 -7201851287580244147\n",
+      "2022-08-17 $23486 86 sell put 2022-09-16 372.0 $60 -1685428614590522323\n",
+      "2022-08-17 $23548 85 sell put 2022-09-16 373.0 $62 1718566024623192339\n",
+      "2022-08-17 $23612 84 sell put 2022-09-16 374.0 $64 -2644439389656946999\n",
+      "2022-08-17 $23547 85 buy put 2022-09-16 374.0 $65 -2644439389656946999\n",
+      "2022-08-17 $23614 84 sell put 2022-09-16 375.0 $67 8821331490863559103\n",
+      "2022-08-17 $23546 85 buy put 2022-09-16 375.0 $68 8821331490863559103\n",
+      "2022-08-17 $23615 84 sell put 2022-09-16 376.0 $69 -5786398074452772549\n",
+      "2022-08-17 $23687 83 sell put 2022-09-16 377.0 $72 2663994349925522190\n",
+      "2022-08-17 $23762 82 sell put 2022-09-16 378.0 $75 1692633562392731233\n",
+      "2022-08-17 $23686 83 buy put 2022-09-16 378.0 $76 1692633562392731233\n",
+      "2022-08-17 $23764 82 sell put 2022-09-16 379.0 $78 645560325301914016\n",
+      "2022-08-17 $23685 83 buy put 2022-09-16 379.0 $79 645560325301914016\n",
+      "2022-08-17 $23766 82 sell put 2022-09-16 380.0 $81 5617359272726996615\n",
+      "2022-08-17 $23684 83 buy put 2022-09-16 380.0 $82 5617359272726996615\n",
+      "2022-08-17 $23768 82 sell put 2022-09-16 381.0 $84 -4079072724890685967\n",
+      "2022-08-17 $23683 83 buy put 2022-09-16 381.0 $85 -4079072724890685967\n",
+      "2022-08-17 $23770 82 sell put 2022-09-16 382.0 $87 7868939629277489912\n",
+      "2022-08-17 $23682 83 buy put 2022-09-16 382.0 $88 7868939629277489912\n",
+      "2022-08-17 $23773 82 sell put 2022-09-16 383.0 $91 3688453696676798367\n",
+      "2022-08-17 $23681 83 buy put 2022-09-16 383.0 $92 3688453696676798367\n",
+      "2022-08-17 $23776 82 sell put 2022-09-16 384.0 $95 4752631672379822763\n",
+      "2022-08-17 $23680 83 buy put 2022-09-16 384.0 $96 4752631672379822763\n",
+      "2022-08-17 $23779 82 sell put 2022-09-16 385.0 $99 1106620820884549596\n",
+      "2022-08-17 $23679 83 buy put 2022-09-16 385.0 $100 1106620820884549596\n",
+      "2022-08-17 $23782 82 sell put 2022-09-16 386.0 $103 4934757727943530094\n",
+      "2022-08-17 $23678 83 buy put 2022-09-16 386.0 $104 4934757727943530094\n",
+      "2022-08-17 $23786 82 sell put 2022-09-16 387.0 $108 -4139879511414530425\n",
+      "2022-08-17 $23677 83 buy put 2022-09-16 387.0 $109 -4139879511414530425\n",
+      "2022-08-17 $23790 82 sell put 2022-09-16 388.0 $113 -5988937970111189858\n",
+      "2022-08-17 $23676 83 buy put 2022-09-16 388.0 $114 -5988937970111189858\n",
+      "2022-08-17 $23818 82 sell put 2022-09-16 393.0 $142 -2173903350048975474\n",
+      "2022-08-17 $23675 83 buy put 2022-09-16 393.0 $143 -2173903350048975474\n",
+      "2022-08-17 $23824 82 sell put 2022-09-16 394.0 $149 9199103142029342993\n",
+      "2022-08-17 $23674 83 buy put 2022-09-16 394.0 $150 9199103142029342993\n",
+      "2022-08-17 $23830 82 sell put 2022-09-16 395.0 $156 -4675124078116371603\n",
+      "2022-08-17 $23673 83 buy put 2022-09-16 395.0 $157 -4675124078116371603\n",
+      "2022-08-17 $23836 82 sell put 2022-09-16 396.0 $163 -7567496573070102616\n",
+      "2022-08-17 $23672 83 buy put 2022-09-16 396.0 $164 -7567496573070102616\n",
+      "2022-08-17 $23843 82 sell put 2022-09-16 397.0 $171 -4029018862194217392\n",
+      "2022-08-17 $23670 83 buy put 2022-09-16 397.0 $173 -4029018862194217392\n",
+      "2022-08-17 $23850 82 sell put 2022-09-16 398.0 $180 6439938805393756501\n",
+      "2022-08-17 $23669 83 buy put 2022-09-16 398.0 $181 6439938805393756501\n",
+      "2022-08-17 $23858 82 sell put 2022-09-16 399.0 $189 5111744119288425393\n",
+      "2022-08-17 $23668 83 buy put 2022-09-16 399.0 $190 5111744119288425393\n",
+      "2022-08-17 $23867 82 sell put 2022-09-16 400.0 $199 1722230179834915640\n",
+      "2022-08-17 $23667 83 buy put 2022-09-16 400.0 $200 1722230179834915640\n",
+      "2022-08-17 $23876 82 sell put 2022-09-16 401.0 $209 2540107783950910779\n",
+      "2022-08-17 $23666 83 buy put 2022-09-16 401.0 $210 2540107783950910779\n",
+      "2022-08-17 $23886 82 sell put 2022-09-16 402.0 $220 1834479805295762843\n",
+      "2022-08-17 $23665 83 buy put 2022-09-16 402.0 $221 1834479805295762843\n",
+      "2022-08-17 $23895 82 sell put 2022-09-16 403.0 $230 -3569100381400255382\n",
+      "2022-08-17 $23663 83 buy put 2022-09-16 403.0 $232 -3569100381400255382\n",
+      "2022-08-17 $23906 82 sell put 2022-09-16 404.0 $243 -6921818320743315411\n",
+      "2022-08-17 $23662 83 buy put 2022-09-16 404.0 $244 -6921818320743315411\n",
+      "2022-08-17 $23363 84 buy put 2022-09-16 408.0 $299 -2586697815856997677\n",
+      "2022-08-17 $23048 85 buy put 2022-09-16 409.0 $315 3798351704476834685\n",
+      "2022-08-17 $22716 86 buy put 2022-09-16 410.0 $332 -8644780635278213302\n",
+      "2022-08-17 $22366 87 buy put 2022-09-16 411.0 $350 -2506895855021900195\n",
+      "2022-08-17 $21998 88 buy put 2022-09-16 412.0 $368 -3073320723562582635\n",
+      "2022-08-17 $21610 89 buy put 2022-09-16 413.0 $388 6140228695387566116\n",
+      "2022-08-17 $21202 90 buy put 2022-09-16 414.0 $408 8103068377675078034\n",
+      "2022-08-17 $20772 91 buy put 2022-09-16 415.0 $430 -8013087954133211770\n",
+      "2022-08-17 $20319 92 buy put 2022-09-16 416.0 $453 -8325908520665008598\n",
+      "2022-08-17 $19842 93 buy put 2022-09-16 417.0 $477 7512172689679834205\n",
+      "2022-08-17 $19778 94 buy put 2022-09-23 360.0 $64 -8825428722689298140\n",
+      "2022-08-17 $19684 95 buy put 2022-09-23 372.0 $94 -1984660787353395136\n",
+      "2022-08-17 $19587 96 buy put 2022-09-23 373.0 $97 939688904023925223\n",
+      "2022-08-17 $19486 97 buy put 2022-09-23 374.0 $101 -7011987012831134334\n",
+      "2022-08-17 $19382 98 buy put 2022-09-23 375.0 $104 6753486918384049451\n",
+      "2022-08-17 $19246 99 buy put 2022-09-23 382.0 $136 7797386901499903513\n",
+      "2022-08-17 $19105 100 buy put 2022-09-23 383.0 $141 291734610094643661\n",
+      "2022-08-17 $19135 99 sell put 2022-09-30 321.0 $30 -1663823799923790147\n",
+      "2022-08-17 $19166 98 sell put 2022-09-30 322.0 $31 -212497136722705245\n",
+      "2022-08-17 $19114 99 buy put 2022-09-30 342.0 $52 -3045248973334967019\n",
+      "2022-08-17 $19038 100 buy put 2022-09-30 356.0 $76 -4824519241826762484\n",
+      "2022-08-19 $19063 99 sell put 2022-09-16 347.0 $25 -3092988873774713538\n",
+      "2022-08-19 $19089 98 sell put 2022-09-16 348.0 $26 379446797859342669\n",
+      "2022-08-19 $19116 97 sell put 2022-09-16 349.0 $27 5070003289909606865\n",
+      "2022-08-19 $19143 96 sell put 2022-09-16 350.0 $27 7481769104562993983\n",
+      "2022-08-19 $19172 95 sell put 2022-09-16 352.0 $29 3973581141069911937\n",
+      "2022-08-19 $19202 94 sell put 2022-09-16 353.0 $30 -5346695688416471950\n",
+      "2022-08-19 $19233 93 sell put 2022-09-16 355.0 $31 8297274861591539974\n",
+      "2022-08-19 $19265 92 sell put 2022-09-16 356.0 $32 4830435287700914567\n",
+      "2022-08-19 $19299 91 sell put 2022-09-16 358.0 $34 -5433481999464619932\n",
+      "2022-08-19 $19335 90 sell put 2022-09-16 360.0 $36 -2367897742912298709\n",
+      "2022-08-19 $19373 89 sell put 2022-09-16 362.0 $38 6664112224154369391\n",
+      "2022-08-19 $19550 88 sell put 2022-09-23 390.0 $177 -4381160833764584016\n",
+      "2022-08-23 $19649 87 sell put 2022-09-16 367.0 $99 -6508026775246616104\n",
+      "2022-08-23 $19752 86 sell put 2022-09-16 368.0 $103 8061768445018727951\n",
+      "2022-08-23 $19864 85 sell put 2022-09-16 370.0 $112 4734772108657448981\n",
+      "2022-08-23 $19998 84 sell put 2022-09-16 374.0 $134 -2644439389656946999\n",
+      "2022-08-23 $20138 83 sell put 2022-09-16 375.0 $140 8821331490863559103\n",
+      "2022-08-23 $20298 82 sell put 2022-09-16 378.0 $160 1692633562392731233\n",
+      "2022-08-23 $20466 81 sell put 2022-09-16 379.0 $168 645560325301914016\n",
+      "2022-08-23 $20642 80 sell put 2022-09-16 380.0 $176 5617359272726996615\n",
+      "2022-08-23 $20827 79 sell put 2022-09-16 381.0 $185 -4079072724890685967\n",
+      "2022-08-23 $21021 78 sell put 2022-09-16 382.0 $194 7868939629277489912\n",
+      "2022-08-23 $21225 77 sell put 2022-09-16 383.0 $204 3688453696676798367\n",
+      "2022-08-23 $21439 76 sell put 2022-09-16 384.0 $214 4752631672379822763\n",
+      "2022-08-23 $21664 75 sell put 2022-09-16 385.0 $225 1106620820884549596\n",
+      "2022-08-23 $21901 74 sell put 2022-09-16 386.0 $237 4934757727943530094\n",
+      "2022-08-23 $22150 73 sell put 2022-09-16 387.0 $249 -4139879511414530425\n",
+      "2022-08-23 $22412 72 sell put 2022-09-16 388.0 $262 -5988937970111189858\n",
+      "2022-08-23 $22688 71 sell put 2022-09-16 389.0 $276 599670151573902537\n",
+      "2022-08-23 $22978 70 sell put 2022-09-16 390.0 $290 -8574542159182163660\n",
+      "2022-08-23 $23283 69 sell put 2022-09-16 391.0 $305 -3661052594281759046\n",
+      "2022-08-23 $23605 68 sell put 2022-09-16 392.0 $322 1894125516204896738\n",
+      "2022-08-23 $23944 67 sell put 2022-09-16 393.0 $339 -2173903350048975474\n",
+      "2022-08-23 $24300 66 sell put 2022-09-16 394.0 $356 9199103142029342993\n",
+      "2022-08-23 $24675 65 sell put 2022-09-16 395.0 $375 -4675124078116371603\n",
+      "2022-08-23 $25071 64 sell put 2022-09-16 396.0 $396 -7567496573070102616\n",
+      "2022-08-23 $25488 63 sell put 2022-09-16 397.0 $417 -4029018862194217392\n",
+      "2022-08-23 $25927 62 sell put 2022-09-16 398.0 $439 6439938805393756501\n",
+      "2022-08-23 $26390 61 sell put 2022-09-16 399.0 $463 5111744119288425393\n",
+      "2022-08-23 $26877 60 sell put 2022-09-16 400.0 $487 1722230179834915640\n",
+      "2022-08-23 $27388 59 sell put 2022-09-16 401.0 $511 2540107783950910779\n",
+      "2022-08-23 $27927 58 sell put 2022-09-16 402.0 $539 1834479805295762843\n",
+      "2022-08-23 $28494 57 sell put 2022-09-16 403.0 $567 -3569100381400255382\n",
+      "2022-08-23 $29091 56 sell put 2022-09-16 404.0 $597 -6921818320743315411\n",
+      "2022-08-23 $29718 55 sell put 2022-09-16 405.0 $627 5003435273905001913\n",
+      "2022-08-23 $30378 54 sell put 2022-09-16 406.0 $660 4346222643582353626\n",
+      "2022-08-23 $31071 53 sell put 2022-09-16 407.0 $693 -4626685558668296434\n",
+      "2022-08-23 $31799 52 sell put 2022-09-16 408.0 $728 -2586697815856997677\n",
+      "2022-08-23 $32564 51 sell put 2022-09-16 409.0 $765 3798351704476834685\n",
+      "2022-08-23 $33367 50 sell put 2022-09-16 410.0 $803 -8644780635278213302\n",
+      "2022-08-23 $34210 49 sell put 2022-09-16 411.0 $843 -2506895855021900195\n",
+      "2022-08-23 $35094 48 sell put 2022-09-16 412.0 $884 -3073320723562582635\n",
+      "2022-08-23 $36021 47 sell put 2022-09-16 413.0 $927 6140228695387566116\n",
+      "2022-08-23 $36993 46 sell put 2022-09-16 414.0 $972 8103068377675078034\n",
+      "2022-08-23 $38011 45 sell put 2022-09-16 415.0 $1018 -8013087954133211770\n",
+      "2022-08-23 $39078 44 sell put 2022-09-16 416.0 $1067 -8325908520665008598\n",
+      "2022-08-23 $40192 43 sell put 2022-09-16 417.0 $1114 7512172689679834205\n",
+      "2022-08-23 $40308 42 sell put 2022-09-23 360.0 $116 -8825428722689298140\n",
+      "2022-08-23 $40491 41 sell put 2022-09-23 372.0 $183 -1984660787353395136\n",
+      "2022-08-23 $40681 40 sell put 2022-09-23 373.0 $190 939688904023925223\n",
+      "2022-08-23 $40879 39 sell put 2022-09-23 374.0 $198 -7011987012831134334\n",
+      "2022-08-23 $41086 38 sell put 2022-09-23 375.0 $207 6753486918384049451\n",
+      "2022-08-23 $41364 37 sell put 2022-09-23 382.0 $278 7797386901499903513\n",
+      "2022-08-23 $41654 36 sell put 2022-09-23 383.0 $290 291734610094643661\n",
+      "2022-08-23 $41742 35 sell put 2022-09-30 342.0 $88 -3045248973334967019\n",
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+      "2022-10-25 $52125 8 buy put 2022-11-25 354.0 $399 -4110371433772706565\n",
+      "2022-10-25 $51707 9 buy put 2022-11-25 355.0 $418 -4415234579821405872\n",
+      "2022-10-25 $51589 10 buy put 2022-12-02 320.0 $118 4347219180412556762\n",
+      "2022-10-25 $51428 11 buy put 2022-12-02 328.0 $161 7944087689815061196\n",
+      "2022-10-25 $51239 12 buy put 2022-12-02 332.0 $189 1804029097337703476\n",
+      "2022-10-25 $51025 13 buy put 2022-12-02 335.0 $214 7187275548397350539\n",
+      "2022-10-25 $50802 14 buy put 2022-12-02 336.0 $223 -855893743806432086\n",
+      "2022-10-25 $50537 15 buy put 2022-12-02 340.0 $265 -5180956068972746663\n",
+      "2022-10-25 $50222 16 buy put 2022-12-02 344.0 $315 -4529175442418360269\n",
+      "2022-10-25 $49893 17 buy put 2022-12-02 345.0 $329 -7296197479971699584\n",
+      "2022-10-25 $49550 18 buy put 2022-12-02 346.0 $343 6998260627891385434\n",
+      "2022-10-25 $49183 19 buy put 2022-12-02 347.5 $367 -4286925481389155902\n",
+      "2022-10-25 $48791 20 buy put 2022-12-02 349.0 $392 6286008313133116212\n",
+      "2022-10-25 $48382 21 buy put 2022-12-02 350.0 $409 8368482012022387046\n",
+      "2022-10-25 $47955 22 buy put 2022-12-02 351.0 $427 7194731535485055460\n",
+      "2022-10-25 $47509 23 buy put 2022-12-02 352.0 $446 2372519677047917615\n",
+      "2022-10-25 $47458 24 buy put 2022-12-16 265.0 $51 729727360928083874\n",
+      "2022-10-25 $47401 25 buy put 2022-12-16 270.0 $57 -3217049816831459269\n",
+      "2022-10-25 $47337 26 buy put 2022-12-16 275.0 $64 -4961384290424106622\n",
+      "2022-10-25 $47265 27 buy put 2022-12-16 280.0 $72 6453942786293498227\n",
+      "2022-10-25 $47185 28 buy put 2022-12-16 285.0 $80 7168952894939304766\n",
+      "2022-10-25 $47095 29 buy put 2022-12-16 290.0 $90 2546360646322199057\n",
+      "2022-10-25 $46992 30 buy put 2022-12-16 295.0 $103 -4359881669862392067\n",
+      "2022-10-25 $46874 31 buy put 2022-12-16 300.0 $118 -2257444004999409074\n",
+      "2022-10-25 $46739 32 buy put 2022-12-16 305.0 $135 -4866065140463959086\n",
+      "2022-10-25 $46582 33 buy put 2022-12-16 310.0 $157 6442215238284409083\n",
+      "2022-10-25 $46366 34 buy put 2022-12-16 320.0 $216 -8866184670588371233\n",
+      "2022-10-25 $46135 35 buy put 2022-12-16 322.0 $231 -4941086469174442254\n",
+      "2022-10-25 $45896 36 buy put 2022-12-16 323.0 $239 -628447109776691069\n",
+      "2022-10-25 $45649 37 buy put 2022-12-16 324.0 $247 2897333690123180703\n",
+      "2022-10-25 $45393 38 buy put 2022-12-16 325.0 $256 -6840461612492087510\n",
+      "2022-10-25 $45128 39 buy put 2022-12-16 326.0 $265 2973959866412122783\n",
+      "2022-10-25 $44844 40 buy put 2022-12-16 328.0 $284 869951699496750370\n",
+      "2022-10-25 $44539 41 buy put 2022-12-16 330.0 $305 7871481744676725142\n",
+      "2022-10-25 $44223 42 buy put 2022-12-16 331.0 $316 -3522716527007531856\n",
+      "2022-10-25 $43884 43 buy put 2022-12-16 333.0 $339 4098491387527719743\n",
+      "2022-10-25 $43533 44 buy put 2022-12-16 334.0 $351 5249712589491074391\n",
+      "2022-10-25 $43169 45 buy put 2022-12-16 335.0 $364 6865745341181083759\n",
+      "2022-10-25 $42792 46 buy put 2022-12-16 336.0 $377 -258676114152983739\n",
+      "2022-10-25 $42387 47 buy put 2022-12-16 338.0 $405 7853102338091015919\n",
+      "2022-10-25 $41968 48 buy put 2022-12-16 339.0 $419 1871169255783485034\n",
+      "2022-10-25 $41533 49 buy put 2022-12-16 340.0 $435 6162825616182480153\n",
+      "2022-10-25 $41066 50 buy put 2022-12-16 342.0 $467 -4979428220134632845\n",
+      "2022-10-25 $40583 51 buy put 2022-12-16 343.0 $483 -4154334491391900773\n",
+      "2022-10-26 $40533 52 buy put 2022-11-25 315.0 $50 -4182720035581559396\n",
+      "2022-10-26 $40464 53 buy put 2022-11-25 324.0 $69 -6594158083725901350\n",
+      "2022-10-26 $40384 54 buy put 2022-11-25 328.0 $80 -3843726406141492353\n",
+      "2022-10-26 $40277 55 buy put 2022-11-25 335.0 $107 3157834041989741670\n",
+      "2022-10-26 $40164 56 buy put 2022-11-25 336.0 $113 3184981095631908328\n",
+      "2022-10-26 $40041 57 buy put 2022-11-25 338.0 $123 1645633468813141519\n",
+      "2022-10-26 $39892 58 buy put 2022-11-25 342.0 $149 -2729624764476208319\n",
+      "2022-10-26 $39728 59 buy put 2022-11-25 344.0 $164 5126299720232663329\n",
+      "2022-10-26 $39556 60 buy put 2022-11-25 345.0 $172 7751442131887704370\n",
+      "2022-10-26 $39376 61 buy put 2022-11-25 346.0 $180 3879929580679546350\n",
+      "2022-10-26 $39187 62 buy put 2022-11-25 347.0 $189 -1391651618532849618\n",
+      "2022-10-26 $38978 63 buy put 2022-11-25 349.0 $209 -8979147209170391224\n",
+      "2022-10-26 $38615 64 buy put 2022-11-25 360.0 $363 -7179049427830044812\n",
+      "2022-10-26 $38174 65 buy put 2022-11-25 364.0 $441 -3323867065753258954\n",
+      "2022-10-26 $37712 66 buy put 2022-11-25 365.0 $462 -7125231665060386164\n",
+      "2022-10-26 $37588 67 buy put 2022-12-02 330.0 $124 -4828711911856054264\n",
+      "2022-10-26 $37416 68 buy put 2022-12-02 338.0 $172 8597317279257581458\n",
+      "2022-10-26 $37083 69 buy put 2022-12-02 353.0 $333 4863721249218943980\n",
+      "2022-10-26 $36629 70 buy put 2022-12-02 360.0 $454 -1016400847947446099\n",
+      "2022-10-26 $36488 71 buy put 2022-12-16 315.0 $141 8982430939599752628\n",
+      "2022-10-26 $36343 72 buy put 2022-12-16 316.0 $145 -3801038039066831695\n",
+      "2022-10-26 $36193 73 buy put 2022-12-16 317.0 $150 -2074858559581877527\n",
+      "2022-10-26 $36039 74 buy put 2022-12-16 318.0 $154 2310728364181452776\n",
+      "2022-10-26 $35869 75 buy put 2022-12-16 321.0 $170 -4690290849226157700\n",
+      "2022-10-26 $35661 76 buy put 2022-12-16 327.0 $208 8542527300232861735\n",
+      "2022-10-26 $35438 77 buy put 2022-12-16 329.0 $223 2976977885738705892\n",
+      "2022-10-26 $35190 78 buy put 2022-12-16 332.0 $248 4800318759260296903\n",
+      "2022-10-26 $34894 79 buy put 2022-12-16 337.0 $296 132084177126575013\n",
+      "2022-10-26 $34552 80 buy put 2022-12-16 341.0 $342 -3488259077861639634\n",
+      "2022-10-26 $34171 81 buy put 2022-12-16 344.0 $381 2179398451740031752\n",
+      "2022-10-26 $33776 82 buy put 2022-12-16 345.0 $395 1104012295605400742\n",
+      "2022-10-26 $33367 83 buy put 2022-12-16 346.0 $409 -1005512073196317743\n",
+      "2022-10-26 $32942 84 buy put 2022-12-16 347.0 $425 5622447450600149932\n",
+      "2022-10-26 $32502 85 buy put 2022-12-16 348.0 $440 4662198939533988358\n",
+      "2022-10-26 $32045 86 buy put 2022-12-16 349.0 $457 -1692147084850688370\n",
+      "2022-10-26 $31572 87 buy put 2022-12-16 350.0 $473 6180515989951408858\n",
+      "2022-10-26 $31081 88 buy put 2022-12-16 351.0 $491 -996328834749219289\n",
+      "2022-10-27 $30846 89 buy put 2022-11-25 351.0 $235 6600953350231547098\n",
+      "2022-10-27 $30426 90 buy put 2022-11-25 362.0 $420 4975510040039971735\n",
+      "2022-10-27 $30328 91 buy put 2022-12-02 325.0 $98 5219007444325054696\n",
+      "2022-10-27 $30174 92 buy put 2022-12-16 319.0 $154 3508376994713013153\n",
+      "2022-10-28 $29903 93 buy put 2022-12-02 348.0 $271 915625608480756045\n",
+      "2022-10-28 $29781 94 buy put 2022-12-09 325.0 $122 3572373484203916138\n",
+      "2022-10-28 $29631 95 buy put 2022-12-09 330.0 $150 5883751968162585265\n",
+      "2022-10-28 $29338 96 buy put 2022-12-09 345.0 $293 -1022691643207818898\n",
+      "2022-10-28 $28880 97 buy put 2022-12-09 355.0 $458 5446658571401769715\n",
+      "2022-10-29 $28909 96 sell put 2022-11-25 320.0 $29 -6676838888234260125\n",
+      "2022-10-29 $28943 95 sell put 2022-11-25 324.0 $34 -6594158083725901350\n",
+      "2022-10-29 $28978 94 sell put 2022-11-25 325.0 $35 1989558345790367372\n",
+      "2022-10-29 $29021 93 sell put 2022-11-25 330.0 $43 -8527166837352804214\n",
+      "2022-10-29 $29068 92 sell put 2022-11-25 332.0 $47 3334268817295413848\n",
+      "2022-10-29 $29120 91 sell put 2022-11-25 334.0 $52 172847574556859145\n",
+      "2022-10-29 $29189 90 sell put 2022-11-25 340.0 $69 -7408548986187296155\n",
+      "2022-10-29 $29310 89 sell put 2022-11-25 350.0 $121 7617892243121563656\n",
+      "2022-10-29 $29464 88 sell put 2022-11-25 354.0 $154 -4110371433772706565\n",
+      "2022-10-29 $29627 87 sell put 2022-11-25 355.0 $163 -4415234579821405872\n",
+      "2022-10-29 $29671 86 sell put 2022-12-02 320.0 $44 4347219180412556762\n",
+      "2022-10-29 $29732 85 sell put 2022-12-02 328.0 $61 7944087689815061196\n",
+      "2022-10-29 $29804 84 sell put 2022-12-02 332.0 $72 1804029097337703476\n",
+      "2022-10-29 $29887 83 sell put 2022-12-02 335.0 $83 7187275548397350539\n",
+      "2022-10-29 $29974 82 sell put 2022-12-02 336.0 $87 -855893743806432086\n",
+      "2022-10-29 $30080 81 sell put 2022-12-02 340.0 $106 -5180956068972746663\n",
+      "2022-10-29 $29973 82 buy put 2022-12-02 340.0 $107 -5180956068972746663\n",
+      "2022-10-29 $30103 81 sell put 2022-12-02 344.0 $130 -4529175442418360269\n",
+      "2022-10-29 $30240 80 sell put 2022-12-02 345.0 $137 -7296197479971699584\n",
+      "2022-10-29 $30384 79 sell put 2022-12-02 346.0 $144 6998260627891385434\n",
+      "2022-10-29 $30539 78 sell put 2022-12-02 347.5 $155 -4286925481389155902\n",
+      "2022-10-29 $30706 77 sell put 2022-12-02 349.0 $167 6286008313133116212\n",
+      "2022-10-29 $30882 76 sell put 2022-12-02 350.0 $176 8368482012022387046\n",
+      "2022-10-29 $30704 77 buy put 2022-12-02 350.0 $178 8368482012022387046\n",
+      "2022-10-29 $30890 76 sell put 2022-12-02 351.0 $186 7194731535485055460\n",
+      "2022-10-29 $31086 75 sell put 2022-12-02 352.0 $196 2372519677047917615\n",
+      "2022-10-29 $30855 76 buy put 2022-12-02 355.0 $231 5625592396195124564\n",
+      "2022-10-29 $30472 77 buy put 2022-12-02 365.0 $383 -4046837375864629303\n",
+      "2022-10-29 $29984 78 buy put 2022-12-02 370.0 $488 -7398386599581767505\n",
+      "2022-10-29 $29931 79 buy put 2022-12-09 315.0 $53 -1186149817977335746\n",
+      "2022-10-29 $29868 80 buy put 2022-12-09 320.0 $63 -7366846549045001692\n",
+      "2022-10-29 $29721 81 buy put 2022-12-09 340.0 $147 -4145527720468743219\n",
+      "2022-10-29 $29489 82 buy put 2022-12-09 350.0 $232 -6723719573970527019\n",
+      "2022-10-29 $29508 81 sell put 2022-12-16 265.0 $19 729727360928083874\n",
+      "2022-10-29 $29530 80 sell put 2022-12-16 270.0 $22 -3217049816831459269\n",
+      "2022-10-29 $29555 79 sell put 2022-12-16 275.0 $25 -4961384290424106622\n",
+      "2022-10-29 $29584 78 sell put 2022-12-16 280.0 $29 6453942786293498227\n",
+      "2022-10-29 $29617 77 sell put 2022-12-16 285.0 $33 7168952894939304766\n",
+      "2022-10-29 $29655 76 sell put 2022-12-16 290.0 $38 2546360646322199057\n",
+      "2022-10-29 $29699 75 sell put 2022-12-16 295.0 $44 -4359881669862392067\n",
+      "2022-10-29 $29750 74 sell put 2022-12-16 300.0 $51 -2257444004999409074\n",
+      "2022-10-29 $29698 75 buy put 2022-12-16 300.0 $52 -2257444004999409074\n",
+      "2022-10-29 $29757 74 sell put 2022-12-16 305.0 $59 -4866065140463959086\n",
+      "2022-10-29 $29697 75 buy put 2022-12-16 305.0 $60 -4866065140463959086\n",
+      "2022-10-29 $29767 74 sell put 2022-12-16 310.0 $70 6442215238284409083\n",
+      "2022-10-29 $29696 75 buy put 2022-12-16 310.0 $71 6442215238284409083\n",
+      "2022-10-29 $29796 74 sell put 2022-12-16 320.0 $100 -8866184670588371233\n",
+      "2022-10-29 $29695 75 buy put 2022-12-16 320.0 $101 -8866184670588371233\n",
+      "2022-10-29 $29803 74 sell put 2022-12-16 322.0 $108 -4941086469174442254\n",
+      "2022-10-29 $29694 75 buy put 2022-12-16 322.0 $109 -4941086469174442254\n",
+      "2022-10-29 $29807 74 sell put 2022-12-16 323.0 $113 -628447109776691069\n",
+      "2022-10-29 $29924 73 sell put 2022-12-16 324.0 $117 2897333690123180703\n",
+      "2022-10-29 $30046 72 sell put 2022-12-16 325.0 $122 -6840461612492087510\n",
+      "2022-10-29 $29923 73 buy put 2022-12-16 325.0 $123 -6840461612492087510\n",
+      "2022-10-29 $30049 72 sell put 2022-12-16 326.0 $126 2973959866412122783\n",
+      "2022-10-29 $30185 71 sell put 2022-12-16 328.0 $136 869951699496750370\n",
+      "2022-10-29 $30333 70 sell put 2022-12-16 330.0 $148 7871481744676725142\n",
+      "2022-10-29 $30184 71 buy put 2022-12-16 330.0 $149 7871481744676725142\n",
+      "2022-10-29 $30338 70 sell put 2022-12-16 331.0 $154 -3522716527007531856\n",
+      "2022-10-29 $30183 71 buy put 2022-12-16 331.0 $155 -3522716527007531856\n",
+      "2022-10-29 $30350 70 sell put 2022-12-16 333.0 $167 4098491387527719743\n",
+      "2022-10-29 $30182 71 buy put 2022-12-16 333.0 $168 4098491387527719743\n",
+      "2022-10-29 $30356 70 sell put 2022-12-16 334.0 $174 5249712589491074391\n",
+      "2022-10-29 $30181 71 buy put 2022-12-16 334.0 $175 5249712589491074391\n",
+      "2022-10-29 $30362 70 sell put 2022-12-16 335.0 $181 6865745341181083759\n",
+      "2022-10-29 $30180 71 buy put 2022-12-16 335.0 $182 6865745341181083759\n",
+      "2022-10-29 $30368 70 sell put 2022-12-16 336.0 $188 -258676114152983739\n",
+      "2022-10-29 $30178 71 buy put 2022-12-16 336.0 $190 -258676114152983739\n",
+      "2022-10-29 $29814 72 buy put 2022-12-16 352.0 $364 -4299446154761489036\n",
+      "2022-10-29 $29435 73 buy put 2022-12-16 353.0 $379 4268592931474575681\n",
+      "2022-10-29 $29041 74 buy put 2022-12-16 354.0 $394 113950892600266521\n",
+      "2022-10-29 $28631 75 buy put 2022-12-16 355.0 $410 -1086524406950509899\n",
+      "2022-10-29 $28204 76 buy put 2022-12-16 356.0 $427 9186302207797068009\n",
+      "2022-10-29 $27760 77 buy put 2022-12-16 357.0 $444 -1065448723931676673\n",
+      "2022-10-29 $27298 78 buy put 2022-12-16 358.0 $462 983229418461210126\n",
+      "2022-10-29 $26818 79 buy put 2022-12-16 359.0 $480 -2019615228544843052\n",
+      "2022-10-29 $26319 80 buy put 2022-12-16 360.0 $499 -8664414629310105977\n",
+      "2022-11-01 $26341 79 sell put 2022-11-25 315.0 $22 -4182720035581559396\n",
+      "2022-11-01 $26376 78 sell put 2022-11-25 328.0 $35 -3843726406141492353\n",
+      "2022-11-01 $26424 77 sell put 2022-11-25 335.0 $48 3157834041989741670\n",
+      "2022-11-01 $26474 76 sell put 2022-11-25 336.0 $50 3184981095631908328\n",
+      "2022-11-01 $26529 75 sell put 2022-11-25 338.0 $55 1645633468813141519\n",
+      "2022-11-01 $26598 74 sell put 2022-11-25 342.0 $69 -2729624764476208319\n",
+      "2022-11-01 $26675 73 sell put 2022-11-25 344.0 $77 5126299720232663329\n",
+      "2022-11-01 $26757 72 sell put 2022-11-25 345.0 $82 7751442131887704370\n",
+      "2022-11-01 $26844 71 sell put 2022-11-25 346.0 $87 3879929580679546350\n",
+      "2022-11-01 $26937 70 sell put 2022-11-25 347.0 $93 -1391651618532849618\n",
+      "2022-11-01 $26998 69 sell put 2022-12-02 330.0 $61 -4828711911856054264\n",
+      "2022-11-01 $26920 70 buy put 2022-12-02 335.0 $78 7187275548397350539\n",
+      "2022-11-01 $26756 71 buy put 2022-12-02 349.0 $164 6286008313133116212\n",
+      "2022-11-01 $26562 72 buy put 2022-12-02 352.0 $194 2372519677047917615\n",
+      "2022-11-01 $26227 73 buy put 2022-12-02 362.0 $335 2095119902087178601\n",
+      "2022-11-01 $25874 74 buy put 2022-12-02 363.0 $353 1472362648262558862\n",
+      "2022-11-01 $25759 75 buy put 2022-12-16 324.0 $115 2897333690123180703\n",
+      "2022-11-02 $25806 74 sell put 2022-12-02 325.0 $47 5219007444325054696\n",
+      "2022-11-02 $25676 75 buy put 2022-12-02 345.0 $130 -7296197479971699584\n",
+      "2022-11-02 $25404 76 buy put 2022-12-02 358.0 $272 3815034526002417444\n",
+      "2022-11-02 $25116 77 buy put 2022-12-02 359.0 $288 6086925209911563372\n",
+      "2022-11-02 $24995 78 buy put 2022-12-16 326.0 $121 2973959866412122783\n",
+      "2022-11-02 $24863 79 buy put 2022-12-16 328.0 $132 869951699496750370\n",
+      "2022-11-02 $25065 78 sell put 2022-12-16 338.0 $202 7853102338091015919\n",
+      "2022-11-02 $24862 79 buy put 2022-12-16 338.0 $203 7853102338091015919\n",
+      "2022-11-02 $24804 80 buy put 2022-12-30 290.0 $58 6471609105140895101\n",
+      "2022-11-02 $24728 81 buy put 2022-12-30 300.0 $76 4736423464960366301\n",
+      "2022-11-02 $24647 82 buy put 2022-12-30 302.0 $81 -1780796898689239300\n",
+      "2022-11-02 $24564 83 buy put 2022-12-30 303.0 $83 -6491463128951480862\n",
+      "2022-11-02 $24476 84 buy put 2022-12-30 305.0 $88 -4660028618400864537\n",
+      "2022-11-02 $24382 85 buy put 2022-12-30 307.0 $94 8006293931990730432\n",
+      "2022-11-02 $24278 86 buy put 2022-12-30 310.0 $104 8099986482651312436\n",
+      "2022-11-02 $24155 87 buy put 2022-12-30 315.0 $123 -3371288411021422188\n",
+      "2022-11-02 $24008 88 buy put 2022-12-30 320.0 $147 -6255791546066492861\n",
+      "2022-11-02 $23831 89 buy put 2022-12-30 325.0 $177 -8532582164774564760\n",
+      "2022-11-02 $23648 90 buy put 2022-12-30 326.0 $183 -6668711015180228662\n",
+      "2022-11-02 $23458 91 buy put 2022-12-30 327.0 $190 1715866218794207004\n",
+      "2022-11-02 $23245 92 buy put 2022-12-30 330.0 $213 7382579747665792487\n",
+      "2022-11-02 $22968 93 buy put 2022-12-30 337.0 $277 7058756430958595193\n",
+      "2022-11-02 $22680 94 buy put 2022-12-30 338.0 $288 -8837211296016863940\n",
+      "2022-11-02 $22381 95 buy put 2022-12-30 339.0 $299 5355232664944502167\n",
+      "2022-11-02 $22070 96 buy put 2022-12-30 340.0 $311 8153475109439873890\n",
+      "2022-11-02 $21694 97 buy put 2022-12-30 345.0 $376 319305438418740706\n",
+      "2022-11-02 $21274 98 buy put 2022-12-30 348.0 $420 -8154253815286752641\n",
+      "2022-11-02 $20821 99 buy put 2022-12-30 350.0 $453 -7893343884734611877\n",
+      "2022-11-03 $21115 98 sell put 2022-12-02 352.0 $294 2372519677047917615\n",
+      "2022-11-03 $21466 97 sell put 2022-12-02 355.0 $351 5625592396195124564\n",
+      "2022-11-03 $21882 96 sell put 2022-12-02 358.0 $416 3815034526002417444\n",
+      "2022-11-03 $22323 95 sell put 2022-12-02 359.0 $441 6086925209911563372\n",
+      "2022-11-03 $22842 94 sell put 2022-12-02 362.0 $519 2095119902087178601\n",
+      "2022-11-03 $23390 93 sell put 2022-12-02 363.0 $548 1472362648262558862\n",
+      "2022-11-03 $24000 92 sell put 2022-12-02 365.0 $610 -4046837375864629303\n",
+      "2022-11-03 $24784 91 sell put 2022-12-02 370.0 $784 -7398386599581767505\n",
+      "2022-11-04 $24989 90 sell put 2022-12-02 345.0 $205 -7296197479971699584\n",
+      "2022-11-04 $25258 89 sell put 2022-12-02 349.0 $269 6286008313133116212\n",
+      "2022-11-04 $25545 88 sell put 2022-12-02 350.0 $287 8368482012022387046\n",
+      "2022-11-04 $25916 87 sell put 2022-12-09 350.0 $371 -6723719573970527019\n",
+      "2022-11-04 $26499 86 sell put 2022-12-16 352.0 $583 -4299446154761489036\n",
+      "2022-11-04 $27109 85 sell put 2022-12-16 353.0 $610 4268592931474575681\n",
+      "2022-11-04 $27746 84 sell put 2022-12-16 354.0 $637 113950892600266521\n",
+      "2022-11-04 $28412 83 sell put 2022-12-16 355.0 $666 -1086524406950509899\n",
+      "2022-11-04 $29107 82 sell put 2022-12-16 356.0 $695 9186302207797068009\n",
+      "2022-11-04 $29833 81 sell put 2022-12-16 357.0 $726 -1065448723931676673\n",
+      "2022-11-04 $30589 80 sell put 2022-12-16 358.0 $756 983229418461210126\n",
+      "2022-11-04 $31379 79 sell put 2022-12-16 359.0 $790 -2019615228544843052\n",
+      "2022-11-04 $32202 78 sell put 2022-12-16 360.0 $823 -8664414629310105977\n",
+      "2022-11-08 $32270 77 sell put 2022-11-25 349.0 $68 -8979147209170391224\n",
+      "2022-11-08 $32351 76 sell put 2022-11-25 351.0 $81 6600953350231547098\n",
+      "2022-11-08 $32527 75 sell put 2022-11-25 360.0 $176 -7179049427830044812\n",
+      "2022-11-08 $32736 74 sell put 2022-11-25 362.0 $209 4975510040039971735\n",
+      "2022-11-08 $32793 73 sell put 2022-12-02 338.0 $57 8597317279257581458\n",
+      "2022-11-08 $32906 72 sell put 2022-12-02 348.0 $113 915625608480756045\n",
+      "2022-11-08 $33069 71 sell put 2022-12-02 353.0 $163 4863721249218943980\n",
+      "2022-11-08 $33114 70 sell put 2022-12-09 325.0 $45 3572373484203916138\n",
+      "2022-11-08 $33172 69 sell put 2022-12-09 330.0 $58 5883751968162585265\n",
+      "2022-11-08 $33313 68 sell put 2022-12-09 345.0 $141 -1022691643207818898\n",
+      "2022-11-08 $33368 67 sell put 2022-12-16 315.0 $55 8982430939599752628\n",
+      "2022-11-08 $33426 66 sell put 2022-12-16 316.0 $58 -3801038039066831695\n",
+      "2022-11-08 $33486 65 sell put 2022-12-16 317.0 $60 -2074858559581877527\n",
+      "2022-11-08 $33549 64 sell put 2022-12-16 318.0 $63 2310728364181452776\n",
+      "2022-11-08 $33615 63 sell put 2022-12-16 319.0 $66 3508376994713013153\n",
+      "2022-11-08 $33687 62 sell put 2022-12-16 321.0 $72 -4690290849226157700\n",
+      "2022-11-08 $33784 61 sell put 2022-12-16 327.0 $97 8542527300232861735\n",
+      "2022-11-08 $33891 60 sell put 2022-12-16 329.0 $107 2976977885738705892\n",
+      "2022-11-08 $34071 59 sell put 2022-12-16 339.0 $180 1871169255783485034\n",
+      "2022-11-08 $34260 58 sell put 2022-12-16 340.0 $189 6162825616182480153\n",
+      "2022-11-08 $34470 57 sell put 2022-12-16 342.0 $210 -4979428220134632845\n",
+      "2022-11-08 $34692 56 sell put 2022-12-16 343.0 $222 -4154334491391900773\n",
+      "2022-11-09 $34912 55 sell put 2022-11-25 364.0 $220 -3323867065753258954\n",
+      "2022-11-11 $34964 54 sell put 2022-11-25 365.0 $52 -7125231665060386164\n",
+      "2022-11-11 $34981 53 sell put 2022-12-02 335.0 $17 7187275548397350539\n",
+      "2022-11-11 $35002 52 sell put 2022-12-02 340.0 $21 -5180956068972746663\n",
+      "2022-11-11 $35076 51 sell put 2022-12-02 360.0 $74 -1016400847947446099\n",
+      "2022-11-11 $35090 50 sell put 2022-12-09 315.0 $14 -1186149817977335746\n",
+      "2022-11-11 $35107 49 sell put 2022-12-09 320.0 $17 -7366846549045001692\n",
+      "2022-11-11 $35145 48 sell put 2022-12-09 340.0 $38 -4145527720468743219\n",
+      "2022-11-11 $35236 47 sell put 2022-12-09 355.0 $91 5446658571401769715\n",
+      "2022-11-11 $35253 46 sell put 2022-12-16 300.0 $17 -2257444004999409074\n",
+      "2022-11-11 $35273 45 sell put 2022-12-16 305.0 $20 -4866065140463959086\n",
+      "2022-11-11 $35297 44 sell put 2022-12-16 310.0 $24 6442215238284409083\n",
+      "2022-11-11 $35331 43 sell put 2022-12-16 320.0 $34 -8866184670588371233\n",
+      "2022-11-11 $35368 42 sell put 2022-12-16 322.0 $37 -4941086469174442254\n",
+      "2022-11-11 $35408 41 sell put 2022-12-16 324.0 $40 2897333690123180703\n",
+      "2022-11-11 $35450 40 sell put 2022-12-16 325.0 $42 -6840461612492087510\n",
+      "2022-11-11 $35494 39 sell put 2022-12-16 326.0 $44 2973959866412122783\n",
+      "2022-11-11 $35542 38 sell put 2022-12-16 328.0 $48 869951699496750370\n",
+      "2022-11-11 $35595 37 sell put 2022-12-16 330.0 $53 7871481744676725142\n",
+      "2022-11-11 $35650 36 sell put 2022-12-16 331.0 $55 -3522716527007531856\n",
+      "2022-11-11 $35708 35 sell put 2022-12-16 332.0 $58 4800318759260296903\n",
+      "2022-11-11 $35769 34 sell put 2022-12-16 333.0 $61 4098491387527719743\n",
+      "2022-11-11 $35832 33 sell put 2022-12-16 334.0 $63 5249712589491074391\n",
+      "2022-11-11 $35899 32 sell put 2022-12-16 335.0 $67 6865745341181083759\n",
+      "2022-11-11 $35969 31 sell put 2022-12-16 336.0 $70 -258676114152983739\n",
+      "2022-11-11 $36042 30 sell put 2022-12-16 337.0 $73 132084177126575013\n",
+      "2022-11-11 $36119 29 sell put 2022-12-16 338.0 $77 7853102338091015919\n",
+      "2022-11-11 $36208 28 sell put 2022-12-16 341.0 $89 -3488259077861639634\n",
+      "2022-11-11 $36312 27 sell put 2022-12-16 344.0 $104 2179398451740031752\n",
+      "2022-11-11 $36421 26 sell put 2022-12-16 345.0 $109 1104012295605400742\n",
+      "2022-11-11 $36536 25 sell put 2022-12-16 346.0 $115 -1005512073196317743\n",
+      "2022-11-11 $36657 24 sell put 2022-12-16 347.0 $121 5622447450600149932\n",
+      "2022-11-11 $36784 23 sell put 2022-12-16 348.0 $127 4662198939533988358\n",
+      "2022-11-11 $36918 22 sell put 2022-12-16 349.0 $134 -1692147084850688370\n",
+      "2022-11-11 $37059 21 sell put 2022-12-16 350.0 $141 6180515989951408858\n",
+      "2022-11-11 $37207 20 sell put 2022-12-16 351.0 $148 -996328834749219289\n",
+      "2022-11-11 $37235 19 sell put 2022-12-30 290.0 $28 6471609105140895101\n",
+      "2022-11-11 $37272 18 sell put 2022-12-30 300.0 $37 4736423464960366301\n",
+      "2022-11-11 $37311 17 sell put 2022-12-30 302.0 $39 -1780796898689239300\n",
+      "2022-11-11 $37351 16 sell put 2022-12-30 303.0 $40 -6491463128951480862\n",
+      "2022-11-11 $37394 15 sell put 2022-12-30 305.0 $43 -4660028618400864537\n",
+      "2022-11-11 $37440 14 sell put 2022-12-30 307.0 $46 8006293931990730432\n",
+      "2022-11-11 $37490 13 sell put 2022-12-30 310.0 $50 8099986482651312436\n",
+      "2022-11-11 $37548 12 sell put 2022-12-30 315.0 $58 -3371288411021422188\n",
+      "2022-11-11 $37617 11 sell put 2022-12-30 320.0 $69 -6255791546066492861\n",
+      "2022-11-11 $37700 10 sell put 2022-12-30 325.0 $83 -8532582164774564760\n",
+      "2022-11-11 $37786 9 sell put 2022-12-30 326.0 $86 -6668711015180228662\n",
+      "2022-11-11 $37875 8 sell put 2022-12-30 327.0 $89 1715866218794207004\n",
+      "2022-11-11 $37975 7 sell put 2022-12-30 330.0 $100 7382579747665792487\n",
+      "2022-11-11 $38107 6 sell put 2022-12-30 337.0 $132 7058756430958595193\n",
+      "2022-11-11 $38244 5 sell put 2022-12-30 338.0 $137 -8837211296016863940\n",
+      "2022-11-11 $38386 4 sell put 2022-12-30 339.0 $142 5355232664944502167\n",
+      "2022-11-11 $38534 3 sell put 2022-12-30 340.0 $148 8153475109439873890\n",
+      "2022-11-11 $38715 2 sell put 2022-12-30 345.0 $181 319305438418740706\n",
+      "2022-11-11 $38920 1 sell put 2022-12-30 348.0 $205 -8154253815286752641\n",
+      "2022-11-11 $39143 0 sell put 2022-12-30 350.0 $223 -7893343884734611877\n",
+      "2022-12-01 $39093 1 buy put 2023-01-20 324.0 $50 8806446312294704235\n",
+      "2022-12-01 $39041 2 buy put 2023-01-20 325.0 $52 -4197895220348748325\n",
+      "2022-12-01 $38987 3 buy put 2023-01-20 327.0 $54 -731161241651976799\n",
+      "2022-12-01 $38931 4 buy put 2023-01-20 328.0 $56 301982144145546233\n",
+      "2022-12-01 $38874 5 buy put 2023-01-20 329.0 $57 -7303842012877335361\n",
+      "2022-12-01 $38815 6 buy put 2023-01-20 330.0 $59 -99502834479697988\n",
+      "2022-12-01 $38755 7 buy put 2023-01-20 331.0 $60 280513057071733210\n",
+      "2022-12-01 $38693 8 buy put 2023-01-20 332.0 $62 -1276281720331275312\n",
+      "2022-12-01 $38629 9 buy put 2023-01-20 333.0 $64 6125823560947719869\n",
+      "2022-12-01 $38564 10 buy put 2023-01-20 334.0 $65 -4702178805336709298\n",
+      "2022-12-01 $38497 11 buy put 2023-01-20 335.0 $67 -4517684735105238902\n",
+      "2022-12-01 $38425 12 buy put 2023-01-20 337.0 $72 5776262678389297287\n",
+      "2022-12-01 $38351 13 buy put 2023-01-20 338.0 $74 -5748412980581148341\n",
+      "2022-12-01 $38272 14 buy put 2023-01-20 340.0 $79 -8929235276053589306\n",
+      "2022-12-01 $38191 15 buy put 2023-01-20 341.0 $81 5404488678780609467\n",
+      "2022-12-01 $38104 16 buy put 2023-01-20 343.0 $87 -5912578093578276420\n",
+      "2022-12-01 $38011 17 buy put 2023-01-20 345.0 $93 -3015053639695776617\n",
+      "2022-12-01 $37914 18 buy put 2023-01-20 346.0 $97 2218145476692668534\n",
+      "2022-12-01 $37814 19 buy put 2023-01-20 347.0 $100 6102855117543315374\n",
+      "2022-12-01 $37710 20 buy put 2023-01-20 348.0 $104 -222819779541300738\n",
+      "2022-12-01 $37602 21 buy put 2023-01-20 349.0 $108 -6061929599843502951\n",
+      "2022-12-01 $37490 22 buy put 2023-01-20 350.0 $112 2232857941749093121\n",
+      "2022-12-01 $37369 23 buy put 2023-01-20 352.0 $121 1401875126297351582\n",
+      "2022-12-01 $37238 24 buy put 2023-01-20 354.0 $131 8083063971660842779\n",
+      "2022-12-01 $37101 25 buy put 2023-01-20 355.0 $137 1491903734090303293\n",
+      "2022-12-01 $36958 26 buy put 2023-01-20 356.0 $143 257671800392102769\n",
+      "2022-12-01 $36803 27 buy put 2023-01-20 358.0 $155 4552372091776615404\n",
+      "2022-12-01 $36634 28 buy put 2023-01-20 360.0 $169 -2491035155299614001\n",
+      "2022-12-01 $36450 29 buy put 2023-01-20 362.0 $184 2174443483744503979\n",
+      "2022-12-01 $36240 30 buy put 2023-01-20 365.0 $210 -786704268128201953\n",
+      "2022-12-01 $36021 31 buy put 2023-01-20 366.0 $219 1134979667637073587\n",
+      "2022-12-01 $35781 32 buy put 2023-01-20 368.0 $240 5465160785780667073\n",
+      "2022-12-01 $35519 33 buy put 2023-01-20 370.0 $262 -6578425983108920356\n",
+      "2022-12-01 $35233 34 buy put 2023-01-20 372.0 $286 4768027714163491023\n",
+      "2022-12-01 $34921 35 buy put 2023-01-20 374.0 $312 153411701140568668\n",
+      "2022-12-01 $34595 36 buy put 2023-01-20 375.0 $326 2405901348918950626\n",
+      "2022-12-01 $34255 37 buy put 2023-01-20 376.0 $340 4884188498575270433\n",
+      "2022-12-01 $33884 38 buy put 2023-01-20 378.0 $371 5828656228108075223\n",
+      "2022-12-01 $33480 39 buy put 2023-01-20 380.0 $404 8561690923389526037\n",
+      "2022-12-01 $33040 40 buy put 2023-01-20 382.0 $440 -854857404595261554\n",
+      "2022-12-01 $32581 41 buy put 2023-01-20 383.0 $459 8910827640478808057\n",
+      "2022-12-01 $32102 42 buy put 2023-01-20 384.0 $479 -7528674967908247029\n",
+      "2022-12-01 $31602 43 buy put 2023-01-20 385.0 $500 6429495399641775592\n",
+      "2022-12-02 $31531 44 buy put 2023-01-20 339.0 $71 8520328858517352827\n",
+      "2022-12-02 $31447 45 buy put 2023-01-20 344.0 $84 -8242739941587317591\n",
+      "2022-12-02 $31260 46 buy put 2023-01-20 364.0 $187 3622786384844594461\n",
+      "2022-12-02 $30866 47 buy put 2023-01-20 381.0 $394 2554451917089986734\n",
+      "2022-12-07 $30997 46 sell put 2023-01-20 344.0 $131 -8242739941587317591\n",
+      "2022-12-07 $31167 45 sell put 2023-01-20 350.0 $170 2232857941749093121\n",
+      "2022-12-07 $31353 44 sell put 2023-01-20 352.0 $186 1401875126297351582\n",
+      "2022-12-07 $31557 43 sell put 2023-01-20 354.0 $204 8083063971660842779\n",
+      "2022-12-07 $31770 42 sell put 2023-01-20 355.0 $213 1491903734090303293\n",
+      "2022-12-07 $31993 41 sell put 2023-01-20 356.0 $223 257671800392102769\n",
+      "2022-12-07 $32237 40 sell put 2023-01-20 358.0 $244 4552372091776615404\n",
+      "2022-12-07 $32506 39 sell put 2023-01-20 360.0 $269 -2491035155299614001\n",
+      "2022-12-07 $32801 38 sell put 2023-01-20 362.0 $295 2174443483744503979\n",
+      "2022-12-07 $33125 37 sell put 2023-01-20 364.0 $324 3622786384844594461\n",
+      "2022-12-07 $33465 36 sell put 2023-01-20 365.0 $340 -786704268128201953\n",
+      "2022-12-07 $33821 35 sell put 2023-01-20 366.0 $356 1134979667637073587\n",
+      "2022-12-07 $34212 34 sell put 2023-01-20 368.0 $391 5465160785780667073\n",
+      "2022-12-07 $34642 33 sell put 2023-01-20 370.0 $430 -6578425983108920356\n",
+      "2022-12-07 $35112 32 sell put 2023-01-20 372.0 $470 4768027714163491023\n",
+      "2022-12-07 $35627 31 sell put 2023-01-20 374.0 $515 153411701140568668\n",
+      "2022-12-07 $36166 30 sell put 2023-01-20 375.0 $539 2405901348918950626\n",
+      "2022-12-07 $36729 29 sell put 2023-01-20 376.0 $563 4884188498575270433\n",
+      "2022-12-07 $37344 28 sell put 2023-01-20 378.0 $615 5828656228108075223\n",
+      "2022-12-07 $38014 27 sell put 2023-01-20 380.0 $670 8561690923389526037\n",
+      "2022-12-07 $38713 26 sell put 2023-01-20 381.0 $699 2554451917089986734\n",
+      "2022-12-07 $39439 25 sell put 2023-01-20 382.0 $726 -854857404595261554\n",
+      "2022-12-07 $40198 24 sell put 2023-01-20 383.0 $759 8910827640478808057\n",
+      "2022-12-07 $40989 23 sell put 2023-01-20 384.0 $791 -7528674967908247029\n",
+      "2022-12-07 $41814 22 sell put 2023-01-20 385.0 $825 6429495399641775592\n",
+      "2022-12-08 $41926 21 sell put 2023-01-20 339.0 $112 8520328858517352827\n",
+      "2022-12-08 $42058 20 sell put 2023-01-20 343.0 $132 -5912578093578276420\n",
+      "2022-12-08 $42202 19 sell put 2023-01-20 345.0 $144 -3015053639695776617\n",
+      "2022-12-08 $42352 18 sell put 2023-01-20 346.0 $150 2218145476692668534\n",
+      "2022-12-08 $42509 17 sell put 2023-01-20 347.0 $157 6102855117543315374\n",
+      "2022-12-08 $42673 16 sell put 2023-01-20 348.0 $164 -222819779541300738\n",
+      "2022-12-08 $42844 15 sell put 2023-01-20 349.0 $171 -6061929599843502951\n",
+      "2022-12-10 $42350 16 buy call 2023-01-20 408.0 $494 6882576912865465711\n",
+      "2022-12-10 $41890 17 buy call 2023-01-20 409.0 $460 -8366704982811209450\n",
+      "2022-12-10 $41461 18 buy call 2023-01-20 410.0 $429 -1114768064280886601\n",
+      "2022-12-10 $41062 19 buy call 2023-01-20 411.0 $399 7793895310081991687\n",
+      "2022-12-10 $40692 20 buy call 2023-01-20 412.0 $370 -3089978583871089575\n",
+      "2022-12-10 $40349 21 buy call 2023-01-20 413.0 $343 -6334661994844758038\n",
+      "2022-12-10 $40056 22 buy call 2023-01-20 415.0 $293 1278068518028658686\n",
+      "2022-12-10 $39785 23 buy call 2023-01-20 416.0 $271 7563547003157862588\n",
+      "2022-12-10 $39533 24 buy call 2023-01-20 417.0 $252 -5380589953297672109\n",
+      "2022-12-10 $39304 25 buy call 2023-01-20 418.0 $229 -7977732050440555425\n",
+      "2022-12-10 $39111 26 buy call 2023-01-20 420.0 $193 7432747762056394649\n",
+      "2022-12-10 $38934 27 buy call 2023-01-20 421.0 $177 -7012119251584485095\n",
+      "2022-12-10 $38772 28 buy call 2023-01-20 422.0 $162 -3191292440513704271\n",
+      "2022-12-10 $38648 29 buy call 2023-01-20 425.0 $124 5089693951830544963\n",
+      "2022-12-10 $38570 30 buy call 2023-01-20 430.0 $78 -4566253205287660402\n",
+      "2022-12-10 $38505 31 buy call 2023-01-20 432.0 $65 7130747519147695040\n",
+      "2022-12-10 $38451 32 buy call 2023-01-20 434.0 $54 1621016569876828209\n",
+      "2022-12-10 $38401 33 buy call 2023-01-20 435.0 $50 -3745233494543957171\n",
+      "2022-12-13 $39094 32 sell call 2023-01-20 409.0 $693 -8366704982811209450\n",
+      "2022-12-13 $39746 31 sell call 2023-01-20 410.0 $652 -1114768064280886601\n",
+      "2022-12-13 $40359 30 sell call 2023-01-20 411.0 $613 7793895310081991687\n",
+      "2022-12-13 $40935 29 sell call 2023-01-20 412.0 $576 -3089978583871089575\n",
+      "2022-12-13 $41476 28 sell call 2023-01-20 413.0 $541 -6334661994844758038\n",
+      "2022-12-13 $41948 27 sell call 2023-01-20 415.0 $472 1278068518028658686\n",
+      "2022-12-13 $42391 26 sell call 2023-01-20 416.0 $443 7563547003157862588\n",
+      "2022-12-13 $42805 25 sell call 2023-01-20 417.0 $414 -5380589953297672109\n",
+      "2022-12-13 $43191 24 sell call 2023-01-20 418.0 $386 -7977732050440555425\n",
+      "2022-12-13 $43525 23 sell call 2023-01-20 420.0 $334 7432747762056394649\n",
+      "2022-12-13 $43836 22 sell call 2023-01-20 421.0 $311 -7012119251584485095\n",
+      "2022-12-13 $44124 21 sell call 2023-01-20 422.0 $288 -3191292440513704271\n",
+      "2022-12-13 $44353 20 sell call 2023-01-20 425.0 $229 5089693951830544963\n",
+      "2022-12-13 $44506 19 sell call 2023-01-20 430.0 $153 -4566253205287660402\n",
+      "2022-12-13 $44636 18 sell call 2023-01-20 432.0 $130 7130747519147695040\n",
+      "2022-12-13 $44745 17 sell call 2023-01-20 434.0 $109 1621016569876828209\n",
+      "2022-12-13 $44846 16 sell call 2023-01-20 435.0 $101 -3745233494543957171\n",
+      "2022-12-14 $45594 15 sell call 2023-01-20 408.0 $748 6882576912865465711\n",
+      "2022-12-20 $45123 16 buy call 2023-01-20 392.0 $471 7182299900576292355\n",
+      "2022-12-20 $44688 17 buy call 2023-01-20 393.0 $435 -7642241582120464464\n",
+      "2022-12-20 $44285 18 buy call 2023-01-20 394.0 $403 2077435034094106037\n",
+      "2022-12-20 $43914 19 buy call 2023-01-20 395.0 $371 2768047360157721322\n",
+      "2022-12-20 $43573 20 buy call 2023-01-20 396.0 $341 1195084823952369446\n",
+      "2022-12-20 $43260 21 buy call 2023-01-20 397.0 $313 -3889788371841226957\n",
+      "2022-12-20 $42973 22 buy call 2023-01-20 398.0 $287 -1615017367421935981\n",
+      "2022-12-20 $42711 23 buy call 2023-01-20 399.0 $262 164375921627148219\n",
+      "2022-12-20 $42472 24 buy call 2023-01-20 400.0 $239 -9200917169652238939\n",
+      "2022-12-20 $42255 25 buy call 2023-01-20 401.0 $217 32617755770809946\n",
+      "2022-12-20 $42057 26 buy call 2023-01-20 402.0 $198 -4548311875454866097\n",
+      "2022-12-20 $41878 27 buy call 2023-01-20 403.0 $179 -8763205480893378119\n",
+      "2022-12-20 $41715 28 buy call 2023-01-20 404.0 $163 -7466910760772172962\n",
+      "2022-12-20 $41567 29 buy call 2023-01-20 405.0 $148 -8089885420914702865\n",
+      "2022-12-20 $41433 30 buy call 2023-01-20 406.0 $134 -5098121383962732879\n",
+      "2022-12-20 $41312 31 buy call 2023-01-20 407.0 $121 -8171096533818756303\n",
+      "2022-12-20 $41203 32 buy call 2023-01-20 408.0 $109 6882576912865465711\n",
+      "2022-12-20 $41104 33 buy call 2023-01-20 409.0 $99 -8366704982811209450\n",
+      "2022-12-20 $41015 34 buy call 2023-01-20 410.0 $89 -1114768064280886601\n",
+      "2022-12-20 $40934 35 buy call 2023-01-20 411.0 $81 7793895310081991687\n",
+      "2022-12-20 $40861 36 buy call 2023-01-20 412.0 $73 -3089978583871089575\n",
+      "2022-12-20 $40795 37 buy call 2023-01-20 413.0 $66 -6334661994844758038\n",
+      "2022-12-20 $40735 38 buy call 2023-01-20 414.0 $60 -558004392794933931\n",
+      "2022-12-20 $40681 39 buy call 2023-01-20 415.0 $54 1278068518028658686\n",
+      "2022-12-21 $40197 40 buy call 2023-01-20 391.0 $484 -5672271590558598712\n",
+      "2022-12-21 $39717 41 buy call 2023-02-17 403.0 $480 -7120179685832846527\n",
+      "2022-12-21 $39266 42 buy call 2023-02-17 404.0 $451 7580690167237914020\n",
+      "2022-12-21 $38843 43 buy call 2023-02-17 405.0 $423 -1646203608426474475\n",
+      "2022-12-21 $38447 44 buy call 2023-02-17 406.0 $396 -2668448614756199120\n",
+      "2022-12-21 $38076 45 buy call 2023-02-17 407.0 $371 8585540239503730708\n",
+      "2022-12-21 $37729 46 buy call 2023-02-17 408.0 $347 -5714233918390485020\n",
+      "2022-12-21 $37403 47 buy call 2023-02-17 409.0 $326 1524029104836305402\n",
+      "2022-12-21 $37100 48 buy call 2023-02-17 410.0 $303 5652249843294329604\n",
+      "2022-12-21 $36817 49 buy call 2023-02-17 411.0 $283 -8623484152661334079\n",
+      "2022-12-21 $36554 50 buy call 2023-02-17 412.0 $263 -2704186683298234505\n",
+      "2022-12-21 $36309 51 buy call 2023-02-17 413.0 $245 -7450755904087725796\n",
+      "2022-12-21 $36081 52 buy call 2023-02-17 414.0 $228 2184971440088597347\n",
+      "2022-12-21 $35870 53 buy call 2023-02-17 415.0 $211 7227928745386520502\n",
+      "2022-12-21 $35688 54 buy call 2023-02-17 417.0 $182 -1241021171081088202\n",
+      "2022-12-21 $35519 55 buy call 2023-02-17 418.0 $169 5144540431844828790\n",
+      "2022-12-21 $35363 56 buy call 2023-02-17 419.0 $156 2461306919305561437\n",
+      "2022-12-21 $35218 57 buy call 2023-02-17 420.0 $145 -8727523208555619897\n",
+      "2022-12-21 $35112 58 buy call 2023-02-17 424.0 $106 5904194062446945795\n",
+      "2022-12-21 $35014 59 buy call 2023-02-17 425.0 $98 -9096819179475119088\n",
+      "2022-12-21 $34947 60 buy call 2023-02-17 430.0 $67 4345850222140767978\n",
+      "2022-12-22 $34968 59 sell put 2023-01-20 324.0 $21 8806446312294704235\n",
+      "2022-12-22 $34990 58 sell put 2023-01-20 325.0 $22 -4197895220348748325\n",
+      "2022-12-22 $35013 57 sell put 2023-01-20 327.0 $23 -731161241651976799\n",
+      "2022-12-22 $35037 56 sell put 2023-01-20 328.0 $24 301982144145546233\n",
+      "2022-12-22 $35063 55 sell put 2023-01-20 329.0 $26 -7303842012877335361\n",
+      "2022-12-22 $35090 54 sell put 2023-01-20 330.0 $27 -99502834479697988\n",
+      "2022-12-22 $35118 53 sell put 2023-01-20 331.0 $28 280513057071733210\n",
+      "2022-12-22 $35147 52 sell put 2023-01-20 332.0 $29 -1276281720331275312\n",
+      "2022-12-22 $35177 51 sell put 2023-01-20 333.0 $30 6125823560947719869\n",
+      "2022-12-22 $35209 50 sell put 2023-01-20 334.0 $32 -4702178805336709298\n",
+      "2022-12-22 $35242 49 sell put 2023-01-20 335.0 $33 -4517684735105238902\n",
+      "2022-12-23 $35047 50 buy call 2023-02-17 416.0 $195 5482529895772503557\n",
+      "2022-12-23 $34955 51 buy call 2023-02-17 426.0 $92 635019395030061518\n",
+      "2022-12-23 $34892 52 buy call 2023-02-17 431.0 $63 -1559455675541393751\n",
+      "2022-12-29 $35045 51 sell call 2023-01-20 397.0 $153 -3889788371841226957\n",
+      "2022-12-29 $35182 50 sell call 2023-01-20 398.0 $137 -1615017367421935981\n",
+      "2022-12-29 $35304 49 sell call 2023-01-20 399.0 $122 164375921627148219\n",
+      "2022-12-29 $35413 48 sell call 2023-01-20 400.0 $109 -9200917169652238939\n",
+      "2022-12-29 $35509 47 sell call 2023-01-20 401.0 $96 32617755770809946\n",
+      "2022-12-29 $35595 46 sell call 2023-01-20 402.0 $86 -4548311875454866097\n",
+      "2022-12-29 $35671 45 sell call 2023-01-20 403.0 $76 -8763205480893378119\n",
+      "2022-12-29 $35738 44 sell call 2023-01-20 404.0 $67 -7466910760772172962\n",
+      "2022-12-29 $35798 43 sell call 2023-01-20 405.0 $60 -8089885420914702865\n",
+      "2022-12-29 $35851 42 sell call 2023-01-20 406.0 $53 -5098121383962732879\n",
+      "2022-12-29 $35897 41 sell call 2023-01-20 407.0 $46 -8171096533818756303\n",
+      "2022-12-29 $35939 40 sell call 2023-01-20 408.0 $42 6882576912865465711\n",
+      "2022-12-29 $35975 39 sell call 2023-01-20 409.0 $36 -8366704982811209450\n",
+      "2022-12-29 $36007 38 sell call 2023-01-20 410.0 $32 -1114768064280886601\n",
+      "2022-12-29 $36036 37 sell call 2023-01-20 411.0 $29 7793895310081991687\n",
+      "2022-12-29 $36061 36 sell call 2023-01-20 412.0 $25 -3089978583871089575\n",
+      "2022-12-29 $36084 35 sell call 2023-01-20 413.0 $23 -6334661994844758038\n",
+      "2022-12-29 $36104 34 sell call 2023-01-20 414.0 $20 -558004392794933931\n",
+      "2022-12-29 $36122 33 sell call 2023-01-20 415.0 $18 1278068518028658686\n",
+      "2022-12-29 $35629 34 buy call 2023-02-17 397.0 $493 8015589565184229422\n",
+      "2022-12-29 $35166 35 buy call 2023-02-17 398.0 $463 -6704610809144172313\n",
+      "2022-12-29 $34735 36 buy call 2023-02-17 399.0 $431 4700931756980662308\n",
+      "2022-12-29 $34330 37 buy call 2023-02-17 400.0 $405 -6214181828032084127\n",
+      "2022-12-29 $33951 38 buy call 2023-02-17 401.0 $379 -7726006280748352961\n",
+      "2022-12-29 $33598 39 buy call 2023-02-17 402.0 $353 -4910449017769434077\n",
+      "2022-12-29 $33515 40 buy call 2023-02-17 421.0 $83 4584771108072236257\n",
+      "2022-12-29 $33439 41 buy call 2023-02-17 422.0 $76 5895149512318688877\n",
+      "2022-12-29 $33369 42 buy call 2023-02-17 423.0 $70 2943206432509822286\n",
+      "2022-12-29 $33318 43 buy call 2023-02-17 427.0 $51 6411758271201911156\n",
+      "2022-12-30 $33345 42 sell put 2023-01-20 337.0 $27 5776262678389297287\n",
+      "2022-12-30 $33374 41 sell put 2023-01-20 338.0 $29 -5748412980581148341\n",
+      "2022-12-30 $33407 40 sell put 2023-01-20 340.0 $33 -8929235276053589306\n",
+      "2022-12-30 $33442 39 sell put 2023-01-20 341.0 $35 5404488678780609467\n",
+      "2022-12-31 $33442 38 sell call 2022-12-30 392.0 $0 7182299900576292355\n",
+      "2022-12-31 $33442 37 sell call 2022-12-30 393.0 $0 -7642241582120464464\n",
+      "2022-12-31 $33442 36 sell call 2022-12-30 394.0 $0 2077435034094106037\n",
+      "2022-12-31 $33442 35 sell call 2022-12-30 395.0 $0 2768047360157721322\n",
+      "2022-12-31 $33442 34 sell call 2022-12-30 396.0 $0 1195084823952369446\n",
+      "2022-12-31 $33442 33 sell call 2022-12-30 391.0 $0 -5672271590558598712\n",
+      "2022-12-31 $33442 32 sell call 2022-12-30 403.0 $0 -7120179685832846527\n",
+      "2022-12-31 $33442 31 sell call 2022-12-30 404.0 $0 7580690167237914020\n",
+      "2022-12-31 $33442 30 sell call 2022-12-30 405.0 $0 -1646203608426474475\n",
+      "2022-12-31 $33442 29 sell call 2022-12-30 406.0 $0 -2668448614756199120\n",
+      "2022-12-31 $33442 28 sell call 2022-12-30 407.0 $0 8585540239503730708\n",
+      "2022-12-31 $33442 27 sell call 2022-12-30 408.0 $0 -5714233918390485020\n",
+      "2022-12-31 $33442 26 sell call 2022-12-30 409.0 $0 1524029104836305402\n",
+      "2022-12-31 $33442 25 sell call 2022-12-30 410.0 $0 5652249843294329604\n",
+      "2022-12-31 $33442 24 sell call 2022-12-30 411.0 $0 -8623484152661334079\n",
+      "2022-12-31 $33442 23 sell call 2022-12-30 412.0 $0 -2704186683298234505\n",
+      "2022-12-31 $33442 22 sell call 2022-12-30 413.0 $0 -7450755904087725796\n",
+      "2022-12-31 $33442 21 sell call 2022-12-30 414.0 $0 2184971440088597347\n",
+      "2022-12-31 $33442 20 sell call 2022-12-30 415.0 $0 7227928745386520502\n",
+      "2022-12-31 $33442 19 sell call 2022-12-30 417.0 $0 -1241021171081088202\n",
+      "2022-12-31 $33442 18 sell call 2022-12-30 418.0 $0 5144540431844828790\n",
+      "2022-12-31 $33442 17 sell call 2022-12-30 419.0 $0 2461306919305561437\n",
+      "2022-12-31 $33442 16 sell call 2022-12-30 420.0 $0 -8727523208555619897\n",
+      "2022-12-31 $33442 15 sell call 2022-12-30 424.0 $0 5904194062446945795\n",
+      "2022-12-31 $33442 14 sell call 2022-12-30 425.0 $0 -9096819179475119088\n",
+      "2022-12-31 $33442 13 sell call 2022-12-30 430.0 $0 4345850222140767978\n",
+      "2022-12-31 $33442 12 sell call 2022-12-30 416.0 $0 5482529895772503557\n",
+      "2022-12-31 $33442 11 sell call 2022-12-30 426.0 $0 635019395030061518\n",
+      "2022-12-31 $33442 10 sell call 2022-12-30 431.0 $0 -1559455675541393751\n",
+      "2022-12-31 $33442 9 sell call 2022-12-30 397.0 $0 8015589565184229422\n",
+      "2022-12-31 $33442 8 sell call 2022-12-30 398.0 $0 -6704610809144172313\n",
+      "2022-12-31 $33442 7 sell call 2022-12-30 399.0 $0 4700931756980662308\n",
+      "2022-12-31 $33442 6 sell call 2022-12-30 400.0 $0 -6214181828032084127\n",
+      "2022-12-31 $33442 5 sell call 2022-12-30 401.0 $0 -7726006280748352961\n",
+      "2022-12-31 $33442 4 sell call 2022-12-30 402.0 $0 -4910449017769434077\n",
+      "2022-12-31 $33442 3 sell call 2022-12-30 421.0 $0 4584771108072236257\n",
+      "2022-12-31 $33442 2 sell call 2022-12-30 422.0 $0 5895149512318688877\n",
+      "2022-12-31 $33442 1 sell call 2022-12-30 423.0 $0 2943206432509822286\n",
+      "2022-12-31 $33442 0 sell call 2022-12-30 427.0 $0 6411758271201911156\n",
+      "Start money: $10000.00) -- 2022-12-31 -- 4150 trades\n",
+      "End money: $33442.00 (234.42%)\n"
+     ]
+    }
+   ],
+   "source": [
+    "money = 10000\n",
+    "start_money = money\n",
+    "max_buy_price = max_ask * 100\n",
+    "min_buy_price = max_buy_price / 10\n",
+    "# min_buy_price = 0\n",
+    "contract_fee = 0\n",
+    "max_buy_amount = 100\n",
+    "total_contracts = 1\n",
+    "last_quote_date = pd.to_datetime(df_options.quote_unixtime.values[-1]).strftime(format=\"%Y-%m-%d\")\n",
+    "min_gain_pct = target_profit - 1\n",
+    "# min_gain_pct = 0.1\n",
+    "max_loss_pct = -1 if (1 - target_profit) < -1 else (1 - target_profit)\n",
+    "# max_loss_pct = -1\n",
+    "max_owned_option_type = 100\n",
+    "\n",
+    "# df_options_total = df_options.groupby(\"option_id\", as_index=False).size().rename(columns={\"size\": \"total\"})\n",
+    "df_options_simulate = df_options.loc[\n",
+    "    # df_options.option_id.isin(df_options_total.loc[df_options_total.total > 30].option_id)\n",
+    "    (df_options.quote_unixtime >= df_options.loc[df_options.fear_greed_index_max.notnull()].quote_unixtime.values[0])\n",
+    "    & df_options.option_id.isin(\n",
+    "        df_options[\n",
+    "            # df_options.probability_of_profit.notna()\n",
+    "            # & (df_options.probability_of_profit >= min_probability_of_profit)\n",
+    "            df_options.fear_greed_index_max.notnull()\n",
+    "            # & (\n",
+    "            #     (df_options.fear_greed_index == df_options.fear_greed_index_max)\n",
+    "            #     | (df_options.fear_greed_index == df_options.fear_greed_index_min)\n",
+    "            # )\n",
+    "            & (\n",
+    "                (\n",
+    "                    (df_options.option_type == \"call\")\n",
+    "                    & (df_options.fear_greed_index <= (df_options.fear_greed_index_min + max_diff))\n",
+    "                )\n",
+    "                | (\n",
+    "                    (df_options.option_type == \"put\")\n",
+    "                    & (df_options.fear_greed_index >= (df_options.fear_greed_index_max - max_diff))\n",
+    "                )\n",
+    "            )\n",
+    "            & (df_options.bid > 0)\n",
+    "            & (df_options.ask > 0)\n",
+    "            & (df_options.ask < max_ask)\n",
+    "            & (df_options.volume > min_volume)\n",
+    "            & (df_options.days_to_expire > min_dte)\n",
+    "            & (df_options.days_to_expire < max_dte)\n",
+    "        ].option_id\n",
+    "    )\n",
+    "]\n",
+    "\n",
+    "owned_options = []\n",
+    "trade_data = []\n",
+    "\n",
+    "num = 0\n",
+    "total = len(df_options_simulate)\n",
+    "\n",
+    "for index, row in df_options_simulate.iterrows():\n",
+    "    expire_date = pd.to_datetime(row.expire_unixtime).strftime(format=\"%Y-%m-%d\")\n",
+    "    quote_date = pd.to_datetime(row.quote_unixtime).strftime(format=\"%Y-%m-%d\")\n",
+    "    is_last_quote_date = quote_date == last_quote_date\n",
+    "    num += 1\n",
+    "\n",
+    "    if num == total or num % 100 == 0:\n",
+    "        print(f\"{num}/{total} ({num/total*100:.2f}%) -- {quote_date} -- {len(trade_data)} trades\", end=\"\\r\")\n",
+    "\n",
+    "    owned_options_not_sold = []\n",
+    "    sold_options = 0\n",
+    "\n",
+    "    for option in owned_options:\n",
+    "        is_option = option[\"option_id\"] == row.option_id\n",
+    "        days_to_expire = (\n",
+    "            option[\"days_to_expire\"]\n",
+    "            - (pd.to_datetime(row.quote_unixtime) - pd.to_datetime(option[\"quote_unixtime\"])).days\n",
+    "        )\n",
+    "        purchase_price = option[\"ask\"] * 100\n",
+    "        bid_price = 0 if not is_option or np.isnan(row.bid) else row.bid * 100\n",
+    "        pct_diff = (bid_price - purchase_price) / purchase_price\n",
+    "\n",
+    "        if (\n",
+    "            is_last_quote_date\n",
+    "            or days_to_expire < 0\n",
+    "            or (is_option and (pct_diff > min_gain_pct or pct_diff < max_loss_pct))\n",
+    "        ):\n",
+    "            sold_options += 1\n",
+    "            money += (bid_price - contract_fee) * total_contracts\n",
+    "            print(\n",
+    "                f\"{quote_date} ${money:.0f} {len(owned_options)-sold_options} sell {option['option_type']} {expire_date} {option['strike']} ${bid_price:.0f} {option['option_id']}\"\n",
+    "            )\n",
+    "            trade_data.append(\n",
+    "                {\n",
+    "                    \"id\": option[\"option_id\"],\n",
+    "                    \"date\": quote_date,\n",
+    "                    \"money\": money,\n",
+    "                    \"side\": \"sell\",\n",
+    "                    \"type\": option[\"option_type\"],\n",
+    "                    \"price\": bid_price,\n",
+    "                    \"options\": len(owned_options) - sold_options,\n",
+    "                    \"days_to_expire\": option[\"days_to_expire\"],\n",
+    "                }\n",
+    "            )\n",
+    "        else:\n",
+    "            owned_options_not_sold.append(option)\n",
+    "\n",
+    "    owned_options = owned_options_not_sold\n",
+    "\n",
+    "    if (\n",
+    "        # not np.isnan(row.probability_of_profit)\n",
+    "        # and row.probability_of_profit > min_probability_of_profit\n",
+    "        pd.notnull(row.fear_greed_index_max)\n",
+    "        # and ((row.fear_greed_index == row.fear_greed_index_max) or (row.fear_greed_index == row.fear_greed_index_min))\n",
+    "        and (\n",
+    "            ((row.option_type == \"call\") and (row.fear_greed_index <= (row.fear_greed_index_min + max_diff)))\n",
+    "            or ((row.option_type == \"put\") and (row.fear_greed_index >= (row.fear_greed_index_max - max_diff)))\n",
+    "        )\n",
+    "        and not np.isnan(row.ask)\n",
+    "        and row.volume > min_volume\n",
+    "        and row.days_to_expire > min_dte\n",
+    "        and row.days_to_expire < max_dte\n",
+    "        and len([x for x in owned_options if x[\"option_id\"] == row.option_id]) == 0\n",
+    "        and len([x for x in owned_options if x[\"option_type\"] == \"call\"]) < max_owned_option_type\n",
+    "        and len([x for x in owned_options if x[\"option_type\"] == \"put\"]) < max_owned_option_type\n",
+    "        and (len([x for x in owned_options if x[\"purchase_date\"] == quote_date]) < max_buy_amount)\n",
+    "    ):\n",
+    "        ask_price = row.ask * 100\n",
+    "\n",
+    "        if ask_price <= max_buy_price and ask_price >= min_buy_price and money >= ask_price:\n",
+    "            money -= (ask_price + contract_fee) * total_contracts\n",
+    "            option_to_buy = row.to_dict()\n",
+    "            option_to_buy[\"side\"] = \"call\"\n",
+    "            option_to_buy[\"purchase_date\"] = quote_date\n",
+    "            owned_options.append(option_to_buy)\n",
+    "            print(\n",
+    "                f\"{quote_date} ${money:.0f} {len(owned_options)} buy {row.option_type} {expire_date} {row.strike} ${ask_price:.0f} {row.option_id}\"\n",
+    "            )\n",
+    "            trade_data.append(\n",
+    "                {\n",
+    "                    \"id\": row.option_id,\n",
+    "                    \"date\": quote_date,\n",
+    "                    \"money\": money,\n",
+    "                    \"side\": \"buy\",\n",
+    "                    \"type\": row.option_type,\n",
+    "                    \"price\": ask_price,\n",
+    "                    \"options\": len(owned_options),\n",
+    "                    \"days_to_expire\": row.days_to_expire,\n",
+    "                }\n",
+    "            )\n",
+    "\n",
+    "print(f\"Start money: ${start_money:.2f}\")\n",
+    "print(f\"End money: ${money:.2f} ({(money-start_money)/start_money*100:.2f}%)\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 158,
+   "id": "9dbb0d3c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "8efca56dda1e48068ab60e2f353f5c63",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "image/png": 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",
+      "text/html": [
+       "\n",
+       "            <div style=\"display: inline-block;\">\n",
+       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
+       "                    Figure 1\n",
+       "                </div>\n",
+       "                <img 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GF2lAsybtw40tPTHY+DBw+aHUlERCq4eVuOcDQznzB/L65rEXHOdqOvOTW6+/36w+w/ll1meQzD4OXZ2zAM6NeqOp3qBpfZsZxFnRA/vhzWiYm3tybYz5OE5EwGfLCS53/eQmZeodnxREQqNBW7Z3HgwAEWLVrE/fff73guIiKCgoIC0tLSSrRNSUkhIiLC0ebvszMX//xPbQICAvDx8aFatWq4ubmdtU3xPs7Gy8uLgICAEg8REZHzmfrXxFT3dKmDh9u5Twna1a7KlY1DsdkN3v297GZmnrclmdX7TuDlbmXc9U3L7DjOxmKxcEvbWiwa05MB7WphGPBF7AGueWs587ec+6ovEZHKTsXuWXz++eeEhYXRt29fx3Pt27fHw8ODxYsXO57bsWMHiYmJREdHAxAdHc3mzZtLzJq8cOFCAgICaNasmaPN6fsoblO8D09PT9q3b1+ijd1uZ/HixY42IiIil2vjwTQ2JKbh6Wa9oAmgiu/d/XHDIfYezSr1PHmFNv47dzsAw3vWp2aQT6kfw9kF+3ky4bbWfH1/Z6JCfEnOyGP4V3E8+MU6jqSbsxayiEhFpmL3b+x2O59//jlDhgzB3d3d8XxgYCDDhg1jzJgxLFmyhLi4OIYOHUp0dDRdunQBoE+fPjRr1oxBgwaxceNGFixYwLPPPsuIESPw8jq1lMPw4cPZu3cvTz31FAkJCbz//vvMnDmT0aNHO441ZswYPv74Y6ZNm8b27dt56KGHyM7OZujQoeXbGSIi4rKKlxvq16o6of5e528MtI4M4uomYdgNymR096Plezmclkv1QG+G96xf6vt3Jd0aVGP+qB480qsB7lYLv21L4Zq3ljNt5X5sdi2yISJSTMXu3yxatIjExETuu+++M7ZNnDiRfv36MWDAAHr06EFERAQ//PCDY7ubmxtz5szBzc2N6Oho7rnnHgYPHszLL7/saFO3bl3mzp3LwoULad26NRMmTOCTTz4hJibG0eb222/nzTff5Pnnn6dNmzbEx8czf/78MyatEhERuRRHM/OZs+kIcO6Jqc6m+N7dn+MPszu19EZ3k9JyeX/pqQJ63PVN8fF0K7V9uypvDzeeiGnM3Ee70652EFn5Rbzwy1YGfLCS7Ue0IoOICGidXZelNb1ERORc3lm8i7cW7qRNZBA/jeh2Ua994It1LNyWwo2ta/DOnW1LJc9j327g5/gkOkZVZea/orFYKucMzJfKbjf4ek0ir89LIDO/CHerhQd61OOxqxvi7aEvDkTMpHNyc2lkV0REpBIptNn5atUBAIZ2i7ro14/q3RCA2ZuS2JmSedl51u0/wc/xSVgs8MINzVXoXgKr1cKgLnVY9HhPrmsRQZHd4IOle+gzcTl/7DpqdjwREdOo2BUREalEliSkkpqZT7UqXlzXovpFv755jUCubR6BYcDbiy9v3V273eCl2dsAuL1DJC1qBl7W/iq78ABvPrinPR8P7kD1QG8ST+Qw6NM1jJ4Rz/GsfLPjiYiUOxW7IiIilci8v5aqubF1DTzdL+00YNQ1p0Z35246QkLypd8f+l3cITYfTsffy53H+zS+5P1ISdc0C2fhmJ7c2zUKiwV+3HCYq99axndxh9DdayJSmajYFRERqSTyi2ws2n5qHffrWp577fZ/0iQigL4tT40Kv73o0kZ3M/MKeX1BAgCPXt3wgmaElgtXxcudF29szo8Pd6Np9QDScgp5YtZG7v5kNfuOZZsdT0SkXKjYFRERqSRW7j5OZl4RYf5etK9d9bL29Vjvhlgsp0aKtyalX/TrJ/++m2NZBdSr5ndRM0LLxWkTGcQvj3Tj6eua4O1hZeWe48RMWs7k33dRUGQ3O56ISJlSsSsiIlJJzNtyarmhmOYRWK2XNxFUo3B/+rWqAVz86O6+Y9l8tmIfAM/1a3bJl1PLhfFwszK8Z31+G9WT7g2rUVBk583fdtLv3T+IO3DC7HgiImVGny4iIiKVQKHNzm/bLv8S5tM9dnVDrBb4bVsKWw5f+Ojuf+duo9BmcGXjUHo1CSuVLPLPaof48sV9nZh0extC/DzZmZLFrVNiefanzWTkFZodT0Sk1KnYFRERqQRW7z1BWk4hwX6edIoKLpV9Ngirwk1tagIwadHOC3rNsp1HWbQ9FXerhWf7NiuVHHLhLBYLN7etyaIxPbmtQy0MA75alUjvCcuYt/mIJrASEZeiYldERKQS+NVxCXM47m6l9/E/8qoGWC2waHsqGw+mnbdtoc3OK3NOLTU0pGsUDcKqlFoOuThV/Tx5/dbWTH+gM3Wr+ZGamc9DX6/ngS/iSErLNTueiEipULErIiLi4mx2g9+2nlpy6NpLWFv3fOqFVuGWtrWAfx7d/TL2ALtTswjx8+TRqxuWag65NF3rV2PeY9159KoGeLhZWLQ9hWveWsZnf+7DZtcor4g4NxW7IiIiLm7d/hMcyyog0MeDrvVDSn3/j17dADerhSU7jrI+8eRZ2xzPymfiX8XwEzGNCfTxKPUccmm8PdwY06cxvz7anQ51qpJdYOPlOdvo//6KS5ppW0SkolCxKyIi4uLmbTk1qtu7aTgepXgJc7E6IX4MaFd87+7ZZ2Z+a+FOMvOKaFY9gNs6RJZ6Brl8DcP9mfmvaP57Swv8vd3ZeCidGyevYPyv28ktsJkdT0TkoqnYFRERcWF2u8H8v4rd60tpFuazGXlVQ9ytFpbvPHrGcjbbkjL4Zk0iAC/c0Ay3y1z2SMqO1Wrh7s51WDymJ31bVsdmN/hw+V76TFrGsp1HzY4nInJRVOyKiIi4sA0H00jOyKOKlztXNKxWZseJDPZlYIdT9+5OXPj/o7uGYfDS7K3YDejbqjqd65X+ZdRS+sICvHnv7nZ8OqQDNQK9OXgilyGfreGxbzdwLCvf7HgiIhdExa6IiDil3AIbRTa72TEqvPl/zcJ8ddMwvNzdyvRYI3qdmuToz93HWLPv1OjuvC3JrN53Ai93K+Oua1Kmx5fSd3XTcBaO6cl93epitcDP8UlcPWEZM9ce1DJFIlLhuZsdQERE5GKt3nucuz5ZDUBEgDeRwT7UqupLZFVfalX1ITL41J/hAd6V+pJZwzD4dfOpS5iva1F2lzAXq1XVl9s6RPL16kQmLtzJ50M78t+52wEY3rM+tar6lnkGKX1+Xu48f0Mzbm5bg6e/38y2Ixk89f0mfthwiFdvaUm9UC0hJSIVk4pdERFxOj9vTHIsi3I4LZfDabnAiTPaebhZqBHkc0YRfKow9iHU3wuLxXWL4S2HMziclouPhxs9G4WVyzFH9GrArHWHiN17nBFfr+dwWi7VA70Z3rN+uRxfyk6rWkH88kg3Pl+xn7cW7mTV3hNc+/YfPNKrAcN71sfTXRcMikjFomJXRESczqq9xwF4/dZW1A/14+CJXA6dzDn1Z9qpP5PScim0GRw4nsOB4zln3Y+Xu5WaVc8shot/DvbzdOpi+Ne/LmHu1SQUH8+yvYS5WI0gH+7oFMkXsQdYnJAKwLjrm5bb8aVsubtZeaBHPa5tEcGzP21h2c6jvLVwJ79sTGJ8/5Z0jAo2O6KIiIOKXRERcSopGXnsPZqNxQIxzSMI9PGgfZ0z29nsBskZeRw8kcOhk7n//+fJHA6fzOVIei75RXb2Hs1m79Hssx7L19OtRPFbYmQ42LdCrxVrGP8/C/N1LaqX67EfvrIB3649SEGRnQ51qnJDq/I9vpS9yGBfpg7tyOxNR3h59lZ2p2YxcEosd3Wuzdhrm1To3w0RqTxU7IqIiFMpHtVtXiPgvCfUblYLNYN8qBnkc9btBUV2ktPzOHgy5/9HhU/mcPDkqT9TMvLJKbCxMyWLnSlZZ92Hv7f72UeFg0/96edl3sfsjpRM9h3LxtPdSq8m5XMJc7GIQG/GXNOI6asT+c8tLZx6dFzOzWKxcGPrGvRoWI3X5iXw7dqDTF+dyMJtKbx4Q3Oubxmh//ciYioVuyIi4lSKi93oy1zCxtPdSu0QX2qHnH3SpLxCG0lpuY7i9/Ri+PDJHI5lFZCZV8S2IxlsO5Jx1n1U9fU449LoWsGn7heuVdUXb4+yu7S3eGKqno1CqWJC0T28Z33dp1tJBPl68tqAVtzStibjftzM3qPZjJi+nqubhPHyzS3O+YWTiEhZU7ErIiJOZdXeUxNRdSnj9Vq9PdyoF1rlnDPN5hQUcfivy6L/fpn0oZO5pOUUcjKnkJM56Ww6lH7WfVSr4nXaTNLFl0ef+rNGkPdlLRVUvORQeczCLALQuV4I8x7rzvtL9vD+0t0sTkgl9q1lPN6nMfd2jarUM6OLiDlU7IqIiNNITs9j37FsrBboWNfciXB8Pd1pGO5Pw3D/s27PyCs8VQyfyDljdPjQyVyy8os4lpXPsax8NiSmnfF6iwXC/b3PKIaLL5GuHuiNu9vZZ7/dnXrq0msPNwtXNw0vzbctcl5e7m6MvqYRN7Suzr9/2MKa/Sd4Zc42ftpwmPH9W9KiZqDZEUWkElGxKyIiTqP4EuYWNQMJ8K7YE+AEeHsQUN2DptUDzthmGAbpuYWnXRp95uhwXqGd5Iw8kjPyWLv/5Bn7cLNaqB7ofdol0v8/Krw4IQWAbg2qaaIgMUWDMH++fbALM9YdZPyv29l8OJ2b3lvBfd2iGH1NI3w9dQoqImVP/9KIiIjTKC52y/oS5rJmsVgI8vUkyNeTlrXOHOkyDIPj2QVnXBp98MSpmaQPncylwGbn0F//veosawwDXF/OszCLnM5qtXBnp9pc3TSMl2dvY86mI3z8xz5+3ZzMf25pQa/G5TtxmohUPip2RUTEaZTW5FQVncVioVoVL6pV8aJt7apnbLfbDY5m5Z91WaVDJ0+tMRwe4E1Mc92vK+YL8/dm8l3tGNAulWd/2sLhtFyGfr6WG1rX4Pl+zQj19zI7ooi4KIthGIbZIaT0ZWRkEBgYSHp6OgEBZ15CJyLibI6k5xI9/nfcrBbin78G/wp+GbOZimx2rBYLVk0IJBVMTkERExfu5NM/92E3IMDbnX9f35TbOkTq76u4JJ2Tm+vsM1uIiIhUMKffr6tC9/zc3awqHKRC8vV055m+zfjlkStoUTOAjLwinv5hM3d8vIrdqWdfz1pE5FKp2BUREacQu6f4fl1zZ2EWkcvXomYgPz3cjWf7NsXHw401+05w/dt/MGnRTvKLbGbHExEXoWJXREScQnmtrysi5cPdzcr93euxcEwPejUOpcBmZ9KiXVz/9h+s2Xf2SddERC6Gil0REanwDqflkngiBzerhY5RGtkVcSW1qvry2b0dmXxXW6pV8WLP0Wxu+zCWp7/fRHpOodnxRMSJqdgVEZEKb9VflzC3rBlIFS8tJCDiaiwWC/1a1WDxmJ7c2ak2AN+uPcjVby1j9sYkNJ+qiFwKFbsiIlLhucr6uiJyfoG+Hozv35JZw6NpEFaFY1n5jPxmA0OnruXgiRyz44mIk1GxKyIiFd6qfX+tr1tfxa5IZdAxKpi5j17B6N6N8HSzsnTHUfpMXM4nf+ylyGY3O56IOAkVuyIiUqEdOpnDwRO5uFstdKhT1ew4IlJOvNzdeKx3Q+aN6k7nusHkFtr4z9ztPPPjFrOjiYiTULErIiIVWvEszK1qBeKn+3VFKp36oVX49sEuvHpLSwBmxR3UJc0ickFU7IqISIX2/+vr6hJmkcrKYrFwV+fadG9YDbsBn/yx1+xIIuIEVOz+zeHDh7nnnnsICQnBx8eHli1bsm7dOsd2wzB4/vnnqV69Oj4+PvTu3Ztdu3aV2MeJEye4++67CQgIICgoiGHDhpGVlVWizaZNm+jevTve3t5ERkby+uuvn5Fl1qxZNGnSBG9vb1q2bMmvv/5aNm9aRKQC0+RUIlJseM/6AMxYd5AT2QUmpxGRik7F7mlOnjxJt27d8PDwYN68eWzbto0JEyZQter/3yP2+uuv88477zBlyhRWr16Nn58fMTEx5OXlOdrcfffdbN26lYULFzJnzhyWL1/Ogw8+6NiekZFBnz59qFOnDnFxcbzxxhu8+OKLfPTRR442K1eu5M4772TYsGFs2LCBm2++mZtvvpktW3SfiohUHgdP5HA47a/7daN0v65IZde1fggtagaQV2jni9j9ZscRkQrOYmjhMoenn36aFStW8Mcff5x1u2EY1KhRg8cff5wnnngCgPT0dMLDw5k6dSp33HEH27dvp1mzZqxdu5YOHToAMH/+fK6//noOHTpEjRo1+OCDD3jmmWdITk7G09PTceyffvqJhIQEAG6//Xays7OZM2eO4/hdunShTZs2TJky5R/fS0ZGBoGBgaSnpxMQEHBZ/SIiYpaZ6w7y1HebaF+nKt8/1NXsOCJSAczemMTIbzZQ1deDlU9fjY+nm9mRRM5J5+Tm0sjuaX755Rc6dOjAwIEDCQsLo23btnz88ceO7fv27SM5OZnevXs7ngsMDKRz587ExsYCEBsbS1BQkKPQBejduzdWq5XVq1c72vTo0cNR6ALExMSwY8cOTp486Whz+nGK2xQf5+/y8/PJyMgo8RARcXb/fwlzsMlJRKSiuK5FBJHBPpzMKWRW3EGz44hIBaZi9zR79+7lgw8+oGHDhixYsICHHnqIRx99lGnTpgGQnJwMQHh4eInXhYeHO7YlJycTFhZWYru7uzvBwcEl2pxtH6cf41xtirf/3fjx4wkMDHQ8IiMjL/r9i4hUJIZhsOqvyami61UzOY2IVBTublYe6F4PgI+17q6InIeK3dPY7XbatWvHq6++Stu2bXnwwQd54IEHLuiyYbONGzeO9PR0x+PgQX3TKSLO7eCJXJLS8/Bws9Be6+uKyGkGto+kqq8HB0/kMm/L2QcCRERU7J6mevXqNGvWrMRzTZs2JTExEYCIiAgAUlJSSrRJSUlxbIuIiCA1NbXE9qKiIk6cOFGizdn2cfoxztWmePvfeXl5ERAQUOIhIuLMii9hbhMZpHvyRKQEH083hnSNAuDD5XvQFDQicjYqdk/TrVs3duzYUeK5nTt3UqdOHQDq1q1LREQEixcvdmzPyMhg9erVREdHAxAdHU1aWhpxcXGONr///jt2u53OnTs72ixfvpzCwkJHm4ULF9K4cWPHzM/R0dEljlPcpvg4IiKuLlZLDonIeQyOjsLbw8qWwxms/OuWBxGR06nYPc3o0aNZtWoVr776Krt372b69Ol89NFHjBgxAji1oPmoUaP4z3/+wy+//MLmzZsZPHgwNWrU4OabbwZOjQRfe+21PPDAA6xZs4YVK1bwyCOPcMcdd1CjRg0A7rrrLjw9PRk2bBhbt25lxowZvP3224wZM8aR5bHHHmP+/PlMmDCBhIQEXnzxRdatW8cjjzxS7v0iIlLeDMPQ+roicl7Bfp7c3uHUHCVTlu0xOY2IVEQqdk/TsWNHfvzxR7755htatGjBK6+8wqRJk7j77rsdbZ566ilGjhzJgw8+SMeOHcnKymL+/Pl4e3s72nz99dc0adKEq6++muuvv54rrriixBq6gYGB/Pbbb+zbt4/27dvz+OOP8/zzz5dYi7dr166OYrt169Z89913/PTTT7Ro0aJ8OkNExESJJ3I4kp6Hp5uVdrV1v66InN393ethtcAfu46xNSnd7DgiUsFonV0XpTW9RMSZfbsmkad/2EynqGBmDtftGyJybiO/2cDsjUnc1KYGb9/R1uw4IiXonNxcGtkVEZEKx3EJc31dwiwi5/evHqeWIZqz6QgHT+SYnEZEKhIVuyIiUqEYhnHa5FTBJqcRkYquRc1ArmhQDZvd4NM/95kdR0QqEBW7IiJSoew/nkNKRr7u1xWRC/avnqdGd2esPcjJ7AKT04hIRaFiV0REKpTiS5jb1g7C20Pr64rIP7uiQTWaVQ8gt9DGl6sOmB1HRCoIFbsiIlKhxO7RkkMicnEsFotjdHfqyv3kFdpMTiQiFYGKXRERqTC0vq6IXKq+LatTM8iHE9kFzIo7ZHYcEakAVOyKiEiFse9YNqmZ+Xi6W2lbO8jsOCLiRNzdrDzQvS4AHy/fi82u1TVFKjsVuyIiUmEUz8LcTvfrisgluK1jJEG+HiSeyGH+lmSz44iIyVTsiohIhbFq7wkAoutVMzmJiDgjX093BkdHATBx0U6OZuabG0hETKViV0REKgTDME6bnErr64rIpRkSXYeqvh7sTs3i5vdWsP1IhtmRRMQkKnZFRKRC2HM0m2NZ+Xi5W2mj+3VF5BKFVPHiu4e6UreaH4fTcrn1g5Us2pZidiwRMYGKXRERqRCKZ2FuX6cqXu66X1dELl390Cr8+HBXutYPIbvAxgNfruPDZXswDE1aJVKZqNgVEZEKIVZLDolIKQry9WTafZ24u3NtDAPGz0vgye82kV+kNXhFKgsVuyIiYjrDMFitYldESpmHm5X/3NyCl25sjtUC38Ud4p5PVnM8SxNXiVQGKnZFRMR0u1OzOJZVgLeHldaRgWbHEREXYrFYGNI1is+HdsLfy521+09y03sr2JGcaXY0ESljKnZFRMR0ul9XRMpaz0ah/DiiK3VCfDl0MpcBH6zk9wRNXCXiylTsioiI6f5/fV1dwiwiZadBmD8/PdyNznWDycovYti0dXzyx15NXCXiolTsioiIqQzDcIzs6n5dESlrVf08+XJYZ+7sFIlhwH/mbufp7zdTUGQ3O5qIlDIVuyIiYqpdqVkczy7Ax8ONVrWCzI4jIpWAp7uVV29pyXP9mmG1wIx1B7nn09WcyC4wO5qIlCIVuyIiYqriUd0OUVXxdNfHkoiUD4vFwrAr6vLpkI5U8XJnzb4T3PzeCnalaOIqEVehswoRETFV7B5dwiwi5unVJIwfHu5KZLAPiSdy6P/+SpbuSDU7loiUAhW7IiJiGrvdYPW+U5NTqdgVEbM0Cvfn5xFX0CkqmMz8Iu6bupbPV+zTxFUiTk7FroiImGZnaiYnHPfran1dETFPsJ8nX93fmYHta2E34KXZ23jmpy0U2jRxlYizUrErIiKmWbXn/+/X9XDTR5KImMvT3crrt7bimeubYrHA9NWJjJy+QSO8Ik5KZxYiImIax/q69XUJs4hUDBaLhQd61OOTwR3wdLMyf2sy368/bHYsEbkEKnZFRMQUdrvBqn2anEpEKqarm4Yz+ppGALw0eytH0nNNTiQiF0vFroiImGJHSiZpOYX4errRsqbu1xWRiueB7nVpExlEZl4RT323SZczizgZFbsiImKK4vV1O0YF635dEamQ3N2sTLitNV7uVv7YdYxv1x40O5KIXASdXYiIiCm0vq6IOIP6oVV4MqYxAP+Zs42DJ3JMTiQiF0rFroiIlLvT19fV5FQiUtEN7VaXjlFVyS6wMfb7TdjtupxZxBmo2BURkXK3PTmD9NxC/DzdaFEjwOw4IiLn5Wa18MatrfHxcGPlnuN8tfqA2ZFE5AKo2BURkXJXvORQx7rBuOt+XRFxAlHV/Hj6uiYAjP81gQPHs01OJCL/RGcYIiJS7oonp4rW/boi4kQGdalDdL0QcgttPDlLlzOLVHQqdkVEpFzZ7Aar92pyKhFxPlarhddvbYWfpxtr9p/gsxX7zI4kIuehYldERMrV9iMZZOQVUcXLnea6X1dEnExksC/P9G0GwBsLdrDnaJbJiUTkXFTsiohIuSq+hLmT7tcVESd1Z6dIujesRn6RnSdmbcSmy5lFKiSdZYiISLla5biEOdjkJCIil8ZisfC/Aa3w93JnQ2IaH/+x1+xIInIWKnZP8+KLL2KxWEo8mjRp4tiel5fHiBEjCAkJoUqVKgwYMICUlJQS+0hMTKRv3774+voSFhbGk08+SVFRUYk2S5cupV27dnh5edGgQQOmTp16Rpb33nuPqKgovL296dy5M2vWrCmT9ywiUp5sp6+vW6+ayWlERC5djSAfnrvh1OXMb/22k50pmSYnEpG/U7H7N82bN+fIkSOOx59//unYNnr0aGbPns2sWbNYtmwZSUlJ9O/f37HdZrPRt29fCgoKWLlyJdOmTWPq1Kk8//zzjjb79u2jb9++9OrVi/j4eEaNGsX999/PggULHG1mzJjBmDFjeOGFF1i/fj2tW7cmJiaG1NTU8ukEEZEysmrvcTLzivD3cqeZ7tcVESc3sH0trmoSRoHNzuMzN1Jos5sdSUROYzEMQzcZ/OXFF1/kp59+Ij4+/oxt6enphIaGMn36dG699VYAEhISaNq0KbGxsXTp0oV58+bRr18/kpKSCA8PB2DKlCmMHTuWo0eP4unpydixY5k7dy5btmxx7PuOO+4gLS2N+fPnA9C5c2c6duzI5MmTAbDb7URGRjJy5EiefvrpC3ovGRkZBAYGkp6eTkCATihFxHzJ6XncOPlPUjPzGdi+Fm8MbG12JBGRy5aSkUefictJzy3k8WsaMfLqhmZHkgpE5+Tm0sju3+zatYsaNWpQr1497r77bhITEwGIi4ujsLCQ3r17O9o2adKE2rVrExsbC0BsbCwtW7Z0FLoAMTExZGRksHXrVkeb0/dR3KZ4HwUFBcTFxZVoY7Va6d27t6ONiIizySu08a8v15GamU+j8Cq8cGNzsyOJiJSK8ABvXvrr37R3ft/FtqQMkxOJSDEVu6fp3LkzU6dOZf78+XzwwQfs27eP7t27k5mZSXJyMp6engQFBZV4TXh4OMnJyQAkJyeXKHSLtxdvO1+bjIwMcnNzOXbsGDab7axtivdxNvn5+WRkZJR4iIhUBIZh8PT3m9h4KJ0gXw8+GdyRKl7uZscSESk1N7WpQZ9m4RTaDB6ftZGCIl3OLFIRqNg9zXXXXcfAgQNp1aoVMTEx/Prrr6SlpTFz5kyzo/2j8ePHExgY6HhERkaaHUlEBIAPl+/lp/gk3KwW3r+7HbVDfM2OJCJSqiwWC/+9pSVVfT3YfiSDyb/vMjuSiKBi97yCgoJo1KgRu3fvJiIigoKCAtLS0kq0SUlJISIiAoCIiIgzZmcu/vmf2gQEBODj40O1atVwc3M7a5vifZzNuHHjSE9PdzwOHjx4Se9ZRKQ0/Z6Qwv/mJwDw4g3N6FpfMzCLiGsK9ffiPze3BOC9pXvYfCjd5EQiomL3PLKystizZw/Vq1enffv2eHh4sHjxYsf2HTt2kJiYSHR0NADR0dFs3ry5xKzJCxcuJCAggGbNmjnanL6P4jbF+/D09KR9+/Yl2tjtdhYvXuxoczZeXl4EBASUeIiImGl3aiaPfROPYcBdnWtzT5c6ZkcSESlTfVtVp2+r6tjsBo/Piie/yGZ2JJFKTcXuaZ544gmWLVvG/v37WblyJbfccgtubm7ceeedBAYGMmzYMMaMGcOSJUuIi4tj6NChREdH06VLFwD69OlDs2bNGDRoEBs3bmTBggU8++yzjBgxAi8vLwCGDx/O3r17eeqpp0hISOD9999n5syZjB492pFjzJgxfPzxx0ybNo3t27fz0EMPkZ2dzdChQ03pFxGRi5WeU8j909aRmV9Ep7rBvHhDcywWi9mxRETK3Cs3taBaFU92pmQxaZEuZxYxk0sUu1FRUbz88suOmZMv1aFDh7jzzjtp3Lgxt912GyEhIaxatYrQ0FAAJk6cSL9+/RgwYAA9evQgIiKCH374wfF6Nzc35syZg5ubG9HR0dxzzz0MHjyYl19+2dGmbt26zJ07l4ULF9K6dWsmTJjAJ598QkxMjKPN7bffzptvvsnzzz9PmzZtiI+PZ/78+WdMWiUiUhEV2ew88s169h/PoWaQDx/c3Q5Pd5f4uBER+UfBfp7895ZTlzN/uGwP6xNPmpxIpPJyiXV2J02axNSpU9myZQu9evVi2LBh3HLLLY7R1MpIa3qJiFlenr2Nz1bsw8fDje8f6kqzGvo3SEQqn9Ez4vlxw2Hqhfrx66Pd8fZwMzuSmEDn5OZyia/aR40aRXx8PGvWrKFp06aMHDmS6tWr88gjj7B+/Xqz44mIVBoz1x7ksxX7AHjrttYqdEWk0nrxhuaE+Xux92g2by7YYXYckUrJJYrdYu3ateOdd94hKSmJF154gU8++YSOHTvSpk0bPvvsM1xgEFtEpMJat/8Ez/y0GYBRvRtyXcvqJicSETFPoK8Hrw04dTnzpyv2sXb/CZMTiVQ+LlXsFhYWMnPmTG688UYef/xxOnTowCeffMKAAQP497//zd133212RBERl3Q4LZfhX8VRaDO4rkUEj17V0OxIIiKmu6pJOAPb18Iw4IlZG8kpKDI7kkil4m52gNKwfv16Pv/8c7755husViuDBw9m4sSJNGnSxNHmlltuoWPHjiamFBFxTbkFNh78Yh3HsgpoWj2ACbe1xmrVzMsiIgDP3dCMP3cf48DxHP43L4GXbmphdiSRSsMlRnY7duzIrl27+OCDDzh8+DBvvvlmiUIXTs2CfMcdd5iUUETENRmGwRPfbWRrUgYhfp58PLg9vp4u8T2qiEipCPD24H8DWgEwLfYAK/ccMzmRSOXhErMxHzhwgDp16pgdo0LRzG8iUh4m/76LN3/bibvVwvQHutCpbrDZkUREKqR//7iZ6asTqVXVh/mjelDFS18MVgY6JzeXS4zs1qlTh7S0ND755BPGjRvHiROnJgBYv349hw8fNjmdiIhr+m1rMm/+thOAV25uoUJXROQ8/n19U2pV9eHQyVxe/XW72XFEKgWXKHY3bdpEw4YN+d///sebb75JWloaAD/88APjxo0zN5yIiAvakZzJ6BnxAAyOrsOdnWqbG0hEpIKr4uXO67eeupx5+upElu88anIiEdfnEsXu6NGjGTp0KLt27cLb29vx/PXXX8/y5ctNTCYi4npOZhdw/xdryS6wEV0vhOf6NTM7koiIU+havxr3do0CYOz3m8jIKzQ3kIiLc4lid926dfzrX/864/maNWuSnJxsQiIREddUaLPz8NfrOXgil8hgH96/ux0ebi7xUSIiUi6eurYxUSG+HEnP45XZ28yOI+LSXOIMxcvLi4yMjDOe37lzJ6GhoSYkEhFxTa/M2Ubs3uP4ebrxyeCOVPXzNDuSiIhT8fV0542BrbFYYFbcIX5PSDE7kojLcoli98Ybb+Tll1+msPDUpSAWi4XExETGjh3LgAEDTE4nIuIavl59gC9iD2CxwKQ72tI4wt/sSCIiTqljVDDDutUF4OnvN5OWU2ByIhHX5BLF7oQJE8jKyiIsLIzc3Fx69uxJgwYN8Pf357///a/Z8UREnN7qvcd54eetADzRpzHXNAs3OZGIiHN7IqYx9UL9SM3M58VftpodR8QlucQ6u8X+/PNPNm3aRFZWFu3ataN3795mRzKN1vQSkdJy8EQON723ghPZBfRrVZ1372yLxWIxO5aIiNPbkHiSAR+sxG7AlHvac22LCLMjSSnTObm5XKrYlf+nXywRKQ3Z+UUM+GAlCcmZtKgZwKx/dcXH083sWCIiLuN/8xP4YOkeqlXx5LfRPQnWXAguRefk5nI3O0BpWbx4MYsXLyY1NRW73V5i22effWZSKhER52W3Gzw+cyMJyZlUq+LFR4M6qNAVESllo3o3ZPH2FHamZPHcz1t47652ZkcScRkucc/uSy+9RJ8+fVi8eDHHjh3j5MmTJR4iInLx3vl9F/O3JuPpZuXDQe2oEeRjdiQREZfj5e7GhIFtcLNamLvpCHM2JZkdScRluMTI7pQpU5g6dSqDBg0yO4qIiEuYt/kIkxbtAuA/N7egfZ1gkxOJiLiulrUCGXFlfd75fTfP/bSFznVDCPX3MjuWiNNziZHdgoICunbtanYMERGXsC0pgzEzNwJwX7e63NYx0uREIiKu75GrGtKsegAncwp55sfNaFodkcvnEsXu/fffz/Tp082OISLi9I5l5fPAF+vILbTRvWE1/n19E7MjiYhUCp7uVt4c2BoPNwu/bUvh53hdzixyuVziMua8vDw++ugjFi1aRKtWrfDw8Cix/a233jIpmYiI8ygosvPwV+s5nJZLVIgvk+9sh7ubS3wnKiLiFJrVCODRqxoyYeFOnv95C9H1QwgP8DY7lojTcolid9OmTbRp0waALVu2lNimtSBFRP6ZYRi88MsW1uw/gb+XO58M6UCgr8c/v1BERErVQ1fW57dtKWw+nM7T32/is3s76nxW5BK5RLG7ZMkSsyOIiDi1L1cd4Js1B7FY4J0729IgzN/sSCIilZK7m5UJt7Wm3zt/smTHUWbFHeK2Dpo7QeRSuNz1aYcOHeLQoUNmxxBxasnpeeQUFJkdQ8rJyt3HeGn2NgCevrYJvZqEmZxIRKRyaxTuz5g+jQB4ZfY2ktJyTU4k4pxcoti12+28/PLLBAYGUqdOHerUqUNQUBCvvPIKdrvd7HgiTmXV3uN0f/137vhoFTa7ZoJ0dfuOZfPw9PXY7Aa3tK3Jgz3qmR1JRESAB7rXo23tIDLzixj7/SbNzixyCVyi2H3mmWeYPHkyr732Ghs2bGDDhg28+uqrvPvuuzz33HNmxxNxGuk5hYyZEU+hzWDToXS+j9NVEq4sJSOPQZ+uJi2nkNa1Ahnfv6XuCxMRqSDcrBbeHNgaL3crf+w6xvQ1iWZHEnE6FsMFviaqUaMGU6ZM4cYbbyzx/M8//8zDDz/M4cOHTUpmnoyMDAIDA0lPTycgIMDsOOIEDMNg5DcbmLPpCJ7uVgqK7IT5e7H0ySvx9XSJ2/vlNOm5hdz+YSwJyZnUCfHlu+FdCfX3MjuWiIj8zSd/7OU/c7fj6+nGglE9iAz2NTuSXASdk5vLJUZ2T5w4QZMmZ64F2aRJE06cOGFCIhHn8+OGw8zZdAQ3q4WvhnWmdrAvqZn5fLx8n9nRpJTlFti4f9paEpIzCfX34sv7OqvQFRGpoO7rVpdOUcHkFNh48ruN2HWLkcgFc4lit3Xr1kyePPmM5ydPnkzr1q1NSCTiXA6eyOH5n7cCMOrqhnSqG8zYa099gfTh8j2kZuSZGU9KUaHNziPT17N2/0n8vd354r5O1A7RKIGISEVltVp4Y2ArfDzcWLX3BF+uOmB2JBGn4RLXJr7++uv07duXRYsWER0dDUBsbCyJiYnMmzfP5HQiFVuRzc6oGfFk5RfRoU5VHu7VAIDrW0bQtnYQGxLTeGvhTl4b0MrkpHK5DMPg6e83szghFS93K58O6UjT6rqkSkSkoqsT4se465vw/M9beW1eAj0bhRJVzc/sWCIVnkuM7Pbs2ZMdO3bQv39/0tLSSEtLo3///uzcuZPu3bubHU+kQntvyR7iDpzE38udibe3wc16aoIii8XCs32bAjBz3UESkjPMjCmlYPy8BL5ffwg3q4X37mpHp7rBZkcSEZELdE/nOnStH0JuoY0nZm3UigkiF8Alil2AkJAQbrzxRoYOHcqQIUPo1KkT69at45dffjE7mkiFtT7xJO/8vguAl29ufsakF+3rBHN9ywjsBoz/NcGMiFJKPly2h4+W7wXgtf4t6d0s3OREIiJyMaxWC/8b0Ao/TzfWHTjJ5ys0p4bIP3GJy5jnz5/P4MGDOX78+BlrkFksFmw2m0nJRCqurPwiRn0bj81ucGPrGtzcpuZZ2429tgkLt6WwbOdRlu88So9GoeWcVC7XzHUHGT/v1JcV/76+CQM7RJqcSERELkVksC/P9mvGuB828/qCHVzZOIwGYVXMjiVSYbnEyO7IkSMZOHAgSUlJ2O32Eg8VuiJn99IvW0k8kUPNIB9eubnFOddXrRPix+DoKABe/XW7LptyMgu3pfD095sA+FePejzYo77JiURE5HLc0TGSHo1CKSiy8/isjRTZ7GZHEqmwXKLYTUlJYcyYMYSH67I8kQvx6+YjzIo7hMUCb93WmkAfj/O2H3lVAwK83UlIzuT7uEPllFIu1+q9x3lk+nrsBgxsX4unrztziTYREXEuFouF/w1oib+3OxsPpvHRH3vNjiRSYblEsXvrrbeydOlSs2OIOIUj6bmM+2EzAA/1rE/neiH/+JogX08evbohAG/+toOcgqIyzSiXb1tSBvdPW0d+kZ3eTcMZ37/lOUfvRUTEuVQP9OH5fs0AmLRwFzuSM01OJFIxWYy/3+TqhHJychg4cCChoaG0bNkSD4+So1SPPvqoScnMk5GRQWBgIOnp6QQEaGkROcVuN7jn09Ws3HOcVrUC+W54VzzdL+w7r/wiG9e8tZzEEzmM7t2Ix3o3LOO0cqkSj+fQ/4OVHMvKp1NUMF8M64S3h5vZsUREpBQZhsH909axOCGVFjUD+PHhbni4ucQ4lkvRObm5XOI34ptvvuG3337j+++/591332XixImOx6RJky55v6+99hoWi4VRo0Y5nsvLy2PEiBGEhIRQpUoVBgwYQEpKSonXJSYm0rdvX3x9fQkLC+PJJ5+kqKjkSNjSpUtp164dXl5eNGjQgKlTp55x/Pfee4+oqCi8vb3p3Lkza9asueT3IgLwyZ97WbnnOD4ebky6vc0FF7oAXu5ujL321GWwHy7fQ2pGXlnFlMuQmpnHoM9WcywrnyYR/nw8pIMKXRERF2SxWBjfvyWBPh5sOZzBB0v3mB1JpMJxiWL3mWee4aWXXiI9PZ39+/ezb98+x2Pv3ku7j2Ht2rV8+OGHtGrVqsTzo0ePZvbs2cyaNYtly5aRlJRE//79HdttNht9+/aloKCAlStXMm3aNKZOncrzzz/vaLNv3z769u1Lr169iI+PZ9SoUdx///0sWLDA0WbGjBmMGTOGF154gfXr19O6dWtiYmJITU29pPcjsuVwOm8s2AHA8zc0o17oxc/eeH3LCNrWDiKnwMbERTtLO6Jcpoy8QoZ8tpYDx3OIDPbhi/s6/eP92CIi4rzCArx5+abmALyzeBdbk9JNTiRSsbjEZczBwcGsXbuW+vVLZ5bRrKws2rVrx/vvv89//vMf2rRpw6RJk0hPTyc0NJTp06dz6623ApCQkEDTpk2JjY2lS5cuzJs3j379+pGUlOSYMGvKlCmMHTuWo0eP4unpydixY5k7dy5btmxxHPOOO+4gLS2N+fPnA9C5c2c6duzI5MmTAbDb7URGRjJy5Eiefvrpf3wPumRCTpdbYOOGyX+yOzWLa5qF89Gg9pd8/2bcgRMM+CAWqwXmPdaDxhH+pZxWLkVeoY3Bn61hzb4TVKvixXfDo4mq5md2LBERKWOGYTD8qzgWbE2hSYQ/vzxyxUVduSVlS+fk5nKJ34QhQ4YwY8aMUtvfiBEj6Nu3L7179y7xfFxcHIWFhSWeb9KkCbVr1yY2NhaA2NhYWrZsWWJm6JiYGDIyMti6daujzd/3HRMT49hHQUEBcXFxJdpYrVZ69+7taCNyMV79dTu7U7MI9ffifwNaXdZERe3rBHN9ywjsxqn9ivmKbHYe/WYDa/adwN/LnalDO6rQFRGpJCwWC/+9pSXBfp4kJGfy7u+7zI4kUmG4mx2gNNhsNl5//XUWLFhAq1atzpig6q233rrgfX377besX7+etWvXnrEtOTkZT09PgoKCSjwfHh5OcnKyo83fl0Aq/vmf2mRkZJCbm8vJkyex2WxnbZOQkHDW3Pn5+eTn5zt+zsjIuIB3K5XB4u0pfLnqAAATBrYm2M/zsvc59tomLNyWwrKdR1m+8yg9GoVe9j7l0hiGwTM/buG3bSl4ulv5eEgHWtQMNDuWiIiUo2pVvHjlphaMmL6e95fuoXfTcFpHBpkdS8R0LjGyu3nzZtq2bYvVamXLli1s2LDB8YiPj7/g/Rw8eJDHHnuMr7/+Gm9v77ILXAbGjx9PYGCg4xEZGWl2JKkAjmbm89R3mwC4r1vdUitK64T4MTg6Cjg1umuzO/3dEE7r9QU7mLHuIFYLvHtnW7pcwFJSIiLievq2qk6/VtWx2Q2emLWRvEKb2ZFETOcSI7tLliwplf3ExcWRmppKu3btHM/ZbDaWL1/O5MmTWbBgAQUFBaSlpZUY3U1JSSEiIgKAiIiIM2ZNLp6t+fQ2f5/BOSUlhYCAAHx8fHBzc8PNze2sbYr38Xfjxo1jzJgxjp8zMjJU8FZyhmHw1HcbOZ5dQJMIf566tnGp7n/kVQ2Yte4gCcmZfL/+ELd10N+38vbJH3sds2+O79+SmOZn//dBREQqh1duasGqvSfYlZrFxEU7GXddU7MjiZjKJUZ2S8vVV1/N5s2biY+Pdzw6dOjA3Xff7fhvDw8PFi9e7HjNjh07SExMJDo6GoDo6Gg2b95cYtbkhQsXEhAQQLNmzRxtTt9HcZvifXh6etK+ffsSbex2O4sXL3a0+TsvLy8CAgJKPKRy+3LVAZbsOIqnu5VJd7Qp9eVngnw9efTqU2vtvrlgBzkFRf/wCilN38cd4j9zT90z/dS1jbm9Y22TE4mIiNmq+nny6i0tAPh4+V7iDpw0OZGIuVTsnsbf358WLVqUePj5+RESEkKLFi0IDAxk2LBhjBkzhiVLlhAXF8fQoUOJjo6mS5cuAPTp04dmzZoxaNAgNm7cyIIFC3j22WcZMWIEXl5eAAwfPpy9e/fy1FNPkZCQwPvvv8/MmTMZPXq0I8uYMWP4+OOPmTZtGtu3b+ehhx4iOzuboUOHmtI34lx2pWTy378KoaevbUKTiLL58mNQdB0ig31Izczn4+X7yuQYcqbfE1J46vtTl6fff0VdHupZOjPRi4iI8+vTPIL+bWtiN2DE1+v5MnY/2fn6QloqJxW7F2nixIn069ePAQMG0KNHDyIiIvjhhx8c293c3JgzZw5ubm5ER0dzzz33MHjwYF5++WVHm7p16zJ37lwWLlxI69atmTBhAp988gkxMTGONrfffjtvvvkmzz//PG3atCE+Pp758+efMWmVyN/lF9l49Nt48ovs9GgUyr1do8rsWF7uboy9tgkAHy7fQ2pGXpkdS05Zt/8ED3+9HpvdoH/bmvz7+qaXNbu2iIi4nhduaE5ksA/JGXk89/NWuoxfzH/mbCPxeI7Z0UTKlUussytn0ppelderv27no+V7CfbzZP5j3QkLKNvJ1gzDoP8HK9mQmMadnSIZ379VmR6vMktIzuC2KbFk5BVxVZMwPhzUHg83fWcpIiJnysov4rt1B5kWe4B9x7IBsFigd9NwhnaNIrp+iL4sLQc6JzeXil0XpV+symnF7mPc/clqAD4a1J4+5TRhUdyBEwz4IBarBeY91oPGEf7lctzK5OCJHAZ8sJLUzHza16nKV8M64+NZuvdhi4iI67HbDZbtPMrnK/ezfOdRx/ONw/25t1sUN7epqc+TMqRzcnNpSEDERZzMLuDxmRsBuLNT7XIrdAHa1wnm+pYR2I1TI8tSuo5l5TPo09WkZubTONyfz4Z01ImJiIhcEKvVQq8mYXxxXycWjenBoC518PV0Y0dKJuN+2Ez0a4t5bV4Ch9NyzY4qUuo0suui9C1S5WIYBg9/vZ55W5KpV82POY9ega9n+a4stv9YNtdMXEahzeCL+zqV2pq+lV1mXiF3fryKLYczqBnkww8PdyW8jC9NFxER15aeW8isdQeZFrufgydOFblWC8Q0j2Bot7p0jKqqS5xLic7JzaWRXREXMCvuEPO2JONutfD2HW3LvdAFiKrmx6AuUcCp0V2bXd+jXa68QhsPfhHHlsMZhPh58uWwTip0RUTksgX6eHB/93osfaIXHw1qT9f6IdgNmLclmds+jKXvO38yc91B8gptZkcVuSwa2XVR+hap8th/LJvr3/mDnAIbT13bmIevbGBalrScAnq8voSMvCJev7UVt3WINC2Ls7PZDUZ8vZ75W5Op4uXONw90oWWtQLNjiYiIi9qRnMnUlfv4ccNh8grtAAT7eXJXp9rc06UOEYH6svVS6JzcXCp2XZR+sSqHQpudgVNiiT+YRqe6wXzzQBfcrOZedvTJH3v5z9zthAd4seSJK00ZZXZ2hmHw7x+38M2aRDzdrEwd2pGuDaqZHUtERCqBk9kFzFh3kC9W7icp/dSSgu5WC9e1rM69XaNoVztIlzhfBJ2Tm0uXMYs4sXcX7yL+YBr+3u5MvL2N6YUuwKDoOkQG+5CSkc/Hy/eZHccpTfhtJ9+sScRigbfvaKNCV0REyk1VP0+G96zP8qd68cHd7egUFUyR3WD2xiQGfLCSm99bwY8bDpFfpEucpeLTyK6L0rdIrm/d/hPc9mEsdgPeubMtN7auYXYkhzmbknhk+gZ8Pd1Y+sSVZb7Wryv57M99vDxnGwCv3tKSuzrXNjmRiIhUdlsOpzNt5X5+3phEQdGpS5yrVfHini61uatzbcL89Tl/LjonN5dGdkWcUEZeIaNmxGM3oH/bmhWq0AXo27I6bSKDyCmwMXHRTrPjOI2fNhx2FLpP9GmkQldERCqEFjUDeWNga2Kfvoon+jQiPMCLY1n5TFq0i26v/c7oGfFsOpRmdkyRM2hk10XpWyTXNnpGPD9uOEytqj7Me6w7/t4eZkc6w7r9J7h1SixWC8x7rAeNI/zNjlShLdmRygPT1lFkN7i3axQv3NBM90SJiEiFVGizM29LMlNX7GN9Yprj+Xa1g7i3W12uaxGBh5vG1EDn5GbT30IRJ/Nz/GF+3HAYqwUm3d6mQha6AB2igrmuRQR2A8bP2252nAot7sBJHvoqjiK7wU1tavB8PxW6IiJScXm4WbmxdQ1+eLgbP4/oxi1ta+LhZmF9YhqPfrOBK/73O5N/38XxrHyzo0olp5FdF6VvkVzToZM5XPf2H2TmFfHo1Q0Zc00jsyOd1/5j2VwzcRmFNoMvh3Wie8NQsyNVODtTMhk4JZb03EJ6Ngrl48Ed8HTX95AiIuJcUjPz+HpVIl+vTuTYX0Wup7uVm1rX4N5uUTSvUTmXz9M5ublU7Loo/WK5Hpvd4M6PV7Fm3wnaRAbx3fBo3J3gEqGXZ2/jsxX7aBLhz9xHu1eIGaMrikMnc7j1g1iSM/JoWzuIr+/vrKWaRETEqeUX2fh18xE+X7GfTYfSHc93qhvM0K5RXNMs3CnOX0qLzsnNVXn+pok4uSnL9rBm3wn8PN14+442TvNBMfKqBgR4u5OQnMn36w+ZHafCOJ6Vz+BP15CckUfDsCp8fm9HFboiIuL0vNzduKVtLX4e0Y3vH+rKDa1r4G61sGbfCR76ej0931jKlGV7SMspMDuqVAIa2XVR+hbJtWw6lEb/91dSZDd4/dZW3NYh0uxIF+Xj5Xv576/bCQ/wYskTV1b6oi4rv4i7Pl7FpkPp1Aj05vuHu1I90MfsWCIiImUiOT2Pr1YdYPqaRE5knypyvT2s3NK2Jvd2revSk1jqnNxczjE0JFKJ5RQUMerbeIrsBte3jGBg+1pmR7pog7vWITLYh5SMfD75Y5/ZcUyVX2Rj+JdxbDqUTlVfD74Y1lmFroiIuLSIQG+eiGnMyqev4vVbW9G0egB5hXa+WXOQmEnLuevjVSzcloLNrjE4KV0a2XVR+hbJdYz7YTPfrEkkIsCb+aO6E+TraXakSzJnUxKPTN+Ar6cbS5+4krCAyrcAvc1u8Og3G5i7+Qi+nm5880AXWkcGmR1LRESkXBmGwdr9J/l8xT4WbE2muMaNDPZhSHQUAztEEuhTMVebuFg6JzeXRnZFKrAFW5P5Zk0iFgu8dVtrpy10Afq2rE6byCByCmxMXLTT7DjlzjAMXvhlC3M3H8HDzcJHgzqo0BURkUrJYrHQqW4wH9zTnuVP9eJfPesR6OPBwRO5/GfudqLHL+a5n7awOzXL7Kji5DSy66L0LZLzS83II2bSck7mFPJgj3r8+/qmZke6bOv2n+DWKbFYLTDvsR4ufY/O301cuJO3F+/CYoF372xLv1Y1zI4kIiJSYeQW2Pgp/jCfr9jHzpT/L3J7NAplaNcoejYKxeqEKzronNxcGtkVqYDsdoPHZ23kZE4hzaoH8Hifir2e7oXqEBXMdS0isBswft52s+OUmy9i9/P24l0AvHxTCxW6IiIif+Pj6cadnWqzYFQPpt/fmWuahWOxwPKdRxk6dS1Xv7WMqSv2kZVfZHZUcSIa2XVR+hbJuX325z5enrMNL3crcx+9ggZhrjMCuv9YNtdMXEahzeDLYZ3o3jDU7Ehl6peNSTz27QYMA0b1bsio3q7xxYWIiEhZSzyewxex+5mx7iCZeaeK3Cpe7gzsUIsh0VFEVfMzOeE/0zm5uVTsuij9YjmvhOQMbpy8goIiO6/c1JxB0VFmRyp1L8/exmcr9tEkwp+5j3bHzQkvS7oQy3ceZdi0tRTaDAZH1+GlG5tjsbjmexURESkr2flF/LD+EJ+v3M/eo9kAWCzQq3EYQ7tFcUWDahX281Xn5OZSseui9IvlnPIKbdw0eQU7UjK5qkkYnw7pUGH/8b4cJ7ML6PnGEjLyipxy3eALEX8wjbs+XkVOgY1+rarzzh1tnfJeIxERkYrCbjf4Y/cxpq7Yx5IdRx3PNwirwpCuUQxoVxNfT3cTE55J5+TmUrHrovSL5Zxemr2Vz1fsp1oVT+Y91oNQfy+zI5WZj5fv5b+/bic8wIslT1xZ4T6cLsfu1EwGTonlZE4h3RtW49MhHfF01xQJIiIipWXv0Sy+iD3ArHUHyS6wARDg7c7tHSMZHB1FZLCvyQlP0Tm5uVTsuij9YjmfZTuPMuSzNQB8fm9HejUJMzlR2covsnH1hGUcOpnLmGsa8ejVDc2OVCqS0nK59YOVJKXn0ToyiOn3d8bPy3UKeRERkYokM6+Q7+IOMW3lfvYfzwHAaoHeTcO5t1sU0fVCTL1KTufk5tJQg0gFcDwrnydmbQRgcHQdly90Abzc3Rh7bRMApizbQ2pmnsmJLt/J7AIGf7aGpPQ86of68fm9HVXoioiIlCF/bw+GdqvL749fyWf3dqB7w2rYDfhtWwpDP19Lem6h2RHFRDoLEzGZYRg8/cNmjmbm0yCsikusp3uh+rWqzqd/7iP+YBoTF+5kfP9WZke6ZNn5RQydupbdqVlUD/Tmi2GdCfbzNDuWiIhIpWC1WriqSThXNQlnV0om02L34+FmJchXn8WVmUZ2RUz2zZqDLNyWgoebhbfvaIO3h5vZkcqNxWLh2b6nivsZaw+yIznT5ESXpqDIzkNfryf+YBpBvh58cV8nagb5mB1LRESkUmoY7s9/bm7JCzc0NzuKmEzFroiJ9hzN4pU52wB4MqYxzWsEmpyo/HWICua6FhHYDRg/b7vZcS7JGwsSWL7zKD4ebnx2b0cahrvOusgiIiIizkrFrohJCorsjPo2ntxCG13rh3D/FfXMjmSasdc2wd1qYemOo/yx6+g/v6ACSUrLZdrKAwBMuqMN7WpXNTmRiIiIiICKXRHTTFq0k82H0wn08WDCba0r9RqsUdX8GBRdB4D/zt2Oze48k8S/+/tuCmx2OtcNpk+zcLPjiIiIiMhfVOyKmGDV3uN8sGwPAK/1b0n1QN3f+ehVDQnwdichOZPv1x8yO84FOXA8m1nrDgLwRExjU5c2EBEREZGSVOyKlLP03ELGzIjHMGBg+1pc17K62ZEqhKp+noy86tRauxN+20FOQZHJif7Z24t3UWQ36NkolI5RwWbHEREREZHTqNgVKUeGYfDsT1tISs+jTogvL9yoWQJPN7hrHWpV9SElI59P/thndpzz2p2ayU8bDgPweJ9GJqcRERERkb9TsStSjn6KP8zsjUm4WS1Mur0NVby01PXpvNzdGHttEwCmLNtDamaeyYnObeKiXdgN6NMsnFa1gsyOIyIiIiJ/o2JXpJwcPJHDcz9tBeCxqxvSVrP2nlW/VtVpExlEToGNiQt3mR3nrLYmpTN30xEsFhijUV0RERGRCknFrkg5KLLZGT0jnqz8ItrXqcrDV9Y3O1KFZbFYeLZvUwBmrE1kR3KmyYnONHHhTgBuaFWDJhEBJqcRERERkbNRsStSDt5fuod1B05SxcudSbe3wd1Nv3rn0yEqmOtaRGA3YPy87WbHKWFD4kkWbU/FaoFRvRuaHUdEREREzkFn3Kf54IMPaNWqFQEBAQQEBBAdHc28efMc2/Py8hgxYgQhISFUqVKFAQMGkJKSUmIfiYmJ9O3bF19fX8LCwnjyyScpKio5q+zSpUtp164dXl5eNGjQgKlTp56R5b333iMqKgpvb286d+7MmjVryuQ9S9nbkHiStxefuhz35ZuaExnsa3Ii5zD22ia4Wy0s3XGUP3YdNTuOw1t/jeoOaFeLeqFVTE4jIiIiIueiYvc0tWrV4rXXXiMuLo5169Zx1VVXcdNNN7F166n7LEePHs3s2bOZNWsWy5YtIykpif79+zteb7PZ6Nu3LwUFBaxcuZJp06YxdepUnn/+eUebffv20bdvX3r16kV8fDyjRo3i/vvvZ8GCBY42M2bMYMyYMbzwwgusX7+e1q1bExMTQ2pqavl1hpSKrPwiRs2Ix2Y3uKF1DW5pW9PsSE4jqpofg6LrAPDfudux2Q2TE51aH/mPXcfwcLPw6NUa1RURERGpyCyGYZh/BlmBBQcH88Ybb3DrrbcSGhrK9OnTufXWWwFISEigadOmxMbG0qVLF+bNm0e/fv1ISkoiPDwcgClTpjB27FiOHj2Kp6cnY8eOZe7cuWzZssVxjDvuuIO0tDTmz58PQOfOnenYsSOTJ08GwG63ExkZyciRI3n66acvKHdGRgaBgYGkp6cTEKB7Cs3y1HcbmbnuEDUCvZk3qgeBPh5mR3IqJ7ML6PHGEjLzinjj1lYM7BBpWhbDMLjtw1jW7j/JoC51eOXmFqZlEREREeegc3JzaWT3HGw2G99++y3Z2dlER0cTFxdHYWEhvXv3drRp0qQJtWvXJjY2FoDY2FhatmzpKHQBYmJiyMjIcIwOx8bGlthHcZvifRQUFBAXF1eijdVqpXfv3o42Z5Ofn09GRkaJh5hr3uYjzFx3CIsF3rq9jQrdS1DVz5ORVzUA4M3fdpBTUPQPryg7y3cdY+3+k3i5W3nkr0wiIiIiUnGp2P2bzZs3U6VKFby8vBg+fDg//vgjzZo1Izk5GU9PT4KCgkq0Dw8PJzk5GYDk5OQShW7x9uJt52uTkZFBbm4ux44dw2aznbVN8T7OZvz48QQGBjoekZHmjYAJHEnP5ekfNgMwvGd9utQLMTmR8xocHUWtqj6kZOTzyR/7TMlgGAYTftsBwKAudQgP8DYlh4iIiIhcOBW7f9O4cWPi4+NZvXo1Dz30EEOGDGHbtm1mx/pH48aNIz093fE4ePCg2ZEqLbvd4IlZG0nPLaRlzUBG99Y6rJfD28ONsdc2AWDKsj2kZuaVe4bftqWw6VA6vp5uDNeyUSIiIiJOQcXu33h6etKgQQPat2/P+PHjad26NW+//TYREREUFBSQlpZWon1KSgoREREAREREnDE7c/HP/9QmICAAHx8fqlWrhpub21nbFO/jbLy8vByzSBc/xByf/rmPFbuP4+PhxqQ72uDprl+zy9WvVXXaRAaRU2Bj4sJd5Xpsu93grd9OzcB8X7e6VKviVa7HFxEREZFLo7Pwf2C328nPz6d9+/Z4eHiwePFix7YdO3aQmJhIdHQ0ANHR0WzevLnErMkLFy4kICCAZs2aOdqcvo/iNsX78PT0pH379iXa2O12Fi9e7GgjFdfWpHReX5AAwHP9mlFfS9OUCovFwjN9mwIwY20iO1Myy+3YczYfYUdKJv7e7jzQvV65HVdERERELo+K3dOMGzeO5cuXs3//fjZv3sy4ceNYunQpd999N4GBgQwbNowxY8awZMkS4uLiGDp0KNHR0XTp0gWAPn360KxZMwYNGsTGjRtZsGABzz77LCNGjMDL69Ro0PDhw9m7dy9PPfUUCQkJvP/++8ycOZPRo0c7cowZM4aPP/6YadOmsX37dh566CGys7MZOnSoKf0iFya3wMZj38ZTaDO4plk4d3bSfdOlqWNUMNc2j8BuwKu/bi+XYxbZ7Ez6a13dB7vXI9BXk4yJiIiIOAt3swNUJKmpqQwePJgjR44QGBhIq1atWLBgAddccw0AEydOxGq1MmDAAPLz84mJieH99993vN7NzY05c+bw0EMPER0djZ+fH0OGDOHll192tKlbty5z585l9OjRvP3229SqVYtPPvmEmJgYR5vbb7+do0eP8vzzz5OcnEybNm2YP3/+GZNWScUyft52dqdmEervxWv9W2KxWMyO5HLGXteERdtTWLrjKH/sOkr3hqFlerwfNxxm77Fsgv08GXpF3TI9loiIiIiULq2z66K0plf5WpKQytCpawGYdl8nejYq2yKsMntp9lY+X7GfJhH+zH20O27WsvlSoaDIzlUTlnLoZC7PXN+UB3roEmYRERG5ODonN5cuYxa5TMey8nnyu40ADO0WpUK3jD16VUP8vd1JSM7kh/WHyuw4M9Yd5NDJXML8vbinS50yO46IiIiIlA0VuyKXwTAMnvpuE8eyCmgc7u9YIkfKTlU/T0Ze1QCAN3/bQW6BrdSPkVdoY/Lvp2Z9fuSqBvh4upX6MURERESkbKnYFbkMX606wO8JqXi6W3n7zjZ4e6goKg+Do6OoVdWHlIx8Pv5jb6nv/6tVB0jJyKdmkA+3d9REYyIiIiLOSMWuyCXanZrJf+aemhV47LVNaBKh+zDKi7eHG0/9NYo+ZdkeUjPzSm3f2flFfLB0DwCPXt0AL3d9gSEiIiLijFTsilyC/CIbj34TT36Rne4NqzG0a5TZkSqdG1pVp3VkEDkFNiYu3FVq+526cj/HswuICvFlQLtapbZfERERESlfKnZFLsFbv+1k25EMqvp6MGFga6xlNCOwnJvFYuHZvk0BmLE2kZ0pmZe9z/TcQj5cdmpUd/Q1jXB30z+RIiIiIs5KZ3IiF2nl7mN89Nd9ov8b0IqwAG+TE1VeHaOCubZ5BHYDxv+6/bL39+kfe8nIK6JReBX6tapRCglFRERExCwqdkUuQlpOAWNmbsQw4M5OtenTPMLsSJXe2Oua4G61sGTHUf7cdeyS93M8K59P/9wHwJhrGpXZ+r0iIiIiUj5U7IpcIMMw+PePm0nOyKNeNT+e69fU7EgC1K3m51gH9z9zt2GzG5e0nw+X7yW7wEaLmgHE6EsMEREREaenYlfkAn0Xd4hfNyfjbrUw6Y42+Hq6mx1J/vLo1Q3x93YnITmTH9YfuujXp2bkMW3lfgAe79MYi0WjuiIiIiLOTsWuyAU4cDybF3/ZCpyauKhVrSBzA0kJwX6ejLyqAQBv/raD3ALbRb3+vSW7yS+y075OVa5sFFoWEUVERESknKnYFfkHhTY7j30bT3aBjU51gxnes77ZkeQsBkdHUauqDykZ+Xzy1wRiF+LQyRymr0kE4PE+jTSqKyIiIuIiVOyK/IN3f99N/ME0/L3dmXh7G01cVEF5e7jx1LVNAPhg2R5SM/Mu6HXvLt5Noc2gW4MQutavVpYRRURERKQcqdgVOY+4AyeY/PsuAP57S0tqBvmYnEjO54ZW1WkdGUROgY2JC3f9Y/t9x7L57q97fMdc07is44mIiIhIOVKxK3IOmXmFPPZtPHYDbmlbkxtba93Vis5isfBs31OzZM9Ym8jOlMzztn970U5sdoOrmoTRvk7V8ogoIiIiIuVExa7IObzwy1YOncylVlUfXrqpudlx5AJ1jArm2uYR2A0Y/+v2c7bbmZLJzxuTgFPr6oqIiIiIa1GxK3IWszcm8cP6w1gtMOn2NgR4e5gdSS7C2Oua4G61sGTHUf7cdeysbd76bSeGAde3jKBFzcByTigiIiIiZU3FrsjfHE7L5ZkfNwPwSK8GdIgKNjmRXKy61fy4p0sdAP7763ZsdqPE9s2H0pm/NRmLBUb31qiuiIiIiCtSsStyGpvdYMyMeDLyimgdGcTIqxuaHUku0aNXN8Tf253tRzL44a9JqIq9tXAHADe3qUnDcH8z4omIiIhIGVOxK3Kaj5bvZfW+E/h6uvH27W3wcNOviLMK9vPkkV4NAHjztx3kFtiAUzNsL9lxFDerhcf0ZYaIiIiIy9KZvMhfNh9KZ8Jvp0b8XryhOVHV/ExOJJdrSNcoagb5kJKRzyd/7AXgzQU7ARjYvpb+H4uIiIi4MBW7IkBOQRGPzdhAkd3guhYRDOxQy+xIUgq8PdwYe10TAD5Ytoef4w8Tu/c4nm5WXaIuIiIi4uJU7IoA/5m7nb1HswkP8OLVW1pisVjMjiSl5IZW1WkdGUROgY3RM+IBuKtzbWoG+ZgbTERERETKlIpdqfQWbkth+upEAN66rQ1V/TxNTiSlyWKx8Mz1TQGwG+DtYeXhK+ubnEpEREREypqKXanUUjPzGPv9JgAe6F6Xbg2qmZxIykKnusFc2zwCgHu71iUswNvkRCIiIiJS1tzNDiBiFrvd4IlZmziRXUDT6gE8EdPY7EhShibc1pqbd9Wgd9Nws6OIiIiISDlQsSuV1rTY/SzfeRQvdyvv3NEGL3c3syNJGfLzcufaFtXNjiEiIiIi5USXMUultCM5k/HzEgB4pm9TGob7m5xIRERERERKk4pdqXTyCm089u0GCors9GocyqAudcyOJCIiIiIipUzFrlQ6byzYQUJyJiF+nrx+a2stMyQiIiIi4oJU7EqlsnznUT79cx8Ar9/ailB/L5MTiYiIiIhIWVCxK5XG0cx8npi1EYBBXepwtWblFRERERFxWSp2pVLILbBx/xfrSM3Mp36oH/++vqnZkUREREREpAyp2BWXZ7cbjJkZz8aDaQT5evDx4A74eGqZIRERERERV6ZiV1ze/+YnMG9LMp5uVj4a1IF6oVXMjiQiIiIiImVMxa64tK9XH+DD5XuBUxNSdaobbHIiEREREREpDyp2xWUt3ZHK8z9vBWDMNY24uW1NkxOJiIiIiEh5UbF7mvHjx9OxY0f8/f0JCwvj5ptvZseOHSXa5OXlMWLECEJCQqhSpQoDBgwgJSWlRJvExET69u2Lr68vYWFhPPnkkxQVFZVos3TpUtq1a4eXlxcNGjRg6tSpZ+R57733iIqKwtvbm86dO7NmzZpSf8+uavuRDB6ZvgGb3WBAu1qMvKqB2ZFERERERKQcqdg9zbJlyxgxYgSrVq1i4cKFFBYW0qdPH7Kzsx1tRo8ezezZs5k1axbLli0jKSmJ/v37O7bbbDb69u1LQUEBK1euZNq0aUydOpXnn3/e0Wbfvn307duXXr16ER8fz6hRo7j//vtZsGCBo82MGTMYM2YML7zwAuvXr6d169bExMSQmppaPp3hxFIy8rhv6lqy8ovoUi+Y8f1bYrFYzI4lIiIiIiLlyGIYhmF2iIrq6NGjhIWFsWzZMnr06EF6ejqhoaFMnz6dW2+9FYCEhASaNm1KbGwsXbp0Yd68efTr14+kpCTCw0+t4zplyhTGjh3L0aNH8fT0ZOzYscydO5ctW7Y4jnXHHXeQlpbG/PnzAejcuTMdO3Zk8uTJANjtdiIjIxk5ciRPP/30P2bPyMggMDCQ9PR0AgICSrtrKqzs/CJu+zCWrUkZ1Av148eHuhHo62F2LBERERGphCrrOXlFoZHd80hPTwcgOPjUpEZxcXEUFhbSu3dvR5smTZpQu3ZtYmNjAYiNjaVly5aOQhcgJiaGjIwMtm7d6mhz+j6K2xTvo6CggLi4uBJtrFYrvXv3drT5u/z8fDIyMko8Khub3eCxbzewNSmDED9Ppt7bSYWuiIiIiEglpWL3HOx2O6NGjaJbt260aNECgOTkZDw9PQkKCirRNjw8nOTkZEeb0wvd4u3F287XJiMjg9zcXI4dO4bNZjtrm+J9/N348eMJDAx0PCIjIy/tjTuxV+ZsY9H2VLzcrXw8pAO1Q3zNjiQiIiIiIiZRsXsOI0aMYMuWLXz77bdmR7kg48aNIz093fE4ePCg2ZHK1ecr9jF15X4A3rqtDe1qVzU3kIiIiIiImMrd7AAV0SOPPMKcOXNYvnw5tWrVcjwfERFBQUEBaWlpJUZ3U1JSiIiIcLT5+6zJxbM1n97m7zM4p6SkEBAQgI+PD25ubri5uZ21TfE+/s7LywsvL69Le8NObuG2FF6esw2Ap69rQt9W1U1OJCIiIiIiZtPI7mkMw+CRRx7hxx9/5Pfff6du3boltrdv3x4PDw8WL17seG7Hjh0kJiYSHR0NQHR0NJs3by4xa/LChQsJCAigWbNmjjan76O4TfE+PD09ad++fYk2drudxYsXO9rIKZsPpfPoNxswDLizUyT/6lHP7EgiIiIiIlIBaGT3NCNGjGD69On8/PPP+Pv7O+6PDQwMxMfHh8DAQIYNG8aYMWMIDg4mICCAkSNHEh0dTZcuXQDo06cPzZo1Y9CgQbz++uskJyfz7LPPMmLECMfI6/Dhw5k8eTJPPfUU9913H7///jszZ85k7ty5jixjxoxhyJAhdOjQgU6dOjFp0iSys7MZOnRo+XdMBZWUlsuwaWvJLbTRvWE1Xr6phZYYEhERERERQEsPlXCuQunzzz/n3nvvBSAvL4/HH3+cb775hvz8fGJiYnj//fdLXF584MABHnroIZYuXYqfnx9Dhgzhtddew939/79bWLp0KaNHj2bbtm3UqlWL5557znGMYpMnT+aNN94gOTmZNm3a8M4779C5c+cLei+uPs15Zl4hA6fEkpCcSeNwf2Y9FE2At2ZeFhEREZGKw9XPySs6FbsuypV/sQptdoZNW8fynUcJ9ffipxHdqBnkY3YsEREREZESXPmc3Bnonl1xKoZh8MIvW1m+8yg+Hm58NqSjCl0RERERETmDil1xKh//sZfpqxOxWODtO9rQslag2ZFERERERKQCUrErTmPe5iO8+msCAM/1bUaf5mdfhklERERERETFrjiFDYknGTUjHoAh0XUY2i3K1DwiIiIiIlKxqdiVCu/giRzun7aO/CI7VzcJ4/kbmmuJIREREREROS8Vu1KhpecUcu/nazieXUDzGgG8c2db3KwqdEVERERE5PxU7EqFVVBkZ/hXcew5mk1EgDefDumIn5f7P79QREREREQqPRW7UiEZhsG/f9xM7N7j+Hm68dm9HYkI9DY7loiIiIiIOAkVu1IhvbdkN9/FHcLNamHy3e1oVkOLcIuIiIiIyIVTsSsVzs/xh3nzt50AvHhjc3o1DjM5kYiIiIiIOBsVu1KhrN1/gidnbQLgge51GdSljsmJRERERETEGanYlQpj37FsHvhiHQU2O9c2j2DcdU3NjiQiIiIiIk5Kxa5UCCezCxj6+RrScgppXSuQibe3waolhkRERERE5BKp2BXT5RXaePDLdew/nkPNIB8+GdIRH083s2OJiIiIiIgTU7ErpjIMg6e+28Ta/Sfx93Zn6tCOhPp7mR1LREREREScnIpdMdXEhTv5ZWMS7lYLU+5pT8Nwf7MjiYiIiIiIC1CxK6aZte4g7/y+G4BXb2lJtwbVTE4kIiIiIiKuQsWumGLl7mOM+2EzACN61ee2jpEmJxIREREREVeiYlfK3e7UTP71VRxFdoMbWtfg8Wsamx1JRERERERcjIpdKVdHM/O59/O1ZOYV0b5OVd64tZWWGBIRERERkVKnYlfKTV6hjQe+WMehk7nUCfHl48Ed8PbQEkMiIiIiIlL6VOxKubDbDUbPiCf+YBqBPh58fm9Hgv08zY4lIiIiIiIuSsWulIv/LUhg3pZkPN2sfDSoPfVCq5gdSUREREREXJiKXSlz01cn8uGyvQC8fmsrOtcLMTmRiIiIiIi4OhW7UqaW7TzKcz9vAWB070bc3LamyYlERERERKQyULErZWZXSiYjvl6PzW7Qv11NHr26gdmRRERERESkknA3O4C4rhpBPnSqG0xOQRGv9W+FxaIlhkREREREpHyo2JUy4+flzkeD2pNbaMPTXRcRiIiIiIhI+VGxK2XK3c2Kv5sKXRERERERKV+qQkRERERERMTlqNgVERERERERl6NiV0RERERERFyOil0RERERERFxOSp2RURERERExOWo2BURERERERGXo2JXREREREREXI6KXREREREREXE5KnZFRERERETE5ajYFREREREREZejYldERERERERcjrvZAaRsGIYBQEZGhslJREREREQqp+Jz8eJzcylfKnZdVGZmJgCRkZEmJxERERERqdwyMzMJDAw0O0alYzH0NYNLstvtJCUl4e/vj8ViKbEtIyODyMhIDh48SEBAgEkJnZP67tKo3y6N+u3Cqa8ujfrt0qjfLp367tKo3y5NReg3wzDIzMykRo0aWK26g7S8aWTXRVmtVmrVqnXeNgEBAfoH8xKp7y6N+u3SqN8unPrq0qjfLo367dKp7y6N+u3SmN1vGtE1j75eEBEREREREZejYldERERERERcjordSsjLy4sXXngBLy8vs6M4HfXdpVG/XRr124VTX10a9dulUb9dOvXdpVG/XRr1m2iCKhEREREREXE5GtkVERERERERl6NiV0RERERERFyOil0RERERERFxOSp2RURERERExOWo2K0gxo8fT8eOHfH39ycsLIybb76ZHTt2lGiTl5fHiBEjCAkJoUqVKgwYMICUlBTH9o0bN3LnnXcSGRmJj48PTZs25e233y6xjyNHjnDXXXfRqFEjrFYro0aNuuCM7733HlFRUXh7e9O5c2fWrFnj2LZ//34sFstZH7Nmzbq0TrkIzt5/AHv27OGWW24hNDSUgIAAbrvtthL5SltF77Ply5dzww03UKNGDSwWCz/99NMZbX744Qf69OlDSEgIFouF+Pj4i+2Gi1Ze/fbDDz9wzTXXOP4+REdHs2DBgn/MZxgGzz//PNWrV8fHx4fevXuza9euEm3++9//0rVrV3x9fQkKCrr0zrgArtBfN954I7Vr18bb25vq1aszaNAgkpKSLqNX/pkr9FtUVNQZnwevvfbaZfTKP3P2flu6dOk5P0vXrl17mb1zfs7edwDr16/nmmuuISgoiJCQEB588EGysrIuo1fOr6L32YV8Rn700UdceeWVBAQEYLFYSEtLu6S+uBjl1W9//vkn3bp1IyQkBB8fH5o0acLEiRP/MV9F+xyVy6Nit4JYtmwZI0aMYNWqVSxcuJDCwkL69OlDdna2o83o0aOZPXs2s2bNYtmyZSQlJdG/f3/H9ri4OMLCwvjqq6/YunUrzzzzDOPGjWPy5MmONvn5+YSGhvLss8/SunXrC843Y8YMxowZwwsvvMD69etp3bo1MTExpKamAhAZGcmRI0dKPF566SWqVKnCddddVwo9dH7O3n/Z2dn06dMHi8XC77//zooVKygoKOCGG27AbreXQg+dqaL3WXZ2Nq1bt+a99947b5srrriC//3vfxf57i9defXb8uXLueaaa/j111+Ji4ujV69e3HDDDWzYsOG8+V5//XXeeecdpkyZwurVq/Hz8yMmJoa8vDxHm4KCAgYOHMhDDz1Uij1zdq7QX7169WLmzJns2LGD77//nj179nDrrbeWYi+dyRX6DeDll18u8bkwcuTIUuqhs3P2fuvatesZn6X3338/devWpUOHDqXcWyU5e98lJSXRu3dvGjRowOrVq5k/fz5bt27l3nvvLd2OOk1F77ML+YzMycnh2muv5d///vdl9MTFKa9+8/Pz45FHHmH58uVs376dZ599lmeffZaPPvrovPkq2ueoXCZDKqTU1FQDMJYtW2YYhmGkpaUZHh4exqxZsxxttm/fbgBGbGzsOffz8MMPG7169Trrtp49exqPPfbYBeXp1KmTMWLECMfPNpvNqFGjhjF+/PhzvqZNmzbGfffdd0H7L23O1n8LFiwwrFarkZ6e7miTlpZmWCwWY+HChRd0jMtV0frsdIDx448/nnP7vn37DMDYsGHDRe/7cpVHvxVr1qyZ8dJLL51zu91uNyIiIow33njD8VxaWprh5eVlfPPNN2e0//zzz43AwMDzHrO0OXN/Ffv5558Ni8ViFBQUnPf4pckZ+61OnTrGxIkT/+mtlSln7LfTFRQUGKGhocbLL7983mOXBWfruw8//NAICwszbDabo82mTZsMwNi1a9f532wpqUh9droL+YxcsmSJARgnT568oH2WpvLst1tuucW45557zrndGT5H5eJoZLeCSk9PByA4OBg49Q1WYWEhvXv3drRp0qQJtWvXJjY29rz7Kd7HpSooKCAuLq7Esa1WK7179z7nsePi4oiPj2fYsGGXdexL5Wz9l5+fj8ViKbHoube3N1arlT///POyjn+hKlKfOZPy6je73U5mZuZ52+zbt4/k5OQSxw4MDKRz587nPXZ5cvb+OnHiBF9//TVdu3bFw8PjnPsubc7ab6+99hohISG0bduWN954g6KiovO/0VLmrP1W7JdffuH48eMMHTr0nPstK87Wd/n5+Xh6emK1/v+prY+PD4DLfY5eSJ85k/Lqtw0bNrBy5Up69ux5zjbO8DkqF0fFbgVkt9sZNWoU3bp1o0WLFgAkJyfj6el5xn0B4eHhJCcnn3U/K1euZMaMGTz44IOXlefYsWPYbDbCw8Mv+NiffvopTZs2pWvXrpd17EvhjP3XpUsX/Pz8GDt2LDk5OWRnZ/PEE09gs9k4cuTIZR3/QlS0PnMW5dlvb775JllZWdx2223nbFO8/4v5XS1PztxfY8eOxc/Pj5CQEBITE/n555/Pud/S5qz99uijj/Ltt9+yZMkS/vWvf/Hqq6/y1FNPnfe9liZn7bfTffrpp8TExFCrVq1z7rcsOGPfXXXVVSQnJ/PGG29QUFDAyZMnefrppwFc7nP0QvrMWZRHv9WqVQsvLy86dOjAiBEjuP/++8+Zp6J/jsrFU7FbAY0YMYItW7bw7bffXvI+tmzZwk033cQLL7xAnz59Lvh1f/zxB1WqVHE8vv7664s+dm5uLtOnTzdtVNcZ+y80NJRZs2Yxe/ZsqlSpQmBgIGlpabRr167Et9RlxRn7rCIor36bPn06L730EjNnziQsLAyAr7/+ukS//fHHH5ecobw4c389+eSTbNiwgd9++w03NzcGDx6MYRiX/D4uhrP225gxY7jyyitp1aoVw4cPZ8KECbz77rvk5+df8vu4GM7ab8UOHTrEggULTPksdca+a968OdOmTWPChAn4+voSERFB3bp1CQ8Pd6nPUVf5PChWHv32xx9/sG7dOqZMmcKkSZP45ptvAOfuN7kIZl9HLSWNGDHCqFWrlrF3794Szy9evPis91LUrl3beOutt0o8t3XrViMsLMz497//fd5jne3+yZycHGPXrl2OR0ZGhpGfn2+4ubmdcc/k4MGDjRtvvPGM/X7xxReGh4eHkZqaev43WwZcof+OHj3qyBkeHm68/vrr581xuSpin/0dFfCe3fLqt2+++cbw8fEx5syZU+L5jIyMEv2Wk5Nj7Nmz56z90KNHD+PRRx89Y9/lea+RK/RXsYMHDxqAsXLlyvO849LhSv22ZcsWAzASEhLO845Lhyv028svv2yEhoaW673hhuEafZecnGxkZmYaWVlZhtVqNWbOnHkB7/zSVcQ+O11FvWe3PM8/ir3yyitGo0aNDMNwvs9RuTQqdisIu91ujBgxwqhRo4axc+fOM7YX36z/3XffOZ5LSEg442b9LVu2GGFhYcaTTz75j8e82AmWHnnkEcfPNpvNqFmz5lknqOrZs6cxYMCAC9pvaXGl/iu2ePFiw2KxlNmJYUXvs9NVpGK3PPtt+vTphre3t/HTTz9dcLaIiAjjzTffdDyXnp5u6sQartRfxQ4cOGAAxpIlSy7oOJfCFfvtq6++MqxWq3HixIkLOs6lcJV+s9vtRt26dY3HH3/8gvZdGlyl70736aefGr6+vmVWwFXkPjtdRSt2zTj/KPbSSy8ZderUOW+2ivY5KpdHxW4F8dBDDxmBgYHG0qVLjSNHjjgep387N3z4cKN27drG77//bqxbt86Ijo42oqOjHds3b95shIaGGvfcc0+Jffx9hHXDhg3Ghg0bjPbt2xt33XWXsWHDBmPr1q3nzfftt98aXl5extSpU41t27YZDz74oBEUFGQkJyeXaLdr1y7DYrEY8+bNK4VeuXCu0H+fffaZERsba+zevdv48ssvjeDgYGPMmDGl1ENnquh9lpmZ6XgdYLz11lvGhg0bjAMHDjjaHD9+3NiwYYMxd+5cAzC+/fZbY8OGDcaRI0dKqZfOVF799vXXXxvu7u7Ge++9V6JNWlraefO99tprRlBQkPHzzz8bmzZtMm666Sajbt26Rm5urqPNgQMHjA0bNhgvvfSSUaVKFUc/Z2ZmlmJPneLs/bVq1Srj3XffNTZs2GDs37/fWLx4sdG1a1ejfv36Rl5eXin31v9z9n5buXKlMXHiRCM+Pt7Ys2eP8dVXXxmhoaHG4MGDS7mnSnL2fiu2aNEiAzC2b99eSj3zz1yh7959910jLi7O2LFjhzF58mTDx8fHePvtt0uxl0qq6H12IZ+RR44cMTZs2GB8/PHHBmAsX77c2LBhg3H8+PFS7KmSyqvfJk+ebPzyyy/Gzp07jZ07dxqffPKJ4e/vbzzzzDPnzVfRPkfl8qjYrSCAsz4+//xzR5vc3Fzj4YcfNqpWrWr4+voat9xyS4l/sF544YWz7uPv32BdSJuzeffdd43atWsbnp6eRqdOnYxVq1ad0WbcuHFGZGRkian/y4Mr9N/YsWON8PBww8PDw2jYsKExYcIEw263X063nFdF77Pib5n//hgyZIijzeeff37WNi+88MLld9A5lFe/9ezZ8x/f/9nY7XbjueeeM8LDww0vLy/j6quvNnbs2FGizZAhQ86677IYqXT2/tq0aZPRq1cvIzg42PDy8jKioqKM4cOHG4cOHSqtLjorZ++3uLg4o3PnzkZgYKDh7e1tNG3a1Hj11VfL9AsCw3D+fit25513Gl27dr3c7rgortB3gwYNMoKDgw1PT0+jVatWxhdffFEaXXNOFb3PLuQz8lzHP/09lLby6rd33nnHaN68ueHr62sEBAQYbdu2Nd5///1/PEetaJ+jcnkshlFOM2yIiIiIiIiIlBPNxiwiIiIiIiIuR8WuiIiIiIiIuBwVuyIiIiIiIuJyVOyKiIiIiIiIy1GxKyIiIiIiIi5Hxa6IiIiIiIi4HBW7IiIiIiIi4nJU7IqIiJjgyiuvZNSoUWbHEBERcVkqdkVERCq4pUuXYrFYSEtLMzuKiIiI01CxKyIiIiIiIi5Hxa6IiEgZy87OZvDgwVSpUoXq1aszYcKEEtu//PJLOnTogL+/PxEREdx1112kpqYCsH//fnr16gVA1apVsVgs3HvvvQDY7XbGjx9P3bp18fHxoXXr1nz33Xfl+t5EREQqKhW7IiIiZezJJ59k2bJl/Pzzz/z2228sXbqU9evXO7YXFhbyyiuvsHHjRn766Sf279/vKGgjIyP5/vvvAdixYwdHjhzh7bffBmD8+PF88cUXTJkyha1btzJ69Gjuueceli1bVu7vUUREpKKxGIZhmB1CRETEVWVlZRESEsJXX33FwIEDAThx4gS1atXiwQcfZNKkSWe8Zt26dXTs2JHMzEyqVKnC0qVL6dWrFydPniQoKAiA/Px8goODWbRoEdHR0Y7X3n///eTk5DB9+vTyeHsiIiIVlrvZAURERFzZnj17KCgooHPnzo7ngoODady4sePnuLg4XnzxRTZu3MjJkyex2+0AJCYm0qxZs7Pud/fu3eTk5HDNNdeUeL6goIC2bduWwTsRERFxLip2RURETJSdnU1MTAwxMTF8/fXXhIaGkpiYSExMDAUFBed8XVZWFgBz586lZs2aJbZ5eXmVaWYRERFnoGJXRESkDNWvXx8PDw9Wr15N7dq1ATh58iQ7d+6kZ8+eJCQkcPz4cV577TUiIyOBU5cxn87T0xMAm83meK5Zs2Z4eXmRmJhIz549y+ndiIiIOA8VuyIiImWoSpUqDBs2jCeffJKQkBDCwsJ45plnsFpPzRFZu3ZtPD09effddxk+fDhbtmzhlVdeKbGPOnXqYLFYmDNnDtdffz0+Pj74+/vzxBNPMHr0aOx2O1dccQXp6emsWLGCgIAAhgwZYsbbFRERqTA0G7OIiEgZe+ONN+jevTs33HADvXv35oorrqB9+/YAhIaGMnXqVGbNmkWzZs147bXXePPNN0u8vmbNmrz00ks8/fTThIeH88gjjwDwyiuv8NxzzzF+/HiaNm3Ktddey9y5c6lbt265v0cREZGKRrMxi4iIiIiIiMvRyK6IiIiIiIi4HBW7IiIiIiIi4nJU7IqIiIiIiIjLUbErIiIiIiIiLkfFroiIiIiIiLgcFbsiIiIiIiLiclTsioiIiIiIiMv5P6r7V0NzzdzhAAAAAElFTkSuQmCC' width=955.0000000000001/>\n",
+       "            </div>\n",
+       "        "
+      ],
+      "text/plain": [
+       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Total trades: 2075\n",
+      "Good trades: 1162 (56.00)%\n",
+      "Min Diff: $-639.00\n",
+      "Max Diff: $739.00\n",
+      "Min Pct. Change: -100.00%\n",
+      "Max Pct. Change: 255.56%\n"
+     ]
+    },
+    {
+     "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>id</th>\n",
+       "      <th>money</th>\n",
+       "      <th>price</th>\n",
+       "      <th>options</th>\n",
+       "      <th>days_to_expire</th>\n",
+       "      <th>diff</th>\n",
+       "      <th>pct_change</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>count</th>\n",
+       "      <td>4150.0</td>\n",
+       "      <td>4150.0</td>\n",
+       "      <td>4150.0</td>\n",
+       "      <td>4150.0</td>\n",
+       "      <td>4150.0</td>\n",
+       "      <td>2479.0</td>\n",
+       "      <td>2479.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mean</th>\n",
+       "      <td>5.628080238810965e+16</td>\n",
+       "      <td>36035.008674698794</td>\n",
+       "      <td>239.22602409638554</td>\n",
+       "      <td>47.040240963855425</td>\n",
+       "      <td>42.98772048192771</td>\n",
+       "      <td>-0.8709156918112142</td>\n",
+       "      <td>-0.9366179518509559</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>std</th>\n",
+       "      <td>5.244264103459449e+18</td>\n",
+       "      <td>16901.26520745839</td>\n",
+       "      <td>197.91226683203044</td>\n",
+       "      <td>28.83906308037466</td>\n",
+       "      <td>9.026544180355145</td>\n",
+       "      <td>187.3446977957469</td>\n",
+       "      <td>67.28438224526198</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>min</th>\n",
+       "      <td>-9.221343847089128e+18</td>\n",
+       "      <td>48.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>30.04</td>\n",
+       "      <td>-639.0</td>\n",
+       "      <td>-100.0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25%</th>\n",
+       "      <td>-4.4117551286960625e+18</td>\n",
+       "      <td>24644.75</td>\n",
+       "      <td>89.0</td>\n",
+       "      <td>24.0</td>\n",
+       "      <td>36.0</td>\n",
+       "      <td>-117.0</td>\n",
+       "      <td>-56.666666666666664</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>50%</th>\n",
+       "      <td>1.1140443168363555e+17</td>\n",
+       "      <td>34732.5</td>\n",
+       "      <td>176.0</td>\n",
+       "      <td>41.0</td>\n",
+       "      <td>43.0</td>\n",
+       "      <td>-32.0</td>\n",
+       "      <td>-50.140845070422536</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>75%</th>\n",
+       "      <td>4.752631672379823e+18</td>\n",
+       "      <td>49721.0</td>\n",
+       "      <td>349.75</td>\n",
+       "      <td>74.0</td>\n",
+       "      <td>51.0</td>\n",
+       "      <td>116.5</td>\n",
+       "      <td>63.022000830220016</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>max</th>\n",
+       "      <td>9.219903857636358e+18</td>\n",
+       "      <td>76536.0</td>\n",
+       "      <td>1193.0</td>\n",
+       "      <td>100.0</td>\n",
+       "      <td>59.04</td>\n",
+       "      <td>739.0</td>\n",
+       "      <td>255.55555555555554</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                            id               money               price  \\\n",
+       "count                   4150.0              4150.0              4150.0   \n",
+       "mean     5.628080238810965e+16  36035.008674698794  239.22602409638554   \n",
+       "std      5.244264103459449e+18   16901.26520745839  197.91226683203044   \n",
+       "min     -9.221343847089128e+18                48.0                 0.0   \n",
+       "25%    -4.4117551286960625e+18            24644.75                89.0   \n",
+       "50%     1.1140443168363555e+17             34732.5               176.0   \n",
+       "75%      4.752631672379823e+18             49721.0              349.75   \n",
+       "max      9.219903857636358e+18             76536.0              1193.0   \n",
+       "\n",
+       "                  options     days_to_expire                 diff  \\\n",
+       "count              4150.0             4150.0               2479.0   \n",
+       "mean   47.040240963855425  42.98772048192771  -0.8709156918112142   \n",
+       "std     28.83906308037466  9.026544180355145    187.3446977957469   \n",
+       "min                   0.0              30.04               -639.0   \n",
+       "25%                  24.0               36.0               -117.0   \n",
+       "50%                  41.0               43.0                -32.0   \n",
+       "75%                  74.0               51.0                116.5   \n",
+       "max                 100.0              59.04                739.0   \n",
+       "\n",
+       "                pct_change  \n",
+       "count               2479.0  \n",
+       "mean   -0.9366179518509559  \n",
+       "std      67.28438224526198  \n",
+       "min                 -100.0  \n",
+       "25%    -56.666666666666664  \n",
+       "50%    -50.140845070422536  \n",
+       "75%     63.022000830220016  \n",
+       "max     255.55555555555554  "
+      ]
+     },
+     "execution_count": 158,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_trades = pd.DataFrame(trade_data)\n",
+    "# df_trades = df_trades.loc[df_trades[\"type\"] == \"call\"]\n",
+    "\n",
+    "df_trades[\"diff\"] = df_trades.groupby(\"id\")[\"price\"].diff()\n",
+    "df_trades[\"pct_change\"] = df_trades.groupby(\"id\")[\"price\"].pct_change() * 100\n",
+    "\n",
+    "field_to_plot = \"money\"\n",
+    "# df_trades_plot = df_trades_plot.copy()\n",
+    "# df_trades_plot = df_trades.loc[(df_trades[\"side\"] == \"sell\")]\n",
+    "df_trades_plot = df_trades.loc[(df_trades[\"side\"] == \"sell\") & (df_trades[\"options\"] == 0)]\n",
+    "\n",
+    "# field_to_plot = \"options\"\n",
+    "# df_trades_plot = df_trades.groupby([\"date\"]).max(\"options\").reset_index()\n",
+    "\n",
+    "fig = figure(figsize=(13, 4), dpi=80)\n",
+    "\n",
+    "plt.close(fig)\n",
+    "plt.clf()\n",
+    "plt.plot(pd.to_datetime(df_trades_plot[\"date\"]), df_trades_plot[field_to_plot])\n",
+    "plt.xlabel(\"date\")\n",
+    "plt.ylabel(field_to_plot)\n",
+    "plt.show()\n",
+    "\n",
+    "total_trades = len(df_trades.loc[df_trades[\"side\"] == \"sell\"])\n",
+    "good_trades = (df_trades.dropna()[\"diff\"] > 0).sum()\n",
+    "print(f\"Total trades: {total_trades}\")\n",
+    "print(f\"Good trades: {good_trades} ({good_trades/total_trades*100:.2f})%\")\n",
+    "print(f\"Min Diff: ${df_trades['diff'].min():.2f}\")\n",
+    "print(f\"Max Diff: ${df_trades['diff'].max():.2f}\")\n",
+    "print(f\"Min Pct. Change: {df_trades['pct_change'].min():.2f}%\")\n",
+    "print(f\"Max Pct. Change: {df_trades['pct_change'].max():.2f}%\")\n",
+    "df_trades.describe().astype(str)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}