EigenPortfolio.ipynb

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      "name": "EigenPortfolio.ipynb",
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    {
      "cell_type": "markdown",
      "source": [
        "**Import Libraries**"
      ],
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      "source": [
        "# Load libraries\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "from pandas import read_csv, set_option\n",
        "from pandas.plotting import scatter_matrix\n",
        "import seaborn as sns\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "#Import Model Packages \n",
        "from sklearn.decomposition import PCA\n",
        "from sklearn.decomposition import TruncatedSVD\n",
        "from numpy.linalg import inv, eig, svd\n",
        "import warnings\n",
        "warnings.filterwarnings('ignore')"
      ],
      "metadata": {
        "id": "fztG3_6K6FAh"
      },
      "execution_count": 32,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Load Data**"
      ],
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        "id": "No2bAeFI7t2o"
      }
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      "cell_type": "code",
      "source": [
        "dataset = read_csv('stock.csv',index_col=0)\n",
        "print(dataset.shape)\n",
        "set_option('display.width', 100)\n",
        "dataset.head(5)"
      ],
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            "(4804, 64)\n"
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              "               MMM     AXP   AAPL      BA     CAT     CVX    CSCO      KO     DIS  DWDP  ...  \\\n",
              "Date                                                                                     ...   \n",
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              "             NVDA    ORLY   ROST       T    TJX     TXN     UNP     UPS     WFC       K  \n",
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              "      <th>2000-01-03</th>\n",
              "      <td>29.847</td>\n",
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              "      <td>28.661</td>\n",
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              "      <td>28.812</td>\n",
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              "      <td>30.122</td>\n",
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          "metadata": {},
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    {
      "cell_type": "markdown",
      "source": [
        "**Data Cleaning**"
      ],
      "metadata": {
        "id": "nBzQzVIp9jZz"
      }
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    {
      "cell_type": "code",
      "source": [
        "missing = dataset.isnull().mean().sort_values(ascending=False)\n",
        "print(missing)\n",
        "drop_list = sorted(list(missing[missing > 0.3].index))\n",
        "\n",
        "dataset.drop(labels=drop_list, axis=1, inplace=True)\n",
        "\n",
        "# Fill the missing values with the last value available in the dataset. \n",
        "dataset=dataset.fillna(method='ffill')\n",
        "\n",
        "# Drop the rows containing NA\n",
        "dataset= dataset.dropna(axis=0)\n",
        "print(dataset.shape)\n",
        "\n",
        "# Daily Linear Returns (%)\n",
        "datareturns = dataset.pct_change(1)\n",
        "\n",
        "#Keep data within 3 standard deviation\n",
        "datareturns = datareturns[datareturns.apply(lambda x :(x-x.mean()).abs()<(3*x.std()) ).all(1)]"
      ],
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        "outputId": "25bdc063-9127-4613-9314-af21e7d1f877"
      },
      "execution_count": 34,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "DWDP    0.924\n",
            "V       0.429\n",
            "MMM     0.000\n",
            "JWN     0.000\n",
            "FDX     0.000\n",
            "        ...  \n",
            "VZ      0.000\n",
            "WMT     0.000\n",
            "WBA     0.000\n",
            "ADBE    0.000\n",
            "K       0.000\n",
            "Length: 64, dtype: float64\n",
            "(4804, 62)\n"
          ]
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      "cell_type": "code",
      "source": [
        "dataset.head(5)"
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        "id": "PSbElM0pA_oC",
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              "               MMM     AXP   AAPL      BA     CAT     CVX    CSCO      KO     DIS     XOM  ...  \\\n",
              "Date                                                                                       ...   \n",
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              "\n",
              "             NVDA    ORLY   ROST       T    TJX     TXN     UNP     UPS     WFC       K  \n",
              "Date                                                                                     \n",
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              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2000-01-03</th>\n",
              "      <td>29.847</td>\n",
              "      <td>35.477</td>\n",
              "      <td>3.531</td>\n",
              "      <td>40.188</td>\n",
              "      <td>14.561</td>\n",
              "      <td>21.582</td>\n",
              "      <td>43.004</td>\n",
              "      <td>16.984</td>\n",
              "      <td>29.472</td>\n",
              "      <td>23.862</td>\n",
              "      <td>...</td>\n",
              "      <td>0.975</td>\n",
              "      <td>10.750</td>\n",
              "      <td>2.172</td>\n",
              "      <td>35.498</td>\n",
              "      <td>2.539</td>\n",
              "      <td>51.438</td>\n",
              "      <td>10.766</td>\n",
              "      <td>67.062</td>\n",
              "      <td>19.562</td>\n",
              "      <td>29.875</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2000-01-04</th>\n",
              "      <td>28.661</td>\n",
              "      <td>34.134</td>\n",
              "      <td>3.233</td>\n",
              "      <td>40.125</td>\n",
              "      <td>14.372</td>\n",
              "      <td>21.582</td>\n",
              "      <td>40.577</td>\n",
              "      <td>17.041</td>\n",
              "      <td>31.198</td>\n",
              "      <td>23.405</td>\n",
              "      <td>...</td>\n",
              "      <td>0.949</td>\n",
              "      <td>9.969</td>\n",
              "      <td>2.078</td>\n",
              "      <td>33.421</td>\n",
              "      <td>2.406</td>\n",
              "      <td>49.250</td>\n",
              "      <td>10.750</td>\n",
              "      <td>64.938</td>\n",
              "      <td>18.594</td>\n",
              "      <td>28.812</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2000-01-05</th>\n",
              "      <td>30.122</td>\n",
              "      <td>33.959</td>\n",
              "      <td>3.280</td>\n",
              "      <td>42.625</td>\n",
              "      <td>14.914</td>\n",
              "      <td>22.049</td>\n",
              "      <td>40.895</td>\n",
              "      <td>17.228</td>\n",
              "      <td>32.493</td>\n",
              "      <td>24.569</td>\n",
              "      <td>...</td>\n",
              "      <td>0.918</td>\n",
              "      <td>10.031</td>\n",
              "      <td>2.125</td>\n",
              "      <td>33.941</td>\n",
              "      <td>2.336</td>\n",
              "      <td>48.062</td>\n",
              "      <td>10.750</td>\n",
              "      <td>68.000</td>\n",
              "      <td>18.406</td>\n",
              "      <td>28.562</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2000-01-06</th>\n",
              "      <td>31.877</td>\n",
              "      <td>33.959</td>\n",
              "      <td>2.996</td>\n",
              "      <td>43.062</td>\n",
              "      <td>15.459</td>\n",
              "      <td>22.903</td>\n",
              "      <td>39.782</td>\n",
              "      <td>17.210</td>\n",
              "      <td>31.198</td>\n",
              "      <td>25.959</td>\n",
              "      <td>...</td>\n",
              "      <td>0.858</td>\n",
              "      <td>9.469</td>\n",
              "      <td>1.898</td>\n",
              "      <td>33.044</td>\n",
              "      <td>2.477</td>\n",
              "      <td>46.750</td>\n",
              "      <td>11.406</td>\n",
              "      <td>68.000</td>\n",
              "      <td>19.219</td>\n",
              "      <td>28.812</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2000-01-07</th>\n",
              "      <td>32.510</td>\n",
              "      <td>34.434</td>\n",
              "      <td>3.138</td>\n",
              "      <td>44.312</td>\n",
              "      <td>15.962</td>\n",
              "      <td>23.306</td>\n",
              "      <td>42.129</td>\n",
              "      <td>18.342</td>\n",
              "      <td>30.705</td>\n",
              "      <td>25.883</td>\n",
              "      <td>...</td>\n",
              "      <td>0.872</td>\n",
              "      <td>8.312</td>\n",
              "      <td>1.875</td>\n",
              "      <td>33.327</td>\n",
              "      <td>2.539</td>\n",
              "      <td>47.000</td>\n",
              "      <td>11.328</td>\n",
              "      <td>66.375</td>\n",
              "      <td>19.562</td>\n",
              "      <td>29.250</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 62 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-a59f3044-3e3e-4ba5-bb0c-2b0a37afd3e1')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
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              "\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-a59f3044-3e3e-4ba5-bb0c-2b0a37afd3e1 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-a59f3044-3e3e-4ba5-bb0c-2b0a37afd3e1');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "datareturns.head(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 267
        },
        "id": "drAdDqnUBDTR",
        "outputId": "cbad8a66-7bed-4cbf-e499-ddc30341e94d"
      },
      "execution_count": 36,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "              MMM    AXP   AAPL     BA    CAT    CVX       CSCO     KO    DIS        XOM  ...  \\\n",
              "Date                                                                                      ...   \n",
              "2000-01-11 -0.018  0.009 -0.051 -0.019 -0.016 -0.009 -3.005e-02  0.034  0.010  1.194e-02  ...   \n",
              "2000-01-20 -0.037  0.017  0.065 -0.024 -0.044 -0.005  8.905e-04  0.010 -0.032 -2.186e-02  ...   \n",
              "2000-05-12 -0.012  0.015  0.047 -0.003  0.015  0.010 -5.145e-03 -0.024 -0.008 -1.109e-02  ...   \n",
              "2000-05-18 -0.011  0.017 -0.006  0.007 -0.030 -0.005 -4.517e-02  0.025 -0.025  8.602e-04  ...   \n",
              "2000-05-19 -0.029 -0.029 -0.067 -0.018  0.032  0.027 -3.503e-02  0.013 -0.003  3.683e-03  ...   \n",
              "\n",
              "             NVDA   ORLY   ROST      T    TJX    TXN    UNP    UPS    WFC      K  \n",
              "Date                                                                              \n",
              "2000-01-11 -0.040 -0.015 -0.045 -0.014 -0.016 -0.009  0.008 -0.027 -0.017  0.022  \n",
              "2000-01-20 -0.003  0.000  0.064  0.011  0.003  0.031 -0.037  0.009 -0.010 -0.037  \n",
              "2000-05-12 -0.030 -0.031  0.026 -0.016  0.003  0.009  0.015  0.005  0.028  0.028  \n",
              "2000-05-18 -0.068  0.017  0.003 -0.023  0.019  0.001  0.013 -0.003  0.006 -0.005  \n",
              "2000-05-19 -0.008 -0.017  0.009 -0.035  0.025 -0.038  0.008 -0.004 -0.001  0.035  \n",
              "\n",
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              "      <td>-0.019</td>\n",
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              "      <td>8.905e-04</td>\n",
              "      <td>0.010</td>\n",
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              "      <td>-2.186e-02</td>\n",
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              "      <td>-5.145e-03</td>\n",
              "      <td>-0.024</td>\n",
              "      <td>-0.008</td>\n",
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              "      <td>-4.517e-02</td>\n",
              "      <td>0.025</td>\n",
              "      <td>-0.025</td>\n",
              "      <td>8.602e-04</td>\n",
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              "\n",
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              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "  "
            ]
          },
          "metadata": {},
          "execution_count": 36
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Standardization (mean = 0, var = 1)**"
      ],
      "metadata": {
        "id": "Ta6YWpIO_BFv"
      }
    },
    {
      "cell_type": "code",
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        "scaler = StandardScaler().fit(datareturns)\n",
        "rescaledDataset = pd.DataFrame(scaler.fit_transform(datareturns),columns = datareturns.columns, index = datareturns.index)\n",
        "# summarize transformed data\n",
        "datareturns.dropna(how='any', inplace=True)\n",
        "rescaledDataset.dropna(how='any', inplace=True)\n",
        "rescaledDataset.head(5)"
      ],
      "metadata": {
        "colab": {
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          "height": 267
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        "id": "bMYeyKQv_GB0",
        "outputId": "005d8b8c-8179-4fca-a36e-6c1c940d518b"
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      "execution_count": 37,
      "outputs": [
        {
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              "              MMM    AXP   AAPL     BA    CAT    CVX   CSCO     KO    DIS    XOM  ...   NVDA  \\\n",
              "Date                                                                              ...          \n",
              "2000-01-11 -1.773  0.618 -2.885 -1.372 -1.106 -0.824 -1.960  3.773  0.783  1.018  ... -1.628   \n",
              "2000-01-20 -3.696  1.161  3.502 -1.727 -3.002 -0.471  0.030  1.048 -2.551 -1.974  ... -0.155   \n",
              "2000-05-12 -1.258  1.046  2.495 -0.293  0.916  0.716 -0.358 -2.768 -0.622 -1.021  ... -1.235   \n",
              "2000-05-18 -1.096  1.181 -0.411  0.417 -2.040 -0.447 -2.932  2.727 -1.988  0.037  ... -2.699   \n",
              "2000-05-19 -2.929 -2.051 -3.755 -1.349  2.082  2.121 -2.280  1.371 -0.267  0.287  ... -0.379   \n",
              "\n",
              "             ORLY   ROST      T    TJX    TXN    UNP    UPS    WFC      K  \n",
              "Date                                                                       \n",
              "2000-01-11 -1.114 -3.091 -1.238 -1.217 -0.559  0.560 -2.864 -1.169  2.293  \n",
              "2000-01-20 -0.040  4.252  0.957  0.231  1.780 -2.853  0.936 -0.720 -3.913  \n",
              "2000-05-12 -2.268  1.699 -1.398  0.237  0.505  1.098  0.510  1.994  2.919  \n",
              "2000-05-18  1.184  0.153 -2.078  1.428  0.060  0.904 -0.342  0.420 -0.495  \n",
              "2000-05-19 -1.244  0.558 -3.130  1.876 -2.248  0.578 -0.448 -0.097  3.607  \n",
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              "      <td>0.231</td>\n",
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              "      <td>0.936</td>\n",
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              "      <th>2000-05-12</th>\n",
              "      <td>-1.258</td>\n",
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              "      <td>0.916</td>\n",
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              "      <td>-1.096</td>\n",
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              "      <td>-0.411</td>\n",
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              "      <td>-2.932</td>\n",
              "      <td>2.727</td>\n",
              "      <td>-1.988</td>\n",
              "      <td>0.037</td>\n",
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        "set_option('precision', 3)\n",
        "rescaledDataset.describe()"
      ],
      "metadata": {
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          "height": 394
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        "id": "d5zi4XRuBQhz",
        "outputId": "ab9e9de2-83f4-40ae-87f2-335e72d648aa"
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      "execution_count": 38,
      "outputs": [
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              "             MMM        AXP       AAPL         BA        CAT        CVX       CSCO         KO  \\\n",
              "count  3.280e+03  3.280e+03  3.280e+03  3.280e+03  3.280e+03  3.280e+03  3.280e+03  3.280e+03   \n",
              "mean   2.166e-17 -4.333e-18  4.874e-18 -2.166e-18  1.625e-17  6.499e-18  2.166e-18 -1.516e-17   \n",
              "std    1.000e+00  1.000e+00  1.000e+00  1.000e+00  1.000e+00  1.000e+00  1.000e+00  1.000e+00   \n",
              "min   -4.071e+00 -4.606e+00 -3.931e+00 -3.854e+00 -3.573e+00 -3.940e+00 -4.666e+00 -4.228e+00   \n",
              "25%   -5.559e-01 -4.959e-01 -5.433e-01 -6.270e-01 -5.825e-01 -6.012e-01 -5.095e-01 -5.631e-01   \n",
              "50%    9.305e-03 -9.107e-03 -2.339e-02 -7.590e-03 -2.693e-02  7.634e-03  2.854e-03  9.237e-03   \n",
              "75%    5.924e-01  5.371e-01  5.527e-01  6.106e-01  5.858e-01  5.970e-01  5.611e-01  5.689e-01   \n",
              "max    3.977e+00  4.477e+00  3.924e+00  3.984e+00  4.023e+00  3.837e+00  4.636e+00  4.274e+00   \n",
              "\n",
              "             DIS        XOM  ...       NVDA      ORLY       ROST          T        TJX        TXN  \\\n",
              "count  3.280e+03  3.280e+03  ...  3.280e+03  3280.000  3.280e+03  3.280e+03  3.280e+03  3.280e+03   \n",
              "mean  -2.166e-18  7.582e-18  ... -1.516e-17     0.000 -4.333e-18  6.499e-18  1.950e-17  1.516e-17   \n",
              "std    1.000e+00  1.000e+00  ...  1.000e+00     1.000  1.000e+00  1.000e+00  1.000e+00  1.000e+00   \n",
              "min   -4.267e+00 -3.889e+00  ... -4.317e+00    -4.620 -4.278e+00 -4.090e+00 -4.096e+00 -4.327e+00   \n",
              "25%   -5.493e-01 -6.019e-01  ... -5.690e-01    -0.583 -5.747e-01 -5.571e-01 -5.919e-01 -5.458e-01   \n",
              "50%    6.868e-03 -5.241e-03  ... -1.042e-02    -0.006 -2.095e-02  2.643e-02 -1.021e-02  8.707e-03   \n",
              "75%    5.858e-01  5.988e-01  ...  5.385e-01     0.564  5.779e-01  5.792e-01  5.899e-01  5.579e-01   \n",
              "max    4.270e+00  3.585e+00  ...  4.367e+00     4.461  4.252e+00  4.034e+00  4.179e+00  4.232e+00   \n",
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              "             UNP        UPS        WFC          K  \n",
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              "25%   -6.018e-01 -5.730e-01 -5.063e-01 -5.540e-01  \n",
              "50%   -2.929e-02 -1.647e-02  5.547e-03  1.098e-02  \n",
              "75%    5.837e-01  5.753e-01  5.094e-01  5.537e-01  \n",
              "max    3.704e+00  4.343e+00  4.693e+00  4.182e+00  \n",
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              "    .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>MMM</th>\n",
              "      <th>AXP</th>\n",
              "      <th>AAPL</th>\n",
              "      <th>BA</th>\n",
              "      <th>CAT</th>\n",
              "      <th>CVX</th>\n",
              "      <th>CSCO</th>\n",
              "      <th>KO</th>\n",
              "      <th>DIS</th>\n",
              "      <th>XOM</th>\n",
              "      <th>...</th>\n",
              "      <th>NVDA</th>\n",
              "      <th>ORLY</th>\n",
              "      <th>ROST</th>\n",
              "      <th>T</th>\n",
              "      <th>TJX</th>\n",
              "      <th>TXN</th>\n",
              "      <th>UNP</th>\n",
              "      <th>UPS</th>\n",
              "      <th>WFC</th>\n",
              "      <th>K</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>...</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3280.000</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "      <td>3.280e+03</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>2.166e-17</td>\n",
              "      <td>-4.333e-18</td>\n",
              "      <td>4.874e-18</td>\n",
              "      <td>-2.166e-18</td>\n",
              "      <td>1.625e-17</td>\n",
              "      <td>6.499e-18</td>\n",
              "      <td>2.166e-18</td>\n",
              "      <td>-1.516e-17</td>\n",
              "      <td>-2.166e-18</td>\n",
              "      <td>7.582e-18</td>\n",
              "      <td>...</td>\n",
              "      <td>-1.516e-17</td>\n",
              "      <td>0.000</td>\n",
              "      <td>-4.333e-18</td>\n",
              "      <td>6.499e-18</td>\n",
              "      <td>1.950e-17</td>\n",
              "      <td>1.516e-17</td>\n",
              "      <td>6.499e-18</td>\n",
              "      <td>4.333e-18</td>\n",
              "      <td>1.300e-17</td>\n",
              "      <td>5.416e-18</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>...</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "      <td>1.000e+00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>-4.071e+00</td>\n",
              "      <td>-4.606e+00</td>\n",
              "      <td>-3.931e+00</td>\n",
              "      <td>-3.854e+00</td>\n",
              "      <td>-3.573e+00</td>\n",
              "      <td>-3.940e+00</td>\n",
              "      <td>-4.666e+00</td>\n",
              "      <td>-4.228e+00</td>\n",
              "      <td>-4.267e+00</td>\n",
              "      <td>-3.889e+00</td>\n",
              "      <td>...</td>\n",
              "      <td>-4.317e+00</td>\n",
              "      <td>-4.620</td>\n",
              "      <td>-4.278e+00</td>\n",
              "      <td>-4.090e+00</td>\n",
              "      <td>-4.096e+00</td>\n",
              "      <td>-4.327e+00</td>\n",
              "      <td>-3.887e+00</td>\n",
              "      <td>-4.330e+00</td>\n",
              "      <td>-4.773e+00</td>\n",
              "      <td>-4.189e+00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>-5.559e-01</td>\n",
              "      <td>-4.959e-01</td>\n",
              "      <td>-5.433e-01</td>\n",
              "      <td>-6.270e-01</td>\n",
              "      <td>-5.825e-01</td>\n",
              "      <td>-6.012e-01</td>\n",
              "      <td>-5.095e-01</td>\n",
              "      <td>-5.631e-01</td>\n",
              "      <td>-5.493e-01</td>\n",
              "      <td>-6.019e-01</td>\n",
              "      <td>...</td>\n",
              "      <td>-5.690e-01</td>\n",
              "      <td>-0.583</td>\n",
              "      <td>-5.747e-01</td>\n",
              "      <td>-5.571e-01</td>\n",
              "      <td>-5.919e-01</td>\n",
              "      <td>-5.458e-01</td>\n",
              "      <td>-6.018e-01</td>\n",
              "      <td>-5.730e-01</td>\n",
              "      <td>-5.063e-01</td>\n",
              "      <td>-5.540e-01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>9.305e-03</td>\n",
              "      <td>-9.107e-03</td>\n",
              "      <td>-2.339e-02</td>\n",
              "      <td>-7.590e-03</td>\n",
              "      <td>-2.693e-02</td>\n",
              "      <td>7.634e-03</td>\n",
              "      <td>2.854e-03</td>\n",
              "      <td>9.237e-03</td>\n",
              "      <td>6.868e-03</td>\n",
              "      <td>-5.241e-03</td>\n",
              "      <td>...</td>\n",
              "      <td>-1.042e-02</td>\n",
              "      <td>-0.006</td>\n",
              "      <td>-2.095e-02</td>\n",
              "      <td>2.643e-02</td>\n",
              "      <td>-1.021e-02</td>\n",
              "      <td>8.707e-03</td>\n",
              "      <td>-2.929e-02</td>\n",
              "      <td>-1.647e-02</td>\n",
              "      <td>5.547e-03</td>\n",
              "      <td>1.098e-02</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>5.924e-01</td>\n",
              "      <td>5.371e-01</td>\n",
              "      <td>5.527e-01</td>\n",
              "      <td>6.106e-01</td>\n",
              "      <td>5.858e-01</td>\n",
              "      <td>5.970e-01</td>\n",
              "      <td>5.611e-01</td>\n",
              "      <td>5.689e-01</td>\n",
              "      <td>5.858e-01</td>\n",
              "      <td>5.988e-01</td>\n",
              "      <td>...</td>\n",
              "      <td>5.385e-01</td>\n",
              "      <td>0.564</td>\n",
              "      <td>5.779e-01</td>\n",
              "      <td>5.792e-01</td>\n",
              "      <td>5.899e-01</td>\n",
              "      <td>5.579e-01</td>\n",
              "      <td>5.837e-01</td>\n",
              "      <td>5.753e-01</td>\n",
              "      <td>5.094e-01</td>\n",
              "      <td>5.537e-01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>3.977e+00</td>\n",
              "      <td>4.477e+00</td>\n",
              "      <td>3.924e+00</td>\n",
              "      <td>3.984e+00</td>\n",
              "      <td>4.023e+00</td>\n",
              "      <td>3.837e+00</td>\n",
              "      <td>4.636e+00</td>\n",
              "      <td>4.274e+00</td>\n",
              "      <td>4.270e+00</td>\n",
              "      <td>3.585e+00</td>\n",
              "      <td>...</td>\n",
              "      <td>4.367e+00</td>\n",
              "      <td>4.461</td>\n",
              "      <td>4.252e+00</td>\n",
              "      <td>4.034e+00</td>\n",
              "      <td>4.179e+00</td>\n",
              "      <td>4.232e+00</td>\n",
              "      <td>3.704e+00</td>\n",
              "      <td>4.343e+00</td>\n",
              "      <td>4.693e+00</td>\n",
              "      <td>4.182e+00</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>8 rows × 62 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-c086d1e5-59a4-4da5-9a83-146e43935ff6')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
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              "      border-radius: 50%;\n",
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              "      fill: #1967D2;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-c086d1e5-59a4-4da5-9a83-146e43935ff6 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-c086d1e5-59a4-4da5-9a83-146e43935ff6');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Train Test Split 80-20**"
      ],
      "metadata": {
        "id": "vrvPvXu5BsRV"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Dividing the dataset into training and testing sets\n",
        "percentage = int(len(rescaledDataset) * 0.8)\n",
        "X_train = rescaledDataset[:percentage]\n",
        "X_test = rescaledDataset[percentage:]\n",
        "\n",
        "X_train_raw = datareturns[:percentage]\n",
        "X_test_raw = datareturns[percentage:]\n",
        "\n",
        "\n",
        "stock_tickers = rescaledDataset.columns.values\n",
        "print(stock_tickers)\n",
        "n_tickers = len(stock_tickers)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Kk4yzHw3Btz_",
        "outputId": "a90828c9-38bb-4907-abfc-30a691d0c69a"
      },
      "execution_count": 39,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "['MMM' 'AXP' 'AAPL' 'BA' 'CAT' 'CVX' 'CSCO' 'KO' 'DIS' 'XOM' 'GS' 'HD'\n",
            " 'IBM' 'INTC' 'JNJ' 'JPM' 'MCD' 'MRK' 'MSFT' 'NKE' 'PFE' 'PG' 'TRV' 'UTX'\n",
            " 'UNH' 'VZ' 'WMT' 'WBA' 'ADBE' 'AMD' 'AMZN' 'APD' 'AZO' 'BAX' 'BBY' 'BDX'\n",
            " 'BRK-A' 'BSX' 'CNI' 'COP' 'COST' 'DLTR' 'ECL' 'FDX' 'JWN' 'KSS' 'LMT'\n",
            " 'LOW' 'M' 'MDT' 'MS' 'NSC' 'NVDA' 'ORLY' 'ROST' 'T' 'TJX' 'TXN' 'UNP'\n",
            " 'UPS' 'WFC' 'K']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**PCA**"
      ],
      "metadata": {
        "id": "LGq3gvH8CAEZ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "pca = PCA()\n",
        "PrincipalComponent=pca.fit(X_train)\n",
        "\n",
        "print(pca.components_[0])\n",
        "len(pca.components_)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "GGhLeKx8CBYE",
        "outputId": "e11316ae-0dfd-447e-a160-0968e43ead1f"
      },
      "execution_count": 40,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[-0.15975788 -0.15958162 -0.10653617 -0.13210519 -0.14298215 -0.12256982\n",
            " -0.13444601 -0.11334024 -0.14487368 -0.13148748 -0.1518397  -0.14852674\n",
            " -0.13573555 -0.13303511 -0.11814105 -0.16012827 -0.10603162 -0.11229356\n",
            " -0.13150286 -0.12444345 -0.12580995 -0.11410695 -0.13734927 -0.15620278\n",
            " -0.0990697  -0.1144994  -0.11855901 -0.11338335 -0.12598757 -0.09289441\n",
            " -0.10873879 -0.14756117 -0.10805012 -0.10545704 -0.11025769 -0.11726966\n",
            " -0.10536535 -0.10290216 -0.13429202 -0.10256337 -0.12965666 -0.10236737\n",
            " -0.14331562 -0.14546268 -0.12977404 -0.1040862  -0.10535094 -0.14059323\n",
            " -0.1263484  -0.11673833 -0.15373726 -0.1381239  -0.10308404 -0.11761951\n",
            " -0.1244523  -0.11643257 -0.12579729 -0.12741758 -0.14397649 -0.14707094\n",
            " -0.15006341 -0.09379362]\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "62"
            ]
          },
          "metadata": {},
          "execution_count": 40
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Explained Variance**"
      ],
      "metadata": {
        "id": "dfktciyPDy3j"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "NumEigenvalues=10\n",
        "fig, axes = plt.subplots(ncols=2, figsize=(14,4))\n",
        "Series1 = pd.Series(pca.explained_variance_ratio_[:NumEigenvalues]).sort_values()*100\n",
        "Series2 = pd.Series(pca.explained_variance_ratio_[:NumEigenvalues]).cumsum()*100\n",
        "Series1.plot.barh(ylim=(0,9), label=\"woohoo\",title='Explained Variance Ratio by Top 10 factors',ax=axes[0]);\n",
        "Series2.plot(ylim=(0,100),xlim=(0,9),ax=axes[1], title='Cumulative Explained Variance by factor');\n",
        "# explained_variance\n",
        "pd.Series(np.cumsum(pca.explained_variance_ratio_)).to_frame('Explained Variance').head(NumEigenvalues).style.format('{:,.2%}'.format)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 627
        },
        "id": "fY16LPKOD07o",
        "outputId": "8f1dd01c-7e2e-45b8-cc08-1acac8edecec"
      },
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<pandas.io.formats.style.Styler at 0x7f30f9822c90>"
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              "<style type=\"text/css\">\n",
              "</style>\n",
              "<table id=\"T_c2759_\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr>\n",
              "      <th class=\"blank level0\" >&nbsp;</th>\n",
              "      <th class=\"col_heading level0 col0\" >Explained Variance</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row0\" class=\"row_heading level0 row0\" >0</th>\n",
              "      <td id=\"T_c2759_row0_col0\" class=\"data row0 col0\" >33.37%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row1\" class=\"row_heading level0 row1\" >1</th>\n",
              "      <td id=\"T_c2759_row1_col0\" class=\"data row1 col0\" >37.48%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row2\" class=\"row_heading level0 row2\" >2</th>\n",
              "      <td id=\"T_c2759_row2_col0\" class=\"data row2 col0\" >41.23%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row3\" class=\"row_heading level0 row3\" >3</th>\n",
              "      <td id=\"T_c2759_row3_col0\" class=\"data row3 col0\" >44.19%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row4\" class=\"row_heading level0 row4\" >4</th>\n",
              "      <td id=\"T_c2759_row4_col0\" class=\"data row4 col0\" >46.66%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row5\" class=\"row_heading level0 row5\" >5</th>\n",
              "      <td id=\"T_c2759_row5_col0\" class=\"data row5 col0\" >48.81%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row6\" class=\"row_heading level0 row6\" >6</th>\n",
              "      <td id=\"T_c2759_row6_col0\" class=\"data row6 col0\" >50.86%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row7\" class=\"row_heading level0 row7\" >7</th>\n",
              "      <td id=\"T_c2759_row7_col0\" class=\"data row7 col0\" >52.50%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row8\" class=\"row_heading level0 row8\" >8</th>\n",
              "      <td id=\"T_c2759_row8_col0\" class=\"data row8 col0\" >54.09%</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th id=\"T_c2759_level0_row9\" class=\"row_heading level0 row9\" >9</th>\n",
              "      <td id=\"T_c2759_row9_col0\" class=\"data row9 col0\" >55.62%</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n"
            ]
          },
          "metadata": {},
          "execution_count": 41
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1008x288 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Portfolio Weights**"
      ],
      "metadata": {
        "id": "f03oQZPoJUZQ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def PCWeights():\n",
        "    weights = pd.DataFrame()\n",
        "    print(pca.components_[0])\n",
        "    print(sum(pca.components_[0]))\n",
        "    for i in range(len(pca.components_)):\n",
        "      weights[i] = pca.components_[i] / sum(pca.components_[i])\n",
        "    weights = weights.values.T\n",
        "    return weights\n",
        "\n",
        "weights=PCWeights()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WgqXRn-UJ5xg",
        "outputId": "c1c18091-32fc-46ae-89ad-01525c761176"
      },
      "execution_count": 42,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[-0.15975788 -0.15958162 -0.10653617 -0.13210519 -0.14298215 -0.12256982\n",
            " -0.13444601 -0.11334024 -0.14487368 -0.13148748 -0.1518397  -0.14852674\n",
            " -0.13573555 -0.13303511 -0.11814105 -0.16012827 -0.10603162 -0.11229356\n",
            " -0.13150286 -0.12444345 -0.12580995 -0.11410695 -0.13734927 -0.15620278\n",
            " -0.0990697  -0.1144994  -0.11855901 -0.11338335 -0.12598757 -0.09289441\n",
            " -0.10873879 -0.14756117 -0.10805012 -0.10545704 -0.11025769 -0.11726966\n",
            " -0.10536535 -0.10290216 -0.13429202 -0.10256337 -0.12965666 -0.10236737\n",
            " -0.14331562 -0.14546268 -0.12977404 -0.1040862  -0.10535094 -0.14059323\n",
            " -0.1263484  -0.11673833 -0.15373726 -0.1381239  -0.10308404 -0.11761951\n",
            " -0.1244523  -0.11643257 -0.12579729 -0.12741758 -0.14397649 -0.14707094\n",
            " -0.15006341 -0.09379362]\n",
            "-7.794940323726624\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "NumComponents=10\n",
        "        \n",
        "topPortfolios = pd.DataFrame(pca.components_[:NumComponents], columns=dataset.columns)\n",
        "eigen_portfolios = topPortfolios.div(topPortfolios.sum(1), axis=0)\n",
        "eigen_portfolios.index = [f'Portfolio {i}' for i in range( NumComponents)]\n",
        "np.sqrt(pca.explained_variance_)\n",
        "eigen_portfolios.T"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "eaeeEZ71LVT_",
        "outputId": "e84dafef-2275-46bc-9a54-9a4c9f8098d0"
      },
      "execution_count": 43,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "      Portfolio 0  Portfolio 1  Portfolio 2  Portfolio 3  Portfolio 4  Portfolio 5  Portfolio 6  \\\n",
              "MMM         0.020       -0.689        0.114       -0.089        0.109       -0.751        0.080   \n",
              "AXP         0.020       -0.129       -0.211       -0.128       -0.725        0.920       -0.156   \n",
              "AAPL        0.014        0.241       -0.997        0.247        0.333        1.627        0.110   \n",
              "BA          0.017       -0.562       -0.015       -0.140        0.083       -1.641       -0.080   \n",
              "CAT         0.018       -0.746       -0.278       -0.297        0.278       -0.271        0.082   \n",
              "...           ...          ...          ...          ...          ...          ...          ...   \n",
              "TXN         0.016        0.077       -1.452        0.344        0.266       -0.580        0.064   \n",
              "UNP         0.018       -0.590       -0.066       -0.466        0.456       -3.573       -0.585   \n",
              "UPS         0.019       -0.246        0.128       -0.175        0.071       -2.284       -0.157   \n",
              "WFC         0.019       -0.496       -0.058       -0.299       -0.967        1.009       -0.073   \n",
              "K           0.012       -0.434        0.792        0.257       -0.049       -0.202       -0.487   \n",
              "\n",
              "      Portfolio 7  Portfolio 8  Portfolio 9  \n",
              "MMM        -8.251       -0.536       -0.236  \n",
              "AXP        -0.870        1.131       -0.032  \n",
              "AAPL      -16.560       -1.750       -0.111  \n",
              "BA        -26.996       -8.881        0.010  \n",
              "CAT        -2.066       -1.507       -0.035  \n",
              "...           ...          ...          ...  \n",
              "TXN         2.812        3.934        0.074  \n",
              "UNP        14.345        2.633       -0.184  \n",
              "UPS         1.287        1.790       -0.102  \n",
              "WFC        -1.459        1.431       -0.167  \n",
              "K         -11.487        2.985        0.245  \n",
              "\n",
              "[62 rows x 10 columns]"
            ],
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              "\n",
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Portfolio 0</th>\n",
              "      <th>Portfolio 1</th>\n",
              "      <th>Portfolio 2</th>\n",
              "      <th>Portfolio 3</th>\n",
              "      <th>Portfolio 4</th>\n",
              "      <th>Portfolio 5</th>\n",
              "      <th>Portfolio 6</th>\n",
              "      <th>Portfolio 7</th>\n",
              "      <th>Portfolio 8</th>\n",
              "      <th>Portfolio 9</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>MMM</th>\n",
              "      <td>0.020</td>\n",
              "      <td>-0.689</td>\n",
              "      <td>0.114</td>\n",
              "      <td>-0.089</td>\n",
              "      <td>0.109</td>\n",
              "      <td>-0.751</td>\n",
              "      <td>0.080</td>\n",
              "      <td>-8.251</td>\n",
              "      <td>-0.536</td>\n",
              "      <td>-0.236</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AXP</th>\n",
              "      <td>0.020</td>\n",
              "      <td>-0.129</td>\n",
              "      <td>-0.211</td>\n",
              "      <td>-0.128</td>\n",
              "      <td>-0.725</td>\n",
              "      <td>0.920</td>\n",
              "      <td>-0.156</td>\n",
              "      <td>-0.870</td>\n",
              "      <td>1.131</td>\n",
              "      <td>-0.032</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AAPL</th>\n",
              "      <td>0.014</td>\n",
              "      <td>0.241</td>\n",
              "      <td>-0.997</td>\n",
              "      <td>0.247</td>\n",
              "      <td>0.333</td>\n",
              "      <td>1.627</td>\n",
              "      <td>0.110</td>\n",
              "      <td>-16.560</td>\n",
              "      <td>-1.750</td>\n",
              "      <td>-0.111</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>BA</th>\n",
              "      <td>0.017</td>\n",
              "      <td>-0.562</td>\n",
              "      <td>-0.015</td>\n",
              "      <td>-0.140</td>\n",
              "      <td>0.083</td>\n",
              "      <td>-1.641</td>\n",
              "      <td>-0.080</td>\n",
              "      <td>-26.996</td>\n",
              "      <td>-8.881</td>\n",
              "      <td>0.010</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>CAT</th>\n",
              "      <td>0.018</td>\n",
              "      <td>-0.746</td>\n",
              "      <td>-0.278</td>\n",
              "      <td>-0.297</td>\n",
              "      <td>0.278</td>\n",
              "      <td>-0.271</td>\n",
              "      <td>0.082</td>\n",
              "      <td>-2.066</td>\n",
              "      <td>-1.507</td>\n",
              "      <td>-0.035</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",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>TXN</th>\n",
              "      <td>0.016</td>\n",
              "      <td>0.077</td>\n",
              "      <td>-1.452</td>\n",
              "      <td>0.344</td>\n",
              "      <td>0.266</td>\n",
              "      <td>-0.580</td>\n",
              "      <td>0.064</td>\n",
              "      <td>2.812</td>\n",
              "      <td>3.934</td>\n",
              "      <td>0.074</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>UNP</th>\n",
              "      <td>0.018</td>\n",
              "      <td>-0.590</td>\n",
              "      <td>-0.066</td>\n",
              "      <td>-0.466</td>\n",
              "      <td>0.456</td>\n",
              "      <td>-3.573</td>\n",
              "      <td>-0.585</td>\n",
              "      <td>14.345</td>\n",
              "      <td>2.633</td>\n",
              "      <td>-0.184</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>UPS</th>\n",
              "      <td>0.019</td>\n",
              "      <td>-0.246</td>\n",
              "      <td>0.128</td>\n",
              "      <td>-0.175</td>\n",
              "      <td>0.071</td>\n",
              "      <td>-2.284</td>\n",
              "      <td>-0.157</td>\n",
              "      <td>1.287</td>\n",
              "      <td>1.790</td>\n",
              "      <td>-0.102</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>WFC</th>\n",
              "      <td>0.019</td>\n",
              "      <td>-0.496</td>\n",
              "      <td>-0.058</td>\n",
              "      <td>-0.299</td>\n",
              "      <td>-0.967</td>\n",
              "      <td>1.009</td>\n",
              "      <td>-0.073</td>\n",
              "      <td>-1.459</td>\n",
              "      <td>1.431</td>\n",
              "      <td>-0.167</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>K</th>\n",
              "      <td>0.012</td>\n",
              "      <td>-0.434</td>\n",
              "      <td>0.792</td>\n",
              "      <td>0.257</td>\n",
              "      <td>-0.049</td>\n",
              "      <td>-0.202</td>\n",
              "      <td>-0.487</td>\n",
              "      <td>-11.487</td>\n",
              "      <td>2.985</td>\n",
              "      <td>0.245</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>62 rows × 10 columns</p>\n",
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          },
          "metadata": {},
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        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Sharpe Ratio**"
      ],
      "metadata": {
        "id": "Hf-2dUk5ZO-f"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Sharpe Ratio\n",
        "def sharpe_ratio(df, days_per_year=252):\n",
        "    year = df.shape[0]/days_per_year\n",
        "\n",
        "    annualized_return = np.power(np.prod(1+df),(1/year))-1\n",
        "\n",
        "    annualized_vol = df.std() * np.sqrt(days_per_year)\n",
        "\n",
        "    annualized_sharpe = annualized_return / annualized_vol\n",
        "\n",
        "    return (annualized_return, annualized_vol, annualized_sharpe)"
      ],
      "metadata": {
        "id": "_iBdfqMRZQdB"
      },
      "execution_count": 44,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Find Optimized Portfolio**"
      ],
      "metadata": {
        "id": "_9VO6KW2F2OQ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def optimizedPortfolio():\n",
        "    n_portfolios = len(pca.components_)\n",
        "    annualized_ret = np.array([0.] * n_portfolios)\n",
        "    sharpe_metric = np.array([0.] * n_portfolios)\n",
        "    annualized_vol = np.array([0.] * n_portfolios)\n",
        "    highest_sharpe = 0 \n",
        "    stock_tickers = rescaledDataset.columns.values\n",
        "    n_tickers = len(stock_tickers)\n",
        "    pcs = pca.components_\n",
        "    \n",
        "    for i in range(n_portfolios):\n",
        "        \n",
        "        pc_w = pcs[i] / sum(pcs[i])\n",
        "        # each pc weights * 100, give stock code as index, and sort descending\n",
        "        eigen_port = pd.DataFrame(data ={'weights': pc_w.squeeze()*100}, index = stock_tickers)\n",
        "        eigen_port.sort_values(by=['weights'], ascending=False, inplace=True)\n",
        "\n",
        "        # X_train_raw = datareturns[:percentage]\n",
        "        # sort stock returns based on its weight, dot each returns with its weight, give date as index\n",
        "        eigen_port_returns = np.dot(X_train_raw.loc[:, eigen_port.index], pc_w)\n",
        "        eigen_port_returns = pd.Series(eigen_port_returns.squeeze(), index=X_train_raw.index)\n",
        "\n",
        "        er, vol, sharpe = sharpe_ratio(eigen_port_returns)\n",
        "        annualized_ret[i] = er\n",
        "        annualized_vol[i] = vol\n",
        "        sharpe_metric[i] = sharpe\n",
        "        sharpe_metric = np.nan_to_num(sharpe_metric)\n",
        "        \n",
        "    # find portfolio with the highest Sharpe ratio\n",
        "    highest_sharpe = np.argmax(sharpe_metric)\n",
        "\n",
        "    print('Eigen portfolio #%d with the highest Sharpe. Return %.2f%%, vol = %.2f%%, Sharpe = %.2f' % \n",
        "          (highest_sharpe,\n",
        "           annualized_ret[highest_sharpe]*100, \n",
        "           annualized_vol[highest_sharpe]*100, \n",
        "           sharpe_metric[highest_sharpe]))\n",
        "\n",
        "\n",
        "    fig, ax = plt.subplots()\n",
        "    fig.set_size_inches(12, 4)\n",
        "    ax.plot(sharpe_metric, linewidth=3)\n",
        "    ax.set_title('Sharpe ratio of eigen-portfolios')\n",
        "    ax.set_ylabel('Sharpe ratio')\n",
        "    ax.set_xlabel('Portfolios')\n",
        "\n",
        "    results = pd.DataFrame(data={'Return': annualized_ret, 'Vol': annualized_vol, 'Sharpe': sharpe_metric})\n",
        "    results.dropna(inplace=True)\n",
        "    results.sort_values(by=['Sharpe'], ascending=False, inplace=True)\n",
        "    print(results)\n",
        "\n",
        "    plt.show()\n",
        "\n",
        "optimizedPortfolio()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "poZdDZQyF5tS",
        "outputId": "83fd6905-5d4f-479d-acb9-82f00d1ec795"
      },
      "execution_count": 45,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Eigen portfolio #0 with the highest Sharpe. Return 6.79%, vol = 12.80%, Sharpe = 0.53\n",
            "    Return     Vol  Sharpe\n",
            "0    0.068   0.128   0.531\n",
            "14   0.360   0.703   0.513\n",
            "6    0.147   0.663   0.221\n",
            "3    0.059   0.424   0.139\n",
            "23   0.102   1.016   0.101\n",
            "48   0.048   0.961   0.050\n",
            "19  -0.031   1.008  -0.030\n",
            "7   -1.000  18.675  -0.054\n",
            "55  -1.000  18.201  -0.055\n",
            "22  -1.000  16.049  -0.062\n",
            "56  -1.000  10.176  -0.098\n",
            "39  -1.000   9.858  -0.101\n",
            "45  -1.000   9.257  -0.108\n",
            "20  -1.000   8.232  -0.121\n",
            "49  -1.000   7.383  -0.135\n",
            "59  -1.000   7.371  -0.136\n",
            "8   -1.000   6.410  -0.156\n",
            "42  -1.000   5.237  -0.191\n",
            "46  -1.000   4.689  -0.213\n",
            "53  -1.000   4.294  -0.233\n",
            "33  -1.000   4.249  -0.235\n",
            "52  -1.000   3.964  -0.252\n",
            "9   -0.159   0.623  -0.256\n",
            "36  -0.999   3.631  -0.275\n",
            "37  -0.998   3.441  -0.290\n",
            "34  -1.000   3.416  -0.293\n",
            "24  -0.998   3.253  -0.307\n",
            "41  -0.607   1.967  -0.309\n",
            "57  -0.999   3.230  -0.309\n",
            "21  -0.944   2.953  -0.320\n",
            "25  -0.759   2.365  -0.321\n",
            "35  -0.977   2.854  -0.342\n",
            "32  -0.863   2.450  -0.352\n",
            "38  -0.550   1.485  -0.371\n",
            "4   -0.203   0.549  -0.371\n",
            "27  -0.281   0.756  -0.371\n",
            "12  -0.513   1.376  -0.373\n",
            "31  -0.919   2.427  -0.379\n",
            "30  -0.338   0.880  -0.384\n",
            "58  -0.725   1.879  -0.386\n",
            "60  -0.787   1.890  -0.416\n",
            "47  -0.969   2.279  -0.425\n",
            "44  -0.662   1.552  -0.427\n",
            "10  -0.924   2.165  -0.427\n",
            "5   -0.989   2.304  -0.429\n",
            "2   -0.381   0.868  -0.440\n",
            "17  -0.403   0.801  -0.503\n",
            "1   -0.737   1.461  -0.505\n",
            "40  -0.917   1.750  -0.524\n",
            "18  -0.634   1.170  -0.542\n",
            "29  -0.639   1.155  -0.553\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Current Eigen Portfolio Weights**"
      ],
      "metadata": {
        "id": "-nI5zyhtKM8g"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "weights = PCWeights()\n",
        "portfolio = portfolio = pd.DataFrame()\n",
        "\n",
        "def plotEigen(weights, plot=False, portfolio=portfolio):\n",
        "    portfolio = pd.DataFrame(data ={'weights': weights.squeeze()*100}, index = stock_tickers) \n",
        "    portfolio.sort_values(by=['weights'], ascending=False, inplace=True)\n",
        "    if plot:\n",
        "        portfolio.plot(title='Current Eigen-Portfolio Weights', \n",
        "            figsize=(20,6), \n",
        "            xticks=range(0, len(stock_tickers),1), \n",
        "            rot=45, \n",
        "            linewidth=3\n",
        "            )\n",
        "        plt.show()\n",
        "\n",
        "\n",
        "    return portfolio\n",
        "\n",
        "# Weights are stored in arrays, where 0 is the first PC's weights.\n",
        "plotEigen(weights[0], plot=True)\n",
        "plotEigen(weights[1], plot=True)\n",
        "plotEigen(weights[2], plot=True)\n",
        "plotEigen(weights[3], plot=True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "5X4Y4lgAKP7s",
        "outputId": "cfc33b7b-b219-4977-c185-8fed0006c3c4"
      },
      "execution_count": 46,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[-0.15975788 -0.15958162 -0.10653617 -0.13210519 -0.14298215 -0.12256982\n",
            " -0.13444601 -0.11334024 -0.14487368 -0.13148748 -0.1518397  -0.14852674\n",
            " -0.13573555 -0.13303511 -0.11814105 -0.16012827 -0.10603162 -0.11229356\n",
            " -0.13150286 -0.12444345 -0.12580995 -0.11410695 -0.13734927 -0.15620278\n",
            " -0.0990697  -0.1144994  -0.11855901 -0.11338335 -0.12598757 -0.09289441\n",
            " -0.10873879 -0.14756117 -0.10805012 -0.10545704 -0.11025769 -0.11726966\n",
            " -0.10536535 -0.10290216 -0.13429202 -0.10256337 -0.12965666 -0.10236737\n",
            " -0.14331562 -0.14546268 -0.12977404 -0.1040862  -0.10535094 -0.14059323\n",
            " -0.1263484  -0.11673833 -0.15373726 -0.1381239  -0.10308404 -0.11761951\n",
            " -0.1244523  -0.11643257 -0.12579729 -0.12741758 -0.14397649 -0.14707094\n",
            " -0.15006341 -0.09379362]\n",
            "-7.794940323726624\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1440x432 with 1 Axes>"
            ],
            "image/png": 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kVgQAAAAAwOgQDodVXV2t7u7uZJcyovn9fk2dOlVer/eI9v4mn2aOoWFy/vxCff6Dpbrnue2SpAde26N5kzJ11enTklwZAAAAAAAjm9frVVFRUbLLGJMYSjaMPnvuLF0wvzCx/k+Pv6317zYlsSIAAAAAADCeEQwNI5fL6O4rF2luYUCSFI5a3fKLDTpwsCvJlQEAAAAAgPGIYGiYpfs8+ul15cpOi4/3a2gP6pZfrFd3OJrkygAAAAAAwHhDMJQE03LSdO+1S+R2GUnSpuqD+tIfNjG7OgAAAAAAGFYEQ0mysiRP/3zRvMT64xvf009XVyWxIgAAAAAAMN4QDCXRJ5bP0NU9nkp215+26cXKuiRWBAAAAAAAxhOCoSQyxuhfL5mv8hnZkqSYlT77mzdVVd+e5MoAAAAAAMB4QDCUZCkel3708dM0aYJfktTWHdGND1WotTuc5MoAAAAAAMBYRzA0AuQHfPrJJ8rl88S/jqr6Dt3x8EZFY0xGDQAAAAAAho4ZSU/CKi8vtxUVFckuI2me2Lhfn3t4Y2K9KC9dqV63jFH8JeO8NzI61HZ43eU0HNpWmOnXzWeVaN7kzCR9IgAAAAAAkGzGmPXW2vLetnmGuxj07ZKyKdp6oE0/fmmXJGl3Q8dJn/P/3j6gOz5YqlvOKpbHTQcxAAAAAABwGEnBCPMPH56j808tHLTzhaNW33mmUlfet2ZQgiYAAAAAADB2MJRsBIrFrPY0dqgrHJW1ir9knaVkrVV8+qHDbbGYdbbF9w2GY/r+X3Zo476WxHn9Xpe+fMEp+sTyGXK5THI+HAAAAAAAGFb9DSUbtGDIGOOWVCFpv7X2r40xRZIelpQrab2kT1hrQ/2dg2BocEWiMd33cpW+99x2haOHv+czZ+XpP65YqMlZqUmsDgAAAAAADIf+gqHBHEr2OUlbe6x/W9I91tpZkpolfWoQr4UB8LhduvWvZunxW8/QnIJAov2VnQ368Pde1h/WV2sk9RgDAAAAAADDa1CCIWPMVEkXSvqZs24knSvp984uD0q6dDCuheN36uQJevKzZ+jTZ5fo0Aiytu6IvvC7t3TLL9aroT2Y3AIBAAAAAEBSDFaPoe9J+qKkmLOeK6nFWhtx1qslTentQGPMzcaYCmNMRX19/SCVg6P5PG596YK5euSWFZqRm5Zof3ZLrT58z8t6enNNEqsDAAAAAADJcNLBkDHmryXVWWvXn8jx1tqfWGvLrbXl+fn5J1sOjqF8Zo6eun2VPr58eqKtsSOkT/9yve58ZKMOdoWTWB0AAAAAABhOg9Fj6AxJFxtj9ig+2fS5kr4vKcsY43H2mSpp/yBcC4Mg3efRNy5doIduWKrCTH+i/dEN+3X+917WKzsaklgdAAAAAAAYLicdDFlrv2ytnWqtnSnpaknPW2uvlfSCpCuc3T4p6YmTvRYG11ml+XrmjrN02eLDo/wOHOzWx+9fp39+YrO6QtEkVgcAAAAAAIbaoD2uXpKMMedI+nvncfXFivcgypH0pqSPW2v7neWYx9Unz5/ePqCvPPa2mjsPDyUrykvX351TIp/HJWOMnHmrZYxkZJxlfN3Z0qMt3ujzuLR4epYCfu8wfhoAAAAAAHBIf4+rH9Rg6GQRDCVXfVtQX370bT23tXZQz+vzuHTeqYW6fPEUrZqdJ497sOY8BwAAAAAAx0IwhAGz1ur366v1L3/covZg5NgHHKe8DJ8uXjRZly+ZolMnZyZ6FgEAAAAAgKFBMITjVt3cqQdf26Oa1vjoP2utrCRZycrq0C8b22PdOuvxd/H31c1dqqxt6/Uasydm6LIlU3Rp2RRNzkod6o8EAAAAAMC4RDCEpNryXqsee7NaT2x8T3Vt759myhhpRXGuLls8RRcsmKQMn6eXswAAAAAAgBNBMIQRIRqzenVngx57c7+e3lyjrvD7n3rm97p03rxCXbZkilbNYj4iAAAAAABOFsEQRpyOYETPvFOjRzfs16u7GtTbL8O8DJ8uKZusv5ozUV734bmIes5LdPQURT1Xe27ze93K8HmU4fMo3edJPGkNAAAAAICxjmAII1rNwW49sXG/Ht2wv8/5iAabx2WU4fcoPSUeFmX444FRhs+dCI96LiekelWcn66S/Az5ve5hqREAAAAAgMFAMIRRwVqrLQda9diG/XrirfdU38t8RMlmjDQ9J02zJwY0uyBDsydmqLQgoJL8DKWmEBgBAAAAAEYegiGMOpFoTK/uatSTG9/TvqbORLvzbLT4+6N+6fZc7fnrOmal7nBU7cGIOoIRtQcjCkcH99e9MdLU7FSVTgxoVkGGZk8MqLQgQyX5GUpnMm0AAAAAQBIRDAFHCUai6ghG1d4dD4o6QpHD753wqOf7+raQdtW3693GDsWO87fMlKxUlRZkaEZuuvIDPuVn+OJL55WTniIvk2wDAAAAAIZIf8EQXRkwLvk8bvk8buWkpxzXcd3hqKrqO7Sjrk07atvjy7p2vdvYqWgfidH+li7tb+mSVN/neXPSU5Sf4VNeIOWI4CivZ4iUEQ+RmDQbAAAAADBYCIaA4+D3ujVvcqbmTc48oj0YiWp3Q0c8LKqNh0U76tq1u6Gjz8Cop6aOkJo6Qqqs7X+/gkyflhblallRjpYX56gkP4OgCAAAAABwwhhKBgyhUCSmPY0d2l7bpgMt3WpoD6q+Lah6Z9nQHlRjR+h98yUNVF5GipYW5WjpzBwtK87VnIKAXC6CIgAAAADAYcwxBIxgkWhMTR2hRFgUD4xCiQCpwVm+19KlzlC033NlpXl1+swcp0dRrk6ZlCk3QREAAAAAjGvMMQSMYB63SxMz/ZqY6e93v2jMauuBVq2tatS63U16fXeTDnaFj9inpTOsP2+p1Z+3xMekBXwelc/M1rLi+PCz+VMmMNE1AAAAACCBHkPAKBWLWVXWtmldVaNe39OkdVVNauwI9XtMiselwky/CjP9KpjgV2GmTwWZfhVk+lU4Id4+MdMnn8c9TJ8CAAAAADDUGEoGjAPWWu2qb9faqiat292kdVWNqmsLntC5ctJT4mFRpk+FE5zgyAmTctNTFPB7FfB7lOn3KsVDDyQAAAAAGMkIhoBxyFqrdxs7tW53o9Y5YdH+lq5Bv47P41LA71Vmqie+9HsSoVHA37PNCZNSvcpK8yorNUVZaV75vfROAgAAAIChxBxDwDhkjNHMvHTNzEvXR0+fLklqD0ZUc7Bbta3dqjnYrZrWbtW1xpc1rUHVHuxWfXtQ0djAA+NgJKZge/wJayfC73UlQqKegVFWmrNM7fE+zavstBRlp6XQUwkAAAAABgHBEDCOZPg8mjUxQ7MmZvS5TzRm1dAefH9wdDCo2tZutXSF1NoVUVt3WG3dEUWOI0TqTXc4pppw/BoDleJ26fSibJ1dmq+zSvM1pyAgY3j6GgAAAAAcL4aSAThh1lp1haNq644HRa3dEbV2hZ31iFq7w4kA6VB7a3dYLZ1htXSF1dIZUjh68n8GFWT6dNbsfJ09J19nzspTVlrKIHw6AAAAABgbmGMIwIhkrVVnKKqWrrCaO0I62BVWc2dILZ3h+PuOkBMgxUOkQ2FSQ3vfT19zGWnh1KxEb6KyaVlyu+hNBAAAAGD8IhgCMKa819Kl1Tvq9dL2er2yo0Gt3ZE+952Q6tWZs/ISQVHhBP8wVgoAAAAAyUcwBGDMikRjequ6RS9tb9DL2+v1VnWL+vtjbU5BQGeV5umyxVM1b3Lm8BUKAAAAAElCMARg3GjuCOmVnfGQ6KXt9apr6/1paW6X0Tcuna9rlk4f5goBAAAAYHgRDAEYl6y1qqxtS4REb+xuVigaO2Kfz547S3d+qJSnmgEAAAAYswiGAEBSZyiidVVNuvvZSr3zXmui/fIlU3TX5QuV4nElsToAAAAAGBr9BUP8KwjAuJGW4tFfzZ2oR25ZobNL8xPtj27YrxseeEOt3eEkVgcAAAAAw49gCMC4k+7z6GefLNdHy6cl2l7Z2aCrfrxGNQe7k1gZAAAAAAwvgiEA45LX7dJdf7NAd36oNNG2raZNl/33q9pW09rPkQAAAAAwdhAMARi3jDG6/QOzdfeVi+RxxSefPnCwW1f+aI1e29mQ5OoAAAAAYOgRDAEY9644bap+/renK8PnkSS1BSP65M9f12NvVie5MgAAAAAYWgRDACBp1ex8PXLLChVk+iRJ4ajV53/7lu59YadG0tMbAQAAAGAwEQwBgGPe5Ew99pkzNKcgkGj7zjOV+qfHNysSjSWxMgAAAAAYGgRDANDD5KxUPfLpFVpRnJto+/W6vbrlF+vVGYoksTIAAAAAGHwEQwBwlAmpXj14w1JdWjY50faXbXW6+idrVd8WTGJlAAAAADC4CIYAoBcpHpfu+WiZPnNOSaJtU/VBXf6jV7Wrvj2JlQEAAADA4CEYAoA+GGP0xfPn6puXzZfzNHvta+rS3/zoNVXsaUpucQAAAAAwCDzJLgAARrprl81QYaZft/36TXWFo2rpDOtjP1unixZOVmlBhmYXZGj2xICmZKXKdShBAgAAAIBRwIykxzCXl5fbioqKZJcBAL16a1+LPvXgG2poD/W6PdXrVsnEdJVODGiWExbNnpihaTlpchMYAQAAAEgSY8x6a215r9sIhgBg4PY2duqGB9/QzrqBzzPk87hUkn+oZ1GGZk0MqLQgQ5OzUuXzuGQMoREAAACAoUMwBACDKBKN6Y09zdpZ16btte3aUdemnXXtffYkOhafxyW/1y2fxyWf1yWfx3nvib/3H2rzHm7zeVxKTXFr3qRMnVWar3QfI4MBAAAA9K6/YIh/SQDAcfK4XVpRkqsVJblHtDd1hLSjtk076tq1sy4eGG2vbT/mI+6DkZiCkdgJ15PicenMWXn60LwCfeCUiZoY8J/wuQAAAACML/QYAoAh1tIZcoKidm2vjfcu2l7bpqaOkMLRwf0z2Bhp8bQsnXdqoT40r0Al+RmDen4AAAAAow9DyQBghIrGrEKRmIKRqIKRmLrD8WUwfLgtGIkqGI6p21keamvsCOmlynptq2nr8/zF+ek6b148JFo8LYunpgEAAADjEMEQAIxhexs79eyWGv15S63e2NOkWB9/rOcHfPrgKRN13rxCrSjJld/rHt5CAQAAACQFwRAAjBNNHSE9v61Of95So5e216s73PvcRWkpbp1dmq/zTi3QuXMLNCHVO8yVAgAAABguBEMAMA51h6N6ZUeDnt1So79srVNjR+9PTfO6jc6YlacL5hfqQ/MKlZOeMsyVAgAAABhKBEMAMM5FY1Yb9jbrz1tq9ew7NdrT2Nnrfm6X0fLiHJ0/f5I+fGoBTzgDAAAAxgCCIQBAgrVWO+va9eyWWj3zTo02VR/sdT9jpNNn5Oj8+YU6f36hJmelDnOlAAAAAAYDwRAAoE/7mjr1zDs1eurtA9qwt6XP/cqmZekjCwp1wfxJmpaTNowVAgAAADgZBEMAgAGpOdidCIn6e8LZ/CmZumD+JJ0/v1Al+RnDWyQAAACA40IwBAA4bvVtQT27pUZPb67Ra7saFe0jJSqblqXvX12mGbnpw1whAAAAgIEgGAIAnJTmjpD+vLVWT2+u0eod9QpHj/y7Izc9RT/7ZLkWT89OUoUAAAAA+jKkwZAxZpqkhyQVSLKSfmKt/b4xJkfSbyXNlLRH0lXW2ub+zkUwBAAjX2t3WM9vrdOfNh/QC9vqFYrGJEl+r0s/uHqxzju1MMkVAgAAAOipv2DINQjnj0j6grV2nqTlkm41xsyT9CVJf7HWzpb0F2cdADDKZfq9unTxFN33iXL95uZlyk7zSpK6wzHd8sv1emjNnqTWBwAAAGDgTjoYstYesNZucN63SdoqaYqkSyQ96Oz2oKRLT/ZaAICR5bQZOfrD363UdOcpZdZKX3viHX3rqa2K9TVzNQAAAIARYzB6DCUYY2ZKWixpnaQCa+0BZ1ON4kPNAABjTHF+hh79zEotmpaVaLvv5Srd/vCb6g5Hk1gZAAAAgGMZtGDIGJMh6Q+S7rDWtvbcZuMTGfX6X8fGmJuNMRXGmIr6+vrBKgcAMIzyMnx6+Kbl+uAph/8P4H83HdB1//O6WjpDSawMAAAAQH8GJRgyxngVD4V+ZVjVTKIAACAASURBVK191GmuNcZMcrZPklTX27HW2p9Ya8utteX5+fmDUQ4AIAlSU9y67xOn6boVMxJtr+9u0t/86DXta+pMYmUAAAAA+nLSwZAxxki6X9JWa+13e2x6UtInnfeflPTEyV4LADCyuV1G/3LxqfryBXMTbbvqO3T5j17T29UHk1gZAAAAgN4MRo+hMyR9QtK5xpiNzusjku6S9CFjzA5JH3TWAQBjnDFGt5xdoh9cs1gp7vhfM/VtQX30J2v0wrZeO48CAAAASBITn/5nZCgvL7cVFRXJLgMAMEjWVTXqpocq1NodkRTvUfSNS+frmqXTk1wZAAAAMH4YY9Zba8t72zaoTyUDAKCnZcW5evQzKzUlK1WSFI1ZffnRt3X3M5UaSf8xAQAAAIxXBEMAgCE1a2JAj31mpeZPyUy0/fCFnbrzkbcUisSSWBkAAAAAgiEAwJCbmOnXb29eoXPmHH765GNv7tf1P39drd3hJFYGAAAAjG/MMQQAGDaRaExffXyzHn5jX6JtTkFAf//hOUr3uZXqdcvvjS9TUw6/97qN4g/BBAAAAHC8+ptjyDPcxQAAxi+P26VvXb5AU7NTdfez2yVJlbVtuumh/v9TwO0yidDI73W9LzjKTU/RipJcnT0nXxMD/uH4KAAAAMCYQDAEABhWxhjddu5sTc5K1Rd/v0mR2LF7rkZjVu3BiNqDkT73efTN/ZKkUydn6pw5+TpnzkQtnpYlj5tR0wAAAEBfGEoGAEiaDXub9au1e9XUEVRXOKqucEzdoajzPqruUFSd4aiiAwiPepPp92jV7HydPSdf55Tma2ImvYkAAAAw/vQ3lIxgCAAw4oWjsXhQFI6qOxRLBEddoai6whFtr23Xi5V1qtjT3G8PpHmTDvcmWjKd3kQAAAAYHwiGAADjQlt3WK/ubNRL2+v0YmW9Dhzs7nPfgN+jM2fl6Zw5+Tq7dKIKJ9CbCAAAAGMTwRAAYNyx1iZ6Er1YWa+Kd5sUjvb9d97Kklx996oyAiIAAACMOQRDAIBxrz0Y0as7G/RiZb1eqqzTe730JirM9Ov+68t16uQJSagQAAAAGBoEQwAA9GCt1c66dr1YWa8Xt9dpbVVTYoLrtBS3fvixxTp3bkGSqwQAAAAGR3/BELNuAgDGHWOMZhcEdNNZxfrVjcv14N8uVcDnkSR1hqK68cEK/fzV3UmuEgAAABh6BEMAgHHvzNl5+sNnVmpKVqokKWalf/njFv3zE5sVicaSXB0AAAAwdAiGAACQVFoQ0OO3nqGyaVmJtgfXvKubHqpQezCSxMoAAACAoUMwBACAIz/g08M3L9eFCyYl2l6orNeVP16jAwe7klgZAAAAMDQIhgAA6MHvdeu/rlmsz5xTkmjbeqBVl/zwVb1dfTCJlQEAAACDj2AIAICjuFxGXzx/rv7jioXyuIwkqa4tqKvuW6Nn36lJcnUAAADA4CEYAgCgD1eVT9NDNyxVpj/+xLKucFS3/HK9fra6StbaJFcHAAAAnDyCIQAA+rFyVp4e/cwZmp6TJkmyVvrG/23V/+OJZQAAABgDCIYAADiGWRMz9NhnVuq0GdmJtl+u3asbHqxQW3c4iZUBAAAAJ4dgCACAAcjN8OlXNy7TRYsmJ9pe3l6vK360RtXNnUmsDAAAADhxBEMAAAyQ3+vWD64u0+3nzkq0Vda26dJ7X9Nb+1qSWBkAAABwYjzJLgAAgNHEGKM7z5ujGbnp+tKjmxSOWjW0B/XRn6zR5UumalZ+horz01WSn6HJWalyO081AwAAAEYigiEAAE7A35w2VVOyU3XLL9brYFdY3eGYfr1u7xH7pHhcKspNV8nEdBXnxQOjYic4yvR7k1Q5AAAAcJgZSY/bLS8vtxUVFckuAwCAAauqb9enHqzQ7oaO4zouL8OnEicoii/TNT0nXbnpKZqQ6pWLnkYAAAAYJMaY9dba8l63EQwBAHBygpGoXt3ZoJ117aqq74i/GtrV0B46ofO5jJSdlqLs9BTlpKcoJy1FORnOMr33l9/rHuRPBQAAgLGiv2CIoWQAAJwkn8etc+cW6Ny5BUe0H+wMa1fDobCoPREY7WnoVCga6/N8MSs1doTU2DHwYCktxa3stBSdMimgM2fl6czZ+SrJT5cx9DwCAABA3+gxBADAMIvGrKqbO1VV36Fd9e2qaujQrrp21bR2q6kjpLbuyKBcZ9IEvxMS5enMWXnKzfANynkBAAAwujCUDACAUSQUiamlM95jqNnpOdTcGVJju7N02pucV3NnSOHosf8+P3Vyps6cnadVs/JVPjOb4WcAAADjBMEQAABjmLVWbcGIag52a11Vo1bvaNCaXY1qC/bd88jncWlpUU6iR9EphZlMeA0AADBGEQwBADDORKIxvVXdotU7GvTKjga9ua9F0Vjff+fnZaTojFnxIWfLinI1LSeV+YkAAADGCIIhAADGubbusNZWNemVHfVavaNBVQ0d/e5fkOlT+cwcnT4jW+Uzc3TKpEy56VEEAAAwKhEMAQCAI+xv6UqERK/ubFBzZ7jf/TN8Hi2enqXTZ+aofGa2yqZlKS2Fh5sCAACMBgRDAACgT7GY1ZYDrVq9o0Frqxq14d3mfucnkiSPy+jUKRMSPYrKZ2Yrj6eeAQAAjEgEQwAAYMCiMattNa2q2NOsN/Y06Y09TaptDR7zuOL8dJ0+I0fnzMnX+fMLmaMIAABghCAYAgAAJ8xaq+rmLlW826Q39jSrYk+Ttte293vMqtl5uvvKRSrI9A9TlQAAAOgLwRAAABhULZ0hrX+3WW84vYo2VbcoHD3yZ4qsNK++ddkCXbBgUpKqBAAAgEQwBAAAhlh3OKpN1Qf11NsH9OCaPer548UVp03VP180TwG/N2n1AQAAjGf9BUOu4S4GAACMPX6vW0uLcvT1i0/Vb25arilZqYltv19frQu+v1pv7GlKYoUAAADoDcEQAAAYVMuLc/XU51bp0rLJibbq5i599L41+s4z2xSKxJJYHQAAAHoiGAIAAINuQqpX37t6sf7rmsXK9HskSTEr3fvCLl3+o1e1s64tyRUCAABAIhgCAABD6KJFk/XM58/SypLcRNvm/a268Aev6KE1ezSS5joEAAAYjwiGAADAkJo0IVW//NQyffXCU5Tiif/oEYzE9LUn3tH1P39Dda3dSa4QAABg/CIYAgAAQ87lMrpxVbGevO0MzS0MJNpf2l6vD3/vZT29+UASqwMAABi/CIYAAMCwmVuYqSduO0M3n1UsY+JtzZ1hffqXG/QPv3tL7cFIcgsEAAAYZwiGAADAsPJ53PrKR07Rr25cpskT/In2362v1gXff1kVPNYeAABg2BAMAQCApFhZkqc/3XGWLunxWPt9TV266r41uveFnUmsDAAAYPwgGAIAAEkzIdWr71+9WN+/ukyBHo+1/84zlfrzltokVwcAADD2EQwBAICku6Rsip654yydPjM70fblRzepsT2YxKoAAADGPoIhAAAwIkzOStVPrytXQaZPktTQHtJXHntb1tokVwYAADB2EQwBAIARIystRf9xxaLE+jPv1OrRDfuTWBEAAMDYRjAEAABGlLNL8/Xx5dMT619/8h3tb+lKYkUAAABjF8EQAAAYcb7ykVM0IzdNktQWjOgffveWYjGGlAEAAAy2IQ+GjDHnG2MqjTE7jTFfGurrAQCA0S8txaPvXlUml4mvv7arUQ+8tiepNQEAAIxFQxoMGWPcku6VdIGkeZKuMcbMG8prAgCAseG0Gdn6u3NKEuvffnqbdta1JbEiAACAsWeoewwtlbTTWltlrQ1JeljSJUN8TQAAMEZ87gOlOmVSpiQpGInpzkfeUjgaS3JVAAAAY8dQB0NTJO3rsV7ttCUYY242xlQYYyrq6+uHuBwAADCapHhcuueji5Tijv/Isqn6oO59YWeSqwIAABg7kj75tLX2J9bacmtteX5+frLLAQAAI8zcwkx94bzSxPp/Pb9Tb+1rSWJFAAAAY8dQB0P7JU3rsT7VaQMAABiwG1cVa+nMHElSNGb1+Uc2qjscTXJVAAAAo99QB0NvSJptjCkyxqRIulrSk0N8TQAAMMa4XUZ3X7lI6SluSVJVfYe+/fS2JFcFAAAw+g1pMGStjUi6TdIzkrZKesRa+85QXhMAAIxN03PT9P/++vDDTX/+6h69trMhiRUBAACMfkM+x5C19ilrbam1tsRa+82hvh4AABi7Pnr6NH1g7sTE+t//7i0d7AonsSIAAIDRLemTTwMAAAyUMUbf+psFyk7zSpLeO9itf/kjnZEBAABOFMEQAAAYVSYG/Pr3yxYk1h/dsF9Pbz6QxIoAAABGL4IhAAAw6lywYJIuWzwlsf6Vxzarvi2YxIoAAABGJ4IhAAAwKn394lNVmOmXJDV1hPTlRzfJWpvkqgAAAEYXgiEAADAqTUj16u4rFyXWn9tap99VVCexIgAAgNGHYAgAAIxaZ87O0/UrZybW/+WP72hfU2fyCgIAABhlCIYAAMCo9o/nz1VxXrokqSMU1Rd+95ZiMYaUAQAADATBEAAAGNVSU9z67kfL5HYZSdLru5t0/yu7k1wVAADA6OBJdgEAAAAnq2xalm49p0Q/eH6nJOk7z1SqoT2o/IAv/srwKc9ZTkj1yuWESAAAAOMdwRAAABgTPvuB2Xq+sk6b97cqFI3pvperet3P4zLKy/ApL5ASD4wy4uHRoeWh91OzU+X3uof5UwAAAAwvgiEAADAmeN0u3XNVmS6591V1hqJ97heJWdW0dqumtbvf8/k8Li0vztU5c/J1zpyJKnLmMQIAABhLjLUjZ3LG8vJyW1FRkewyAADAKLa3sVNrqhrU0B5SfVtQ9e1B1bcF1eAs27ojJ3TeGblpOqc0HhItL85Vagq9iQAAwOhgjFlvrS3vdRvBEAAAGE+6w9FESHQoPGo4Kjyqae1WdXNXn+fweVxaVpzrBEX5KspLlzHMWwQAAEYmgiEAAIDjtK+pUy9tr9eLlfV6bVdDv8PTpuekOUPO8rWiOI/eRAAAYEQhGAIAADgJwUhUFXua9WJlnV6srNeOuvY+903xuLSsKEdnl+YrL8Mnt8vI4zLyuF3yuEx83W3kcbmcZbzN63a9b1+/x62A38NT1AAAwEkhGAIAABhE1c09ehPtbFBHP72JTpbbZZSd5lVWWopy0lKUne5VTnqKstOcV3qKctK9R6xn+j0MbQMAAAkEQwAAAEMkFImpYk+TXtxerxcr67S9tu/eRMPF4zLxICndq5L8DC0vztXy4lzNnphB7yMAAMYhgiEAAIBhsr+lSy9V1mvjvmYFIzFFolaRWEzRmFU4ap1lfD0Si2+L72OdtsPrncHIoPZGyklP0bKiHC0rytHyklyVTgwQFAEAMA4QDAEAAIxSwUhUBzvDauoMqakjpOaOsJo7Q2ruCKnJWTZ3xtvi20MDDpOy07xaVpSr5cUERQAAjGX9BUOe4S4GAAAAA+fzuDUx062Jmf4BHxOMRNXSGVZda1Ab9jZrbVWj1u1uUlNH6Ij9mjvDevqdGj39To0kKSvNG+9N5Aw9m1NAUAQAwFhHjyEAAIBxIBaz2lHX7oREjVpb9f6g6GhZaV6dNj1bE1K9SvG4lOJxyeuOL1OOXh61zddj3e91KdXrVmqKW6let9JSPPJ5XIROAAAME4aSAQAA4AjWHg6K4q9jB0WDrWdYlJriVlqKW35vfHlkkOSW1+2Sx2XkcbvkdpnEe4/LyO0y8rqN3C6Xs3S2u1xyu428LpfSfG7NLQwoLYUO8wCA8YehZAAAADiCMUalBQGVFgR03YqZstZqZyIoatLaqkY1DnFQ1BWOqis8eJNrH4vbZTS3MKDF07O0ZHq2Fk/P1szcNBlDzyUAwPhFjyEAAAC8z6GgaFtNm4KRmEKRmEKRqELRmMJR26MtpnDUeX/00nkfjETVGYqqOxRVZziqrlBUwUgs2R9RUnwC7sXTs7V4WpaWzMjWwqkTFPB7k10WAACDiqFkAAAAGFGiMavusBMYOcuucFSdocjhdaetKxRVJGYVjsYUjVmFo1bRWEyRmFUkahWJOeuJ9z32dbbVtQa1s75dx/rR1xhpTkG8V9HiadlaMiNLxXkZzIcEABjVGEoGAACAEcXtMkr3eZTuG74fR1u7w9q076A27G3Wm3ub9ea+FrV0ho/Yx1ppW02bttW06Tev75MkBfwelU3L0qKpWZpTGNCcwoCK8tLldbuGrXYAAIYKPYYAAAAwLllrtbuhQxv2tsSDor0t2lbTqtgAfjz2uo1K8jNUWhAPikoLAppTENDU7FR6FwEARhyGkgEAAAAD0BGMaFP1oV5F8cDoeCbhTktxa3ZBQHMK4qHR3MJMlRZmKD/DxyTXAICkIRgCAAAAToC1VvuauvTmvmZtPdCmyppWba9t1/6WruM6T3aaV6UFAS2Zka2VJbkqn5Gj1BT3EFUNAMCRCIYAAACAQdTaHdaO2nZV1rRpe22bKmvaVFnbpqYB9i7yuo0WT8vW8pJcrSzJ1eLpWfJ5CIoAAEODYAgAAAAYBvVtwURQtL02Pon1jto2dYSi/R7n87hUPjNbK4pztaIkTwunTmByawDAoCEYAgAAAJIkFrPa39KlzfsPam1Vo17b1agdde39HpOe4tbpRTlaUZyrlSV5mjc5U24mtQYAnCCCIQAAAGAEqW8LJkKitVWN2t3Q0e/+mX6PlhblanlxjuZNytScwoByM3zDVC0AYLQjGAIAAABGsAMHu7RmVzwoWrOrcUCTW+dl+DS3MKA5zmtuYUCzJwaY1BoA8D4EQwAAAMAocehJaGuqGhJhUV1bcEDHGiPNyElzwqLMRHA0MzedoWgAMI4RDAEAAACjlLVWVQ0dem1Xozbta9H22jZtr21XV7j/Ca178nlcml2QodKCgCZPSFW6z6MMn1vpPo/SUjzK8HmU7nM7S4/SU+LrHibABoAxob9gyDPcxQAAAAAYOGOMSvIzVJKfIS2fIUmKxqz2NXVqW038CWiVta3aVtOmPQ0divXy/77BSEyb97dq8/7W47q2z+NShs+jNJ9b6U6AlJnq1fwpE7S8KEdLZmTL72XoGgCMZvQYAgAAAMaI7nBUO+vanbCozQmOWlXbOrChaMcrxe1S2bQsLSvO0fLiXC2Zns0cRwAwAjGUDAAAABjHmjtCqqxt047aNjV1hNURiqg9GFFnMKL2YFQdwYg6QpH4ssd6b72P+uN1Gy2aejgoOm1GttJSGKQAAMlGMAQAAADguFhr1R2OqT0YD4zagxF1hqI6cLBLb+xp0tqqJu2sa+/3HB6X0cKpE7SsOFfLi3NVPiNb6T6CIgAYbgRDAAAAAAZdfVtQr+9u0tqqRq3b3ajttf0HRW6X0YIpE7Rw6gRNSPUq4Pcow+dVht+jgN+jgM/jvPcqwxef04inqQHAySMYAgAAADDkGtsPB0Vrq5pUWdt20udMT3EfERYFnBBpwZQsXbRokqZmpw1C5QAwthEMAQAAABh2TR0hvb47HhKtrWrUtpqTD4qOdvrMbF1cNkUXLpiknPSUQT8/AIwFBEMAAAAAkq65I6Q39jRpb1On2oMRtXdH1NYdn7+otTv8vrb2YGTA5/a4jM4qzdclZZP1oXkFTHoNAD0QDAEAAAAYdWIxq/ZQz7AorLbuiGpbu/WnzTVavaNB0V4enZbqdeu8Uwt0adkUnTk7T163KwnVA8DIQTAEAAAAYMxpaA/qqbcP6ImN72n9u8297pOTnqILF0zSJWWTtWR6tlxMZg1gHCIYAgAAADCm7Wvq1JNvvafH39yvHXW9Px1tSlaqLimbrEvKpmhOYWCYKwSA5CEYAgAAADAuWGu19UCbnnhrv57c+J4OHOzudb+5hQFdu3yGrlgyVakp7mGuEgCGF8EQAAAAgHEnFrN6Y0+THt/4np56+4AOdoXft09WmlcfXzZD162YoYmZ/iRUCQBDj2AIAAAAwLgWisT08vZ6Pb5xv57bWqvucOyI7Sluly4um6xPnVmkUyZlJqlKABgaBEMAAAAA4GgPRvT7in26/9Xd2tfU9b7tZ87K042rinR2ab6MYbJqAKMfwRAAAAAAHCUas3r2nRr97JXdvT7VbPbEDN24qkiXlE2R38s8RABGL4IhAAAAAOjHhr3Nun/1bv1p8wHFjvonUl5Gij6xfKY+vny6cjN8ySkQAE7CkAVDxpjvSLpIUkjSLkl/a61tcbZ9WdKnJEUl3W6tfeZY5yMYAgAAAJBM+5o69fNX9+i3b+xVRyh6xDafx6XLl0zVp86cqVkTedw9gNFjKIOh8yQ9b62NGGO+LUnW2n80xsyT9BtJSyVNlvScpFJrbbTvsxEMAQAAABgZWrvDevj1vfr5q3t6feT9X83J17XLZmjB1AmaGPAxFxGAEW1YhpIZYy6TdIW19lqnt5Cstd9ytj0j6evW2jX9nYNgCAAAAMBIEo7G9NTbB/Sz1bv19v6Dve6TlebVnIKA5hYGNKcwU3MKA5pTGFCGzzPM1QJA7/oLhgbzT6obJP3WeT9F0toe26qdNgAAAAAYNbxuly4pm6KLF03W67ub9NPVu/WXbbXq+f/rLZ1hrdvdpHW7m444dmp2quYWBjTXCYvmFgZUlJcuj9s1zJ8CAPp2zGDIGPOcpMJeNv2TtfYJZ59/khSR9KvjLcAYc7OkmyVp+vTpx3s4AAAAAAw5Y4yWFedqWXGuqurb9et1e/XmvhZV1rSpPRjp9Zjq5i5VN3fpua11ibYUt0slEzOc3kUBLZmerbJpWUrxEBYBSI6THkpmjLle0i2SPmCt7XTaGEoGAAAAYMyz1qq6uUuVNW2qrG3Ttpo2Vda0qqq+Q5GjH2/Wh7QUt5YW5eiMkjydMStPcwsDcrmYswjA4BnKyafPl/RdSWdba+t7tJ8q6dc6PPn0XyTNZvJpAAAAAONBMBJVVX2HKmsOh0Xbatp6ncj6aDnpKVpRkqszSvJ05qw8Tc9NG4aKAYxlQxkM7ZTkk9ToNK211n7a2fZPis87FJF0h7X2T8c6H8EQAAD4/+ydd5gV1fnHP2epS5NeBKSDHQsqYsOGYE/sMSrGxBZNLIktxm40JpbYa4q9xRI1Go0xv1gTsURRo2IXK1ZQBGHn98f7zt7Z2dvvZe8ufD/Pc5/dO3fmzJlT3vOe97znHSGEWJr54utveflDMxTNnP0lj742h3c/m5/3miG96s2baExfJo3qQ99unVoot0KIpYUWeStZNZBhSAghhBBCCLGs8fYnX/Poa3N4dNYcHnvtEz79amHe81cc2J1Jo/qy4Zg+rDuij95+JoQoiAxDQgghhBBCCNEGaGiI+N8Hc3nMDUX/fuNTvl6YNyIHA3p0YoXeXRjaqwtDe9tnhd5dGNq7ngHdOytekRBChiEhhBBCCCGEaIssXNTAf9/9nEdnmaHombc/LzqoNdhb0Ib0qneDUX0zA9Jy9R2WYO6FEK0FGYaEEEIIIYQQYingqwWL+M+bn/LYrDk8MusTXv7gS0qwEzVjufoOLFffgboAdSEQ/G+T/+vi30LjeXUBQggEoEO7OgYt15nhfbsyom9XhvfpyrA+XeiqLW5CtBryGYbUU4UQQgghhBCijdC1U3s2HdefTcf1B+DbxQ28//k3vP3p17zz2df2N/58Nr9gvKIv5n/LF/O/XSJ57d+9kxmL+nRlWN8ujOjTleFuOKrv2G6J3FMIUToyDAkhhBBCCCFEG6VDuzpW6NMl5yvt5y1YxDufNjUYve1Go3c+/ZoFixqWWN4+mruAj+Yu4D9vfNrstwE9OjG8j3kYDevTlZH9ujJuQHeG9u5CO8VEEqJFkWFICCGEEEIIIZZSunVqz0qDerDSoB7NfmtoiJgzbwFfL1xMQxTREEEURURg3xvsbxT598Q5DYljCxY18M6nX/PGnK9465OveXPOV7z96dd5YyF9+OUCPvxyAf9OGY06d6hj7IDujBvQnXED/TOgO/26dyIEGYyEWBLIMCSEEEIIIYQQyyB1dYH+PTovkbQXLW7gvc+/4Y1PvuLNOV+50egr3vzEvJZyGY2++baB5979gufe/aLJ8V5dOjQaicYN7MG4gd0ZO6Ab3TsreLYQlaLg00IIIYQQQgghWoxFixuY/fl83phjRqM3P/maWR/N4+UP5/Lx3AUlpTW4Z32jZ9HmK/ZnwvDeSyjXQrRt9FYyIYQQQgghhBCtnk/mLeDlD+fyygdzefnDufzvA/v/q4WLi7p+j3WH8ottVqab3ogmRBNkGBJCCCGEEEII0SaJooh3P5vPK24oevmDubzy4Vxe+3ge3y5uPp8d0que3+w8nvVH9alBboVoncgwJIQQQgghhBBiqWLhogbemPMVL384l3uee4+/vfBhk9/33WA4R221IvUd29Uoh0K0HmQYEkIIIYQQQgix1BJFEXc99z6/vGMmX8z/tvH4yL5d+e2u41lrhV41zJ0QtSefYaiupTMjhBBCCCGEEEJUkxAC249fnvsP35jNVuzfePz1OV+x8yWPcdZ9/2PBouLiFAmxrCHDkBBCCCGEEEKIpYIBPTpz1T4TOGun1RsDUDdEcPE/X2OHCx9l5uwvapxDIVofMgwJIYQQQgghhFhqCCGw6zpDue+wjZiUCED9vw/msuNFj3L+g6/y7eKGGuZQiNaFDENCCCGEEEIIIZY6hvTqwrX7rcfJ269C5w429V3UEHHOA6+w0yWP8eqHc2ucQyFaBzIMCSGEEEIIIYRYKqmrC+wzaTj3/nRj1h6WCUD93LtfsM0Fj3DFv15ncUPreSGTELVAhiEhhBBCCCGEEEs1I/p25eYD1ufYaSvSsZ1NgxcuauD0v77E7pc/zluffFXjHApRO2QYEkIIIYQQQgix1NOuLnDAJqO469ANWXVwj8bjT775GVPPe5hrHn+T+Qv15jKx7BGiqPW4zU2YMCGaMWNGrbMhjz8ZIwAAIABJREFUhBBCCCGEEGIp5tvFDVz00Cwu/McsFqW2kvXp2pEhveoZ3KuewT3906tL47EenTvUKNdClE8I4akoiiZk/U2GISGEEEIIIYQQyyLPv/sFR97yLK98OK/oa7p3bs/gnvUM6VXPkF5d3HBkBqRhfbrQs0vHJZhjIcpDhiEhhBBCCCGEECIL33y7mIsemsWdz77He5/Pb+ZBVCp9unZkdP9ujO7fjTH9uzG6f3dG9+/GgB6dCCFUKddClIYMQ0IIIYQQQgghRAEWN0R8+OU3zP58PrM/m8/sz+fz7mdf867/P/uz+SxY1FBW2t07tWdUE4NRN8b0787gXvW0q5PBSCxZ8hmG2rd0ZoQQQgghhBBCiNZIu7rA8j3rWb5nPesMb/57FEXMmbew0Uj07mdfJ/6fz5uffJXTcDR3wSKefedznn3n8ybHO7WvY2S/jLGoZ5cOdGhXR4d2dXRsX0fHdoGO7f17uzo6tLe/jcfa19GhXWg81ql9OxmaREnIMCSEEEIIIYQQQhRBCIF+3TvRr3sn1hjas9nvixsiZn82n1kfz2XWR/N49cN5zPp4HrM+msfcbxZlTXPBogZeev9LXnr/y6rksWO7OiaN7sPWqw5iy5UH0KurYh6J/GgrmRBCCCGEEEIIsQSJooiP5i5wY9HcRmPRrI/mMWfewiV233Z1gUmj+jBt1UFMWWUAfbt1WmL3Eq0bxRgSQgghhBBCCCFaIZ99tbDRUPTGnK/4euEiFi5q4NvFEQsXN/j/ib+Lo2bHvl3cwAL//5tvs29lqwuw7ojebL3aIKauMpD+PTq38JOKWiLDkBBCCCGEEEIIsQzwzqdfc9/MD/jrzPd55u3Ps54TAkwY1otpqw5i6qoDWb5nfQvnUrQ0MgwJIYQQQgghhBDLGO9/MZ/7Zn7Avc9/wJNvfUqu6f8aQ3uy9WoDmbbqIIb27tKymRQtggxDQgghhBBCCCHEMsxHX37D3174gHtnfsATr39CQw5TwGqDl2O3dYbyvXVXoE5vN1tqkGFICCGEEEIIIYQQAHwybwH3v/ghf33+fR577RMWZ7ESHTx5FEdNXbEGuRNLAhmGhBBCCCGEEEII0YzPv17IAy9+yL0zP+DhVz/m28UZG8FF31uLbVYfVMPciWqRzzBU19KZEUIIIYQQQgghROugZ5eO7DJhKL+fvg4zjt+SyeP6Nf72s1v+y0vvf1nD3ImWQIYhIYQQQgghhBBCsFx9B363+5qM6NsVgPnfLmb/a2bw+dcLa5wzsSSRYUgIIYQQQgghhBCAGYcu32ttunZsB8A7n87n0BueYdHihhrnTCwpZBgSQgghhBBCCCFEI2MGdOfsXddo/P7wq3P4zd9ermGOxJJEhiEhhBBCCCGEEEI0YeqqA/nJZqMbv1/2r9e589nZNcyRWFLIMCSEEEIIIYQQQohmHLbFWDZfsX/j96P//BwvvPdFDXMklgQyDAkhhBBCCCGEEKIZdXWBc3dfg5H9LBj1N982sP/VT/HpVwpGvTQhw5AQQgghhBBCCCGy0qNzBy7fawLdOrUHYPbn8znk+qcVjHopQoYhIYQQQgghhBBC5GR0/26ct1smGPVjr33CGff+r4Y5EtVEhiEhhBBCCCGEEELkZYuVB3D4FmMbv1/1yBvc9vS7NcyRqBYyDAkhhBBCCCGEEKIgh242mikrD2j8fuxtz/P8uwpG3daRYUgIIYQQQgghhBAFqasLnLPbGozp3w2ABYsaOOCaGcyZt6DGOROVIMOQEEIIIYQQQgghiqJbp/ZcvvcEune2YNTvffENB1/3NN8qGHWbRYYhIYQQQgghhBBCFM2Ivl05f/c1CcG+/+eNTzn9npdqmylRNjIMCSGEEEIIIYQQoiQ2XbE/P5syrvH7Hx97k5tnvFPDHIlykWFICCGEEEIIIYQQJXPw5FFsvdrAxu/H3z6TZ9/5vIY5EuUgw5AQQgghhBBCCCFKJoTAb3Yez7gB3QFYuLiBA695io/mflPjnIlSkGFICCGEEEIIIYQQZdG1U3su33ttlqvvAMAHX37Dwdc+zcJFCkbdVpBhSAghhBBCCCGEEGUzrE9Xzt9jTeo8GPWMtz7jhDtnEkVRbTMmikKGISGEEEIIIYQQQlTEJmP7cdTUFRu/3/jkOxz95+dY3CDjUGtHhiEhhBBCCCGEEEJUzAEbj+Q7aw5u/H7zjHc55PqnWbBocQ1zJQohw5AQQgghhBBCCCEqxoJRr84uaw9pPHbvzA/44Z9m8PXCRTXMmchHVQxDIYQjQwhRCKGvfw8hhPNDCLNCCM+FENaqxn2EEEIIIYQQQgjRemnfro5f77Q6+204ovHYw6/OYa+r/sMX87+tYc5ELio2DIUQhgJTgLcTh6cBY/yzP3BJpfcRQgghhBBCCCFE66euLnD8NitxxJZjG4899dZn7HH5E8yZt6CGORPZqIbH0LnAUUAyotQOwNWR8QTQM4QwqAr3EkIIIYQQQgghRCsnhMBPNh/Didut3Hjsxfe/ZNdLH2f25/NrmDORpiLDUAhhB2B2FEX/Tf00GHgn8f1dP5Ytjf1DCDNCCDM+/vjjSrIjhBBCCCGEEEKIVsS+G4zgt7uMb3yV/etzvmKXSx7j9Y/n1TZjopGChqEQwt9DCDOzfHYAjgNOqCQDURRdHkXRhCiKJvTr16+SpIQQQgghhBBCCNHK2HntIVy851p0bGcmiPe++IZdL3ucF977osY5E1CEYSiKoi2iKFo1/QFeB0YA/w0hvAkMAZ4OIQwEZgNDE8kM8WNCCCGEEEIIIYRYxpi66iCumj6B+g7tAJgzbyG7X/4EM978tMY5E2VvJYui6PkoivpHUTQ8iqLh2HaxtaIo+gD4C7C3v51sIvBFFEXvVyfLQgghhBBCCCGEaGtsNKYf1/5wPXp0bg/A3G8WsddV/+FfryisTC2pyuvqs/BXzKNoFnAFcPASuo8QQgghhBBCCCHaCGsP68WN+69P324dAZj/7WL2+9OT3Pu8fElqRdUMQ+45NMf/j6Io+nEURaOiKFotiqIZ1bqPEEIIIYQQQggh2i4rL9+DWw6cxOCe9QB8uzjix9c/zc0z3ilwpVgSLCmPISGEEEIIIYQQQoisjOjblVsOXJ+R/boC0BDBUbc+x1WPvFHjnC17yDAkhBBCCCGEEEKIFmf5nvXcfMD6rLJ8j8Zjp979Iuc+8ApRFNUwZ8sWMgwJIYQQQgghhBCiJvTt1okb9p/IOsN7NR773YOvcsrdL7K4QcahlkCGISGEEEIIIYQQQtSMHp07cPUP1mOTsf0aj/3h0TeZdOaDnHHvS7zy4dwa5m7pJ7Qm96wJEyZEM2YoTrUQQgghhBBCCLGssXBRA4ff9Cz3ZHlD2WqDl+O7aw1m+/HL06dbpxrkrm0TQngqiqIJWX+TYUgIIYQQQgghhBCtgcUNERf+YxbXPPEmc+YtbPZ7+7rA5HH92WmtwWy2Un86tW9Xg1y2PWQYEkIIIYQQQgghRJth0eIG/vXqx/z56dk88OKHLFzU0Oyc5eo7sN34QXx3rSGsObQnIYQa5LRtIMOQEEIIIYQQQggh2iRfzP+We557n9uefpcZb32W9ZyRfbvy3bUGs+OagxnSq0sL57D1I8OQEEIIIYQQQggh2jxvzvmK256ZzW1Pv8u7n83Pes7Ekb3Zaa0hTF11IN07d2jhHLZOZBgSQgghhBBCCCHEUkNDQ8STb37KbU/P5p7n32fegkXNzmlfF1hzhZ5sMLovG47uy/ihPenQbtl8ObsMQ0IIIYQQQgghhFgqmb9wMfe/+AF/fno2j7z6MQ05zBxdO7Zj4sg+bDjGDEWj+3dbZuISyTAkhBBCCCGEEEKIpZ4Pv/yGO5+dzZ3PvscL732Z99z+3Tux4ei+bOCfgct1bqFctjwyDAkhhBBCCCGEEGKZ4pN5C3jstU94dNYcHn51DrM/zx6TKGZM/26N287WG9l7qYpPJMOQEEIIIYQQQgghllmiKOKtT77mkVlzeHTWHB577RO+mP9tzvPb1QXWGGrxib4/cQX6d2/b3kT5DEPtWzozQgghhBBCCCGEEC1JCIHhfbsyvG9Xvj9xGIsbImbO/qLRUDTjzc9YuLih8fzFDRFPvfUZT731GXuut0INc77kkWFICCGEEEIIIYQQyxTt6gLjh/Zk/NCe/HjT0cxfuJgZb33KI6/O4ZFZcxrjE43p340BPdq2t1AhZBgSQgghhBBCCCHEMk19x3ZsNKYfG43pB1h8osdf/4RWFH1niSHDkBBCCCGEEEIIIUSCPt06se3qy9c6Gy1CXa0zIIQQQgghhBBCCCFqgwxDQgghhBBCCCGEEMsoMgwJIYQQQgghhBBCLKPIMCSEEEIIIYQQQgixjCLDkBBCCCGEEEIIIcQyigxDQgghhBBCCCGEEMsoMgwJIYQQQgghhBBCLKPIMCSEEEIIIYQQQgixjCLDkBBCCCGEEEIIIcQyigxDQgghhBBCCCGEEMsoMgwJIYQQQgghhBBCLKPIMCSEEEIIIYQQQgixjBKiKKp1HhoJIXwMvFXrfFSJvsCcGqehPFQvjdaQh2qk0RryUI00lIfqpdEa8lCNNJSH6qXRGvJQjTRaQx6qkYbyUL00WkMeqpGG8lC9NFpDHqqRRmvIQzXSUB6ql0ZryEM10lha8tBaGBZFUb+sv0RRpM8S+AAzap2G8qDnaI15WFqeozXkQc+hPOg5WncelpbnaA150HMoD3qO1p2HpeU5WkMe9BxLXx7awkdbyYQQQgghhBBCCCGWUWQYEkIIIYQQQgghhFhGkWFoyXF5K0hDeaheGq0hD9VIozXkoRppKA/VS6M15KEaaSgP1UujNeShGmm0hjxUIw3loXpptIY8VCMN5aF6abSGPFQjjdaQh2qkoTxUL43WkIdqpLG05KHV06qCTwshhBBCCCGEEEKIlkMeQ0KIogghrFDrPAghhBBCCCGEqC4yDAnRxggh9KzBPbcGHgwhDG7pexdLCCHUOg+ierSG+gwhdKt1HoQQYknSGmStECI3IYSOtc6DWDaQYagFCCF0qVI640IIg6qRVpn371zi+f1CCBMqUTqqqbDUUrCGENr734qeJ4QwFvhFCGGTCtMpuk2GELYCfgvsFUXR7BBCq5IbIYTxAFEL7Yttbc9fbUIIK4cQRpV5bS//W41+29XTaleFtEomhLAl8PNK5PfSosyFEDYLIaxX63zUkhDCNiGE/auUVlnlGUJYLYQwpkp56FXh9TXzIA0hbB5COLxW90/kI5ZRFcu7WhhnQggrhBDat9TYWSAvK1ejbYcQRoUQRpR5baX62chKrvc0+pS6AFdpX06lNTSEsH610quUEEK9/62J8TKEsHYIYWKFaVTarrYHbq1UnwghdKrk+loTQuhbrfm0yM1SPcFpDYQQNgfOc+FS9gTHPTYuA0oyzlSLEMKGwM/9/2LbzUHAgcC65QrGaiksPsnbJ4TQocJ0Ng0h7FXiNdsD50NVnucLoCMw1eukZLwtXR5CWLOIc6cAVwMvAp8CRFHUUKGxb3AIYflyr0+l1QU4IYSwcoXpTAshbFPEeZOBC5aUcajcgbtaSpO3jWspcWwIxgjg4RDCgErbuU86/xtCWDOKosXFlrdPClYOIawfT9rKvP8U4Czg71EUfV1mGisCh5aq5Ceur9azVGRY87L4HVBSGwshTAkhHFXJvfOk3aKTBC+DM4CXqpRWOeU5DdMB2lchD+OAY/z/kttHCGEd4M0QwhGV5qVMFgK7VstIViou78YAj4QQlitH3oUQBrphpgeYblDKuBJCWC+EcECwxbfupd7f+S3w0zKvjfNR6aQ3eBn8EuhXYTrdsWfautS8hRA2Bn5Yro7o/fPuEMLEcsvE++JZwOEhhKFFXjMFeMD/VoSX37PYnGVqGddPCSHsW2k+EulNBW4OIazk/aPF5L63p87A94H+ZaaxWgihYyX6ULCF2ZOBM6IoWlhBOpOB00P5i34lz32ypDGg2Had5dqhwNnAlFChccjn45sEX7Av4/pVXP4OrCQfrRUZhpYgPtE8D7gP+DKKosVlprMVNlgcFEXRG2WmMSmEcEgI4UchhE1LuC4WxJsC8baKvEIu2IrHMOA3wIfAHsB6pQr1EMLkEMIpIYSjQwj7lXJtKp0tgQuBV6Io+rbcdJwVgJGebsH+E8wweA6wdQhhULkGhRBC7xBCjyiKPgROBxqA74QQNiojuYnAtsB3Qx7jkuf9QuAI4DHgB/H55Q7S3pavAaZXUanvDRQ0cuXJ05ZYP52f55z4Wftgfbmh3PvlucdE4NUQwsEhhHVz3D8Xffy8smW6181FwPejKHq12AljCCFExhvATKC+gjwEgCiK3sYmwdeGEMa7MTLvs7m8vRmb8N4I/DqEsFsZeZiCyeyboyh6OITQvkyFdAwwDti5VAWiGs8SQlgDIB53KuivVwInRlH0RLFp+CTpHODDpBJXwYRp3RDCXiGENUIIXYtRtEMIG4YQDgohXB3Mw6Ss1XwvgxuAW6MoetiPlSvHyy3PrYATgZOjKHophNAjhFD2JBoYgI1JncvUS+qBT4AzQwjHFHtRuZOCVBp1mIHueax/VWT89La1YepY3vS8/b0JvAwsKuOe2wN/Aa7HFmmu9XQLyjm/fivgD8C62KLTrmX2rSeBcg0h4/3fOv9eVp/wseNLYDYw1dMqdyFxLvbmoONDCBsVOyH38rwC01e7xHkooX9uDvwaODSKoifKNQR4XzwdWB7YPxTnlTcOWBX4WQhhx3Lum7j/XEw+vQdsF0LYudhrgy0qnQMsDtXzlN0OmAacFkJYoxS9M4SwajAvzx2DGbJLwtvlN5ic2zmE0K6UdunlcROwVan3TqQxBVuoezyKosf9WDnj+NaYnHgG05fLoaS5T5Y8bIPJvPtCCGeGErzcQgg9oyh6B3ga2AbYNJRpHPKyuARYDyh5B47rNjdgBuhTXZYvXURRpM8S+GCC/Vlg0wrTmYYNmIuA5fxY+xLT2A54A1vx/A0wBzgM6F7Etb397zHAr4s4v4Pf5xxgBObhdCY28Z4I9ia8ItLZBlO8jsQME7MwwTawxGffFngOWNu/DwW2qKA+dgSeADoXce5WmCDeBbgdGFPmPSdinkIPeXsY78fPxFbZSmpjwAbAw37t8cAGOc5bB5jk/48DTvW63SBxTlH1maiLZ4HNgE7l1oGnNRoY6f/vCRzm/3csJV9enjOB9fz7EGCdbO3a/+4HXFFJ3vPkZV3gNeAk4FXvo+sVuKYdNsn7CtjBj9WVce+pfs/3ge1LqV9gQOL/PwM/TXwvKS/A8sn7et9/FVgjX3pej0/FbRMY5bLjGmCXEu6/pbfRkzA5uW25ZerXrY8ZuA5PllMRbbKiZ/F2/BFwh7fZ1VO/F1Ov22AT34eBXYEhRd57VS/DvG23xLY5E7gLuAWYjnnb5HwGL8OXgUOA33vZXQpMKPHe2wL/xcavs4HvllKGVSzPBmB9/z4aM1yW9CxZ0r0WGFzOs/g13weOw/ST04s4vzvwOnB4mfntnvp+KGYg6lFBGfTHDEwfY97N30v93qxc8LHL2+DdwA9KvOfmwP+wiUk3bLJ1O/BYMW3Lr/saWNe/7+7lMLjI+w8jM3ZOAO4HOgHtim0LwEBgLnAncAIwqszyH0lm7D0I+G2h8s9TJvvGbQH4scuKYUVcuxrmEb1J6nj7IuqiDvPguwrY34/1wHTffbyvdiwiD8Ox8X9AonyvA04r9AxAX+BcbIy5jRLGu/Sz+v+7AX/z/J9PQubluX51TOavleeccmTMCOBizCj+F1w3K5QW5jE2EzMS3un9o2i5A6wYPzem8/+mlGfBdNxncP25nA82b3sW8xY6FfgJ0K+MdEYDL6TbdxnpFD33yXLtVK+DlVz+/B+2OFLMtaOwBepN/PtBmFF8W6BLifmYjI3BZY2dmF7xBja/r8f0xEspUz9srZ+aZ2Bp/GBWyFWAPyeO1aXOKWjcAdZw4TLOO8NHwFj/rV2ReRntaayfODYB+BeJCVyea8/0zvwD4Ew/3jlxTrN8YAPtudjKx0hKMA5hytbywL+ByYnjvXxguKCEeqjHLLv/9O/LYUaig0qsz7Uxg9pKmLHk/KRAylEG3wEeBzby73/CDVKlChHMG+R+bPJ/KvAANkk5BVNIzqKwAWEEMDTx/SJsNeMkr6f181xb53/H+D3PoIQBz+u0v7e5TVO/nQAcUkb/uhRTri/BFPsHvH7r0/fOk84ATAG60L/3BWbgCl7ivL6YkXI5bLC+qdh7lPhcXbyeDwHGYpOuv3pf6kOeCRCwA7bVr9GQka1d5rh2HeA/mBFjPDYR3rfQ83m9DsIme78HLvC2cQolDtiJfvYV8EdvF738OXbFjEOrZutvXlav4vKMjFFpEHA0JncKloX3kV+RMYZ+F/gS2CbZDwqkMYmEcoxtjXgDk11H4IavPNdX61mWw5Svx4ADgLeBveIyLOL6eGFjLf9ci02c8+bfrx0HXOL/9/L2fBtmzJhGCQsbmCL3JbCCfz8IuCp1Tnps3QpTQscnjk3AZOdFcVpF3Ls38A98zPJyvAL4TqG+Ua3yxGW21+UN3p7+AfysjP61BXAssBM2Nt4H7FPC9Ztjk8bO/n1bbMGov7fx0/JcGxugVscm4QclfqtL/J+1bXubutXbcPL8K4D9SqmLLGmfgE0WfopNIq/1OuqZ5dw1sG2AP8K8VPcFppfYFo5IXJN8ltsoYtHB2/K9wFGJY7cn23uB60/Hxrm7/HlnePkWZbj2NHpiRrHrgf2Bt7AFmoklpDEcW0h40PN/G2YQ395/71BEGsE/92Dj3/XeR0ZhetGu6XLOksaawPn+f3+v2z94P1s5X92SWYj6OXAUtuh2Febt+Y7//50Cz9AJ698NXhc/wgwb/THj1uGkjEPej1aPnw3zVroSW9i4E9iphHpYEdOjkgtC52B6x37ex3YokMZKwJ/8/27eJu70ctw5X/lnSWssMMj/705GH9gdG0fjRd5cdbINNu5tkmgjG2CGzEJznoDpYWcl2uXD2ILd/th4Vp/vev97Fm6IwgyF4zFZuQZZ5EqONI4DNvb/d8HkzqFA3yLLMU5nTeCW9PEi01gDm2sUPffJkkZ3zED3F6CbH9sAG8+KMZp2JzN/3NCPlWUc8ut+6P/Hi72ltM3DMa/CEf59KDaH6F9sGm3hU/MMLG0fF0q3uHB7hIT3AZkVmdVj4ZYnnWmYlXSVxLFjvVGOSaZXIJ0VgD/4/x3JrIJMwFbJsnqL+DkrY+5yP8cGuN9gqyN9E+fEHkXDMcWzu38f4oLsNMyg0BkbvM6lwKqCC9Ib/V6BzApdT0xA71nEc6+BTaZXdsF2A2Zsmp46L6/XFDboTsVWnK/EPJfmuIDcHJs8pCcmI7EVvR0Tx64FTo2f0f/mXekENgJ+5//3wwbIP3o97oEpeC9jCsWt5PDCIbPi/CgZJXplzNg3ydM5HTdiFcjTGGz15nxK8AjAhPuN2IQkfv7jsT4ykzyTijxpruL1fJI/3z2YQnYsNogX0z/2wowZx2Bu9T/Mcd72mAFqT2yCPsTbY0/Ma6dZOyjn489zt/+/NTah/zumoJxJ05W9zTBjzP6YEjkZU36aeLlgxqxt89xzHAmPEqwfP5vsK2RRJoCu/nclzBh8JuYd0+B1fbmX13gKrDJhgaZHYQryHV6XN/pz74gZAp8CVkxd1xHr52djitQGqd9XBj7APY7y3H8qNlHeJdVHd6QE4xDm2fMapjB0xJTKAzGj27nY5DOrpwg2QYif5dgKniXO+zreH5bHlP9/Yv3tXMzQlFUpAzbxNtM7cSzeAprTmIFNpid6X3gQkxOzsBhlx2AGw39Q5KontrI4AesDSU+dBzEFb12ae5F082e+ktTE0s+/iTxG8MS507Dxa0zi2PLYpK0k41AF5bmKl1fcj/+G9a3YMyHWJzYFVivimTbyur8RGw9fx1bji1HO+2LGn68xA9uRfvw2zIA6ADOen5Pl2q38OQ7ExvN1vF0clDpvd6x/hNTx4G1hF2zl+1zgCP9tf+DiYusilW5crstjE7l4ov0gNib93dtBbAjrCEzBFn3+4G3pHWxcGFvo/mR0r/OBK7McXw0zbGSdeGLy/cRE374G+AU2dt9dqB5JeBRheuEITAd435/5GU/rpFxtMpXepphM7oPJ+Fswg+wJ3nZzjr+YnnwqGQ+ZSd6OFmNGpj9i7f1AfHKcI524D/TBjBl3YLrqdljbviEuT5rraT0wfaQvNm6e7u3rakxvPRPbRrRcjntvgem0Hf1+lwLv+t/NMJ33dCw2TK789/e6XN/b1KOYR+QDmO59B7ZQc2GirPpgcuAdzOiyDqYrX4T1td0wo8weRfaDXyTSOxhbiJmEeQz1AX6I6a/NPIeADf33vTCZexrWH672+j0Ja9NFefpjRowGbFF1E2xeMQCTWRtj8uE23Fsui5zoj3nXnx7XeaKNbIzpNQVlZSLNUVg7/wDbXnc55jVzClmMZWTmQ0di/WAy5vl1s9fjPfjYQW7DVuwdnV4A25mMcahPEXmPjWvDMFmWXBhOjh2jc1w/EjO8/Iki5z558jLB28ZvMZ35VOCyAtf0x+ea2Lh+HNank8ahKzC5kdNYl0rzHHw+nOW30ekyT/y2Hhl996eYrByLzQVuKrYc2sqn5hlYmj6Y0vAs7qbmHeiItFDEXALPJceKCGb1fx7YzL8nV5WOpgjPIe989S4UXo2FISY841WOi/EVldS13ckoKyt6J34JmId5fbxMZjX6AWyAfRAT6A9hVtVtvOOchwnJEdjk77fARTnyPBkb3Hr78++Q+C0e3E+igMcPNji+jU8isYnvjcCTqfP28LwWXJlKXDMGG6xn+rM8gSllye0zo7w8xiWO7QWcnfi+D6Y05FTmPN93Jeqrv99BlMj3AAAgAElEQVQrqQivghkQVsyTTn9sQHnM83swGcVrA//9HGxrWTFb5FbEJq4FJ3iJdlSPrYYlJ1TfT7TV+yiwYolNZsd6+XZM/XYb5j6+AaasXYdb9bOksw6m8MdW/z0wz5y0J9BeJPoH1r8bsFhE12GDw3Ne13+hdLfWCZinzwmYor4cZhw439vG/4Cpfu6GJFYlvI0/hSkoF2IeOx0xA1bSOHQAttWj2eCPGai3wBSOEanfNsdk2d458r61t820bBuJGUNGYwrnxdikMKtynbjXY5hyuzGmIO+BTWS38LL+o5f9I9h21eB5uBoz0g0io8xPTKV/NQW2WWBKxpeYErRT6rcdsQlCzpVfmisOL3j97ZU4Z1tMkTmY5krfZl5WIzFl+FTMe6noZ8GMx8nVvMHYSvBYzFA1G/MW+Zsfb2aY9jJ9EZucdKDp2DMFm4zuT8q45W3vJ17Xw71t/Rgb/5ILCfdQhEEZM9Q9i00KYkPl7pix6QV/htsx48Zu2ARgFDYZ24DMgsbQVLo3kpDDuWSWt6NvMYPWUJp6bv3Iy2+3Ip6jrPL035fHPEO6JY7dDdyT+D4dm0zm9ILCxpHhqWMDMBn4N79/1zzX9/G/38GM50dg/fEiTNbe5L8P92ftl3r+/9LcU3QCNtE42L//EJuYrpQ6b0svo6Mww2hvbwdx/X8f65vTC9VFnuerx2TOYZgseQ2Ty/tj+kxPL6u/YuPopolr1yMzWR3nx7IZ0bcn40U3EZPxaSN3L6z/ZF19xibrsVdGJ7/3PcDsZD/M0wa+wPS4kDgesEnfLzHdZi9/lmYLhpiRoFfieyev/1Uxo9bbwPewceG85LmpdKaQ8mJP/HYKJgsHY56Gx5BjKxVmiN4jUe67Y8bDrbw9nYuNGddnuXYaNk7d6/U8CJO3P6Pp1uibcV07df1WmBz6Li5zsfF7lP8fT7wPxhZLOqTbhZf9b3APSEwvuRI4LtFHjvCyaqCpB+RmfuwUr7vrPa1Yp5qOybqcC59kvDfqvN5mYZPvH/v/H3ueemN6xGqp66d63r6PGd23wnT9o2lqhPgbBRYzUune6c92ONbfzsDG9slYXz3On7dTukz9+h2xReCk7tYO8wR6EJ9XZbluZS/Xqen8YmPbdK/HPTBPwdGpc6ZgOu4kTBbGOuIlZLyXfgzcmOfZB2LzrKxbNDGj3TnY2NY7TzrbePsc4J/byaLLYe39RJrrI0M834MSxwrOfVJpjPX2M9bb2Eivy6fwXRxxP8hy7erY+PuUP3O8rf7EuC349yMx/Tff+LU+sLn/30z2klkgOIUcHo9YH/4vmb5+BGYkeyLZxopt4639U/MMLC0fFyYfAzMTxzbFBsmfkXEJnI4pTyvlSGcatmKyin8fSMrDxoXC4rRgSvw+BXPR3Q0Thr/0zpAetC4hsWXEj23rQuQhMlsqRmGD5oXYQDgIMzhNxAbnWzDDzx8wBX4KZvE/ExPQ92ETrv6e3r9JeEyRUbp3wvfyklmZTU+Mfg0cnbwu9ft2mPFqsn+PJ2ujvQwu9e+xB0iuehifKqt2id92IjOYr+7lMC51/XHY9pw4LtTmwH/8/72xIGp5Vy4wRfEpEko/ZsS5kxxW79T1y5MZ/PtgA+3d2ERrb0wR/7X/PoYS9i9TnJv3ltiK3fHYgLs7tpqW9oTYw5+pW560tvF6/T9vT3+nqWLzW7IYOXP0r5neZv+IGzawwec8Mm6m3/HzVkldvxFmQOiLKRsreZ0ML1FexBPGX2HKyr1eP90wxaaBHNs8sNXZBjIu1athhqlYxuyIDVq/93s022JARnE429vYtVhg2+Q5m2GyKB13Yyo2SO5Mlm1BuMEx8T2fUWgapoR+QGYCOg2TFwfjsS+wCf8PSShK3pa+wgwqYzEFKDYOxfFY9sRkUV73a0xpuRGb5J0L7Jz6fTds4tOV7HInrTgchq0wpg0TU0gZQL0tPO/lGS8qxAb5M4p5Fq+TJz0fJyaOH4pNnN8ls0UjkGXFEZNjjQsbefr0nZhinFYme/pz3wWsmeXaPbyMBuVK38/bytttsg1tjnms/C9xrCMmU0ZisvJ3uLEdMw6dj429Sfl5IsV5nG6MTaL/g8V4WD7x20BsonAe+WVWWeWJTSpWwOT3v0h4+vrvf8cU9J0wg+oqedJfztvQxalyiO+1Aba4cxhZDNuYQfptMobm72HGiHUxGXkM5q0abxVrjMuCybJbgK3iY/43duGf4GV8J7Z4NT5179j4fTQ26b2SpkanY7DJ02LMeFSM59NkEt6TiTwNx8bDeTRdkOrm+XgcW8z5Ec3j4Az1PD5IljiCWNudhXlU9fO6vc7b4sqp/vEIOTyJMZnwPBnPkXZeD9eR2FaW5bpxnv/tMJ3qaZoah6ZRIH4kJqP+gxlKTk8cj+M/vgFs58e6ktvLZits4SJp3GyfqIcL8G1d/r3ZSnzi3B9h48R1WD/qhRkMYs+vlTCZ+BQJeed5eB6TxatjC60/ynKfvTB5lZbXI0kYO8ks3PVMnbcf1v9XzpJ2PBntC7yCbw3FJtI3Ab9MnNuXLDLT29VbmG53AKYbXYvJi+7kNwqthBk6b/Vrh2OLI0/6/SZ6+4znAJ1S12/i9b5e6nja2LmLp1lI5teR0Cm9nT2O9b9zsPHgYv+tHymjI9avz8LGg1HeHp4j5eWE6Xwb5mjfz2H941+YTDwi8ftxwA0FnuFQYAEmB+IQErFOE9f33libzeXdvxymo99A0y2aybFwV3/WXIbXaZgc2SpxbGNvs3uTcSrYG9MBx2VJoytmOD09dbzg3Md/2x7Tn+/x53mSzBbPy7CxM44HljaYrunn3QJ8junIt2GegCdjbfwiMrHJspZDoixmervoiBmcr/N0krtxdsPkxNA8aV2KLcLEc8rDvEzjeG1LjddQzTOwNHwSnW5LbFLyAJlJ6ybeiZ/EjDX/Jk+cB29sH2IToc7ewePtDXWp87KtZGyLWam3IuMCvR6mWF1CZuIRrxAkJ1pbe+eYhCmT/yQTDHZlbKJyCqmVHkw5vR9TeP4MHOvHh3kHfACbyE7ALNEvkVghJUtgX2zgOhkT5LtiA8R0bDUv23PXYasJH2BvEwJT2P6FGa/qPM1zvXyeJrdRKG9gRa/T+1PHetN0ZberC5LY62tFTEBO9zbQTFnw83bAhOAR2MB/rf9NKnJ9MMPdJXnaUTx5v5KM8We4l+n1mJfXYHJ41VShT0zFFMlDvd1c5s9+UqJO+2Gu7DNy1YWnFU8QNvVyHYh5TrxOpp/tjW8/LJCnl8msMN6GKcu9/Pt3MCXkem8judpHHNiw6JgMWZ7nORKTZ2xScDnwE/9+updN1ufxdn1X4vtt2OAWK83fxQwCzVbqPP9P4kZXTBmZhvXdE7O09Xjgi121H0q0685YvxtDZhvpBTSNIZLLZXqK1+tq/uzJrZdbets/gBxGNywm0U3Y5P8iPE4GZhw6DpPF/yGHARaTB2skvp+F9fl9sL77ndT5OY0A/ntacTjc21HObcOYjHyOLIEhyRiH8j6Lt+vHvP1uhRnwk/LiJjLbWHMGfceMhbFhvgdmqPoTJgOTq9WTyYwLY7DxYlMyil5sHIrb11hspfR58hgxEm3iE6wP9k/9thkm03ZJHIvbe/A2/CtsIaQdZtSIjUMdMIPpC+ReUGniSo4Za36O9YvzaLp6OoDCsSLKKc+eXn+/xOT+7WQ3vv4TM4hkHUdS566P9YmzycRqavRe8vv/JdvzeH184HmKt1P+ADPOxzHzkuNeWsn/ExkFPlm2AVPUV8Habjo4+lbAN2RW2sdg8mDV1Hl12JjZbHKS5bwOmLE8afiJy6A91s8a+4nncXVMd4nlXWzEPYpEnCdM9zmc5p508dgVv4Ai9mIeixmzLsHGrWOwMSVdDhO8bnbCFiUuo+n2xk5+zl3AL7I89zjM6PbbxLGbSRiHvP6fJ8f2FEy+POLlvAY29nZN/H4rmUl7vu1j22KT/V0ww+aFid9iHXA8cHmBuuzv9Rmw/rIXthCyN2bYf4zMmDWIplvoRmGT1VMSx3aN692/r+j1+xyp/uX3HEBmgXEAJl9uxXSLXTxP+2EeFc10fWwR9TAy8YvWx4w08RaZdbF+08yzkeb9K26PsR5UUJ/D+tzj/tz7exvcy3870X8bFveLHGkcRspThMyLbQ7x7wd63vLGtSOzrfZWTyP25L4HuM3/75Gui9T1z2I6083YGNDb2+vzZIJI7+PnLZ+6fhtMJ49lTS8yhqU4TlBfz1++raJxEPAjsL6eHKfaY+PJUznaxNqYkaUO6+fZtmiejI9d5PCQwfrnInzBHzNixp6K22Ky5lF/lv/myEssE1fB5nUTEr9tSGruk+X6DTy/ycX/i70u+nqeTsOMcGl5GXsK74L11d95Wbb3/B+NyckGzACXT5/ZwOsw7VywPNa/LvayPc7TTHvEbYzpFEkPwgu8rSS9w98iJbfb+qfmGWjrH29kx5HZqtUVE7QPJBpPR8xzp5mlO5HO6mRi6fwYs5A32Yrgv+V6K0/w9B8i4zmQNCStjW3/ec07xb+THQEbQP9LIkYApkjuT2YVcBimIJ+ATQaT6f/VO+owzADy68RvHWmqVCe3xKQD+96c+G00poQ+iw0cD5NjkCGzajMCW+E8x+vgkNR5q7hAymecyxVYMRnAu1Fg+vn/8PJKKp2/Aq5LfH/Vyz/XADfV6/1kbOD9P28DL2ITw43JKBP9yB2rZGtMkdsWE+SXJH7rgXldXUuRQVjL6BO9McEdryCugA1IUzCjzt7YhPlabPU7p+cUGcU8btPJycXVXk/tMS+om8m9tTIOgBfH72mHrRDHsWxO8+N7YhPBQhPYHfwZSg0kPgDre8dn+W1Pb7P9MTf6q8jjmeVl9zdskL2TjCE4HtizeQDE/fzs1PHO3l6uztWuEudeihmMBnu7vNvL8nSsH+9BZmtbLqPQZthgHK+6Xou/WS5xzhRsUtRoIMPkS7x3vovX1WWYd9El2ARyAKZQPJOrHjF52IB50uyPGU17Y5O7zf3YZSS2C6WfheIVhzfJ8VYwTB7dnTxOU6POsHzPQkYR/IF/Xw+byJ9JZtvJ7qS2SeYok7i898WUx+swWXkTpkS1T52/DTbBvN3b4ttYf633577L89cDGzNyGn89vcnY5Gp3zAPwFJora7EX2x7+PW4XcZuPV/6O9fY3ydO6HVMSc7WHOA7bnzEPx3ZkFNF6Mls1inrzU5nlOdTvO9nr73TMgHu0l/VET3MtzCCQM24HtpCzEZkt2Gt6eueQMLRiusbO5I5rM9Dr9h9+7dZ+fB9M9myXqIO4Ta/t5d7e20AySHLS8+nH/jcdC2orzAj6BE1d9e/3T2w0706J7vuYHvG9VJtZ38thR0weJMunG2Z0vxyTEQ9jk7+p2NbM0xLnpj3oNsTG7mYvoEiU7WpY3/gRTbc3JD2ZTvbP837Ph7DxYTyZRY21aD7hXdnbzwOY4Wly4rebMJkS3+cGsrRtMmN5HBdlXSwm0UV4nCRMBl6Vry4wOfcZmfhYwzxfF6TOW9WfswdZxg6sT/7T8/9vMjrG6pix6Wg/fiKpyTM2NhyFGTnPTTzThSTeOoWNkRfT3Cg02c/th8m9i7y9/JHMVqP3sYnvEHJvCTwe8yz5p7eRHti26yMw42Ust24gyyJolvS2xibiyRhmucbd9niQ78Sxn+NjhX8/Bmu32bzfkp5dybY/zcthErZgd6Knk9dwjcm11zGZvymmB1xBRs48ANybLQ+Jek/qhxMxw1asm++AyZIrMZ04bVge5HV4epa0p2L64UhMh32K5l5huYKATyERBByTVw+l75+4z5OYTB2LjQG5tmien85DIp1RmJHyTHzLnLexnyTO6YHJndGkdgiQCtGAGaZ+RypWlaedL07sTsDP/f9OieOXeB0Er6fjaao7bYLNkZJxebthY+8NiWMjvZ3l7Ruej1/4/72wxdJLMdm5OiYff4kZlsemrh3peV2IjTlXYIamvpjTxENk9O2DcUP00vKpeQba8seFyoXYoJ7sAPXYwHI/ma0F+SzNsWDfLnHsxyS2IlDc1p1O2GDS34VLHU0FXb0Lhd40dcmOtzv9ABP48erBjd4BnvPfNnJhkbw2bRz6Ozbo/5kssYSylQPNA/vG8VbiVZBhnvdcLtbxlqVfYgrwIDxob+KcpMArpixzBVY8BVOO/kBT9+RRLmBmY4rrltgg/HdsD3bABsusr6zHlOGXaWpl74RZzh/0NnYzNoBcSBa3eb/HUGyiGAfnHI+twJ/rdRIw4+W52OS90Y27yn0j3qoUexFcT+JtX9ikvh2Fg3/HivnVZLY/xAbU0djkpJ9/L2TQmIB5LF2JKcXT/fgkbOIYvwo1b56SeSuxTDbEFP0fYAPUdjRXXh8nM8lPetVN8nbXI3X+XcDixPfkGwPThoxkPz+f1FY1bNB7mSyBqr0fxG7RJ3nb+cz/7urPdpfX+zDyuI5jcmlVmhpa9yHz1sPkdpTVyGxTiY05T2DGm66YrDgNU8SOx5T1FTEFKJdiPgozAJ2AKaV3YPI2fiPRLmRi5mTdLkSFigOZCV0fTPlNem4mA0OOxOR1s2ehuSK4OTaBP9XL4F+YzOjsZTYoS5sYi/WLeCVyOtY2zyDjWdcFM1In2+NUT3OTxLETMaNN/Pa4n3geVk7fN0e9bERm29wobDJ+Ms2V+U28XOJFhXiL8vKYAeZiL5MTyGwr+wN5JileXldjhoN/YDJ2J3wLHiaH7veyzTcBLrc8B/g9f4rJxU2w8fdVTCZcgsnBeJvDsDx5iD0aZ2DGqDiY6UQyxqF2WL99n9S2P8y4uDY+AfHyO8uf/U/AND/+I6zvJONaTcPGzfiea2ILO2lZs6+X53Kp41v5M8eTrVuwMe83/tz7YnElXsT6ekFZjcmQX/n/l5B4vTxmsHiPzET0JGxc6UsmkGxHTC4sBg5NXLuOl2863l3w8t2dppOc5Aso4j6eKyZQM6MfJgd+4eVxONZOH8Haejqwcj0mg/bEdKlT/LzJiXNuAmYk5VGOvGyDjZfjvQ5OxvSMf2PGgK6Yl07ON/N4HVyCyYS4bod4G0gbh7LWKZntpJPJLDDdhy8oeHp7ent7lZTcxsbQs73szsX62x001RPjekkaMJOhDs5K3Gu6f7omzvkjOV4LTtNFrWP83Du8nZxEYsKN6X45t2BnSXsHzFjVROdPnTMY0wFHYB4jZ/vx/TDDXlJH/gX5X0yzubeFOL8dyCzOHouNoTm9Ofy8btiYmzSW1mOLoleSWQB6CrgjRxrd/ZmSC7C30nS76C7YOJEeRwZisnhvbJxMbx8f5GUaG3bTulqxQcC3J/f27U1IGUP8+OHYIvIbZLaA59yi6b+vhPWn72L6VAMZudeO/G/m29jPvwPr37EO9h1sLjXcv3fBdJ1mYSewcW8dTB/7W+J47A3YAVtEjPW5zqnrjyDzNtbktsKu2Nh8C8XpESv4NVuT2UL7MDaeXomNoTnf/ogZkI/GxsprsHHuMsxY919Mn/uchI63tH1qnoG2/sGE6qXYAJE0mHTGjCxPkP/1hpthg26z139j23CeJRNLJJe3UKzAxDFpkl4r8UDX3QVVeq9w7OocC7+9/Hn+hsU9GeQd9hRsL3QzwUR249AIzNqe1/MicV06sO+zmLHon9iEM9eKZnLL0mnekYf5/T8GjkmXRY50ig2seA824cg68cUmBsdiAvZeL8tzCtTfFGz74K0036O9KmZg6eifnuTw9CEjzI/EBOF3MWUjDm58O/Cwn7M8JcQUKrNvTMMGvQuxSU28et1kS0GOa7Mp5nckr8MU3vvJvy84Dlg9jEwAvKswod49cd5N5HlzV5XK4yJ8wMQGl99jK6DJrRjnA1umruuEbft8zetzIk297v5Bwuskx72z9fMrae6ReBGprU9k4kvciq24tsMmVNukzruAlIdelnzEAaPjiXO8ar8LNtGIlcvpmAxKKquxgvARZjQ4msx+9dUxRe90TPnP52kVK1C7Yl4Cz2MT2N2xSdcVmBKTdbsQFSoOZIJUxrFXbsENAqnzDvM0c3nBZVMEz0j83gu4Nd3nEr8n4wD8lRyTO2zceJiMMSv2IojjziSNkSd5O+1GJmhpzv7p16xF4i0zZBTJEWSMQ7k8fbbzZ1gV6xuxF8pkbwe/xvpPs0kKzY1ka2HGj8OwRYZtMcPhCf57T/IYn8stz7gfYAsI52GxPtpjivZ5mPEvNn63I0+Qe29bb2IG6DrMSJb0hlgXG8ufwIxCaY+sQZjB93VsvFjF83E81h/2xYxsO/j5yyWunYoZ5qb4976ej+0wQ87xnr8fkWWLCU3HwWT8hz94e0vKgm7ZyjZdv/5ZD/PcOh7rs8mJ6IqkFmvIEk/H73cdicCxmJHjr+m2RfOA/PFCRvoFFNMxr+K0YWlFf95zgQNTv20A/J//3w8bx0fleP6Bif/Heb2fQXPj0H35yjFRtw001ae64UFkKW6xLQ5pcCIZ4/EQL8M/5KtH/3teXB5kxo0p2PgXew4FrL8Py5FWbBw90sviDgoEkSdLqIMc5+2F9f9m8g4zynyfzJbEjbCYefHbv47BxoyXKOKNcDnuX3ChCpNJ92H60B3YxPn/0m22iHS6YrL+LJrK7j08zbxb2jD5PBEzFq5D05fidMLGxF8lzl8hdX2ybXfC+uYt3r7+QnOjQ9pIuC3Wx3theuTumNzOFpMonn9lW9QuFAR8X0yO5Nr6lTSGNFmkxfpm/FbifCESRpBZ9Iu3Ym+GeT0/RkbXyqVHbI0ZbH6Obf+73q/7PtY/D/V8xv0w26L0VEyn2dXr9UrMWFmXzD/W19NxO5t5oaXLmkzg60JxngZgOnRcpj/DdMazcI9lTLf7JznaPBkD8hGYx9RZmFG4A9Zu98T6zGsU0G3a6qfmGWiLH2yiuWri+/bYJG86TSds9Zgbe7OJfKIznEVmH2sPbFXmGDIu+PFWpqx7GL1T/53MK+y/hxkkNkrdZ39MeNanrj8U28v/AJmJyvexSdo+qXPzGbjSxqG/knIxL6JcSwrsS/MtS0MxYRrHZBqDrfieWuC+pQRW7Ebh2BKxMe40TFGeQ27X6M0xg9uefr8zSQTHc2F0G4W9YeLV89iYcihmZPtd4pxOXj5Fr0RVoa9s4XUUr+oX89azXIr5tdjgELfp6d5uc3mSJQNWP4ApRPXYYHcmJvy7YN5dT7OE3EET+R2AyYk1/fuRmJEqnmDvhHnnDcuSxsHYJGIvzBjwGxKTBswIkdM4RPZ+3sQ4hClHz9A0JkM6vkSzFXI/b29sspc1fkvivDhgdBMDFOYhclciH42x2GiqBHbBFIiHMWPnr7E+/lv/fRy5Y2VkU6C2wIwXsUdNRwobMipSHFJ1sSE2njyLGSRWS5TnC2R522CO54gVwcfJjAX7+3M1kz3kjgPwEpngtkOwycszNJ/Eb0MiLglNPWYfIrOSnHerD03fZrauH6sjo1CO8HydRf4tuOlJazvMGPorcgQeJzM+JQ0Ok/ya47FJ90Cvn7xbRsstT2yManybFZnXbP8YmyhsghkITizULj2No0jER8PGyFswGRd7L6+MKc9po1DSo/AyTK+4AFu9no17dmBG0YtoGmcmHot39O+jsT4ax01ZHZtwXIJNttLtKds4ODnx+03YZKXoN4im0l8Hk72LMcPyZZinwZ1YHz7eyz8t765JlFtH/34NpiM9muU5kkad/VO/TaGIF1B4O3nEy/l+bGKzA2aY7OD1kvMtPFnSi/vSGGwCexr+lh4/fj3FvZ5+S8yjNPYk29frpDvZdZtJwO6pY+tiffl4Ml4Iw7wu8honMMNQPFYl++x+Xl5daW5cz5aHSZhx6AjMEHyp10e2tzSmQx0025KLyYefYX09W6Dpgdgi5aXe1o7x4xeSMSD0wsbi2ek2VY0PuT37/45vCfTfit6aiRm7TsAm2edicvOVbGWQ5dpTMDnwF/wtbH489rLdJpmvQn3M6/4KbFztmEwry/VTMdkUez7G+tkemIEkjkkU99FC7bJQEPBs7SqnMYTM/OEXmJG8kIfqM5g3TPwilR9inp3DMR3zCXK8tZhMEPF0HJ4DsD7yitfvg3nysAkJryfMKeI4rL9+N3HeLpiek8uTezNvj42OEGRk1w/9eQq9uTheYDkf03+ajRfYGPOvbPWSOCdpQP4dNm41brnG9NCseubS8Kl5BtrSB1McRrhQ+sobzn7e+ffABrx9yPMawURa8QT+SEy4TsYmXTdjk8N7yOyBPpAsk1ZMwD1HUw+hPtiA93dsgjUCE3BZ4yvQPGBa7La4F6b8HZx8/gLPlBx8biPhdl1CGZcU2JfmW5bigLWxcF3JhVufbPmnSoEV0+0k8X//fM+CKazxmx/GkXkTUfItBDeT560jifO2x2ISxSv7h2BeIvGEKw70nNNtfAn1m2leR3lXeHPUxzUJYRwr5ldjwj9fYOFsAauv9bZQj01cTsUUhJkUocxUoRw6YROSixLHDscUxAvIEZjQz1sdUz5iw8EpmBw6DzjAj+WMf5Kln8fGqL2wQfRaUoHxyR9f4jI/NsTb2QsU4R1IJmB0/JrRCYmyuRsbhGeQiaWVTQmM40Vdl8hD1i2aiftmU6D2I6NA/Ryb5OQNYptIr2zFIVEXR2IT0w2xSds1mMLyl1xtIcdzpBXBf2GK2cO56oTccQAu8nZQhyl8l+dpk9Mw41csb+KV9Tsp8MbFVDo9MePQXWQCFbcnI8PXxNp5zjfLYZPW/9F8a1JW7xqaG9KTrusTMcPrCcW0ab9m51LLk8xWhI8wQ9CBZBTbE7B+FTDj5Znkfz3xEGxyuTamgN+Jefv8GlP8X8XG5L9j40y2uD5PkYnVsZdfe4K3uZuwdh4bSZrlhUzMqdUxo2f8pqVYuQ/p8klcm2scnJw45zrN4HsAABCgSURBVF7cW6aI+tgUky/TyciS+I1PT2BewNO8zL/nZZVL3l1MRt51xNrpXLIbAXIZdZbD2vk9FHgBhadzjue1PabH3YFNOFf2cti9mHLIku5or9ezsMWWSZg8KTg2J/r8TGyh4l/kj9UYx4/ZJXV8XS/TpN6aLcB62ph9uJdbbJiKjQijgD+WmIf1MZmyOWbgupTcW9jSoQ6GxPXpv4/EDLI5xyBsbHse85p6xJ9/mpf91onzCsYUKvdDU/38XjLGoVvJEvahyDTrMaP4SZgnYN5xOHHdVEzvGEH2raZHkiMIeY4+tg22UHQONjZmNSCT3YD9J2zxJPYcugUz0j2Wr32n0i05CLifl88Ycib2lsScnv2YfLgW2872J8/Hrpj8jJ/xDMybtkOWPtVk+xbNDavrYfOPN8mhX6bSiI1yfb1P/BGTW2d4+eQM0kxTL7TkAku8YJnPWzfXAstPyLwUZTim82Vb6MplQD4NW7A7zdvEnrTw/KkWn5pnoC19yKww/gRTtn7vwukx74gPYoP5geR/jW28lWCSN9brvLFeQiYy/iHkCRjqQuwOfNsJGdf91bEJ9VaY8LwaWyFIBprOFzDtLjL77X+ICe+cltUs+YqF2rFkeUtGkWmUFNiX5luWYoUhrq9Cg0RFgRVzpF1S3B6ar+qdQdPXj+f1GEqVRXKydiimCJ+JKXJFTXSWQN8pZg98xYp5on3nClh9rbeR4OmfmyudKjzzKt63e5HZTrA8pggl38B1JKbgJF9d3MyYiMmVn3sdv4wZo+N4RdleZ1tKP28WmNF/yxVf4gngGj9nCjm8+vz3YWQPGH2Q121suHwK27I5LnFtPiXwdxS/77xYBeofZFegKlIc8tTFVtikYbL/1gMPhF3hc3xO9oWAYuIA3EUmDkBezwSay5u9sclboW0+2d5mFgesTsaeOhRbOS3oIUGmXxRcmPHzt6OpIT1pHBqPGWt/Ru5XCycXAI6kaaySosqTzFaEQzGj0S3Y1qnL/P/Y6JvPW3cHrD/ejukiF2NK+avA435OZ2wSdAZZvPrI71EYv42sD4U9p5p4b5Ex7k0j8xazfPEWc46Dfrxg8G+sTz3j19/kfztjY8d6mEw+Ose1+eLp3BjXIXk8bGhu1LkTW3Ufh02OXif32NW4XQM3/mKLhq9jHhE3Yt6KJW39ydL34ldWD8/3LDmu3xaLrVbMQsA0bFFyt9TzxTET83lDNPHo83L/HdYvk1sYp2PewN2yta08eTgQuNb/z+tFTfNQB894mg9h8S1zGZWSxpi7yLz84jzMwyZ++UXRQe0r+ZDdc6iksA8V3HtzbF6zAWZMe8Lb93e8LE/ADPw/xOZXxRpO90j0sVWxvnphnmuTBuwH8R0b/lt3b08vUKLnFiUEAU/8nssYsqfXSa43aK5Apg/3xeTUqdii+G+9DG4iMxfqm7o+n8dS/Hd1TE/unq1950qDjAzvjOkaR3j/ybrlNZVm7IX2f5icOw0bo/MZoPMtsByP6WdxQPebsqVFFQzIS9On5hloKx+arzDuh03wRnsnjRX89/y8fEHCDsXeSvAgmS1fsUt+3Kn2xiZB2VbX1vJO+3vPxxBswLwHE6hXYgIyXr1OxjApFDBtd2zFOo4hULRRKHGPTtigV/aEm9ID++bcskR+RbTiwIpLoK2NwbYOXEDitcYlXJ+erP0cc2Wuuotyteu0QH0kFfN83jFxQMI/kT1g9f2JdpI3QGIFzzoM8zz4o/fz08lM/g+n+atek4pu0kvmR4nja2KK6DvAVD/WjuzussX289iYkM+tNld8iX9QOHh4oYDRv8AMuiMxj4pmK0o0VwLvoHglsCIFKtUuy1IcSqiL7y3J56CCOAAF6ngaNuE9iCJWWSnubWYrYLGT3iHPG1CypF3QAJ0l70lZGU9C18Ymr/lWa5OeQX2xvl5yeWKToZfwbYyY1/G92BbBF8mvS2yKeUGujRmgx2BbnC7DtqTfXag+EvnP5VF4BYmAzUWkFXtvxR4V0zHvzqJW0RPpxOPg+bgHbaE6pfmiwLqYvB+ROGdtb2PN3gyZ6CfZ5N2D2fpV4pxCRp0bvIzzTpDweCtY/77OyzKW0+NoBSvW5IlzleXcrbExPfmGx929jeZ6HXpa347H8XUxvehpzGvpFKz/5vVQzJOHKyneEzxbqIMBhdo1TY0xD5DZMr0hZuRvoAXfakRz41DJYR/KvO80bM5yp/elTzHP1mmYznMrNpZel6s+i+hjN2FbI/N6/qb7uNdnnHbOF90U8YwljT9+TS5jSK4yiLfN/SkhF/bBYtf1whYk7/Hnu7TAvfN5LP0Uf4lAGWnE7emAYtJIpVfvfeMkv76YN/PlW2C5mUxssnzx+So2IC8tn5pnoC19MJfSl8kokT/FjEPx3sou2CSgmHgwSSVsl8Rv7bEJRq6tBFNd8OyNraL/HlsdvgpbyVkZGziTb95Ir34XEzDtJkrYx54lnzmDpS3B+il6y1KWMq0osOISeJYVMa+rsgxSXhb/I2NwrLkyWYX6KKSYZwtImCtg9RJbocOUlXPw14RiKxU/wybAB3tfe5rcATKzesn4b0cA/ygyH1Xr5+SJL1HgumIDRp9D8zfrVKQEUkUFKsr0qbIUhyLqYro/Y7N4HSU+x2U57r8JVYgDkKdsivIioLi3mR2KxXWbQx7X8zz3KHVRIW0cOsTLKp/r+hRs7D6RjIfjsdi4XnJ5YsayV2j6Iomc8fUS1/0CD/hOxig4FAuifj5mBHyYVEB5P69Uz+FS3pKUNBbm3NJYRDrxOFjUixLIvMUy+Zai+7BtmodgBtz2mHEon9dPufIun1FnRQrEJ0ylNQ74APhlOWXXmj6YAfwtlzlHevssZEBu4tGXaKcdsQXRX3o5Z42fUo08ZEmjpFAHyXwn/v8b8EDie4t7cafyU1bYhwrvPwIzlN6FebJfis15plDA6Figj42hSF2X1PZjqqTnU+L449eUZAzBdKHvYfEVD/Jn+TMZ48wA7x+FYj7m2771JDledFNCGjOKSaNK5Z5vgeUlijD2UQUD8tLwqXkG2tqH7Ft1Gt/2k+e6fErYncBO/tsPMK+AbEahWLmPt150wt5MsVHqvF8DpxTIT8kB09rChzIs9n5dSYEVW+hZKhqoSGzJq9UzVJD3khRzcgckvBxTPooKWF2lvNeRid1zEBnPvUmYMnOF5/UMcr+pLr0d4W7P9x6YIrdJkXmpWj+ntPgS1QoYXZESSJUUqER6ZSsORdRFzklnpc9BleIAFHi+Qgp9sW8z64lN4ltswkTG6HcEpkTmXOXEjFv/xtzWT8YWZQZ4vR6LGUIfLbU8PQ+v5OoL6X7hfy8BTkr0ldizYjXMkL46Zrgcmrq+JTyHi95yVCCdYt54le0tlrdgk5VHMcP8+Zj+dC5FeIpSgrzLcm1VjDrYeHVSob7VFj6Yx+uZ3mdWKvKatL4deyKsU2waleYhSxolhTpIXJeO8fNg4nughXU0qDzsQ7n39P8Px99Gh22x/wEleBVWo49R4vbj1vbBdo88gI3j8Xa6UemyLpBGydu3lkQaVSqPshZYUmlUbEBu65+aZ6AtfrIMVkdhk57O2YQ7hZWw3bxTb+8DRK5JUjPlPss5e2OvTC7G/a6sgGmt/UMZFvtEvZalCLbWT7ll0Ro+pdQHhQMSXoftOZ5BCYFxS8xvtgB4F2GehfGqVFfMa+k3ZNlSQH4vmYuxydoF5PGcypJm1fo5RUz2qFLA6FSaFSmBVEGBSqRVtuJQaV2U+hwsgTgAFfaRYt9mVlKdVDFvDeTZvkvzN2EOwTy54q1OddiCzb6Y/CqpPCk9vt7m3h6SbvwdMEX9VvLHJmoJz+ElbtAg91ssr8eCtybfYNWTEl4xTAXGLapg1MFk6V9aohxb64fsHn2zyOFx20J5KlfHTHvqHFLjsq047EMF9x6Ge9pWkEY1+lhZi8mt5eNj0H6YrtmAGdxKXRgvefvWkkijSuVR9AJLnjQqNiC35U/NM9BWP2S26jRaJgucX4wSdnM2JYwcyn3qnDHY6/meL0WJoYyAaUvzpxJFUJ/a1gf5Y9H8BzPMLqlA04UC4B1erPJCfi+ZsYVkTY40q9bPCz0HVQoYnSXd6VSgBFIFBSqRVtmKQ6V1Uc5zUOU4AJV8qNLbzJZQ3gq2LZq/CfMeb+/nYwa2HlTg7UkJk06auvFPSBzf1WVf3q1LtHHPYQq/xfJaTNeqpD7KlTdVMepUev3S8KEEj77W/qEGnjoF8tPiYR/8vj2xGGrrVZBGtfpYm11A9fx3ILP4VtSbVZfmD2V69eljn9jgIMoghLADppStDURRgcIMIWyOxQRaC/Mc+h42Wf0BZrkPURR9mef6zbBV6qOjKHoqhFCH3bghhPBT7I0J90VR9HYZz3Ei9saags+xtBNC6BJF0de1zocwCtVHCCFEURSFEDpiRojDMIXh99h2ih7AYmx75f+WYD7jyfdPsa0cvbAV64WYEvQwcEUURQuKTG8cNlG7KIqiU6uQvxbr5yGEczCvhT2xOCu7kdkidBXwZBRFh5SY5orYBHj3cvtnCKED5iVzNnB2FEUvl5NOpVRaF6U+RwihKxaEvgv2tsun/Pju2Dab75Y6blRCCGEaFnR8QhRFn4UQ9sYMqttFUfRRS+WjXDz/52Pxa0ZjCnk/zGD3PHBkFEVftFBeBmNxgDYDHsfkzc7AHlEU/beI67fGtneuH0XRvBDCiCiK3liSea4GIYTeWByqnaIouj2EsC5mXLwdm+zu72PCrcAXURTtVYM8SpeoEiGEbbBt4WsW065bMyGETpj8vzaKohdrnZ9aEEIIWIy030dR9F4F6aiPiWaEELpFUTSv1vloi8gwVCGlNr5KlLACyv1PsQnTWyU/BOpEom3jSkYHzBtvJGasPSaKojtCCGOBj6Mo+qwF8rElNmEcj8Ud2QyL17Eu8D625aToCWMIYTr2SuGzqqH8LOl+XoKR7uRyjDJLkxLY0jLXDQj7YV4iM7CFhJ2BnaMomtlS+UjkZxpm6LsYi8m1fy3yUS4hhC0wj7hBURR96MfqME+wOS2cl3rMyLgVZiy5t5T+5XrJ2Zh8+tSPhda+SOTGgtMwb8LfYnHorsSMQW9EUbS7603LVTL5FK2DpUz+t4+iaFGt81FLVAZCtD5kGKoBlShheZT7XaIoen7J5VqI1k+1vWzKzMM2WHydiVEUfRpC6IUZrbpEUfRmiWlV7CXT0hQw0o0B5rSEkU40xw0IawNbYIbKh6IoeqWG+dkWi7WxZhRFL9QqH+Xixq2zgcltwdMpH23VcziEMBV75fZxURSd6ce6Yd5Du0ZR9Ekt8yeEEEK0FWQYqhGVKGGtTbkXojVRbS+bMvMwDYuns36lE5O2ukraGox0ovXTVtt3THIsj6Koodb5qYS26jnsnpr/384d2yAMAwEUPbMcK9BS0LAKLYMiMYApkoI6UnS2770JXMXxl8/v2N4r+bTW7hHxiIhr7/2buzoAmIMwlGjWnzAY2Si3bP7fIJv9wHjUCJEOzmYvz7fH+Fdso4m3iHjONJoIANmEIWA5o9xCqH5gHCXSAeubfTQRADIJQwCcZpRIB6zP9wYAjhGGAAAAAIq6ZC8AAAAAgBzCEAAAAEBRwhAAAABAUcIQAAAAQFHCEAAAAEBRwhAAAABAUT/GQUPB8eVTkAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "      weights\n",
              "INTC   48.226\n",
              "MSFT   41.698\n",
              "CSCO   41.673\n",
              "MRK    38.031\n",
              "JNJ    38.014\n",
              "...       ...\n",
              "CVX   -31.612\n",
              "COP   -38.233\n",
              "CNI   -43.217\n",
              "NSC   -45.178\n",
              "UNP   -46.594\n",
              "\n",
              "[62 rows x 1 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-fb05e248-40db-47f9-80f8-8c9dfe5e6dde\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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>weights</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>INTC</th>\n",
              "      <td>48.226</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>MSFT</th>\n",
              "      <td>41.698</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>CSCO</th>\n",
              "      <td>41.673</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>MRK</th>\n",
              "      <td>38.031</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>JNJ</th>\n",
              "      <td>38.014</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>CVX</th>\n",
              "      <td>-31.612</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>COP</th>\n",
              "      <td>-38.233</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>CNI</th>\n",
              "      <td>-43.217</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>NSC</th>\n",
              "      <td>-45.178</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>UNP</th>\n",
              "      <td>-46.594</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>62 rows × 1 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-fb05e248-40db-47f9-80f8-8c9dfe5e6dde')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
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              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-fb05e248-40db-47f9-80f8-8c9dfe5e6dde button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-fb05e248-40db-47f9-80f8-8c9dfe5e6dde');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 46
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Backtesting Eigen Portfolio**"
      ],
      "metadata": {
        "id": "uteDYfazOESK"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "ranks = []\n",
        "for i in range(62):\n",
        "    eigen = weights[i]\n",
        "    eigen_prtfi = pd.DataFrame(data ={'weights': eigen.squeeze()}, index = stock_tickers)\n",
        "    eigen_prtfi.sort_values(by=['weights'], ascending=False, inplace=True)    \n",
        "\n",
        "    eigen_prti_returns = np.dot(X_test_raw.loc[:, eigen_prtfi.index], eigen)\n",
        "    eigen_portfolio_returns = pd.Series(eigen_prti_returns.squeeze(), index=X_test_raw.index)\n",
        "    returns, vol, sharpe = sharpe_ratio(eigen_portfolio_returns) \n",
        "    if np.isnan(sharpe):\n",
        "      continue\n",
        "    ranks.append([i, sharpe])\n",
        "ranks.sort(key=lambda x:x[1], reverse=True)\n",
        "for i in range(len(ranks)):\n",
        "    print(ranks[i])\n",
        "def Backtest(eigen, num):\n",
        "    # Plots Principle components returns against real returns\n",
        "    \n",
        "    eigen_prtfi = pd.DataFrame(data ={'weights': eigen.squeeze()}, index = stock_tickers)\n",
        "    eigen_prtfi.sort_values(by=['weights'], ascending=False, inplace=True)    \n",
        "\n",
        "    eigen_prti_returns = np.dot(X_test_raw.loc[:, eigen_prtfi.index], eigen)\n",
        "    eigen_portfolio_returns = pd.Series(eigen_prti_returns.squeeze(), index=X_test_raw.index)\n",
        "    returns, vol, sharpe = sharpe_ratio(eigen_portfolio_returns)  \n",
        "    print('Current Eigen-Portfolio %d:\\nReturn = %.2f%%\\nVolatility = %.2f%%\\nSharpe = %.2f' % (num, returns*100, vol*100, sharpe))\n",
        "    equal_weight_return=(X_test_raw * (1/len(pca.components_))).sum(axis=1)    \n",
        "    df_plot = pd.DataFrame({'EigenPorfolio Return': eigen_portfolio_returns, 'Equal Weight Index': equal_weight_return}, index=X_test.index)\n",
        "    np.cumprod(df_plot + 1).plot(title='Returns of the equal weighted index vs. eigen-portfolio' , figsize=(12,6), linewidth=3)\n",
        "    plt.show()\n",
        "\n",
        "for i in [0,30,23,3,6,14,2,58,9,44,41,1,12,19]:\n",
        "    Backtest(weights[i], i)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "M49S0xDLOHsO",
        "outputId": "b05a9b01-0801-4217-d2e4-9a9443734efc"
      },
      "execution_count": 47,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[30, 7.774538034726097]\n",
            "[23, 7.670499160204124]\n",
            "[3, 5.770876096164082]\n",
            "[6, 4.294520537693377]\n",
            "[0, 3.193268674415509]\n",
            "[14, 2.565189902484409]\n",
            "[2, 2.319905136252646]\n",
            "[58, 1.7493579333529254]\n",
            "[9, 1.5133468566791843]\n",
            "[18, 0.6539069319314421]\n",
            "[48, 0.36803186877938865]\n",
            "[37, 0.2890668480000716]\n",
            "[27, 0.1224112934498968]\n",
            "[38, 0.11066336848472406]\n",
            "[47, 0.07742263155602887]\n",
            "[4, -0.007460090698657006]\n",
            "[17, -0.04074969352745828]\n",
            "[25, -0.059633689171161144]\n",
            "[51, -0.0683410511790479]\n",
            "[22, -0.07301976463870423]\n",
            "[54, -0.07696079800211558]\n",
            "[56, -0.09138568920550798]\n",
            "[45, -0.12470365473882128]\n",
            "[24, -0.1357437384021368]\n",
            "[49, -0.15200979534823456]\n",
            "[15, -0.18457704603167233]\n",
            "[28, -0.18604060883786033]\n",
            "[32, -0.18994356685351216]\n",
            "[8, -0.20695429846851449]\n",
            "[43, -0.2118153275847121]\n",
            "[16, -0.214942056775086]\n",
            "[11, -0.21696585996635454]\n",
            "[46, -0.2221315880760487]\n",
            "[34, -0.2631968129140951]\n",
            "[52, -0.2826573990420187]\n",
            "[57, -0.2860123574829677]\n",
            "[53, -0.2870671323193055]\n",
            "[29, -0.29094760129413594]\n",
            "[33, -0.29112232173284985]\n",
            "[36, -0.3250378158568358]\n",
            "[40, -0.3384022518931334]\n",
            "[21, -0.34708954514496987]\n",
            "[10, -0.3531110860721458]\n",
            "[5, -0.3650696428036522]\n",
            "[35, -0.38069571605662966]\n",
            "[31, -0.46839947941013793]\n",
            "[60, -0.48638073835401613]\n",
            "[44, -0.4941981115752567]\n",
            "[41, -0.5535640627321489]\n",
            "[1, -0.6649508194503922]\n",
            "[12, -0.6847313600064924]\n",
            "[19, -1.0175194602518292]\n",
            "Current Eigen-Portfolio 0:\n",
            "Return = 35.39%\n",
            "Volatility = 11.08%\n",
            "Sharpe = 3.19\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 30:\n",
            "Return = 613.91%\n",
            "Volatility = 78.96%\n",
            "Sharpe = 7.77\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 23:\n",
            "Return = 788.67%\n",
            "Volatility = 102.82%\n",
            "Sharpe = 7.67\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 3:\n",
            "Return = 253.28%\n",
            "Volatility = 43.89%\n",
            "Sharpe = 5.77\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 6:\n",
            "Return = 261.04%\n",
            "Volatility = 60.78%\n",
            "Sharpe = 4.29\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 14:\n",
            "Return = 137.77%\n",
            "Volatility = 53.71%\n",
            "Sharpe = 2.57\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 2:\n",
            "Return = 165.96%\n",
            "Volatility = 71.54%\n",
            "Sharpe = 2.32\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 58:\n",
            "Return = 253.46%\n",
            "Volatility = 144.89%\n",
            "Sharpe = 1.75\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 9:\n",
            "Return = 98.92%\n",
            "Volatility = 65.36%\n",
            "Sharpe = 1.51\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 44:\n",
            "Return = -72.60%\n",
            "Volatility = 146.91%\n",
            "Sharpe = -0.49\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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nncbEiROZOHEib7/9NgDXX389F1xwATNmzOAb3/gGt912m+c1pk+fzoYNG9i7dy+nnHIKY8aMYcqUKaxevTpwnnPPPZdp06Zx7rnnMmvWLLZu3UphYSFLly5l1apVTJkyhTFjxnDqqaeyb9++Rp/HkiVLOPzwwxk9ejS/+tWvor4GU6dOZevWrQCUl5dzwQUXMGnSJMaNG8fTTz9NdXU11113HY888giFhYU88sgjXH/99fzxj38MnGP06NEUFRVRVFTE8OHD+cEPfsDo0aNZunQpI0aM4KKLLmLUqFHMmjWLioqKWN+eiJQRbkestYDqo0RERAbPf67Vzl204MSIj1VUVFBYWBi4f/XVV3PmmWcG7m/bto2bbrqJlStXkpeXx8yZMxk7diwAP/3pT/nZz37GUUcdxaZNm5g9ezZr164FYN26dbz22muUlpYyfPhwLr300qAWYD6fjxdeeIE5c+bw29/+lnHjxvHUU0/x6quv8oMf/CCQNV6zZg1vvfUW2dnZFBUVcdJJJwUeGzNmDLfffjtHH3001113HTfccAN/+tOfPJ/ntm3b+NWvfsUHH3xA9+7dmTVrFk899RSnnHJKxNfmxRdfDDx+8803M3PmTO655x6Ki4uZNGkSxx13HDfeeCMrVqxg4cKFgBO8R7J+/Xruv/9+pkyZQlFREevXr2fJkiXcddddfO973+Pxxx/nnHPOiXh8LBQItxM7Sys59+73qKmt4/4LJjGwR06ihyQiItLpRCqNqPfee+9x9NFH06NHDwDOOOMMPv/8cwBeeeWVoPrbkpISysrKADjxxBPJzMwkMzOT3r17s2PHDgYMGBAUeE+fPp0f/ehHTJ48mccffxyAmTNnsmfPHkpKSgD4zne+Q3Z2dti49u/fT3FxMUcffTQAP/zhDznjjDMiPo/333+fGTNmUFBQADhlGW+++aZnIDx37lyqq6spKysLvDYvvfQSzzzzTCDbW1lZyaZNmyJez8vBBx/MlClTAveHDBkSeC3Gjx9PUVFRXOfzokC4nfjDi5/x2Y5SAK58+EOe/Mm0BI9IRERE4lFXV8e7775LVlZW2GOZmZmB26mpqfh8PiB64B2qS5cuzR9onB566CHGjx/PvHnzuOKKK3jiiSew1vL4448zfPjwoH2XL18edD8tLY26urrAfXfrs9DnEvoaqTSiE1n2xZ7A7Q83FSdwJCIiIonXWPlCIk2cOJGrrrqKffv2kZeXx+OPP87hhx8OwKxZs7j99tuZN28e4Ewcc5dZxGr69Ok89NBDXHvttbz++uv06tWLrl27NnpMt27d6N69O0uXLmX69On8/e9/D2SHvUyaNIkrr7yS3bt30717d5YsWcIVV1wRcX9jDDfddBOHHHII69atY/bs2dx+++3cfvvtGGP48MMPGTduHHl5eZSWlgaOGzx4MM8++ywAK1eu5Kuvvorz1WgeTZZrJ/Ky9DeLiIhIotWXKtT/zJ8/P+jx/v37c8011zBp0iSmTZvG4MGD6datGwC33XYbK1asYMyYMYwcOZJFixY1aQzXX389H3zwAWPGjGH+/Pncf//9MR13//33M2/ePMaMGcOqVau47rrrIu570EEHsWDBAo455hjGjh3L+PHjOfnkkxs9f3Z2Nr/4xS/4wx/+wLXXXktNTQ1jxoxh1KhRXHvttQAcc8wxrFmzJjBZ7rTTTmPv3r2MGjWKhQsXMmzYsNhfiBZg6idgtbUJEybY+lmJEt2Zd7zD8q/2Bu4n61/CIiIirWXt2rWMGDEi0cOIqqysjNzcXHw+H6eeeioXXHABp556aqKH1Wl4fU6MMR9YayeE7quMcDvRNTs9+k4iIiKScNdff31gEYwhQ4Y02mlBEkvft7cTXbOCA2FrrdqoiYiIJCF3X1xJbsoItxPpqcFBb3l1bYJGIiIiItIxKBBuJ2pqg2u595RVJWgkIiIiIh2DAuF2oqa2Luj+7rLqBI1EREREpGNQINxOhAbCygiLiIiINI8C4XYiLBAuV0ZYRESkraWmpgb1EV6wYEGLX2Pw4MHs3r07aNuf//xnrrrqqsD9Sy65hOOOOy5w//bbb+fKK6+MeM5FixbxwAMPNHrd++67j8svv9zzsVtuuSWu8TamqKiI0aNHx7x/a1LXiHaiWjXCIiIiCRfvksctZdq0aTz00EOB+x999BG1tbXU1taSmprKsmXLGl3w4sc//nGzrn/LLbdwzTXXNOscyUgZ4XbCp4ywiIhI0nrxxRc57LDDOOKII7jyyis56aSTAKensLud2ujRoykqKgLglFNOYfz48YwaNYo777yz0fMXFhby+eefU1FRwf79+8nOzqawsJCPP/4YgGXLljFt2jS++OIL5syZw/jx45k+fTrr1q0LG8f777/PmDFjKCwsZN68eUHZ2W3btjFnzhyGDh3KL3/5SwDmz58fWFFv7ty5EcdYVFTEiBEjuOiiixg1ahSzZs2ioqICgA8++ICxY8cyduxY/vKXvwSOqa2tZd68eUycOJExY8Zwxx13AHDrrbdywQUXAPDxxx8zevRoDhw4EOVdiJ8ywu1EeI2wAmEREenEru/WiufeH/Gh+oCw3tVXX83JJ5/MRRddxKuvvsqhhx7KmWeeGdNl7rnnHnr06EFFRQUTJ07ktNNOo2fPnp77pqWlMW7cON5//30qKiqYPHkyQ4cOZdmyZRQUFGCtZeDAgRx77LEsWrSIoUOHsnz5cn7yk5/w6quvBp3r/PPP56677mLq1KlhS0SvWrWKDz/8kMzMTIYPH84VV1zBggULWLhwYUyZ8PXr17NkyRLuuusuvve97/H4449zzjnncP7557Nw4UK++c1vMm/evMD+ixcvplu3brz//vtUVVUxbdo0Zs2axU9/+lNmzJjBk08+yc0338wdd9xBTk5OTK9rPKIGwsaYLOBNINO//2PW2t+G7HMe8Adgq3/TQmvt3S071M4trDSiXKURIiIibc2rNGLVqlUMGTKEoUOHAnDOOedEzfAC3HbbbTz55JMAbN68mfXr10cMhAGOPPJIli1bRkVFBVOnTmXo0KHccsstFBQUcOSRR1JWVsayZcs444wzAsdUVQXHC8XFxZSWljJ16lQAzj77bJ599tnA48ceeyzdujl/ZIwcOZKNGzcycODAqM+l3pAhQwJ/KIwfP56ioiKKi4spLi7mm9/8JgDnnnsuL7zwAgAvvfQSq1ev5rHHHgNg//79rF+/niFDhnDfffcxZswYLrnkEqZNmxbzGOIRS0a4CphprS0zxqQDbxljXrDWvhuy3yPWWu8Ka2m2Gp8ywiIiIu1NWloadXUN/w+vrKwE4PXXX+eVV17hnXfeIScnhxkzZgQei2TatGksWrSIyspKLrvsMgoKClizZk0gEK6rqyM/P79ZNcyZmZmB26mpqfh8vmYdX18aEYm1lttvv53Zs2eHPbZ+/Xpyc3PZtm1bXGOIR9RA2FprgTL/3XT/j418hLQGX536CIuIiAQ0Ur7Q1g477DCKior44osvOOSQQ1iyZEngscGDBwcyritXruSrr74CnMxn9+7dycnJYd26dbz7bmh+MdzUqVM577zz6N+/P7179wagoKCAp59+mkcffZSuXbsyZMgQHn30Uc444wystaxevZqxY8cGzpGfn09eXh7Lly9n8uTJPPzwwzE9x/T0dGpqakhPT4/5dXFfMz8/n7feeoujjjoqaNLf7Nmz+dvf/sbMmTNJT0/n888/p3///vh8Pq688krefPNNLr/8ch577DFOP/30uK8dTUyT5YwxqcaYVcBO4GVr7XKP3U4zxqw2xjxmjIk9hy4xCV1Zbm95FXV1+ntERESkLdXXCNf/zJ8/n6ysLO68805OPPFEjjjiiECQCnDaaaexd+9eRo0axcKFCxk2bBgAc+bMwefzMWLECObPn8+UKVOiXrt79+4UFBQwatSowLapU6eyc+fOQLD70EMPsXjxYsaOHcuoUaN4+umnw86zePFiLrroIgoLCykvLw+UQjTm4osvZsyYMY1OlmvMvffey2WXXUZhYSFOjtVx4YUXMnLkSI444ghGjx7NJZdcgs/n42c/+xmXXXYZw4YNY/HixcyfP5+dO3c26dqNMe7BRN3ZmHzgSeAKa+0nru09gTJrbZUx5hLgTGvtTI/jLwYuBhg0aND4jRs3Nnf8nca0Ba+ytTj464WV136LHl0yEjQiERGRtrV27VpGjBiR6GFE9frrr/PHP/4xqPY2mZSVlZGbmwvAggUL2L59O3/+858TPKqW4/U5McZ8YK2dELpvXO3TrLXFwGvAnJDte6y19dXYdwPjIxx/p7V2grV2QkFBQTyX7vRCu0aAkxUWERERicdzzz1HYWEho0ePZunSpfzmN79J9JASJpauEQVAjbW22BiTDXwL+O+QfQ6y1m733/0OsLbFR9rJ+TzKIHaXVXNob4+dRUREJGFmzJjBjBkzEj2MiM4888yYW7x1dLF0jTgIuN8Yk4qTQf6ntfZZY8yNwApr7TPAlcaY7wA+YC9wXmsNuDPZU1bFmu0lTP1Gz7CuEc7jmjAnIiIi0lSxdI1YDYzz2H6d6/bVwNUtO7TOrcpXy+w/LWV3WRXnTxtMtUdpxMa95QkYmYiISOJYazHGJHoYkqTimfsGWmI5ab22bie7y5wa4HvfLvKsEV63vbSthyUiIpIwWVlZ7NmzJ+5gRzoHay179uwhKysr5mO0xHKSCv0d9+qUtnZ7SdsMRkREJAkMGDCALVu2sGvXrkQPRZJUVlYWAwYMiHl/BcJJKisjNeJjxjiB8pe7y6msqSUrPfK+IiIiHUV6ejpDhgxJ9DCkA1FpRJLKTPN+a3Iz0xjcswsAtXWW9TvKPPcTERERkcYpEE5Skcqf0lMNI/t1Ddx/r2hvG41IREREpGNRIJykvCbHAaSnpnDkIT0D91//rOWXGxQRERHpDBQIJ6lar9lxOIHwjOENq2gs/2ovFdW1bTUsERERkQ5DgXCS8lpJDpzSiP752Rza21kjvNpXx6fb9rfl0EREREQ6BAXCScpXGzkjDFCQmxnYVuWx6pyIiIiINE6BcJLy1UWuEQZITWlYVSdSGYWIiIiIRKZAOElFzAj726qluALhOq2wIyIiIhI3BcJJKuJkOX8AnOpaZl2BsIiIiEj8FAgnqciT5bxKI9pkSCIiIiIdigLhJBWxRthfGmGMaoRFREREmkOBcJKKVCOckVpfGqEaYREREZHmUCCcpCJlhNNS1DVCREREpCUoEE5SEWuE1TVCREREpEUoEE5StREX1AjvGqGMsIiIiEj8FAgnqZqI7dO8MsJtMiQRERGRDkWBcJKqjVAjnJuVBoRMlmtmJLz4ra+Ye/e7rCja26zziIiIiLQnCoSTVKSuEXn1gbB7slwzaoS/2l3OTc+u4e0Nezh90TtNPo+IiIhIe6NAOElFmizXNSsdaLk+wmu2lTT5WBEREZH2TIFwkooU3HbNdgLhVNc715yuEeo4ISIiIp2VAuEkVRNh3eSuHjXCzckIKxAWERGRzkqBcJKKFNzm+UsjUrSghoiIiEizKBBOUjURJst1zfboGqHSCBEREZG4KRBOUpHap9VPlkttoT7Cod0pmtuKTURERKS9UCCcpKJ1jWip0ogqX3DAXR2hNllERESko1EgnKQi9RFu6QU1Kmtqg+4rEBYREZHOQoFwkoqUEa4viXAlhJu1oEZoRriqRoGwiIiIdA4KhJOUL0KNcD13aURzMsJVygiLiIhIJxU1EDbGZBlj3jPGfGSM+dQYc4PHPpnGmEeMMRuMMcuNMYNbY7CdSbS636A+ws3ICFeG1gj7FAiLiIhI5xBLRrgKmGmtHQsUAnOMMVNC9vkRsM9aeyhwK/DfLTvMzidSjXC94MlyTb9OaI1wla82wp4iIiIiHUvUQNg6yvx30/0/oVHaycD9/tuPAcca40pZStyilUYEt09rwclyygiLiIhIJxFTjbAxJtUYswrYCbxsrV0eskt/YDOAtdYH7Ad6tuRAOxuvyXK3nHp44HbLdY1QaYSIiIh0Tmmx7GStrQUKjTH5wJPGmNHW2k/ivZgx5mLgYoBBgwbFe3in4i6NWPzDCfTpmsWofl0D24JKI1owI26yAXoAACAASURBVBzaRUJERESko4qra4S1thh4DZgT8tBWYCCAMSYN6Abs8Tj+TmvtBGvthIKCgqaNuJNwZ4T7dM1idP9uuKtN3O3TmpUR1mQ5ERER6aRi6RpR4M8EY4zJBr4FrAvZ7Rngh/7bpwOvWtuMNKUELbGcnhr+NqUqIywiIiLSLLGURhwE3G+MScUJnP9prX3WGHMjsMJa+wywGPi7MWYDsBf4fquNuJNwl0a4g956KaZlukaoj7CIiIh0VlEDYWvtamCcx/brXLcrgTNadmidm7s0Ij01PBBObaEFNUIny4UGxiIiIiIdlVaWS1I+V2bWKyPccgtqKCMsIiIinZMC4STlzginpYS/TS21xLL6CIuIiEhnpUA4SQUFwp6lEQ23mzdZLqQ0QoGwiIiIdBIKhJOUuzQiLcpkuWYkhJURFhERkU5LgXCSqg3KCHuURrTAynLW2rAMsAJhERER6SwUCCepmqAa4ca7RtQ2MRD2KoOo8qlrhIiIiHQOCoSTlDu4jdpHuIk1wqFlEQDvfbUXrYUiIiIinYEC4SRkrQ0ujYiSEW5qaYRXGcRHW/Zz79tFTTqfiIiISHuiQDgJ+UKywca0TteISD2Db3x2TZPOJyIiItKeKBBOQtGywRC6xHLsgbC77MG9jLOIiIhIZ6NAOAnVRGmdBiGlETFmhJeu38XkW/7Dhfe/T12dxVenDhEiIiLSeSkQTkLRWqdB8BLLscaz5y5+j52lVbyydifPfLSNGmWERUREpBNTIJyE3AFqpIywaWbXiDXbSyKWRmSm6WMhIiIiHZ8iniS07uuSwG2v1mmh25vSNaKmto6aCKnkKl+dFtYQERGRDk+BcJKx1nLzc2sD979R0MVzv+Z2jfDV2kYny5VW1sR9ThEREZH2RIFwkimp9LHu69LA/auPH+G5X3OXWPbVWXyuSXlTv9GTQT1ygsYhIiIi0pEpEE4y7iWOe3TJYOzAfM/9gpZYblJGuC54GedUQ15WWuC+MsIiIiLS0SkQTjJVNQ1Z2uz01Ij7BfcRjv86oRnh9NQUumalB+6XKiMsIiIiHZwC4STjzghnpkd+e1pkslxIv2J3RrikQhlhERER6djSou8ibanSlRHOTIstIxzrghputXU2qE1bemoKWa4MtDLCIiIi0tEpI5xk3BnhrEYzwg23m1IjXFMbvLJcWqqha7YrI6waYREREengFAgnmeCMcOS3p/ldI+pCFu5IIc9VI6yuESIiItLRKRBOMsEZ4cilEfF2jagNCZarfXVBfYQz0gxdVSMsIiIinYgC4SRT1aSMcPTz1oS0lqioqQ0ujUhJoWu2OyOsQFhEREQ6NgXCSaayKRnhGEojqkMD4era4NKIVEO+KxDef0CBsIiIiHRsCoSTTKwZ4XhLI6p9wYHwgerasD7C+TkZgfv7DlTHNF4RERGR9kqBcJKprIktIxzvZLnQ0ogD1bX43CvLpRi65zRkhIuVERYREZEOToFwkqnyxVoj3HA7lj7CNb7gfSqqfcELaoRkhIs1WU5EREQ6OAXCScbdPq01a4QP1NQGBcLpKYb8oIxwdZPasomIiIi0FwqEk0zQEsuNZYTdSyzHEK+G1ghbC+VVDddKS00hPTWFvMy0wDm1upyIiIh0ZAqEk0zMGWETX0Y4tEYYgnsFp6c65+vmygprwpyIiIh0ZGnRd5G2FGtGONauEZU1tSx64ws+2lwc9pi7V3Ca/3zdczLYsq8CUJ2wiIiIdGxRM8LGmIHGmNeMMWuMMZ8aY37qsc8MY8x+Y8wq/891rTPcji9oieUW6Brx4Lsb+dMr63nts11hj5VUNJQ+pPuD7nxlhEVERKSTiCUj7AN+Ya1daYzJAz4wxrxsrV0Tst9Sa+1JLT/ExPPV1vHcx9vZsLOMk8b0Y3jfvFa7VktnhH/33NqIj7kzwukpzrW6uztHKBAWERGRDixqIGyt3Q5s998uNcasBfoDoYFwhzXvsdU8+eFWAJa8t5mlvzyG7IzI2drmiLVG2N0+zVqw1mJcWeJYuCfDpflrhIMywuUqjRAREZGOK67JcsaYwcA4YLnHw1ONMR8ZY14wxoyKcPzFxpgVxpgVu3aFf1WfrF5dtzNwe3dZFU+v2tpq14o1I2yMwQT1Eo7/WmVV7kC4vjRCvYRFRESkc4g5EDbG5AKPA1dZa0tCHl4JHGytHQvcDjzldQ5r7Z3W2gnW2gkFBQVNHXObq6iuDbr/j/c2tdq1qmLMCEP8nSNClQaVRvgzwtkNGeESBcIiIiLSgcUUCBtj0nGC4IestU+EPm6tLbHWlvlvPw+kG2N6tehIE6S2zoYtRvHFzrJWu16sGWEI7SUcfyDsjp3rM8K5mQ3VMu6MsYiIiEhHE0vXCAMsBtZaa/8vwj59/fthjJnkP++elhxoorgD03qVvvCevC0l1hphaH5G2K2+RriLKxAuVyAsIiIiHVgsXSOmAecCHxtjVvm3XQMMArDWLgJOBy41xviACuD71jYhRZmE3IFpvdo6S01tHempLb8eSTwZ4Vg6R6SmmJiC5PquEV0yG4JvZYRFRESkI4ula8RbQKPtCKy1C4GFLTWoZFJZE54Rrt/eGoFwPBlhd+eISL2EY+0jUZ8RzlVGWERERDoJLbEcReRAuHXKI5qcEfYIhKt8tfhiLJlI9yiNUEZYREREOjIFwlFECngjBcgteb3GVpaD4NXlvEojyipjD2TTPSbLlVe1znMUERERSQax1Ah3apUek+XAexJdc1lrg86bFUfXCHccbK3lgXc28vpnOz2O8pYWqBFWRlhEREQ6BwXCUbRlaURNrQ20NEtNMYGWZpFE6hrx8db9/PaZT+O6dkNpREMWurzK16QV60RERETaA5VGRFEVIeBtjYxwPNlgiFwjvO7r0rivXR90Z6alBoJiX52lqhVbxYmIiIgkkgLhKCIFvK2REY6nPhggxfXuBS2o0YTGdWmuoFq9hEVERKQzUCAcRVtOlos7IxyhNCJSXXNj3K3gumRowpyIiIh0fAqEo4ilRrhodzmzb32TU//6NvsrappxrXgzwt5LLFdUxx+81vcRBsjL0oQ5ERER6fgUCEfR2IIa9Ra8sI7PdpTy4aZibohzkppbPD2EITQj3LC9ognZ6nRXnUVQaUS1AmERERHpmBQIR1EZYbKYu/zgxU+/Dtx+4sOtTb9WnBlhd1eJGlck7D5Pr9xM5s0ezpKLptC3axZ5md6NQtwZYbVQExERkc5A7dOiiKU0ondeJjtLq5p9rXhrhLu6ShhKKhtKMtxjvuyYQzh/2hAA3r3mWL7cVcbM/30j7FzuQDg3pIWaiIiISEekjHAUsUyW6989u0Wu5W5VFktGuGt2euB2SUVDwOquEc4KOU/o/XpBpRGuyXLxrE4nIiIi0p4oEI7CHfB2cwWeVa7tPbtkBh3jzs7Gw33O2DLCrkDYnRF2ZZazQwLf0Pvg9CNOidA+TaURIiIi0lEpEI7CXa6Qn9MQeLprh2vrgrPGX+0qb+K14s0Iu0oj/N0qqny1fLJ1f2B7LBnhnJBt3XMyArffL9obdRwiIiIijaqpBNuEhQ5amQLhKNylEfmujLA7Uxy6+lrRnqYFwpXNyQhX1FDtq+OEPy/lC1cgnpUefB6vbhTuEguA2aP7BG6/tGYHX+4qiz54ERERkVBffwz3HA8394GbCuC2IxI9oiAKhKNwB6ddIwTC1SGBcKRlmaMJzgjHEAi7a4Qrffxn7Y6gIBjCSyFSUgwZIcGwu28wwGF9u3L0sALA+ePtnS/3xPYERERERAAq9sG/fw2LjoJNy5xtdTXOTxJR14go3AFvvqtkwB20VtcGB76+uqal/oMzwjGURmQFl0Zs2nsgbJ/sjPDzZKenBgXvoRlhgCG9uvDG57uApgf2IiIi0gmU7oCHz3Zuf/8fkJ4Fdx8HezaE79uld9uOLQoFwlG4SyO6uWpyg0ojQgLF0JrhWFXVNCcjXEOxx6p2XpPjstJT2F/hOk9WeCCc7mqn5mvi8xEREZFOYOn/wtYVzu2FE6Fqf/DjaVnww2eh72ioblr5aGtRaUQU7g4M+dkNGWF3gNxiGWFfvBnh4PZpW/dVhO3jNTnO/TwgeNJdvdQU92IdyVfcLiIiIkmgrhbeu6PhfmgQnNMLznseBk6E9Gzo0qttxxeFAuEogibL5USYLBey6EZthEDYWtvoAhXxZoTd7dx2l1fxr9XbwvbxCoQL8oLbvUXNCCsQFhERES9fvh75sbFnwy8+gwHj22w48VJpRBRVkSbLxVkjXOWr5dS/LGPDrjJu/V4hJ445KGyfoIxwnO3TvozQss2rRjg0EO7mUSOc5soIqzRCREREAmprYNuHTjb4hV+GP56eA+c+CYOmtP3Y4qRAOIp9B6oDt/t2zQrcrmq0Rjg8EH7w3U2s2V4CwGX/WMmJY04M2ycoIxxL+zSPADaUVxu2sIywVyDsygirNEJEREQA2L4aHpkLxZuCt6dlw+RLIKsrjDwFeh6SmPHFSYFwI2pq69h3wJmAZgz0y28IhINKI0Izwh6B40ebi6Nez51ljiUjnJsR/e1LS/UIhHNDSyPCzxNcGtH+MsJ7yqpYu72UKd/o4fkaiIiISJx81fDIOeFBMMCc38OE89t+TM2kCKER+8obssE9cjLIdgWe9e3TrLVhfYS9ukbsKa+Kej13ljmWjLB7WWSAEw7v61nmECqmjHBQaUT7yghX1tQy+09LOWfxcm55fl2ihyMiItIx7FoHxRvDtx/1s3YZBIMC4UbtKmsIXnvmZgQFp/XBb2h9MHgHjrtLq8O2haqMc4llgImDuwNOS7TffnsU3xrZJ8oR0DvOyXI17Swj/O9Pv2a3/7275+2vEjwaERGRDmLHJw23h58A8zfBlR/CcdcnakTNptKIRuwpawhee+VmBgXC9Rnh0GwweNcIt0ZGGOB/zyhkyfubOGZ4b/p0zYrpuPCMcPjHwF1O0N66RpRWRu7MISIiIk30tSsQPmgsZHVzftoxBcKN2B2UEc4MWpq4PgCu8giEPTPCZfFlhGOpEQYY1DOHX805LK7jYmmfluYqu6hpZ10j6mz7CtxFRESSUl0tmBRnohTApncaHuszOjFjamEKhBsRnBHOIMOVJa2uraOuLrw+GMIzwpUhfYYjZW2bkhEOFctxoXXE3qURDeeJ1Bc5WYV2uaits6SG1FOLiIiIh8r98PoCWP8SFG+GXkPh/Odh9T9h28qG/fqMStwYW5BqhBvhzgj3ys3EGBOcFa6ti5ARDt62JWTFt5raOqxH1rKqCRnhUNOHFgRuD+yR7bmPMYYLjxoCwMmF/eiW03j7tOdWb2fDzrImjScRSkKWmi5TqYSIiEhkn/8bnv053P9tWDAI3v0r7NkAtVVOXfBdM+H5/2rYP7cv5B+cuPG2IGWEG7E7JCMMTsbVXRYRS0Z4a3FwIFxnnaxlRlpwlrIlMsJTD+nJlTMPZeWmYq4+4bCI+/3mpJFcdsyhdO+S4fm4uzTCV2c54balvDN/Jj1DWq8lo/0hgXBJZY1nsC8iItLpbX4P/nEm0Mi3v3s2NNzO7ArffwhSOkYuVYFwBNW+Ol5a83Xgfs8uTgCYmZZKKU6GscpX6xkIh04u27LvQNg+lb7aoOyytZa9rsU78jzKFWL181nDY9ovUhAMwe3TwHk9Fr/1Fb+cEzm4ThbuRVBAk+dEREQ8WQuv3ECjQXCosx+BARNabUhtLWo4b4wZaIx5zRizxhjzqTHmpx77GGPMbcaYDcaY1caYI1pnuG3nT698HhRAHeRfTCO0hVqVrzbs2LCMcEhpBITXDe8qq6LSv7Jc16y0mPoBtyZ3aUQ9r6A/GRUfCM4Il1bWRNhTRESkk/rgPrghHza+1bBt7Flw+r3wk+Vw/X7oHxLwfusmOPjINh1ma4slI+wDfmGtXWmMyQM+MMa8bK1d49rneGCo/2cy8Df/f9ut1Vv2B26PHdCNEX27AoS1UPPMCNeFZoQ9AuHq4OM2723YZ2CPnKYNugWle6zGlmxT5tZuL6FHlwz6uJa+BiiuCA2ElREWEREJqCqF5+cFb5v8Yzj+v4O3Hf/f8PRl0HsknPwXyEh8fNLSogbC1trtwHb/7VJjzFqgP+AOhE8GHrDODLB3jTH5xpiD/Me2SxWujO2vTxwZWMUttIXaJ9v2hx0brUYYnNIIt817G8onBiVBIJzm0WUhmbqSPb1qKz99eBXpqYbX/msGA7o3vGb7Q0ojyqoUCIuIiARsWg61rv9X5h8MM68N32/ABLhseduNKwHiqnQ2xgwGxgGhr0p/YLPr/hb/ttDjLzbGrDDGrNi1a1d8I21jFdUNgWpORkMHB3dGeNXmYs8lfEO7RsRSGuEOhJMhI5zmkRFOJj99eBXgTDr8nxc/C3osPCOs0ggREZEAdzkEwI9ehszcxIwlwWKOdowxucDjwFXW2pKmXMxae6e1doK1dkJBQUH0AxLIHai6W5m5M8J//HdwAFbPnRGu9tWxo7TS4/zBwfKmJAuE0z1qhG3SFUc43IFvXZ316BqhjLCIiAjgfL372YsN9898EPL6JG48CRZTIGyMSccJgh+y1j7hsctWYKDr/gD/tnbLXRqRHZQRbri9p9x7tTh3jfDO0krPkoKwjLCrs8TA7t79f9tSaNcISK7SCDf3Qiellb6wcapGWEREOpW6Otj7FZR4VKi+dSvsWuvcNilw8LS2HVuSiaVrhAEWA2uttf8XYbdngB/4u0dMAfa35/pgCAmE071LI/KyvEusX/9sF7NvfZM//vuzoBILty92lVG0uzxwf2dJw+Id/fMTHwh7ZYSTlfs9Ka4I/+NEpREiItJpVJbAHdPhtkK4dSR89LCzfcen8PBc+M8NDftO/jHk9EjMOJNELF0jpgHnAh8bY1b5t10DDAKw1i4CngdOADYAB4DzW36obcsdwGZHKI1obBLWZztK+WxHKUN6dfF8/IZ/reGGf63hkYunMPkbPYO+vu+a4NZpkPw1wm7uoD20dRooIywiIkmqZBu8djNsfAcOGgvHXgc9hjhfwb5/N2xcBoVz4dBjwcSYoFr9iLMaHICtgycvcX5CFYyAb93Ycs+lnYqla8RbQKOvvr9bxGUtNahEq6uzQcsduzOOmUGLYEQ/18dbw7tKuM17bDVv/vIYyqoaArhImea25N01IjlrIzKCMsJegbAywiIikgSshZ1roKYSSrbCi/Od/wLs/QI+fcLp4HBgL1SXOtvrtx31M6eModfQxoPiT7wqWD1M/QmkJj7xlmiJj7iSkLu1WWZaSqB1GgQHXbEoj9K6a/v+Cmpq6wKT51JTTFAGOlG8FtQI7Y+cCFW+Wm56dk3QNoM7IxxeGqH2aSIiklAV+2D1o7DyAdjxceP7Fm/03vbsVc7tghFw2l3Qcyiku/roF2+G5Ytg07Lo4xkwEQ7/Xuzj78AUCHsIKovICA5K3ZPlYlFe3XgQlpuZRpnrq/vczDRMrF9/tCKvyXJVSbCy3N/f2ciD724K2ub+wyW0YwTAgQh12iIiIi1u12ew6iGoKoPs7rBtpVPi4AvvIAVAWhaMPg32b4bN70XeL3D+tbDoKMjsBrN/B0f8AMr3wF0zoXxnw36HzIS5j8OqB+HZnzvt0eY+DgXDICM39lKLDk6BsIdIE+UguDTC7e8/msS5i98L27671LuzRL3crLSgGtbczOR4S7wmyyVDIPy759aGbXN34PCqEY40YVFERKRF7PrcCXjXPAPrX4K6GEvyxpzpLGSR72+85auC3evB1kJ2D2f7ni+cSW67Qv7/V7UfnrnCKZv49MngIDgjF2bdDCkpTqA8/ASnDCKrW8s83w4kOaKuJFPZSCDsVRqRmmLo0SXD81xePYTdcjPTKalMrvpg8J4sV1WTnAFlhasns1cgHC0rLyIi0mTLboeXfhN9v75jYPwP4fAzYM8GqPXBwEnBmdm0TOg7Ovi4nofAZe9CdTnc0i/8vA98J3zb2f+EPiMb7nfpFdtz6YSSI+pKMhXVDYFVVlhGOLw0Ij87nfQIXRZ2lDQeCHfJSA2qYU2aQNhjslx1bWIzwgciBLRBGWGP9mkHqpIzgBcRkXZq/StOBnjXZ/DJY+GPD5gEh50A+zY6QW/h2TD2rIagt//4+K+Z0QUGT4eipZH3OagQLn5dZQ9xSI6oK8m4a05Da4S9MsLdctJJ9QgcIXgFuYzUlLBgsqbOBpVG5GUlxwxOr8C+qiaxgfBnX5d6bndnqvdHyAhba5Oi9lpERNqRze/Bm3+A3Z9D9yEw7UrYssJpeeZl3Dlw5JVQMLx1xjNjPjy00ilxGHESvHdn8OOHnaggOE4KhD1E6iEM3jXC+dnpnhnUUN1y0tlVWhW0raLaF9Q6LVlqhL0C+ypfYjOrkQLhiqCMcHggXGed+ubQ7L6IiIgna2HFYnhhfkO9774i+PI17/1HfBtOWeRMSGtNg4+CeRucEoqUVBjyTXjknIbHh81u3et3QMkRdSUZd2AVGjx5ZYTzczIiZoTdenbJCAuED1TXhmSEk/ctSfRkuR0lVZ7bK4NqhL0nJx6orlUgLCLSnpVsg68/diaUVe53amn7jWv6+SqKnQlkJgW+eM3J+u76DKpKoHQ7bP0g+jnGnQsjvgNDv9V2mdiMnIbbh50Eh34LNrwM/Sc4dcgSl+SNuhIoaLJcWPu08EA4LyvNs91YqJmH9WZdSFazIiwQTo7SCC+JDoR3lXnXW0fqGuEuRSmv8kWc0CgiIknswF54+0/OpDQb8v+hkSfDd+9yMqSNqT4AKWlOP97P/+10Wdi6Irbr9x4FR/8S3vxjQw/gLgVw2XuJX57YGDjzQWcluT6jVRbRBAqEPQSXRgQHuJkeWcXs9NSYMsK98zK5/4JJ/PCehjZrFTXtJyNcneBAOFIruvoMvrU2qDTioPwsNu45AKiXsIhIu7T9I3jgFKjY6/34mqehfDfMvtnJhqaE/D+6sgRe+BWsfjg8iI7F5EvhuN9CejYMmwMf3AvbV8ORVyQ+CK6XngUDJiR6FO1WfMukdRKN9RHO8JhElpWeGlONcFZ6KkcPK+C1/5oRdK3SJGyf5iXRNcK7yhpKIy475pDA7fpJfGVVPmr9q9/lZKSSn9OQAVYLNRGRduaL1+D+bwcHwb2GOz1x+x3RsG3j23DnDHjq0uDja2vgkbnw0T+iB8HdhziBbl6/huuc+yQcv8AJgsEJOKdcCqf+Lbg1mbRryRt1JVBQjXBoaUS6dyCc6rEAhdd+AEN6dSEzLYUqXx3WwkPLG1ZKS5bJcl4SXRqx2xUInzpuAH99/Qusddq61dbZoLKI/Ox0clx/xKiFmohIO/LJE/DY+Q33TSqc8AcYf76zSIS18PK1TrlEvdWPOD/nvwCDpsLz8+CrN8PP3Xuk011h1KmQP8jJGnft11BWYK1KDDqR5I26Eqiysa4RHhnh7Jgzwg3HZmekegaWSV0jnOD2ae6JhgV5mWSmpQQmylXW1AYtr9wtJ4Muma5AWBlhEZH2Yd9GePryhvspaXDK32DM9xq2GQPfugm6DYIX5gUff+/x4efM7QsHdjv9fc9+BLK6NjyWmRe8r4LgTkWBsIdGl1j2zAinxFQj7K4vzklPpZjwVl/JXBqRyAU1DlT7AnW+GakpdM1KIzs9NSgQ/mp3eWD//Ox0cjLSXMcrIywiktRqKp1WZf++Bmr8/553GwhnPRy+2ho4Aevki52FK/56pLPksJfRp8NpdwcfJ+KXvFFXAlU02jUifLKcUyMcvdw6y3Vs6HnBWc1txEFdw7Yni9o6i6+2znP55dbmnijXKzcDY4y/1MT5Y+KmZ9fw1KptgX3yc9KDMsKqERYRSTJlu2DDK87iE2ue9neFCElanH6PdxDs1m0AXPQfePvP8OHfgx/rPx5OXqjgVyJSIOyhsSWWu3jU8GanpxJDQjgom+zOVtY7tHcu3bKTtzQCnDrhRATC7tZpBXlOmxz3e+MOgsEJhLPTXRlh1QiLiCSH6gPwnxvh/bsbFqvwMvo0GDgptnP2GuoEvFMvg43LYNuHTvA787qGyW4iHhQIe3DXk4aWRrizjPUy01MwxpCWYvD5uxZ4yfLIJrvNPKx3nCNte1W+OrpEadfYGna6FtPolRseCIfqlp1BumsCozLCIiJJoNYHj/4Q1r8Ufd+pl0ffJ1TvEc6PSIzUPs1DWVVD0BTaxaGLRya3PiCLVifsnixXUhn8V3DvvEx+dNSQuMfa1hLVQm3t9pLA7YN7dgGCX89Q+TnBNcIVqhEWEUmsyv3OxLZIQXBuH8jKd24POx76H+G9n0gLUkbYQ7krEA4thQjNELu3paUYvBcBdrgzmCUVwYHwm788pl0sAZyoRTVWbWmYBDF2YDeg8Qx7fnZ60OQ+ZYRFRFrZ7g3w7l9h8FHQ93D44lXo0guGzoIXr4ZV/wiuAT7yCqfzw94vneWOe48AXyVsWwmDjkzc85BORYGwB3eHgdBSiJQUQ5eMVMpd+8SeEW441/6QQLg9BMGQmF7C1lo+2lwcuF840MkYeE04rJefk06Zqy5YNcIiIi7WOksGb1/l9NMdeQqkxhgS7FgD+zfDocc1rOS29yu4dw6U74IVi6OfY9SpcNyNTh1vz4YFksjIcc4r0kYUCHtorDQCICczLSgQzm5CaYS7lDgzrf1UqCSil/DGPQcCfzjk56QzqEcOAN1dK8eF6padATR0miipVEZYRCTg8xfhtd85t9c9C6/eBN9f4gSi6TmQG2HOyrrnndXabB0MnQ0jToLPXoDPno/tun0PdybBTfmJszCGSIIpEPbQWGkEQJeMVHa57tcHuDW1wRPlxh/cnQ827gvcd7deO2fKIB5811lR7sLpyV8bXC8RvYQ/31EauH14/24Yfxuc+u4RXvJz0oO65RQfqI64r4hIh1dbAzs+dborHNgDj54f/Pi+IvjbjSs+swAAIABJREFUVOd2Ri7MvhkGTnFam9X/Y7p/Kzx8VsMx6//t/ERiUoNLIfoeDhe/0ZBFFkkCCoQ9lLu+RvfMCIdMmKsva6isCf76fc6ovkGBsDtjfNVxw9hdWk12RipXzBzaIuNuC74EBMLb9ze0ThvQPSdwO1og7H699yoQFpHO7ImL4dMnYtu3ugz+9VPn9iEz4exHnbKJN/8Q/djJlzq1vgXDYeBkKFoKq5Y4jx1ztYJgSToKhENU++oCWc/UFONZthAaHNcHwu7WacbAdwr7cfPzawECX+fX65WbyaJzx7fo2NtCY+3hWsu24orA7X7dsgK3ezcWCGdnBC1ysq9cgbCIdFKblkcOggvnwqHHwmM/Ajz+ff/iVaeMos+o8MUqQo09G467HtIb/p1myDedH5EkpUA4hLuHcJeM1MDX8G45IRPovNp4ZaWl0qdrFredNY4nVm7h/Gntp/yh3s2njubXT34StK2tSyOeXrWVO978MnD/oPyGxuiRMsKnHTGA7IzUoD7CxRU11NbZmJbCFhHpUJb+MXxb71Ew7afOpLW0DOg9Eoo3O5Pn3vif4IUu3r8b8g6COo+5FgeNhW/fBv0KW2/8Iq1IgXCIsij1wRDeS9ir40N9R4PvjO3Hd8b2a8ERtp2zJw1ieJ88fvPUJ6z72qnT9dW2XUZ4b3k18x5dHbStX35DpiE0ED5j/ACuPmEEPbo4k+jSUlPolp3O/ooarHU6ddQ/JiLSYZVsg6cvg7KdkNMDvnoz+PE+o+H85yGrW8O2+oUohs2CSRfBgb1w+3jAwpevBR9//guwfTUc2A3Tf6GV26RdUyAcwl0fHCkQdmcanfteGeH2PxvWGMOEwT04uGdOIBCuacOM8LqvS8Iy0P26Rc4IF+RlhgW6PbpkBDpO7C2vViAsIh3fsz93ShpCDTsejroK+o2DtEaWCM3u7vwMPwE+ey74sUOOhYOPdH5EOoD2H621sFgywikxfL2e1UiP2/bGHei3ZSC8vbgybFtfV41wXuiqfx7vV/ec9MDtfZowJyId3cZ34PMXwrebVJj5Gxg0pfEg2G36z8O3zfx188YnkmQUCIcoD+oh7B3MpnrUDYdqbNWz9sYdCLdWaUTxgeqwVeu27KsI289dhuJVvx3KnQHeqwlzItKR1VTCM5cHb0tJgy4FcObfoe/o+M43YIIzma7exAuhf/ub5C3SGJVGhAjqIZzh/fLEMuHKawJde+UuBWmNjPDrn+3k4gc+oGt2Ov++ajo9c51sxeZ9B4L2G9Wva6PnGd4nL2ybe9GNfeXV7CuvpktmGhkdoHRFRCRg/xa453jY7/SnJyUdrljh1AFndm1627JT/upkklPSIi+yIdKOKRoI4V4xzquHMMRWGtHY8r/tTZq7NKIV2qf916MfUV1bx+6yKm595fPA9i0hgfC1J40MO/be8yfSOy+TEw7vy7Ejwv+RdmeE71tWxJTf/4fJt7zCzpLwsgsRkXbJWnj68oYgGGDSxdB9sFPr29zevV37KQiWDitqRtgYcw9wErDTWhv2vYoxZgbwNPCVf9MT1tobW3KQbSnaqnIAsXTg6lClEa4n3BoLauwuayhZePfLvYHbm/c2lEb85xdHc0hBbtixxwzvzfJrjo1YJtHdFQjXT/ir8tXx5IdbueToQzyPERFJeh8/Bqv+4dT8Vu4P7uxw5JVOP18RiSqW0oj7gIXAA43ss9Rae1KLjCjBYpkslxbD+uheLdXaq7acLFff4cFXW8fXrqxt//zI7XkaqxU+yDW5zu2jLcVNHKGISAJVlcEbC2DZ7c79L/4T/PjkH8Osm9p+XCLtVNSIzlr7JrA32n4dRSyT5QoH5gdup0VID3ekQDioNKKFJ8vVhZRaOD1/LXvLq6n1P9azS0aTX8/JQ3p6bn/+46954ePtbdoFQ0SkWd67C37fvyEIDpXeBb45r23HJNLOtVSN8FRjzEfGmBeMMaNa6JwJEUtpxHfG9uOEw/tycM8c/nHRlMD2OaP6Bm6fOXFg6w2yjbkny7V014jd5VVB96t9TiZ434GGVY3yXS3Q4tU3QkYY4NKHVnLGoncCAbeISNLavhpevDp8+yEzIbcPmBQ44X+gS6+2H5tIO9YSXSNWAgdba8uMMScATwFDvXY0xlwMXAwwaNCgFrh0y6v/ah6ga5Z3AJaSYvjr3PAWMjecPIo+XTMZ2iePSUN6tNoY21prlkbs2F8Vtm3DzrKga7o7PzTFWZMGsuS9zZ6PrdpczGdflzIySkcKafDiJ19z478+ZeaI3vzulMMTPRyRju/AXvjnucHLHk+9HI79rbM8srXOTwxleyISrNm/NdbaEmttmf/280C6McbzT1Jr7Z3W2gnW2gkFBQXNvXSrKKlsyAh3y44vE9mnaxY3nDyac6Yc3NLDSqg0d/u0upYNhL/26N5QXlVLsWvxi/xmBsKXHXMoB3XLolduBnMnh/8BtrNUHSTi8eMHP2Db/koefHcTq1VrLdJ69hXBsoXwP99wboNT/nD5BzD7ZicIBjBGQbBIEzU7I2yM6QvssNZaY8wknOB6T7NHliBBGeE4A+GOKsOdEfa1bBnB1/vDF82o8tVywNXGrnszSiMABnTP4a1fzQTAAKePH8D/vPgZ73zpfEx3lYZnpduL2jqLtTaojrstfbW7nDED8qPvKCLxWbXEWRyjzhe8/bt3QK9DEzMmkQ4olvZpS4AZQC9jzBbgt0A6gLV2EXA6cKkxxgdUAN+31rbbokt3IBxvRrijck8I9LVBRrjaVxe0HLK7BVpTuRdBGTeoO6P7dw0Ewu72be3J2u0lnH3Xu+RmpfH4pUfSOy9yPbSItAPWQl0t/PtqeO/O8MeP+Q2M+Hbbj0ukA4saCFtrz4ry+EKc9modggLhcC3ZNWLZht2s3LSPMycOoiAvk92l4UFola+O4haaLBdJQV5m4HZ7zQj/6L732Xeghn0Harj37SJ+NeewVr9mZU1t0P2K6toIe4qIp+oDsOIewB/0blsJZTvh60/A1kFNefD+3YfA6O9C75Ew+rSEDFmkI9MSyyEUCIfLaKHJcjtLKjnv3veprq3jy13l/N+ZhUGZ33rVvjr2lbsyws2sEfbSK9cVCJe1z0B42/6GbHpb1eq6/0CB4N8XEYmirtaZ9Lbhldj2HzYHTr0DslV+JNJaFAi7VNbUUu1zAr2M1BSy0jX5AIInyzVnZbnHV26l2n/8Ex9u5f/OLAwLrMDJCLvbpzW3RtiLOyO8ux1mhPd4BO83/OtTJhzcg0lDevDG57v45rBe/8/efYe3VV+PH39fyZL3HrHjESdxdpy9Q4AQZhhhhlVaVmlZpaVfCrRllFFa2tLSH6WFUlYLgZaVhBVIIGQRsvdyhh3vvYdsSff3x7WlK+nKlh07zjiv59GDfO/V1ZWS4KOj8zmn18slvAPfGgmEhdC0NUPOFxAWD+kzwBykTXw7sAwOfQ1HvoG6wsDPN3AiXPsfMEtCRoi+JIGwTp3HQrmgTieWnU48SiOOoeeuvkdzB6OMsM3eu10jjJzsGeEtRz0zwGsPVrL2YCWvrc0lNsxCdVMbY1OjWHrPGb3699gnEDb4ICPEaaO2ABrLoSZf6/FbV6BtTxgB466B9f+Apgr/j594E6SMh7A4SB6nBdEFm6B8H0y+WYJgIY4DCYR1pGOEMau+fZq95xnhBsNA2DeQ8lks1weBsEdGuJNAuLi2mUc+2k18uJWnrhiLxWxCVdV+/5C0u6jW776O93RXYR3NbQ7CrL33z7zG64NLbfPJudBQCENVh2Hz69BYCQ2lUF+sBafBkVC8HRorIGqgFqC2NkHtUePzVOyHr57y/zyjF8DVr4HJYGLm8PO1mxDiuJBAWEfqg40F6fpT2nsxI6yqqk9gBVppRFmdOzjti9KI2DArJgWcqpbVbLU7sQb5lsL89tN9LN9bCkBWUgSx4VZ+99k+Lhs/kEcvHd3r1xWo0rrAstjVTW3HHAg32uz8+csDhFrNDIwJ9dgnGWFxUlFVLYO7ZzGU74fQWK18ob4Immvg6HrPoRVGqg517zlDYmDGnZA+HUp2gDkYptxqHAQLIY47CYR1JBA25jFQ4xhqhL2zv1WNrYaB9XubC6hvD5pNCkT3QSBsNinEhVtdrdOqm1oZEOVbT7t0e5Hr/tsbjnKkQlvR/eraI3x/5iAyE8J7/doC0VkWW6+6sZVUr+C1u15ZfYRX1hwBYGRypMc+CYTFCamjg2dHjW7VISjcAoWboLm6d58rIhniBkNEEgy/CNKnwYZ/alnhxFFaEByTrh07dG7vPrcQ4phJIKwjgbCx3uoaUe41wa2wxneYBnj+OVw4NpngoL7JnOjPa2vr+nV5L1DLr27qt0A40JZvvdHV4c/LD7ju7yup7/XzC9EjqgrVR2DTa7D7Q20MsWLC1ZbMbvz/ly7FDILx18GAsRCVCo1lWrY4aZRWFlFxAHZ9APYWLbObNsX3HBf97phemhDi+JFAWMejRjhEAuEO+sVy9mPoI+z9dX5Bdde/qB67dEyPn68rwbpSiFZH1/1w9eO3AUpq+280c6CBsNFixN7U1+cXwoeqwvZ34Jvfa4Fwd1kjIDgKLCGQnK11Z4jJ0MokolIhfljn44ojkiDzjJ5fvxDihCKBsE5dszvQkYywm6UXSiMcTtWnO0NBdVOXj0vUdXfobfqaYFsPFgH6y2h3OFrZxPMrcshOjeLm2YO7fX5/VNX3vfSnr0sXmlod2OyOPsvaCwGA3Qb532njhlc/B7mrA39s0hjIOgcGZGvZ27ghIB2BhBDtJBDWkdIIY5ZemCxX0WDD4VUPrM8Ih1rMNHtNLQu1mDGZ+u4Xlj4Q9ve6IoODXPXK3jbnVWN3OD0y5nqPLN7FNwfKeX8LTMiIZUJ67zTFr7fZXf2uu6JfjKiqKt8eqsShqpyRlRBQ5wtnAIsja5raGBAlgbDoBqdTm6gWFAJNlVqAajUoM2qshJ3/he9eMs7+miyQOBKm3qYNn3DatRpgU5C2XXVICzIhRKckENaRQNiYx0ANZ/czp6sOlHPnfzb7bM+vcmeEk6NDXAvROoQH921wpa999hdYhlrNfgPh1TkVTH16Ob9ZMJbLxg/02f/NgXLX/SXbio45EFZVlb9/c4jPd5UE/Jg/fnGAtNgwLp+YyjcHyrn5tY0APH3FWHbk1zI8OZLbzvCfrQ5kUV5hTbPhQkNxElBVKN2ttQeLHdQ352+phfoSLYurmCA6Tcvq5q93H5c4EhKGQ9FW7b+tDdrY4dp8Lbg1MvEmuPB3EBzhub1jYRoAMhRJCNE5CYR1ar0GagjNsWSEVVXl/v9uo7HVtwb36/3uQDE1JtQnEO7N/rdG9Blhf4FwaxelINVNbTy+ZDcXZ6dg7iR77VR7XlvdYUdBLc9+vr/bj/vpu9u4fGIqjyze5dr2qw/d90enRDFzaLzhY4sCqIMurG5mUkZst69LHCfNNVq7sJYaLQNbW6B1UKjNh5q89oMUmHk3pE7S+uM2lGr7WptgxEUQn6UNfuj4FkFVtcB206tab13VqQWuZotWQzv4TC3ru+ElrV1ZV8r3aTfQrsuI2arV79rqYcwCOPeJzmt5hRAiABLt6dTJQA1DFlPPu0bU2+yuFmWduWz8QNYc9JzAFGbt44xwAIvlmmxdL6KramxlZ2GtR8ZX9Qp8e5JJ97avpK7Hj3U6VY/ezHpLthf5DYSL/dRB3zwrk9fX5QJd10r3B1VVOVTeSGZ8mN/SFR9Oh9bnNSoVLKGw+yMtGBx3HSRk9e0F9xanAw6u0DKrlTnuTGyXVPj2BeNdu95z3x91mZa93f8ZlO40Pr5sDxxe2d0r9y9tKky4EcZeCSHRvXdeIYRAAmEPUhphzKM0ohsZYYdTZUX7MIrOXDgmmew0319wfR4Id1Ea0eZwdpkR7rDqQLlHIOxdTqFfiNlTRgvfbp6VycSMGN7fUsiIARGU1dtYvK3I57iKBhvWIJPhosDNeVV+n9MoIxxmNZMW6+5NHMiix+Ptofd38u6mfGYMiWPRD2f4r4euOgwb/6VlOg+vhBKD4G71czDp+1qrrORs44VWqqrd7M3Gta7HQ+Fm+PBOrX9tX9m7RLt1V0gMZMyEoGCtJjgkGrKv1gLrd26EA59p2eph58OAMVo5xeCzYMBoraODEEL0EQmEdepaJBA2YulhH+HHluziP+v9jCDVuWJSquFUt/Dg41ca4R0gOpwqTV7lHIoCmfHhzBuZRFJUMI02B8+vyAFgTU4FP5k3zHVspVcWvLTu2FutedfrJkUGc+3UdEalRLFgQiqg/fnMGZbI//1vu8exRbUtfks3DpQ2UFzbTEq07+ANo4xwfITVIxAuDKAN3vH27ibt6/X1h6vYU1zHmIG6D1qqqn0Nv/tDWPu81g+2M6oDNr+m3RJHal/7o0DxNrA1QFOFFrg57dotZQJc8metzAC0EoHyfe1f7Q8NvGOBrV4L0o9+C1VHtABx2PnQ1qg9X20BBIVq2d+qQ1o5gz+mIBhzhVajGzdEK18YOFE7b1CINkq4YCO0NWvXV1sABZuATj74BoVC9lXaNdWXagFrVAocWQX5GyA0BgbNhtGXa63K/Ll+kRYcW0L770OEEOK0JYGwjmSEjfW0fZpREHzR2GQ+0y32CjIpzBoabziY4biWRrQHwja7g+tfXk9uZROPXuIeoRxuNbPhV+d6BOf5VU2uQPhoVRPfHa6koqGV88cM8Bm+URZg39/O6EtM7ps3jHvOyfL4kALah5YzhyX4PDavsrHT4Ref7Cjm9jlDfLYX1foGuT+cM4S02DDXzydaaYT339Ht+bWMSYnSAry8dbD4nsDG5IbEaIFZXaF7m76W1Z/ibfCv8+CCZ7Tn/PZv7o4HkSkw5GwtCDVbtMC0uUYLGkddBmFxUJEDH/5Ym4KmV7Efdn/Q9XVbI2H8tVpNrzlYC3JHzIfE4b7HDpzovj/1Nt/9qqoF5Fve0AJup0NrZRY7CGbfpw2Y8JYyvutr1FMUCPf9OyuEEMeDBMLt2hxOVwbQpEB4Hy/UOpl4DNToop1Wg83Oi18fJCnSt//v/OxkpmXGeQTCkwbFEhli8WmdBn2/WM5zoIYWPL26JpctR2sAbZFZhwFRIT4Z6gRdj+OSuhaufVlbBf/YpaN9sqtlvZwRnpAe4xMEd0iMDGZkcqTHFLitR2vobL3e4m1FxoFwjfu6I0OCuGTcQG6YlkG9brhIQXUzqqoG1I7NR+UhLbAcfKbWueBYNddg2/kx15m3UqLGclQdwIgvn0X9bDtqaBym5krfx4QlaO27EkdotaihcVC2G9KmaVnKwyth21uw7xNoC7AMxGmHzx7w3V5fDNsXaTdvS+/r1kv1pWiDHi59Xss89wZFgZAomHVv75xPCCFOMBLttav1WijXl/1rTzbdyQg/sXQ3/91UYLgvJszqE0yeP3oAgOFAhv6oEV53qMLw2FCDawm1mgm3mn06Yvxm6R6evmKsx7bGVgcNNjsRx1DuoZ8ml9DJoBFFUXjvzlnc/sZG1h/W6n87FrbpzRoaz6bcalodTnYW1lJU08zAGM8AvliXEf7k3jlkxGuZ4JgwC2FWM02tDppaHdQ0tREbbvV/8Xablo09+i0cXa91IbCEwnf/0IJGa4T2FXtjuVY/etGzEJ2qjc3d/LqWjbRGQM1RLZiMHwrhSdrY29AYLbN6dD3s+4SIpgp+p/9Cpz1mV/RBcFAoDDsXRlwM4xaCyevPN+Js9/2hc7WbrQEOLtcyxPYWrcQgPAlKd0HGDG00b9FWeOtqg5ZfivZ6Aw2kXQ8zwZkPaON+CzZopQzWCHDYtDINR6v2WoaeA/FDtOloQgghAiaBcDspi/DPs2uE6jf7V9Fg8xsEA8SEWnwqDi+boH21GtzPNcIdgbC/8gF/3xAkRAbTWOkb3FQZdMooqW0hK8mr52lHmjaAbKq+NCIhspOgE4gIDuLaqemuQNjbgKhg/rRwPHe/tcWVAc+rbPIIhNscTo+SjgHR7uBbURTSYkM5UNoAaOURhoFwbSEsf1zLqjaWubcf+cbzuNYGz6/9932sZWZbarUaXW+BlDYYMVlg9GVw3hNaP9vuCI6AMZf7bs+c7b4/dC78aDXseBcqDkBdkZZpnvtLiE6Hom2w/xPI+xYiErWg1hoOB5bpWpm1m3UvTL7Fnd0dfVn3rlcIIUSXJBBuVyeBsF8mk4LZpLgmw+VVNjEoPswnGP5wS6HRw11iwixkp7oXLc0YEkdSpLaIxmrwNX+o5fjXCNf5CYTDjIZ71BayIOhb8k11xCl1FKiJ5KrJmHFS1ZBBmlJOgxpCmlJOqlJJw7oDMCRV65NatldbkFS8XevBOmgWZM7RAryweK1llyUU8taC044jdgh1jY10/JOND+969LTR4jeABy4YwZ1nDcVkUhgYE+oKhIvaa31b7U6Ka5sxmxRXnJ4YGeyTtU+NcQfCBdVNjE316vyhqvDBD7XX0BPN/rtZdKY1OI6lTWMYoeQzSskjR03jRfsCtqhZrHmi/X3tSwNGw3m/Md6XNlm7eTvnEfj6t1rGe+L3tAxzWFzfXqcQQggJhDt4lEaESCDsLUgXCJ/9x5VcOSmV5xZO8Dgmp6ze6KEuMaFWRqVE8eSCMewrqec+XZcFk0nBajZ5tCvr+8ly7vN3PG9di3GbM1dGWFW1zOXmNyBvLfc77WCUnN0Kj3nHqtvab0YOfaXdOqx93mO3GfjaGs9drfeRGzLKsMuGt4kZMQyKDyOvPWN9cXYK49Oj+f7MTFfpT6ouA7x4exEbc6t4Z6PWceHsEYmufQOjfVf9p8WGkUIlV5u/YcqyJ+GTEhh+EQycoAXzO//nGQSHxGiLs46u18ofBs2E7IUw7DzI+ULLoJYf0MoP9NnjiAEw9XatfCFuqLZAq6EMKg9q7c/y1kFro7bgKnkca9Lu5Ofv5flcL4AaFMIJWfQUEgUX/a6/r0IIIU47Egi3k9KIzlnMnj1oP9hSyB+vHu9RS91ZVwKA6DDtfb1pZqbhfmuQZyDc14vlLEHua2+1O7E7nH5fQ5jVrNV/Lr5HqwntB6lKJYuDH2WdeRpUDNECQ7tNG0lbmaMNgIgbAqMXQFMFwbYGlp95mJLocaSnD9a6GTgrYM8miEyGIWd5lEKsOuA5AWylbvKfR3a5bB9893d+mrOGJ0MOats6PgNtf1u7eRt9OVz1itYpwcjIi4GLtfuqqi2i2/aWVr4wbmG3FtJVbPQzmQytTV5IH3/TIIQQ4uQhgXA7mSrXOf2CuQ6NrXYiddnzrgLhmC7e1+AgE/quY32fEfbsI7xsd6kr6w0QQz2jTEfJVxMZYW+Al+8wPM925xDK1FjONG0nWHFnlOvUUMJpoYJodjoHU6VGEabYCMLBXiWLn109T1vl72iFLW9C/nfukxZs0nq/pk2hNiiO6APvu3bNsm+AFwy+Xu/wwe2uuxYg3d9xMYOYPOxOshQTuWoydoIYpJQwzbSPIjUeCw7y1UQOqakMTQrX2mh9+gvY+V9w2jGeRWdgzJWw4G/+g2BviqJNcjv3sUCfwYO+H7i3RptdAmEhhBAuEgi3K9ctRIrvbPX7acpoTG2DzTsQ7nx6WkxY5++r94K5UMvxa59W0WDj7re3uH6eoBxkkfUpQpX2vxfew7om/QAmfZ83j8bx6JK9gBY4RypNlKsxRNBCBVEEmRRGD4xmR0Gtz/PfM+Yidwu0eY947lRV1wK6nNwqvt3j4N6gj47tBXuryWPsxodYHgyNajA1RJCq+LYXW+qYweSM38BHTxtOFdvjHMTSyIU8eNEoLVtcfQSaqyFhBEz+gbZY7DhotNkJtZj9lreA9nc2vpOOG0IIIU4vEgi30/d5HRAlvyi9WQzayTX6jBF2Z+Liw61UNnp2TuiqHZp33WufZ4R1z7enuA6A0Uouo015/Mj8sTsI9nbVv7TxsEBIsftr+BoiqVG1r/Bb0P4OJUeHMndEkmEgXN9iJ87fhy7dQsT6Fjv/tp/HjeblxCkNxsdbwrTuA43lxvtBK6EIidYmiHkJV2yEYzz041Lzenj3As+N6TOonn4/l71VSL6aRHSTlQfHnu//ufvYNwfK+dG/N5EQEcy0TP+LzBpsxz7qWgghxKlDAuF2+jZRSVGdjAM9TQ0bEElRredQiHqvzFtNkztw/Oju2SzZXsTfvj5IU6uDYUkRHguzjHh3JTimGmGnU2vJ1VID296Gne9pQWLqZLjgaUhyLzhLpIaLaz/mMus3DDMZd75QUVDSp8PYq7Rbu6wBEYbHd0iLDeXM4YmuCXR6dc1t/gNhnXqbnTJiuaz1KW4Y3MxdEyxa6UTkADjjfq0Fl7n9vSrfD7s+gJh0aG3S6oVRtd67KRO0ALupClb9EZoqUesKqT2ylRhdgN2mmtmtZhJBM1mmIt8LGnwW/GAJ0U6VUvPnYNdqq+tb2jy+ITieHvloFy1tTgqqmymodv8ZPrlgDI8v3eMqeWm0GbRiE0IIcdqSQLhdqS4jbDQV7XT3p4XjeerjPXy0zR0Y6YOKNofTNVhCUbRuBHfPzeKW2ZmsPVjJ1MzYLoeUeGeEuzVQo/KQFtwVbNQ6FlQdMs6OHloBL62B2fcxvCaIVy2fMtu0m2DFuK70D20LGT7nKhZMH6WNlfUyMT2GayanseVoNdYgM3vbM8sd0mLDmJAeQ0KE1aMPMHRdU92hvr3mtUBN4mh8OkwbB9N+aHxw4giY+7Dv9shk9/2wOLjwtwAowNXPfkFw9QFsWLBhIV9Nat8DZ5u28eSQPaSXrwZbLVjC4fynAK3TR1pMKIcrGgGtl/DI5P4JhI9WGQ+qSIwMZnZWgmshoPe3GEIIIU5vEgi38xgc0NcZYVXVaijbmqGpUhs2ULFf2567Rosks6/RMm9567R2UXGDITkbVv4egoLhrAfBcvwy1wkRwfzluok6V5oIAAAgAElEQVQ0tjr4ck8pAA02dyBX59V+zmRSQFUJc9RzXqodStdrra+iU42fwNHGVUFrudmymi3OYSyxXMCg9ilmHuw22PpvcNi1+lNV1dqOfXQn2NqD0Erf7Kvnc9lg1bOMAcZ0EmsfcQ7gn46LWTZlDsSGGx6jKAp/uGY8AC98lWMQCIdiNin85dqJvL7uCMv3utuCdbaoS69Bl3k/lsl0/sRFR7KharDhvpXOCdRceA/pyaFQshMikrRsc7vUWF0gXN3MyOSoXr++YxEVYiFCV2IjpRFCCCH0JBAG7A4nFQ2Bja81pKpaa6rGCi0bmTBMa/dUdRhW/UnrBpCiBUtU7NcCiq6s+oN288dWrzXt3/2RNiBg7xLI3wjDL4B5j2pjZ/tApC4Qa7A5tMlf6/9BcMEuHg5ysM45lrzQ6VC4BT59AAo36R6taP1gL3xG6yDQWAErfwdFW6DqCDc3V4EZrjKv5mlehf+XopUhzHtUC/5bm+DdG939dj9/MIArVrTxsxNvhMgU+OxBKNnhc9RhZzLfOUcRrrQwVCnCgYmH226nFQsZcQYBuQGjD1BpsdpjzxiWwBnDErjzP5v5bFcJAHVdLC7soA/e+qL0wPsbEItZoc3h7p6RmRAGQRbDQRBpse5yl4Jq9zhmp1NlVU451iATM4fEG04i7C2dZXmjQi0eHx4kIyyEEEJPAmGgsrHVNUErPtza9bACpxPK92mBbmMZfPeS9rNeSLQWJLqepIssZXdt/Kd287bpX3D0W7j5kz6ZTBUeHMSN5uVcY/6GIctbYam2WCwC+FEQ/IhPsDUFwz+NFl6p2jUf/VYbOfvFr7X30J/6Yvj2Bdj/KcQObg+AvYc060SmaPW/obHa+z9gLCgmz7Zdt6+AXe/BwRXUlhfyVmEiXzimsEMdghPjP3dzFyUdHYxqoL23RXWj3VwHfS12REjv/5P1DuDDg4OoaXJfW2fBt/71fbGnhO/NGITZpPD57hLuekvrwvH27dOZlZXQy1ft1jERz0hMmMVjVLdkhIUQQuhJIIxnfXCiv/pgpwOqc8HeAu/fDmV7Oj9pi2+XAB8hMVrQljgChs7TRsrmroHc1YFfvJGyPfDsYJhyG5zz694LiKuOcHnxX5hs+Z/2s5/4I9hP9wGX0l3wzg2+201B4DQIVKoOdx4wA6TPgGte08pIOhNkhQk3wIQbOJhXzbN/X+dzyLyRSazYp5UwTBsc+HuXGusbCKd5bYsKdf+TC7Q0Qh8IR/ZBIOydEZ6WGccX7eUvXdG/5rUHK/njF/t58MKR3Ltoq2v7L97fwZoHzwnofAXVTZhNit/x0EYK/QTC49OiSY0J9cgISyAshBBCr8vfqoqivApcApSpqjrWYL8CPA/MB5qAm1VV3eJ93ImsrM7GBOUgGUopwaHTfA9wOmDRddoY2M4MOkNboFV1GJztQU7EAJh8s1a+UHVEq29VVbjkOZhyq/F5nA74/GHY/5mWOc2cDYuuh4ZSGHOFNnzB7tnBgfgscLRBjW607KZ/aWNrf7DUox1Xt9htsPo52LMYyvdiOMYhMoV9Ay/n292Hucq8iiilPTDJmAULXtCyuYqilUp4Z7FNQXDxn7T654ThEBQK2xfBgc+111Kd5679BW3/vEe1sbwlOyFxJCSN6tHr8+5b3OG2MwYTYjVT2WDjj+31v4FINhhDnOK1TT+1MNCMsL4WO7IPaoS9M8LXTUunuc3B7qI6nlvY+evvKP3o8PeVh8hKjPAYTKIvO+rMqgPl3P7GJhQF3rljBhMzYgN6nFEgbDWb+O2V2SiK4pERltIIIYQQeoH8Vn0deAF408/+i4Bh7bfpwN/b/3tiaqqCnC9oSZ9Dri2CEbEKket+x0fBr2r7i/8G657WxrpGJMGR1fDu97Q2XN5SJmjtqswWuPzvMOoSbbujTQuGa/K1uspQ3S/0C56G1kbPVfzeTGaY/6x26/Cj1WBqD9xiB8OyhyEoBM57EqbrJp5teg0+/qn759zVsPU/MOmmwN+j1iZY+7wWeG9+zfCQWjWMZZn/x8JJaTByPm98coRF9nyesn+PWyfH8qsFk7S+tnoXPqMF8LmrtQBbMWsfCIZ79aiddJP7epur4cAybVFh6hRIGqmVPYBWi30M/JXAJEeH8LcbJnX7fN7t38B3EIl+amFdD0ojjkeNcHx4MP++bTpOp9plp4/MeN9FhD//33aPn/VBsT+qqvLz/213jdj+w7L9vP3DGV0+DjxLI344ZzAZ8eFMSIthzEDt74k+EP7n6iPceXZWQG3rhBBCnPq6DIRVVV2lKEpmJ4csAN5UVVUF1iuKEqMoSoqqqsW9dI29R1XhrauhcDMhwFDVjKI4fKP2L36l3abdAVvfgrZGz/0ZM7WgbuBELXtrb/EM+swWrdzBaKJWcKR26y6TLqCaeRcMOVsL1MO9ai+n3ALRadrr7LDiCW2Ub3giBHfe95b6Unj/NuPyjKAQiuOm83rhQBY5zmFe2HCuGDuOnYW1LNqg1Qo7MGOJTPQNgkF7Xxa8ENDLdQmNhfHXde8xAbIaTMsDei1IMooh9Rnhziag6em/zu+LGmHvvtkxYdo1dhUEg1ZK9Mglo3nyY/+lQvYAAuHVORWU6zq3rDtUyaHyBoYmdvH3FcitdLdOGzYgkoVTPIdKR3gNZnnqkz08t3BCl+cVQghx6utiVVhAUoF83c8F7dtOPDlfQuFm148WpYvm+hte9gyCs86FRyrh1s+1IBi07K1R0NfXBoz2DYI7DDsPflkMke31so1l8NcJ8NxoqOhk0V7ZPnhxunEQPOZK+MURtp/5Mi85LqWOcD7cWsiE33zB/3llAKcPie/hizq+jDLCZpPisaDtWBh1SjjWxXJ9UiPsNUlRH6wH4rYzBnPlRP//5NWu42DWHqzw2XbLaxtdPZQ7c7jc/W/UKHAO9xrM8sGWQmx2GawhhBCidwLhgCmKcoeiKJsURdlUXt7JKNg+4lz7F7/7vnJM4JGIx7VyAyNXvAQ3vuee4HWis4Zp7dX0bLXwwhT49xWw7gV3hNLWrNUgvzhdK0XoEBIN5mCIGaRlwK1hPn1sG1sdHoHI9dPSOWt4Yl+9ql5lFAjHhlkDyoT6MzvL/SFg3sgkn/0ei+V6Egj3QY1wZHAQse1Z4Lhwa48+CBgtFNRray950HPqMsV7vPovgzYk46OtxpP+9Oc4UuGeijc00fdDaajBYJZvD1V2et5j5XCq/GX5AX6zdLfUJQshxAmsN36rFgL67yLT2rf5UFX1ZeBlgClTpgSQJ+pFZXsx5a11/bjUMYM1zmx2OTOJURpY5xzDwsxBcMENWveGza9rvXAjkmDGnVppwckm+xptWMe2tzy3H/pKu0W19+ld/rjWoqyDORgWvgEjLtLqhYNCXKUZXX01f8M03+lrJyqjQPiGaekGRwbuiQVjufal9ZhN8Oilo332x4S5yy4Ka5pRVbXTHrvb82s8Fpv1RWmEoii8ces0PthSyKXjB/bog8C4tM77Vlc02Dw6Qfzyw50s2VbEgxeO4HszBrGnyB0IXzkxlQ/aA+Dle8u4aWam3/MW1TbT0qYF2XHhVo/3t8OI5EiCTIpHicbS7cWcPcL3g0pv+WRnMX9Zrn370tLm4Jkrx/XZcwkhhOi53vitugS4R1GUd9AWydWekPXBSaN4O/tVYrb9gyZC+L+2H7v3tf9+zEwIh8gB2u2i3/fPdfYmRYFLn9eGeXz2C9/9792q3bxd8mctCAYts6zjXW/pbWhSP5SJ9JB3jfDcEYncf75BXXc3DE2M4NuHz8GkKIb9hzPjw4kKCaKuxU55vY2csgaGDzCuGXc6VW57Y5PHtlBLN8ZOd8O4tJgug9nOnDMyibNHJLJyv/E3PaV17kB4b3Edb393FIBHFu/mgjHJVDZq46fDrWZ+dt5wVyD87aFKGmx2vxP1PMsijP/uJUWG8OZt03hjXS7Ldmtt4ZZuL+LBi0aQFNk30xkX6zLZizbkc9+84YZdRYQQQvSvLksjFEVZBHwLjFAUpUBRlNsURfmxoigdkeSnwGHgIPBP4K4+u9pj9N+SZO5q+ykPtN1huD/TaKTvyc5sgek/gv/LgXHXQfZC/8cOmg0PHdWmsPkREez/a/P0uFDCrCdJ6Qi+gfD87JReOa/FbPI7hMNsUpitGy6xOse3NrZDaX2Lz8TDvpzQdizMJoXXb5nG6l/MNdxfpuvVvSmv2mPfxlz3z6NSokiPC2NksvbhoNXhZEe+QceWdofK3WURQxL8L6ybNTSBl26awqSMGNd539tc0MkrOjYHddcF8P6WvnsuIYQQPddlIKyq6vWqqqaoqmpRVTVNVdV/qar6D1VV/9G+X1VV9W5VVYeqqpqtquqmrs7ZH2qb2thR0P4LVTG5ftHqZSacPNnMbotIgitfgqv+CT9eA1Fei5vCk2Dhm+7WZH50tlhrWFIPumH0I+8SgPHpfTOW2tucYe4a6nUGi8Q6HNV1QwD48VlD+uyaeov3AJEOi7cVue5vyq3y2Pf2Bnfv67Gp2t+/Ibrsbke22JvTqbJXV1scyLcRl+sW9Xm/v72lrL6FPK9z60s/hBBCnDhOnvTdMQoLNvPv26azOqeCsvoWGm129pXUexwz6FTMCBtJzoY718LBFVBfAg0lMPkW/10odMKsZp96yw6jUk6uQBi0r/S/2lfGxIwYhiV13aqrN0zQBdxHq4yDsYLqJn727jbXzxePS+H2OSd+IOwvY/3JzmLuKa5jZHIkG454BsJrD7oXrp3TvsBQX+tb3eQbCFc22Lj8xbXkV7l7CHeWEe4QH+7ukKEfI90bqhpbOVLRSElti8++A6X1Bo8QQgjR306bQNhiNjE7K8H1tfQDXi2/BkQFn1Rf6x+z0FjIvrrr47woikJ0qMUwSzcpwElgJ5J/fG8ym3KrGJcec9zKDvRjvP1NXXvw/R0U6QKqk6ls59cXj+KpT/b6bD9QWk9iZDDFBoEiQFRIEDPaW+/F6QPhRt+A9R/fHPIIgsEzi+xPTyb7BeKV1Yf5w7L92Oy+3TEAjlQ00mp3+h3iIoQQon+cRpGfJ+9eqYMMJmQJY1F+AuEJx6m0oDdZg0zMyuo6E96b4sKtmBRwqlDd1OYTIKmq6pElBciIO3kC4ZtnZVLd1IqtzUlpvY2l27WyiPoWO0cqGv0+bu7IJNf70DHUA4wzwh96tVUzmxTSA3iP+iIQrmiwGQb+enanysGyBkYPjOqV5xRCCNE7Ttv0RJRXIDxYAuGAeb93HeIjgg23C09mk+LxXlU2emaFqw2+sg8kyDtRBJlNPHDBSH59yWiSdcM6Gmx2jpT7D4TP0H0g0U/3q/L60FXb1OazzeFUsfiZFKjnHQjvK6njxlfW8/iS3Ya9jgPxjZ9OGeCZpZ7/19UeiwaFEEL0v9M3EPZa9DUo4eQJNPqb0eSxW2cP7ocrOXkl6AJh/Whh0OqDvZ1MGWE9fZeRhhY7hyoa/B6rz8zHhvuvEV5/pJIApjYbig7zDISfX57D2oOVvL4ulwff38HibYWGNb56+0vqWfjStzzy0S6cTpWVB4wD4YjgIBaM91yU+vvP9/fswoUQQvSJ0zYQ1v9CBK2/qwiMdyA8PzuZ+88f3k9Xc3LS1wn7BsKeta8TM2JIjel8ctuJSj8ApLOMcGZ8mMdrjO1ksdyuwlqfxz9wQWD9nyODg+goBW+w2Vm+t9S174Mthdz3zjau/+d67J1khx9ZvIsNR6r49/o83t5wlK9059AbMzCKm2dncu4o9+CO97cUsP6w/6l2NruDljYZ/yyEEMfLaRsIe4+RlUA4cNGhntn0u87O8jvwQBhLjDBeMLf2YAV3vbXF9fPkQbG8e8fME7Z/cFf0I6HrW+wc1tUI/+N7k12lAz8+a6jH4zpbLKcPhNPjQrl5VibfnxnYREOTSfH4t9/m8E0tH6lo9Kllrm1q4+bXNnDNP9Z5dL349Ue7aGzVAtfBCeEsnJJGcJCJlOgQ7jt3GNGhFl75wVTOGz3A9Zj73tlKc6tvsJtf1cTZf1jJ+N980ecjoPXyKht9PowJIcTp4rSNXsK9ArfTpnVaL/D+EOH9Xoqu+csI/2GZ51fnF41NPqk7Dej7Ttc2t5FX6Q4wZ2fFs2zUmTTZHD7f0MSEGy+WU1WVnYXunryv3zKNoYnda3sXHWrpcqFcTlkDw3QT//615rDfqXmg1X3/8ZrxTB4Uy7NXj/fZ/+SCsWzKraK6qY3SOhvfHan0GfH87LL9ro4aT3y8h09/ckaffwD6fFcJP/7PZqxmE5/edwZZJ1kvcCGEOFYn72/YYxTiNapWgrnAeZdGSDa4+xIi3BnPjkC4ssHGNq8pav4GVJws9KUR+0rqXBnYpMhgIkMsWMwmnyAYtExyUPvAk6ZWd7lAWb3NlUEPt5p7tMg1xuD5BkaHeAzZySn1rGX+61cHOz3n3BFJTB7kv31gcnQIF45Ndv18sMzz/EU1za7uGqCNofaewNcXfvLOVkCbtPfK6iN9/nxCCHGiOW0D4fFp0a52X/fNG9bPV3NykUD42OkzwmXtgfBX+8p8jtNnJU9G+r8b+trnwV1McVQUxWOoRsfwiz26SXKjUqJ8pgMGwmixZ1pcmMeCz5wy9wCM2gAGb1w1KbXLY/TZVu9AeIVBnfGnO4u7PGdP1Ta1cd5z39Cq63v8ndegEyGEOB2cthGMoii8f+csyupbSIk+ubNux1uo1TObHmI5bT9P9diAqBDX/eLaFioabPxleY7HMQ9cMKLbX/ufaPyN5B4SwOuKC7e4sr/l9TaSo0M4pAsge/ohwaj9X0p0CFkD3NekD1TXH+m8XndkciTnjErq9BiALN3kwnc25pMaE8q97R/CN+b6Zn9fW5vLlEFxXDg2GXMPAv7OfLi1gByvYDy/qolGm12+HRNCnFZO6//jmU2KBME9EGTyDHxP1oVc/UnfIaGopplHPtpFYY2WMQ2zmvny/rNO2k4Revr2aXpDA5gClxEXzoH2EoWD5fVkp0VzqNwdvGX1cCS2UUY4JTrU43yHyhtcg072FfuOR37mymzK6mykxoZyybgUgoPMPsd48x7h/acvD3DB2GSGD4hkU65xNvbut7cwNTOWN2+d7vMB9Fh4B8GgDf3YerSGM4Yd3wEzQgjRnySVJ7qtt7NTp6Pk6BA63sayehuf7Spx7Xv+uomnRBAMnjXCel2VRgAeNbv7SrRgVJ+p7WkgHOMnIxwVYiE9Tnvf2xwq+0q0Mox8XV/nWUPjefPWaVw/LYP7zh3G1ZPTfNYb+JMSHeKz7aOthRRUN7nGaYdbzQR7LY7cmFvNmoMVgb24AB2t8u1VDVBU22y4XQghTlUSCItumzMswTWQ5MIxyV0cLYxYzCaP8ogOC6ekebTaOtmFWcwYfWEQSGnECF0gvL8XA2GjMccd2doJ6e4Fbx0LF/N1QeOPzhrKmcMTe/S8iqJw9gjPxy7eVuSxQHJiRiyTMnwX3ZX0coCaV+l+TXN0GeBA6qGFEOJUIoGw6Lbw4CDeun0Gv5o/iicvH9vfl3PS8s76hli00cSnEpNJIcLqmRUelhRBZgDtCvUZ4T1FdWzOq3KNnw61mEkx+CARiDnDfAPZqYPjAFwLaAG2HdUCVP0iv/Rj7OLx+6vGce85Wa6fC726RYxLi+Ymg57I5fU2Pt1ZzE3/+s7j+J5oczhdZTgAY1OjXfe7aisnhBCnmtO6Rlj0XHZaNNlp0V0fKPxKjQ31aJH1vemDPLpJnCosQSbQzWt44IIRAdWVZyaEYzWbaHU4Kau3cdXfv3XtGzOwZx0jQKsRToiwUtGg9SeeNTQei1nLCUxId/+d/u5IFU2tdle5gKJof2bHYkBUCD8/fwR7iupY0d4lZNlud8eIsanRXDQ2mf/9eCb/3ZjP/zYXAPDq2lwabHYANuZWMWtoPPERPfu7UljdjKN9RvWAqGCSdR8oappb/T1MCCFOSZIRFqKfeLedu25aRj9dSd+qavQMrgIt/bCYTUzMiDHcZ5Q17Y7HLh0DaPXuD17ozsKPGRjtmoZXWNPMkx/vRW0fPpccFRLQorhATGvPQHvLTo1GURSmZsYxT9eJoiMIBmhpczL5qeX8/vN97CmqQ1V9p+N1Jk9X6jEoPtxj8WCNlEYIIU4zEggL0U8y4jzLA3pa83oymZ+d3K0uI3fPzfLZlhkfxsXZKcd0HZeMS2HJPbP54mdnMl5XDhFiMXPfue6+4os2HHXdT4/tvemTRoFwdKjFY4BKV98O/H3lIeb/dTUvrjwU0HOW1bWwYm+px4jqzPgwj4EmUhohhDjdSCAsRD+5YmKqKxv38k2T+/lq+s7dc4cCEBUSxK8vHt2tx84ZlsD8bPeCzFtnD+bVm6cSZD62/3UpisK4tBjDPs3XTk03fEx6XO8FwmNTo30C3bNHJHp8SEiMCKwG2nsst5GmVjvz/7qG297Y5HF8dlqMRxcNCYSFEKcbqREWop8kRYWw9qFzsLU5elzveTL4+XkjmD44nsz4cAZ2sy2coij89bqJ3H9eIxlx4ViD+v6ze0RwEGFWM02tDo/tQwLofRwoi9nEW7dP5/nlOewprmN+drJP9jsh0urn0b6qGluJC/d//Lb8GtdwEr2J6TGE6foTSyAshDjdSCAsRD+KCA465UdUm0xKj1uOAQSZTR7jifuaoigkR4VwuKLRY3sgQ0C6Y/iASP524yS/+8OsQQQHmbDpxiBbg0weY5E7bMmr5txOaq8PGQzQCLGYGJEcSX2Lu/5YaoSFEKcbKY0QQggvSVG+GfpAeh/3NptX0Lv51+d6tF/rcPubmzz6HXszmiSXnRqNxWxy9QQHqGtpw+ns3uI7IYQ4mUkgLIQQXryHnZgUGBRA7+PedkaWe9jF3XOHEhli4QI/Q2xeW5vr9zwHvQLhIJPC92dmavfNJlenDFXFI0MshBCnulP7O1khhOiBZK9AOC02rNdap3XHXWcPpaC6iey0GO6bNxzQFtrdOnswX+0rJVc3Ia5ANwq6wWZn2a4SxqdHk5UU6ZERXn7/mSRGhHh0i4gOs1Df3qKtprnVY58QQpzKJBAWQggvSV6B8PAB/dPablZWAisfmOuz/dFLR/PopaNZf7iS615eD3j2a3508S4+2FJIkEnhltmZlNdrC+WCg0wMTojA7DWMJCbM4pqgJwvmhBCnEymNEEIIL96tzS4ZN7CfrqRz8bpOER2BsMOpsmxXCQB2p8o/Vx9xHTNnWIJPEAwQG+Y+j1F3CSGEOFVJICyEEF5SYzwzwheONa7L7W/6lmlVTVogvL+knkav1m8AFrPCw/NHGZ4nVdfW7mil/0V3QghxqpHSCCGE8DIhPZZpg+PYklfNb6/IJsRy/OuDAxETZkVRtEVuNU1t2B1Ovt5fZnjsjCHxhgNEADJ0CwHzOuk+caz2l9TzxMe7GRAVwrjUaGYMjWdkclTAjz9Y1sB7mws4b3QSkwcZj6kWQojukEBYCCG8mE0K794xg1aHs18WyQXKbFKICbVQ3d7/N+tXn/k9dsaQeL/7MuPdPZL7MiP85y8PsPZgJQAfbCkkMiSItQ+dQ1RI14vzdhXWcv3L66m32Xl341HWPTSPUOuJ+2cjhDg5SGmEEEIYUBTlhA6CO3Q2UU5v5lD/gXCGbnx0bmWj3+M6o6pd9x/+fHeJx8/1LXa2Hq0J6PyPLdnt6mxR3dTGoXLf3sg9oaoqK/aWsjqnvFfOJ4Q4uUggLIQQJ7H4cOPx3L+/KpvxadEApMWGkp0a7fcc+h7J+VXNOLo5VOOlbw4x6tHPefiDnX4D4maDumXQMr0AbQ4nRTXNhsccLm9gc161x7aNuVV8ta+Uljbj8wZq6Y5ibntjEzf9awP/+ObQMZ1LCHHykdIIIYQ4iRn1/H1ywRiunZrBWcOT+HJPCWcOT8Ri9p/3iAyxEB9upbKxlVaHk5K6Fo8FdJ2pa2njj1/sp82hsmjDUWYMiWPBhFSf4/xlcHcU1LC3uI7b39hEYU0zD144kjvPHorDqeJwqnywpYCHPtjp87jfLN0DwMXjUvjbDf5HVXfl0x3Frvu/+2wfSZHBXDkprcfnE0KcXALKCCuKcqGiKPsVRTmoKMpDBvtvVhSlXFGUbe2323v/UoUQQnirbfLs+/uby8bwvRmDAEiODuGmmZkM0tUA++OxYK4b5RFf7yujzeHOAj/58R5Kalt8jvMXCC/bXcpFz6+msD0b/K81R8gprWfa08sZ/uvPDINgvU92FHc7K9xqd7qucWd7RrrDA+/t4GBZfbfOJ4Q4eXUZCCuKYgb+BlwEjAauVxRltMGh76qqOqH99kovX6cQQggDzV5B4A9mZaIovr2CuzJIVyfcnQVzn+/yrPutaGjloQ92eGxTVZXF24pcP/9wzmCCg4x//VQ02Djvz6uo1A0I6cpD7+8IOBhusNmZ99xKZjyzgu+/usEVgHdwOFWW7zXuvBGIJduLuP7l9Xy2s7jrg4UQ/S6QjPA04KCqqodVVW0F3gEW9O1lCSGECMTdc7Nc959cMKbH58nQZY1zAwyEm1sdrNzvu8hs1YFyj5rgL/aU8tU+d3A5NjWaG6ZndPsa/QXPH20r4nuvfEdTq73Lc6zYW0p+VbPrOo1s8apHDlRLm4MH39vBt4crue/dbbyy+jC//XQvxbXGtc9CiP4XSCCcCuTrfi5o3+btKkVRdiiK8p6iKOlGJ1IU5Q5FUTYpirKpvFxW6AohxLE6b/QAfntFNo9dOprrp3U/uOyQqSuNOFqllUbkVjSyeFshJbUtHKnwLZdYlVPuykhnJUUwNFELpp0q7Cl2lxws3lbouj8kIZz52Sk8eslo3r9zJvOzkxkYHcLolM77Ca95cC47Hj+fcD8t0zblVTPjtyvYWVBruL/DhiNVhtvHp8e47m85WhNQFwxvu4tqXe9Hq93JU5/s5eVVh3nq41VTXnwAAB+ASURBVL3dPpcQ4vjora4RS4FMVVXHAV8CbxgdpKrqy6qqTlFVdUpiYmIvPbUQQpy+zCaFG6ZncMvswQR1siCuK4M8aoSbqGywcdXf13HfO9uY8cwK5v5xJW+sy8XpVFm8rZAVe0v5VPf1/4Vjkhmf5g4md+gCUv39P1wzHovZhKIoTB4Ux4s3Tmbdw/N4+4fTSYo07oAxeVAsabFhBAeZeeSS0WQlRXDn2UN9guK6Fjv/WZ/X6ev0FwjfNy+LyGBt/XhFg42C6mbK6lq6FRBvyzcOwj+RMgkhTliBdI0oBPQZ3rT2bS6qqlbqfnwFePbYL00IIcTxkhHnLo3Iq2xi0YajPnW6jy3ZzdLtRWwyKB24cGwyG3Or+GCr9uvh20OVnDtqABHBQRRUa6UBVrPJbxu3mDAr3zwwl4oGG+lxYXyxu4Q7/r0Zs0nh1xe7R0NfNy2D69oz3xeNTWZLXjUf7yh2XdPBTvoLVzbYyCnz3f+DmYM4Z+QAJmTEsDqnAoA5z34NwPzsZF68cbLPY45UNLI6p5zoUAsHyxoYMzCK7fn+eyJXNNhIiDAO9IUQ/SeQQHgjMExRlMFoAfB1wA36AxRFSVFVteMj72WAfA8khBAnkYQIK+FWM42tDhpsdl5Zc8TwOKMgeFxaNGMGRmGze9YFf7GnlPnZya5tI1Misfqp8wUItZpJb1+0d/6YZD7/6RxCLWa/XS/GpcUwLi2G88ckM+t3XwFaz2EjB8sa+Pl/t7l+npQRwy/nj6K6qY1zRyUBMDEj1hUId/h0Zwll9S0kRYZQXNtMeb2NktoW7nl7K60Op9/X4m17fg3zRg0I+HghxPHRZSCsqqpdUZR7gGWAGXhVVdXdiqI8AWxSVXUJ8BNFUS4D7EAVcHMfXrMQQohepigK0wbH8XX74rcar7ZsnbllttapIjs1huSoEErq3O3TPt3p7ioxtpOhHkZGJndeN9whOSqEUIuZ5jYH1U1tVDW2ekzc21tcx9V/X0ejbgHftMHxTMmM8zjPpIwYjOSUNmB3qFz4l1XUtXS9IA8gzGqmSfd8t72xiTdvncas9gl/x1LGIoToPQH9S1RV9VNVVYerqjpUVdWn27c92h4Eo6rqw6qqjlFVdbyqqnNVVd3XlxcthBCi9z126Rgigj3zIzdOz+Dje8/g4YtGemzPSopgUkYM35uRwWXjtfXT1iATD8/3PE5v5hD/Y56PhcmkMCTRnTXWZ4VVVeW+d7Z6BMEA0wd7BsEAE9NjDc+/v6Sej7YVBhwEf3/mIJbccwajvBYAfv/VDYz/zRec+ezXlNb59loWQhx/8pFUCCEEAJkJ4fz2ymzXz2aTwj3nZDE2NZofnTWUdQ+dw5xhCcwZlsB7P57JB3fN5qnLszGb3H2LLxs/kJ+fN9zn3JEhQZw3uu9KA4YkRrjuHy53d7jYVVjHgVLfconJmb5Bb3SYhZHJkT7bn/h4D89+vt9jm9mkMGdYgs+xiqIFwllJEfzpmvE++xtbHRTVtvD2d0c7f0FCiONCRiwLIYRwuWz8QIprmnlnYz63zs4kJdo9anlgTCj/vm16p49XFIV75w0jNTaU+/+73bV9wYSBhFiMW5/1hixdIPz1/jIWTtXWeH+6y7djw5xhCUSF+I6mBnjkktE885m2zGVXYZ3f5/vjNeO4fEIqG3OrSYiwUlZv4/W1uZw3egBZSVowPXpgFC/eOIm73tri8/jPdhXzM4MPDEKI40vpSa/E3jBlyhR106ZN/fLcQggh+pbDqfLE0t1syqtmSGIET1w2hlhd3W5v21tcx0XPr3b9fNbwRM4dPYCXVx1yDdB4+KKRRIZYuHBsskcNsZHSuham/3aFz/ZB8WF8fO8ZRPoJpI3kVzVxxYvrqGiwubaZTQpbHjmPN9bl8tI3hxgQFcIDF4zgouyUgM8rhAicoiibVVWd4rNdAmEhhBCnglte2+Ba7OctIjiITb8+N+CstKqqXPHiOrZ5tUR76abJXDAm2c+j/KtqbOXNb3P5y/Ic17azhifyjW66nUmB/9w+nVlDfUsuhBDHxl8gLDXCQgghTgm/uHAkIRbjX2vzRiV1qzRDURTevG0ad5w5hAnpMbx802QO/3Z+j4JggLhwKz89dzgPXDDCte0brxHPThW+/68N3Ltoq4xlFuI4kUBYCCHEKWFUShR/v3EyCRG+ZQ8Xje1+yUFUiIVfzh/FR3fP5vwxyZh0iwJ76tqp6Vg7aZ1md6os3V7E40t2H/NzCSG6JoGwEEKIU8bckUl898tzOfLMfG6elQnA2NQozh6R2L8X1i4hIpirJqd6bLt77lA+/+kcBkaHuLbtL6k/3pcmxGlJAmEhhBCnFLNJQVEUHr9sDOsfnsdHd83u044V3fXL+aNcbdpCLWaum5rByOQoPv/Zma5jSuts9NcaHiFOJ9I+TQghxCkrWZdlPVFEhlj4349n8tHWQsalxbjGSkcGB7km5DW3OahrsRMdGnh3CiFE90lGWAghhDjOIkMs3DQzk/Hp7rHOiqJ4BO5lMn1OiD4ngbAQQghxgkiKDHbdL5FAWIg+J4GwEEIIcYIYEOXOCJfW2To5UgjRGyQQFkIIIU4Q+tKIUskIC9HnJBAWQgghThD60ogTPRDOKa1nT1Fdf1+GEMdEukYIIYQQJwh9Rji/qum4PW9ZXQuvrDnCjoIaUmPCSIsNZdKgWM4a7tl/+UBpPftL6smvbuLZz/cDcP20DG47I5O02LATqk1db7E7nCzeVsTagxUkRAZz04xBpMeFYXc4abQ5iA6Tzh4nMwmEhRBCiBPEyOQo1/2v95fzzKd7+dl5w/skwFRVldfW5rJ8bynrDlXq9lQBYFLgg7tmM6G9s8WnO4u5d9FWHE7P/saLNhxl0YajWM0mWh1OEiKsXD05nYcuGtnr13w8tDmcvPDVQVbllDM6JYqC6maPcdgr95fx1u0zuOyFNVQ2tvLEZWO4bloGoL2nhysaSYkOIcwqIdbJQP6UhBBCiBNEVlIEQxLDOVzeCMBLqw4TZg3ivnOH+RzrcKq0tDkID+7Zr/Iv95TyxMd7/O53qvDXFTm8evNUcisaueutLZ2er9XhBKCioZV/fHOIhVPSGJIY0aNr60+//nAX727KB2Dr0Rqf/QdKG3hsyS6Ka7XSlYc+2MnghHBGJkdx37tbWbm/nIHRIXz20zOlD/RJQGqEhRBCiBPI+aOTPX5euqPI55i3vstj8lNfMuaxZTzz6V5a7U5qm9oCfo6l24u449+buzzuq31l7C+p56lPjAPmO84cwowhccQalAec86dvGPPo52Q/voybX9tATumJPzZ6b3Ed/92c3+Vxn+4s8fj5ha8P8vP/bWflfi1zXFTbwuJthX1yjaJ3Kf01wnHKlCnqpk2b+uW5hRBCiBNVbkUjc/+0Ev2v53UPncPAmFAAapvamPr0clcGFkBRQFUhNszC9dMySI0N5VBZI2NTo7hyUprH+XcU1HDZC2t9nvfaKelYg0z8e31eQNc5Y0gc79wxE9BKAh7+YCfvbPQfRI5MjuSTn8zhcHkDX+0rY+X+ctJiQ/n1xaP7tc52c14V72zIx6nCtvxqDrVn4/UuHpfCxdkpXWbF9Sakx/DR3bN781LFMVAUZbOqqlO8t0tphBBCCHECyUwI57tfzmPBC2tdX79/tquE284YDMAXe0o8gmDAFTRXN7Xx4spDHvsUBa6Y6A6GX/jqoM9z3j13KPfMHYbZpDA8OZK65jb+sGy/z3GXTxiI2WTiSEUDTywYq3sOhd9dNY7ZWQncu2ir4evaV1LP0F9+6rN9Z2EtH909u9froNscTlQVrEG+X37b7A4OlDRQ3tDCbW9swjsnaFLguYUTeH9LARPTY/jJvGHYnSoDo0Moqg2sm8e2/BoOlzeclOUhpxMJhIUQQogTTFJkCHedPZRHFu8G4Lkv9qMAI1MiWbLdt1SiMw++t5N9JfWMS43h4x1FfLGn1LUvOMjEf38002PU800zBgGwJa+aFfvKXNuvm5rOU5ePJcjsv6pyfnYKv1m6h4qGwIeB7CupZ9nuEhZMSO3OywK0jg751c0MigvDZFKwO5ys3F/OK2sOszmvmjaHyqSMGF69eSoxYVYADpU3cOvrG8mr9N+V45rJ6Vw+MZXLJ7qvKcgMS+89g092FpNT2kB4cBDj0qK5++0trkA6NSaUgTEhbMytBuCjrYXcf/6Ibr8ucfxIaYQQQghxAmppczD3jytdWWEjc4YlsPZgBc4e/Cq/ODuFv904ye/+Rpudn727jS/2lHL+6AG8eOOkToPgDt8equSt7/KYlBHLGcMSWHWgnL99fZDqTmqYu7oWI20OJ7e8tpE1BysAGJsaxeHyRppaHT7HxoZZOHfUAA5XNLI5r9rvORUFLhidzB+uGUdkSGDlGl/vK+P3n+8jPDiIP14znv0ldfz4P1oJRWpMKEvumU18RHAXZxF9zV9phATCQgghxAlq8bZC7ntnm+G+Kyel8tzCCdQ2t9FoszMwJhRVVVm2uwRVhRCLmR//ZzM2u9PnsVMGxfL6rdOICKDjRG1TG1GhQSiK0uPXUdvcRkltC98dqaTNoXLj9AyOVjVx/p9XuY559upxLJyS3uW5dhXW8u7GfL7eX0ZBdXOPr6mDSYHXb5nGlMxY2hzqMXd6sNkdTHt6BbXN7sB/zMAofn7+cM4anoTZ1PP3UfScBMJCCCHESeipj/fwypojHtuGJIbz4V2zuwzaDpU38MrqwyzaoC1is5pNPHLJKG6YPqjfAzJVVTnnT99wpMK9OO2s4YmEWswU17WQFhNKRnwYYwdGc+7oJPIqm/hgSyGvrD6MvZMU+MDoEC4ZP5Abp2dw4V9W09zmmyGOD7eSHB1CZUMr958/PKAAvDv+vvIQv/98n8/2wQnhvHjjJEaluPtFVzTYWHuwghHJkR59pEH7AJFf1URGfBhRAWaohTEJhIUQQoiTkKqqbMqrJi7cSkyoheLaFoYkhndrYENhTTMfbilg7sgkxgyM7sOr7Z6v9pVy/3+3U9ON1m9GLhmXwhlZCZw9IsljOt9vP93Ly6sOA1r5xRUTU3GqKlMz44gNtx7Tc3amzeHk+pfXs8lPGcYv549kUkYsf/v6IKtyKlxDSsalRfO9GYOICrHw/77KYXf7COtwq5nHLxvDqJQoIoKDyEwI77NrP1VJICyEEEKIE059Sxs/WbSVr/eXd32wl5ToEBbfM5ukyBDD/a12J4s2HCUlOoTzRg84pvKO7mq1O9lRUMOqnAr+uiKn184bZFK4a24WV09KIyM+rNfOe6qTQFgIIYQQJySnU+XLvaVsyq0iItjCmoPlVDa0UtfSRkVDq+u4aZlx3DRzEBeOTWZjbhWjkqP6NLPbW1rtTh7+YCfvbyno1fPGhFk4e3giv5w/iqQo4w8DQiOBsBBCCCFOKg6nyuJthTS1OrhqUhqh1t7tNXy8HSyr59qX1lPZqAX3M4fE88yV2WQmhJNTWs8TH+9hdU6F6/iLs1P4waxMnv50L9vzfcc96yVEWFk4JZ3ZWQnMGBLf7zXgJxoJhIUQQggh+ll1Yysfbi1EUeCG6RkEB7mDe1VV+WBLIV/tL+PGaRnMykrw2Ldibxn3LNpCS5tvJxC99LhQrpmcTkyYhUvGDSSuk6x5o81OXmUTo1IiXaUjeZWNPLZkNw6nyuiBUVQ1tDIgKoSspAia2xxMyohlRHLkMb4Tx5cEwkIIIYQQJ7na5jZCLWZaHU7W5JTzi/d2UNdi93t8uNXMzbMz+eGcIa6hIk6nyndHqvhsVzEfbi2kvsVOakwoN0zPYFt+DV/qhq74kxARTHCQiQabnTaHk/DgIBIjghmZHMmEjBiunZruEeT3NwmEhRBCCCFOMQXVTXy4pZBX1hzx6F3szWo2MXVwLDFhVtbkVHR6bG+IDAkiKsRCiMVEbbOdpMhgWh1O0mJDef2WaX363Eb8BcIB9V5RFOVC4HnADLyiqurvvPYHA28Ck4FK4FpVVXOP9aKFEEIIIYR/abFh3DtvGPfOG0abw8knO4pZe1BrybY1v8bVp7nV4WTtwcpunfvi7BQGJ4QTHGSiqqmVktoWGmx2vjtSRavBoBa9+hY79bpMdcfYbbuj88cdb10GwoqimIG/AecBBcBGRVGWqKq6R3fYbUC1qqpZiqJcB/weuLYvLlgIIYQQQviymE1cPjGVyyemAloJxCc7i3lp1SF2FdZ5HBsfbuWCscmcOSyR/KomthfUkBARzKD4MMalxTAoPowEP6Oh61raOFrZRJjVjArY2pxUNbZS0WBjW34NH20r9Nsbuq8z0d3VZWmEoigzgcdVVb2g/eeHAVRVfUZ3zLL2Y75VFCUIKAES1U5OLqURQggh/n97dx88V1Xfcfz9SX5JGkJICATKo0k0AR9GQ5oidqgyUnmqghSo8RGkltERWx8rHWe0Be34SEeLSi2I1EGoJaIZRQI+ZFAkSIQEEh4DQQkNzyYklgD55ds/ztnhZru7v9389nfvDft5zez87p57zj1nv7+zd8/ee+5dMyvHhk1Ps/z+J3hiy7O8fP9pHDFnxpjdV/mZbcPcvn4T48eJ54aD6btNYMsz25gycYjpu01g3wpu9TaaqREHAA8Wnq8HXt0uT0Rsk7QJ2At4vJhJ0lnAWQAHH3xw1403MzMzs52337TJnHzYgaXUNWloPAtnzSilrtEaV2ZlEfGNiFgYEQtnzpxZZtVmZmZmZjvoZiD8EHBQ4fmBOa1lnjw1YhrpojkzMzMzs1rqZiB8MzBX0mxJE4FFwJKmPEuA0/PyqcDPOs0PNjMzMzOr2ohzhPOc37OBpaTbp30zItZIOhdYERFLgIuBb0taCzxJGiybmZmZmdVWV/cRjoirgaub0j5ZWN4KnNbfppmZmZmZjZ1SL5YzMzMzM6sLD4TNzMzMbCB5IGxmZmZmA8kDYTMzMzMbSB4Im5mZmdlA8kDYzMzMzAaSB8JmZmZmNpBU1Q/ASXoM+G0llcPewOMV1T2oHPPyOeblcrzL55iXzzEvn2PeHy+KiJnNiZUNhKskaUVELKy6HYPEMS+fY14ux7t8jnn5HPPyOeZjy1MjzMzMzGwgeSBsZmZmZgNpUAfC36i6AQPIMS+fY14ux7t8jnn5HPPyOeZjaCDnCJuZmZmZDeoRYTMzMzMbcLUYCEs6SNLPJd0haY2kv8/pMyRdJ+ne/HfPnH6opBslPSPpo03bekDS7ZJWSlrRoc7jJN0taa2kcwrpr5d0i6TVki6VNNSm/GxJN+Xy/yVpYtP6UySFpNpd6dnneE+XdKWkuyTdKek1bepsF++LJa2SdFvezu5tyl+T862RdKGk8Tn9tJy2vY6xbqhZzLvt45fl8qslfVPShJz+sfz+WpnXDUua0a9Y9Uu/Yi7pkMLrXSnpKUkfbFPnaPv5ZyQ9KGlLi3V/XXgt3xltfMZCzWLebT8/O5cNSXsX0k/K/6+VklZIOrJfceqnPu9bPpS3sVrS5ZL+qE2dp+ft3ivp9Bbrl0ha3aHNo3qfVK2imF8jaaOkHzalz1aHsUgh358ojY3WSvqKJOX0Lyh9ltwm6SpJ0/sRo11KRFT+APYDFuTlqcA9wMuAzwPn5PRzgM/l5X2APwU+A3y0aVsPAHuPUN944D5gDjARWJXrGwc8CMzL+c4F/qbNNr4LLMrLFwLvK6ybClwPLAcWVh3fMY73pcB78vJEYHq38c7r9ijkO79Rf4tt7JH/ClhciP1LgUOAZXWMdd1i3mMfPyHHW8DlxT5eyPMm4GdVx3esY94U14dJ96Mci35+RG73lqb0ucCtwJ6NtlYd3zrHvMd+fhgwi6bPDmB3np8++ErgrqrjO5YxBw4A1gGT8/PvAme0qG8GcH/+u2de3rOw/q+A7wCrO/w/R/U+qfpRdszzuqNJ+9sfNqW3HYs05fs1af8i4MfA8Tn9GGAoL3+u0eZBetTiiHBEbIiIW/LyZuBOUgc5ifShT/775pzn0Yi4GXhuJ6s8HFgbEfdHxLPAFbmuvYBnI+KenO864JTmwvmb1OuBK5vblp1H6lBbd7J9Y6pf8ZY0DXgtcHHO92xEbGxRZbt4ExFP5W0JmAy0nLTeyAcMkXaekdPvjIi7e41B2WoU8676eN721ZGRdqIHtsj2VtIguXbGaL9yNHBfRLT6MaB+9PPlEbGhxaq/Bb4aEb9vtLVDGytTo5j30s9vjYgHWqRvyX0fYApt/mdV63PMh4DJ+ej5bsD/tMhzLHBdRDyZ++N1wHEA+Qjuh4FPd2jyqN8nVasg5kTET4HNxbQuxiKNfPuRvmQsz336PwttuzYituWsy2m9n39Bq8VAuEjSLNI39JuAfQsfCg8D+3axiQCulfQbSWe1yXMA6WhBw/qc9jgwpOdPsZ8KHNSi/F7AxkLnaZRH0gLgoIj4URdtrdwo4z0beAy4RNKtki6SNKVFvnbxbrThklzfocC/dWjrUuBR0s7gynb56q7imHfbx4vtnQC8E7imKX030gfg4hHaXLk+7FcaFtF+4N+Xft7GPGCepBskLZd0XI/lS1dxzHvu561IOlnSXcCPgDN7LV+20cQ8Ih4Cvgj8DtgAbIqIa1tk7dTPzwO+BPxvh6rG8n1SupJi3k7bsUiTA/I6Rsh3Julo8UCp1UA4f5tcDHywcAQQgPwtpptvh0dGxALgeOD9kl7bbf25jkXAv0r6NWnANdxD+8eRTud8pNsyVepDvIeABcDXI+Iw4A+k00E9iYh3A/uTvlW/pUO+Y0mnpCaRvgXvcqqO+U728a8B10fEL5rS3wTcEBFPdlt/Ffq0XyHPvTsR+O+daUe3/byNIdL0iKNIR+H/o85z+aqO+Wj35YXtXBURh5KOnp3Xa/kyjTbmeT7rSaQv2/sDUyS9o4f65wMvjoirem17U1tH8z4pVdUx7ydJnwC2AZdVUX+VajMQzkedFgOXRcT3cvIj+ZB+49D+iKcD8zesxqnDq4DD88T2xkUX7wUeYsejAwfmNCLixoj484g4nDTP955c/9Jc/iLgCWC6nr/4olF+KvAKYJmkB0jzcZaohhdx9Sne64H1EXFTfn4lsKCXeDdExDDpFNkpksYXyp/blG8r8APyqbRdSV1i3mUfb7T5U8BM0unOZp2O1NVCv/Yr2fHALRHxSC47Zv28hfXAkoh4LiLWkf5nc7tsd6nqEvNe+vlIIuJ6YI4KF9PVSZ9i/hfAuoh4LCKeA74H/JmkVxdifiLtY/4aYGH+7Psl6QzGstG+T3oMRWlKjnk7LcciLfYtD7HjlIcdYi7pDOCNwNsL04EGRsuraMsmSaQ5j3dGxPmFVUuA04HP5r8/GGE7U4BxEbE5Lx8DnBsRDwLzC/mGgLmSZpM6wyLgbXndPhHxqKRJwMdJk9sbRyOLdf2cdLrtikbbImITULzqeBlpYnzbu1dUoV/xjoiHla5wPyTSPN2jgTu6jXdux4sjYm1ePpF0QcpwU/ndgakRsSFv6y+B5qOTtVaXmOd13fbx95DmAx4dEdub1k0DXgdUcvSiG/2KecEO86H73c9H8P1c/yV5MDaPdJFSrdQl5nldV/28w2t5CWlucihNeZtEGnjUSh9j/jvgCKUpT0+T9i0r8pfuYsxnAP+ifEcE0ufsP+YzQ1/PeWaRLuo6KufZ6fdJD6EoTdkxbyf3zVZjkf+3b1G688oRpCkc7yJPO1GaZvUPwOsiotOUlheuqMEVe8CRpFMItwEr8+ME0vyXnwL3Aj8BZuT8f0w6QvIUsDEv70G6CnVVfqwBPtGhzhNIRwjuK+YDvkA6JXM36XRHu/JzSBcQrSWdtpvUIs8yangng37FO6+bD6zI2/o+hauHR4o36YzEDcDtwGrSKZk9WpTdF7g517Ga9AZuXOV6cm7PM8AjwNKq41vnmPfYx7flso32frKw7gzgiqrjWmLMp5AGQdNGqHOn+3nO+/lc7/b8959yukjTru7I21lUdXzrHPMe+/nf5Xq3kS5Uuiinf5z0ObISuJE07a7yGI9xzP+ZNPhcDXybFp9rOd+ZpM++tcC7W6yfRZu7RvTjfVL1o6KY/4J0fcjTufyxOX3EsUjOtzDXcR9wAc/fEWUtac5243VcWHV8y374l+XMzMzMbCDVZo6wmZmZmVmZPBA2MzMzs4HkgbCZmZmZDSQPhM3MzMxsIHkgbGZmZmYDyQNhM7OKSRrON79fI2mVpI8o/VJlpzKzJL2trDaamb0QeSBsZla9pyNifkS8HHgD6RfVPjVCmVnkH48wM7Od4/sIm5lVTNKWiNi98HwO6Udk9gZeRLrR/pS8+uyI+JWk5cBLgXXApcBXSL9odRTpV9C+GhH/XtqLMDPbBXkgbGZWseaBcE7bCBwCbAa2R8RWSXOByyNioaSjSD/h/sac/yxgn4j4dP5Z4RuA0yJiXakvxsxsFzJUdQPMzKyjCcAFkuYDw8C8NvmOAV4p6dT8fBowl3TE2MzMWvBA2MysZvLUiGHgUdJc4UeAV5Gu69jarhjwgYhYWkojzcxeAHyxnJlZjUiaCVwIXBBp7to0YENEbAfeCYzPWTcDUwtFlwLvkzQhb2eepCmYmVlbPiJsZla9yZJWkqZBbCNdHHd+Xvc1YLGkdwHXAH/I6bcBw5JWAd8Cvky6k8QtkgQ8Bry5rBdgZrYr8sVyZmZmZjaQPDXCzMzMzAaSB8JmZmZmNpA8EDYzMzOzgeSBsJmZmZkNJA+EzczMzGwgeSBsZmZmZgPJA2EzMzMzG0geCJuZmZnZQPo/qYfRajXtRVAAAAAASUVORK5CYII=\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 41:\n",
            "Return = -99.22%\n",
            "Volatility = 179.23%\n",
            "Sharpe = -0.55\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 1:\n",
            "Return = -89.72%\n",
            "Volatility = 134.93%\n",
            "Sharpe = -0.66\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 12:\n",
            "Return = -95.30%\n",
            "Volatility = 139.18%\n",
            "Sharpe = -0.68\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Current Eigen-Portfolio 19:\n",
            "Return = -93.08%\n",
            "Volatility = 91.48%\n",
            "Sharpe = -1.02\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}