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          "text": [
            "Dataset loaded successfully.\n",
            "Shape: 132 rows, 10 columns\n",
            "\n",
            "Column names:\n",
            "['COUNTRY', 'AVG_WEEKLY_WORKING_HOURS', 'MEAN_NET_INCOME', 'AVG_JOB_SATISFACTION', 'WORK_PRESSURE', 'COST_OF_LIVING_INDEX', 'FINANCIAL_COMFORT', 'WORK_LIFE_BALANCE', 'STRESS_LEVEL', 'SATISFACTION_DRIVER_SCORE']\n",
            "\n",
            "First 5 rows:\n"
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            "text/plain": [
              "       COUNTRY  AVG_WEEKLY_WORKING_HOURS  MEAN_NET_INCOME  \\\n",
              "0      Finland                      37.2          27389.0   \n",
              "1      Iceland                      39.4          43769.0   \n",
              "2       Norway                      34.0          42203.0   \n",
              "3      Austria                      36.7          27804.0   \n",
              "4  Switzerland                      35.3          49607.0   \n",
              "\n",
              "   AVG_JOB_SATISFACTION  WORK_PRESSURE  COST_OF_LIVING_INDEX  \\\n",
              "0                   8.1           0.43                  1.42   \n",
              "1                   8.1           0.57                  2.26   \n",
              "2                   8.1           0.22                  2.18   \n",
              "3                   8.0           0.39                  1.44   \n",
              "4                   7.9           0.30                  2.56   \n",
              "\n",
              "   FINANCIAL_COMFORT  WORK_LIFE_BALANCE  STRESS_LEVEL  \\\n",
              "0              19.29               0.59          0.37   \n",
              "1              19.37               0.42          0.62   \n",
              "2              19.36               0.81          0.15   \n",
              "3              19.31               0.69          0.37   \n",
              "4              19.38               0.69          0.21   \n",
              "\n",
              "   SATISFACTION_DRIVER_SCORE  \n",
              "0                       6.01  \n",
              "1                       5.90  \n",
              "2                       6.18  \n",
              "3                       6.06  \n",
              "4                       6.12  "
            ],
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              "      <th></th>\n",
              "      <th>COUNTRY</th>\n",
              "      <th>AVG_WEEKLY_WORKING_HOURS</th>\n",
              "      <th>MEAN_NET_INCOME</th>\n",
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              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Finland</td>\n",
              "      <td>37.2</td>\n",
              "      <td>27389.0</td>\n",
              "      <td>8.1</td>\n",
              "      <td>0.43</td>\n",
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              "      <td>6.01</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Iceland</td>\n",
              "      <td>39.4</td>\n",
              "      <td>43769.0</td>\n",
              "      <td>8.1</td>\n",
              "      <td>0.57</td>\n",
              "      <td>2.26</td>\n",
              "      <td>19.37</td>\n",
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              "      <td>0.62</td>\n",
              "      <td>5.90</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Norway</td>\n",
              "      <td>34.0</td>\n",
              "      <td>42203.0</td>\n",
              "      <td>8.1</td>\n",
              "      <td>0.22</td>\n",
              "      <td>2.18</td>\n",
              "      <td>19.36</td>\n",
              "      <td>0.81</td>\n",
              "      <td>0.15</td>\n",
              "      <td>6.18</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Austria</td>\n",
              "      <td>36.7</td>\n",
              "      <td>27804.0</td>\n",
              "      <td>8.0</td>\n",
              "      <td>0.39</td>\n",
              "      <td>1.44</td>\n",
              "      <td>19.31</td>\n",
              "      <td>0.69</td>\n",
              "      <td>0.37</td>\n",
              "      <td>6.06</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Switzerland</td>\n",
              "      <td>35.3</td>\n",
              "      <td>49607.0</td>\n",
              "      <td>7.9</td>\n",
              "      <td>0.30</td>\n",
              "      <td>2.56</td>\n",
              "      <td>19.38</td>\n",
              "      <td>0.69</td>\n",
              "      <td>0.21</td>\n",
              "      <td>6.12</td>\n",
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              "type": "dataframe",
              "summary": "{\n  \"name\": \"display(df\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"COUNTRY\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"Iceland\",\n          \"Switzerland\",\n          \"Norway\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AVG_WEEKLY_WORKING_HOURS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.038872237291979,\n        \"min\": 34.0,\n        \"max\": 39.4,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          39.4,\n          35.3,\n          34.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MEAN_NET_INCOME\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 10026.235076039262,\n        \"min\": 27389.0,\n        \"max\": 49607.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          43769.0,\n          49607.0,\n          42203.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AVG_JOB_SATISFACTION\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.08944271909999127,\n        \"min\": 7.9,\n        \"max\": 8.1,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          8.1,\n          8.0,\n          7.9\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"WORK_PRESSURE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.13292855223765884,\n        \"min\": 0.22,\n        \"max\": 0.57,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          0.57,\n          0.3,\n          0.22\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"COST_OF_LIVING_INDEX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.5147037983151087,\n        \"min\": 1.42,\n        \"max\": 2.56,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          2.26,\n          2.56,\n          2.18\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"FINANCIAL_COMFORT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.03962322551231831,\n        \"min\": 19.29,\n        \"max\": 19.38,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          19.37,\n          19.38,\n          19.36\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"WORK_LIFE_BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.14560219778561037,\n        \"min\": 0.42,\n        \"max\": 0.81,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0.42,\n          0.69,\n          0.59\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"STRESS_LEVEL\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.18242806801586206,\n        \"min\": 0.15,\n        \"max\": 0.62,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0.62,\n          0.21,\n          0.37\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"SATISFACTION_DRIVER_SCORE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.1071447618878308,\n        \"min\": 5.9,\n        \"max\": 6.18,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          5.9,\n          6.12,\n          6.18\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
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          "metadata": {}
        }
      ],
      "source": [
        "# =========================================================\n",
        "# STEP 1: Setup, imports, and loading the dataset\n",
        "# =========================================================\n",
        "\n",
        "# If needed in Colab:\n",
        "# from google.colab import files\n",
        "# uploaded = files.upload()\n",
        "\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "from IPython.display import display\n",
        "\n",
        "# Optional: make plots look cleaner\n",
        "sns.set_theme(style=\"whitegrid\")\n",
        "\n",
        "# Load dataset\n",
        "df = pd.read_csv(\"final_dataset.csv\")\n",
        "\n",
        "# Basic preview\n",
        "print(\"Dataset loaded successfully.\")\n",
        "print(f\"Shape: {df.shape[0]} rows, {df.shape[1]} columns\")\n",
        "\n",
        "print(\"\\nColumn names:\")\n",
        "print(df.columns.tolist())\n",
        "\n",
        "print(\"\\nFirst 5 rows:\")\n",
        "display(df.head())"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# STEP 2: Data Quality Check\n",
        "# =========================================================\n",
        "\n",
        "print(\"=== Data Types ===\")\n",
        "print(df.dtypes)\n",
        "\n",
        "print(\"\\n=== Missing Values ===\")\n",
        "missing_values = df.isnull().sum()\n",
        "print(missing_values)\n",
        "\n",
        "print(\"\\n=== Duplicate Rows ===\")\n",
        "duplicates = df.duplicated().sum()\n",
        "print(f\"Number of duplicate rows: {duplicates}\")\n",
        "\n",
        "print(\"\\n=== Basic Statistics ===\")\n",
        "display(df.describe())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 840
        },
        "id": "x3XpnCKXtqUH",
        "outputId": "3b9a8e5f-ebff-4571-a7cb-96d065806dc7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "=== Data Types ===\n",
            "COUNTRY                       object\n",
            "AVG_WEEKLY_WORKING_HOURS     float64\n",
            "MEAN_NET_INCOME              float64\n",
            "AVG_JOB_SATISFACTION         float64\n",
            "WORK_PRESSURE                float64\n",
            "COST_OF_LIVING_INDEX         float64\n",
            "FINANCIAL_COMFORT            float64\n",
            "WORK_LIFE_BALANCE            float64\n",
            "STRESS_LEVEL                 float64\n",
            "SATISFACTION_DRIVER_SCORE    float64\n",
            "dtype: object\n",
            "\n",
            "=== Missing Values ===\n",
            "COUNTRY                      0\n",
            "AVG_WEEKLY_WORKING_HOURS     0\n",
            "MEAN_NET_INCOME              0\n",
            "AVG_JOB_SATISFACTION         0\n",
            "WORK_PRESSURE                0\n",
            "COST_OF_LIVING_INDEX         0\n",
            "FINANCIAL_COMFORT            0\n",
            "WORK_LIFE_BALANCE            0\n",
            "STRESS_LEVEL                 0\n",
            "SATISFACTION_DRIVER_SCORE    0\n",
            "dtype: int64\n",
            "\n",
            "=== Duplicate Rows ===\n",
            "Number of duplicate rows: 0\n",
            "\n",
            "=== Basic Statistics ===\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "       AVG_WEEKLY_WORKING_HOURS  MEAN_NET_INCOME  AVG_JOB_SATISFACTION  \\\n",
              "count                132.000000       132.000000            132.000000   \n",
              "mean                  38.503788     19204.436591              7.359091   \n",
              "std                    3.043963     12961.860338              0.619401   \n",
              "min                   29.500000      3040.000000              5.600000   \n",
              "25%                   36.600000      7477.627500              7.075000   \n",
              "50%                   39.100000     16678.775000              7.400000   \n",
              "75%                   40.400000     27467.500000              7.700000   \n",
              "max                   46.700000     55265.560000              8.800000   \n",
              "\n",
              "       WORK_PRESSURE  COST_OF_LIVING_INDEX  FINANCIAL_COMFORT  \\\n",
              "count     132.000000            132.000000         132.000000   \n",
              "mean        0.512955              0.992727          19.332576   \n",
              "std         0.200354              0.669425           0.106968   \n",
              "min        -0.080000              0.160000          19.000000   \n",
              "25%         0.390000              0.387500          19.267500   \n",
              "50%         0.550000              0.865000          19.330000   \n",
              "75%         0.640000              1.422500          19.380000   \n",
              "max         1.050000              2.860000          19.660000   \n",
              "\n",
              "       WORK_LIFE_BALANCE  STRESS_LEVEL  SATISFACTION_DRIVER_SCORE  \n",
              "count         132.000000    132.000000                 132.000000  \n",
              "mean            0.481364      0.514697                   5.937197  \n",
              "std             0.204106      0.199003                   0.148151  \n",
              "min             0.000000      0.000000                   5.570000  \n",
              "25%             0.360000      0.390000                   5.830000  \n",
              "50%             0.455000      0.540000                   5.940000  \n",
              "75%             0.602500      0.640000                   6.030000  \n",
              "max             1.000000      1.000000                   6.310000  "
            ],
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              "\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>AVG_WEEKLY_WORKING_HOURS</th>\n",
              "      <th>MEAN_NET_INCOME</th>\n",
              "      <th>AVG_JOB_SATISFACTION</th>\n",
              "      <th>WORK_PRESSURE</th>\n",
              "      <th>COST_OF_LIVING_INDEX</th>\n",
              "      <th>FINANCIAL_COMFORT</th>\n",
              "      <th>WORK_LIFE_BALANCE</th>\n",
              "      <th>STRESS_LEVEL</th>\n",
              "      <th>SATISFACTION_DRIVER_SCORE</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "      <td>132.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>38.503788</td>\n",
              "      <td>19204.436591</td>\n",
              "      <td>7.359091</td>\n",
              "      <td>0.512955</td>\n",
              "      <td>0.992727</td>\n",
              "      <td>19.332576</td>\n",
              "      <td>0.481364</td>\n",
              "      <td>0.514697</td>\n",
              "      <td>5.937197</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>3.043963</td>\n",
              "      <td>12961.860338</td>\n",
              "      <td>0.619401</td>\n",
              "      <td>0.200354</td>\n",
              "      <td>0.669425</td>\n",
              "      <td>0.106968</td>\n",
              "      <td>0.204106</td>\n",
              "      <td>0.199003</td>\n",
              "      <td>0.148151</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>29.500000</td>\n",
              "      <td>3040.000000</td>\n",
              "      <td>5.600000</td>\n",
              "      <td>-0.080000</td>\n",
              "      <td>0.160000</td>\n",
              "      <td>19.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>5.570000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>36.600000</td>\n",
              "      <td>7477.627500</td>\n",
              "      <td>7.075000</td>\n",
              "      <td>0.390000</td>\n",
              "      <td>0.387500</td>\n",
              "      <td>19.267500</td>\n",
              "      <td>0.360000</td>\n",
              "      <td>0.390000</td>\n",
              "      <td>5.830000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>39.100000</td>\n",
              "      <td>16678.775000</td>\n",
              "      <td>7.400000</td>\n",
              "      <td>0.550000</td>\n",
              "      <td>0.865000</td>\n",
              "      <td>19.330000</td>\n",
              "      <td>0.455000</td>\n",
              "      <td>0.540000</td>\n",
              "      <td>5.940000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>40.400000</td>\n",
              "      <td>27467.500000</td>\n",
              "      <td>7.700000</td>\n",
              "      <td>0.640000</td>\n",
              "      <td>1.422500</td>\n",
              "      <td>19.380000</td>\n",
              "      <td>0.602500</td>\n",
              "      <td>0.640000</td>\n",
              "      <td>6.030000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>46.700000</td>\n",
              "      <td>55265.560000</td>\n",
              "      <td>8.800000</td>\n",
              "      <td>1.050000</td>\n",
              "      <td>2.860000</td>\n",
              "      <td>19.660000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>6.310000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-02372a74-a357-4505-ae8a-f57ad9487d2f')\"\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 -960 960 960\">\n",
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              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\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",
              "      width: 32px;\n",
              "    }\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",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\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",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-02372a74-a357-4505-ae8a-f57ad9487d2f 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-02372a74-a357-4505-ae8a-f57ad9487d2f');\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",
              "\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"display(df\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"AVG_WEEKLY_WORKING_HOURS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 37.29593100947769,\n        \"min\": 3.0439629980154277,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          38.503787878787875,\n          39.1,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MEAN_NET_INCOME\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 17567.540746123494,\n        \"min\": 132.0,\n        \"max\": 55265.56,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          19204.43659090909,\n          16678.775,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AVG_JOB_SATISFACTION\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 44.48925003038283,\n        \"min\": 0.6194006639584302,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          7.359090909090909,\n          7.4,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"WORK_PRESSURE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 46.50538531933758,\n        \"min\": -0.08,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.5129545454545456,\n          0.55,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"COST_OF_LIVING_INDEX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 46.30490368446399,\n        \"min\": 0.16,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.9927272727272727,\n          0.865,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"FINANCIAL_COMFORT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 41.35727250616557,\n        \"min\": 0.1069680783668568,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          19.332575757575754,\n          19.33,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"WORK_LIFE_BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 46.51324151885528,\n        \"min\": 0.0,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.48136363636363644,\n          0.455,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"STRESS_LEVEL\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 46.50414402453223,\n        \"min\": 0.0,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.5146969696969697,\n          0.54,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"SATISFACTION_DRIVER_SCORE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 44.90878879914184,\n        \"min\": 0.14815050318443265,\n        \"max\": 132.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          5.93719696969697,\n          5.94,\n          132.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# STEP 3: Descriptive Analysis (Distributions)\n",
        "# =========================================================\n",
        "\n",
        "numeric_cols = df.select_dtypes(include=['float64', 'int64']).columns\n",
        "\n",
        "# Plot histograms\n",
        "df[numeric_cols].hist(figsize=(15, 10), bins=20)\n",
        "plt.suptitle(\"Distribution of Variables\", fontsize=16)\n",
        "plt.show()\n",
        "\n",
        "# Boxplots (to detect outliers)\n",
        "plt.figure(figsize=(15, 8))\n",
        "sns.boxplot(data=df[numeric_cols])\n",
        "plt.xticks(rotation=45)\n",
        "plt.title(\"Boxplot of Variables\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "SDTEus5Htqks",
        "outputId": "b05f51db-a27a-4748-a4bc-813f83d276e8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1000 with 9 Axes>"
            ],
            "image/png": 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AUYNMTp5gKiws1Hn7mti9e7fa6bt27QJQ3CF/rVr/e+8mT+jcuHFDZR2pVIoTJ06o3Z68PAUFBVrF16hRI0XzQXmzvpIEQcDPP/8MAAgKCtJq29qS9w2VmZmJgwcPqsx//vw5kpKSDBZLv379YGdnh/T0dBw+fFjRpHDo0KFKy+Xk5KCwsBB2dnYqSS+g+DPXp9ZVWeTJYHVNQX///XdF8+CyaPtdVMfS0hIdO3YE8L9EnD58fX0VneuX/hslIiIiw2Dii4iIyAgEQUBycjKGDh2K9PR0ODk5YeHChRqte+zYMSQnJ0Mmk6ls87fffgOg2g+VPMF07do1/YMvx4ULFxATE6M07dSpU/jhhx8AAKNHj1aaFxwcDAD44YcflPqxysvLw9y5c/Hvv/+q3U+jRo0AqE+YVWTs2LEAgNWrV+Py5cuK6YIgYPXq1bh06RIcHBwUNekMxcbGBsOHDwcAfPnll0o1v2QyGT777DM8fPgQLi4uenUOXxaxWIywsDAAwJw5c/D8+XN4eXnB19dXabkGDRqgTp06yM7OViSN5M6cOYP/+7//q/TYAMDDwwMAsGnTJqXpaWlp+PjjjytcX9vvYlmioqJgZWWFr776Cj///LPa5rdXr17F/v37Fb8fOHAAf/31l8qyMpkMv//+OwD9+9MjIiIizbCpIxERkYFt374dJ0+eBADk5+fj6dOnuHjxIjIzMwEA7du3x+eff67xg/CVK1fwxRdfwM7ODt7e3mjYsCFevHiBixcvKvpomjp1qtI6ffv2xYkTJ/Dee++hc+fOipo748aNUyQYKkNkZCT+7//+D7/88gskEgkePHiAU6dOoaioCCNHjlTpILx///7YsGEDzp8/j7CwMAQGBqKoqAjnz5+HlZUVXn31VUUTvJLatGmDhg0b4uLFi3jllVfg5eWFWrVqwd3dXVHrrSzyvqF++eUXvPrqq2jXrh3q16+PCxcu4ObNm6hduzaWLFmidbM2XUyZMgXnz5/HsWPHEBoaiqCgILz00ks4c+YM7t69C0dHRyxbtkznwQoqMnToUPz444948uSJ4vfSLC0t8c477+CLL77A7Nmz8cMPP8DV1RV3797F6dOnMXDgQJw6darcJpu6iIqKwpQpU7Bs2TLs2bMHL7/8Mh4/foyUlBQEBgaiYcOGOH36dJnra/tdLEurVq3w1Vdf4YMPPkB0dDT++9//onnz5qhbty6ysrJw9epV3Lt3D6GhoejTpw8A4OTJk9i4cSPq1q0Lb29v1KtXD8+ePcPZs2fx+PFjODs7V/g9JSIiosrBxBcREZGBpaamIjU1FQBga2sLOzs7eHl5oXXr1ujfv79KDZuKhISEIDc3F6dOncKtW7dw9uxZ1K5dG40aNcKECRMwfPhwRY0ouTfeeAPPnj3D7t27kZycrBh5cODAgZWa+Orduzd69uyJ7777TlErzdvbGyNGjFDbObiVlRXWrVuHZcuW4ddff8XRo0dRr1499O7dG1OnTlXUzinN2toacXFxWLp0Kc6cOYPLly+jqKgI7du3rzChIBKJsHjxYnTt2hU//vgjLly4AKlUigYNGmDIkCEYP358pR6T8lhbWyM2Nhbbtm3DL7/8glOnTiE/Px//+c9/EBkZifHjxxu0rzFfX194eXnh6tWrsLKywsCBA9UuN3r0aLi4uCA2NhY3btzAtWvX4OHhgXnz5uGNN95Az549Kz22Pn364Pvvv8fKlStx+fJlZGRkwNXVFVFRURg7dizGjRtX7vrafhfL079/f/j4+GDTpk34888/kZqaisLCQjRo0ABNmzbF8OHDlQYEGDJkCGrXro2UlBRcv34dT548gb29Pf7zn/9g1KhReO2111C3bl2djgsRERFpRyQYolMGIiIiIiIiIiIiI2MfX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8ERERERERERGRWWLii4iIiIiIiIiIzBITX0REREREREREZJaY+CIiIiIiIiIiIrPExBcREREREREREZklJr6IiIiIiIiIiMgsMfFFRERERERERERmiYkvIiIiIiIiIiIyS0x8aWjz5s2QSCSIiIhQTNu/fz8kEgm2b99e5npHjx6FRCLBxo0blaafOnUKU6dORZcuXdC6dWsEBgYiIiICK1euxKNHjzSOKykpCRKJBAcOHFCZN3DgQEgkEhw/flxlXvfu3TFs2DDF7yEhIZBIJGp/xo0bp1huxYoVZS4nkUjw8OFDAMDt27chkUgQFxentF9BEDBv3jxIJBKsWLECAHDixAlIJBLs3btXadl58+ahdevWuHr1qkr8BQUFGDBgAEJCQpCXl1fhcRo/fjzatWsHQRCUpl+8eBESiQQ9evRQWefYsWOQSCT48ccflabfvXsX8+bNQ0hICFq3bo3g4GC88847SElJUdmGvGzyn5YtWyI4OBhTpkzBjRs3VJaPjo6Gv7+/yvTLly8jKCgIISEhuH37NgAgMjIS4eHhSsvJP8eFCxeWGUvp4wwAGRkZ+OSTT9C3b1+0adMGbdq0QWhoKBYsWIDLly+rLF+esj57Ofl36MmTJyrzDh8+jHHjxiEoKAg+Pj7o27cvvvzySzx9+lRlWXXll3vy5InSdwwAdu7cqfRZeHt7o0uXLoiOjsb9+/dVtlFUVIRdu3YhIiIC7du3h7+/P/r27Yv3338fZ86c0fBoEJE6Jf8eT506pTJfEAR069YNEokEEydOVEwv7/ozb948tfuaOnUqJBIJvvrqK7XzS56nz58/rzK/rPOyJuXz8fFRe34p7/xd1nVYfm7V5Ed+nahISEiI0vEF/neM165dW2a5/v77b5V5ly5dwqxZs9CtWze0bt0a7du3x+jRo7Fjxw4UFhYqLZuXl4dVq1ZhwIABaNOmDQIDA/Hmm29i165dKtfpkjF9+OGHasuxdOlSxTIlry3R0dFlHiMfHx+NjhERVX/V9TkNKP+8mZKSgnfffRcdO3ZE69atERISgnnz5uHu3bsqy5Z+BmvRogU6d+6MiRMn6nRfqst9bnZ2Nnx8fCCRSJSeYyp6PpT/REZGAlB/XdU0ntLPViV/pk+frrTN5ORkSCQSdO7cGUVFRWUei9zcXKxcuRIDBw6Ev78/fH19ER4ejq+++gr3798vd5+lf4DK/8w7duwIqVSqMl/dNZzKVsvYAZiK+Ph4NGnSBOfOncOtW7fQrFkzdO/eHfb29oiPj1c60ZaUkJAAS0tLhIWFKaYtW7YMq1evhqurK4YMGQIXFxfk5+fj/PnzWLduHXbt2oVff/1Vo7gCAwMBFP8R9e7dWzE9NzcX165dQ61atZCamooOHToo5v3777/4999/ERoaqrStli1bYsyYMSr7aNiwocq0+fPnw9bWVmW6g4NDmbEKgoD58+fjxx9/xDvvvIPJkyeXW7ZZs2bh0KFD+Pjjj/HDDz9AJBIp5q1fvx5Xr17FmjVr1MZRWmBgII4cOYKrV68qTkoAkJqailq1auHu3bu4d+8eGjVqpDRPvq5cSkoKJkyYAACIiIiAp6cnHj16hJ9//hnDhw/Hhx9+qDiplxQZGQkfHx8UFBTgypUr2Lp1K06cOIGEhAQ4OTmVG/vVq1cxevRo2NraYsOGDXBxcamwvNu2bcOECRPg7Oxc4bKHDx/G9OnTYWlpiQEDBqBFixawsLBAWloa9u/fjy1btuDgwYNo0qRJhdvSx5dffom1a9eiRYsWeOutt+Do6IgLFy7g+++/R2JiItavXw8PDw+99zNlyhTF39yZM2fw888/IyUlBQkJCbCxsVEs9+mnn2Lz5s3o2bMnBgwYAEtLS9y8eRO///47XF1d4efnp3csRDWdjY0NEhIS0LZtW6XpJ0+exL1792Btba2yTqdOnTBo0CCV6e7u7irTcnNzcfjwYTRp0gSJiYmYNWuW0rWktJUrV+Lbb7/VoSTq5efnY82aNZg7d65Gy5d3Ha5Xrx4WL16sNH3dunW4d+8ePvjgA6Xp9erV0z3o/y8uLg5vvPEGxGJxhctu374dH3/8MerXr49BgwahWbNmePbsGY4fP44PP/wQDx8+xKRJkwAAjx49wujRo3Hjxg2EhoZixIgRePHiBfbv34/Zs2cjOTkZS5YsgaWlpdI+bGxssH//fnz88ccq3wv5+fvFixcqsVlbW+PTTz9VmV56+0Rkuqrrc1p5Nm3ahM8++wyurq4YMWIEnJyckJaWhu3btyMpKQlr1qxBQECAynryZzBBEPDvv/9i+/btGDFiBLZv346WLVtqvH9d7nP37t0LkUgEJycn7N69W5Fo6t27N5o2bapYLi8vD/Pnz0fv3r2Vnk8bNGhQafHIn61KKv2ssnv3bjRp0gR37tzB8ePH0bFjR5X9ZmRkYPTo0fj333/Rr18/vP7667CyssKVK1fw008/4ddff8XmzZtVrr//93//B1tbW8W1TRO6fuaPHz/Gli1bMHbsWI33RaqY+NJARkYGTp8+jZUrV2LevHmIj49HVFQUrK2t0bdvX+zcuRP3799XSTK8ePECBw4cQMeOHVG/fn0AxTW0Vq9ejf79+2Px4sUqN29z5szB+vXrNY7N2dkZLi4uKrWNTp8+DUEQ0K9fP5V58t9LJnTk21L3MKFO3759tb6xXrhwIbZu3YpJkyZh6tSpFS7v4OCAOXPmYPr06di2bRtef/11AMU1rlatWoX+/fujW7duGu27ZIKwdOKra9euOH78OFJSUpQufKmpqXB0dISnpycAICsrC1OnTkXt2rWxZcsWpRP8mDFjMG7cOHz++edo1aqVykmrbdu26Nevn+J3d3d3zJ8/H7t27cL48ePLjPvatWsYNWoUateujY0bN8LV1bXCsr788su4efMmYmJi8NFHH5W77D///IMZM2agcePGWL9+vUqSc9asWfjhhx9gYWHYyqEJCQlYu3YtQkNDlR54IiIiMGTIEIwcORJTp07Fzz//jFq19Dttde3aVXGhjIiIQN26dRETE4ODBw8qksGPHj3CDz/8gNdee02l9pwgCGprqxGR9rp164a9e/fio48+UvrbTkhIQKtWrZCZmamyjpubm8bXqn379qGoqAiff/45Ro0ahb/++gvt27dXu2zLli1x+PBhXLhwAa1atdKpPOq2qc2LiIquw6XnJSUlITs7W+PjoamWLVvi0qVL2Lp1q9pEXElnzpzBxx9/DD8/P6xZswZ2dnaKeaNHj8bff/+Na9euKabNnj0bN27cwMqVK9GzZ0/F9JEjRypegLRs2VLxkkmuS5cuOHToEI4cOYJevXoppqempuL27dvo27cv9u3bpxJfrVq1Kv34EFH1UZ2f08qSkpKCzz//HIGBgYiNjVV6wfDGG2/gjTfewJQpU5CYmIg6deoorVv6GaxXr14IDw/H3r17NU586Xqfu3v3bnTr1g2NGzdGQkKCIvHVokULtGjRQrHckydPMH/+fEgkEo3Ov7rEU/rZqrS8vDwcOnQIM2bMwM6dOxEfH6+S+CooKEBUVBQeP36MjRs3qryEmz59OmJiYtCgQQOVcsTExKBu3boaX1/0+cxbtmyJuLg4vPnmm6hdu7ZG+yNVbOqogfj4eNSpUwfdunVD3759ER8fr5g3cOBAFBUVISkpSWW93377DTk5ORgwYIBi2rJly1C3bl189tlnat9k29vbV1gTqrTAwEBcunQJz58/V0xLTU3Fyy+/jC5duuDs2bNK1TtTU1MhEonUZpQNRZ7Fnzhxoko11PKEhoaiW7du+Prrr/H48WMAxQm0WrVqldnkQR1fX19YWVkpanHJpaamol27dvD19VWaV1RUhDNnzsDf319RO+DHH3/Ew4cP8d577yklvQCgdu3aWLRoEUQiEVatWlVhPPITa0ZGRpnL3LhxA6NHj4a1tbXGSS+g+G3HoEGDsG3bNrVNbEqKjY1FXl4evvjiC7U1+2rVqoWRI0fiP//5j0b71tXKlStRp04dLFy4UOUtvK+vL9566y1cvXpV7UONvtR9Frdv34YgCGr/RkQikeIGiYj0ExYWhszMTBw9elQxLT8/H/v27VO6dupKfqPboUMHeHp6Kl2/SxsxYgTq1Kmj1ERaXxMnTkRRURFiYmIqbZtVISAgAB06dEBsbKzSvYU6K1euhEgkwpIlS5SSXnI+Pj4YMmQIgOIk2R9//IFXXnlFKeklN3PmTLi5uandr7OzM9q2bYuEhASl6fHx8fDy8sLLL7+sbTGJyAxU9+c0dVavXg2RSIRFixap1Kpt2rQp3nvvPTx8+FCluxV15LWotKnFqst97t27d3Hq1CmEhoYiLCwMt2/fVnmu0pUh7rsPHDiA58+fo1+/fggNDcX+/ftVagXv378fly9fxqRJk1SSXgBgZ2en1XNrefT5zN999108evQIW7ZsqZRYaiomvjQQHx+P3r17w9raGuHh4UhPT8e5c+cAAO3atUOjRo3U3kwnJCRALBYr3kzevHkT6enp6NWrF1566aVKiy8wMBAymQxnz55VTEtNTYW/vz8CAgKQk5Oj1E9WamoqPDw8ULduXaXtFBQU4MmTJyo/6m56s7KyVJbLzs5WG9/nn3+OTZs2Yfz48ZgxY4bW5fv4448hk8nw+eef49dff8WhQ4cwc+bMCpsIlmRjY4PWrVsrnaDlTT79/f3h7++vNO/q1avIzc1VqhV36NAh2NjYqDQRlXN1dUVgYCBOnDhR4YPCnTt3AJTdNDQtLQ2jRo2CpaUlNm7cqJJoq8jbb7+NwsLCCh+2Dh8+jGbNmqFNmzZabV8TUqlU7fepdBv19PR03Lx5Ez179lT70AQAgwcPVsRb2dR9Fo0bNwZQXKVbXZt6IqocTZo0gZ+fHxITExXTjhw5gpycnDLPtS9evFB7bsnPz1daTt4vh7wmb1hYGPbt26eynJydnR1GjRqlqPVVGVxcXDR+EQFodx02tMmTJ1d4oy2VSnH8+HG0bdtWcd4sj/wcLj+nl1arVi2Eh4cjKytL7QPVgAEDcPjwYTx79gxA8fHau3dvhUlSdcc0Nze3wniJqPqr7s9ppcnPm4GBgWW+1A4NDYW1tbXa+175M9jjx49x8eJFzJ07FzY2Nujfv7/GMehynys/Xj169ICvry+aNm1a7sskbegSz7Nnz1TO6yUresTHxyMoKAhOTk4ICwvDs2fPcOjQIaVtHDx4EIBqberKpu9nHhgYqPHLKCobE18VOH/+PNLS0hQ3zoGBgUonUAsLC4SFheHChQu4efOmYr3c3FwkJyejZ8+eipNnWloaAKi8lZRX4Sz5U1BQoHGMJZvxAcU3gufOnUNAQACaNm2KBg0aKObl5ubi6tWrKs0cAeCPP/5AcHCwyk/pDh8BoF+/firLvfbaayrLbd68GRs2bMC4ceMwa9YsjctUUpMmTTB58mQkJCTgww8/REBAgKLZozYCAgJw584dxcNHamoqbGxs0KpVK/j7++PKlSuKG2F1zUFv3LgBd3d3tW+A5CQSCWQyGW7duqU0XX5yfvDgAX7//Xd8/vnnEIlE6NOnj8o2ZDIZRo4cCZFIhI0bN6JZs2Zal9XV1RUDBw7Etm3b8ODBA7XL5Obm4sGDB2rfkmdnZ+v90LVixQq136fSnd5fv34dAJSaoJbm4uICOzs7xd+QPnJzc/HkyRPcu3cP+/btw8qVK2Ftba00wEHDhg0xePBg/Pbbb+jWrRuioqKwdu1atQMSEJF+BgwYgF9//VVxnomPj0e7du3KbBr4008/qT23lB7kJTExEdbW1oqaRWFhYcjKysKRI0fKjGXkyJGoU6cOVq5cWUml0/xFBKDdddjQ2rZti6CgIMTFxZV5Dbh16xZkMhm8vLw02qb8fF+ySUxp8nnqzrd9+/ZFYWGhon+do0eP4unTp0rdFJSWl5en9phq0uUCEVVvpvCcVtqtW7dQUFBQ7nnQ2toa7u7uau975c9gHTt2xCuvvIITJ05g1apVWtV61eU+Nz4+Hj179lQ0tQsNDcWePXv0Ohb6xDNnzhyV87q8g/jHjx/j2LFjiu9F48aN4efnp5KoS0tLg729vcFbtuj7mQNAVFQUHj16hK1btxoqTLPHPr4qEB8fjwYNGiAoKAhAcXXL0NBQ7N69G9HR0bC0tMTAgQMRFxeHhIQERfXXffv24cWLF0pvIeVJldKdsefk5CA4OFhp2k8//aTxiEOenp5wdHRUJGsuX76MvLw8xWgZ8tpMw4cPx5kzZ1BYWKg28dWmTRtMmzZNZbq6xMuKFStUaueo6wBXPvKJuk6HtTFq1Cjs2rUL165dwyeffFJu58RlCQwMRFxcHE6dOoWwsDCkpqaiVatWsLa2hr+/P4qKinD27Fl06tRJkRRr3bq1Yv1nz55V+AZIPr/0m+Q5c+Yo/S7vpNjX11dlG4WFhcjMzIS7u7tKrTxtvPPOO9i9ezfWrFmjtq+vsr6PQHGHkSVHc3z//feVRvfUxOuvv6627f2uXbvwyy+/KH6Xv7nX5NhWxhv60aNHK/3epEkTfPXVV0oDGwDAF198AV9fX+zYsQMHDhzAgQMH8OWXX6JDhw5YvHixRv31EFHF+vfvj88//xyHDx9Gly5d8Ntvv5XbP2HPnj0xYsQIlemlky/x8fHo1q2b4lrl5uaGVq1aYffu3Up9RJVkb2+PkSNHYsWKFbh48SK8vb31KFmxki8iJkyYoLZZuZw21+GqMHnyZIwYMQJbt25VOXcC/7uOaFo7QpPzfVnXUQCoU6cOunTpgsTERAwaNAjx8fHw9/cvd/AVGxsbtQMW6HN9JaLqwRSe00rT9LxZ1n2v/BlMEATcv38fW7ZswZQpUxAXF6dVNzba3OdevnwZV69excyZMxXTwsLC8O233+KPP/5A9+7dNd5vZcQDFDf/K908Ud4aKDExUaWCQXh4OBYtWoSsrCxFH1q5ubkGrd0np+9nDhTXXgwKCkJsbCyGDRvGvr50wMRXOQoLC5GYmIigoCClocF9fX2xdu1aHDt2DJ07d0aLFi3g5eWldEJNSEhA3bp10blzZ8V68i97Xl6e0n5sbW2xbt06AMVve0vXiKmISCSCv78/Tp06haKiIqSmpqJ+/fqKG2V/f39s3rwZgPqRCuXq1q2rdrQLddq2batR5/bjx49HcnIy5s2bB3t7+3I7ISyPpaUlvL29kZGRoXM/HgEBARCJREhNTVUkvuTldXBwQPPmzZGamqpIfPn4+CjV7nrppZcUN+1lKeumXn5yzsvLw4EDB5CYmFhmh/G1a9fGp59+ilmzZmHixIlYu3atRiNXllb6Yau0sr6PAPDJJ5/g2bNnePToEd577z2t9w0UP6ip+z6VHmxBHocmx1bbNv7qEqTz5s2Du7s7cnJysGPHDvz1119qa/FZWFhg+PDhGD58OJ4+fYrU1FRs3boVR44cwfTp0/HDDz9oFQsRqVevXj0EBwcjISEBz58/R2FhIfr27Vvm8o0aNarwWnXjxg1cvHgRgwYNUqqBGxQUhM2bNyM3N7fMptWjRo3Chg0bsGLFCnzzzTe6FaqUil5EyGlzHa4KpW+0S5Mfw4rO33Ilz/dlNfWvKDk2YMAAvP/++7h79y4OHjxYYW1yS0vLanVMiahymMpzWmmanjfLeuFe+hmsb9++6Nu3Lz799FPs3LlT4zi0uc/dvXs3bG1t4erqqrim2tjYoEmTJoiPj6+UxJe2991eXl5lntt3794NX19fZGZmKgbJadmyJWQyGfbu3atoOWRnZ1duf8uVRd/PXK6il1FUPjZ1LMfx48fx8OFDJCYmok+fPoof+dvYktUlBwwYgPT0dPz99994+PAhTpw4gf79+yuNUuXh4QEASqMbAcV9WnTs2BEdO3ZE8+bNdYo1MDBQ0ZeXvH8vOX9/f0UTv5SUFDRs2FDjjtL1ZWtri5iYGHh4eGDWrFn4448/qmS/6tStWxceHh5ISUnBs2fPcOXKFZXjlJKSgnv37uHu3bsqyUFPT0/cvHmzzP5hAODKlSuwsrKCm5ub0nT5yblXr1748ssvERISgrlz5+Lff/9Vu52wsDDMnTsXp0+fxuTJk8vdZ3nKa2Jjb28PJycnle8jUFzroGPHjlUyAIJ81MwrV66UucydO3eQm5urWBYorhJcVvMb+XR1CS1fX1907NgRffv2xTfffAMvLy/MnDmz3ItR3bp10bNnT8TExKB9+/ZISUlR9A1GRPoLDw/HkSNHsHXrVnTt2rXMpIimdu/eDaD4DXLJ6/fatWvx4sWLcgfKsLe3x6hRo3Do0CFcvHhRrzjkNGl+Xl1FRUXh4cOHaptXNGvWDLVq1VLqR7Q8mpzv5fPKuh8KCQmBlZUVZs+ejfz8fK36tSEi82FKz2klNW3aFLVq1Sr3PJifn4+bN28q3feW5aWXXoKvry8uXLig9mW2Jsq7zxUEAYmJicjLy0NoaKjSsb5z5w4OHjyo8cuPyoinIvLPOSUlRSnWN998E4Dy98LDwwM5OTllPo9Vlsr6zNu1a4f27duzry8dMfFVjvj4eNSvXx/Lli1T+QkPD1eMFgEU37SLRCIkJCQgKSkJhYWFKp2tenh4wM3NDb/++qvOJ6aylOznKzU1VSlh0bp1a1hbW+PEiROKvr+qUt26dbF27Vo0bNgQkydPxunTp6t0/yUFBgbi6tWrOHr0KAoLC5WOhb+/P86ePYsTJ04oli2pe/fuePHiBfbs2aN227dv30ZKSgqCgoIqrH46a9YsvHjxotzaBG+++SamTZuGP/74A++9955Sh42aatq0KQYOHKgYkbK07t2749atW4pOQI3B3d0dbm5uOHjwYJnVe3ft2gUASv1wNWnSBPfu3VN74pf341Be8xeguCbAjBkz8ODBA0WtyIrIm7+qO55EpJvevXvDwsICZ86cQXh4uF7bEgRB0amtuuu3RCKpsEPeUaNGwcHBwWh9fVUn7du3L/NGWywWo0OHDjh16pRGDw7yWgHyc3pphYWFihHayrpXqV27Nnr16oWTJ0+iY8eOGtU+JyLzY0rPaSXZ2toiKCgIp06dKjOZk5SUhPz8fKX73vIUFhYCUN+KQ1ul73NPnjyJe/fuYcqUKSrHeeHChZBKpYp+Fw1B2/vu+Ph4WFlZYenSpSrxjhw5EqdOnVL0BSY/vvKXZYZSmZ/55MmTy3wZReVj4qsMz58/x/79+9G9e3f069dP5Wf48OFKo0M0btwYbdu2RVJSEnbv3g0XFxe1N21RUVF4+vQp5s6dC5lMpjJfEASd4m3dujVsbGwQHx+P+/fvK9Vksra2RqtWrfDDDz8gLy9PbTNHQ3N2dsbatWshFosxceLEcjPehhQYGIjCwkKsXbsWbm5uSjfM/v7+yMvLw5YtW2BhYaF0DIHiPqvq16+Pr776SqVa7IsXL/DBBx9AEAS8++67FcbRtGlT9OnTBz///HO5J/K3334bo0ePxt69ezFv3jwtS/u/bRQUFCA2NlZl3ltvvQWxWIw5c+Yo+mMrSdfvo7beffddZGVl4eOPP1ZcvOXOnz+P2NhYeHl5KbXV79q1K2QymcqJv6ioCFu2bIGVlZVKnwzqBAUFwdfXFxs2bFAMc/zw4UNFJ8wl5efn49ixY7CwsNB6pE0iKttLL72E+fPnY/LkyQgJCdFrW/I3w0OGDFF7/Q4NDcWJEyfKHWVRXuvr4MGDuHTpkl7xyFX0IqI6k99ob9u2TWXeu+++C0EQ8P7776t963/+/Hn8/PPPAIq7HOjYsSN27typduSqpUuXIj09HW+99Va5L5DGjRuHqKgovPPOO3qUiohMlak9p5X29ttvQxAEREdHq7xQyMjIwJIlS+Dk5KTRYF6ZmZk4ffo0nJycNO4SRJv7XHkzx7feekvlOL/22mtwc3PTe3THyrzvjo+PR2BgIEJDQ1XifeuttwAUN3UFipuJenl54dtvv1VbMSM3NxdLly7Vo2T/U1mfecmXUfLnFtIM+/gqw6FDh/Ds2bMyb8D9/PxQr1497N69WzHk+sCBAzF37lw8ePAAkyZNUrvegAEDcO3aNXz33Xc4d+4cQkND4eLiAqlUimvXriEhIQEvvfSSotM9TVlbW8PHxwenTp2CtbW1UqfsQHFSZ+3atQDU9+8FFA/9XrLTcbmXXnpJpSPgffv2qe13qlOnTmjQoIHa7bu5uSEuLg6RkZEYN24ctmzZotTkcv/+/WpHsnjllVcqbbQNedlPnz6NIUOGKM2TdyZ/+vRpeHl5qTS1qVu3LpYvX44JEybglVdeQUREBDw9PfHo0SP8/PPPuHXrlmLUSU2MGzcOe/bswYYNG8rtoyQ6OhrZ2dnYvn076tSpo3WfW/KHLfmDR0lubm5YsmQJZs6ciX79+mHAgAFo0aIFBEHA7du3kZCQAAsLC5WO3yvbwIED8ffff2Pjxo24ceMGBgwYAAcHB1y8eBE7duyAo6Mjli1bBisrK8U6ISEh6Ny5M7744gv8/fff8Pf3h1QqxaFDh5Camopp06ZpXBNg3LhxmDp1Knbu3Ik33ngD9+7dQ0REBDp06IDg4GA0aNAAjx8/RmJiIi5fvoxRo0axlgFRJXvllVc0Wi49PV3ttapBgwbo1KkT4uPjYWlpWWafIyEhIVi6dCmSkpIwZsyYMvczcuRIrF+/HpcvX9apn0V1Jk2ahF9++QU3b95U21+lNtfhqiS/0T558qTKvICAAMybNw8LFixA//79MWjQIDRr1gzPnj3DyZMncejQIaUO+7/88kuMHj0a77zzDsLDw9G2bVvk5+dj//79OHnyJEJDQyscTKVFixbljo5VUkFBgdpjChTXNKysz5aIqo6pPaeV1q5dO8yePRtffPEFBg4ciFdeeQVOTk5IS0vD9u3bUVRUhDVr1qjdj/wZTBAEPHjwADt27EBWVhYWLFig8eBfmt7nys/NHTt2hI2NjdpthYSEYOPGjXj8+LHWffFqG09Fzp49i1u3bmH48OFq5zs7O8Pb2xvx8fGYMGECrKyssHLlSowZMwYjRoxAv379EBAQACsrK8Xn7eDggOnTp+tUrpL0+cxLi4qKwsiRI/WOqaZh4qsMu3fvho2NDTp16qR2voWFBbp37474+Hg8ffoUdevWRd++fbFw4ULk5+dj4MCBZW57xowZ6Ny5M77//nvs2LEDmZmZsLGxgZubG8aOHYthw4YpRqXQRmBgIE6dOqUYqbCkgIAArF27Fi+99FKZN4uXLl3C+++/rzK9SZMmKjfc8+fPV7uNjRs3lpn4Aoo7Fvz2228xbtw4jB49WqmjwsTERLXrtG/fvtISX66urmjYsCEePHigUqMLKE4QHjp0qMzkYNu2bbF7925899132Lt3Lx4+fAg7Ozv4+/vjs88+UxldpDw+Pj5o3749tmzZgokTJ8Le3l7tciKRCJ9++imys7MRGxuLOnXqqO2svjxvv/02du/erVKbCgB69eqF+Ph4rF27FkePHsWOHTsgEonQuHFjdOvWDW+88YbGDxj6+PDDDxEUFIQffvgB3333HaRSKf7zn/9g+PDhGD9+vMoFz8LCAt988w3WrFmDxMRE7N+/H7Vq1YKXlxe++uqrcv8GS+vTpw+aNm2KtWvX4rXXXoO7uzvmzJmD5ORk/PDDD3j8+DGsra3h5eWFTz/9FEOHDq3s4hORho4ePYqjR4+qTJcnZ/bu3Qt/f384OjqqXd/LywsuLi7YvXt3uYkvBwcHjBo1qlKbOzZr1qzMFxGAdtfhqlbejfawYcPg4+ODtWvXYteuXXj69ClsbW3h7e2tuMmXa9iwIbZv345169Zh79692L9/PywtLSGRSLBo0SIMHjxYp5Gby5Kfn6/2mALAwYMHmfgiMkGm9JwmryVmaWmpNH306NFo3bo11q5diw0bNiA3NxdOTk7o168fJk2aVGZ3HSWfwWxtbSGRSDBt2jSt+jvU9D73t99+Q3Z2drnN73r06IG1a9ciMTFR52RMZd13y2uelVdzPCQkBCtWrMDly5fRokULNGvWDLt27cL69etx4MABHDx4EEVFRWjWrBkiIiIQGRmpU5nU0fUzLy0oKKjMl1FUNpFQVW2ZiIiIiIiIiGqIjRs34rPPPsOBAwfYTQaREbGPLyIiIiIiIqJK9vfff8PW1haNGzc2dihENRqbOlZjz549q3B0jnr16qlUna1pnjx5orYJn5yVlVWZTV5Ic/n5+cjKyip3GXt7+wpHtCQiMlWmcl2uqPP82rVrl9m8noiIKlbR9eDYsWM4e/Ys4uPjERERgVq1quaxm89FROqxqWM1tmLFigr7Fjl48CBcXFyqKKLqKSQkpMyhYYHifl82bdpUhRGZpxMnTlTYdv+LL75QGTSAiMhcmMp1WSKRlDv/lVdewaJFi6ooGiIi86PJ9cDR0RG9e/fGnDlzqqw/QT4XEanHxFc1lpGRgYyMjHKXCQwMLHOUjZoiJSWl3OFcHRwcVEa5JO1lZWXhwoUL5S7TvHlzNGzYsIoiIiKqWqZyXf7zzz/Lnd+wYUM0b968iqIhIjI/1fV6wOciIvWY+CIiIiIiIiIiIrPEzu2JiIiIiIiIiMgsmUTn9qdPn4YgCLCysjJ2KERERiOTySASieDv72/sUGosXo+IiHg9qg54PSIi0vx6ZBI1vgRBgCFbZAqCgPz8fIPuo6bhMa18PKaGYUrH1dDnQqqYuX4GpvR3oAuWz/SZexlNrXzmei40Jeb0GZja99/U8XhXLR5vw9L0XGgSNb7kbzJ8fHwMsv28vDxcunQJzZs3r7IRN8wdj2nl4zE1DFM6rn///bexQ6jxDH09MhZT+jvQBctn+sy9jKZWPl6PjM+crkem9v03dTzeVYvH27A0vR6ZRI0vIiIiIiIiIiIibTHxRUREREREREREZomJLyIiIiIiIiIiMktMfBERERERERERkVli4ouIiIiIiIiIiMwSE19ERERERERERGSWmPgiIiIiIiIiIiKzxMQXERERERERERGZJSa+iKpIUZFQpesRkXnhOYSIiIjMhT73J7y3IW3VMnYARDWFhYUISzan4Pb9HI3XcXG2x6zhgQaMiohMBc8hREREZC50ua8BeG9DumHii6gK3b6fgxt3sowdBhGZKJ5DiIiIyFzwvoaqCps6EhERERERERGRWWLii4iIiIiISAd79uzB22+/ja5du8LPzw+DBg3CTz/9BEFQ7oNo+/bt6Nu3L3x8fDBw4EAcPnzYSBETEdU8THwRERERERHpYP369RCLxYiOjsY333yDrl27Yu7cuVi1apVimcTERMydOxf9+/dHTEwM/Pz8EBUVhTNnzhgvcCKiGoR9fBEREREREengm2++Qb169RS/BwcHIzMzE+vWrcM777wDCwsLLF++HGFhYZg2bRoAoEOHDrh69SpWrVqFmJgYI0VORFRzsMYXERERERGRDkomveRatmyJ3Nxc5OXlISMjA+np6ejfv7/SMqGhoTh27Bjy8/OrKlQiohqLiS8iIiIiIqJKkpKSAmdnZ9jZ2SEtLQ0A4O7urrSMp6cnZDIZMjIyjBEiEVGNwqaOREREREREleDUqVNISkrC7NmzAQBZWVkAAAcHB6Xl5L/L5+tCEATk5eXpvH51IZVKlf4lw6oOx1skEkEsFuu1DalUqjKIRHVUHY63ORMEASKRqMLlmPgiIiIiIiLS07179zB9+nQEBQVh5MiRBt+fTCbDpUuXDL6fqpKenm7sEGoUYx5vsVgMb29vvbZx8+ZNk0om8fttONbW1hUuw8QXERERERGRHrKzszF+/Hg4OjpixYoVsLAo7lGmTp06AICcnBw4OTkpLV9yvi6srKzQvHlzPaKuHqRSKdLT0+Hm5qZ3LSCqWHU43prU0KmIu7u7ydT4MvbxNmfXr1/XaDkmvoiIiIiIiHT0/PlzTJw4ETk5Ofjxxx9hb2+vmOfh4QEASEtLU/xf/ruVlRVcXV113q9IJIKtra3ugVczYrHYrMpT3Zn68Ta1JJKpH+/qStMkKju3JyIiIiIi0kFBQQGmTZuGtLQ0xMbGwtnZWWm+q6sr3NzcsHfvXqXpSUlJCA4O1qiJDhER6Yc1voiIiIiIiHSwYMECHD58GNHR0cjNzcWZM2cU87y9vWFtbY3Jkydj1qxZaNq0KYKCgpCUlIRz587h+++/N17gREQ1CBNfREREREREOjh69CgAYNGiRSrzDh48CBcXF4SHh0MqlSImJgZr1qyBu7s7Vq5cCX9//6oOl4ioRtIq8bVnzx7s3r0bFy5cQHZ2Npo1a4bIyEi8+uqriraVkZGROHnypMq6SUlJ8PT0rJyoiYiIiIiIjOzQoUMaLRcREYGIiAgDR0NEROpolfhav349mjRpgujoaNStWxd//vkn5s6di3v37iEqKkqxXEBAAGbPnq20rouLS+VETEREREREREREpAGtEl/ffPMN6tWrp/g9ODgYmZmZWLduHd555x3FsL0ODg7w8/Or1ECJiIiIiIiIiIi0odWojiWTXnItW7ZEbm4u8vLyKi0oIiIiIiIiIiIifWmV+FInJSUFzs7OsLOzU0w7efIk/Pz84OPjgxEjRuCvv/7SdzdERERERERERERa0WtUx1OnTiEpKUmpP6927dph0KBBcHNzw4MHDxAXF4cxY8Zg06ZNeo1cIgiCwWqVSaVSpX9JfzymykQiEcRisc7rS6VSHlMDMaXjKgiCYiCRmk6TwVYAYPv27YiNjcXdu3fh7u6O6dOno0ePHkaMnIiIiIiIqpLOia979+5h+vTpCAoKwsiRIxXTp0yZorRc9+7dER4ejtWrVyMmJkbnQGUyGS5duqTz+ppIT0836PZrIh7TYmKxGN7e3jqvf/PmTUVihsfUMEzluFpbWxs7hGpBk8FWEhMTMXfuXEyaNAkdOnRAUlISoqKisHnzZvZDSURERERUQ+iU+MrOzsb48ePh6OiIFStWKDq1V8fW1hbdunXDvn37dA4SAKysrNC8eXO9tlEWqVSK9PR0uLm56VUrh/6Hx1SZvrV03N3dkZeXx2NqAKb0Xb1+/bqxQ6g2NBlsZfny5QgLC8O0adMAAB06dMDVq1exatUqvV7EEBERERGR6dA68fX8+XNMnDgROTk5+PHHH2Fvb2+IuFSIRCLY2toadB9isdjg+6hpeEwrh1gshiAIiv/zmFY+UziubOb4P2UNtrJt2zbk5eXh6dOnSE9Px3vvvae0TGhoKBYvXoz8/HzWniMiIiIiqgG06ty+oKAA06ZNQ1paGmJjY+Hs7FzhOnl5efjtt9/g4+Ojc5BEREQVKTnYSlpaGoDi2pIleXp6QiaTISMjwxghEhERERFRFdOqxteCBQtw+PBhREdHIzc3F2fOnFHM8/b2xrlz5xAbG4vevXujSZMmePDgAdatW4eHDx9i2bJllR07ERERANXBVrKysgAADg4OSsvJf5fP14UhB1spS2UMkCGvNVrW/JL/mhuWz/SZexlNrXwcbIWIiEyJVomvo0ePAgAWLVqkMu/gwYNwcnKCTCbD0qVLkZmZCbFYDH9/fyxYsAC+vr6VEzEREVEJZQ22YihVMdhKaZU5QEZ5TGWQB12xfKbP3MtoSuVjc3EiIjIVWiW+Dh06VOEycXFxOgdDRESkjbIGW6lTpw4AICcnB05OTkrLl5yvC0MOtlKWyhggo6IaX6YyyIMuWD7TZ+5lNLXycbAVIiIyJTqN6khERGRs5Q224uHhAQBIS0tT/F/+u5WVFVxdXXXeb1UMtlLZNH2QNoVBHvTB8pk+cy+jqZSPzRyJiMiUaNW5PRERUXVQ0WArrq6ucHNzw969e5WmJyUlITg4mE10iIiIiIhqCNb4IiIik1PRYCvW1taYPHkyZs2ahaZNmyIoKAhJSUk4d+4cvv/+e+MFTkREREREVYqJLyIiMjkVDbbi4uKC8PBwSKVSxMTEYM2aNXB3d8fKlSvh7+9f1eESEREREZGRMPFFREQmR5PBVgAgIiICERERBo6GiIiIiIiqK/bxRUREREREREREZomJLyIiIiIiIiIiMktMfBERERERERERkVli4ouIiIiIiIiIiMwSE19ERERERERERGSWmPgiIiIiIiIiIq0UFQnGDoFII7WMHQARERERERERmRYLCxGWbE7B7fs5Wq0X0KIhRoZ6GygqIlVMfBERERERERGR1m7fz8GNO1larePS0M5A0RCpx6aORERERERERERklpj4IiIiIiIiIiIis8TEFxERERERERERmSUmvoiIiIiIiIiIyCwx8UVERERERERERGaJiS8iIiIiIiIiIjJLTHwRERERERERkdkrKhKqdD2qHmoZOwAiIiIiIiIiIkOzsBBhyeYU3L6fo/E6Ls72mDU80IBRkaEx8UVERERERERENcLt+zm4cSfL2GFQFWJTRyIiIiIiIiIiMkta1fjas2cPdu/ejQsXLiA7OxvNmjVDZGQkXn31VYhEIsVy27dvR2xsLO7evQt3d3dMnz4dPXr0qPTgiYiIiIiIjOXWrVuIi4vD2bNnce3aNXh4eCAhIUFpmcjISJw8eVJl3aSkJHh6elZVqERENZZWia/169ejSZMmiI6ORt26dfHnn39i7ty5uHfvHqKiogAAiYmJmDt3LiZNmoQOHTogKSkJUVFR2Lx5M/z8/AxRBiIiIpNQVCTAwkJU8YJERGQSrl27huTkZLRp0wZFRUUQBPUdYAcEBGD27NlK01xcXKoiRCKiGk+rxNc333yDevXqKX4PDg5GZmYm1q1bh3feeQcWFhZYvnw5wsLCMG3aNABAhw4dcPXqVaxatQoxMTGVGjwREZEp0aVDVQAIaNEQI0O9DRQVERHpKiQkBL169QIAREdH4/z582qXc3BwYCUAIiIj0SrxVTLpJdeyZUts27YNeXl5ePr0KdLT0/Hee+8pLRMaGorFixcjPz8f1tbW+kVMRERkwnTpUNWloZ2BoiEiIn1YWLDLZCKi6k7vM3VKSgqcnZ1hZ2eHtLQ0AIC7u7vSMp6enpDJZMjIyNB3d0RERERERCbl5MmT8PPzg4+PD0aMGIG//vrL2CEREdUYWtX4Ku3UqVNISkpStFfPyip+g+3g4KC0nPx3+XxdCIKAvLw8ndcvj1QqVfqX9MdjqkwkEkEsFuu8vlQq5TE1EFM6roIgKA0kQkRERNVfu3btMGjQILi5ueHBgweIi4vDmDFjsGnTJvj7++u8XUM+H1UlU7oXMweVdbz1fb7Rl1QqLbNPvbJUxjOZtvvk99uwNH0+0jnxde/ePUyfPh1BQUEYOXKkrpvRmEwmw6VLlwy6j/T0dINuvybiMS0mFovh7a17/zw3b95UnCx5TA3DVI4rm4sTERGZlilTpij93r17d4SHh2P16tV69YFcFc9HVclU7sXMhb7HW9/nG32VfD7SVGU+k2mL32/D0eT5SKfEV3Z2NsaPHw9HR0esWLFC0ba9Tp06AICcnBw4OTkpLV9yvi6srKzQvHlzndcvj1QqRXp6Otzc3IyatTYnPKbK9K2l4+7ujry8PB5TAzCl7+r169eNHQIRERHpydbWFt26dcO+ffv02o4hn4+qkindi5mDyjrexm6F4O7urlONr6reJ7/fhqXp85HWia/nz59j4sSJyMnJwY8//gh7e3vFPA8PDwBAWlqa4v/y362srODq6qrt7hREIhFsbW11Xl8TYrHY4PuoaXhMK4dYLFacZHlMDcMUjquxbzCIiIio+qiK56OqZAr3YubE1I+3MZJI+uzT1I93daXp85FWndsXFBRg2rRpSEtLQ2xsLJydnZXmu7q6ws3NDXv37lWanpSUhODgYDbRISIiIiKiGi0vLw+//fYbfHx8jB0KEVGNoFWNrwULFuDw4cOIjo5Gbm4uzpw5o5jn7e0Na2trTJ48GbNmzULTpk0RFBSEpKQknDt3Dt9//31lx05ERERERGQ0UqkUycnJAIA7d+4gNzdXUQmgffv2igoDvXv3RpMmTfDgwQOsW7cODx8+xLJly4wZOhFRjaFV4uvo0aMAgEWLFqnMO3jwIFxcXBAeHg6pVIqYmBisWbMG7u7uWLlypV4jlhAREREREVU3jx8/xtSpU5WmyX/fuHEjGjVqBJlMhqVLlyIzMxNisRj+/v5YsGABfH19jREyEVGNo1Xi69ChQxotFxERgYiICJ0CIiIiIiIiMgUuLi64cuVKucvExcVVUTRERKSOTqM6EhERGdOtW7cQFxeHs2fP4tq1a/Dw8EBCQoLSMpGRkTh58qTKuklJSfD09KyqUImIiIiIyIiY+CIiIpNz7do1JCcno02bNigqKipzaOmAgADMnj1baZqLi0tVhEhERERERNUAE19ERGRyQkJC0KtXLwBAdHQ0zp8/r3Y5BwcH+Pn5VWFkRERERERUnVgYOwAiIiJtWVjw8kVERERERBXjkwMREZmtkydPws/PDz4+PhgxYgT++usvY4dERERERERViE0diYjILLVr1w6DBg2Cm5sbHjx4gLi4OIwZMwabNm2Cv7+/ztsVBAF5eXlarycSiSAWi3Xerz6kUmmZ/aDJ55f819ywfKbP3MtoauUTBAEikcjYYRAREWmEiS8iIjJLU6ZMUfq9e/fuCA8Px+rVqxETE6PzdmUyGS5duqT1emKxGN7e3jrvVx83b97U6IE6PT3d8MEYEctn+sy9jKZUPmtra2OHQEREpBEmvoiIqEawtbVFt27dsG/fPr22Y2VlhebNm2u9njFrR7i7u1dY4ys9PR1ubm5Gq5VmSCyf6TP3Mppa+a5fv27sEIiIiDTGxBcREZEWRCIRbG1tjR2GVjR9kBaLxSZXNm2wfKbP3MtoKuVjM0ciIjIl7NyeiIhqhLy8PPz222/w8fExdihERERERFRFWOOLiIhMjlQqRXJyMgDgzp07yM3Nxd69ewEA7du3R1paGmJjY9G7d280adIEDx48wLp16/Dw4UMsW7bMmKETEREREVEVYuKLiIhMzuPHjzF16lSlafLfN27ciEaNGkEmk2Hp0qXIzMyEWCyGv78/FixYAF9fX2OETERERERERsDEFxERmRwXFxdcuXKl3GXi4uKqKBoiIiIiIqqu2McXERERERERERGZJSa+iEyESCSCWCzmSEpEREREREREGmJTR6JqzNHeBkVFAiwsipNe3t7eWq0vX5eIiAxDn/Msz9FEREREhsfEF1E1Zie2goWFCEs2p+D2/Ryt1nVxtses4YEGioyIiADwHE1ERERUzTHxRWQCbt/PwY07WcYOg4iI1OA5moiIiKj6Yh9fRERERERERERklpj4IiIiIiIiIiIis8TEFxERERERERERmSUmvoiIiIiIiIhqAJGoeLR4kYijClPNwc7tiYiIiIiIiExYUZEAC4uKk1lisRje3t5K0wqLBFhqsC6RqWLii4iIqIbj218iIiLTZmEhwpLNKbh9P0er9QJaNMTIUG+t15WvR2QKtE583bp1C3FxcTh79iyuXbsGDw8PJCQkKC0TGRmJkydPqqyblJQET09P3aMlIiIijTna22j0Bljd219A87fHREREZHy37+fgxp0srdZxaWin07ry9YhMgdaJr2vXriE5ORlt2rRBUVERBEFQu1xAQABmz56tNM3FxUW3KImIiEhrdmIrnd8AuzjbY9bwQANFRkRERERUNbROfIWEhKBXr14AgOjoaJw/f17tcg4ODvDz89MrOCIiItKfLm+AiYiIiIjMgdajOlpYcCBIIiIiIiIiIiKq/gyWxTp58iT8/Pzg4+ODESNG4K+//jLUroiIiIiIiIiIiFQYZFTHdu3aYdCgQXBzc8ODBw8QFxeHMWPGYNOmTfD399dpm4IgIC8vr5IjLSaVSpX+Jf3xmCqTj5hmDFKptMy++Mi0vquCIHDUPSIiIiIiIi0YJPE1ZcoUpd+7d++O8PBwrF69GjExMTptUyaT4dKlS5URXpnS09MNuv2aiMe0WFkjplWFmzdvmkRSx9hM5btqbW1t7BCIiIiIiIhMhkESX6XZ2tqiW7du2Ldvn87bsLKyQvPmzSsxqv+RSqVIT0+Hm5ub0WrlmBseU2XGrKXj7u7OGl/lMKXv6vXr140dAhERERERkUmpksRXZRCJRLC1tTXoPsRiscH3UdPwmBpfdU/mVBem8F1lM0ci8+Fob4OiIgEWFrr9XeuzLhEREVFNUiWJr7y8PPz222/w8fGpit0RERERVWt2YitYWIiwZHMKbt/P0WpdF2d7zBoeaKDIiIiIiMyL1okvqVSK5ORkAMCdO3eQm5uLvXv3AgDat2+PtLQ0xMbGonfv3mjSpAkePHiAdevW4eHDh1i2bFnlRk9ERERkwm7fz8GNO1nGDoOIiIjIbGmd+Hr8+DGmTp2qNE3++8aNG9GoUSPIZDIsXboUmZmZEIvF8Pf3x4IFC+Dr61s5URMREREREREREVVA68SXi4sLrly5Uu4ycXFxOgdERERERERkCm7duoW4uDicPXsW165dg4eHBxISElSW2759O2JjY3H37l24u7tj+vTp6NGjhxEiJiKqeSyMHQCRroqKdBupUNf1iIiIiIhKunbtGpKTk9GsWTN4enqqXSYxMRFz585F//79ERMTAz8/P0RFReHMmTNVGywRUQ1lMqM6EpWmS6fA7BCYiIiIiCpLSEgIevXqBQCIjo7G+fPnVZZZvnw5wsLCMG3aNABAhw4dcPXqVaxatQoxMTFVGS4RUY3ExBeZNHYKTERERETGYmFRfgOajIwMpKen47333lOaHhoaisWLFyM/Px/W1taGDJGIqMZjU0ciIiIiIiIDSEtLAwC4u7srTff09IRMJkNGRoYxwiIiqlFY44uIiIiIiMgAsrKKWyY4ODgoTZf/Lp+vC0EQkJeXp3tw1YRUKlX6l7QnEokgFouNHUaVkkqlEATt+m7W9zjpsk+pVAorKyvk5+dDJBLptF9t91mTCIKg0XFl4ouIiIiIiMjEyGQyXLp0ydhhVJr09HRjh2CyxGIxvL29jR1Glbp586bWyVJ9j5Mu+7SysoK3dyvUqmWp0z4LCgpx8eIFyGQyndavCTRpLs7EFxERERERkQHUqVMHAJCTkwMnJyfF9OzsbKX5urCyskLz5s31C7AakEqlSE9Ph5ubW42rtVRZdK1JZMrc3d11qvFV1fvMz89HrVqWWg/KBvxvYLaXX36Ztb7KcP36dY2WY+KLahRHexsUFQmwsNDtpKfPukRUeW7duoW4uDicPXsW165dg4eHBxISElSW2759O2JjY3H37l24u7tj+vTp6NGjhxEiJiKimsjDwwNAcV9f8v/Lf7eysoKrq6vO2xaJRLC1tdU7xupCLBabVXnIsIyRJNVln/Jkmz6DsjEhXDZNk5lMfFGNYie2goWFSK+MOxEZ37Vr15CcnIw2bdqgqKhI7VuwxMREzJ07F5MmTUKHDh2QlJSEqKgobN68GX5+flUfNBER1Tiurq5wc3PD3r170atXL8X0pKQkBAcHc0RHIqIqwMQX1Uj6ZNyJyPhCQkIUDxDR0dE4f/68yjLLly9HWFgYpk2bBgDo0KEDrl69ilWrViEmJqYqwyUiIjMllUqRnJwMALhz5w5yc3Oxd+9eAED79u1Rr149TJ48GbNmzULTpk0RFBSEpKQknDt3Dt9//70xQyciqjGY+CIiIpNjYWFR7vyMjAykp6fjvffeU5oeGhqKxYsXIz8/n2/ZiYhIb48fP8bUqVOVpsl/37hxI4KCghAeHg6pVIqYmBisWbMG7u7uWLlyJfz9/Y0RMhFRjcPEFxERmZ20tDQAxZ2QluTp6QmZTIaMjAx4enoaIzQiIjIjLi4uuHLlSoXLRUREICIiogoiIiKi0pj4IiIis5OVVdyU2cHBQWm6/Hf5fF0IgoC8vDyt1xOJRCbZOalUKjX5kYTkQ49rOwR5RYz9mco/G0OVrzox9zKaWvkEQaiRo8gREZFpYuKLiIhICzKZDJcuXdJ6PbFYDG9vbwNEZFg3b940mYfxiqSnp1fq9oz9mZb+bCq7fNWRuZfRlMrH5uJERGQqmPgiIiKzU6dOHQBATk4OnJycFNOzs7OV5uvCysoKzZs313o9U60d4e7ubhY1vtLT0+Hm5lapNbSM/ZnKPxtDla86Mfcymlr5rl+/buwQiIiINMbEFxERmR0PDw8AxX19yf8v/93Kygqurq46b1skEsHW1lbvGE2FKTyEa0osFpvVZ1f6szG38qlj7mU0lfIZO+lLRESkjfKHxSIiIjJBrq6ucHNzUwwpL5eUlITg4GA20SEiIiIiqiFY44uIiEyOVCpFcnIyAODOnTvIzc1VJLnat2+PevXqYfLkyZg1axaaNm2KoKAgJCUl4dy5c/j++++NGToREREREVUhJr6IiMjkPH78GFOnTlWaJv9948aNCAoKQnh4OKRSKWJiYrBmzRq4u7tj5cqV8Pf3N0bIRERERERkBEx8ERGRyXFxccGVK1cqXC4iIgIRERFVEBEREREREVVH7OOLiIiIiIiIiIjMEhNfRERERERERERklpj4IiIiIiIiIiIis6R14uvWrVuYN28eBg0aBG9vb4SHh6tdbvv27ejbty98fHwwcOBAHD58WO9giYiIiIiIiIiINKV14uvatWtITk5Gs2bN4OnpqXaZxMREzJ07F/3790dMTAz8/PwQFRWFM2fO6BsvEREREREREdVAjvY2KCoSjB0GmRitR3UMCQlBr169AADR0dE4f/68yjLLly9HWFgYpk2bBgDo0KEDrl69ilWrViEmJka/iImIiIiIiIioxrETW8HCQoQlm1Nw+36OVusGtGiIkaHeBoqMqjOtE18WFuVXEsvIyEB6ejree+89pemhoaFYvHgx8vPzYW1tre1uiYiIiIiIiIhw+34ObtzJ0modl4Z2BoqGqrtK79w+LS0NAODu7q403dPTEzKZDBkZGZW9SyIiIiIiIiIiIhVa1/iqSFZWcdbVwcFBabr8d/l8bQmCgLy8PP2CK4NUKlX6l/Rn6GMqEokgFosNsu2KSKVSCIJ27cqNGe/z58+1jldO1/VMiSn9/QuCAJFIZOwwiIiIiIiITEalJ74MRSaT4dKlSwbdR3p6ukG3XxMZ6piKxWJ4exunffbNmze1TpIYI155x4+1a9fWaf2CgkJcvHgBMpmskiOrnkzl759NxYmIiIiIiDRX6YmvOnXqAABycnLg5OSkmJ6dna00X1tWVlZo3ry5/gGqIZVKkZ6eDjc3N6PVyjE3hj6mxqz14u7urlONr6qmT8ePLs72mDU8EC+//LLZ1/oypb//69evGzsEIiIiIiIik1LpiS8PDw8AxX19yf8v/93Kygqurq46bVckEsHW1rZSYiyLWCw2+D5qGnM8ptU9OVKaLh0/yplaWfVhCt9VNnMkIiIiIiLSTqV3bu/q6go3Nzfs3btXaXpSUhKCg4PZTIeIiIiIiIiIiKqE1jW+pFIpkpOTAQB37txBbm6uIsnVvn171KtXD5MnT8asWbPQtGlTBAUFISkpCefOncP3339fudETERERERERERGVQevE1+PHjzF16lSlafLfN27ciKCgIISHh0MqlSImJgZr1qyBu7s7Vq5cCX9//8qJmoiIiIiIiIiIqAJaJ75cXFxw5cqVCpeLiIhARESETkERERERERERERHpq9L7+CIiIiIiIiIiIqoOmPgiIiIiIiIiIiKzxMQXERERERERERGZJSa+iIiIiKhaE4lEEIvFEIlExg6FiIiITIzWndsTERERVaSoSICFhfZJisIiAZY6rKfPPqn6kn+mYrEY3t7eOq1LRERENRsTX0RERFTpLCxEWLI5Bbfv52i8TkCLhhgZ6q31egDg4myPWcMDtQ2TqjldvkcAvw9ERET0P0x8kUGwSQIREd2+n4Mbd7I0Xt6loZ1O65F54/eBiIiI9ME+vkhvRUWCyjR5kwSxWFzuuoVq1iXjc7S3Ufu5akLX9YiIiIiI1OF9KRHpgzW+SG+6NkPQp0mLfF0yDDuxlU6fK5uWEBEREVFl430pEemDiS+qFLo0Q9CnSYt8XTIsNi8hIiIiouqA96VEpCs2dSQiIiIiIiIiIrPExBcREREREZGB7Ny5ExKJROVnyZIlxg6NiKhGYFNHIiIiIiIiA4uNjYW9vb3id2dnZyNGQ0RUczDxRUREREREZGCtWrVCvXr1jB0GEVGNw6aORERERERERERklpj4ItKQo70NiooEY4dBRERERCYoPDwcLVu2RM+ePfHdd9+hsLDQ2CEREdUIbOpIpCE7sRUsLERYsjkFt+/naLVuQIuGGBnqbaDIiKgsO3fuxAcffKAyffz48Zg1a5YRIiIioprGyckJkydPRps2bSASiXDo0CH897//xf379zFv3jydtysIAvLy8ioxUuOQSqVK/5YmEokgFov12r4gmPfLa32PEWnm+fPnWn+XCgoK9N5vTfgO60oQBIhEogqXY+KLSEu37+fgxp0srdZxaWhnoGiISBPsUJiIiIylS5cu6NKli+L3zp07w8bGBhs2bMCkSZPQsGFDnbYrk8lw6dKlygrT6NLT09VOF4vF8PbW/QXyzZs3y0yqmQt9jxGVT97yp3bt2kbZf034DuvD2tq6wmWY+CIiIrPHDoWJiKg66d+/P9auXYtLly7pnPiysrJC8+bNKzmyqieVSpGeng43Nze1tZY0qc1RHnd3d7OvLaPvMaLyGbvlT034Duvq+vXrGi3HxBcREREREZGJEYlEsLW1NXYYlUYsFhukPGwCSJXFWC1/+B0um6ZJXya+iIjI7IWHh+Pp06do3LgxXnvtNbz11luwtLTUaVu69qliqv1v6NKvhDHLqq7/jfz8fIjFYuTn55d7g2RK5QT+V1ZNyydnKm+NK+P4mkq/KBX1cVTdaNqnCpUtKSkJlpaWbJ5GRFQFmPgiIiKzZYgOhXXtU8VU+9/QpV8JY5S1vP43xGIxHB0dy12/oKAQFy9egEwm03ifxvpMS5dVk/LJ6VJOY6mM42tq/aKU1cdRdaRJnypUbNy4cQgKCoJEIgEAHDx4ENu2bcPIkSPh5ORk5OiIiMwfE19ERGS2DNGhsK59qphq7Qhd+pUwRln16X/Dxdkes4YH4uWXX9aqrMb6THUtq67lNJbKOL6m0i9KRX0cVTea9qlCxdzd3bFjxw7cu3cPRUVFcHNzw5w5cxAZGWns0IiIagQmvoiIqEbRt0Nhc+tTpSKm8BBeki79b8jVlLKaWjn1YWplNVQfR5XNVBP5xvLRRx8ZOwQiohrNwhAb3blzJyQSicrPkiVLDLE7IiIiIiIiIiIiFQat8RUbGwt7e3vF787OzobcHRERUYXYoTARERERUc1h0MRXq1atUK9ePUPugoiIqEzsUJiIiIiIqGZjH19ERGS22KEwERER6aKoSICFhW792emzLpGcfBRnXb5L/A4qM2jiKzw8HE+fPkXjxo3x2muv4a233oKlpaVO2xIEAXl5eZUcYTH5MNemNNx1dSESiUyu41gyPKlUahKjaAGm9fcvCAI7FNYSOxQmIiIiXeg7UjCRvvQdxZn+xyCJLycnJ0yePBlt2rSBSCTCoUOH8N///hf379/HvHnzdNqmTCbDpUuXKjlSZenp6QbdvjkSi8XsJ4dU3Lx50yQSSSWZyt+/tbW1sUMgIiIiqhH0GSmYqLLwe6g/gyS+unTpgi5duih+79y5M2xsbLBhwwZMmjRJp+Hjrays0Lx588oMU0EqlSI9PR1ubm6svaQl1j4hddzd3U2qxpep/P1fv37d2CFQDaJP9XpTU1PKqm85a8IxIiIiIvNTZX189e/fH2vXrsWlS5d0SnyJRCLY2toaILL/EYvFBt8HUU1Q3RNI6pjC3z8TzVSVdK1eDwABLRpiZKjp1AbWtaw1pZwAm00QERGR6WLn9kRERFQmXarXuzS0M1A0hqVtWWtKOYmIiIhMmUVV7SgpKQmWlpbsD4qIiIiIiIiIiKqEQWp8jRs3DkFBQZBIJACAgwcPYtu2bRg5ciScnJwMsUsiIiIiIiIiIiIlBkl8ubu7Y8eOHbh37x6Kiorg5uaGOXPmIDIy0hC7IyIiIiIiIiIiUmGQxNdHH31kiM0SERERERERERFprMr6+KLqr6hIMHYIREREREREenO0tzHK840+++XzGFUH+nwPC6vpd5+jOpJCTRjKnYiIiKi6EYlEsLKyMnYYRGbFTmyl0/MNoN8zjq77dXG2x6zhgTrtk6gy6ft3Ux2/+0x8kZKaMpQ7ERERUWUrKhJgYSHSej2xWAxv71aQyfINEBVRzabt8w1QOc84uuyXqLrQ5++mOn73mfgiIiIiIqoEur4ll7/tlskMFBgREVENxsQXEREREVElqY5vuomIiGoydm5PRERERERERERmiYkvIiIiIiIiIiIyS0x8VUP6DOXJIXCJqg7/VomIiIiIiKo39vFVDenbMSoRVQ3+rRIREREREVVvTHxVU+wYlcg08G+ViIiIiPTlaG+DoiIBFhYiY4dCZHaY+CIiIiIiIiIyIjuxlc6tCQJaNMTIUG8DRUZk+pj4IiIiIiKzom/NicIiAZasdUFERqBLawKXhnYGiobIPDDxRURERERmpTJqTmi7LmtcEBERVU9MfAEQiUQQi8UQifhmj6im4d8/EZH50qfmhLbrssYFERFR9VQjEl8VVXUXi8Xw9lb/ho4dDBKZN2sbmzL//omIiIiIiMi01YjEl65V3V2c7TFreKCBoiKi6sDSwoKdiBIREREREZmpGpH4AnSr6k5ENQM7ESUiIiIiIjJPFsYOgIiIiIiIiIiIyBCY+CIiIiIiIiKj4EBDRGRoNaapIxEREREREek+gFdhkQBLHQf+Kmvd8gYaIyKqDEx8EREREVG5HO1t9BrpWp+HZaqYrp8NRy+vuXQZ/Es+sI8+gwJxQCEiMgYmvsqhz02eMW7w9L0pJdKXMR+M+N0nIjIcO7GVzqNk6/rAy4ddzeny2XD0ctJ2cB/5wD76DArEAYWIyBiY+CqHrjd5xnqjURk3pUT6MMaDEcCbdyKiqlKVD7x82NUORzAnIiJSz2CJrxs3buDTTz/F6dOn8dJLL2HQoEGYNm0arK2tDbVLgzHG2xB98E0KGVtVvwkkKos5XYuIiMh08XpERGQ8Bkl8ZWVlYdSoUXBzc8OKFStw//59LFq0CM+fP8e8efMMsUsiIiIlvBYREVF1wOsREZFxGSTxtXXrVjx79gwrV66Eo6MjAKCwsBALFizAxIkT4ezsbIjdEhERKfBaRERE1QGvR0RExmVhiI0eOXIEwcHBihM7APTv3x9FRUU4evSoIXZJRESkhNciIiKqDng9IiIyLoMkvtLS0uDh4aE0zcHBAU5OTkhLSzPELomIiJTwWkRERNUBr0dERMYlEgRBqOyNtmrVClOnTsWECROUpoeHh8Pf3x8LFy7UanupqakQBAFWVlY6xSMSiZCVm4+CwiKt1rOxsoSdrZXW6+q6nimuy3gZr7H3CQC1LC1Qx84aupzOqvr8AOger0wmg0gkQkBAgFbr1VSVfS0CeD1ivMbfJ+Otvusa6zoG6HZu0WefvB5px1yuRzXpb5LxVs99GmtdU4vXGNcUwDjxano9MtiojpVJJBIp/auLOna6j5ii67rG2Kex1mW8hl2X8WpG13OEqcQrEon0Og+S/ng9qpp1Ga9h12W8hl3XGNcxffaryz55PTI+Y16PatLfJOOtnvs01rqmFq+p3a8a8npkkMSXg4MDcnJyVKZnZWWhTp06Wm/P39+/MsIiIqIapLKvRQCvR0REpD1ej4iIjMsgfXx5eHiotFfPycnBw4cPVdq3ExERGQKvRUREVB3wekREZFwGSXx17doVf/75J7KzsxXT9u7dCwsLC3Tq1MkQuyQiIlLCaxEREVUHvB4RERmXQTq3z8rKQlhYGNzd3TFx4kTcv38fixYtwoABAzBv3rzK3h0REZEKXouIiKg64PWIiMi4DJL4AoAbN25g4cKFOH36NF566SUMGjQI06dPh7W17p2kERERaYPXIiIiqg54PSIiMh6DJb6IiIiIiIiIiIiMySB9fBERERERERERERkbE19ERERERERERGSWmPgiIiIiIiIiIiKzxMQXERERERERERGZJSa+iIiIiIiIiIjILDHxRUREREREREREZqlGJL6Sk5MxYsQIdOjQAa1bt0bPnj3xxRdfICcnR2m5Q4cOYeDAgfDx8UHfvn2xY8cOI0Vc/WlyTKOjoyGRSFR+jhw5YsTITcezZ8/QtWtXSCQS/P3330rztm/fjr59+8LHxwcDBw7E4cOHjRSl6SnruEZGRqr9vt64ccOI0RKpunXrFubNm4dBgwbB29sb4eHhapfT5DyRk5ODOXPmoH379vD398eUKVPw4MEDleVSU1Px+uuvw9fXFz169MCaNWsgCILSMoIgYM2aNejevTt8fX3x+uuv48yZM1qVbc+ePXj77bfRtWtX+Pn5YdCgQfjpp59U9mWKZZOrzHuS/Px8fPnll+jUqRP8/PwwZswYpKWlqSx348YNjBkzBn5+fujUqRMWL16M/Px8leUq+9qi73WsOn6GO3fuVHutWLJkiVmUj8gYfv75ZwwePBg+Pj4ICgrCW2+9hefPnxs7LLNT1r2uRCJBYmKiscMzOwcPHkRERAT8/f3RuXNnTJ06FRkZGcYOq8aqZewAqkJmZiZ8fX0RGRkJR0dHXLt2DStWrMC1a9ewdu1aAMCpU6cQFRWFoUOHYs6cOTh+/Dg+/PBDvPTSS+jXr5+RS1D9aHJMAcDV1VXlZtDT07OqwzVJq1evRmFhocr0xMREzJ07F5MmTUKHDh2QlJSEqKgobN68GX5+flUfqIkp67gCQEBAAGbPnq00zcXFpSrCItLYtWvXkJycjDZt2qCoqEjlARjQ/Dwxbdo0XL9+HfPnz4eNjQ3++9//Yvz48dixYwdq1Sq+Rbh16xbGjRuHTp06Ydq0abhy5QqWLFkCS0tLjBs3TrGtmJgYLF++HLNmzYJEIsHmzZsxduxY/PLLL3B1ddWobOvXr0eTJk0QHR2NunXr4s8//8TcuXNx7949REVFmXTZ5CrznuTTTz9FUlISoqOj4ezsjG+//RajR49GYmIi7O3tAQBZWVkYNWoU3NzcsGLFCty/fx+LFi3C8+fPMW/ePMW2DHFt0fc6Vl0/QwCIjY1VHGMAcHZ2NqvyEVWVb775BjExMZg0aRL8/Pzw9OlTHDt2rMx7NdLdxx9/jNzcXKVpGzZswP79+xEcHGykqMzTiRMnEBUVhcGDB2P69OnIzMzEsmXLMHbsWMTHx6N27drGDrHmEWqoH3/8UfDy8hLu3bsnCIIgjB07Vnj99deVlpkxY4bQv39/Y4Rnkkof09mzZwthYWFGjso0Xb9+XfDz8xO2bNkieHl5CefOnVPM69OnjzBjxgyl5V9//XXhrbfequowTU55x3XEiBHChAkTjBgdkWYKCwsV/y/rPKvJeSI1NVXw8vISfv/9d8W0GzduCBKJREhMTFRMmzt3rtCjRw/hxYsXimlff/210LZtW8W058+fCwEBAcLXX3+tWObFixdCjx49hI8//ljjsj1+/Fhl2kcffSQEBAQoym2qZSuPLvck//77r9CyZUth69atimlPnz4V/Pz8hDVr1iimffvtt4Kfn5/w9OlTxbStW7cKLVu2VOxPECr/2qLvday6foY7duwQvLy81H5XzaF8RFXpxo0bgre3t/Dbb78ZO5QaKyQkRBg/fryxwzA7c+fOFUJCQoSioiLFtGPHjgleXl7CX3/9ZcTIaq4a0dRRHUdHRwCATCZDfn4+Tpw4oVKzKzQ0FDdu3MDt27eNEKHpKXlMST+ffvophg0bBnd3d6XpGRkZSE9PR//+/ZWmh4aG4tixY2qbrtD/lHVciUyJhUX5l25NzxNHjhyBg4MDOnXqpFjGw8MDLVu2VGqSfuTIEfTs2RPW1tZK28rOzsbp06cBFDfFys3NVdqntbU1evfurVXz9nr16qlMa9myJXJzc5GXl2fSZSuPLvckf/zxB4qKipSWc3R0RKdOnVTKGBwcrNgHAPTv3x9FRUU4evQoAMNcW/S9jpnaZ1hTykdUmXbu3AkXFxd069bN2KHUSKmpqbh9+zYGDBhg7FDMTkFBAV566SWIRCLFNHktYUFNTX0yvBqV+CosLMSLFy9w4cIFrFq1CiEhIXBxccE///wDmUwGDw8PpeXlTfLU9ZdBxco6pnK3bt1CYGAgWrdujSFDhuDXX381YrSmYe/evbh69SreffddlXny72LpBwlPT0/IZDK2Gy9HecdV7uTJk/Dz84OPjw9GjBiBv/76qwojJKocmp4n0tLS4O7urnRTBhQ/fMu3kZeXh3///Vfl+ujh4QGRSKRYTv6vuuvo3bt39eqrJSUlBc7OzrCzszOrsul7T5KWlob69eujTp06KsuVvG9JS0tT2ZaDgwOcnJxUylhZ15bKuI5V988wPDwcLVu2RM+ePfHdd98pmmWZS/mIqsLZs2fh5eWF1atXIzg4GK1bt8awYcNw9uxZY4dWIyQkJMDW1hY9e/Y0dihmZ8iQIbhx4wY2b96MnJwcZGRk4P/+7//g7e2NgIAAY4dXI9WIPr7kevTogfv37wMAunTpgq+//hpAcf8XQPGNYEny3+XzSVVZxxQofkvv4+OD5s2bIycnB1u2bMG7776LZcuWsd+0MkilUixatAjTp0+HnZ2dynx+V3VT0XEFgHbt2mHQoEFwc3PDgwcPEBcXhzFjxmDTpk3w9/ev4oiJdKfpeSI7O1upjyK5OnXq4Pz58wCg6HC99Lasra0hFouVtmVtbQ0bGxuVfQqCgKysLJ36szh16hSSkpIUfe+ZU9n0vScpq4wODg5K14Ls7GyVbQHFx0K+XGVeWyrrOlZdP0MnJydMnjwZbdq0gUgkwqFDh/Df//4X9+/fx7x580y+fERV6eHDhzh//jyuXr2Kjz/+GGKxGN9++y3Gjh2L/fv3o379+sYO0WwVFBRgz549CAkJga2trbHDMTtt27bFypUrMXPmTHzyyScAip+NY2NjYWlpaeToaqYalfhas2YNpFIprl+/jm+++QaTJk3CunXrjB2WSSvrmFpaWmLUqFFKy4aEhGDYsGFYvnw5E19l+Oabb1C/fn28+uqrxg7FrGhyXKdMmaL0e/fu3REeHo7Vq1cjJibG0CESUSn37t3D9OnTERQUhJEjRxo7nEpnrvck5n4d69KlC7p06aL4vXPnzrCxscGGDRswadIkI0ZGZHoEQUBeXh6WLVuGFi1aAADatGmDkJAQfP/995g6daqRIzRfR48exZMnT8ocGZr0k5qaivfffx+vvfYaunfvjszMTKxevRoTJkzADz/8wJcRRlCjmjq2aNEC/v7+iIiIwOrVq3HixAkcOHBA0Uyg9FDi2dnZAKDSjID+p6xjqo6FhQX69OmDGzdusNq9Gnfu3MHatWsxZcoU5OTkIDs7G3l5eQCKmzs8e/aM31UdaHJc1bG1tUW3bt1w4cKFqgyXSG+aniccHBxURncCimukyJeR10gpva38/HxIpVKlbeXn5+PFixcq+xSJRFqfm7KzszF+/Hg4OjpixYoVin7NzKFscvrek5RVxuzsbKWYHBwcVLYFKB+Lyrq2VOZ1zBQ+Q7n+/fujsLAQly5dMsvyERmKg4MDHB0dFUkvoLivQm9vb1y/ft2IkZm/hIQEODo6onPnzsYOxSx9+umn6NChA6Kjo9GhQwf069cPa9aswcWLF/HLL78YO7waqUYlvkqSSCSwsrLCP//8g6ZNm8LKykqlL6+y+kwg9UoeU9Le7du3IZPJMGHCBLRr1w7t2rVTvD0eOXIkxowZo/guqvuuWllZcchyNTQ5rkTmRNPzhIeHB27evKnSyerNmzcV27C1tcV//vMflW3J15MvJ//35s2bKvts3LixVm82nz9/jokTJyInJwexsbFKzcFMvWxl0eWexMPDA48ePVJphli6T6+SfUbJ5eTk4OHDhypl1PfaUpnXMVP7DOXMvXxElal58+ZlziudyKXK8/z5c/z666/o168frKysjB2OWbpx44ZSQhcAGjVqhLp16/JZ2UhqbOLr7NmzkMlkcHFxgbW1NYKCgrBv3z6lZZKSkuDp6anUWTuVreQxVaeoqAh79+7Fyy+/zJswNVq2bImNGzcq/XzwwQcAgAULFuDjjz+Gq6sr3NzcsHfvXqV1k5KSEBwcrDTqExXT5Liqk5eXh99++w0+Pj5VGS6R3jQ9T3Tt2hVZWVk4duyYYpmbN2/i4sWL6Nq1q2Ja165dcfDgQaURe5OSkuDg4KDo/y4gIAB2dnbYs2ePYhmZTIb9+/crbasiBQUFmDZtGtLS0hAbGwtnZ2ezKVt5dLkn6dy5MywsLLB//37FMllZWfjjjz9Uyvjnn38qahwBxZ3PW1hYKEYUrKxrS2Vex0zpM0xKSoKlpSW8vb3NsnxEhtKjRw9kZmbi0qVLimlPnz7FhQsX0KpVKyNGZt4OHTqEvLw8juZoQI0bN8bFixeVpt25cwdPnz5FkyZNjBRVzVYj+viKiopC69atIZFIULt2bVy+fBlxcXGQSCTo1asXAODtt9/GyJEjMX/+fPTv3x8nTpxAQkICli5dauToq6eKjumdO3cQHR2NsLAwNGvWDFlZWdiyZQvOnz+PFStWGDv8asnBwQFBQUFq57Vq1UpxAzB58mTMmjULTZs2RVBQEJKSknDu3Dl8//33VRmuydDkuJ46dQqxsbHo3bs3mjRpggcPHmDdunV4+PAhli1bVsURE5VPKpUiOTkZQPFNVG5uruIhu3379qhXr55G5wl/f3907twZc+bMwezZs2FjY4OlS5dCIpGgT58+iuXGjRuH+Ph4zJw5E2+88QauXr2KuLg4TJ8+XfEQb2Njg4kTJ2LFihWoV68evLy8sGXLFmRmZmLcuHEal23BggU4fPgwoqOjkZubizNnzijmeXt7w9ra2mTLJldZ9ySNGjXC0KFDsXjxYlhYWMDZ2Rnfffcd7O3tMWzYMMVyw4YNw6ZNm/Duu+9i4sSJuH//PhYvXoxhw4YpJRYr49pSmdex6voZjhs3DkFBQZBIJACAgwcPYtu2bRg5ciScnJxMvnxEValXr17w8fHBlClTMH36dNjY2GDNmjWwtrbGm2++aezwzFZ8fDwaN26MwMBAY4ditoYNG4bPP/8cn376KUJCQpCZmanoA7N///7GDq9mEmqA7777Thg0aJDg7+8v+Pn5CWFhYcJ///tfIScnR2m5X3/9VQgPDxdatWol9O7dW9i+fbuRIq7+KjqmT58+FSZNmiR07dpVaNWqleDn5yeMGDFCOHLkiJEjNy3Hjx8XvLy8hHPnzilN37Ztm9C7d2+hVatWQnh4uHDo0CEjRWiaSh/X9PR0YezYsUKnTp2EVq1aCW3bthXGjx8vnD171siREqnKyMgQvLy81P4cP35csZwm54ns7Gzhgw8+ENq2bSv4+fkJUVFRwr1791SWS0lJESIiIoTWrVsLXbt2Fb777juhqKhIaZmioiLh22+/Fbp27Sq0bt1aiIiIEFJTU7UqW48ePcosW0ZGhkmXTa4y70levHghLFq0SAgODhZ8fX2F0aNHC9evX1dZ7vr168KoUaMEX19fITg4WFi0aJHw4sULleUMcW3R5zpWHT/DhQsXCn369BF8fX2F1q1bC+Hh4cKGDRtU9meq5SOqao8fPxZmzZolBAYGCr6+vsLYsWOFa9euGTsss5WZmSm0atVKWLx4sbFDMWtFRUXCDz/8IAwYMEDw8/MTOnXqJLz77rtqr9FUNUSCUKpzASIiIiIiIiIiIjNQY/v4IiIiIiIiIiIi88bEFxERERERERERmSUmvoiIiIiIiIiIyCwx8UVERERERERERGaJiS8iIiIiIiIiIjJLTHwREREREREREZFZYuKLiIiIiIiIiIjMEhNfRERERERERERklpj4IiIiIiIiIiIis8TEFxERERERERERmSUmvoiIiIiIiIiIyCwx8UVERERERERERGaJiS8iIiIiIiIiIjJLTHwREREREREREZFZYuKLiIiIiIiIiIjMEhNfRERERERERERklpj4IiIiIiIiIiIis8TEFykkJSVBIpHgwIEDKvMGDhwIiUSC48ePq8zr3r07hg0bpvhdJpNh48aNePXVV+Hv7w9/f3+8+uqr2LhxI2Qymcr6ISEhkEgkih8/Pz8MHToUu3btUln2xIkTkEgk2Lt3r9L0/Px8TJw4ES1atMBPP/2kcZlL7rdFixbo3Lkzxo4dixMnTugdY1k/iYmJSnFv2LABgwcPRkBAANq2bYuwsDDMnTsXN27cUNrulStXMGXKFPTo0QM+Pj7o0qULxowZg02bNqmU6ZNPPlFb3r1790IikSiVLzo6Wim+1q1bo2/fvli2bBlevHhR7jEr/TNv3rwKjzkRmb5//vkH8+bNQ8+ePeHj44OAgAAMGzYMGzZswPPnzxXLaXs90OScWN45qORP6fN4eQRBwK5duzB8+HC0bdsWbdq0wYABA7By5Urk5eWpLB8ZGVnmfkufu8sTEhKCiRMnlrtMdHQ0/P39AQCPHz+Gt7c3Zs2aVebyubm58PX1RVRUFABg586dkEgk+PvvvxXLrFixAhKJBB07doRUKtU4rvz8fGzatAlvvPEG2rVrh9atW6Nz586YNGkSEhISUFhYqFG55SIjIxEeHq6yb4lEgoULF6osr+4eQF4++Y+Pjw86d+6McePGYePGjcjNzVXZjrz8Zf08fPgQALB9+3ZIJBL8/PPPKts4ffo0WrRogS+//FKrMhNR1St9nij5s2TJEgDqz3vyZdauXVvmNkueW0tavHgxJBIJpk2bpnb+7du3Fdvft2+fynz5eerJkycq806cOIGoqCh06tQJrVu3RnBwMCZNmoT9+/erbD8uLk7t/pOTkyGRSNC5c2cUFRWpXUaTa5SmHj16hC+//BL9+vVDmzZt4OfnhyFDhmD16tXIzs5WWlbXa3KfPn3U7vvo0aOKY13e9UPd90Kusp9vS37+Ff3cvn1b28NNatQydgBUfQQGBgIAUlJS0Lt3b8X03NxcXLt2DbVq1UJqaio6dOigmPfvv//i33//RWhoKAAgLy8PEydOxMmTJ9GjRw8MGTIEIpEIv//+Oz777DMcOHAA3333HWxtbZX23bJlS4wZMwYA8PDhQ2zfvh2zZ89Gfn4+XnvttXLjlslkmDJlCpKTk7Fw4UIMHTpUq3J36tQJgwYNgiAIuH37NrZs2YJRo0bhu+++Q7du3XSOMTIyEj4+PirT/fz8FP+fMmUKjhw5grCwMERERKCgoABpaWn47bff4O/vD09PTwBAamoqRo4cicaNGyMiIgJOTk74999/cfbsWWzcuBGRkZFalbk0a2trfPrppwCKP++DBw9i9erV+Oeff/D111+XecxKc3d31ysOIqr+fvvtN0ydOhXW1tYYNGgQvLy8IJPJkJKSgq+++grXr1/HwoULdboeaHJOXLx4sVI8v/zyC44ePaoyXX7+rEhhYSFmzpyJPXv2oG3btoiKioJYLMapU6ewatUq7Nu3D+vWrUODBg2U1mvUqBFmzJihsj1nZ2dND6XW6tevj44dO+LgwYOQSqUQi8Uqyxw4cAAvXrzAwIEDK9ze48ePsWXLFowdO7bCZZ88eYK33noLFy5cQOfOnfH222+jTp06ePToEf7880/MnDkTt27dwrvvvqtT2Urbtm0bJkyYoPHxnDJlClxcXFBQUIBHjx7h5MmT+Pzzz7F+/XqsXr0aLVq0UFln/vz5KvcjAODg4AAAGDp0KH7++Wd8+eWX6N69O+rWrQug+L5j3rx5+M9//oPJkyfrUUoiqkry80RJXl5eFa4XFxeHN954Q+05Vx1BEJCYmIgmTZrg8OHDyM3NhZ2dXZnLr1q1Cn369IFIJKpw28uXL8eqVavg5uaG119/HY0bN0ZmZiaSk5MxefJkLFmyBAMGDKhwO7t370aTJk1w584dHD9+HB07dtSobLo4d+4cJkyYgLy8PAwcOBCtWrUCAJw/fx4xMTE4deqUIrmo6zXZxsYGt27dwrlz5+Dr66s0Lz4+HjY2Nmpf6AMVfy8M8XwbHh6uct+ybt063Lt3Dx988IHS9Hr16pV7fElDAlEJISEhwtChQ5WmHTlyRJBIJMKMGTOEsWPHKs2Lj48XvLy8hF9//VUQBEGYO3eu4OXlJWzatEll299//73g5eUlzJs3T2l6jx49hAkTJihNe/z4seDn5yf0799fafrx48cFLy8vYc+ePYIgCEJ+fr7wzjvvCBKJRPjxxx+1Lq+Xl5ewYMECpWmXL18WvLy8lMqqT4xlOXv2rODl5SV88803KvMKCgqEJ0+eKH4fP3680KFDByErK0tl2UePHlVYJrk9e/YIXl5ewvHjxxXTZs+eLfj5+SktV1RUJLz22muCRCIRHj58qPH2ici8/fPPP4Kfn5/Qr18/4f79+yrz09PThfXr1wuCoP31QJtzYkkLFiwQvLy8dC2S8O233wpeXl7CokWLVOYdPHhQaNGihTBu3Dil6SNGjBDCwsJ03qecumtLaaXP0bt27RK8vLyEhIQEtcuPHTtWCAwMFF68eCEIgiDs2LFD8PLyEs6dO6dYZvny5YKXl5cwaNAgoWPHjoJUKq0wrrFjxwotWrQQ9u3bp3a/586dE3755Zdyy1KauuPYo0cPISwsTPD29hYWLlyoNE/d9VVd+eT+/PNPwdfXV+jRo4dSGeXlf/z4cYUxXrt2TWjVqpUQHR2tmPbdd98JXl5ewsGDBzUuKxEZT3nnCTl15z35edLLy0tYu3atxts8duyY4OXlJRw7dkxo1aqVsHPnTpVlMjIylLZf+tyq7jwlv4+fPHmykJ+fr7LNI0eOCIcOHVLafmxsrMpyz549E/z8/ISNGzcKgwcPVjq/VXRMtJWVlSV06dJF6Nixo3D9+nWV+Q8fPhRWrVql+F2fa3Lfvn2Fzz77TGne8+fPhYCAAGHy5MlaXT9KMvTzrdyECROEHj16lBsL6Y5NHUlJYGAgLl26pNRUJTU1FS+//DK6dOmCs2fPKlWHTU1NhUgkQkBAAO7du4effvoJHTp0wIgRI1S2PXz4cAQFBeGnn37CvXv3yo2jXr168PDwwD///FPmMgUFBZgxYwYOHjyI+fPnV1gzTFMSiQR169atsFqpJjGWJyMjAwAQEBCgMs/S0lLxZhkoblbUvHlzxVvokurXr6/T/ssj/0wFQVDESUQUGxuLvLw8fPbZZ2jYsKHK/GbNmmHUqFE6XQ+0OSdWlufPnyMuLg5ubm6YOXOmyvyQkBAMHjwYv//+O86cOVPp+9dF7969YWtri/j4eJV5jx8/xrFjx9C3b19YW1tXuK13330Xjx49wpYtW8pd7vTp0/jjjz/w2muvldmUxMfHR6NaZppo0qQJBg0ahG3btuH+/fs6byc4OBjvvPMO7ty5g927d+u0jebNm2PcuHHYuXMnTp48iYyMDEXtjJCQEJ1jIyLTEBAQgA4dOiA2Nlbp+ag88fHxaN68OTp06IDg4GC152u50NBQuLm5YdWqVRAEodztLlu2DI6Ojvj8889hZWWlMr9Lly7o0aNHhfEdOHAAz58/R79+/RAaGor9+/eXWRtKX1u3bsX9+/cRHR2ttiZ2gwYN8M477wDQ/5ocHh6OpKQkpWfVQ4cOKcqqi6p+viXDYeKLlAQGBkImk+Hs2bOKaampqfD390dAQABycnJw9epVpXkeHh6oW7cujhw5gsLCQgwePLjM7Q8ePBgFBQX4/fffy42joKAA9+/fR506ddTOLywsxIwZM3DgwAHMmzdPqY8xfWVlZSE7OxuOjo56xfjs2TM8efJE5Ud+UWvcuDGA4otjQUFBuftq0qQJLly4oHTsDe3OnTsAoDbZ9uLFC7Vly8/Pr7L4iKjqHT58GK6urmqTUyXpcj3Q5pxYWVJSUpCVlYUBAwagVi31vT/Iy3D48GGl6YWFhSrnwGfPnhk6ZNja2iIkJAR//PEHMjMzleYlJSWhsLBQo2YuQPE1X5MHOnnZKyuxpYm3334bhYWFiImJ0Ws78mb5f/zxh8q8rKwslc+wdF8z8lhcXV0xb948zJ8/H5aWlvjoo4/0iouIql5ubq7K37wmJk+erNFLAqC4L8T9+/cjLCwMABAWFobjx48r+g4szdLSEm+//TYuX76stp9lufT0dKSlpaFnz57lNpvURHx8PIKCguDk5ISwsDA8e/YMhw4d0mubZTl06BBq166Nvn37VrisPtdkoDjx9fDhQ6U+PhMSEtChQ4dyKwqU972oyudbMiwmvkhJyX6+gOI/0HPnziEgIABNmzZFgwYNFPNyc3Nx9epVxTrXr18HALX9aMjJ55Xu/LegoEBxorl69SrmzJmDhw8flnmS/Prrr7Fv3z7MnTsXb775ph4lVk7inDt3DlOnTkVhYaHKmwFtY5wzZw6Cg4NVfh49egSguK+v9u3bY9u2bejWrRtmzpyJzZs34+7duyrbGjt2LJ4/f47Bgwdj2LBh+Oqrr/DHH3+o7UxRV/Ky/fPPP1i7di32798PLy8veHh4qCz7008/qS1beRdsIjJtubm5uH//vkb9oehyPdDmnFhZtIkzLS1NaXpaWprKOVBdh+yGMHDgQMhkMpUOkRMSEuDs7Iz27dtrvK2oqCg8evQIW7duLXMZedlLf/alX4KoSxrpytXVFQMHDsS2bdvw4MEDnbfTqFEj2Nvbq6293K9fP5XPUF3t8dq1a2P+/Pm4efMm/vjjD0ydOtWgfbkRkWGMHj1a5W9eE23btkVQUBDi4uIqrPV1+PBhZGdnKxJfvXr1Qq1atZQGtyptwIABFdb6kl8rNbkGl0deM1geX+PGjeHn51durTR9pKWlwc3NTaNayPpckwHAzc0NrVu3RkJCAgAgOzsbycnJFb4MKu97UZXPt2RY7NyelHh6esLR0VGR3Lp8+TLy8vIUI0r5+/sjNTUVw4cPx5kzZ1BYWKhIfMnfdL/00ktlbl8+r/QoS/+PvTuPjqJK/z/+6YQkNCRhUYJCwCQgSBBIQFkEEXBBFsHBURxBFAYElFVxQI8yoH4VEUfZ1AECiIPgriwRR1FBBBfCpogKhKCgBEQIiQkkJP37w19naLJ1V+/V79c5HE113arnVnXV7Xqq6t5NmzaVaXwGDBigf/zjH+Uu57ffflO1atXKdERoxJtvvukwEmRUVJSGDh2qu+66y60Y77vvPl1xxRVlptuz/BaLRWlpaUpLS9OqVau0Zs0arVmzRo899ph69eqlxx57rPRpq86dO2vlypVasGCBNm3apO3bt2vRokWqW7eunnjiCV177bVubYP8/PwydWvXrp2efvrpcjvavPbaa8t93NfdxhhA4LKftys7x9sZaQ9cOSd6ijvtVsOGDUsHBbEr7/VPb+jcubPq1q2rNWvWaODAgZL+fFV0x44dGjZsmMLCnL+veeWVV6pDhw5atGiRbr/9dlWvXr3MPPa6n99x74oVK/TUU0+V/n3ppZeWXnB4wr333qtVq1ZpwYIFbj1hVaNGjXKfxps7d26ZJycq6ry6Vq1aCgsLU0lJibp06WI4FgD+M3XqVMMDMY0dO1aDBw/WypUrdffdd1c43+rVq3X55ZfrkksukSRFR0erW7duWr16dYXl7E99TZ48WR999JHDIGN2rrTBlVm7dq0sFovDa+t9+/bVjBkzlJOT4/GnkfLy8pyO2Z022e6mm27SCy+8oH/+85/64IMPFB4eruuuu067d++ucJmVfS98eX0L7yLxBQcWi0WpqanaunWrSkpKtG3bNl1wwQWlJ+/U1FQtX75c0p+vOUr/e0rMftBX9qpHRSePNm3aaMKECSouLtbevXv14osv6tSpU+W+vy5JDz74oF5++WWNHz9eaWlppTEYYU/iWCwW1axZU02bNi13lCdXY2zWrFmVI6RERkZq9OjRGj16tI4ePaqvv/5ay5Yt0/vvv69q1ao5DKXbunVrzZs3T4WFhfr+++/10UcfaenSpRo/frzeffddNW3a1Ok6n5/MioqK0ksvvSTpz3fZFy1apOPHjysqKqrc8hdddJFXR38BEHjsCQJnXucz2h64ck70BHfarRo1avjtPFitWjX17t1br776qrKzs1W/fv3ShJOR1xGruqCz1z0/P18xMTGl03v27Fl6w2PGjBkO/ap4wrlPfd1zzz2Gl5Ofn1/uay5XXHGFU6NlFRcXa+rUqYqLi1N+fr6eeOIJLVmyxHA8APyjdevW5Y647ozzbxKUx/6E0eDBg3Xw4MHS6W3bttUHH3ygAwcOVJhgsSds5s+fr+uuu67M5660wZVZtWqVWrdurZMnT5a+Lt+iRQsVFRVp3bp1pTdTPCU6OtrpmN1pk+169+6tp59+Whs3btSqVavUrVu3Kl8Nrex74cvrW3gXrzqijHbt2pX25WXv38suNTVVhw8fVnZ2tjIyMhQXF6dGjRpJ+t/Q8T/88EOFy7Z/dn6Spk6dOrrqqqt09dVXa9iwYXrmmWf00UcfadmyZeUup169elqyZImio6M1cuRIff/994bra0/idOrUSa1bty436WUkRlfFxcWpT58++s9//qOEhAStW7eu3H5uIiMj1bp1a91///2aNm1aaUN17ucVPYZtn35+Qis8PFxXXXWVrrrqKg0YMEBLly7Vb7/9pqlTp3qkbgCCX3R0tOLi4rR3794q53WnPbBz9pzoDnuclbUh9jjL65TXn/r166eSkpLShNfatWvVtGlTtWjRwuVlXXnllWrfvn2FfX3ZX3k/v5/Jiy++uLTt8FafJe729XXkyBHl5uaqcePGhmNYtmyZvvvuOz366KOaMGGCNm/e7LXXggAErjFjxujYsWMVvhq+bt06FRYWavHixbrhhhtK/9mfjK3svGF/6mvPnj1av359mc8rOg+7IisrS998840yMjIc4rN3G+ON81pSUpKysrKc6gfYE21yXFyc2rdvryVLlmjr1q1O93lZVUy+uL6Fd5H4Qhnn9vO1bds2h06ML7/8ckVGRurLL78s7fvLrmvXrgoPD9d7771X4bLfffddVatWTVdffXWlMXTr1k3t27fXSy+9pPz8/HLnadSokdLS0hQWFqa///3vysrKcqGW7nMmRiMiIiLUvHlzFRUV6cSJE5XOe/nll0uSQ/8nDRo00IEDB8qd3z7d3ol0ReLi4nT33Xfrk08+CZiRzAD4X/fu3fXTTz9p+/btlc7nyfbAlXOiq9q1a6fY2FitWbNGxcXFFcYpyamRsnypTZs2aty4sdasWaPvv/9ee/fudesH/tixYyu8oOvWrZsk71wUVaVx48bq16+fXnvttQo7h66M/Tto9PXEX3/9VXPmzNG1116r6667Tn/729/UunVrzZgxQ7m5uYaWCSA4tW/fvtKbBKtXr1azZs00e/bsMv+uuuqqKl8F79evny655BLNmzevTF9fiYmJSkxM1Pr16w0/9bV69WpFREToueeeKxPfkCFDtHXrVo/3q9m9e3edPn1a//3vf6uc11Ntct++fbV161ZFR0era9euhuK28/X1LbyHxBfKuPzyyxUVFaXVq1crOzvb4YmvyMhItWzZUq+++qry8/MdXjG8+OKLNWDAAG3evFmvvvpqmeWuWLFCX3zxhW655RZddNFFVcYxfPhwnTx5Uq+//nqF8zRv3lz//ve/lZ+fr2HDhrk17LkRzsRYkaysrHIbl1OnTmn79u2qVatW6SsYX3zxRbmdXW7YsEGSHDqgv+aaa7Rz5059++23ZZa7evVqtWjRQvXq1asyvsGDB8tqtWrBggUu1QuAeQ0fPlw1atTQI488UjpQx7l++uknvfzyy4baA1fOiZ5itVo1bNgwHThwQM8991yZzz/99FO988476tKli1JSUjy6bk+46aab9N1332nOnDmyWCzq27ev4WWde0F3/rD27dq1U+fOnfX666/ro48+Krd8RR0ye8Lo0aN19uxZLVq0yKVyW7Zs0QsvvKD4+HjDI1LaByx49NFHJUlhYWGaPn26Tpw4oX/961+GlgkgeNlvEpz/2//XX3/V119/rRtvvLHcfwMGDNDBgwe1c+fOCpd97lNf5Y2yOG7cOJ08eVKPPPJIuU9Ab9q0qdzRDu1Wr16tdu3aqXfv3mXiGz58uCR5tJ9GSbr99ttVr149zZgxo9wb88ePH9cLL7wgyXNt8o033qgxY8bon//8p1Od6lfGH9e38A76+EIZkZGRatWqlbZu3arIyMjSp4rsUlNTtXjxYkkq07fWQw89pMzMTE2fPl2fffZZaeZ706ZNWr9+vdq3b68pU6Y4Fcc111yjZs2aaenSpRo0aFCF70OnpqZq7ty5GjVqlIYOHarly5erTp06rlbbkMpi3Lp1a5mLB+nPZN1ll12m77//XpMmTdLVV1+tK664QrVq1VJ2drbeffddHT16VA8//LDCw8MlSU888YQKCgp0/fXXKykpSUVFRdq2bZvef/99NWzYUAMGDChd/j333KN169Zp8ODBGjhwoJKSknT06FG98847Onr0qJ588kmn6lanTh0NGDBAr776qvbv3+/wSHFWVla5dz4uvPBCde7c2entByC4NG7cWLNmzdLEiRPVu3dv9e/fX82aNVNhYaG2b9+udevWlZ6PXG0PXDknetI999yjPXv2aOHChdqxY4duuOEGVa9eXRkZGVq1apWaNGmip59+2uPrtTt48GDpj/5zJScnlz5pVZF+/fpp/vz5Wr9+vdq2bev2gC9jxozRkCFDyv3smWee0fDhw3Xfffepa9euuuqqqxQbG6vffvtNmzdv1tdff+32nfWK2J/6eueddyqcZ+PGjcrMzFRxcbF+++03ffnll/r888/VoEEDvfjii+X2WfnBBx+U271B586ddeGFF+rDDz/U+vXrNWXKFF188cWlnycnJ+uOO+7Q8uXL9Ze//EWtW7f2TEUBBDz7TYKvvvrKYfrq1atls9kqHHDqmmuuUbVq1bR69Wq1adOmwuXb+/ras2dPmc969+6tH374QS+99JK+++479e3bVw0aNNDJkyf12WefacuWLXr22WfLXe7OnTt18OBBDRo0qNzP69evr+TkZK1evdqhT0V32ijpz4FB5s+fr3vuuUc333yz+vXrp5YtW0qSvvvuO61Zs8bhIQtPtMkxMTEaO3ZslbE5yx/Xt/A8El8oV7t27bR161a1bNmyTKa8bdu2Wrx4sWrWrFlmaNeaNWtq6dKlevXVV7Vq1So988wzstlsSkpK0sMPP6w77rjDpQN82LBhmjJlilavXu2Q3Dlfly5dNHPmTD3wwAMaMWKEli5dWmVHhp5SUYyvvPJKufOPGTNGl112ma688kqNGzdOn332mZYsWaITJ06oZs2aatGihSZNmuQw1O0//vEPrVu3Ths2bNBrr72moqIiNWjQQHfccYdGjx7tMNLZhRdeqDfeeENz587V+++/r+PHjys6Olqpqal67rnnKm1szzd06FCtXLlSCxcu1IwZM0qnf/755/r888/LzN++fXsSX4DJXXvttVq1apXS0tK0fv16rVixQpGRkWrevLmmTJmi2267TZLr7YEr50RPCg8P1/PPP693331Xb7zxhmbPnq2ioiI1btxY9913n4YNG1Zh34+ecODAAc2ePbvM9L/+9a9VXlQkJCSoVatW+uabb9zux0SSOnToUO4FnSRdcMEFWrlypVauXKn3339f8+bN0+nTp1WnTh1dfvnlmjVrlnr37u12DBUZPXq0Vq1aVeHrL3PmzJH056uxtWvXVrNmzfTwww9rwIABFf4emDZtWrnTly1bJqvVqieeeEItWrQoNxk4YcIEffDBB5o2bZreeOMNryRlAQSm8m4SrF69Wg0aNChzbWQXGxurtm3bKj09vdIkSbVq1TR69Gg99NBD5X4+ceJEdezYUa+88opWrFihnJwcxcbGqk2bNnrhhRcqTLzZX1Xv0aNHhevu0aOH5s6dq++//760Hu60UXZt2rTR6tWrlZaWpk8//VTvvfeewsLClJSUpHvuucdhpHh/t8nl8df1LTzLYvPms+kAAAAAAACAn9DHFwAAAAAAAEyJVx1hOsXFxfr9998rnadGjRqqWbOmjyICAPja77//XuFrcdL/XonzhqpGH6xevbpiYmK8su5A4M9tDwDwvtOnT1c5sm2tWrXc7lwe8BRedYTpHDp0qML32+3GjBnj0U4PAQCBpUePHjp8+HCFn7dv377Cvhjd1bx580o//8tf/uLQb6LZ+HPbAwC87+23366wHzK7ZcuWqUOHDj6KCKicS4mv999/X6tWrdLu3bt16tQpXXLJJbrzzjt1yy23yGKxSJLuvPPOcjtFTU9PdxgVDvCWM2fOKCMjo9J5GjVqpEaNGvkoIgCAr2VkZJQ7sq5dbGxsmVGLPWXz5s2Vfh4XF6emTZt6Zd2BwJ/bHgDgfUePHtW+ffsqnadly5aqVauWjyICKudS4mvgwIFq2LChrrvuOtWpU0ebN2/WokWLdN9992nMmDGS/kx8nT17VpMnT3Yo26JFi3KHkgYAAAAAAAC8waU+vl588UXVrVu39O9OnTrp5MmTWrJkie69916Fhf3ZV35sbKxSUlI8GigAAAAAAADgCpcSX+cmvexatGih119/Xfn5+YqOjvZYYOfavn27bDabIiIivLJ8AAgGRUVFslgsSk1N9XcoIYv2CABojwIB7REAON8ehbm7ooyMDNWvX98h6fXVV18pJSVFrVq10uDBg/X111+7tQ6bzaZA6oPfZrOpsLAwoGJyB/UJbNQnsPmyPoF2LgxFZtsHZjse7cxaL8m8daNewcVs58Jg5M4+MOv3MpCwjb2Pbex9wbCNnT0XuvTE1/m2bt2q9PR0h/68rrzySvXv318JCQk6evSo0tLSNHToUL3yyiuG7wpFRETIZrMFTOf4BQUFysrKUsOGDWW1Wv0djtuoT2CjPoHNl/XZt29f6UAi8A/7nfVWrVr5ORLPyM/P1549e9S0aVPVqFHD3+F4jFnrJZm3btQruHzzzTf+DiHkudMemfV7GUjYxt7HNva+YNjGzrZHhhNfR44c0cSJE9WhQwcNGTKkdPq4ceMc5uvWrZv69u2rF154QQsXLjS6OhUVFWnPnj2Gy3tDVlaWv0PwKOoT2KhPYPNVfSIjI32yHgAAAAAwA0OJr1OnTmnEiBGqXbu25s6dW9qpfXlq1Kiha665Rh988IHhIKU/72oEytDf9ic8EhISTPXECvUJTNQnsPmyPlUNGw0AAAAAcORy4uv06dMaOXKkcnNz9dprrykmJsYbcZVhsVgC7vE6q9UacDG5g/oENuoT2HxRH15zBAAAAADXuJT4Onv2rCZMmKDMzEwtX75c9evXr7JMfn6+Pv30U9P0hwIAAAAAAIDg4FLia/r06frkk080ZcoU5eXlaceOHaWfJScna9euXVq0aJGuv/56NWzYUEePHtWSJUt07NgxzZ4929OxAwAAAAAAABVyKfH1+eefS5JmzJhR5rP169erXr16Kioq0nPPPaeTJ0/KarUqNTVV06dPV+vWrT0TMQAAAAAAAOAElxJfH3/8cZXzpKWlGQ4GAAAAAAAA8JSKh2MEEBDo0BwAAAAAAGNIfAE+UlJiM1QuMipKERERHo4GQLAxeg4xWg4AAIQGo78Vit34jcHvE/iSS686AjAuLMyiWcszdCg71+ky8fVjNGlQO1WrxqEKhDp3ziEAAAAVMfIbo+1lcRrSO9nlchK/T+B7XE0DPnQoO1f7D+f4OwwAQYpzCAAA8AZXf2PEx0UbKgf4A686AgAAAAAAwJRIfAEAAAAAAMCUSHwBAAAAAADAlEh8AQAAAAAAwJRIfAEAAAAAAMCUSHwBAAAAAADAlEh8AQAAAAAAwJRIfAEAAAAAAMCUSHwBAAAAAADAlEh8AQAAAAAAwJRIfAEAAACAAe+//75Gjx6trl27KiUlRf3799ebb74pm83mMN8bb7yhnj17qlWrVurXr58++eQTP0UMAKGHxBcAAAAAGLB06VJZrVZNmTJFL774orp27apHH31U8+fPL51n7dq1evTRR9WrVy8tXLhQKSkpGjNmjHbs2OG/wAEghFTzdwAAAAAAEIxefPFF1a1bt/TvTp066eTJk1qyZInuvfdehYWFac6cOerTp48mTJggSerYsaN+/PFHzZ8/XwsXLvRT5AAQOnjiCwAAAAAMODfpZdeiRQvl5eUpPz9fP//8s7KystSrVy+HeXr37q0tW7aosLDQV6ECQMgi8QUAAAAAHpKRkaH69esrOjpamZmZkqTExESHeZo0aaKioiL9/PPP/ggRAEIKrzoCAAAAgAds3bpV6enpmjx5siQpJydHkhQbG+swn/1v++dG2Gw25efnu1yuoKDA4b/wvGDaxhaLRVar1S/rLigoKDMQhCtlz/0vPC8YtrHNZpPFYqlyPhJfAAAAAOCmI0eOaOLEierQoYOGDBni9fUVFRVpz549hstnZWV5LhiUKxi2sdVqVXJysl/WfeDAAbeTKsGwjYNdoG/jyMjIKuch8QUAAAAAbjh16pRGjBih2rVra+7cuQoL+7NHmVq1akmScnNzVa9ePYf5z/3ciIiICDVt2tTlcgUFBcrKylJCQoLfnvQxu2Daxs48LeMtiYmJbj3xFSzbOFgFwzbet2+fU/OR+AIABJ33339fq1at0u7du3Xq1CldcskluvPOO3XLLbc4/IB74403tGjRIv3yyy9KTEzUxIkT1b17dz9GDgAwm9OnT2vkyJHKzc3Va6+9ppiYmNLPkpKSJEmZmZml/2//OyIiQo0aNTK8XovFoho1ahgub7Va3SqPqrGNK+eJZArb2PsCeRs7m7ilc3sAQNBZunSprFarpkyZohdffFFdu3bVo48+qvnz55fOs3btWj366KPq1auXFi5cqJSUFI0ZM0Y7duzwX+AAAFM5e/asJkyYoMzMTC1atEj169d3+LxRo0ZKSEjQunXrHKanp6erU6dOTr2iAwBwD098AQCCzosvvugwhHynTp108uRJLVmyRPfee6/CwsI0Z84c9enTRxMmTJAkdezYUT/++KPmz5+vhQsX+ilyAICZTJ8+XZ988ommTJmivLw8h5srycnJioyM1NixYzVp0iQ1btxYHTp0UHp6unbt2qX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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x800 with 1 Axes>"
            ],
            "image/png": 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ij3/8Y3To0CF22WWXH92mS5cu8ec//znOOuusOProo6NRo0axZMmSmDZtWjz77LPx/PPPR+3ataNPnz4xf/78aNGiRWy99dbx+eefx+jRo6Nhw4a50BgA4KcQ5gEAG4VVp3JWqVIl6tevH/369YsTTjght7xChQpxxx13xODBg2PChAnx+OOPxy9/+cu45JJLonPnzhGx8uqow4YNi5NPPjlatGiR2/bMM8+M559/Pvr06RPjx4+PmjVrRsTKkWN33XVX9OvXL26++eaoXr16dO/ePc4999z/WO+vfvWrGDNmTAwYMCCGDRsWKaVo0qRJ3HzzzbkrtUZE1KlTJ6666qoYNmxY9O7dO1asWBH33Xffj4Z5++67b9x1110xePDgGDx4cFSqVCn23nvv+P3vf79Wzvl35JFHxrhx46JOnTql/j4REcccc0x8/fXX8fDDD8crr7wSO++8c9x8883xzDPPxF/+8pc13ueAAQPimmuuiQceeCBSStGqVasYMWJE7Lfffj/YftCgQfGHP/whBgwYEJUqVYqTTz45Lrnkkv+4j0022STuv//+GDZsWDzzzDPx5JNPRo0aNWLHHXeMHj165KZXH3nkkTF27Nh44IEHYsGCBVGnTp1o165d9OjRIypUMCkGAPjp8tL/clZgAABW22WXXRbPPvtsvP322+VdCgAAGwhfDwIAAABARgjzAAAAACAjhHkAAAAAkBHOmQcAAAAAGWFkHgAAAABkhDAPAAAAADKiUnkXsL56++23I6UUlStXLu9SAAAAAChnRUVFkZeXF82aNSvXOoR5PyKlFE4nCAAAAEBErDc5kTDvR5SMyGvcuHE5VwIAAABAeXvvvffKu4SIcM48AAAAAMgMYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMiISuVdALBmvvjii/juu+/Ku4y1pnr16rHNNtuUdxkAAACwXhPmQQbNnz8/unbtGsXFxeVdylpToUKFGDNmTNSqVau8SwEAAID1ljAPMqhWrVoxYsSIn31k3uzZs+Pmm2+O3//+91G3bt2fdV/Vq1cX5AEAAMB/IcyDjFqXU1Lr1q0bO++88zrbHwAAAPDDXAADAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI1YrzHv88cejoKCgzL9bbrmlVLtHHnkkDj300GjcuHEceeSR8cILL5Tpa+HChdGrV6/YZ599olmzZnHeeefFV199VabdW2+9FZ06dYomTZpE27ZtY/jw4ZFSKtUmpRTDhw+P/fffP5o0aRKdOnWKd955Z3VuGgAAAACs9yqtyUZ33XVXbLrpprnft95669z/x48fH1dccUWcddZZ0aJFi5gwYUJ07949xowZE02bNs2169mzZ0yfPj369esXVapUiUGDBkXXrl3jsccei0qVVpb18ccfR5cuXaJVq1bRs2fP+Mc//hG33HJLVKxYMbp06ZLra8SIETF48OC4+OKLo6CgIMaMGROdO3eOp556KurWrbsmNxEAAAAA1jtrFOY1atQoateu/YPrBg8eHIcffnj07NkzIiJatGgR06ZNi9tuuy1GjBgRERFvv/12vPLKKzFy5Mho3bp1RETUq1cv2rdvH5MmTYr27dtHRMTIkSNj8803j4EDB0Z+fn60bNky5s6dG3feeWeccsopkZ+fH4WFhTFs2LDo3LlznH766RERseeee8Zhhx0WI0eOjH79+q3JTQQAAACA9c5aPWfe7Nmz46OPPop27dqVWt6+fft47bXXYtmyZRERMXny5KhZs2a0atUq16Z+/frRsGHDmDx5cm7Z5MmT48ADD4z8/PxSfS1YsCDefvvtiFg5DXfRokWl9pmfnx8HH3xwqb4AAAAAIOvWaGRehw4dYt68ebHtttvG8ccfH2eccUZUrFgxZs6cGRErR9mtaqeddoqioqKYPXt27LTTTjFz5syoV69e5OXllWpXv379XB+LFy+OL774IurXr1+mTV5eXsycOTOaN2+ea//9djvttFPce++9sXTp0qhateqa3MxIKcXixYvXaFvYECxdujT303MBAACAjVlKqUyWVR5WK8yrU6dO9OjRI3bffffIy8uLP//5zzFo0KD48ssvo2/fvjF//vyIiKhZs2ap7Up+L1m/YMGCUufcK1GrVq14//33I2LlBTJ+qK/8/PzYZJNNSvWVn58fVapUKbPPlFLMnz9/jcO8oqKimDp16hptCxuCzz//PCIiZs2aFYWFheVcDQAAAJSvVWePlpfVCvP222+/2G+//XK/t27dOqpUqRL33ntvnHXWWWu9uPJWuXLl2Hnnncu7DCg3JSF5vXr1yox+BQAAgI3J9OnTy7uEiFjDabarateuXYwaNSqmTp0atWrVioiVo+rq1KmTa7NgwYKIiNz6mjVrxpw5c8r0NX/+/FybkpF7JSP0SixbtiyWLFlSqq9ly5ZFYWFhqdF5CxYsiLy8vFy7NZGXlxfVqlVb4+0h60pGtVatWtVzAQAAgI3a+jDFNmItXwCjZOROyXnsSsycOTMqV64cdevWzbWbNWtWpJRKtZs1a1auj2rVqsU222xTpq+S7UralfycNWtWmX1uu+22azzFFgAAAADWNz85zJswYUJUrFgxdt1116hbt27suOOO8cwzz5Rp07Jly9y84jZt2sT8+fPjtddey7WZNWtWfPDBB9GmTZvcsjZt2sTzzz8fRUVFpfqqWbNmNGvWLCIi9thjj6hRo0ZMnDgx16aoqCgmTZpUqi8AAAAAyLrVmmbbpUuXaN68eRQUFERExPPPPx9jx46NU089NTettkePHnHxxRfH9ttvH82bN48JEybEu+++G6NHj87106xZs2jdunX06tUrLr300qhSpUrceuutUVBQEIccckip/T399NNx0UUXxYknnhjTpk2LkSNHxgUXXJALBqtUqRLdunWLIUOGRO3ataNBgwbx4IMPxrfffhtdunT5yX8gAAAAAFhfrFaYV69evXjsscdizpw5UVxcHDvuuGP06tUrTjnllFybDh06xJIlS2LEiBExfPjwqFevXgwdOjQ3kq7EoEGD4oYbboi+ffvG8uXLo3Xr1tGnT5+oVOnfJe2www4xcuTI6N+/f5x55plRu3btOO+886Jz586l+uratWuklGLUqFExd+7caNiwYYwcOTI3rRcAAAAANgR56fsnriMiIt57772IiGjcuHE5VwLlZ/r06XHeeefF4MGDXdkZAACAjdr6khWt1QtgAAAAAAA/H2EeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBE/Kcz77rvvok2bNlFQUBDvvfdeqXWPPPJIHHroodG4ceM48sgj44UXXiiz/cKFC6NXr16xzz77RLNmzeK8886Lr776qky7t956Kzp16hRNmjSJtm3bxvDhwyOlVKpNSimGDx8e+++/fzRp0iQ6deoU77zzzk+5eQAAAACwXvlJYd7tt98eK1asKLN8/PjxccUVV0S7du1ixIgR0bRp0+jevXuZcK1nz54xZcqU6NevX9xyyy0xa9as6Nq1ayxfvjzX5uOPP44uXbpEnTp1YtiwYXHaaafF4MGDY9SoUaX6GjFiRAwePDhOP/30GDZsWNSpUyc6d+4cs2fP/ik3EQAAAADWG2sc5s2YMSMeeOCB6NGjR5l1gwcPjsMPPzx69uwZLVq0iKuvvjoaN24ct912W67N22+/Ha+88kpcd9110b59+zjwwAPjD3/4Q/zjH/+ISZMm5dqNHDkyNt988xg4cGC0bNkyTj/99OjcuXPceeedsWzZsoiIKCwsjGHDhkXnzp3j9NNPj5YtW8bAgQNjs802i5EjR67pTQQAAACA9coah3nXXnttnHDCCVGvXr1Sy2fPnh0fffRRtGvXrtTy9u3bx2uvvZYL4CZPnhw1a9aMVq1a5drUr18/GjZsGJMnT84tmzx5chx44IGRn59fqq8FCxbE22+/HRErp+EuWrSo1D7z8/Pj4IMPLtUXAAAAAGTZGoV5zzzzTEybNi3OPffcMutmzpwZEVEm5Ntpp52iqKgoN+115syZUa9evcjLyyvVrn79+rk+Fi9eHF988UXUr1+/TJu8vLxcu5Kf32+30047xeeffx5Lly5dk5sJAAAAAOuVSqu7wZIlS6J///5xwQUXRI0aNcqsnz9/fkRE1KxZs9Tykt9L1i9YsCA23XTTMtvXqlUr3n///YhYeYGMH+orPz8/Ntlkk1J95efnR5UqVcrsM6UU8+fPj6pVq67uTY2UUixevHi1t4MNRUkQvnTpUs8FAAAANmoppTKD0srDaod5d9xxR2yxxRZx7LHH/hz1rFeKiopi6tSp5V0GlJvPP/88IiJmzZoVhYWF5VwNAAAAlK9VTwNXXlYrzPvss89i1KhRcdttt+VGzZWM1lm8eHF89913UatWrYhYOaquTp06uW0XLFgQEZFbX7NmzZgzZ06ZfcyfPz/XpmTkXsm+SixbtiyWLFlSqq9ly5ZFYWFhqdF5CxYsiLy8vFy71VW5cuXYeeed12hb2BCUPJ/q1atXZho7AAAAbEymT59e3iVExGqGeZ9++mkUFRXFmWeeWWbdqaeeGrvvvnsMGDAgIlaex27VD/8zZ86MypUrR926dSNi5fntXnvttTJDFGfNmhUNGjSIiIhq1arFNttskzsn3qptUkq5/kt+zpo1K3bZZZdS+9x2223XaIptREReXl5Uq1ZtjbaFDUHJc6dq1aqeCwAAAGzU1ocpthGreQGMhg0bxn333Vfq3+WXXx4REVdddVVceeWVUbdu3dhxxx3jmWeeKbXthAkTomXLlrnhiG3atIn58+fHa6+9lmsza9as+OCDD6JNmza5ZW3atInnn38+ioqKSvVVs2bNaNasWURE7LHHHlGjRo2YOHFirk1RUVFMmjSpVF8AAAAAkGWrNTKvZs2a0bx58x9c16hRo2jUqFFERPTo0SMuvvji2H777aN58+YxYcKEePfdd2P06NG59s2aNYvWrVtHr1694tJLL40qVarErbfeGgUFBXHIIYfk2nXp0iWefvrpuOiii+LEE0+MadOmxciRI+OCCy7IBYNVqlSJbt26xZAhQ6J27drRoEGDePDBB+Pbb7+NLl26rPYfBQAAAADWR6t9AYz/RYcOHWLJkiUxYsSIGD58eNSrVy+GDh2aG0lXYtCgQXHDDTdE3759Y/ny5dG6devo06dPVKr077J22GGHGDlyZPTv3z/OPPPMqF27dpx33nnRuXPnUn117do1UkoxatSomDt3bjRs2DBGjhyZm9YLAAAAAFmXl1JK5V3E+ui9996LiIjGjRuXcyVQfqZPnx7nnXdeDB482MVgAAAA2KitL1nRap0zDwAAAAAoP8I8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICNWK8x76aWX4uSTT44WLVrEbrvtFgceeGDccMMNsXDhwlLt/vznP8eRRx4ZjRs3jkMPPTQee+yxMn0tW7YsbrzxxmjVqlU0bdo0fve738XMmTPLtJsxY0b87ne/i6ZNm0arVq3ipptuimXLlpVp98gjj8Shhx4ajRs3jiOPPDJeeOGF1blpAAAAALDeW60w79tvv40mTZrEVVddFSNHjozf/e538eSTT8b555+fa/PXv/41unfvHk2bNo0RI0ZEu3btonfv3vHMM8+U6uvaa6+NRx55JC644IIYMmRILFu2LE4//fRSweD8+fPjtNNOi6KiohgyZEhccMEFMXbs2Ojfv3+pvsaPHx9XXHFFtGvXLkaMGBFNmzaN7t27xzvvvLMGfxIAAAAAWD9VWp3GRx11VKnfmzdvHvn5+XHFFVfEl19+GVtvvXXccccd0aRJk7j66qsjIqJFixYxe/bsGDx4cBx22GERETFnzpx49NFH48orr4yOHTtGRETjxo2jbdu28dBDD0XXrl0jIuKhhx6K7777LoYOHRqbbbZZRESsWLEirrrqqujWrVtsvfXWERExePDgOPzww6Nnz565fU6bNi1uu+22GDFixJr9ZQAAAABgPfOTz5lXErIVFRXFsmXL4o033siFdiXat28fM2bMiE8//TQiIl555ZUoLi4u1W6zzTaLVq1axeTJk3PLJk+eHC1btsztIyKiXbt2UVxcHFOmTImIiNmzZ8dHH30U7dq1K7PP11577Qen5AIAAABAFq1RmLdixYooLCyM//u//4vbbrstDjjggNhuu+3ik08+iaKioqhfv36p9jvttFNERO6ceDNnzowtttgiatWqVabdqufNmzlzZpm+atasGXXq1CnVV0REvXr1yvRVVFQUs2fPXpObCAAAAADrndWaZluibdu28eWXX0ZExH777RcDBgyIiJXnuItYGbitquT3kvULFiyITTfdtEy/NWvWzLUpaff9viIiatWqlWv3v+5zTaSUYvHixWu8PWTd0qVLcz89FwAAANiYpZQiLy+vvMtYszBv+PDhsWTJkpg+fXrccccdcdZZZ8Xdd9+9tmsrd0VFRTF16tTyLgPKzeeffx4REbNmzYrCwsJyrgYAAADKV35+fnmXsGZh3i677BIREc2aNYvGjRvHUUcdFc8991zsvPPOERGlrkgbsXKEXUTkptXWrFkzFi1aVKbfBQsWlJp6W7NmzTJ9RawcbVfSruTnwoULo06dOj+6zzVRuXLl3G2CjVGVKlUiYuU09u9PeQcAAICNyfTp08u7hIhYwzBvVQUFBVG5cuX45JNP4oADDojKlSvHzJkzY7/99su1KTmvXUkYUL9+/fj6669LhXIl7VYNDOrXr1/qHHoRK0O7f/3rX6X6+qFtZ86cGZUrV466deuu8W3Ly8uLatWqrfH2kHVVq1bN/fRcAAAAYGO2PkyxjVgLV7P9+9//HkVFRbHddttFfn5+NG/ePJ599tlSbSZMmBA77bRTbLfddhER0bp166hQoUJMmjQp12b+/PnxyiuvRJs2bXLL2rRpE6+++mpulF1ExDPPPBMVKlSIVq1aRURE3bp1Y8cdd4xnnnmmzD5btmy5Xgx/BAAAAIC1YbVG5nXv3j122223KCgoiKpVq8aHH34YI0eOjIKCgjjooIMiIuLss8+OU089Nfr16xft2rWLN954I8aNGxe33nprrp9f/OIX0bFjx7jpppuiQoUKsfXWW8ewYcNi0003jRNOOCHX7oQTToj7778/zj333OjWrVt8+eWXcdNNN8UJJ5wQW2+9da5djx494uKLL47tt98+mjdvHhMmTIh33303Ro8e/VP/PgAAAACw3litMK9JkyYxYcKEGD58eKSU4pe//GUcd9xx0aVLl9wIuL322iuGDBkSgwYNikcffTS23XbbuPbaa6Ndu3al+urTp09Ur149BgwYEN99913ssccecffdd5e6ym2tWrXi3nvvjWuuuSbOPffcqF69enTs2DEuuOCCUn116NAhlixZEiNGjIjhw4dHvXr1YujQodGsWbM1/bsAAAAAwHonL6WUyruI9dF7770XERGNGzcu50qg/EyfPj3OO++8GDx4sIvBAAAAsFFbX7Kin3zOPAAAAABg3RDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGCPMAAAAAICOEeQAAAACQEcI8AAAAAMgIYR4AAAAAZIQwDwAAAAAyQpgHAAAAABkhzAMAAACAjBDmAQAAAEBGVCrvAmBD9NVXX8WCBQvKu4yfbPbs2aV+bghq1qwZW221VXmXAQAAAGtEmAdr2VdffRXdzjwzCpctK+9S1pqbb765vEtYa6rk58ew4cMFegAAAGSSMA/WsgULFkThsmXRseFmUaeap9j65F+Ll8ejU7+NBQsWCPMAAADIJEkD/EzqVKsU226aX95lAAAAABsQF8AAAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjVivMmzhxYpx99tnRpk2baNq0aRx11FHx6KOPRkqpVLtHHnkkDj300GjcuHEceeSR8cILL5Tpa+HChdGrV6/YZ599olmzZnHeeefFV199VabdW2+9FZ06dYomTZpE27ZtY/jw4WX2l1KK4cOHx/777x9NmjSJTp06xTvvvLM6Nw0AAAAA1nurFebdc889sckmm8Rll10Wd9xxR7Rp0yauuOKKuO2223Jtxo8fH1dccUW0a9cuRowYEU2bNo3u3buXCdd69uwZU6ZMiX79+sUtt9wSs2bNiq5du8by5ctzbT7++OPo0qVL1KlTJ4YNGxannXZaDB48OEaNGlWqrxEjRsTgwYPj9NNPj2HDhkWdOnWic+fOMXv27DX4kwAAAADA+qnS6jS+4447onbt2rnfW7ZsGd9++23cfffdcc4550SFChVi8ODBcfjhh0fPnj0jIqJFixYxbdq0uO2222LEiBEREfH222/HK6+8EiNHjozWrVtHRES9evWiffv2MWnSpGjfvn1ERIwcOTI233zzGDhwYOTn50fLli1j7ty5ceedd8Ypp5wS+fn5UVhYGMOGDYvOnTvH6aefHhERe+65Zxx22GExcuTI6Nev30/8EwEAAADA+mG1RuatGuSVaNiwYSxatCgWL14cs2fPjo8++ijatWtXqk379u3jtddei2XLlkVExOTJk6NmzZrRqlWrXJv69etHw4YNY/LkybllkydPjgMPPDDy8/NL9bVgwYJ4++23I2LlNNxFixaV2md+fn4cfPDBpfoCAAAAgKxbrZF5P+Rvf/tbbL311lGjRo3429/+FhErR9mtaqeddoqioqKYPXt27LTTTjFz5syoV69e5OXllWpXv379mDlzZkRELF68OL744ouoX79+mTZ5eXkxc+bMaN68ea7999vttNNOce+998bSpUujatWqa3TbUkqxePHiNdqWjdfSpUvLuwT+i6VLl3puAwAAsFpSSmWyrPLwk8K8v/71rzFhwoS49NJLIyJi/vz5ERFRs2bNUu1Kfi9Zv2DBgth0003L9FerVq14//33I2LlBTJ+qK/8/PzYZJNNSvWVn58fVapUKbPPlFLMnz9/jcO8oqKimDp16hpty8br888/L+8S+C9mzZoVhYWF5V0GAAAAGbPq7NHyssZh3pw5c+KCCy6I5s2bx6mnnro2a1pvVK5cOXbeeefyLoOM+X6wzPqnXr16ZUbzAgAAwH8yffr08i4hItYwzFuwYEF07do1NttssxgyZEhUqLDy1Hu1atWKiJWj6urUqVOq/arra9asGXPmzCnT7/z583NtSkbulYzQK7Fs2bJYsmRJqb6WLVsWhYWFpUKUBQsWRF5eXq7dmsjLy4tq1aqt8fZsnNZ0JCjrTtWqVT23AQAAWC3rwxTbiNW8AEbEynNNdevWLRYuXBh33XVXqemyJSNdSs5jV2LmzJlRuXLlqFu3bq7drFmzIqVUqt2sWbNyfVSrVi222WabMn2VbFfSruTnrFmzyuxz2223FawAAAAAsMFYrTBv+fLl0bNnz5g5c2bcddddsfXWW5daX7du3dhxxx3jmWeeKbV8woQJ0bJly9y84jZt2sT8+fPjtddey7WZNWtWfPDBB9GmTZvcsjZt2sTzzz8fRUVFpfqqWbNmNGvWLCIi9thjj6hRo0ZMnDgx16aoqCgmTZpUqi8AAAAAyLrVmmZ71VVXxQsvvBCXXXZZLFq0KN55553cul133TXy8/OjR48ecfHFF8f2228fzZs3jwkTJsS7774bo0ePzrVt1qxZtG7dOnr16hWXXnppVKlSJW699dYoKCiIQw45JNeuS5cu8fTTT8dFF10UJ554YkybNi1GjhwZF1xwQS4YrFKlSnTr1i2GDBkStWvXjgYNGsSDDz4Y3377bXTp0uUn/nkAAAAAYP2xWmHelClTIiKif//+ZdY9//zzsd1220WHDh1iyZIlMWLEiBg+fHjUq1cvhg4dmhtJV2LQoEFxww03RN++fWP58uXRunXr6NOnT1Sq9O+Sdthhhxg5cmT0798/zjzzzKhdu3acd9550blz51J9de3aNVJKMWrUqJg7d240bNgwRo4cmZvWCwAAAAAbgrz0/RPXERER7733XkRENG7cuJwrIWumT58e5513Xpy955ax7ablf8lq/u3zhcvijr99HYMHD3alagAAAFbL+pIVrfYFMAAAAACA8iHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGVGpvAuADdW/Fi8v7xL4HvcJAAAAWSfMg5/Jo1O/Le8SAAAAgA2MMA9+Jh0bbhZ1qnmKrU/+tXi5kBUAAIBMkzTAz6ROtUqx7ab55V0GAAAAsAFxAQwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJitcO8jz/+OPr27RtHHXVU7LrrrtGhQ4cfbPfII4/EoYceGo0bN44jjzwyXnjhhTJtFi5cGL169Yp99tknmjVrFuedd1589dVXZdq99dZb0alTp2jSpEm0bds2hg8fHimlUm1SSjF8+PDYf//9o0mTJtGpU6d45513VvfmAQAAAMB6a7XDvH/+85/x0ksvxQ477BA77bTTD7YZP358XHHFFdGuXbsYMWJENG3aNLp3714mXOvZs2dMmTIl+vXrF7fcckvMmjUrunbtGsuXL8+1+fjjj6NLly5Rp06dGDZsWJx22mkxePDgGDVqVKm+RowYEYMHD47TTz89hg0bFnXq1InOnTvH7NmzV/cmAgAAAMB6qdLqbnDAAQfEQQcdFBERl112Wbz//vtl2gwePDgOP/zw6NmzZ0REtGjRIqZNmxa33XZbjBgxIiIi3n777XjllVdi5MiR0bp164iIqFevXrRv3z4mTZoU7du3j4iIkSNHxuabbx4DBw6M/Pz8aNmyZcydOzfuvPPOOOWUUyI/Pz8KCwtj2LBh0blz5zj99NMjImLPPfeMww47LEaOHBn9+vVb3ZsJAAAAAOud1R6ZV6HCf95k9uzZ8dFHH0W7du1KLW/fvn289tprsWzZsoiImDx5ctSsWTNatWqVa1O/fv1o2LBhTJ48Obds8uTJceCBB0Z+fn6pvhYsWBBvv/12RKychrto0aJS+8zPz4+DDz64VF8AAAAAkGVr/QIYM2fOjIiVo+xWtdNOO0VRUVFu2uvMmTOjXr16kZeXV6pd/fr1c30sXrw4vvjii6hfv36ZNnl5ebl2JT+/326nnXaKzz//PJYuXbqWbh0AAAAAlJ/Vnmb738yfPz8iImrWrFlqecnvJesXLFgQm266aZnta9WqlZu6u3Dhwh/sKz8/PzbZZJNSfeXn50eVKlXK7DOlFPPnz4+qVauu9m1JKcXixYtXezs2bsLj9d/SpUs9twEAAFgtKaUyg9LKw1oP8zYkRUVFMXXq1PIug4z5/PPPy7sE/otZs2ZFYWFheZcBAABAxqx6GrjystbDvFq1akXEylF1derUyS1fsGBBqfU1a9aMOXPmlNl+/vz5uTYlI/dKRuiVWLZsWSxZsqRUX8uWLYvCwsJSo/MWLFgQeXl5uXarq3LlyrHzzjuv0bZsvL4/QpT1T7169cpMywcAAID/ZPr06eVdQkT8DGFeyQfkmTNnlvqwPHPmzKhcuXLUrVs31+61114rM0Rx1qxZ0aBBg4iIqFatWmyzzTa5c+Kt2iallOu/5OesWbNil112KbXPbbfddo2m2EZE5OXlRbVq1dZoWzZea/p4Y92pWrWq5zYAAACrZX2YYhvxM1wAo27durHjjjvGM888U2r5hAkTomXLlrnhiG3atIn58+fHa6+9lmsza9as+OCDD6JNmza5ZW3atInnn38+ioqKSvVVs2bNaNasWURE7LHHHlGjRo2YOHFirk1RUVFMmjSpVF8AAAAAkGWrPTJvyZIl8dJLL0VExGeffRaLFi3KBXf77LNP1K5dO3r06BEXX3xxbL/99tG8efOYMGFCvPvuuzF69OhcP82aNYvWrVtHr1694tJLL40qVarErbfeGgUFBXHIIYfk2nXp0iWefvrpuOiii+LEE0+MadOmxciRI+OCCy7IBYNVqlSJbt26xZAhQ6J27drRoEGDePDBB+Pbb7+NLl26/KQ/EAAAAACsL1Y7zPvmm2/i/PPPL7Ws5Pf77rsvmjdvHh06dIglS5bEiBEjYvjw4VGvXr0YOnRobiRdiUGDBsUNN9wQffv2jeXLl0fr1q2jT58+UanSv8vaYYcdYuTIkdG/f/8488wzo3bt2nHeeedF586dS/XVtWvXSCnFqFGjYu7cudGwYcMYOXJkblovAAAAAGRdXkoplXcR66P33nsvIiIaN25czpWQNdOnT4/zzjsvzt5zy9h20/K/yg3/9vnCZXHH376OwYMHu7gNAAAAq2V9yYrW+jnzAAAAAICfhzAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkRKXyLgA2VP9avLy8S+B73CcAAABknTAP1rKaNWtGlfz8eHTqt+VdCj+gSn5+1KxZs7zLAAAAgDUizIO1bKuttophw4fHggULyruUn2z27Nlx8803x+9///uoW7dueZezVtSsWTO22mqr8i4DAAAA1ogwD34GW2211QYVGNWtWzd23nnn8i4DAAAANnougAEAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGVGpvAsA1swXX3wR33333c+6j9mzZ5f6+XOqXr16bLPNNj/7fgAAACDLhHmQQfPnz4+uXbtGcXHxOtnfzTff/LPvo0KFCjFmzJioVavWz74vAAAAyCphHmRQrVq1YsSIET/7yLx1qXr16oI8AAAA+C+EeZBRpqQCAADAxscFMAAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGbFBhXkzZsyI3/3ud9G0adNo1apV3HTTTbFs2bLyLiuTVqxYEe+++268+OKL8e6778aKFSvKuyQAAACAjV6l8i5gbZk/f36cdtppseOOO8aQIUPiyy+/jP79+8fSpUujb9++5V1epkyZMiVGjBgRX331VW7ZVlttFV27do1WrVqVY2XAujR37ty48MILY8GCBVGzZs0YOHBg1K5du7zLYh1btGhRDBw4ML744ovYZptt4sILL4waNWqUd1nAOjRnzpw455xzorCwMKpUqRK33357/OIXvyjvsliHlixZEqNGjYrPP/88tt122+jcuXNssskm5V0W65DjAVi/5KWUUnkXsTYMGzYs7rzzznjhhRdis802i4iIhx9+OK666qp44YUXYuutt16t/t57772IiGjcuPHaLnW9NmXKlLjuuut+dH3v3r0FerAR6NixYyxevLjM8mrVqsWjjz5aDhVRHnr27BnTpk0rs7xBgwYxaNCgdV8QsM516NAhiouLyyyvUKFCjBs3rhwqYl27+uqr4/XXXy+zvEWLFgZNbCQcD8C/rS9Z0QYzzXby5MnRsmXLXJAXEdGuXbsoLi6OKVOmlF9hGbJixYq45ZZbIiKiYsWKcdxxx8Vdd90Vxx13XFSsWDEiIm655RZTbmEDt2qQt/3228eVV14Z22+/fURELF68ODp27Fie5bGOlBy45+XlxQEHHBBDhw6NAw44IPLy8mLatGnRs2fP8i4R+JmtGuRtuumm0aNHj9h0000jIqK4uDg6dOhQnuWxDpQEeZUqVSr12aBSpUrx+uuvx9VXX13eJfIzczwA66cNZprtzJkz49hjjy21rGbNmlGnTp2YOXNmOVX18/niiy/iu+++W6t9fvDBB1FYWBgVKlSIG2+8MfLz82Px4sWx3377RfPmzeOSSy6JwsLCGD9+fOy6665rdd/Vq1ePbbbZZq32Cay+uXPn5oK8hx56KGrWrBkREc2bN48FCxbECSecEIsXL465c+eacrsBW7RoUe7A/bHHHouqVatGRMTFF18c3bt3j2OPPTamTZsWixYtMsUGNlBz5szJBXn33XdfbLnllhGx8svyr7/+Ok499dQoLi6OOXPmmHK7gVqyZEkuyHv00UcjPz8/IiJ+97vfxUknnRQdO3aM119/PZYsWWLK7QbK8QCsvzaYabaNGjWK888/P84888xSyzt06BDNmjWLa665ZrX6e++99yKlFDvvvPNqbTdr1qyYPXv2am2zupYuXRrDhw//WfdRHs4888zcG8TPpW7dulGvXr2fdR8QsW5eCyIiPv3001i0aNFa62/y5MmxdOnSqF69+g9OqX/llVdi8eLFUbVq1WjTps1a229ERI0aNWK77bZbq33+kHX1OpDVx0BExFtvvRVff/11bLPNNj84heDdd9+NOXPmxJZbbhl77LHHWtuvx8Ca+TkeA+VpXTwOPAb+uz/96U9RXFwclSpVigMOOKDM+j//+c+xfPnyqFChQhx00EFrdd8b0mtBlh8DH3zwQXz66aex4447RoMGDcqsnzZtWnz00Uex3XbbrfUv+jekx0DEunkcbEjHAxEeA2tqQzomWF8fA9OnT4+8vLxyn2YrzPsR77333hpdCXfkyJHx0UcfrfZ2rBs77rhjdOnSpbzLYCPgtWD9ta5eBzwG1l8eA3gMELFuHgceA+s3rwV4DLAmj4H8/Hxh3trSsmXL6NixY1x00UWllu+3335x1FFHxcUXX7xa/a3PI/MiVl69t7CwcK32+eabb8aMGTOiRo0acfjhh0deXl5uXUopxo8fH4sWLYqddtop9t5777W67ypVqkStWrXWap8/xMg81pWsfvtmZN7ak9XHQISReWtLlh8D5cnIvNVnZN6aMTLvPzMyb+0xMm/1eQysmQ3pmGB9fQwYmbeWnXTSSbHZZpvFbbfdllu2cOHC2HvvveP666+PY445ZrX6W1+uULIuLVmyJHfewb333jtOOOGE2GGHHeLjjz+Ohx56KN58882IiHjsscecFwM2UHPnzo2TTz45IkqfMy8icufMi4gYPXq0c+ZtwBYtWhTHH398mXPkRKw81cOxxx4bKaUYO3asc+TABmrOnDnRuXPniCh9zryIyJ0zLyJi1KhRzpm3gSr5bPD9c+ZFRCxbtiw6duwYy5cv99lgA+Z4AMpaX7KiDeYCGG3atIk777wzFixYkPvw+cwzz0SFChV+cHQJZW2yySbRokWLeP311+PNN9/MhXeratGihTdr2IDVrl07qlWrFosXL44TTjgh6tatG6eeemrcd999uW8Tq1WrJsjbwNWoUSMaNGgQ06ZNi2OPPTb233//OProo+OJJ56IF198MVJK0aBBAwfusAH7xS9+ERUqVIji4uI49dRTY9NNN42TTjopxowZEwsXLoyIiAoVKgjyNmCrfjbo2LFj/OY3v4lDDjkkJk2aFE8++WQsX77cZ4MNnOMBWH9tMCPz5s+fH4cffnjUq1cvunXrFl9++WX0798/jjjiiOjbt+9q97e+pK3loeQS9N/XokWLNfpbAtnTsWPH3FVtV1WtWrV49NFHy6EiykPPnj1j2rRpZZY3aNAgBg0atO4LAta5Dh065K5qu6oKFSrEuHHjyqEi1jWfDXA8AP+2vmRFG0yYFxExY8aMuOaaa+Ltt9+O6tWrx1FHHRUXXHBBqSHh/6v15Q4qL0uWLIlRo0bF559/Httuu2107tzZt26wkZk7d25ceOGFuRHPAwcONCJvI7Ro0aIYOHBgfPHFF7HNNtvEhRde6Bt42MjMmTMnzjnnnCgsLIwqVarE7bffbkTeRsZnAxwPwErrS1a0QYV5a9P6cgcBAAAAUP7Wl6yoQrnuHQAAAAD4nwnzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADICGEeAAAAAGSEMA8AAAAAMkKYBwAAAAAZIcwDAAAAgIwQ5gEAAABARgjzAAAAACAjhHkAAAAAkBHCPAAAAADIiErlXcD6qqioKFJK8d5775V3KQAAAACUs2XLlkVeXl55lyHM+zHrw50DAAAAwPohLy9vvciL8lJKqbyLAAAAAAD+O+fMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAAAAAyAhhHgAAAABkhDAPAAAAADJCmAcAAAAAGSHMAwAAAICMEOYBAAAAQEYI8wAAAAAgI4R5AAAAAJARwjwAYINRXFxc3iUAAMDPSpgHP4NPPvkk5s6dW95lAP+jJUuWRERESqmcK2FNPf7447FgwYKoUMGhDWtu0KBB8e6775Z3GawDX3/9dXmXQDn7/e9/H2PHji3vMoAN2COPPBLvv//+z9K3I15Yy+6666648sor46abborFixeXdzkbraFDh8Z7771X3mWQAcOHD4/rr78+5s2bF3l5eQK9DLr88stj8ODBPpzzk3zxxRdx//3358I8ozw3XH369Il77703li5dWt6lUE769u0bzz33XGy33XblXQqwgbrsssvi5ptvjk022eRn6V+YB2tRv3794r777otddtklTjzxxKhWrVp5l7RRuuKKK2Lo0KFCGf4n//jHP+Lll1+OESNGCPQyqE+fPvGnP/0pbrjhhqhfv355l0OGbbHFFrHtttvG1KlTIyKM8txAXXHFFfHUU09Fq1atomrVquVdDuWgd+/eMXHixBg2bFjsu+++5V0Oq8kXLWRB796944UXXog//OEPsdNOO/0s+3CUAmvJHXfcEc8//3xcc8010b1799h9990jImLFihW5NgKCn1+fPn3i2WefjXvuuSeaNGlSap2/P6sqORgcMGBAtG3bNp555pkYPny4QC9DSp7vgwcPjpYtW5Zat3z58nKqiiwqKiqK/Pz82HfffWPq1KmxePFiHxg3QP369YuJEyfGPffcEy1atCjvcigHV155ZTz33HMxePDgaN68eal1M2bMKKeq+F+UjJquUKGC12fWa717945nn302Bg0aVOb4dNmyZWttP8I8WAvmzZsXL730Uvz2t7+NfffdN6pXr55bV1RUFPPmzYuvv/468vLyyrHKDV/v3r3jueeei0GDBv3gQbq/P6uqUKFC7g31yiuvjP322y+effZZgV5G9O3bN5599tkYMmRItGzZstR9ddddd8Uf//hHB/v8VyXnt61cuXJERBQUFMS0adPiq6++MjJvA3PjjTfGQw89FKeffno0bdo0InzJt7G56qqr4uGHH46rrrqqzPtG//7947LLLnPO6/XU/fffH926dYtHHnkkIgR6rL/69+8fTz75ZIwZMyaaN29e5nXmkUceKTXY56dwlAJrwfz58+P999+PX/3qV1G5cuXck/bZZ5+N3r17x7HHHhsdO3aMkSNHxpdfflnO1W6YBgwYEI899lgMHTo09t1331Kjcnr37h1nnXVWOVbH+uS5556LF198MSIiKlasmFt+1VVXRatWrQR6GTBjxoz44x//GHXr1o0GDRpExL/D+uuvvz5uueWW2H777YUx/Ef9+/ePE044IXr37h133313zJgxI7bccsvYbrvt4qOPPsq1Kzno9lqQXb169YqxY8fG1ltvHU8++WS88MILsXz5cq/xG5kaNWpERMTUqVNjzpw5ufeNG264IR544IHo3r171K5duzxL5Ee0bds2ttlmm7jvvvvi0UcfjQiBHuufmTNnxptvvhlVqlSJlFJUqFAh9zpz4403xj333BPbbbddqc8fP4WjXFgLttlmm9hqq61iwoQJEbHyiXzjjTfG+eefH3/605+iXr16sfnmm8ctt9wSDz30UET4ULA2zZ8/P/72t7/FL37xi9xFLypVqhQRKw/QJk6cGB07dizPEllPDBkyJHr06BFnnXVWnH766XHDDTfEP//5z9yFE6655ppo27ZtjB8/PoYNGxZz5871YW89VLdu3RgwYEB8/vnn0atXr5g3b15ErHy+P/LIIzFs2LDYa6+9yrlK1ne/+MUvol27dvH+++/HiBEj4vjjj49evXrFRx99FBMnToy33norvvnmm9xBd8kBudeDbOnVq1c8//zzcf/998fEiROjcuXKcf3118ef//xngd5G5qKLLopu3brF8OHDY8yYMbFs2bK46aabYuzYsTFkyJD49a9/Xd4l8j1TpkyJb775Jrbbbru44447okqVKjFq1CiBHuul+vXrxwUXXBC77LJL/O53v4sPP/wwIiKuu+66ePDBB2P48OFr9XUmL3n3gp+kuLg4iouL44EHHohbb701KlWqFMuXL4+ioqJo3759nHDCCbHHHnvEV199FYMGDYqJEyfmRpTw0xUXF0eFChVi9uzZcf3118fMmTOjU6dO0blz57jpppvigQceiD/84Q8O0IiIiNtvvz0eeOCBqF69elSrVi2qVasWf/vb36JRo0ax3377xeGHHx6/+tWv4rrrrospU6ZE69at4+yzz47NN98891ij/KSUcoHKihUr4sUXX4zLLrssWrVqFbVq1Yo//vGPMWjQoB98vi9btizy8/NL9cHG6a233oo99tgj9/vy5ctj2bJl8eKLL8b8+fPjlltuie+++y7q1asXc+bMib322isaNWoU++yzT+y8885RtWrVqFmzZjneAv4XKaV45pln4oILLoi777479t5776hUqVJ899130bFjxygsLIzLL7882rZtG5UqVfLasIF69dVX45NPPonCwsI47bTTIiJi0KBBceedd0bDhg3jk08+iaFDh5Y5r1VExLRp03Kjv1n3fv/738c//vGPGD58eNSpUycqVqwYc+bMie7du8fixYujc+fOuS/rV6xYkfviZeHChfHiiy/GQQcd9LNdRRS+b9X3kClTpsSQIUNi9uzZ0bx583jppZfilltuibZt25bZ7ssvv4ytt956jfYpzIM18MUXX8T8+fOjbt26UaVKlahUqVLMnz8/3n777dw3vccdd1zUq1cvNttss9x2t99+ewwbNizGjRsnzFsLHn300WjQoEHsuuuuUalSpZg9e3Zce+21MXv27Nhss81i6tSpcfvtt0eLFi3KHKB//vnnUatWrVLnN2TDtWoQN3z48JgwYUL88pe/jPPOOy/mzJkTzz//fEyYMCEqVqwY9evXj0MPPTSeeuqpiIjYa6+94uyzzzb1ppwVFRXFkiVLSoUoy5cvj5deein69esX//rXv+KWW26JDh06lNl23Lhx8eijj8btt98em2yyiQ/sG7HLL788Pv300xg4cGDUqVPnB0P6W2+9NSZPnhxnn312fPbZZ/Huu+/GG2+8EUuWLIklS5bEmDFjYs899yynW8DqmjdvXmy22WaRl5cXRUVFUblyZYHeRuKGG26IV155JSpWrBjt27ePI444In75y19GRMRtt90WQ4YMiUMOOST69OkTW221Valtx40bFxdffHHce++9ZS6Uwc+vT58+MWnSpLj11lujVatWEfHvwO77gd6xxx6be94uWrQoHn300ejfv39ce+21Zubws/vmm28ipRRVq1bNTeWPWPlFwp133hl/+ctfolevXnHqqaeWOeaYMGFCPPjgg3HVVVdF/fr1V3/nCVgtgwcPTocddlgqKChIhx9+eBo1alRauHBhqTbFxcVltlu6dGm6/vrr02mnnZa++eabH2zD/27AgAGpoKAgnXbaaemDDz5Iy5cvTyml9Mknn6Ru3bqlJk2apMsvvzzXfsWKFbn/P/nkk6ldu3bpww8/XOd1s34YOnRoOvjgg1OPHj3SnDlzUkopffHFF2n8+PHp7LPPTh06dEgNGzZMBQUFaZdddklvvvlmOVe8cbvnnntS586d069//et03XXXpZkzZ+bWLVu2LL3wwgupRYsW6ayzzkpff/11bl1xcXEaP358atSoUfrDH/5QHqWzHunTp09q1qxZevXVV8usW/U9+d5770177713+vbbb3PLli5dmqZPn56mTJmyTmrlpxk/fny65ZZbUt++fdPUqVNLrSsqKkoppbRo0aJ02GGHpbZt26ZJkyblljs+2zBcffXVaZ999knPPPNM+vzzz3+wzeDBg1NBQUG66aabcscCKaU0bty41KRJkzRo0KB1VS6r6NWrV9pzzz3Ta6+9llIq/ZwseZ5+8cUX6dhjj03t2rVLjzzySEoppcLCwnTXXXelXXbZJd1xxx3rvnA2OsOGDUudOnVKrVq1Sh07dizzfvPSSy+l3/72t6lFixbpgw8+SCmt/ExacnxaUFCQhgwZssb7F+bBaujVq1fad99904ABA9KIESPS0UcfnRo1apRGjx6dUvr3G0xKpcOjxYsXp6eeeirtvffeaezYseu87g3Rvffem5o2bZoaNWqUjj766DR16tRcoDd79uzUrVu3dOihh6a77rort83y5cvT+PHj02677ZYGDBhQXqWzDn322Wfpr3/9a3rjjTfSRx99lJYuXZpbd/vtt6cDDzwwde/ePc2YMaPUdtOnT0/PPfdcOuOMM9KDDz64rstmFVdccUVq1apVOvvss9Mpp5ySGjdunH73u9+lzz77LNdm+fLl6U9/+lPaa6+9Urdu3dI333yTUkq5IG/VAyUf1DdOvXr1SnvttVfuw+EPKXlsfPLJJ2nPPfdM48ePTymt/ID4fau+x7N+ufrqq1ObNm1SmzZtUqNGjVLTpk3TU089lVL69/32Q4Hec889V+o4juyaOHFiLqT9odf8VZ+/t956ayooKEg333xzmjNnTpo0aVKZ9w3P93XnyiuvTPvss0966623csf1Je6555703nvvlQn02rdvn0aPHp1GjhyZdtlll3T77bfntnHf8XPp06dPat68ebriiivS+eefn1q0aJH22muvNG3atFLtpkyZkjp16lQq0PvjH/+4Vo5PhXnwP+rbt29q3rx5euONN3JvIosXL05HHXVU6tSpU67d95+IL774Yrr11ltT8+bN05133vmj7Vg977zzTjruuOPSkCFD0tFHH53at29fKtD75JNP0plnnpkOOeSQXKDnAG3jMnDgwHTkkUemXXbZJTVs2DDtsssu6bzzzkvPPfdcrs3tt9+eDjrooNS9e/f00Ucf5ZaXPD8XL16cW+axsu717ds37bPPPunll19OhYWFadGiRemxxx4r8zxOqXSgd84556SHH37Y852U0soD7pYtW+ZG5K36/jtu3Lj0j3/8o1T7+fPnpzZt2qSbbrppndbJT9enT5+0zz77pIkTJ6bPP/88TZkyJZ166qlp9913T7NmzSrVdtVAr0OHDqlVq1Zp/Pjxjs8yrOS+u/7661OnTp3SvHnzfrTtqsHtwIED0y677JK6dOmSdtttN+8b5eT1119Pu+66azr55JPLrLvhhhtSQUFBeuutt1JKKXe8/8UXX6ROnTqlPfbYIxUUFKTbbrstt437jp/LlVdemfbee+/0xhtv5B6Lzz77bNpvv/1Sjx49UlFRUanXmFdeeSV16tQptW7dOt1+++1p9913XyuvM8I8+B889dRTqaCgIPXt2ze3rOSb+rvvvjsdeuihpT70p7Ry6terr76ajj766HTCCSeUGpHnzWXNrfotXa9evVL79u3TBx98kH7zm9+kDh06/GCg1759+9SzZ08f7DciV111VWrZsmW6++670zvvvJNeeumldMstt6RGjRqlli1bpvvvvz/X9o477kgHH3xw6t69e/r4449TSmUfGz7crXsDBw5MBQUF6eGHHy61fOHChem0005L559/fpltCgsL05///Oe05557OqgnpbTyC7WCgoJ03XXXpZRKPw6uueaatOuuu5Y65ULJ+ssvvzyddNJJqbi42GMnI3r37p1222239PLLL5da/uqrr6Y999wzPfHEE7llJffpsmXLUkorA71WrVqlRx99dJ3Vy9q3YsWKVFRUlI499th0wQUXpJTSfxxtueoxZcnpW4YNG1aqP9aN6dOnp6KionTnnXemvfbaK1144YW5dddee21q2rRpevHFF0tts2qgd/jhh6eRI0fm1rnv+Lncc889qaCgII0ePbrM54MePXqkE0888Qe3e/nll9Pxxx9fZmrtT3msVlobJ/2DDd2OO+4YhxxySLz88stx//33xymnnBL5+fkRsfIE7HPnzo0ePXpErVq1onXr1vHrX/86ateuHXvssUdcffXVUb169ahXr15EhCtirqGPPvoodtxxx6hYsWIsX748KlWqFGeffXZceOGF8fe//z1uuumm6N69e1xyySVx0003xa9+9auoW7du9OnTJ/r16xcTJ06MCy+8MM4888yIcD9syJ555pl48cUX49prr402bdpEpUor3+ratGkTe+21V9xwww0xaNCgqFatWhxzzDFx1llnRYUKFeLxxx+P66+/Pi655JIyJ6F1QvR1r3bt2rHpppvGX/7yl9h9992joKAgVqxYETVq1IitttoqPv300xg1alTUrl07WrduHVtuuWXk5+fHr3/967j++uvju+++i6OPPjoiPN83Zttvv32ccMIJMWbMmNhpp52iU6dOERFx/fXXxxNPPBG33XZbFBQU5NqXPE522GGHeOqpp2LhwoWuXJsBK1asiDfeeCN3tdpVr2y52267xRZbbBHffPNNfPjhh7HlllvGlltuGRERlStXjqKioqhevXq8+OKLufcLsqlChQpRoUKF2HLLLeOjjz6KiPjBC5uU/D537tx4+eWX45hjjokLL7wwDjnkkNhtt90iwvvGujRy5MgYM2ZMPPbYY3H88cdHXl5e3HnnndG7d+/YfPPN49FHH40BAwaUuVJ9xYoVY9GiRfGLX/wixo4dG9WqVYsI9x0/r3333Td++ctfxhNPPBGNGzfOvWZUqFAhGjRoEJ9++mlce+21sdlmm8Vhhx0WW265ZWy22WbRunXrWLFiRRQVFcVBBx0UET/9sepqtvAffPjhh/GrX/0qKlasGFOnTo0777wz3nnnnfjd734Xp59+enz44Ydx0kknRZ06dWLTTTeNf/3rXzFnzpzYbLPNom3bttGiRYs46qijcv19/2CC/82NN94YkyZNitatW8e5554bm266aWyyySbx3XffRb9+/WLhwoVx5513xowZM+Kcc86JKlWq5AK9ihUrxieffBLTp0+PAw44ICK8yW/oBgwYEFOmTIm77rordwXaVe/zV199NS688MLYaqut4qabbopddtklIiLuuOOOuPfee6N///6x//77l1f5G73FixfnDsjHjBkTQ4YMiX333Te6dOkSjRo1infffTdOO+20qFixYhQVFUVhYWFsvfXW0bRp0zj++OOjbt26sf322+f683zfOK0a5nz66acxfPjwGDt2bAwcODA+/PDDuP/++2PQoEFlPhyWPF7eeOON+Pjjj+P4448vj/JZDSXHVoWFhdGpU6eYN29eXHbZZdG2bduoWrVq/OUvf4kzzzwzVqxYEcXFxbHZZptF+/bto3nz5rH//vtHxYoVfzDoITs+/PDD2HHHHaNq1apRXFwcQ4cOjeHDh8cNN9wQHTp0iLy8vB+8XydMmBB33XVXjBgxIrbYYotcG+8b69ajjz4affr0iWHDhsWvf/3rmDt3bjz66KNx3333xddffx333HNPtGjRotTrekTEc889F6+//nqcf/75UaNGjahQoYLnLz+rksfXjBkzomvXrrHZZptFnz59Yo899ogPP/wwjjvuuNwVbefNmxcVKlSIPfbYI1q0aBEHH3xwqS8P18brjDAPfsTdd98dw4cPjyuuuCIOO+ywqFChQi7Qe/fdd+PQQw+Nhx9+OI444og499xzY/PNN4+ioqJ44YUX4q9//WtMnDgxzj333Dj11FPL+6Zk2rvvvhvHH398VK5cOSpVqhQ77rhjNG3aNI466qho2rRpzJ49O37zm9/EJZdcEp06dYoZM2ZE9+7do2rVqnHddddFQUFBqTd+B2gbrhUrVkSFChXi1FNPjSpVqsRdd91V6v5e9QDviSeeiMsvvzxuuummOPLII3N9vP/++7lv2Fj3BgwYEHPmzInLL788F8SOHj06hg4dGm3bto3WrVtHnz594rDDDotTTz01KleuHF999VU88sgj8fe//z0+//zzGDx4cBxyyCHlfEtY33zyyScxYsSIeOyxx6K4uDhGjx4de+21V5l2f/rTn+KTTz6Jzp0755Z531j/lYzYLywsjI4dO8b8+fPjxhtvjGrVqsXpp58e++67bxx00EExb968+L//+7945ZVXYv78+bHtttvGHXfcUeoDFtkyduzY6Nu3bwwcODAOOOCAqFq1anz22Wdx7LHHxg477BC9e/eOJk2aRMS/HycRK784uvnmm2P+/PnRv3//3Iwbysfpp58e8+bNi3vuuSc233zzXKA3cuTIaN26dQwYMCAi/v16PGHChLjwwgvj4osvjjPOOKOcq2djVBLobbXVVnHCCSfEVVddFUcddVSceuqpUb9+/Xj33Xfjr3/9azz77LO5WWSrfuZYG4R58CO++uqrOP3006NixYpx9tlnlwn0Jk+eHDvvvHM88sgjEVH2YP+rr76KrbbaqrzK36CMGTMmhg0bFvvtt1/uW7cnn3wyTjjhhGjdunX84x//iOnTp+cCgBkzZkS3bt1ixYoV8dhjj+VCATYOV155ZTz77LMxduzYUiO0IlYGeimlWLRoURxzzDHRpEmTuOWWWyKlJPRdD4wePTquu+66OOmkk+Kcc87JPXfvv//+GDp0aCxYsCAOPvjgGDx4cKntioqKIiLigw8+iN13332d18364/33348PPvgg/vKXv8SOO+4Y9evXj/bt20dExOzZs2PMmDFxzz33xDXXXBPHHXdcqW3Hjx8fl1xySVxwwQU+HGbAihUrYt68eVG9evXYZJNNcssLCwvjmGOOiX/9619RVFQUhx9+eFx11VWlXuOnT58eH3/8cSxYsCA3HZ9sWrFiRXTu3DmmT58evXv3jl//+tdRvXr1+NOf/hS///3vY/fdd49u3bpFy5Ytc9ssXbo0Jk2aFNdff31cfvnlpWbRUD7uu+++GDp0aFx99dVx2GGHRUTEt99+G2PHjo0777wz2rZtmwv0nn766bj88svjrLPOiu7du0eEEbX8fN5777348ssv48svv4ytt946mjdvHptuumlErAz0zjzzzPjss8/i4IMPjv79+0f16tUj4t+fJRYtWpSbDr62CfPgB5R8c/fNN9/EaaedFsXFxdG9e/cygd4777wTXbp0yY2+KxkZtOpwfqHAmlv1G9S77ror7rvvvmjVqlWccsop8e2338aoUaPi66+/jpkzZ0b16tXjrrvuikaNGkVExD/+8Y+YOnVq/OY3vynHW8C68Pe//z0aN26ce56NGTMmrrnmmrjooovi5JNPLvUhb1WdOnWKzTbbLO68804HgOuRRx99NK688sro1KlTdO/ePRfojR07Nm688cZo3bp1nH322bnp0atOu/G6u3EbOnRovPDCC/HZZ59F7dq147PPPovCwsJo165d9OnTJ7bYYov47LPPYtiwYTF27Ni4+uqr4/jjj4+UUkyYMCEuu+yy6NatW+7DIeuvu+++O6ZMmRJ/+9vfonr16lG3bt3o0qVL7LbbbvGLX/wiCgsL4+STT4733nsvbrzxxmjfvn3u/HiVK1cu05/XjGwqOU5csWJFnHHGGTF16tTo27dvHHjggVGlSpV46qmnol+/flGrVq046KCD4sgjj4zZs2fHBx98EA8++GCcccYZcc4555T3zdgolbxfr/q+fdRRR8WWW24Zd999d67dqoHegQceGIceemjuHNglr9Wev/xcbrzxxnjhhRfiyy+/jKKioli+fHn88pe/jPPPPz/23Xff2HLLLWPGjBlx7rnnRpUqVeKaa67JjQT+/rTwiJ/hsbrGl86ADVTJVWlKrpD0r3/9Kx1++OGpffv2afz48bkrznzwwQfpvPPOS23atEn33XdfudW7oVq2bFmpq4yllNKIESNS8+bN04UXXpi++uqr9N1336W//e1v6YwzzkiHHXZYmjRp0g/25UqkG64//elPqaCgID3wwAOlHi8nnXRSat26dXrxxRdzVyssee4WFxenb775JnXs2LHU1U4pP99/jo4dOzbtuuuu6aqrrkrffPNNbvn999+fmjdvni644II0derUdV0m67ErrrgitW7dOt17773pn//8Z0oppQ8//DBdc801affdd08nn3xy+vTTT1NKK690fsUVV6SCgoI0duzY9MILL7jaeYb07ds3tWrVKl1xxRVp9OjRqXfv3umwww5LjRo1Sn369MldnXjp0qWpQ4cOqU2bNmnixImpsLAwpeS+3RCseh+WXK12+fLl6bTTTkv77LNPGj9+fO7+fvfdd9OJJ56Y9t5779SkSZO0++67p1NPPTU9+OCDP9gfP6/33nsvzZ07t9SykuO0J598Mu2+++7p6aefLrV+3rx5acSIEalZs2Zr9Uqg8J9cc801qXnz5unJJ59M//znP9PcuXPTvffem4477rjUuHHjNGDAgDRnzpyU0sqrMbdt2zYdffTR6e9///s6++wpzIP/78MPP8y9mfxYoNeuXbs0YcKE3BvH1KlT0wUXXJBatGiRhg8fXj6Fb2CeeOKJdN1116Xjjjsude7cOd1///2lPrTfddddaZ999kkXXnhh7gNbSinNnDmzPMqlHE2bNi19+eWXqV+/fmm33XZLDz74YO45/Ne//jUdeuihqW3btmncuHFp3rx5ue0KCwvTH//4x9SyZcv04osvllP1pJRyH7Z+yI8FeqNHj06tWrVKPXr0SO+///66KJP1XN++fdPee++dXn311bR06dKU0r8/4M2dOzc9+OCDaY899khdunTJbfPJJ5+kfv36pYKCAh8OM+See+5JrVu3Ti+99FLuvi4qKkpffPFFLqC98MIL04wZM1JK/w702rZtm8aPH597jyC7brrpplyQu2DBglLvI8XFxemUU07JBXrfffddSimlhQsXpk8++SS98sor6Z///Gf617/+ldvG833defDBB1NBQUHq1KlTevHFF9O3335bav3HH3+cDjrooHTRRRellFbeN6u+lv/hD39Ijz/+eK69+46fy5QpU1Lbtm3Ts88+WyqYKy4uTl988UXq2bNnatiwYRo2bFjuvWj69Onp4IMPTh06dEh/+9vf1kmdwjxIKY0aNSrttttuacKECf8x0Gvfvn3q0KFDevPNN3PbTp06NZ1xxhnpkUceWfeFb2CuvPLKtN9++6WTTjopdevWLR122GGpYcOGqUOHDumhhx7KtRs5cmRq3rx5uuiii8qMzvHGvnHo2bNnOvroo9O3336bvv3223TVVVelXXfdNfdNe1FRUXr55ZfTUUcdlRo1apS6du2aJk6cmJ544ok0YMCA1KxZs3THHXeU863YuA0cODD16NEjLVy48EfblAR6N9xwQ6nl9957b2rYsGF66aWXfu4yWc8NHDgwFRQUpHHjxuWWFRcXlzr4XrBgQRoxYkQqKChIgwYNyi3/5JNPUt++fdP999+fW+Y9ZP121llnpUsvvTQtXrw4pVT2/rrmmmtSQUFBGjZsWC7kWbp0aTr00ENT06ZN00cffbTOa2bteeGFF3IB/K677poOO+yw1K1bt/T888/nAtwVK1akbt26pb322iuNHz8+LVq06Ef7M3Nj3Zk6dWpatGhRGjZsWDr55JNTQUFB6ty5cxozZkxK6d/P5dGjR6eGDRumv/zlL7ltS+6nktBk1fbwc3jggQdSmzZt0ldffZVbturrxbx589JZZ52V9tprrzR9+vTc8n/+859pr732KnVM8nMS5kFKacmSJal9+/apbdu2aeLEiT8a6H311VepVatWqXv37qW2//5wcVbfkCFDUosWLdLkyZPT/PnzU0orA9Q//elPaa+99kr77LNPuvvuu3PtR40alZo3b54uueSS3JQaNg69e/dO++yzT6lRdfPmzcsFeg888EBKaeXzd86cOalXr16pTZs2qaCgIO2+++7plFNOMb2mnC1fvjyNHj06Ny3uPwV6Y8aMSQUFBaW+jU8pmWZLSimlcePGpV133TVdeuml6bPPPvvRdnPmzEm/+c1v0tFHH517j0lpZdBXwmvB+qu4uDjNnTs37bnnnumuu+7KLVt1fUr/DnJatWr1/9g767iqsq8PP4SIiDqgI+YYqBcbFVFQxxwdY9SxOzDA7qKUFAQBW+zAQhETDKyxdcbusQtRUZFSar9/+N4zXMGp3wgo+/nH66nPPpwda3/32muJly9fKuffvXsntm/fnrWFlnwW3N3dhUqlEtOmTROOjo7Czs5OVKlSRTRp0kRMmDBBHDx4UERHRwsbGxvFI1PtoSfJHiZPniwGDhyo4Sm5bds20a1bN1G9enXRq1cvERQUJGJjY8WbN29Ely5dxOjRozX6aokkK/Hy8hINGjT402vOnDkjatWqJSZPniyE+MOG+Njj9HOi+99F35NIvkySkpLQ19dn69atdO7cmZkzZwLQvHlz8uTJo2S5TE5O5ttvv8XJyYlp06Zx9epVJdmCkZERIDMp/RuEELx8+ZLDhw8zcOBArK2tlWChxsbGNG/enFWrVmFnZ8fy5cv57rvvaNasGQMHDkRHR4eAgADi4uLw8PDgm2++yd6XkXx2PDw82L17N4GBgVhaWirHv/nmG8aMGQOAu7s7AD169MDExAQPDw+ioqJ4+/atkvVQ3WZl0OTsQUdHh86dO2NgYICzszNpaWlMmzYNQ0PDDNe2bduWU6dOERoaSsuWLcmbNy+6urqoVCpAfsPcTtu2bdHW1mbSpEmkpqYyZswYSpUqpXFNamoqJiYmtGzZklWrVvHu3TsKFiwIoGSkA2Q9ysFoaWmRP39+ChQowLVr10hKSkJPT0/jPHz4hu3bt+fw4cMcO3aMDh06kJycTN68eWnfvj0g+4wvFXWyCwcHB+Lj49m3bx/Dhw9n0qRJPHjwgNOnT7N582aOHTuGoaEh9evX5/jx4yxYsICkpCTatWunJFWTZB1OTk5EREQwb948JSGZoaEhHTp0wNLSklu3bjFnzhzmzp3LmjVrGDNmDCYmJly/fp0XL15QsGBBOb+SZDmGhoa8fPmS8+fPU6tWrUyTWdSsWZNq1apx79494A8bolChQkDWjDVyJJPketTGYN68edmyZQuGhobMnDmTAwcOkJycrGRYUmc/S01NRQiBgYFBhmfJgeafo6WlxevXr7l69SpVqlRBR0cH8f9JtrW1tUlLS6Nq1arMmzeP169fs3fvXuXefv36YWdnx/fffy+FvFyAq6sra9eupV69epQpU0Y5npaWBnwYPMeMGUP37t1xd3dn06ZNJCcnA2BiYkLFihUpUaKEUleEEHJCl8UcPXqUkJAQAPT19WnXrh0zZsxgx44dzJw5k7i4OOVadT9QqFAhihYtytOnT9HS0lImY+kn75Lcxfz583F2dlb+37p1a2bNmkV4eDhz587l8ePHyjn1ghxAXFwcOjo66OvrZ3mZJf+OzZs3c+fOHeCDvVa2bFkuXLhAVFQU8Ef/D3/0GS1atCBv3ry8fv0aIEP2WtlnfJno6OiQmpoKgKenJz/88AM+Pj5s3LgRU1NTBg8ezM6dO1m8eDHNmjXjwYMH6OrqcufOHbS1taWQlw04ODiwZ88eFixYgLW1dYZ5UvHixWncuDHBwcG4uLhQvnx5nJ2defr0KQ8fPmThwoWAnF9JPj/37t3jwoUL3L59G4A2bdpQsGBBgoKCAM3+Bz6MN3p6elSqVIk3b96QlJSkjEFqsmKskb2aJFfyyy+/8ODBA+7fv4+hoSFt2rShcOHCFClShJCQEMVDTwhBs2bNyJs3L/DBi+/hw4eUK1cug3Eo+d8QQvD27VtAc9BWC3rm5ub06dOHNWvWMGzYML777ju0tbUZOnSoxjPkgP914ujoyL59++jfvz/r1q1j0aJFDBs2DBMTE7S1tZVvrxb0ANzc3NDW1qZr164a9UL9W9aVrMXPz48DBw6QL18+qlatipmZGXny5FG8ZWbMmIEQQvHQUy+kvHv3jsTERKpUqSIn4RLi4uJ49uwZERERGBoaMnnyZOCD4Q0o/x89ejSlSpVS2vnz58+5e/cuLVu2xNDQUHpnfQFMnTqVEydOsHLlSuV7DRo0iBEjRhAQEMDs2bOVb5h+/H/w4AH6+voaiz6SL5OrV69SpEgRTExM0NLSQkdHR/HKnDlzJlpaWvj5+QHQqVMnihQpgrm5Oebm5rx69YqnT5/y+PFjfvzxx2x+k9yHs7Mzhw4dYt68edSrV0/jXFhYGLVr16ZYsWKkpqaiq6vLjz/+yI8//sju3bs5deoU165dU3ZASSSfkzlz5nDs2DFevnzJwIEDKVq0KEWKFKF169Zs2rSJEiVKMGHCBHR0dJSxSEtLi9jYWB4/foylpSV6enoZxLysQIp5klyHu7s7Bw4cQFtbm9TUVF68eMGaNWto3bo1PXr0oEaNGmzZsoWuXbsya9YsoqKiGDBgAFFRUfzyyy8sXLiQCRMmZNjGI/n36OrqYmhoyP79+2nYsKGy/UmN2li3sLBg1apVxMfHZzoJk+LM18mYMWM4deoUc+bMwcrKigoVKiheOWpBT0tLK4Ogp62tjbOzM+/evaNfv37Z/Ba5GxcXF/bu3cuIESNo2LAhZcqUUb5Xnjx5+Omnn5TrUlNTGTZsGGXLliUhIYGIiAjCwsJwcHCQHlUSDA0NGTlyJAUKFGDbtm0IIZgyZQqgKegJIRg7diwlS5YE4MiRI9y8eZMuXbpIEe8LwNHRkUOHDhEQEICpqalyvGrVqnTt2pWgoCD09PRwcXFBT09PGf9TU1M5d+6c4tEr+XKZN28eCxYsoG7dunTu3JnWrVuTN29e9PT0FEHP09MTLS0t/P39AejSpQvGxsbAB69uY2NjqlWrBsjt1VnJ/v37CQ4OplevXtSvX1/jnLu7O0FBQWzfvp1ixYopntNqm6Bt27b88MMPjBgxgmLFimmck0j+a6ZPn87+/fsZM2YM1apV0xCQ+/Xrx/3791m6dCmJiYlMnjxZ8fCNj4/n4MGDnD9/nunTpwPZMw+VYp4kVzFr1ix27dqFu7s7tWrVonDhwly+fJnNmzcTHBzMvXv3mDhxInXq1GHLli0MGzaMpUuXMn/+fIyMjEhISGDEiBH0798fkIPLv+XAgQP8/vvvxMXFMXHiRMqXL0+HDh0IDg6mbdu2tGjRQrk2/d84X7585M2bV/GUlHz9REdH8+rVK7y8vLCysgKga9euCCGUwfNTgt7IkSOJj4+XbTSb2bZtG0ePHmXmzJlYW1tn6tWsp6dHhw4d0NPTw9nZmatXr1KiRAl0dXU5c+YMQ4cOpUuXLoDsd3Mz6pg1xYoVo3///qSlpbF9+3aATAU9LS0tRo8ezaVLl/Dw8GDkyJE0b94828ov+Xs4OzsTERFBQEAAVlZWGm3eyMiI/v37k5iYSEhICE+ePOHnn3+mefPmPHnyhHPnzjFr1ixGjRolvXq+YNLS0nj69CkAT58+ZerUqWzcuJHmzZszYMAAjXiJHh4eCCHw9/dHS0uLzp07Y2xsnCG+lRTyso5SpUrx888/ExISgqmpKb179wY+fKvQ0FAWL16sxL1Vk96G09PTU4Q8KcJKPhdr1qzhwIEDeHt7a8RsFx+SxGJqasq0adOYN28eQUFB/Pbbb9SuXZvixYtz+/ZtDhw4gI2NjWJ3ZAdaIjv8ASWSbOD69etMmDCBwYMH8/PPP2eYDC5atIg5c+bQqFEjpk2bRvny5UlOTubEiRNcuXKFokWLUrp0aWWFSQ4u/w53d3eOHj3Kt99+S7169ejSpQvFixfn999/Z8qUKURGRjJ79mwsLS014pskJycTGBjIoUOHWLx4Md9++202voUkK7h37x5Pnz6lTp06mXpkBQcHM336dLp3764IeqAp9nwcJF2S9Xh6evL7778TEBCgBAUGuHPnDlFRUdy6dYvGjRtTvHhx9PX1+f3331m5ciVPnz6lfPnyWFhYKIaS7HdzJzt27KBChQqULVtWI17tkydPWLNmDTt27KBjx46KoAcftnFNmzYNU1NTfv/9d2xtbRk5ciQg61FOZsmSJfj5+eHs7EyvXr00vtXChQtp0aIFlSpV4tmzZ+zZs4e1a9fy5MkTdHR0MDAwoEiRInTt2hUbGxtAiv9fMlFRUXTt2pVKlSphZ2eHp6cnt2/fpkSJEvTu3ZvGjRvz3XffKdfb29uzdetWhg8fjq2trVz4zWbu3LnDsmXL2LlzJx4eHjx48ICVK1fi5+dH06ZNs7t4klyMEIKkpCRGjx6NiYkJ06ZNU5KzZEZkZCQnT55k/fr1PHv2jOTkZOrVq0fTpk35+eefgeyzK6RnniTX8Pz5c548eUKVKlU0DDt14xs2bBiJiYksWbKE5s2bU758efLkyUPjxo1p3LixxrPkRODf4eHhoQzqas9INRUqVGD48OH4+/szbtw4hgwZQsOGDTEzM+PJkyecPn2a5cuXM2HCBCnk5QL8/f05deoUFy9eZNq0afTu3TtD8Opu3boBZOqhp26jaiFPTuiynrS0NIQQXL16FX19fQ0hb926dWzcuJG7d++SmprKihUrGDRoEB07dqRixYq4ubkpyXDU3032u7kTtbijp6dHo0aNKFeuHJ06daJ48eKULFmSIUOGABAaGqpkRYY/PPTGjx/P6NGjGT58OCDrUU7HwMCA7777jkOHDlGtWjVq1KgBgJeXF6tWraJOnToAindmly5dOHbsGDExMZQuXZoiRYpQqVIlQH7rL5m0tDSMjIxo0aIFu3btwsjIiJUrV3Lq1CmCgoKYP38+S5cuZfjw4VSrVo1q1arh6enJ+/fv+eabb6SQlwNQJyURQuDk5ERSUhLBwcHUqFEjg0125MgR7t27R//+/aWtJvnsaGlp8ebNG86cOcPkyZPJly/fn44XxYsXp1OnTnTq1ImYmBjS0tIoWLCg4smXnWONFPMkuYYXL16QlJSEkZER8MfkXp1gQVtbm7Fjx3LmzBnWr19Pt27dPtkwpXH4zzly5AgHDx5k+vTpNG/ePFNBtXnz5hgYGLBmzRp8fX1ZtGgR5cuXJy4ujoSEBOzs7OjTpw8gxZmvmfTxKzw9Pfnuu+8+mYUuvaCno6PD0KFDlaQY6ZF1JetRf4MOHTowffp0AgMDMTY25sSJE4SHh1O2bFkmT55MwYIFCQkJYeHChdSuXZvq1atn2sfKfjf38e7dO5KTkylTpgyPHj2iUKFC7Nmzh82bN1O8eHF69uxJ7dq1sbOzQ1tbm3379gFoCHrVq1endOnSgBR3cjKJiYnky5ePPn36oKenx8qVK5kzZw4zZsxgy5YtbNq0icDAQI1A+kIIDA0NM01uILOVf9moF+N+/PFHgoOD2bFjB+PGjaNVq1a0atWKcePGER4ezowZMyhTpgyWlpYMHz6c2bNnZ3fRcy2Z2eWmpqYMGjQIPT09QkNDuXLlCjVq1NDYUrt7924mTJiAo6OjtNUkWYaenh46OjpK8sXMxgt1Hb1//z7v379HpVIpC9Pqza3ZPdZIMU/y1aOOsfPtt98ihGDnzp0MHDhQI5aGWtDT0tKiTp06hISEEBMTowh/kv+dq1evki9fPurXr59hsE6fjdTa2hpra2u2b9/OzZs3efz4MbVr10alUikx0+SE7Otl3bp1HDx4EC8vL6ytrT8p4qWnW7duaGlp4eTkRFxcHNOnT9fYiifJWsLDw3n+/LkSW7R58+bcu3dPCVBesGBBRo4cyQ8//KDEzKlTpw6tW7dmz549VK9eXWYclpCUlIS+vj69e/cmf/78rF27lujoaHbv3k1ERATh4eH4+/vz7t07mjdvTv78+alatSrbt29HX1+fcePGAUgh7wvA19cXfX19evXqhbGxMd26dUMIwapVq+jfvz8vXrxg5cqVWFhYaNz3Z99T9h1fB5aWlnTq1ImgoCDat2+Pqakp27dvJzw8HAcHB0qUKEF4eDhbtmyhbt26SnZ0ueCbdVy+fBlTU1MMDAwy/btXrFiRfv36kZycjKenJ0IIevfujZaWFrt27WLatGmMHDlSWayXSD436npaunRpDh8+TLt27ZRkWelR1+WDBw/y5MkTHBwclHEnp9ipUsyTfLUsWrSIH374gQoVKgBQv359TE1N2blzJ61atVIMfDXqxlm8eHFSU1NJS0vL8jJ/jahF0uvXr1OwYEGMjY1JSUnJINJ83Bl26NDhk8+TE7KvlzNnzmBpaUnt2rX/lpCnpmvXrrx//x4hhBTyshEfHx8OHDhAUlISdevWpUqVKhQuXJhJkybx008/8fz5c6pVq0aRIkU07nv79i2FChWiYsWK2VRySU5i3rx5GBsb07FjR7755hs6duyIEIJ58+bh4OCAr68vbdu25erVq9y/f5/169fz6tUr7t27B0BgYCDNmjWjZs2ayjPluJEzCQsLY9myZcAHT4nu3btTqFAhunfvjra2NosXL6ZixYoa8YykUJO7aNasGbt37+bgwYOcPXuWGTNmMGzYMDp16kT+/PmxtrZm4sSJSsIEyP4Jdm5h48aNzJgxA3d3d9q2bUu+fPkybZ8VKlRg8ODBAMycORMtLS3Kli3L1KlTsbOzk/FMJZ+d/fv3Ex8fT/PmzSlQoIBiW8ycOZN9+/bRs2dPJT53+noYHR3N4cOHqVu3bo6sm1LMk3yVPHnyhM2bN7Nu3TrWrl1LuXLlyJs3L6NGjWLatGl4eHjg7u6uTCjVA09iYiI3b96kTp06FChQQBqM/wHqjs/IyIjz58+TlpaGrq7uJ/+2as+Lfv36ARmN9pzYkUr+G6Kjozlx4gSDBw/G0NDwb92Tvn6kX9WVbTfrcXd3Jzw8nEmTJmFpaUmJEiWU76ClpUWVKlWoUqUKgIagn5yczMWLFylYsCBly5bNxjeQ5BT27dvH06dPyZcvH61ateKbb76hU6dOaGlpsWDBAuzs7Fi8eDFVq1alatWqtGjRgrdv37Jr1y4uXryIhYWFhpAnyblUq1aN6tWrEx8fj7+/P/Hx8QwaNIiCBQsqmcvVQfPHjRtHtWrVZN+ey2jSpAl169YlICAAIQRjxoyhb9++5M+fH4B8+fIpYq8Ug7KWHj16sGvXLnx9fdHS0qJNmzafFPTUMfS0tLRwdXUFYOTIkVLIk3x2fHx82LdvH3ny5KF69eoUKFAA+OAIcO7cOQICAjAwMFDsDXU9TElJ4ciRIzx+/FgRo3MassVIvkpKlCjBrFmzKFasGAMGDFBW6y0tLRk0aBDHjh1j0qRJnDhxgoSEBCUQ5r59+wgPD6dFixbo6elJg/F/4PTp07x69Ur5v4WFBS9fvmTp0qWKt15mybSvXLmiZLIEubqam9DS0kJfX5/Y2Fjgg8jzMeo68+LFC96/f//JeiTrTdYSERHBoUOHcHFxoW3btpQoUQLIfBuCWtAHePnyJTt27MDX15fu3btjbm6e5WWX5BzUbXnnzp1Uq1YNLy8v9uzZQ3x8PIUKFeLnn39mxIgRnDt3TkloASihNAYOHMjMmTMVYV962Od8ihQpQsmSJalQoQKOjo4EBgayfPlyJY5Rt27dGDBgAE+fPsXf35+rV69mc4kl/xVz5sxh7969f3pNamoqAHZ2dhQtWhRra2tsbGw+ueAnxaCsIyUlBYCgoCAqVqyIl5cXYWFhJCYmftI2MzU1ZdiwYbRu3RonJycp5Ek+O+7u7mzbto2RI0eyePFiTE1NlXMGBgYMHz6c+vXr4+7uTkBAACdPngQ+zEeDgoJwdXWle/fufP/999n1Cn+KlsispUkkXzDq1SAhBL/++iszZ87kxYsXrFmzhnLlyvH8+XPCwsJYunQpcXFxmJmZUalSJZ4+fcrVq1fp378/w4YN03iW5J8RFhbG+PHjGTduHN26dcPIyIjo6Gh69epFUlIS06ZNo2XLlsAHwSZPnjzAh2Dn8+bN486dO/j6+v5t7yzJ10P//v2Jjo4mNDSUPHnyKDEvP8bV1ZWnT5+yePHibCil5GMWLlxIREQEq1atomDBgsrx69ev8/DhQ27evIm5uTnm5uYULFiQtLQ0QkJCCA8P58GDB/Ts2VNZ9ZT9bu4mvddm3759uXnzJlOmTOHHH38kf/78xMTEEBoaysKFC6lbty4LFiwAPsTYU2evBlmPvgTU/fv169fp3r07bm5uvHv3junTp2NnZ4eNjY3Sn2zatIm1a9diZGTExIkTpeflF05cXBzDhg3jypUrBAQE0Lhx4z+9/tWrV4wZM4ZXr16xbNkyihcvLtt4DuDj/vrGjRtMnTpV8dBLL9K9ffuWgwcPUqdOHYoWLapkHJZCnuRzsWfPHry9vXFwcKBx48bKfPPjviMqKorAwEA2bNiAtrY2JiYmJCQkULhwYbp06cLAgQOBnFlXc1ZpJJL/kfRCnpaWFnXr1sXHx4fY2Fjs7Oy4e/cuRYsWpWfPnmzcuJEOHTqgp6fH+fPnKVOmDK6uroqQp/Yek/xz2rRpw08//cTKlSvZvHkz0dHRFC5cmDlz5pCQkICfnx/btm0DUDrW+Ph49u3bx+bNm2nRooUU8nIRQghlBffHH3/k/v37TJ8+nbS0NHR0dJSVeTWvX7/m1atXVKpUKTuKK/mI1NRUoqKiSE5O1liJX7lyJSNGjGDMmDEsXLiQ0aNH4+3tzdu3b0lISCAqKgoTExOmTZumCHmy35Xo6uoqHh9r165FpVLh7e2dwUNv+PDhnDt3DltbWwANIQ+kd25O5fjx4/z+++8AykJNhQoV6N69O0ePHqVVq1aMHz+exYsXs3LlSsVDr3v37vTq1Yt79+7x4sWLbCu/5L/B0NAQHx8fGjZsyPjx4zl06NCfXm9sbMyoUaO4c+cOBw8eBGQbzwl83F+bmZkpHnoJCQmK8BEXF0dISAhTp07l+PHjipCX3ZlAJV83t27dwsTEhAYNGijzTUDpR1atWsXRo0cxMTHB2dmZlStX4ubmRps2bZgxYwa+vr45WsgDQEgkXwFz5swRZ8+eFUIIkZaWJlJTU5VzHh4ewtzcXDRp0kQ0bNhQ3LlzJ8P9SUlJGv9Pf7/kn/H+/Xvl96RJk4SFhYUIDAwUL1++FEII8dtvvwkrKythbm4uhg0bJvbs2SOCgoLE9OnTRZ06dcSCBQuU+9PS0rK8/JKs4cqVK+LZs2cZjsfExAg7Ozthbm4uPD09M5xPTk4WoaGh4vvvvxcHDhzIiqJKPkFYWJjSd+7fv1+oVCrh4OAg5s+fL+zs7IRKpRLt27cXwcHB4sKFC8LW1laoVCqxY8cOIYQQCQkJIi4uTnme7Hcl6UlOTlZ+9+nTR9StW1ds2bJFqTMxMTFi6dKlQqVSiYMHD2ZXMSX/ADc3N6FSqUSjRo3EypUrxe3bt5VzYWFhwtLSUly7dk0IIcTixYuFSqUSAQEB4u3bt8p1N2/ezPJyS/5b0tt2kZGRYtiwYaJ27dp/2o7j4uLEzZs3hY2NjVi3bl1WFFPyD/i4v7awsBBbtmwRSUlJ4v3792L58uVCpVKJhQsXZmMpJbkNZ2dn0a5dOxEbG6scW7lypWjWrJlQqVRCpVKJatWqCQcHhz99Tk6ej8pttpIvnqioKIYOHcqjR49YuXKlxtYLT09PNm/ejL+/PwULFsTd3Z2XL1+yevVqypUrp2zxUDcDucr374mNjVUCiqbfGjlp0iQOHz7MkCFD6NKlC8bGxjx58oR58+bx66+/8ubNG1JTU6lXrx4tWrSgS5cuQA5eAZH8z8ybN48FCxZQt25dOnfuTOvWrZVVWvgQR23ChAmcO3cOS0tLJkyYQMmSJYmMjOTEiRPMmTOHYcOGYWdnl41vkbuxt7fnzJkzLF++nDJlygAf4uZ4eXmRlpaGsbExAwcOpEmTJhrxSczNzWnfvr0S/Foi+TM+teW2devWGBgY8ObNG54+faokVpHkXJKSkujduzeXL1+matWqREZGUqNGDYyNjbG3t8fQ0BAHBwcePnxIYGAgBgYGLF26lDlz5mBjY8OgQYMoVKiQ8jxpI3zZpLcTnz17hqurK6dPn8bX15emTZtqXBsbG0toaCi//fYbffr0oW7dutlRZMlfkFl/PW7cOGJjY/H392f06NEau59k+5V8bjZv3oyLiwvdunWjRIkSXLhwgYiICCpVqkS/fv0oXbo0S5cu5cSJE8ycOZMOHToAX1aYDinmSb4Krl69iq+vL5cvX2blypVUr14dDw8PtmzZgr+/P02aNAHgt99+w8PDgzdv3rBs2TLKly+fvQX/SvDx8eHatWvUqFGDjh078u2332psk50wYQKHDx/G1taWTp06UaRIEZKSknj//j2PHz+mYMGCFCpUSLlHDvJfL2lpaTg4OBAaGkrJkiV58uQJ5ubmNG/enAEDBqCrq4uWlhbR0dEsWrSIPXv28PLlS/Lly4euri5Fixala9euDBgwQHmerCtZi6OjI3v27GHevHlYWVlpnLt79y5JSUmUKFFCI3aeEIJHjx4xYMAABgwYoGSrlkj+io8niL///jsTJkygdevWGuOM7AtyLuqJ0du3bxk1ahRJSUnUrFmT0qVLs3PnTp4/f07r1q0pWLAg58+fZ/DgwVhYWJCamsqyZcvw9/dn48aNMkHOF8zChQspX748lSpVytT2/pSgFxcXx5YtW/Dy8mL8+PEMHToU+LIm27mJ9P31wIEDlWQCY8eOVRZgZV8tyUpmz57N+vXriY+P59tvv6Vv3740b95cWWh++/Yt9evXZ+DAgUyaNCmbS/vPkWKe5Ism/WB+9epVvL29uXHjBtbW1hw9epTZs2crQp76+vPnzzN9+nQeP37MkSNHNCackn/OmTNnNCbmpUuXRl9fn+7du1OxYkXq1asHfEhYsG3bNmxtbencuTNFihTJ9HnSQPv6iYqKomvXrlSqVAk7Ozs8PT25ffs2JUqUoHfv3jRo0IDy5cuTlJREXFwchw8f5v3795QuXZrixYsrA7A0CLMeBwcH9u3bx9y5czMIeR9/j/RGfUpKCtu2bWPRokW4u7tnuFci+TPS16WePXty/vx5du3aRYUKFbK5ZJK/i7p/ePPmDcOGDSMuLo6ePXvSs2dP1qxZw7lz55TMpra2towbN0657/r161StWjU7iy/5H9izZw9jx44lb968VKpUiebNm9OzZ08KFCiAtra2YvdFRkbi5ubG6dOn8ff3p3bt2oqQN2bMGJmcLhu4dOkS+vr6lC1bNkNc0k+Rvr/u06cP1tbWSvZxabdJsor03r83btzg/fv3lC1bVsPDWwjB48eP6dOnD7a2tvTq1Su7ivuvkWKe5Kvi2rVrzJ07l8OHDzNlyhQlaCVoJsc4e/YsL168oG3bttlY2q+HwMBAVq1aRb169ShZsiTv379nx44dpKSkULVqVVq0aEHHjh1xcHDgxo0bdOvWTdlyK8kdnD59mrp166KtrU1SUhJeXl7s2rWLDRs2UKRIEU6dOkVQUBC3bt0ib9682NraUqdOHczMzDJ9njTmsx4nJyf27dvHnDlzqF+/vsY3WLNmDSYmJrRq1SrDfVFRURw5coSZM2cycuRIBg0alNVFl+Qgrl+/zq1btyhTpgxVqlT5VxPEffv2KRnRJTmXpKQkoqOj0dPTo3Dhwsrx169fM3LkSCIjIxk+fDhdunQhNTWVAwcOEB4eTuPGjenYsWOG50kh4MskPj5e8apt2LAhJ06coGTJkjRp0oShQ4fyzTffKNc+ffoUNzc3fvvtN5o3b87OnTsZPny4FIOygXnz5rF7924qVqyIk5MTRYsW/dv3pu+v1chvJ8lqMqtz6etmamoqISEhLF68GG9v7y9yC78U8yRfBeknlZcuXWLOnDlcvHiR5cuXU7NmTaUxZyYAyMHl33Hjxg0NoWXOnDls3bqVJk2aMGbMGJKSkrhy5Qpr1qzh/v37pKSkUKdOHfbv30/RokXp3LkzdnZ2GrHSJF8n06ZN4969e8yZMwcTExPgg0enOg6S2gMDYNy4cYSHhwNQpkwZrKys6N+/P+XKlcuWsks+cO3aNTp16oS1tTXz5s0jf/78yjkPDw+CgoLYsGFDhm1wgYGBHDlyhOjoaLp3746NjQ0gxdjcypw5c/jll1+4efMmI0eO5Oeff1b6hL/DxxNEWY9yLkuXLuXkyZP8+uuv5M2bl9KlS9OzZ0/q169P6dKlef36NaNGjSIyMhIbGxu6detGnjx5iImJUTwn5Pf98klLSyM1NZUFCxYQGhrK6NGjqVixohKexcDAgB49etC4cWOqVasGfIib6+zszMGDBxk3bpySsVra61mHq6sr+/btY/DgwdSuXZsaNWr842ekj0cuv50kpxEVFcUvv/yCp6cno0aNUuzTLw0p5km+GtIbfdeuXcPLy4tr166xbNkyzM3NpVH4H7J7924mTJjA7NmzNbwb58yZw/r162nZsiW2traUKlWK1NRUoqOj2blzJ7du3eLAgQPExcXh7u6uJLuQfL04OTkRFhbG/PnzM2ytdHZ2Zvfu3QQHB2Nqasr27duZMmUKDg4OlChRgvDwcHbv3o2Pjw/t2rXLpjeQACQmJrJ7927c3d1p164dDg4O5MuXj5kzZypJhho3bpzhvuDgYC5fvkyLFi2U89Koz504OzsTERHBiBEjsLS0pGLFihmu+TfjtKxPOY/p06dz4MABWrVqhZmZGXfu3OHs2bNcvXqVFi1aMGLECCpXrqwIes+fP6dv37707NkTXV1dmZTsK+TmzZv06NGD9u3b4+LiQlxcHL/99hsHDhwgODgYfX19+vfvT4sWLahevTovX77k1q1bWFtbA7KdZyWrV69mxYoVuLm5Ub9+fcV7+uP++a/6aznvkuRUFi1axPnz53nw4AHdunVTdox8iXVWinmSr4rMYujdunWLRYsWUatWrWwu3dfD3bt3WbhwIXv27GHWrFm0adNGOTdv3jyCgoJo1aoVAwcO1PCoSk1N5cmTJzx8+JCGDRtmR9ElWYiDgwMRERH4+/tjbW2dYZA8dOgQEydOxM7OjgIFCjBjxgyGDRvG4MGDyZ8/P4mJicTExFCsWLFsfIvcTfpvlpSUxPbt23FxcaFnz56kpaWxdetWAgICMhXy1JOvhIQEDAwMMjxPkntYunQpq1evxtPTE2tra40tLjo6Orx69QotLS2MjIz+tI6kP3f9+nXMzMxkfcphrFu3jsWLF+Ph4UG9evXImzcvqampCCHw9PRk/fr1WFtbY29vT4UKFXjz5g2jRo3i5cuX9OzZk169emXYnif5MlG3b3W7nTNnDsuWLWPlypVYWFgAH+LpTZw4EUtLS86dO0fevHkxNzdn8eLFStuWQl7WkZqayuTJk8mfPz+Ojo7o6OgoccdiYmJ49uwZKSkpFCtWjMKFC2vEJUtP+r5627ZtvHnzRklcJpH8l/wbu3LevHlERkbSsmVLJbb+F9vPCInkCyIlJeUvr0lLS1N+X716VfTs2VOoVCrx4sWLz1m0XMeDBw/ExIkThZmZmdi9e7fGublz54p69eoJJycn8eDBA+V4cnKyxnWpqalZUlZJ1jN79myhUqnEyZMnhRCa3/7QoUPKb1tbW1GlShVRuXJlsXDhQhEbG5vp82RdyR7i4+M1/v/+/XsRHBwsatWqJVQqldi7d2+m9+3cuVOMHj1apKSkaPTJktzHmzdvxIABA4S3t7dISEhQjqv7hOvXr4t27doJNzc3ER0dLYQQmdaZ9MdWrVolWrVqJW7duvWZSy/5u6i/z6hRo8T48eOVviMtLU2j//by8hIqlUp4enqKmJgYIcSHOtK9e3dRr149cf369awvvOQ/48WLF+Lhw4eZnjt79qywsrISjo6OQgghNm/eLFQqlZg7d65ITEwUt2/fFjNmzBBBQUFZWWRJOuLj40XLli3F5MmTNY4HBweLXr16CZVKJVQqlWjVqpXSVj+2z9L31atXrxYqlUqEhYV9/sJLcg137twR586dE1FRURnmln9G+rqZ3h75ku1UufQlyfHcvXuXu3fvYmZmRqlSpf7yenWSCy0tLapUqcLUqVN59uzZJ7OnSv4d3333HSNHjgRgwoQJAIqH3qhRo4APK/RaWlrY2NhQpkyZDKvtX+QKiOQviY+P58qVK5iYmHD+/Hnq16+vfHt3d3eCgoKUTJR2dnbcvHkTU1NTbGxsPhlDUdaVrGXdunWcPHmSu3fv0rFjR9q3b0+xYsXQ09Ojffv26OnpMX36dI4ePYq1tTWGhobAhxXS8PBwpk6dytChQzNdsZfkLqKiojhz5gxdu3YlX758ynFdXV0uXbpE3759MTQ0JCIiAgMDAwYMGICxsbHGanv632vXrmXmzJm4urpmulVXkn3ExsZy9uxZ+vTpg4GBgeLpoKWlpXjwTJkyhSdPnrBz505sbGwoWLAghQoVYvHixZw+ffqTSY8kOZ/58+dz4MAB7t+/j0qlws3NjYoVKyrf3sLCgiZNmnD48GHmz5/PggULGDZsGIMGDUJfXx9TU1OmTZv2yW2dkqyhRo0a3Lhxg23btlGqVClCQkIIDQ2lWLFijBgxgpiYGHbv3s2wYcPYsGGDxu6Jj/tqb29v3NzcaN26dXa9juQrY86cOezatYtHjx7xzTffMGDAgL8dfze9RpDeHvmS+xkp5klyNPPnz+fQoUPcvn2bdu3a4eTkhL6+/l/el76x1qhRQwnc+sW60OZQypQp86eCnpaWFitWrCA+Pp4ZM2YoE37J103+/Pnx8vLCw8OD0NBQhBAMHz4cHx8fQkNDWbx4MRUqVAA+iMKlSpUiMjKSV69eUbx4cWnAZzPOzs4cOnSI8uXLo6+vj7+/Pzdu3MDR0RFjY2Py5s1L69atSUpKwtXVFYCpU6eSP39+wsPDmTx5MnZ2dkrfIL9n7iY2NhY9PT2MjIyAP5JYJCYmsmjRIn766SecnZ2ZMWMG27ZtIzk5meHDh1OgQAEg4+TQ09MTNzc3unbtmm3vJMmIlpYWBQoUwMjIiMuXL5OcnEyePHmU8zo6Ooqo07NnT/bt20dERAS9e/cmJSWFb775RsmGLW21Lw8HBwcOHz5M79690dfXZ9euXYwfP56tW7eSJ08e5dsPGDCAI0eOMH/+fEaOHMmQIUOURTwhhEZ2azluZA1nzpwhLi6O+vXrY2BgQJ8+fXB0dMTFxYXExEQMDQ3p168f7du3V5KUlC5dmpkzZ3LlyhVFzEvfV69Zs0ZZdJF9teS/wt7enoMHD2JjY4OBgQGnT59mzpw56OnpYWNj87fGjvQawVdBNngDSiR/CycnJ2FtbS2WL18ubt26Jd6/f/+vnvMlu85+Kdy/f/+TW25nzZolNm7cmE0lk2Ql165dE1FRUcp2+KioKDFq1CjRqlUr0a1bN2Fubi5OnjyptEn1v6dOnRIqlUqsX78+28ou+YCTk5OwtLQUhw8fFgkJCSI6OlosXbpUqFQqsWHDBo1r1Vtuq1atKpycnMTWrVtF1apVxbx585Rr5Pbo3Mm7d++U38+fPxcNGjQQEydO1LgmNTVVPHjwQMTFxSnHevfuLdq1a6dxTM3atWuFmZmZCA4O/nwFl/xj0tLSxJs3b4QQH0KhDB8+XNSrV09cuHDhk/e8f/9e1KpVSyxevDiriin5jEyfPl1YWFgoYTWEEOL8+fOiatWq4syZMxrXxsXFiZEjR4p69eqJS5cuZXVRJR/h5+cnWrduLWxtbcXt27eV47///rsIDQ0VgYGB4u7du0qfrh7TT506JWrUqKHxzdWsWrVKVK1aVfbVkv8UV1dXUadOHXHu3DmlHsbHx4uRI0eKpk2bKnX0r+b96c9v3LhRnDhx4vMVOguQnnmSHMmiRYs4cOAAXl5e1KtXDz09PYQQiuIeHx+Pvr7+X27hEumU96ioKIoUKSK3ff0DkpKSNFZJP8WfeehNmjRJuU58TSshEg0WLFjArl27qFixIh4eHuTPn5+iRYvi6OiIu7s7R48epXnz5tSvXx/4w/NCCEHlypUxNzcnLS0tm98id+Pj40NwcDDe3t5KQot8+fLRqVMnwsPDuXLlisb1enp6/PTTT2hra+Pk5ERwcDCjR49m+PDhgPSuya3MmzcPgH79+lGoUCHy589PrVq1OHToELt27VIyU2tra/Pdd98p9yUkJFChQgV0dXWVMV89XixfvhwfHx+ZBT2HsWHDBs6dO8etW7fw9vbGzMyM4cOH07dvX5YvX46Hh4fiYZm+P3j69CkGBgaULVs2G0sv+S/w8/Nj48aN+Pn5KeM7gLGxMcWLF+f8+fOEh4djYWFBzZo1KVmyJMOHD6dr164cOXKE6tWrZ2Ppczeurq7s2bOHYcOGUb9+fUxNTZVM0hUqVFB2UMCHxBjwod9OSkri119/pXTp0hm2Nh4/flx65En+c3bv3s26deto06YNNWvWRFtbm5SUFAwMDGjYsCHXrl1T5hB/N8PyunXrcHNzw8vLK0ve4XMhrWxJjkIIwbNnzzhy5Ai9e/dWhDz4MJBoa2tz/fp1OnbsyI4dO/7yWeoGu3TpUuzs7Hj9+vVnf4evBX9/f0JDQ/+2wKIW9Dp06MD48ePZtm1bhmukkPd14urqysaNG+nUqRP9+/enQIECaGtrk5aWRtGiRXF2dqZRo0ZcvnyZBQsWACjntbS0KFiwIL6+vvTu3Tub3yR3o6WlRf78+blw4QKPHz8GPvS7xsbGmJiY8PLlSzZv3syRI0d4+/YtAPr6+rRv357p06fj4uIihTwJFy9eZM2aNYSEhPD69WsMDAyYMGEC2traLFq0iIiICOVa9fiSkpLCvn37OHLkCJaWluTJk0cZL+Li4rh16xZOTk5SyMtBTJ8+naVLl6Knp8fgwYMV0a5cuXLY2Niwf/9+XFxciIyMRAih9AepqamcPXsWPT09ihcvnp2vIPkPKF++PFpaWpw4cYInT54ox9esWUNkZCT79+/nl19+Yfz48Xh4ePDw4UMqV65Ms2bNWLduHVFRUYqAJMk6goODOXz4MF5eXvTs2VOJP6qlpaVhq6tFPLUjxJs3bwgPD2fVqlX07NmTcuXKaTz3u+++Y82aNXTr1i2L3kSSG7CysqJt27ZcvXqVOXPmkJqaqsTi1tbWJioqigEDBtCzZ082bNjA1atXNe4XQmTYBu7u7o67uzsdO3bM6tf5b8kWf0CJ5E+4ePGiqFKlijh16pRyTO0Se+XKFVGrVi1Rt25dUatWLbFt27ZMn5HehXbNmjWiSpUqMjvWP8De3l5UrVr1T7fJfIp79+6J4cOHizVr1nyGkklyGkuWLBENGjQQhw8f1thap3aBV7fFZ8+eiZEjR4offvhBYxtmUlKSxvPktvjsxc/PT8lEfe/ePSHEh+1S5ubmombNmqJy5cpCpVKJtm3bihkzZohLly6Jly9fajxDbq3NnaT/7uPHjxeWlpZi6dKlSobaU6dOiTp16ohmzZqJJUuWKNc/fPhQBAUFiRo1anxy22Vm224l2Yefn5+oX7++OHLkSKYZyCMjI4WPj4+oXr266Ny5s1ixYoWIjo4W586dE6tWrRI1atQQS5YsyYaSSz4H27dvF5UrVxb29vYiISFBzJw5U5ibm4uIiAglY/GMGTOESqUSy5cvF0IIsW3bNhlaIxtxcnISw4YNE7GxsRp995MnT8TZs2fF7t27xYsXLzTu2blzp3BychINGzbU6Kul3Sb5XGzfvl08evRICCHE69evxfjx40WLFi2Ej4+PEEKI27dvC3Nzc9GpUyfRv39/0aFDB6FSqUTNmjXF8OHDxYIFC4QQmvbJmjVrvqqQHVpCyOUQSc7ixIkT2NjYEBoaSuXKlRUl/c2bN/Tv35+aNWsyZMgQFi5cSHh4OC4uLnTo0EG5X2QSLFu6e/99nJ2d2bt3L3PmzNHYMvFPiI2NVVbpJV8v7969Y9y4cVSoUIHRo0ejo6OjeF8kJCQQHR2Njo4O+fLlw8jIiGfPnuHh4cHt27dp3bo1o0ePzuY3kNy8eZPExERSUlKwsLAAPnjlqj0tLSwsmDhxIi1btqRnz55oaWnx6NEjtm7dypUrV3j79i2LFy+mSZMm2fsikhxB+tAM48eP5/jx4wwZMoTOnTtjZGTE1atXGT9+PI8ePcLY2JiiRYsSHx9PWloaPXr0YNCgQYD07MzJ3L59mwkTJtClSxd69OihkeQiPdHR0Zw4cYK5c+fy6NEjJXtgyZIl6dSpEwMHDgRk+I2vhR07djB16lRKlCjB69ev8ff35/vvv1cSXwA0adKEihUrsmTJEo1vLutA1pKUlESPHj349ttvCQwMVI5v2LCBzZs3c+3aNeDDVmk3NzeaN2/Oo0ePGDVqFKVLl6ZVq1ZKuATZV0s+F1OnTuXXX39l2bJlfPfdd2hra/PmzRvc3Ny4cuUKtWvXJjw8nM6dOzNs2DCMjY3R1tbm6NGjXL58mU2bNjF48GD69u2rPHP16tV4e3vj4uLy1egCUsyT5DguXrxI7969GTlyJIMHD1bcaAHOnTtHtWrV0NPT4927d/Tp04e4uDhCQ0M1UkyDFPL+DbNmzWLFihW4uLjQvXt34H8zsqSB9nXz9u1bfvrpJ9q0acOUKVOU49u2bWPHjh2cOHECAwMDatasybRp06hUqRJRUVHMmDGDCxcuEBgYqGSalmQ9s2fP5sCBAzx48AAtLS3atWunxA7x9fUlODiY+Ph4WrVqhZ+fn8a9CQkJpKSkcPXqVaysrLKj+JIcwrFjx9DX11fE4PSMGTOGkydPMnToUDp16oSxsTEvXrzg119/5dy5c8TGxlKzZk3MzMyoVasWICeHOZ2IiAgmTJjAxo0bqVy5cqbXpB/74+LiuHDhAi9evKBUqVIYGxtjamoKyG/9tREWFsaUKVOoVasW3t7eyjbqtLQ0Xr16xZAhQ7CysmLy5MnZXNLcycOHDylVqhTa2tosWbKERYsWMWzYMMqXL094eDi7d++mdOnS9OzZk9TUVPbs2cPjx48JDg6mTJkyPH/+HG1tbYoUKQLI9iv5fDg6OrJv3z7mzJmj2Jjq+vb69Wvc3d05ePAg3333HevWrcPQ0DDDnDMxMVFDG9izZw8TJ07E2dn5q9oGLhNgSLIdf39/zMzMaN26NQA1a9akdu3aBAcH06JFCypUqKA04Nq1ayv3xcfHU6ZMGUqVKpVByAsKCsLDwwM3Nzcp5P1N7O3t2bp1KwYGBpw5c0aZYP1TMS59ZyrFvK8TdXtMS0ujZMmSXL16lePHj1OoUCGCg4MJDg6mcOHC9O3bl5cvX3L48GGmT5/OnDlzMDExYcaMGdy4cUMKedmIg4MDBw4cYPDgwRQpUoRjx46xbds2tLS0mDlzJhMnTsTAwIAlS5ZgYGDAo0ePKF26tBLjzMDAACCDkSXJXXh5ebFq1Sr09PSoU6cO9evX54cffsDExIT8+fMzZ84cJkyYwKJFiwDo1KkT3377La1bt1bG/PSIdLHVJDkL9Xj+7Nkz9PX1KVq0KPDnbf/169cYGRnRsGHDTJ8nv/XXRZs2bUhLS2PKlCnMnTuXUaNGUaJECbS1tTlx4gRRUVGKaC/JWsaNG0dkZCTLli3D0NCQJk2acOvWLRYsWMD79+8pUKAAQ4cOpXXr1opIX6lSJWxtbQkPD8fOzk5p8yDbr+Tz4ejoyN69e5k3b57GDjFtbW0SExMxMjLC2dkZbW1tzp8/z9KlSxkzZoySFENXVxchBPr6+sAfY1fJkiWZO3cuzZo1y65X+yxIMU+SrcTExHDlyhWWL1+Ovr4+TZs2BWD48OFMnDiRadOmMXfu3AxBkpOTkzl69CiXLl2ibdu2GueePHnC3r17pZD3D3B0dGT//v2EhoZy6dIlAgICSE1NZejQoVSpUuVvPye9eLdlyxYKFSpE8+bN5YD/FbFgwQJKlChB27Zt+eabbxg1ahQjR45k1KhRvHv3Dn19fXr06EGnTp0UsW727NksX76cyMhIihYtiomJiZIBTYpAWY+zszP79+9nwYIF1KlTB21tbaysrMibNy+hoaG0b98eKysrhg8fTlJSEhs3bkRHR4fBgwdTunTpTJ8pv2HuRL3FskyZMkRGRrJnzx4CAgKwtrbGwsKCLl26MHv2bJycnFi5ciVCCLp06YKRkZES9D79go9c/Mm5qL9N2bJliYmJ4fTp07Rp0ybTtq++1t/fn59//jlTAUd+66+Tdu3akZaWxrRp0wAYNWoUFy5cwN7enpEjR/LDDz9kcwlzH46Ojpw4cQJfX18MDQ2BD0LdxIkT6dGjB3fv3qVBgwYUL14cbW1txZb/5ptvKFiwIOXLl8/wTNl+JZ+DGTNmsHfvXgIDA6lVq5bGvHLJkiWULl2a5s2bU6hQIRwcHHBzcyMsLAwtLS1GjRql7ObLzK74WjNnSzFPkq0UKlQIFxcX/P39GTNmDP7+/jRv3pwaNWowYsQI/P39GT58OGPHjqV69eoYGxvz6NEjjh07hpeXFyNGjMigsJcsWRIfHx+KFSuWTW/1ZTF//ny2bdvG0qVLqVy5MpUrVyYtLY25c+cCYGtr+8mtNOlJ3+EGBQXh7u6Or6+vnOR/RQgh2Lp1K+/evSNv3rw0a9YMKysrVq1axZkzZ3j79i1t2rShVKlS5M+fX4mVU6tWLbS1tTM1/mT9yFrOnTtHcHAwbdq0oUKFCsrf38TEhMaNG7Nt2zaNbzJ27FjggzifkpLC0KFDKVOmTHYUXZIDmTBhAnny5GHr1q00b96c1q1b8/z5c/bs2cOSJUsICgrCzMyMrl27cubMGXbs2EFaWhrdunXDyMgou4sv+ReULl2aEiVKsGbNGipVqkSFChUyve7GjRucPHmSNm3aZHEJJdlN+/btgQ8i0u3bt7l58yZ2dnbY2dkBchEvK3FwcGDfvn2Kl1N6W71YsWIUK1ZMCZGQkpKi2GpJSUmcO3cOY2NjSpUqlZ2vIMkl3Lx5k/DwcIoWLUq1atU05gzqXQBr165FT0+PtLQ0vvnmG5ycnPD09GTbtm0kJCRgb2+fjW+QTWRNng2JJCPpM8s8evRIjBs3TlSrVk3s379fCCFEbGys2LZtm/jxxx9F1apVRZs2bYStra1o166dkg3v42fJjEr/jLNnz4q3b9+KixcvZji3YcMGUb9+fTFmzBhx7dq1P33Ox9mDzczMxObNm//z8kqyj6VLl4qrV6+KpKQk8fPPP4uGDRuKXbt2aWSwVZO+bb9//174+fmJjh07iidPnmRlkSWfIDAwUFSpUkX4+/uL6Ohopf1u2bJF1KhRQ1y6dEkIIURKSopyj5+fn6hcubI4efJktpRZknPw9fUVu3bt0jjm7e0trK2txfTp05XslU+fPhWrV68WNjY2olmzZsLKykqoVCpRp04dceXKlewouuQ/YtmyZUKlUgknJydx//59IcQHO0DdlyQnJ4s1a9aIn3/+Wdy+fTs7iyr5H1m4cKEIDw//V/du375dqFQqJaOkEDLbeVbi4uIi6tatK3777bcMf/egoKBPfovo6GgRGhoq6tSpI1auXJkFJZXkdn777TchhBDh4eGiQYMGok+fPiIpKUkIIYS7u7swNzcXhw8f1rhHXX+jo6OFra2t2Lp1a9YWOocgxTxJlnPs2DHx9u1bkZiYqHH84cOHYuzYsaJatWpi3759QogPk8m3b9+KefPmiQkTJoh+/fqJwMBAceLECeU+aRj8O6ZOnSpUKpV4/vy5xvH0f8+/I+hlJuR9Lem+JR+YOnWqMDc3V0TfpKQk0b59e9GwYUOxe/du8f79eyHEh7qTvj68fftWbNu2TdStW1esX78+W8ouyZxFixYJlUolfH19hRBCXL9+XdSsWVMEBARoXJe+Pzh//nxWFlGSA0lMTBT9+vUTZmZmysKbmtmzZwtLS0sxY8YMReBRc/78ebFjxw7RuXNnsWbNmqwssuQ/JH3/7u7uLlQqlRg3bpxG36AWAszNzcWqVauyoZSS/4qpU6eK2rVri8uXL//rZzx48ED5Le31rCM0NFSoVCphb2+f4dzMmTOFSqXKdCF/x44dYvjw4aJx48YiMDBQOS6dJSSfiy1btggzMzNx8+ZNkZSUJMLCwkT9+vWFjY2NcHNzE+bm5uLQoUOZ3vvmzRshhMjUsSC3IMU8SZbi7e0tVCqV6Nixo7CxsREHDx4UN27cUM6/fPlSjBo1SkPQ+zPk4PLvsLe3F5aWlhqiaHo+Jehdv379k89cuXKlqFKlihTyvjIcHR1FvXr1xPHjx4UQf3hrfUrQU7fJnTt3ipkzZ4oGDRqIRYsWKc+TbTbnsHjxYqFSqZQJm7Ozs/J903+n9B56QsgJWW4lKChIJCQkiKdPn4px48aJKlWqZBinZ8+eLerVqydmzJghHj58mOEZ6Q1uWY++TNL3DX5+fsLMzEyYm5uLUaNGifHjxwsbGxthbW0t+/0vnL+yE/8psr1nLY8fPxa2traidevWYvHixcpxtZfTkSNHMtzz5MkTMWXKFDF58mSxZ88e5bj8dpLPyZEjR0TlypVFUFCQEEKIuLg4ERYWJlq0aCFUKpWycPjxOBIWFiaGDBkioqOjc/UOPS0h/j8CsUTymUlMTGTx4sUEBgZibGyMqakply5dokCBAtSrV49GjRrRunVroqKiWLFiBVu2bFGyzoj/j/Eg42z876jjZ8ydO1fJRJkZ6f/WGzduZP78+Zibm2Nra5shiOjhw4cZO3Ys06ZNo3v37p+1/JKsY9asWaxYsYL58+fTokUL5bg6W1RycjJdunTh1atXTJs2jRYtWqCnp8ejR4/o1q0bVapU4aeffqJjx46AjJOTE1myZAl+fn5UrFiRwMBASpQokd1FkuRATp8+Tf/+/XF1daVbt27cuXOH+fPns2/fPgICAjSC2vv5+REcHEzr1q0ZPHgwJUuWJL2pqaWlJTOdf0UcOHCAM2fO8Ntvv5GSkkL9+vWxsLBQxgzZ7395qLNJZmYnvnz5kiJFivyt58h2nj2o4xVHRkbi6urK3bt36du3L48fP2bTpk34+fkpCQc/Ji4ujrS0NAoWLAjI9ivJGqZOncqxY8cICQnBxMSExMREDh06hLe3N2XKlGHZsmXo6ekp14eFhTFhwgRGjRrF8OHDs7Hk2Y8U8yRZyqtXrwgODiYgIIDp06dTtmxZ7t69y4YNG3jx4gV58uShUaNGqFQq9u/fz+3bt5k1axaNGzfO7qJ/Fbi4uLBr1y4WL15MnTp1NAbpJUuWUK5cOY1JWfrz69atw9PTk4ULF2b4HpcuXSIuLg5ra+usexnJZ8XBwYGQkBAKFChA37596d+/P4UKFVLqxF8Jek+ePEFHR0dJRCMNwpzLypUr8fb2xtbWlv79+2NsbJzdRZLkMBITE+nWrRuFCxdm1apVAH8p6G3dupVmzZoxZMiQT2ZBlny5fNynJyUlAWhMuGS//+Xh6+vLsmXL2Lx5M9WrV9cQ5Nzd3UlLS2PixIkYGBj86XPS33fq1CmMjY2pVKnSZy+/RJOnT5/i5ubGhQsXePv2LYsXL6ZRo0YZ2ubBgweJjY2ldevWGm1YIvmcqPuJgwcP4ujoyIABAxg0aBA6Ojq8f/+eQ4cO4eLiQoUKFVi+fDl6enrs2rWLqVOnYmdnx8iRIzWekxuRI6zks7N69WpCQkIAMDY2pnv37gwaNAhXV1du3rxJ79692bRpE0FBQfz00088fvwYLy8vHj58SExMDLa2tjx9+jSb3+LL5/z582zYsAELCwuKFy8O/JFJ1MPDg0WLFmXILqitrU1aWhoAvXv3JjQ0NFNhtUaNGlLI+4pwdHQkIiKCtWvX0qJFC4KDg1mxYgWvX79GW1sbIQS6urqkpKSQJ08etmzZgrGxMT4+Puzdu5f3799TsmRJRcgTQsgJXQ5m4MCBjB07lsDAQNauXcurV6+yu0iSHERqair58uVjzJgx/Pbbb2zevBkAU1NTRo0aRcuWLRk7diz79+9X7hk/fjzt27dny5Ytcvz+Sknfpwsh0NPTQ09PT8MLU/b7XxavXr3ixYsXANy7dw9AmSB7eXmxYcMGvv/++38k5K1atYphw4YRGxv7GUsu2blzJ97e3nh6ehIeHq4cL1GiBM7OztSuXZtvv/2W69evAyi2HHzwcho+fDgxMTFSyJNkCeq5pZpmzZqhUqnYuXOn0nfkzZuXpk2b4uzszO3btxk6dCjbt2/H3t5eQ8hLS0vLtUIeILPZSj4vjx8/Fi1bthTt27cXu3fvVo6/efNG+Pj4CDMzMxEYGKixxz0hIUGcP39ezJ49W3Tq1EnMmzcvO4r+1ZD+b6vOQOfq6iqePn0qhBDC09Mz0yxB6fk4FoGMn/H14uLiImrVqiWOHTumHJsyZYpo0KCB8PPzE69evRJCCI2shUJ8iKHXpk0bUaNGDXHv3r0sL7fkD4KDg8WLFy/+8X2BgYFCpVIJT0/PXB1MWJI5jx49Ep07dxa2trYiNjZWOX737l0xduzYTGPoqTPUSXI+H8fGlOQu1FmoHzx4IOzt7YVKpRLbt28XQgjh4eEhatas+Y/sRCE+JEWrWrWq2LBhw2csucTV1VVYWlqKpk2bCpVKJWrWrKkkt1Lz9OlTYWdnJ1q2bKmR2GLHjh2iatWqcq4lyRKOHj0qHj9+rHFMHXP7/PnzwtzcXKN+CvEh1u6ePXuEtbW1UKlUGnVVzkdlAgzJZ0Q9oT99+rTo0aOH6Nixo9i5c6dy/s2bN8LX11eYmZmJZcuWZQigL4SmcSkb7L/jwoULGv9fsmSJUKlUwsfHRzg6Ov6lkCfJXYSHh4szZ84IITTb4tSpU/+WoJe+jUuynk2bNomqVatqiC3/hICAALF69er/uFSSL5WPx93g4GChUqnE6dOnNY6rBb0aNWpoBE7/1HMkOYf0WYn/F0EvNwYe/1oYN26cmDp1qjKWP3z4UEydOlWoVCrRv39/Ubt27U9mk7x9+7by+2Mhz8zMTCZF+8w4ODiIunXrioMHD4o3b96Iu3fvij59+og6deootpy6XT958kQR9JYsWSLCwsJEtWrVpDgiyRK2bdsmVCqVaNSokdiwYYNG3yGEEC9evBADBgwQvXr1Eq9fvxZpaWlKn5KYmCi2bdumMceQdfUDUsyTfBbc3d3FwIEDlYZ29uxZ0a1bt78U9NSGhBCaRoE0Ev8de/fuFSqVSqxfv17juNoDR6VSia1bt2Z6b2hoqPDy8sqKYkpyGOkHyPRt8u8Iepk9Q5J1BAUFCQsLC/H27dvsLorkC2XdunUiJCRE45i6fcfGxopu3bqJ/v37K548au7duydGjRolVCqVePDgQZaVV/LviYiIEFWrVhUuLi7KsX8j6KW30R49evSflE2SNTg6Ooo6deqIo0ePahx/+PChcHZ2FmZmZsLT0zPTe3fv3i2aNGmSwQN37dq1onLlylLI+8zMmjVLqFQqcenSJY3jd+/eFSqVSmzatEkIodk+nzx5IkaMGCGsrKykl5Mky1DbEDt27BATJ04UVapUEe3atRN+fn7i9evXikNPRESEUKlUym6+9IJe+nmGrKt/IINZSP5TxP/HXzh//jwlS5ZUYjJYWFgwadIk9PT0WL58Obt27QKgUKFCDB48mMGDB+Pv78+KFStISUkB0Nj/nqv3wv8PVKpUiS5duuDi4sLGjRuV40OHDsXR0RGAq1ev8uTJE+WcEIKwsDCmTZuGjo5OlpdZkvV4eHjg4+PDyZMnAc04R7q6uqSmpgIwc+ZMGjVqREhICKtWreL169dKZkpdXV2NZ8pYSVmL+hulpqaip6dHnjx5/qfnCZkbK1dy584dvL29cXZ2ZsCAAYSFhRETE6O0b0NDQxo1asT169e5e/cugDJmly1bljFjxrBkyRK+++67bHsHyd+nevXqdO/encOHD+Pm5gaAjo6O0p/8HUS6+GjLli3jp59+IjIy8rOUV/Lfos5aO2/ePBo2bKhxrnTp0vTt25cuXbqwevVqtm3bppxT24mTJk2ic+fO1K5dWzm3ZcsW3N3dcXFxoWvXrln1KrmON2/e8OzZMwAePXoEfIgdlpSUxHfffUeNGjVISEjg/PnzGnFLS5QowZQpU6hUqRIODg4accek3Sb5HMyZM4eBAwcSFxfHTz/9hI+PD0uWLKFixYqsXr2aHj164Ofnx7Nnz2jevDktW7Zk5cqVREZGoqWlpYwv6ecZsq6mIxuFRMlXSFJSkhBCiC5dughnZ2chhKZ6/ikPvZiYGOHl5SVUKpW4cuVK1hb6KyT9yvrDhw+Fk5OTUKlUGeKWqLfcurm5iSdPngghPqy0Vq1aVcyfPz9LyyzJetLS0sTFixcVL802bdoIOzs7cf36dcXrRr0ipm7bQnzw0Pv++++Fj4+PiI6OzpayS/4g/ZbaoKAg0aBBA5GYmPiPn5N+9T4uLu4/KZvky0G95eXhw4di586d4qeffhIWFhaiXbt2IiIiQvG4Sk5OFj/88IMYOnSocm9mq+Ry5Txno27vL168EG5ubuL7778Xrq6uyvnMPPQ+/qbp+4zVq1eLatWqiaCgoM9UYsl/iTrMyokTJ4QQmt/24sWLyu/0W263bdsmhBBi165dGeKspaamivfv34t169bJcBufGV9fX3Hz5k3x4MEDMWXKFGFmZqbxN//tt9+ESqUSlStXFiqVSlhaWoqRI0eKAwcOKCGQ4uPjletlXy35XKSlpYnt27cLc3NzMWrUKI05Q2xsrLh9+7YYMWKEaNSokahdu7ZYuHChGD9+vGjVqpUSAkruzvtzpJgn+Sx0795dTJw4MdNznxL0Xr9+LYNlfybu37+vCHofb7lVJ8Vwc3MTa9euzdRAk3zdTJo0SVSpUkWMHTtWtGnTRlSvXl0MHTpUnDhxQkPEU7vBCyHEhAkTRLVq1cS5c+eyo8iS/ycwMFDY2tqKqKgoIYQQ69evF7Vr1/7HImt6Y2nTpk1i9uzZGsa+5OsmJCREqFQqcfDgQY3jQUFBYuDAgaJKlSqiR48eYs2aNSI5OVksX75c/PDDDyIiIiKbSiz5X1ALderx/VOCXvptTW/fvhWhoaHi7NmzQggZH+1LJioqStSuXVu0bNlSXL9+XcPO8/T0FO3atRORkZHKMbWgV7VqVeHo6Chq1qz5STsxvZ0g+e9R2/LqeNgPHjwQkyZNEmZmZuLo0aPi/v37wtzcXEyYMEHs3r1bHDx4UEydOlU0bdpUmJmZCTMzM3H79m2l/UqhRPK5SUlJEXv37hW1atXKIOipuXz5spgxY4Zo3LixaNmypVCpVKJ3797ZUNovDynmSf4T1q1bp5FE4c/EPCH+EPQ6d+6sZMtKjxSQ/h3u7u6ie/fuIiQkJIOH4/3794Wjo6NQqVRi3bp1GudWrFiheGctWrRIOS6/w9eN2ogLCQkRDRo0EIGBgSI6OlrMnDlTtGzZUpiZmYnRo0eL0NDQTO9Pn/FWkj24ubmJpk2bismTJ4vY2FgRHh4uateurcQ0TE1N1cgymFlc0o8n5ek9MCS5g0ePHglbW1thaWkpDh8+nMEra9u2bcLGxkaoVCrRp08fMXnyZGFlZZUhY6IkZ3PixIkMfYD6W39K0BPigwfFypUrNeJwqZFC3pfJlStXRKNGjUT37t3F9evXhRBCeHl5ierVq2eaFC29h176nRvSTsw61MkuTp06pTFuP3jwQEyYMEGYmZkJlUol3N3dNbzrU1JSRGpqqti1a5fYu3dvdhRdkstJSkoSe/bsySDofSwmnzx5UixevFiYm5uLBQsWZEdRvzikmCf5n7l586Zo2LCh6N69uzhy5IgQQohevXqJqVOnCiH+GOiTk5M1jMjTp0+Ln3/+WTRr1kzcvXs36wv+lXH27FlFkGvVqpWoWbOmGDFihAgMDFSyAsXFxSmC3tq1azXuX758uViyZInyf2mg5R7ev38vfvrpJ9G1a1fl2PXr15XMUyqVStjY2Ijdu3dnuqIm60rWk/5v7ufnJ5o2bSqmTp0q/P39Rfv27cWvv/4qXr9+LZ4/fy7evn0rUlJSxPv37xVBL7Ps4WvWrJFBy3MxkZGRwtbWVtSpUyfTyfzr16/Fr7/+Knr16iU6duyo9A3Pnj2T3h1fAPPmzRMqlUr06NFD7NmzRzx8+DDDNZkJeikpKWLZsmWicuXKGot9Qnzw3FSpVLLP+ELYtWuXhlB/5coV0aBBA9GvXz8xadIkYW5uniERRvq2ffv2bcUzUwg59mcl6mQX6nmWEJp///v37wsXFxehUqk0Ehilpqb+rS3zEsl/xZkzZ0R4eLjYt2+fxu6ejwU99aKzEBnrY/okbtK++HO0hJBRriX/O3v27CEwMJC8efMyZcoUli9fToECBZgxYwZ58+b95H2XLl3i8ePHtGnTJgtL+3Xy/Plzdu3axbJlyzA1NaVv374EBQVx8+ZNdHR0qFy5Mj179kRbW5vz58+zdOlSPD096dSpU4ZnyUC4Xy/v3r1DX19fCVqempqKjo4O+/fvZ+zYsUyaNIkBAwYAEBERwejRo+nYsSMXLlzg0aNHFChQgF27dmFsbJy9LyLRwM/Pj0OHDhEfH8/Tp08xMDAgISEBHR0d9PT00NXVJW/evOjr65OUlERAQIBG0PK1a9fi6emJq6urDFqei4mMjMTFxYVff/2V2bNn07hx4wzXxMfHc/HiRbZv30758uWxtbXNhpJK/gkpKSksWLCApUuXkpaWhoGBASYmJtjY2NCoUSOKFi2qXPvixQsCAwPZv38/TZo0oXz58nh7ezNq1CiGDRumPC8uLo4xY8bw008/0aVLl+x6Ncnf5OjRo4wcOZIWLVrg4+Oj2HhXr15l1KhRPH36FCcnJ3r37v23niftxKzD0dGRLVu2AB8S2I0cORI9PT1AMwHNvXv3WLx4MTt27MDX15e2bdtmW5kluZNZs2axZ88enj17RlpaGi1btmTEiBGoVCrgQ5K2iIgIpk2bRsOGDXFxccHIyAjQrMvq37Kf+WukmCf5n1ALAQB79+5l/vz5fPvtt9y6dQs9PT0KFy6MgYEB+fLlI0+ePBgaGmJgYKBkp5kwYQL6+vqAZiOW/Duio6PZunUrfn5+jB49Gjs7O6Kjo9mwYQOXL1/m9OnTFClShPz58/PmzRueP3+Ou7u7NMRzCcHBwRw/fhxbW1uqVKmice7JkyeMGDECAwMD1q1bx9atW3FwcGDEiBHY2tqip6fHunXrMDQ0pEOHDtn0BpIrV64QHR1NgQIFUKlU5M+fXznn7+9PSEgIBQsWpHv37pQsWZLXr1+TmJhITEwMKSkpJCQkYGpqSo8ePZT7VqxYgZ+fH9OnT5dCXi7iU0bynwl66cf8v/MsSc7h7NmzjBgxgtatW1OpUiX27t3LmTNnMDMzo2nTpgwePJg8efKgp6dHVFQUy5cvZ9u2bbx9+5bRo0czfPhwQPNbv337loIFC2bna0n+JrGxsSxZsoTw8HDMzc3x9vZW2vKNGzewtbWlZMmSODs7Y2Zmls2llahxcnJi3759zJo1i3v37uHt7Y2NjQ2jRo3KdP708OFD5s+fT3h4OB4eHrRv3z47iy/JRdjb23PgwAEmTpxI4cKFuX37NgsWLKB58+b4+fkp1/2ZoCf550gxT/KvePPmDfAhTbShoaFyPCwsjMWLF3P37l2MjIxo2rQp9+/f5927d2hraxMfH098fDwpKSn07duXIUOGZNMbfL28evWKzZs34+/vT79+/bC3t1fOnTt3jps3bxISEsKzZ894+fIlEydOZPDgwdlYYklW4OnpyeHDhylWrBh2dnZYW1tnuCYkJARHR0d+/vlnQkNDsbOzY8iQIejr62eYqMvJe9bj4+PD7t27efbsGXnz5qVRo0a4urpqeEn6+fmxb98+atWqxYQJEyhSpMifPvPSpUsMHDiQiRMn0rNnz8/9CpIcwMWLF6lZsybw7wS9j5ELcTmXj7+Nu7s7u3btYseOHRQtWpSDBw+yfPlybt26RfHixWnatCldunShdOnSvH79Gj8/P6pVq0b37t0B2e9/qai/W1xcHEuXLmXHjh3UqVNHQ9C7evUqtra2lC5dGicnpwwLfpKsZ/78+cyfP5/Vq1dTr149kpKSCAoKwsfHBxsbG0aPHq3sfvpY0AsICCAsLIzw8HDKlSuXna8hyQW4u7sTEhLCqlWrqFGjBlpaWiQmJrJ+/XoCAgLYvHkzKpVKqaPJyckcPHgQZ2dnateujYeHh9zx82/Jhq29ki+cwMBA0adPH9GkSRMxevRocerUKY3z+/fvFx06dBA9e/ZUMl2mpqaKtLQ08e7dOxEbG6uxT17uhf/vefXqlQgMDBRmZmbC3d09w/nk5GRx5coVjdgnkq+XmTNnCisrK7F7926NtifEh/anboPR0dGia9euwszMTPj5+WlkpZPtNHuxt7cXVlZWYuXKleLEiRNi0qRJokaNGmLMmDHi/fv3GvFGZs+eLZo1ayYmTpwonj17JoT4EPcqs2/47Nkzce3atSx7D0n2snHjRmFlZaWR1fxTsZOePn2qxNBLH6dJ8mWRvu3/9ttvol69esLe3l7JVp2WlqZkyLS0tBT16tUTs2fPFpcvX9aItSVjbH3ZqL9fbGys8PPzE02aNBETJkzINIZenz59MiRRk2Qtqamp4ty5c+LSpUsaxxMTE8Xy5cuFmZmZmDVrlnj37p1yLv0Yf/fu3QzxDyWSz8GFCxeESqUS/fr1E7du3dI4d/z4cWFlZSVu376dYf7x/v17ERYWJlQqVaZxeiV/D+mZJ/lHODs7c+DAASwtLUlOTub48eMYGRnh7e1N3bp1levCw8NZuHAhhoaGjBw5kgYNGgAZV3WFXNH/bLx+/Vrx0Ovfvz9Tp04FPqyG5MmTR+Naudr+9XLp0iXs7e0ZNmwYrVq1QldXV+P8x99+3rx5LF68GH9/f1q2bCnrRg7A2dmZvXv3Mm/ePGrXro2uri5paWlMnTqVEydOsGPHDoyNjTXatp+fH3v37qVq1apMmTIFExOTbH4LSU7g6tWreHl5ERMTQ69evZTt1n/moefu7s7Ro0fx8/OjRYsWWV1kyb/Az8+PhIQEHB0dAc3t0aNHj+bcuXNs3LiRUqVKERoair29PaNHj6Zs2bKcOHGCzZs34+3trYRUkLba18Hf8dC7du0aAwYMwMTEhNWrV0tvmWxg7969JCQk0LRpU7755psM59+9e8f69ev/0kNPjbTjJJ+b1atXs2TJEqytrRkyZAiVKlUC4PDhw4wcOZJChQqhpaVFkyZNsLCwoE2bNkrcxwcPHlCmTJnsLP4Xje5fXyKRfEAdt0EdOD1v3ryEhobi5ubGwYMHqVu3rmIwtm7dGm1tbebPn8/ixYvR0tLC2to6w2AijcN/zt81qo2MjJT4V/7+/mhpaTFlypQMQh4gB/mvmKioKJ4/f06FChU0hLyTJ09y6dIljhw5Qv369albty5WVlbY2dkRFhbGxo0badmypawb2cy5c+cIDg6mQYMGWFpaApCUlISenh5dunThxIkTvHjxAmNjY422PX78eJKTkwkJCaFTp05SzJMghKBq1ao4Ojri6elJUFAQAD169EBbWzvTCV/x4sVxdnZm4sSJvHjxIjuKLfmHxMTE8OrVK7Zu3YqhoSFjx45FR0dH6TfGjh1L586d2b59O6ampkybNg07OzslZl7r1q0ZOnQopUuXVp4pbbUvi2PHjlG5cmUKFy6scVzdzg0NDZUwNzt27GDKlCmKoFelShWWLVvGzZs3pZCXDcyaNYv9+/ejq6tL9erVMxXz9PX16dWrF/Ah/AagCHqZtVVpx0k+F+p5f//+/RFCsHjxYtLS0rC3tycmJoaxY8dSu3Ztypcvz+vXr9m/fz/btm3D19cXKysrHBwcFCFPis7/kuxzCpR8SWzYsEGoVCqxZ88eIYTQcMu3s7MTffr0EcnJyRnuCw8PF61atRLt2rUTkZGRWVber51/st3l1atXYsmSJUKlUgknJ6fPWCpJTmTz5s2iTp064uzZs+L9+/ciKSlJzJs3T9SpU0dUqVJFWFlZicqVK4s2bdooW+kCAgKESqUS169fz+bSS6Kjo8XKlStFjRo1MrTf0NBQUaNGDdGqVSvRoUMH4eDgIC5duiSio6OVa9ShDiQSIf7YhnX9+nXRr18/0bZtW7FhwwblfPqx/c2bN2L//v3i9evXIjExMcvLKvn3PH36VHh5eYmqVauK2bNnK8eTk5NFbGysGDVqlFCpVKJatWoiICBA2XKrRm1jyK21Xx4nTpwQKpVK+Pn5aYwF6clsy+3kyZM12r8aGWIj63BzcxPW1tZi+/bt4uHDh395vXrLbbVq1cTMmTNlPy3JUtRzivQsX75c1K9fXwwePFjUrFlTuLm5iTdv3ijnX716JcLCwsTo0aPFqlWrsrrIXyVym63kL0lLS+PgwYP4+fmho6PDqlWrKFy4MImJieTLlw9XV1fu37+PSqWifPnyVKpUSQmuDR9W/QCZUel/ZNasWSQlJSnbZv7JCsarV68ICgrCyMiIvn37fs5iSnIYCQkJylapypUr8/TpU65cuUL9+vXp378/9erVIyIigsmTJ9OtWzdcXV25c+cOly9fpmPHjtlb+FxM+m1xMTExhIaG4uvrS8eOHXF3d+fGjRv06tULU1NTKlSowP3797l79y4xMTGYmppibW2Ng4OD8jy54ilRI/7fu/vGjRvMnDmT6Oho+vTpo5HhOC4uji1btuDl5YWfnx9t2rTRuFeS8zh//jzXr1+nWrVq1KhRg6ioKFatWsXatWuxsbFh/PjxyrWnT5+mf//+tGrVijlz5mRjqSWfg0WLFjF//nwGDx5M//79M/WwU48xcXFxLF++nODgYGrWrMmCBQtkG88G9u3bh5eXF/b29jRu3DjTXTRqUlJSlJ0W7969Y+3atcyePZt169ZRp06drCqyJJdy9OhRLl68yLFjx9DV1aVJkyZYWlpSo0YNAFauXElAQAAmJib4+voqx9Xe4R8j7Yr/DbnNVvKnCCHQ1tamSZMm5MuXDxcXF/r168eKFSswMTHhypUrbNmyBR0dHS5cuEBCQgK6uro0bdoUlUpFz549NUQ82WD/HXFxcUoWK/W2mU9ti8oMY2Nj7OzsMu1EJV8vqampGBgYEBQUxMSJE7l27Rr58uXD29ubOnXqUKpUKeCD0L5161bOnTtHfHw8pqammJqaAlIEyi7S95OFChVS+tFZs2bx6tUrTp06Rbt27Rg/fryyDefRo0f88ssvHDp0iBIlSmg8T35DiRotLS2EEJiZmTFt2jRmzpzJ2rVrgQ9bbt+/f8+mTZuYPXs2Y8aMUYQ89b2SnIe3tzcnT57k+fPnDBw4kDJlymBiYqIs3q1YsQJAEfQsLCzo0KEDx48f59GjRxpbaiVfPsOGDUNLS4uAgACATAU99WKRoaEhdnZ2JCUlUbZsWdnGs4lbt25RpEgRrK2tNYS833//nQcPHvDw4UPKlStH06ZN0dXVVQQ9fX19+vTpQ4MGDWQGYslnx8/Pj8OHD5OUlETJkiV58eIF/v7+lClThr59+9KzZ08GDhyItrY2ixYtYs2aNdja2lKxYkX09PRQ+5Cp+xmpC/zvSDFP8qeoG5iuri5169bFyckJd3d3bG1tmTRpEqNGjaJDhw7079+f8uXLc/z4ca5fv05ISAj79++ndOnSildQ+udJ/hmGhoYMHTqUAgUKsGjRIoQQjBs37h8JelLIy33o6OgghMDExIS1a9cSExNDvnz5MtSFly9fkpKSgoWFBfnz59c4J0WgrCUsLIzLly9z5coVypQpQ+XKlenatSvGxsZ06tQJgGXLlmFkZMT06dPR0dFR+oDSpUvTu3dvOnbsmOE7SiTpyUzQCwoKIikpCW1tbXx9fRk9ejTDhg0DpKifk3F1dSUsLAwHBwcsLCwoXry4cq5EiRL069cP0BT0dHR0aNCgATt37uTQoUP07t1bEXckXwd2dnYAfyroxcXFsXv3bgoUKMCkSZOU43KCnfW8evWKhIQEkpOTlWOrVq1izZo1PH36FPgwF2vfvj2enp7o6uoq3ylfvnyKkCf7asnnwsnJiYMHDzJp0iQsLCwoVaoU8fHxXLhwgcmTJzNv3jzev3/PgAED6N+/P2lpaQQGBqKjo4ONjQ0qlSpDvyL7mf8duc1WkinXr1/n6dOnPHv2jMqVK1OyZElMTExITk7mzJkzuLu7c+/ePX766Sd8fHwyDB6vX7/m1atXineP5N+Tfrvd8+fPWbduHYGBgdja2jJu3Djgrwfv9IbZp9ycJV8vH9eP9Fs0kpKSCAsLw9/fH3t7e1q1apVdxcz1uLi4cOjQIYoWLUrBggW5ceMGL1++RKVSMXPmTKpUqcKbN2/YsWMHs2bNolOnTri6ugJkWO1UH5OGUu4jOjo6Q+D7T5F+y+2sWbO4fv06r1+/ZvTo0QwfPhyQk8OczLZt25gzZw7Ozs40btxY4zulb/+RkZGsWbOGtWvXMmDAACZOnAhAhw4d6NOnj5IsS/L1sXjxYgICArC1tdUQ9GJjY9m8eTOzZs3CwcFBhmDJZq5fv07Xrl3p1KkTpUqV4sKFCxw8eBCVSkW/fv0oU6YMy5Yt48iRI3h6evLzzz9nd5EluQhnZ2f279+Pn58fFhYWiveo2j64fv06I0eOJDk5GWdnZyXz/Zo1awgICMDKygoPD49ME7pI/jekZ54kA7NmzeLo0aM8evQIHR0d4uPjKVWqFFOmTOGHH37AysqKadOmERAQwOXLl3nx4gXffvutIhCkpaVhZGSEkZERICcC/5aQkBDMzc355ptvlIlZ0aJFlbhGgYGBAH/poZfeoF+7di2JiYkMGDBACnq5iI/rhVrIu3PnDseOHWPu3LkMHTpUCnnZSEBAAPv27cPDw4PatWtTsGBB3rx5w4YNG9i0aRMjRozA29sbS0tL2rVrR1paGr6+vmhpaeHi4pKpaCeFvNzHuHHjSElJwdfXl7x58/7l9ek99CZPnoyDgwPDhg1TvLnk+J2zuXTpEqVKlaJmzZoZvlP69l+8eHH69euHEIJ169aRnJzMtGnTWLt2LQULFszqYkuykI899AYNGkSePHkICQnB19eXUaNGSSEvB1C5cmWWLVvGqFGjiI2NpWjRokycOJGmTZsqjhGVK1emXr163Lx5M5tLK8lNbN68meDgYOzs7LCysgL+sA3U88/KlSvj7+9P37592b17tyLm9evXj3fv3lGoUCEp5H0mpJgn0cDd3Z3du3czfvx4VCoVRYsWJSQkhN27dzN69GgmTJiAjY0N1tbWaGtr4+bmRv/+/Vm9ejXffvttpoa/nAj8c5YsWYKfnx+FChWiQoUKWFpa0rhxY8zNzSlevDhDhgxBCEFgYCCpqalMnDgxU0EvvZAXFBSEh4cHbm5uUsiTsHHjRgICAihWrBhjx45VjHk5ec96IiMjOXr0KAMHDqRBgwbkyZOHlJQUvvnmGwYNGkTFihXx8fHB3t6ejRs3UqRIETp06ICOjg4eHh7ExcUxe/bs7H4NSTbj5OTE8ePHmT179t8S8tSkF/SWL1+uGNyyL8jZvHv3jpMnT1KrVq1MExx8TPHixRk4cCApKSmsXr2aH3/8EXNzc0B68X7tpBf0kpOTMTQ0ZO7cudIDN4dRv3599uzZw9OnTylTpoyG0C6E4NWrVxQpUkTGuJRkKcWLF8fKyoqwsDAqV65Mq1at0NbWVsYN9fyzRo0aDB48mAULFjBixAhMTU3R0tJi6NChyrPkWPPfI8U8icKxY8c4ePAgrq6uNGvWTNnaOWLECBo0aMDy5cvx8/OjQIECdO/eHUtLS5ycnPD09KRXr14EBQVhYmKSzW/x5fP+/Xvy5ctHqVKlePr0KRUrViQ4OJhNmzZRuHBhOnfuTIMGDejbty/58uVj4cKF6OjoKB566m25H3vkeXp64u7uTpcuXbL5DSX/FX8m3v4VTZs25d27d9SoUYPatWtn+jxJ1vDkyROuXbvGxIkTla0L6ng4enp6NG7cmLi4OBwdHfHw8MDPzw8jIyM6dOhAYmIiBgYG2fwGkuzG0dGRffv2MWfOHGXlPD1/1bbV/UahQoWAP5JfSXIW6j4+NTUVXV1dDA0NefbsGe/fv0dXV/eTce/evn3L48ePqVKlCv379+fHH3+kVq1aynk5ufqy2Lx5M02bNqVIkSJ/+x47Ozu0tbXx8/MDPsROVE+y5difcyhcuLCyGyd9SJS0tDROnTqFtrY2FSpUyM4iSnIZDRs2RE9Pj8WLFzNr1iyEEPz444/KQqCWlpYyhqhjNyYmJsodI1mEFPMkCrdv30ZHRwcLCwvFIFQLQ+bm5gwfPpy4uDg8PDyoVq0aVatWpX79+kybNo0pU6Zw6tQpjWQXkn9H3rx56dChA/ny5cPX15eEhAS2b9/OhQsXCA0NZfXq1fj4+NCsWTOMjIxo0aIFgYGB6OvrM2zYsE8Kea6urlLI+4pYv349V69eJSYmhtatW9O4cWMMDQ3/1r3qpBgDBgzQOCaN+azlwYMHlClThqSkJCVEAfzR76oNpTx58tCmTRt27drFxYsXefXqFYULF6ZgwYIaW+blimfuxMnJiV27drFw4UKsrKw0Jua//vorFhYWf6ttp68/sh7lTO7cuUOFChUUG61OnTps3ryZx48fY2pqqhFjNz2bNm1ix44dbN68mdKlSyuePVLE+fIIDg7G1dWV1q1b/+N71eJdnjx5GDhwICDrQE5GLeRFRUXxyy+/4OnpyahRo6hXr142l0ySW1DbBZaWlsqOMB8fHwBF0Evfh8THx6Orq6ssDEo+P7L3lig8ePAAgIIFCyqTSrUwBB9iNfTo0YPk5GR2795NWloaurq6WFlZERISIoW8/5H0uWgKFizIjz/+yPjx4wkLC2P27Nm0aNGCBQsWsHz5cry8vEhOTubYsWNEREQAMGfOHK5evaoxIVu1ahUzZ87E1dVVBrj+ipg+fToLFizg5cuX3Lp1i5kzZ7Jlyxal3f4V6VPCp/9XknX4+/szYcIEEhMTKVOmDEII9u/fD2j2u1paWqSkpKCnp0fPnj158eIFT548UZ6Tfsu8FGByH2/evOH48eMYGhqSL18+UlJSFKPa09MTBwcHjfryKdKPGxs3biQsLOyzllvyz1HbWeoxH6BFixbky5ePcePG8erVK3R0dEhJSdG4Ly4ujsjISKpXr55B6JMizpdHcnIy+fLl+9fj9tChQ6WQ9wWxcOFC7O3tWbZsGSNHjsTGxgaQdpska1AvKgPUq1cPW1tbypQpg4+PD3v27AH+GEfevHnDmTNn+P777ylcuLCso1mE7MFzOZGRkcrvwoUL8/jxYyIjI5XtmqDZkFu1aoWFhQWXL19WGq+uri7FixcH+NtigiQj6omU+m9oaGhImzZtcHZ2JiwsjNGjRwNQvnx5fvrpJwICAggJCWH8+PH8/PPPTJ48mapVqyrPOXPmDEuWLGH69OlSyPuKcHBwICwsjFmzZjF//nz27dtHlSpV2Lp1q8bA+Vdt8WMvnPTtXPL5UalUXLlyhdDQUEqWLMn333/P9u3bFRFFvdoJf6zOx8TEoKOjI4MISxS++eYbVq1aRYECBXB2dubKlSsAeHt7s2nTJuzt7SlZsuSfPuNjT+4ZM2aQlJT02csu+WeUKFECKysr3N3dFUGvVq1a9OjRg0ePHjFixAiio6OV/gI+ZCs/ePAge/bswdraWtnGL/nyUNvkqamp6Onp/c/fUnrjfxnUrVuX4sWLY29vz6BBg4AP9p1cvJNkFX9H0AM4dOgQR44coU2bNuTPn1/W0SxCbrPNxfj6+nL9+nXmzJmDoaEhVlZWLF26lICAALy9vdHR0VFW7dK70RYtWpTbt2+TmpqqnFMjDYN/jrOzMy9fvqRPnz6YmZlhbGysTK7Ugh588LIYN24c/v7+wIcJvpGREQMHDtTYWqP+TuXKlWPBggUacXEkXzbe3t6EhIQQHBxMjRo1eP/+PQDt2rVj/fr1XLhwAW1tbUxNTSlYsOAnt12mPx4YGMjly5eZP3++HHizCCEE33//Pe3btycgIIC6desyfPhwTp48ybx588ibNy/NmzfX6E+TkpJ48OAB1atXJ3/+/HJLbS4mvdemEILvvvuOwMBAhgwZgqurK+XKlePgwYMsWLCAhg0b/uWz0gt5M2fOxM3NjY4dO37u15D8TdRjupWVFXny5GHJkiW4uLiQlpZGy5YtsbW1JSEhgY0bN9KpUydGjhxJlSpVePv2LWfPnmXlypUMHTqUdu3aZferSP4lcXFxShgNdQiGf0P69p6QkED+/Pn/szJKPg9169bF3NxcEW+lCCvJDtLHx1Nv81ZvudXS0sLAwAAnJydGjRqljDXSTs0aZG+QiylRogTHjx/n6NGjwAdPESsrK/bs2cOSJUsUsS45ORn4INTFxcURFxdHnTp1PhloWfL3efLkCcHBwRw8eBAXFxdGjBjBiRMniImJUa5RC3r29vYcOnSI8ePHAx/EPPVKbfpvoc4w9O2330oh7yviyZMnRERE8N133/H06VMAJWPl4cOHuXHjBnZ2dtjY2NCuXTsuXbqk4d2l5uPJ+9y5c7G0tMzal8mlJCQkAChCfYcOHTA0NGT58uVUq1aNWbNmce/ePdzc3Fi1apXS97569Yo9e/awZs0aWrduTeHChaWBlIvR0tIiNjYW+EPY++6771i6dKkSBmP06NH/WMjz9PTExcVFenLnMNJP3C0sLBgyZAiVK1fGzc2NvXv3kidPHsaNG4eDgwNly5bFycmJzp07Y2try7Fjx5g4cSLDhg0D5O6JL5ElS5YwceJEnj9/DnyoD4mJicp48ndJ396Dg4MJDAz8x8+QZA/pvTDl2C/5nPzZDp3MPPTKlSuHs7MzQ4YMwc7ODltbW0B6j2YlWkLuq8q1vH79GgcHBy5dusTSpUupXLkyL1++pHfv3kRGRtK7d2/GjRunxGRKTEwkIiICd3d3XF1dadWqVTa/wdeBp6cn4eHhVKpUifj4eC5cuICVlRU//vgj3bt3V1blY2Ji2Lt3L97e3jRo0IC5c+dmd9ElWczZs2eZPXs279+/Z+jQobRu3RovLy+Cg4OZNm0atWrV4sKFCwQGBhIXF8e2bds0Mkx/KjGKnLx/fubOnUt0dDS9e/emUqVKynF/f3+WLl3KggULaNq0Kfv378fPz4979+5RokQJjIyM0NLS4tmzZ/Tp0wc7OztArnjmVoKCgjh16hS//vorRkZGlC1blmHDhmFqakr+/Pl5+PAhtra26Orq4urqSs2aNf/SiyMoKEgKeTmQuXPn8uDBA3r27EmxYsUoVaqUcu706dMsW7aMGzdu4OTkRMuWLZU+4cKFC7x//55ChQphZGSkjAEyPtqXibu7OwcPHqRu3bo4OTlx7NgxHBwciIiIwMjISBFo1Qu56kzH8Mc48fHY7+Hhgbe3t4x1LZFIWL16NSYmJvz444/AX9uX6c+fPHmSOXPm0LZtW/r27QvIsSarkWJeLiMpKUkjYPr+/ftxd3fnhx9+YMSIERgZGfHy5UtsbW25evUqFStWpHXr1ujo6PD48WPCw8MZNGiQssor+Xek7wjDwsJwc3Nj4MCBdOnShfDwcNavX8+dO3eoU6cOP/zwA126dMHQ0JD379+zdetWXFxcWLJkCd9//302v4kkK0hfX86cOYOvry9paWkYGRnx66+/MnfuXKysrBQDPjg4GGdnZ5ycnOjdu3eGZ0ghL2u5c+cOPXv2JDExkSJFijB27FhatWqFvr4+AH369OHp06fs2LEDQ0NDbt++za1btzhy5Ajx8fFK9vBGjRoB0lDKrUyfPp2DBw9iZWWFqakpFy9e5Pz587x79w4bGxs6depEyZIlefjwIUOGDCFPnjy4uLhQq1atT9aXHTt2MHnyZNzd3WW28xzEvn37NOLkJiYm8uOPP1KjRg0li+nNmzeZNWsWv//+Ow4ODsoCa2YTMSn+f3mk7+f9/f3ZuXMn9erVw8TEhEOHDuHs7IypqSnJycno6+tjYGBAamoqefLkITU1lbS0NPT09DLdSi+Fe4lEAnDv3j1GjBhBnjx5GDt2LE2bNgX+maAXFRUlF42yESnm5SIWLFhAfHw8vXr10ljhnT59Ojt27GDp0qVYWFgAHwKtr1+/niNHjvDo0SNSUlKoW7cuTZo0UQx+2WD/N9J3hMOHD+fq1avs3LmTggULcu/ePZ4/f87w4cNJTEzku+++w87ODnNzc8qWLcvvv/9OxYoVs/kNJJ+btLQ0YmJi0NLS0kh6cPLkSfz9/bl27RoDBgxg4sSJAKSkpKCrq8uVK1cYOHAgbm5uykqbmjVr1uDl5SWN+Szk3bt3BAQEcPbsWaytrVm9ejUdO3akadOmNG3alFOnTjF+/HiaN2+Os7PznwY2l/1u7mT58uWsXLmSmTNnUrduXfT19UlJSeHatWusXLmS8PBwBg4cyMCBAylatCiPHj1i8ODB6Ovr4+TkRO3atTOtN7GxsZw4cUJ62ucwbty4wYYNG9i/fz+VKlWidevWLFmyhNevX2NiYkKDBg3o0qWLssj666+/4urqSuPGjbO76JLPhJ+fH4cOHSI+Pp6nT59iYGBAQkICOjo66OnpoaurS968edHX1ycpKYmAgABq166t3C8X8SQSSWb88ssvLF26lLi4OEaNGkWzZs2Afybo/Z3rJZ8HKeblEm7cuEHXrl3R1tamWLFi2NvbY2VlhZ6eHqmpqXTu3BktLS22bt2aoWE+efKEvHnzYmhoSL58+QA5ofy3zJ8/n9KlSytbG9R/x6NHjzJ69Gh69erFhAkT0NbWZteuXUycOJHOnTvz5MkTTp06Rb58+di2bRtlypTRuF/y9bF69WrOnTvH2bNnyZcvH+bm5jRt2pRWrVqRJ08eTp8+zezZs0lOTmbIkCFKopSkpCQ2bNjA2rVr8fPzo0aNGsozL1++TI8ePZgxY4Y05rMItXHz4sULOnfuzIABA/jhhx/w8fHh5cuXmJubM27cOGbMmMHZs2dxcHCgcePGGm1bGki5m+TkZOzs7ChdujRTp05FX19fo37ExcXh7u7O7t27cXd3V8aXR48e0b9/f1JTU9m8eTNFixbVeK5a/JfkTG7fvs2aNWsIDQ3Fw8OD9u3bc+nSJdasWcPNmze5e/cu5ubmJCYmEhsby+vXr/H19aVJkybZXXTJ/8CVK1eIjo6mQIECqFQqjSQV/v7+hISEULBgQbp3707JkiV5/fo1iYmJxMTEkJKSQkJCAqampvTo0UO5b8WKFfj5+TF9+nQ59kskEuCDbaFePD569CiLFi0iMTHxfxL05Lw065FiXi4hNjYWHx8fbt68SZUqVdi8eTN9+/bl+++/x8rKioiICOzt7enSpQuTJ08GPt0g5cTy32Fvb094eDirV6/WEFjgQzzCQYMGERsby86dOwkNDWXatGmMHDmSgQMHkj9/fsLCwtDW1s7gaSX5+nB2dubgwYNYW1tTrFgxIiMjOXbsGAkJCbRr147p06ejp6eneOilF/TCw8OZOnUqo0ePZtCgQRmefePGDczMzLLhrXIXp0+fplatWhphDY4ePcqECROYO3cu1atX58CBA/j7+1OhQgU6dOiAs7MzzZs3x8fHJxtLLslpREVF8cMPP2Bvb0+PHj0yHYOfPXvG2LFjef78OaGhoRQqVAiA+/fvc+HCBZmdNoej/qbqoOHq73vnzh2WLVvG9u3bsbe3p0+fPsAHm+7kyZOcPXuWiIgIIiMjAXB1daVbt27Z9h6S/w0fHx92797Ns2fPyJs3L40aNcLV1RVjY2PlGj8/P/bt20etWrWYMGECRYoU+dNnXrp0iYEDBzJx4kR69uz5uV9BIpHkcM6fP49KpcLAwEDj+JEjR5TEOKNHj/5LQS/98fXr11OzZk2qVq36+V9AoomQ5Bru3r0rLC0txdatW8WVK1fEkCFDRK9evURgYKBISkoSo0ePFm3bthVnzpzJ7qJ+ddjb2wtLS0tx4sSJT15z6tQpUbVqVWFraytUKpWYO3euiI2NzfTa1NTUz1VUSTazYsUK0aBBA3H8+HGRkJCgHH/27JkYMGCAqFKlihgzZox4//69EEKIkydPiq5du4rOnTsLFxcXUb16dTFv3jzlvrS0NCGEECkpKVn7IrmYffv2CZVKJYYPHy4OHTqkHH/z5o3w8PAQo0aNEpGRkUIIIWJjY8XgwYPFoEGDRNOmTYVKpRKrVq3KppJLciLR0dHC0tJSeHh4iOTk5Ez7/7S0NLFq1SqhUqnE0aNHlWMfXyPJmVy5ckXj/8nJycrvO3fuiGnTpomqVauKlStXZrg3Pj5ehIWFicOHD3/uYko+I/b29sLKykqsXLlSnDhxQkyaNEnUqFFDGe/Tt/vZs2eLZs2aiYkTJ4pnz54JIT6M8Zm18WfPnolr165l2XtIJJKci6+vr1CpVKJdu3Zi4cKF4vDhwxr9xi+//CK6d+8uOnToICIiIpTjf2ZPBAUFCZVKJUJCQj7/C0gyIP0gv2IuXbqkkWK6XLlyODo6MnPmTLS0tPDy8qJdu3asWLECe3t7mjRpwsOHDwkPD8/GUn99ODo6sm/fPgICArCystI4FxUVpfyuUKECtWrV4vDhwwwdOpQhQ4ZgaGgIZEwVLl2Yvz6EECQlJXH8+HFatWqFhYWFsq09JSUFExMTAgICaN68Ofv27WPJkiWkpaVRv359Jk+eTGpqKuvXr2f48OGMHDkS0EwNr6Ojk23vltuwsrLCx8eHixcv4urqyvTp00lLS6NQoUK0bNmS+/fvc/jwYQAMDQ1ZunQprVq1okqVKoBs3xJNjI2NKV26NGfPngU+1I/U1FTlvLqdd+jQAW1tbcVL6+OVdOlRnzPx8vKic+fOODo6EhERQVJSksb25/LlyzN48GDat2+Pr68va9asUc4lJSVhYGDAjz/+qMTLU2c3lXw5ODs7ExERQUBAAH369MHKygovLy9atWrFr7/+SlxcHNra2iQnJwMwfvx42rZty6VLl/D29iYqKgodHZ1M27iJiQmVK1fO6leSSCQ5jOfPn3Pp0iXy5cvHnTt3+OWXXxgxYgQ9evTA1dWVBw8eYGVlhaOjI/nz52fhwoVEREQAKFmxIWNCPXd3dzw8POjUqVO2vVtuRs4YvlJ27dpFt27dmDZtGqdOnVKON2jQgFatWrFixQoAevbsybZt23j06BF79+6lUKFCrF+/nu3bt2dX0b8q/P392bJlC8uXL8fKykrDyHZzcyMgIIC4uDgAChcurGyP+e6779DX11c6TjkJ+/rR0tIiJiaG3377jbJly6Knp6fUF11dXUUM8vDwoFy5cuzZs4fY2FgALCwsmDp1Kn5+ftjZ2QEybkV2YmhoyE8//cSGDRuwtrZm9+7ddOjQgUOHDmFhYUHPnj3x8PDg8ePHyj1du3bF2dmZTZs20bdv32wsvSQnoe4DevTowfXr13F1dQU+iPNqQU/dzh8+fEi+fPkoXbp09hRW8q9ISkoCYMuWLbi4uNC7d29OnDjB8+fPlWvKly+PjY0N7du3Z9asWQQFBQEo2/jT2wiy3/+yOHfuHMHBwVSrVg1LS0t0dXVJSkpCW1tbSTj34sULAI3kSOPHj6dZs2YcO3aM33//PVvKLpFIvhyKFi3K1KlTadq0KaamptSpU4ctW7ZQtmxZDhw4QMeOHfn555+5desWNWrUoECBAgQGBnLkyBHgD0EvvZCnTqrTuXPn7Hy1XI0c8b9SatWqhZOTEwcOHGD69OnMnj0b+LDC36JFC27dusXJkycBKFasGGvXrsXa2lrJkBofH59tZf9aSExM5PXr18CHxAPwh5Ht5eXFpk2baNmyJYaGhopo16pVKxo0aMCyZct48+aNFPFyGQYGBuTNm1cRedJPytTeOAUKFGDMmDHcvn2b3377TTlfr149JQmGFPJyBuqEBf7+/uTPn58xY8Ywbdo0rKys6Ny5M87OzoogCx8MrZo1awLSu0byAXU7btSoET/88APBwcF4enoCmt62qampXLp0iWLFilG4cOFsKavk32FtbU2JEiXo3LkzXbp0ITk5mcGDBzN27Fh27NhBQkIC8MF7f+DAgXTs2BF3d3eWLVuWzSWX/BeULVuWqVOn8uuvv+Ls7Az8IdI+ffqU2NhYxowZQ8eOHXF0dOTy5cu8evUKgClTphAYGEjDhg2zrfwSieTLoXLlygwYMIBy5cqxfft27t69i7e3N0eOHGHatGnUrFkTb29v9u7dy6lTp7h8+TJOTk48ffr0k0KeTKqTvcgEGF85165dY9myZRw4cICqVasyduxYLC0tWbBgAatXryYiIoKCBQsCf2SujYyMpG7dutlc8i+bI0eOULt2bYQQzJ07l6CgIJycnOjduzeenp4EBwczZ84cZVtMelauXIm3tzebN2+mevXq2VB6SVaSmJhIvnz5EEIQFxfHkCFDePnyJfPnz/9koopHjx7RunVr3N3dZWD7Lwhvb28OHjxIdHQ0DRo0IDIykq5du9K5c2cpvkr+kjt37uDp6cnx48dp3rw5vXv3pk6dOjx58oSzZ88yc+ZMRo8ejY2NTXYXVfIPGTRoEK9evSIoKIj8+fOzdOlSwsPDuXHjBpaWllhbWzN06FDgg8Dj5eWFpaWlkhBD8uWRmpqqCPIxMTGEhobi6+uriLU3btygV69emJqaUqFCBe7fv8/du3eJiYnB1NQUa2trHBwclOfJRTyJRPIxiYmJvH37lpSUFEqWLKkcv3TpEkuXLuXixYsMGTJEY0fInTt3ePz4MZs3b+batWv069ePAQMGKOfVSRrd3NykkJcDkGLeV4x6YH/16hVnz55l7ty5REVF0alTJwYOHIiPjw9JSUn4+flpZFz8+H7JP8PHx4fly5czYMAARowYgZaWFrNnz2bDhg3UqlWLW7du4efnl0HIS0tL48mTJxQvXpzDhw/TokWLbHoDSVYxZ84cLly4gJ+fH0ZGRgDs3LmTSZMmYWNjw5AhQ5Tj6dvjrVu36N27N35+fjRq1Cjbyi/5e6RfzTxx4gS7d+8mJCQEAHNzcwIDA5XsoxJJZqjr0IMHD9i4cSM7duwgOjqafPnyYWBgQL58+ejRoweDBw/WuF6Ss0lJSUFXV5ezZ88ycOBAbGxsGD9+PADv3r3D0dGRXbt2kSdPHsqUKcPPP/9MmzZtKFy4cKZ2m+TL4WMb+9WrV+zYsYNZs2bRpEkTTp06Rbt27Rg/fjzffPMN8GEh75dffuHQoUM0aNCAgQMHZlPpJRJJTmfZsmWcPXuWX3/9FT09PSpXrkzDhg3p168furq6XLp0iWXLlnHx4kUGDx6caYiXZ8+eUaxYMeAPu+Lq1as8fPiQ1q1bZ/UrSTJBinm5iJSUFKZPn87JkydJSkrC2tqahw8f0rdvX9q2bZvdxfsqeP36NZ06dSIyMpLq1atTp04dRdCbN28e69evp2PHjri5uWW4d/fu3Xh4eLBgwQJq1aoFSEH1a0YIwY4dO5gxYwZNmjTByckJY2NjkpOTcXNzY8uWLQwbNowuXbpQvHhx5b6UlBTWr1/PunXrWLBgARUqVMjGt5D8XdKLK8nJyRw6dAgnJydsbW2lJ1Uux9/fn+rVq//lAo66DiUmJhIbG8uBAweIj4+nbNmyFCtWjGrVqgFy3MjJ+Pr6UqxYsQweda9evWL06NHExMQwb948ypYty9atW3F0dGTIkCFUrFiRLVu2cOrUKfz8/JSQClK0/fIICwvj8uXLXLlyhTJlylC5cmW6du2Knp4eb9++ZevWrSxbtoy8efOyb98+dHR0MrTp+Ph48ufPn41vIZFIcjL/1959x9d4//8ff2QjsQUfo0oVpaUoaiW2Wq2VVowKJYmQ1lYiQoiIFQlRxIhVI4LGHlGhSvloUdSoVa0aCUEQJ+P8/vA755OU9ttFcnje/9HmXNd1e1+3c671vN6v9zsgIICdO3fyzjvvUKxYMe7du8eGDRu4evUqdevW5bPPPsPe3j5LoOfp6Um3bt2AR2O5Zn5hZLrW6P4i51GY94LI3J0/Li6O2NhYtm3bBjyaFCMsLMw8c6r8M1u2bCEoKIhSpUpx+/ZtGjVqRP/+/UlLS2PWrFksW7YMPz8/8xsQo9HIli1bGDZsGN7e3vj6+mbzHsizkp6ezs6dOxk5ciQNGjRg3LhxFCxYkEuXLjFr1iw2bdpEo0aNaN26Na1bt+b06dN89913TJkyBV9fX4VAFi4xMdE8vpkeyl9Mo0aNYufOncybN48333zzH29Pv6OcKzk5mXHjxrFhwwaCgoLMA4abvrN9+/bRp08fpk+fjoODAz4+PvTr1w8fHx/zxAcnTpygSpUq2bkb8g+MGzeOL7/8kqJFi5IvXz5OnTpFQkICFStWJDg4mMqVK5OUlGTuodexY0fzpDdPmhBNx7uI/Nby5cv57LPPmDx5MjVr1sTBwQF49NIoNDSU6Oho3nzzTZYuXYqdnR3Hjx9n3rx5HD9+HA8PDz788MNs3gP5KxTmWbgff/zxT/fMyZymp6SksGHDBgIDAxk8eLC66v9DmW+oLl++bD6B/vTTT+zYsYO2bdvSv39/AKZPn87nn3/O6NGj6d69O5s2bWLEiBF4e3szYMAAQD0rXiTp6ens2LGDUaNG0aBBAyZMmEC+fPm4du0aMTExfPbZZ6SmplKoUCEyMjIoUKAAnTt3VjmdBTN9Z7/9V14sfn5+7Ny5k+nTp1O/fv3sbo48Azdu3GDu3LksX748y8DhpjFThw4dyp49e7C2tsbLy4s+ffqQJ0+ex+4JdI9geWbMmEF0dDRBQUHUqFGDfPnykZSUxIoVK1i1ahVWVlaEhIRQu3Ztc8nt1KlT6dSpE+PGjcvu5otIDmc0GjEajQwcOJA8efIQGBho7l1nGtIhOTmZWbNmERUVRefOnQkMDMTa2ppTp04RFhbGgQMHWLFixe+O2S05j8I8C2ZK3rdu3fq3e9U9qRZe/rnJkycTHx9PTEwM4eHhbNy4kTZt2pgDvWnTprF69Wreeecd4uLi6NOnj4K8F1jmQK9+/fpMmDDBPIbaDz/8wMWLFzl79iyVKlWiZMmS5p4Z+q2IWKaQkBAWLVrEwoULqVevnq6/z7nM5+rr168zZ84cVqxY8dhMgNHR0fj7++Pm5kZAQADW1tY6xz8Hfv31VwYMGECrVq3o2bMndnZ25odrg8HAnj17mDJlCunp6axcuZIiRYpw69YtNm7cSFBQEG3atGHatGnZvRsiksPduXOH1q1b06FDB4YMGZKlMs90Hbp79y6+vr6cPXuWZcuWUbZsWQCOHz9OYmLiEydnlJzLNrsbIH9fWlra336YNz04FCtWDFAo8HdNnDiRy5cv4+PjQ4kSJcwlcwMHDmTfvn1ERUUxfPhw7t+/z9atWwHo378/Q4YMAWDFihX4+vqaQz59Dy8mGxsbmjdvDjwqu/P392fs2LEUKlSI1157jddee+2xgWaNRqN+KyIWaPTo0axZs4aCBQuyYcMG6tWrh5WVVZab7j9DAWDOt2PHDqpVq0auXLnIly8fAEWLFsXT0xOj0ciYMWMAzIGem5sbmzZt4rvvvsPGxkY9d58Tv/zyCydPnmTo0KHmkmlbW1uMRiP29va4urqSnJzM6NGjCQoKMk+K9d577/HgwQPy5MmTzXsgIpYgT548ODk5ceXKFYAs9xTW1tZkZGSQN29eBg4cSJcuXfjuu+/MYZ5p3F3Q86gl0bdkwZo2bcqDBw/Yv3//X17XdGNo+lcH7F+3efNmlixZwpdffsmsWbMYMWIE+/btMw8a+s4777Bnzx6MRiNjx46lYcOGbN26lc8++wwAX19fPv/8cwV5Avwv0Js4cSJfffUVY8eO5datW+bPf9uJWg93IpZn5MiR7Ny5k4iICN5//30OHDjA8OHDycjIwMbGhvT09D+1ncwBz/bt29m5c+fTbLb8DaGhofj6+tKjRw88PT1Zt24dR44cAaB48eIMGTIENzc3xowZw6pVq4BH32ubNm24cOECa9asUZBn4S5dugQ8Gkze1taWjIwMAPNxbgpr7ezsaN26NW+//TZHjx7l5s2bAOTLlw8PDw/zhCkqphKR37px44b5vzMyMqhcuTK7du3im2++eWxZ03NmmTJlyJ8/PwkJCcDj5xY9j1oOfVMWxFQLD5iTdUdHRy5evPi3tiX/TI0aNejQoQP58+fHxsaG6tWr4+npiZ+fH1u2bMHDw4Nz584RFRUFQGBgII0aNeKLL75g2rRp5M2blxo1agAK8uSRJwV6ycnJgI5ZEUs3a9YsduzYwbRp02jatCl9+/albdu2HDp0iJEjR2I0Gv9UoJc54Fm8eDEff/wxtrYqtMhJHj58SIECBbC3t+fmzZsUKFCAwMBA+vXrx0cffcSyZcswGAx4e3vj5eXF2LFjiY6OxsrKiqZNm+Lo6IiDg4OCPAsWGhrKkCFDePDgAWXKlMFoNLJjxw7g0bU+84QWaWlp2Nvb4+7uzo0bN/jll1/M28k8o6R+DyKSWUREBL179+bUqVPAo/OFqUfv6tWrs2QEme8t7ty5g52dHaVKlQJ0brFkSg8syLVr17L0pMufPz/16tXjwIEDpKWl/a03+kePHlVI8DcVL16cQYMG4eLiwr59+6hUqRKxsbHkzp2bsWPHMnToUF555RU2btzI5cuXgUdThderV4/XX3/dXGoBegPyIvizx5kp0AsKCmLPnj0EBwcD+o2IWLo33niD+fPnmye7cHJywtPTk7Zt23Lw4EE+/fTT/zPQy3z9Xrp0KZMnTza/KJKcw8HBgY4dOzJixAgePHjAm2++ycKFC/Hz8+P+/fvMmTOHpk2bEhISgp2dHfXr1ycwMJB169ZRqFAhNm/ezLvvvpvduyH/QMWKFTl+/Djr1q2jZMmSuLi48MUXX7B582bg0cOzqaeeKYy/ffs2NjY2FChQILuaLSIW4tatW9SrV4/r168THBzMqVOnMBqNuLq60r9/fzZt2kRkZKQ56DOV3KalpfH111+TK1cuypQpk527IP8CTYBhIWbPnk14eDhvvvkmr7zyCvXr16d69eosWLCA+Ph4tmzZYh5/44/S9cyfR0VFMWnSJGJiYswD6stfd+PGDSZMmEBcXBzh4eE0adKEy5cvExISwvnz5wGYOXMmZcuWVSDzAomPj+fw4cNYWVkxaNCgv7y+wWBg3bp1BAQEMGPGDN55552n0EoRedp27NjBlStXeP/998mdO7f575kHo543bx4bN26kdu3aTJo06Ylj6P02yJs4ceJjEyhI9lqwYAFWVlb07t0bgOTkZFatWsWUKVPw8vJi0KBBpKWlcfXqVTZv3szhw4f5+uuvyZcvH4mJiQBs2bLFPIaReu1bJqPRyL179wgMDGT37t0sX76chw8f0qNHD4oXL87QoUNp2rRplnUMBgMRERF8++23zJgxg0KFCqm3jIg8kZ+fH/ny5WPEiBEcO3YMT09PXn31Vfz8/KhUqRL3799n1qxZLFy4kMqVK9OxY0datmzJ5cuXOXbsGGFhYfTv358+ffpk967IP6Qwz0Ls2bOHpKQkjh49yoEDB7h58yb37t2jfPnynDx5kvDwcJo3b/6HgyX/9kEgJCQEf39/Pvjgg2e9O8+dzIHehAkTaN++Penp6Zw9e5Z79+5Rs2ZNIOt3oLFwnl8hISHs3r0bOzs7Xn31VYYOHcp//vOfv7ydU6dO8dFHHzFs2DDat2//7zdURJ6qqVOnsnPnTgoUKMDIkSOpVq1als//aqAHsGTJEkJCQhg7dqyCvBzk/v37dOvWjZSUFHr27EmXLl0AuHfvHitXrmTq1Kl4eHgwaNAgc+mkwWDg559/ZseOHRw8eJCaNWvi4+OTnbsh/8D9+/ezTFaxb98+/P39zcf0jh078PX1pXjx4nh4eNCtWzfs7Oy4efMmX331FQEBAQwbNoyuXbtm416ISE7m7+/P+vXrmTdvHnXr1gUeVdp5eXlRvnx5/P39qVixIgCrVq1i1qxZ3LhxAycnJwD+85//0LFjR3r16gXoedTSKcyzUNevX+e///0vP//8M4sXL8bZ2ZnBgwfj4uICPH5g6o3+03fjxmX/Kx0AACzeSURBVA2CgoKIi4sjMDCQDh06ZPlcb9hfDIGBgWzatAl/f3/q1KmDs7Pz397W8ePH6devH6NGjXpsNlsRydnGjx/P5s2bGTx4MPXq1aNkyZLmzzJfk38b6G3ZsoVq1aoxderUx26wd+7cyYABAxg/fryu3zlIcHAwrVu3xsnJiaCgIK5du0a3bt3Mocy9e/fMPfR69+7NgAEDyJ079+/eF+h+wfKEh4eTmJhIt27dqFChgvnvoaGhREZGEhERQePGjdmxYwfTp0/nwoULlChRgoIFC2JlZcXVq1fp3r073t7egB6wReRx48aNY8OGDcydO5caNWpkOUdkDvRGjx5NxYoVsbKy4tKlS1y7do3Tp09TtmxZihcvTvny5QFda54HCvNysPj4eCpXroyzs7P5YHvSW/rExETee+89ChQowIgRI2jYsCHw5BuBJUuWMGnSJMaNG6cHgacgc6AXFBSkMW9eMNHR0URERBAQEECjRo3MPWXT09OxtbXl6tWrJCYmUrly5f+zHD4tLY0NGzYwe/ZslixZQokSJZ7hnojIP7F161amT5/OqFGjaNCgwf85QYXp2p6cnMzs2bNZtWoV4eHh5vH1TPbv34/BYMDV1fVpNl/+AtOkV/PmzeOtt97i9OnTTJw4kYSEhD8M9D7++GMcHBwA9dq3dOfOncPd3Z0HDx5QpEgRBg4cSMuWLcmVKxcA3bt358qVK8TGxuLk5MSPP/7ImTNniI+P5969e7z++utUqVLFfP+uB2wR+a2QkBAWLVpEv3798PHxwc7O7rFzhSnQe/XVVxk1ahSVKlX63euJrjXPB10pcqht27bh5eVFVFQUN2/exNra2jwwdmapqakULlyYNWvWkJSUxNSpU4mPjwcen5lmxYoVTJw4UUHeU+Ts7Iyfnx8tWrRg+PDhREdHZ3eT5BkwvRM5cOAAb775JrVq1crS68bW1paTJ0/SvHlzAgIC+OGHH/5wW1ZWVtjZ2XHx4kWuX7/OnTt3zANli0jO9+OPP5IvXz5ef/31LEHeqVOn2LZtG1OmTOHw4cPcunULeDQwdUZGBk5OTnh7exMZGflYkAdQt25dBXk5iJ+fH9u3byciIoK33noLo9FIxYoVGTVqFEWKFGHZsmV8/vnnADg6OvLBBx8wbNgwlixZQmhoKCkpKUDW+zU9XFmekiVL0rFjRypUqEDbtm3x9/dn4sSJfPnllwAMGDCAlJQUQkJCSE1NpXz58rRu3ZqQkBBmzZqFt7e3gjwR+V2jRo0iOjqaEiVKsH79euLi4jAYDOZ8wKRatWrMnTuXs2fPMnHiRM6cOWP+7LfPEbrWPB90tcihWrZsSadOnYiNjWXhwoUkJiaae/lkZmdnR1paGsWLFycmJoarV68yZswYrly5kmW59PR0Tp06xaRJkxTkPWXOzs58+umnuLi4YDAYsrs58gxYWVmRlJTE/v37qVy5Mk5OTubZKG1sbDh9+jRubm40aNCAhIQEAgMDOXHixGPbyfyWbPHixSxcuNDcVV439yI5n+kafebMGQwGA0WKFDF/FhUVha+vLwMHDmTBggX06dOHBQsWcOPGDeDRjNUZGRnky5ePGjVqAI/ffEvO4e/vz+7duwkPD+ftt9/Ocv6uWLEiAQEBODs7s3z58scCvY8//pioqKgnXgfEshiNRnLlysVHH33EjRs3KFiwIJs2bSIpKYnIyEgmT55MzZo1ady4Md988w1ff/01kPXYznxvr2u9iGQ2cuRI4uLiWLx4MVu3biVv3rxMnDiRuLg4UlNTH8sHTIHehQsXCAgI4OTJk4DOLc8rldnmMIGBgbz00kt4eHgAj24Wd+3aRYcOHejVqxeFCxd+YrdYg8GAvb09ly9f5sCBA08M7J5UoitPz4MHD7LMXCjPp8TERAoXLkxaWhrNmzencePGjBkzBsBcYhsWFkZaWhpDhw7l7Nmz+Pj4ULBgQaZPn26eFl7jWopYPtNxvHfvXvr160f79u0pV64cBw8eZPfu3VSsWJEePXpQtGhRNm7cyObNm4mIiFBvOwuzZcsWBg0aZJ6gKPP5e/r06RQuXJiePXv+bsltcnIyP/30E5UrV87O3ZB/4JtvvqF69ermyUwA9u7dy5AhQwgPD+eNN94gLi6O0NBQypcvz3vvvceYMWNo2rQpU6ZMycaWi4glMBqNxMfH4+3tzaJFi6hVqxa2trYYDAY6derE7du3GTlyJM2aNcPOzu6xfODIkSN069aN6dOn07Jly2zcE3maFOblEEajkV9++YVmzZoxd+7cLDf2Twr0MnfDv3v3LmvXrqVChQrmWW1M21QX2uyn7+H5NXnyZB48eEBAQADJycn4+vpy7do1ZsyYkWUA7Lt375IrVy7s7OyAR7NLTZ48mejoaMqVK5dlm0uXLiU4OFjl8CIWzHRdnjFjBg8fPqRAgQL06tWLxo0bmweevnXrFi1btsTV1VUP9xbm6tWrhISE8OWXXzJ27FjzbOPBwcEsXryYBQsWmMukTYHerVu3eP/99+nevXuWbams0vKYZqVt2rQpbm5uNGrUCIDbt28TERHB1atXGTVqFMWLFyc5OZlBgwZhNBo5f/48V65cYeTIkfTs2TN7d0JEcrS7d+9ib2/P9evXKV26NABpaWnmQK9z584kJSX9YaCXkJCQpUJAnj+6e8ghrKysyJMnD7a2tqSlpQGY/x0/fjxNmjRh3bp1LFq0iISEhCxBXkxMDMHBwRw7duyxbUr20/fw/EpMTGTTpk0kJCTg5ORE165dOX/+PGvXruXOnTvm5RwdHc1B3v3797l27Rr169encOHCWba3fv16goKCFOSJWJADBw4QHR3NjBkzmD9/Pr/88gsODg707NmTjRs3smTJEjZv3kzfvn3NQR7AzZs3yZs3L2+88UY2tl7+juLFi+Pn50ejRo3ML1zDw8NZvXo1c+fONQd5pjH0/Pz8yJs3L/PmzeP06dNZtqUgz/LUrVuXKVOmcPToUQIDAwkICCAjI4P8+fPTokULLl68yO7duwFwcnIiMjKSli1bmnti6jsXkT8SGRnJxx9/TMOGDbl27Zp52CZTTmBvb8+aNWsoUKAAwcHB7Ny584klt6YgT0N2PL/+eHo1eabs7e2xsrLi4cOHwKMD1lQaO378eADWrVsHQN++fcmbNy/R0dFMnjyZQYMG4eXllW1tF3kRdenShf379xMZGcmQIUNo3LgxPXv2ZPHixeTKlQt3d3eKFStmvnE3GAzs2LGDlStXMnToUPLnz2/eVmpqKrdv3yY0NJRWrVpl1y6JyF9gmr3cYDCYj+H58+fz3nvv4e7uzssvv0zJkiWB/71Rh0fH+6FDh7C2tqZixYrZuQvyNxUpUgQ/Pz+MRiOffPIJqamprF69mqpVq5qXMT1YVahQgdGjR/Pzzz/r+34OODk50a5dO958803mzp3Lpk2b+Pbbbxk8eDCNGzfG3d2doKAgGjRoQKlSpQBwc3PD1dWVvn37Uq1atWzeAxHJqQICAoiLi6Nr1664u7tTtWrVLOX8vw30OnfuTHBwMFZWVjRt2tTceSAzvUB4fqnMNpsdPHiQ119/nTx58pCQkEDjxo0JDQ2lWbNm5mUyj3VnegP87rvv4ujoyOzZsxkwYAA+Pj6AyjVEnqX09HR8fX05d+4cMTExODk5cfnyZSIjI1mzZg1NmzalVatWNG3alKNHj3L48GHmzZuHp6cn/fr1A7KWYaempj7xIiwiOc+kSZNYv34948aNo3r16hQoUIAjR46wePFi4uLiaNiwISNHjnyslP7q1avs3buX4OBgfHx86NOnTzbtgfwbrl+/zvTp09m0aRNBQUG8++67QNb7sd+WPmn4jedHcnIy3333HREREZw8eZI2bdrg5eVFVFQUP/30E2FhYeTNm/ex9XS/LiK/NXv2bJYvX05ISAi1a9fOEuL9VuaS2w8++ICrV68ycuRI2rVrp+vLC0RhXjaKiYkhMDCQ/v3707VrV2xsbKhVqxZhYWE0bdo0y4XeNMEFwJgxY1i7di1paWkMHDgQb29vQDcGIs+S6Xg7d+4c7du3p2/fvnz88cfAozEqNm7cSHh4OCkpKeTNm5e0tDTKli3Le++9R48ePbJsQ0Qsy9GjRxkxYgQ+Pj5PvHGeMGECy5Yto3Xr1owcORJnZ2cyMjKIiYkhOjqapKQkunTpQu/evQGFO5buxo0b5l6aEyZM4L333gP0vb5oQkJC2LVrF4mJidSvX59ff/0VNzc3OnXqpGu9iPyhxMREvL29cXV1xdPT8w+DPJPMgV7Lli3p378/nTt3fgatlZxCZbbZqF27dmzbto1Vq1ZhY2ND+/btyZs3LykpKUDWLrGZD+jAwEAAypUrZ571VqGAyNOVnJxMnjx5sLa2NveWNRqNFCtWjCZNmrBr1y7atWtH2bJlKVKkCB4eHri4uHD58mUuXLhAxYoVKV68OGXLlgV0zIpYsl9//ZUbN25QpUqVLGGN6dwwevRoHjx4QExMDE2bNqVNmzbcuXOH9PR0qlWrRoMGDcwTXelcYPmcnZ3x8/MDYPTo0VhbW6t3xAvEFNqOGDGChg0bsmnTJmJiYoBH9/ItWrTIMqyGiMhvXbt2je+//55hw4b9qSAPHpXcpqamYm9vT1xcnO4lXkAK87LBzp07qVixIqVLlyYiIgJfX1+WLl1KYmIiKSkp/Pe//+XixYvky5cPR0dHbG1tyZMnD46Ojjx8+JBChQqZAz3Qg4DI0zZz5kyio6Nxd3enY8eOFCtWDHg0HpKTkxMdO3bE29ubI0eOULZsWdLT07G2tqZcuXKUK1cuy+zU8OjGX8esiOX66aefSE9Pp3jx4sD/HuZtbGyyBHpHjhxh5cqVtGnThgIFCtCpUycyMjJwcHAwr6dzwfPBFOjZ2NgwbNgwUlJSNJHRC8I0NqKVlRX16tWjVq1auLq64u/vryBPRP4U0yQVpk49f9Sz+9atW+TJkwcHBwfzLLa/N6yDPN8U5j1jw4YN47vvvmPRokWkp6djZ2fHzJkz6d+/PzExMeY3+c7Ozty8eZPU1FSsra2xsrLCYDBgNBoZP358lgGW9SAg8vSkpqZSrVo1Dh06xNKlS1m8eDF9+/aldu3a5lkoXV1dadGiBREREdStW9f8gG/y2wurLrIilufOnTvcuHGDV155hXLlypGSksLGjRv54IMPshzTNjY2ZGRkYGdnR/Xq1dm3bx/Jyck4OTk9NiamzgXPF2dnZz799FPu3r1rnn1QXgyZj2U7OztatGhBzZo1zbPW6wFbRP5Injx5sLKy4tixY7i4uPzhOSMiIoI6derQvHlzAD1jvMAU5j1Do0ePZs+ePYSGhlK6dGkAc6AXERHBkCFD+Pbbb2nTpg29e/cmT548XL9+HSsrK+7fv09KSgpWVlbUrFkzm/dE5MVw4cIFihcvjouLCy4uLsTHx7Nt2zZmzJhBoUKFaNu2LZ06deLll1+mQ4cO7Nu3j/3799OhQ4csE9fowipi2SIjIzlw4ABnzpxhzJgxvPXWWzg7O7Nx40aaNGmCs7NzluWtra2xtramZMmSPHz4kPT09GxquTxrzs7OhIWFkTt37uxuimQT00N4oUKFsvy/iEhmmavrypUrR5s2bZgzZw716tWjRo0aT6y+++WXX/jqq680M7oAoC5dz4ifnx9bt24lLCyMevXqmf9uY2ODwWDAzs6OadOmUaVKFXbs2MGGDRuws7Mz9wB4/fXXeeutt8xBnqkrrog8HZMmTaJVq1aMHj2ajRs3Ao964E2cOJHPPvuM5s2bs2LFCvr27UtgYCDVqlWjfPnyrFmzBsAc5ImIZRszZgxLliyhWrVqhIaGUr16dQoWLIivry/fffcd06dPJzk52by86fp87949zp8/T61atZ44m6U8v0xBnuaYezGZgrvf/isiAo9mtYfHq+vatWuHs7MzQ4cO5dixY1hbW2d55k9PT2fv3r3Y2NgozBNAYd4zMX78eLZt20ZUVBS1atXK8tns2bM5dOgQqamp5pLbChUqsGzZMpYtW8aDBw+Ax8M7ldaKPF2XLl0C4Pjx43z66ad4enqydu1aABo0aMDo0aNZv349tWrVIi4ujnfeeYeMjAwOHz7MihUrsrPpIvIv+eyzz4iLiyM4OBhvb2/eeustihQpAjwK97t168a6devw9/fnyJEj5vEy7969S1xcHLt376ZRo0a6Zr+gFOKIiEhm06ZNo3fv3oSGhnL37l1SU1PNn7m6utKnTx9SU1Pp06cPO3bsICkpCYDLly+zdu1agoOD6dixY5Yht+TFZWXUa8On6siRI/j4+FCgQAE2bNhgngHTysqKSZMmERUVxeLFi6lTp465LC81NZWBAwdy5MgR3N3d8fb2xtZWFdEiz4Lp+Dxz5gy9evWiUqVKdOzYkWnTppGYmEi5cuXw8vKiSpUqlC5dGoPBwM2bN4mKimL79u1cuXKF6dOn07p16+zeFRH5BxISEhg4cCBvvfUW/fr1yzJphSmkuXLlCmvWrGHRokXY29tTtWpVypcvz08//cR///tfevbsiY+Pz2PriYiIyIvl119/xcPDw9xhoHTp0rRq1YrOnTvz0ksvmZdbu3YtK1as4Pjx45QsWZKCBQuSnJxMSkoK7u7ueHp6ArqvEIV5T11ycjKbNm3is88+o0SJEnz++ecATJgwgZiYGMLCwnBxcTEvbwr0DAYDvXv3pkOHDnTq1Cm7mi/ywkpKSsLPz49z586xaNEiHBwc2LhxI7GxsZw/f55SpUrh6elJrVq1zLPbfv/99xgMBo1rKfIcOHHiBG5uboSFhZkHmX4Sg8HA2bNniYyM5Ny5c9y/f586derQoEEDc6ivWedFRERk3rx5TJ8+nQEDBnDp0iV27tyJra0tPXr0oE6dOtSpUwd49LLwm2++4eDBg9y9e5fatWtToUIF3n77bUD3FfKIwrynJDw8nBYtWlCpUiUePnxIbGwsYWFhlC9fnvLly7N27VqmTp1KkyZNHlv35s2bFCpUSAepSDbbs2cP3t7eDB8+HA8PD3M5vJeXF/Hx8QBUq1aNWrVq0a9fPxwdHc3r6vgVsWz79++nX79+REZGUqtWLdLS0h7rJW96K26arRYgJSWFXLlymZfRuUBEROTFdf36dYoWLQrA7du36dGjB8WKFSMyMpKvv/6aLVu2sGbNGvLnz0/r1q1p3749FStWfGJFAOi+Qv5Hv4KnYPTo0URFRWEwGDAajTg4OPDuu+/yySefcOXKFZYtW2YO8n47w922bduYOHEiN27cMP9NeatI9nBxcaFZs2ZERkZy8eJF7OzsiI2NJT4+nqFDhzJ16lTs7e2ZP38+e/bsybKuLrIilq1cuXI4ODiwfv16AGxtbR+7HpturidPnsy8efMAcHBwyLKczgUiIiIvpoCAAIKDg83j4Ds6OtK4cWMOHjzI119/Tb169Rg/fjwbNmygWLFifP755wwcOJBhw4bxww8/cPv27cdKaXVfISb6JfzLRo8ezbZt25g9ezZVq1bFysrKHOi1bduWXr16UaJECRYsWGAuqTUFeps3b+aTTz7h1VdfxdnZ2XygqhZeJPs0adKE27dvc/z4caKjoxk+fDg+Pj64u7vTtm1bZs6cyZYtW2jVqlV2N1VE/kV58+alevXq7Ny5k23btgGYr+mZXb58mRMnTuDs7GxeRtdtERGRF9vo0aOJjY3F3d3dPMu5ra0tPXv2JE+ePMTExJiXPX36ND/++CMDBgygTp06HD9+nA4dOnD+/Pnsar5YAJXZ/ov8/f3Ztm0bYWFh1K1bN8tnt27domDBgqSkpLBhwwbCwsJ46aWXWLZsGdbW1sTGxjJq1Ci8vb0ZMGAAoEEtRXKKHj16cPLkSe7fv4+vry8ffvihuaQuM3V7F3m+nD17lvfff5+XX36ZgQMH4urqCvzvWE9PT2fdunUsWLCAoKAgatSokc0tFhERkezm5+fH9u3bCQ8Pz5ILmO4fZs2axezZs1m5ciWXLl1i2LBheHl5MWjQIIxGIwkJCZw7d848Rp7IkyjM+5eMGTOGdevWMWfOHOrXr5/loT40NJR79+4xZMgQcufOnWUMvbJly+Lm5oa/vz99+/Y1B3kKBUSyn+k43Lx5M4GBgdSuXZuQkBDz2zURef599dVX+Pr6UrRoUdzd3fHw8AAezUq3d+9egoKC8PX1pU+fPtnbUBEREcl2kyZNYtmyZURHR1OpUiXgf5V2P//8M6VKleLYsWP07duXokWLcuHCBfr06YOnpyd58uR5bHvKBeT32P7fi8j/5f79+xw9ehQHBwesrKwwGAzY29sDEBwczLJly4iMjCR37txZxtCzsrIiLCyM4cOHM2DAAAV5IjmM6TisVasWRYoU4fr16+aLsXrOirwYGjRowMKFCxk2bBghISEsWrQIZ2dnUlJSuHfvHv379zcHeToviIiIvLhOnDjBtm3bKFGiBLa2tlnuCcaMGcOpU6eYP38+VatWxd3dnTlz5tC7d28GDhz4u9tULiC/Rz3z/qEzZ85QoUIFbt68Sb9+/bh+/TpBQUHUq1ePkJAQVq5cyYwZM8ylOfC/m/0HDx6wevVqChcuTNu2bQEFeSI5VVxcHP3792fy5Mm8++672d0cEXnGrl27xqFDhzh48CB3796lWrVqVK5cmdq1awO6fouIiAisXbuWZcuWATBlyhReeeUVJk6cyJo1a5g8eTLNmjUD4Ntvv2X48OFUq1aN4OBgc2cgkT9LYd4/sGDBAlavXk1ERATly5cnMTERb29vkpKSeO2119i7dy8zZ86kQYMGj62bmJhI4cKFSU1Nxc7ODtCDgEhOlpSUxPvvv0/fvn1xc3PL7uaISA6i67eIiMiLKyEhAQcHB/LmzQvA+vXriYqKwsHBgdKlS7Nr1y6mT59Oo0aNsqw3YsQI4uPjiY2NpWjRotnQcrFkuvP8BwoVKsSlS5fYs2cPAIULF2bOnDkUL16c7du34+np+dhEGPDo4G7WrBlXrlzBxsbG/Hc9CIjkXAUKFGDVqlUK8kReYKb3n0ajMcustrp+i4iIvJiioqIYMWIEsbGx3Lt3D4D27dvj4eGBwWBg06ZNDBkyhEaNGpnvHdLT0wHw9PQkKSmJH374IdvaL5ZLd59/Q0ZGBgAdOnSga9euzJw5k7NnzwKPAr3Q0FCqV69OdHQ0+/fvJy0tDXh0879582bGjh1L9+7dKVGihB4ARCxIwYIFAVCHZpEXk2nsGysrK42NJyIi8oILDAxk8eLFFC5cmIoVK+Lo6GjOCtq3b0/Pnj2pWLEia9eu5ezZs1hZWZGRkWHu0FO0aFFWrlyZZUgukT9LZbZ/kWlyC1N57KlTpxg6dCgFCxYkPDzc/LBvKrlNSEhgwoQJ1K5dm7i4OIYOHYq3t7cmuxARERERERGxQDNmzCAmJoZx48ZRu3ZtnJycgMcnw4qJiWHp0qVYW1szadIkKlSoQEZGxmMvBpULyF+lX8tfEBISwoABA7hx44Z5nLtKlSrRtm1bzp49y5YtW8y98Ewlt0WKFCEgIIDw8HCGDRumIE9ERERERETEQv3666/s3bsXT09PGjRoYA7y4FHv/eTkZO7evQtAp06d6N69OxkZGYwePZrTp09jbW39WA9/5QLyV6ln3p+UkJBA69atuXPnDsWKFeOTTz6hWrVqvPLKKwB06dKF27dvs3z5cgoVKkRaWhq2trbmHnrff/89gwYNwsvLC1CQJyIiIiIiImJpjh8/jpubG/Pnz6d+/frmv+/atYuvvvqKr776imLFitG8eXM+/PBDANatW8f8+fNJS0tj1apV5M+fX0N2yD+iMO8vWL58Od988w0Gg4Hbt2+bD9A2bdpw9uxZunfvTsOGDZk6dSrwv8Du+vXrHDt2zDwNtYI8EREREREREctz5swZvL29adeuHR4eHmRkZLBw4UKioqKwsbGhcuXK/PzzzyQkJDB06FD69OkDwOrVq8mTJw9t27bN5j2Q54HCvL/gxx9/ZOLEiTRo0IAqVaqwa9cu1q5dS+fOnXF3dyc2Npa1a9fi4+ND586dgcdr5hXkiYiIiIiIiFiOTZs28corr1CpUiUyMjIYNmwYhw4dwtHRkdTUVK5cuUKzZs1wd3enbt26HDt2jICAAAwGA/PmzaNkyZJZtvfbnEDkr1Kq9Af27t3LxYsXzf9fvnx5PvjgA6ZPn46VlRUjR45k2rRpbNy4kbCwMJKSknB0dGTv3r1cvnwZQLXwIiIiIiIiIhbq+++/Z8iQIcyfP9885l1ISAjt27enbNmylClThrlz5zJmzBjq1q0LQNWqValZsya3b98md+7cj21TQZ78U7bZ3YCcKj4+Hi8vL+rUqUPnzp1p164dAC1btuTIkSMEBAQwe/ZsXFxcWLlyJfPnz+f69etcvHiRs2fPUrt2bbp165bNeyEiIiIiIiIif8fmzZtp3bo1I0eOZN68eVhbW9O7d28qVarE4MGDn7iO0Wjk3r173Lp1izfeeAMHB4dn3Gp5Eaib2O9wdXUlJCSEe/fu4e/vz9ixY7l8+TJGo5GuXbvy0ksvERsby927dylZsiRDhgyha9euNGrUCHhUTisiIiIiIiIilufTTz9l6tSpXL58mZ49e9KnTx/27NnDwoULOXPmjHm5jIwM0tPTzf9vMBjYvXs3+/fvp0WLFjg6OmZH8+U5pzHz/g9nzpxh+/btLFy4kJIlS+Lu7s4HH3zAunXriIqKYurUqVSqVCnLOt9++y01atTIphaLiIiIiIiIyN/l5+fHjh07CA0NpW7duubhshYtWsTcuXNxcXHB09OT8uXLZ1nvu+++4+uvvyYqKoqPPvoIb29vQGPkyb9PYd7vyHywpaWlcf78eUaNGsWvv/7Ka6+9RkhICIMGDcJoNLJ06VLgUQJvb29v3oYmuxARERERERGxHJMmTWLZsmWsWLGCN954A8j6bP97gd6GDRsIDQ2laNGitG/fni5dujy2rsi/RWPm/Y7MqbmNjQ0VKlRg8eLFrFy5ks8//xw3NzdcXFyIjY1l7ty5eHl5ZQnyQJNdiIiIiIiIiFiKsWPHsnLlSsqWLcutW7eyfGYK5Xr16gXA3LlzAcyBXuvWrcmVKxdlypShQoUKWdYR+bepZ96flJ6ejo2NDenp6Vy+fJm5c+eyceNGUlNTKVOmDIsWLaJEiRLZ3UwRERERERER+Yv8/PyIi4ujZ8+e7Ny5E1tbW3x8fHB1dQUeVe8ZjcbHeug1btyYDz/8kNdeey3L9lRaK0+Teub9STY2NhiNRmxsbHj55ZcJDg6mdu3afP7557z33nsK8kREREREREQsUEBAAFu2bGH27Nm8/fbbVK5cmRkzZhAREQE8miDTFMxl7qFnZWVFeHg4d+/eZcKECRQoUMC8TQV58jQpzPv//kxq/tuDt0OHDjRs2JAiRYr86W2IiIiIiIiISM5w9+5dUlJSmDNnDrVr1wYehXdGo5GwsDAiIiIwGo00atTosUzAw8ODhw8fUqBAgSxBnsjT9sKW2cbHx3P48GGsrKwYNGjQX17/t8GdgjwRERERERERy5N5MsvMz/a7d+8mLCwMOzs7fHx8aNSokXmZzCW3JsoF5Fl5IXvmhYSEsHv3buzs7Hj11Vf59ddf+c9//vOXtvHbA1QHrIiIiIiIiIhlWL16NSVKlKBSpUrmajsTUyhnCu/CwsKYPXs2QJYeer+lXECelRcuzAsMDGTTpk34+/tTp04dnJ2d/9Z2lLiLiIiIiIiIWJ7o6GjGjBlDsWLFcHZ2pn///lStWpXChQtjZWWF0Wg0T4KZOdCbO3cuGRkZNGnSRHmAZKsXao7k6Ohodu3axaRJk2jTpg3Ozs4YjUbS0tIAuHr1KidOnOD/qjzOHOR98803nDt37qm3XURERERERET+uTfeeIPcuXOTkpJC3rx56devHwMHDmT58uXmZWxsbEhNTQUe9cYbOHAgd+/eZerUqfz888/Z1XQR4AUJ80zh3IEDB3jzzTepVatWloErbW1tOXnyJM2bNycgIIAffvjhD7dlWjcqKoqePXty+/btp78TIiIiIiIiIvKPZGRkUKlSJbp06QKAh4cHoaGh3L59m/Hjx/PBBx+waNEi7ty5g52dnXk9V1dXPvnkE3x8fChVqlR2NV8EeEHCPCsrK5KSkti/fz+VK1fGycmJ9PR04FHafvr0adzc3GjQoAEJCQkEBgZy4sSJx7aTOchbunQpU6dOZezYsdSoUeOZ7o+IiIiIiIiI/HWmSStq1qyJwWDgyJEjtGrVipkzZxIeHo6DgwOTJ0/Gzc2NVatWZanEa968OW3btgX4Pyv6RJ6m5z7MS0xMBMDJyQkHBweuXr0KPArxTCW2Gzdu5MMPP2TWrFnMmTOH69evM2bMGC5dumTezm+DvIkTJxIQEGBO80VERERERETEMjRr1owmTZqwatUqbt26RZkyZWjRogXvvvsudnZ22NvbM3HiRHr27MmUKVPIyMjIsr7GzJPs9FyHeZMnT2bWrFkApKSk8PLLL3PgwAHOnDkDPDr4bG1t8fT0ZPDgwdjY2FCpUiW8vLy4ePGiufeeaVl4FOQFBwcTGBiIm5vbs98pEREREREREflTtm/fTkxMTJbhsUzBXKdOnXjw4AHz5s0DICYmhtGjR+Pp6UlMTAxTpkwxT5xp6tEnkhM817/GxMRENm3aREJCAk5OTnTt2pXz58+zdu1a7ty5Y17O0dHRXAt///59rl27Rv369SlcuHCW7a1fv56goCDGjRunIE9EREREREQkB5s8eTJTpkxhwYIF3Lhxw/z3zKW2VapU4fDhw8yZMwc/Pz/69etH7969sbe3p0WLFgQFBeHh4ZFNeyDyZM91mNelSxdy5cpFZGQkBoOBxo0b07NnTxYvXszChQu5du0a8L8D2WAwsGPHDlauXEmjRo3Inz+/eVupqancvn2b0NBQBXkiIiIiIiIiOdiECRP44osv8PX1Ze7cuZQvXz7L5+np6Tg4ODBw4EBOnz7NjBkzGDx4MJ6enjg6OpqXy5UrF6Ax8iRnsc3uBjxNVatW5fXXX2f37t34+vri5ORE9+7dzd1oz507R6tWrWjatClHjx7l8OHDzJs3D09PTzp27Aj8b6w8Ozs7unbtmmU2GxERERERERHJWbZv386uXbsYN24crq6uT3yOt7GxAaB06dLUqVOHCxcu0KBBA3Lnzv3EbWqMPMlJntswLyMjAxsbG4YMGUL79u1ZuHAhH3/8MaVLl+bjjz+mXLlyhIeHExcXR968eUlLS6Ns2bIMHjyYHj16mLeRuS5eQZ6IiIiIiIhIznbmzBmKFClCvXr1sjzHnz17lkuXLvHTTz/x8ssv06RJE4oVK0abNm0YMWIE586do3Llyo9lASI5jZXxOekrmpycTJ48ebC2tiY9Pd08W+29e/fw8/Pj0qVLhIaGUrZsWfM658+f5/Lly1y4cIGKFStSvHhx8+c6eEVEREREREQsT2BgIAcPHmT58uXm4bOioqJYsmQJV65cAcDW1pZ27doRHBwMQLdu3bhy5QpbtmzBwcFBPfEkR3sueubNnDmT6Oho3N3d6dixI8WKFQMedYN1cnKiY8eOeHt7c+TIEcqWLUt6ejrW1taUK1eOcuXK4erqmmV7RqNRQZ6IiIiIiIiIBXJzc2P16tVMmzaNUqVKceTIEXbt2kXFihUJCgqiTJkyzJ8/n/Xr11O7dm06dOiAi4sL+fLlM4+RJ5KTWXzPvNTUVPbv38/8+fP58ccfycjIoG/fvtSuXZs33njDvNwnn3zCiRMnWLZsGcWLF8+yDdO4eCIiIiIiIiJi+Q4cOICvry93796laNGifPjhhzRu3JhXXnkFgHv37lGnTh26du3KqFGjsqyrjEByOovumXfhwgWKFy+Oi4sLLi4uxMfHs23bNmbMmEGhQoVo27YtnTp14uWXX6ZDhw7s27eP/fv306FDB3MpLmggSxEREREREZHnydtvv83WrVu5cuUKZcqUIV++fObPjEYjN2/epEiRIpQpU8b8N1M2oIxAcjqLDfMmTZpEVFQUbdq0oXHjxrRt2xZXV1dcXV1p3bo1u3fvZsWKFWzdupWGDRvyySefUL58edasWUOHDh3MQZ6IiIiIiIiIPH8KFy5M4cKFAUhLS8PW9lEEkpGRwYEDB7C2tqZ8+fKAAjyxLBZbZtuvXz++/PJLypQpwy+//EK9evV455136Nixo3mZn376idmzZ7Nv3z4MBgNlypTh2LFjBAQE4O7uno2tFxEREREREZFn7dq1a+zZs4eJEyfi6+tL7969s7tJIn+ZxYV5pq6vZ86coVevXlSqVImOHTsybdo0EhMTKVeuHF5eXlSpUoXSpUtjMBi4efMmUVFRbN++nStXrjB9+nRat26d3bsiIiIiIiIiIs/I7NmzOXz4MD///DPvv/8+H330EaAx8sTyWFyYZ5KUlISfnx/nzp1j0aJFODg4sHHjRmJjYzl//jylSpXC09OTWrVqmWe3/f777zEYDNSsWTObWy8iIiIiIiIiz9KhQ4f44osvaN68Oa6ursCjkltra+tsbpnIX2OxYR7Anj178Pb2Zvjw4Xh4eJCamoqdnR1eXl7Ex8cDUK1aNWrVqkW/fv1wdHQ0r6sDVkREREREROTFYsoNQD3yxHJZdJrl4uJCs2bNiIyM5OLFi9jZ2REbG0t8fDxDhw5l6tSp2NvbM3/+fPbs2ZNlXQV5IiIiIiIiIi8WU5AHmvRCLJfFzmZr0qRJE3bt2sXx48c5dOgQ/v7++Pj44O7ujqOjIw0aNODWrVuULVs2u5sqIiIiIiIiIiLyj1h0ma1Jjx49OHnyJPfv38fX15cPP/wQJyenx5ZTaa2IiIiIiIiIiFgyi062MjIyAHB3d8fOzo7mzZvTq1evJwZ5oNJaERERERERERGxbBadbpnCuVq1alGkSBGuX79urnl/DjocioiIiIiIiIiIZGHRYZ6Js7MzgwYN4siRI2zfvh3QQJYiIiIiIiIiIvL8eS7CPICaNWvy0ksv8fDhw+xuioiIiIiIiIiIyFPxXEyAYXLr1i0KFiyY3c0QERERERERERF5Kp6rMM/EaDSqzFZERERERERERJ47z02ZbWYK8kRERERERERE5Hn0XIZ5IiIiIiIiIiIizyOFeSIiIiIiIiIiIhZCYZ6IiIiIiIiIiIiFUJgnIiIiIiIiIiJiIRTmiYiIiIiIiIiIWAiFeSIiIiIiIiIiIhZCYZ6IiIiIiIiIiIiFUJgnIiIiIiIiIiJiIRTmiYiIiIiIiIiIWAiFeSIiIiIiIiIiIhbi/wHzbnfI1j0iZAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# FIXED BOXPLOT (scaled variables)\n",
        "# =========================================================\n",
        "\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "scaler = StandardScaler()\n",
        "scaled_data = scaler.fit_transform(df[numeric_cols])\n",
        "scaled_df = pd.DataFrame(scaled_data, columns=numeric_cols)\n",
        "\n",
        "plt.figure(figsize=(15, 8))\n",
        "sns.boxplot(data=scaled_df)\n",
        "plt.xticks(rotation=45)\n",
        "plt.title(\"Boxplot of Standardized Variables\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 873
        },
        "id": "kE2bHHretyr7",
        "outputId": "26a62b38-769b-4843-a862-cc02939a748a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# STEP 4: Correlation Analysis\n",
        "# =========================================================\n",
        "\n",
        "# Compute correlation matrix\n",
        "corr_matrix = df.corr(numeric_only=True)\n",
        "\n",
        "# Show correlation matrix\n",
        "display(corr_matrix)\n",
        "\n",
        "# Heatmap visualization\n",
        "plt.figure(figsize=(10, 8))\n",
        "sns.heatmap(corr_matrix, annot=True, cmap=\"coolwarm\", fmt=\".2f\")\n",
        "plt.title(\"Correlation Matrix\")\n",
        "plt.show()\n",
        "\n",
        "# Correlation with target variable\n",
        "target_corr = corr_matrix[\"AVG_JOB_SATISFACTION\"].sort_values(ascending=False)\n",
        "\n",
        "print(\"\\n=== Correlation with Job Satisfaction ===\")\n",
        "print(target_corr)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "ZHiiEnfOuJeP",
        "outputId": "249fc1c7-3fea-4b32-d1f0-80f54e262bbd"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "                           AVG_WEEKLY_WORKING_HOURS  MEAN_NET_INCOME  \\\n",
              "AVG_WEEKLY_WORKING_HOURS                   1.000000        -0.624578   \n",
              "MEAN_NET_INCOME                           -0.624578         1.000000   \n",
              "AVG_JOB_SATISFACTION                      -0.515765         0.449565   \n",
              "WORK_PRESSURE                              0.999921        -0.623859   \n",
              "COST_OF_LIVING_INDEX                      -0.624668         0.999992   \n",
              "FINANCIAL_COMFORT                         -0.102223         0.177210   \n",
              "WORK_LIFE_BALANCE                         -0.973456         0.609711   \n",
              "STRESS_LEVEL                               0.966383        -0.612832   \n",
              "SATISFACTION_DRIVER_SCORE                 -0.955384         0.624840   \n",
              "\n",
              "                           AVG_JOB_SATISFACTION  WORK_PRESSURE  \\\n",
              "AVG_WEEKLY_WORKING_HOURS              -0.515765       0.999921   \n",
              "MEAN_NET_INCOME                        0.449565      -0.623859   \n",
              "AVG_JOB_SATISFACTION                   1.000000      -0.514120   \n",
              "WORK_PRESSURE                         -0.514120       1.000000   \n",
              "COST_OF_LIVING_INDEX                   0.449513      -0.623950   \n",
              "FINANCIAL_COMFORT                      0.083174      -0.102655   \n",
              "WORK_LIFE_BALANCE                      0.508854      -0.973904   \n",
              "STRESS_LEVEL                          -0.525016       0.966623   \n",
              "SATISFACTION_DRIVER_SCORE              0.508343      -0.955817   \n",
              "\n",
              "                           COST_OF_LIVING_INDEX  FINANCIAL_COMFORT  \\\n",
              "AVG_WEEKLY_WORKING_HOURS              -0.624668          -0.102223   \n",
              "MEAN_NET_INCOME                        0.999992           0.177210   \n",
              "AVG_JOB_SATISFACTION                   0.449513           0.083174   \n",
              "WORK_PRESSURE                         -0.623950          -0.102655   \n",
              "COST_OF_LIVING_INDEX                   1.000000           0.173974   \n",
              "FINANCIAL_COMFORT                      0.173974           1.000000   \n",
              "WORK_LIFE_BALANCE                      0.609733           0.092807   \n",
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              "                           SATISFACTION_DRIVER_SCORE  \n",
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          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "=== Correlation with Job Satisfaction ===\n",
            "AVG_JOB_SATISFACTION         1.000000\n",
            "WORK_LIFE_BALANCE            0.508854\n",
            "SATISFACTION_DRIVER_SCORE    0.508343\n",
            "MEAN_NET_INCOME              0.449565\n",
            "COST_OF_LIVING_INDEX         0.449513\n",
            "FINANCIAL_COMFORT            0.083174\n",
            "WORK_PRESSURE               -0.514120\n",
            "AVG_WEEKLY_WORKING_HOURS    -0.515765\n",
            "STRESS_LEVEL                -0.525016\n",
            "Name: AVG_JOB_SATISFACTION, dtype: float64\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# STEP 5: Scatterplots (Key Relationships)\n",
        "# =========================================================\n",
        "\n",
        "target = \"AVG_JOB_SATISFACTION\"\n",
        "\n",
        "key_vars = [\n",
        "    \"WORK_LIFE_BALANCE\",\n",
        "    \"STRESS_LEVEL\",\n",
        "    \"MEAN_NET_INCOME\",\n",
        "    \"AVG_WEEKLY_WORKING_HOURS\"\n",
        "]\n",
        "\n",
        "plt.figure(figsize=(15, 10))\n",
        "\n",
        "for i, var in enumerate(key_vars, 1):\n",
        "    plt.subplot(2, 2, i)\n",
        "    sns.regplot(x=df[var], y=df[target])\n",
        "    plt.title(f\"{var} vs Job Satisfaction\")\n",
        "\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 972
        },
        "id": "-TlKMV91uQrc",
        "outputId": "848aca42-94e9-4cc0-f09c-46ffedacca39"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1000 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# STEP 6: Multiple Linear Regression\n",
        "# =========================================================\n",
        "\n",
        "from sklearn.linear_model import LinearRegression\n",
        "\n",
        "# Define features (exclude target + COUNTRY)\n",
        "X = df.drop(columns=[\"AVG_JOB_SATISFACTION\", \"COUNTRY\"])\n",
        "y = df[\"AVG_JOB_SATISFACTION\"]\n",
        "\n",
        "# Train model\n",
        "model = LinearRegression()\n",
        "model.fit(X, y)\n",
        "\n",
        "# Coefficients\n",
        "coefficients = pd.DataFrame({\n",
        "    \"Feature\": X.columns,\n",
        "    \"Coefficient\": model.coef_\n",
        "}).sort_values(by=\"Coefficient\", ascending=False)\n",
        "\n",
        "print(\"=== Regression Coefficients ===\")\n",
        "display(coefficients)\n",
        "\n",
        "# Model performance\n",
        "r2 = model.score(X, y)\n",
        "print(f\"\\nR² score: {r2:.3f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 352
        },
        "id": "M3aB18gCuryY",
        "outputId": "7133d550-b120-45db-e4c1-e0e0de71826d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "=== Regression Coefficients ===\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "                     Feature  Coefficient\n",
              "2              WORK_PRESSURE    38.773453\n",
              "5          WORK_LIFE_BALANCE    23.653320\n",
              "4          FINANCIAL_COMFORT    14.189595\n",
              "1            MEAN_NET_INCOME     0.000590\n",
              "0   AVG_WEEKLY_WORKING_HOURS    -2.538652\n",
              "3       COST_OF_LIVING_INDEX   -11.246172\n",
              "6               STRESS_LEVEL   -11.285321\n",
              "7  SATISFACTION_DRIVER_SCORE   -47.597149"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-d64faaf8-c3c0-4ee5-8806-83b4ed6f6bfa\" 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>Feature</th>\n",
              "      <th>Coefficient</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>WORK_PRESSURE</td>\n",
              "      <td>38.773453</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>WORK_LIFE_BALANCE</td>\n",
              "      <td>23.653320</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>FINANCIAL_COMFORT</td>\n",
              "      <td>14.189595</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>MEAN_NET_INCOME</td>\n",
              "      <td>0.000590</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>AVG_WEEKLY_WORKING_HOURS</td>\n",
              "      <td>-2.538652</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>COST_OF_LIVING_INDEX</td>\n",
              "      <td>-11.246172</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>STRESS_LEVEL</td>\n",
              "      <td>-11.285321</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>SATISFACTION_DRIVER_SCORE</td>\n",
              "      <td>-47.597149</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "type": "dataframe",
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              "summary": "{\n  \"name\": \"coefficients\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"Feature\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 8,\n        \"samples\": [\n          \"WORK_LIFE_BALANCE\",\n          \"COST_OF_LIVING_INDEX\",\n          \"WORK_PRESSURE\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Coefficient\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 26.153456645965814,\n        \"min\": -47.597149086381044,\n        \"max\": 38.77345342118475,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          23.65331974699834,\n          -11.246172297022893,\n          38.77345342118475\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
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          "metadata": {}
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          "name": "stdout",
          "text": [
            "\n",
            "R² score: 0.357\n"
          ]
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# =========================================================\n",
        "# STEP 7: Qualitative Analysis (Country-Level Insights)\n",
        "# =========================================================\n",
        "\n",
        "# Top 10 happiest countries\n",
        "top_countries = df.sort_values(by=\"AVG_JOB_SATISFACTION\", ascending=False).head(10)\n",
        "print(\"Top 10 Countries by Job Satisfaction:\")\n",
        "display(top_countries[[\"COUNTRY\", \"AVG_JOB_SATISFACTION\"]])\n",
        "\n",
        "# Bottom 10\n",
        "bottom_countries = df.sort_values(by=\"AVG_JOB_SATISFACTION\").head(10)\n",
        "print(\"\\nBottom 10 Countries by Job Satisfaction:\")\n",
        "display(bottom_countries[[\"COUNTRY\", \"AVG_JOB_SATISFACTION\"]])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 761
        },
        "id": "f97LT90Su2ab",
        "outputId": "9990700a-3577-488e-fa03-055c95d1ac3b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Top 10 Countries by Job Satisfaction:\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "                    COUNTRY  AVG_JOB_SATISFACTION\n",
              "80       Cyprus_synthetic_3                   8.8\n",
              "48      Ireland_synthetic_1                   8.8\n",
              "34      Finland_synthetic_2                   8.7\n",
              "52       Sweden_synthetic_2                   8.6\n",
              "70     Slovenia_synthetic_2                   8.6\n",
              "39       Norway_synthetic_1                   8.5\n",
              "51       Sweden_synthetic_1                   8.3\n",
              "66  Netherlands_synthetic_1                   8.3\n",
              "40       Norway_synthetic_2                   8.3\n",
              "33      Finland_synthetic_1                   8.2"
            ],
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              "  <tbody>\n",
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              "      <th>80</th>\n",
              "      <td>Cyprus_synthetic_3</td>\n",
              "      <td>8.8</td>\n",
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              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>Ireland_synthetic_1</td>\n",
              "      <td>8.8</td>\n",
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              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>Finland_synthetic_2</td>\n",
              "      <td>8.7</td>\n",
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              "      <th>52</th>\n",
              "      <td>Sweden_synthetic_2</td>\n",
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              "      <th>70</th>\n",
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              "      <th>51</th>\n",
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              "      <th>33</th>\n",
              "      <td>Finland_synthetic_1</td>\n",
              "      <td>8.2</td>\n",
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              "                                                    [key], {});\n",
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              "\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",
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              "summary": "{\n  \"name\": \"display(bottom_countries[[\\\"COUNTRY\\\", \\\"AVG_JOB_SATISFACTION\\\"]])\",\n  \"rows\": 10,\n  \"fields\": [\n    {\n      \"column\": \"COUNTRY\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 10,\n        \"samples\": [\n          \"Norway_synthetic_2\",\n          \"Ireland_synthetic_1\",\n          \"Norway_synthetic_1\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AVG_JOB_SATISFACTION\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.22335820757001268,\n        \"min\": 8.2,\n        \"max\": 8.8,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          8.8,\n          8.7,\n          8.2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
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            "\n",
            "Bottom 10 Countries by Job Satisfaction:\n"
          ]
        },
        {
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          "data": {
            "text/plain": [
              "                 COUNTRY  AVG_JOB_SATISFACTION\n",
              "126   Serbia_synthetic_1                   5.6\n",
              "130  Turkiye_synthetic_2                   5.9\n",
              "125   Greece_synthetic_3                   6.0\n",
              "128   Serbia_synthetic_3                   6.1\n",
              "32               Turkiye                   6.2\n",
              "129  Turkiye_synthetic_1                   6.2\n",
              "30                Greece                   6.2\n",
              "31                Serbia                   6.2\n",
              "131  Turkiye_synthetic_3                   6.2\n",
              "124   Greece_synthetic_2                   6.3"
            ],
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              "      <th>126</th>\n",
              "      <td>Serbia_synthetic_1</td>\n",
              "      <td>5.6</td>\n",
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              "      <th>130</th>\n",
              "      <td>Turkiye_synthetic_2</td>\n",
              "      <td>5.9</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>125</th>\n",
              "      <td>Greece_synthetic_3</td>\n",
              "      <td>6.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>128</th>\n",
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              "      <td>6.1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>Turkiye</td>\n",
              "      <td>6.2</td>\n",
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              "      <th>129</th>\n",
              "      <td>Turkiye_synthetic_1</td>\n",
              "      <td>6.2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>Greece</td>\n",
              "      <td>6.2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>Serbia</td>\n",
              "      <td>6.2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>131</th>\n",
              "      <td>Turkiye_synthetic_3</td>\n",
              "      <td>6.2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>124</th>\n",
              "      <td>Greece_synthetic_2</td>\n",
              "      <td>6.3</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-611d8737-8bef-4378-9f6a-7be62c13fa2e')\"\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 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\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",
              "      width: 32px;\n",
              "    }\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",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\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",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-611d8737-8bef-4378-9f6a-7be62c13fa2e 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-611d8737-8bef-4378-9f6a-7be62c13fa2e');\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",
              "\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"display(bottom_countries[[\\\"COUNTRY\\\", \\\"AVG_JOB_SATISFACTION\\\"]])\",\n  \"rows\": 10,\n  \"fields\": [\n    {\n      \"column\": \"COUNTRY\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 10,\n        \"samples\": [\n          \"Turkiye_synthetic_3\",\n          \"Turkiye_synthetic_2\",\n          \"Turkiye_synthetic_1\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AVG_JOB_SATISFACTION\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.20789954839350244,\n        \"min\": 5.6,\n        \"max\": 6.3,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          5.6,\n          5.9,\n          6.3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "hTZQa1Z2vBiX"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}