Google Trends and Data Visualisation.ipynb

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        "<a href=\"https://colab.research.google.com/github/JoeUzo/Analysis/blob/main/Google%20Trends%20and%20Data%20Visualisation.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WlF4w2dD5IyE"
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      "source": [
        "# Introduction"
      ]
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mJZhT0jQ5IyO"
      },
      "source": [
        "Google Trends provides an estimate of search volume. This notebook will explore whether search popularity correlates with other types of data. For example, there might be patterns between Google's search volume and the price of Bitcoin or a popular stock like Tesla. Additionally, search volume for terms like \"Unemployment Benefits\" might provide insights into the actual unemployment rate.\n",
        "\n",
        "Data Sources: <br>\n",
        "<ul>\n",
        "<li> <a href=\"https://fred.stlouisfed.org/series/UNRATE/\">Unemployment Rate from FRED</a></li>\n",
        "<li> <a href=\"https://trends.google.com/trends/explore\">Google Trends</a> </li>  \n",
        "<li> <a href=\"https://finance.yahoo.com/quote/TSLA/history?p=TSLA\">Yahoo Finance for Tesla Stock Price</a> </li>    \n",
        "<li> <a href=\"https://finance.yahoo.com/quote/BTC-USD/history?p=BTC-USD\">Yahoo Finance for Bitcoin Stock Price</a> </li>\n",
        "</ul>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "nIWQLbkz5IyQ"
      },
      "source": [
        "# Import Statements"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "hiLjHpHK5IyR"
      },
      "outputs": [],
      "source": [
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import matplotlib.dates as mdates"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Fns8nk675IyU"
      },
      "source": [
        "# Read the Data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "sJ04XbJG5IyV"
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      "outputs": [],
      "source": [
        "df_tesla = pd.read_csv('TESLA Search Trend vs Price.csv')\n",
        "\n",
        "df_btc_search = pd.read_csv('Bitcoin Search Trend.csv')\n",
        "df_btc_price = pd.read_csv('Daily Bitcoin Price.csv')\n",
        "\n",
        "df_unemployment = pd.read_csv('UE Benefits Search vs UE Rate 2004-19.csv')"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(df_tesla.shape)\n",
        "df_tesla.head()"
      ],
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          "base_uri": "https://localhost:8080/",
          "height": 224
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      "outputs": [
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          "name": "stdout",
          "text": [
            "(124, 3)\n"
          ]
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          "data": {
            "text/plain": [
              "        MONTH  TSLA_WEB_SEARCH  TSLA_USD_CLOSE\n",
              "0  2010-06-01                3           4.766\n",
              "1  2010-07-01                3           3.988\n",
              "2  2010-08-01                2           3.896\n",
              "3  2010-09-01                2           4.082\n",
              "4  2010-10-01                2           4.368"
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              "      <td>2010-07-01</td>\n",
              "      <td>3</td>\n",
              "      <td>3.988</td>\n",
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              "      <th>2</th>\n",
              "      <td>2010-08-01</td>\n",
              "      <td>2</td>\n",
              "      <td>3.896</td>\n",
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              "      <td>2010-09-01</td>\n",
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              "      <th>4</th>\n",
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    },
    {
      "cell_type": "code",
      "source": [
        "print(f'Largest value for Tesla in Web Search: {df_tesla.TSLA_WEB_SEARCH.max()}')\n",
        "print(f'Smallest value for Tesla in Web Search: {df_tesla.TSLA_WEB_SEARCH.min()}')"
      ],
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        "colab": {
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          "name": "stdout",
          "text": [
            "Largest value for Tesla in Web Search: 31\n",
            "Smallest value for Tesla in Web Search: 2\n"
          ]
        }
      ]
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    {
      "cell_type": "code",
      "source": [
        "df_tesla.isna().values.any()"
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              "False"
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            "text/plain": [
              "       TSLA_WEB_SEARCH  TSLA_USD_CLOSE\n",
              "count       124.000000      124.000000\n",
              "mean          8.725806       50.962145\n",
              "std           5.870332       65.908389\n",
              "min           2.000000        3.896000\n",
              "25%           3.750000        7.352500\n",
              "50%           8.000000       44.653000\n",
              "75%          12.000000       58.991999\n",
              "max          31.000000      498.320007"
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              "      <th>std</th>\n",
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              "      <td>2.000000</td>\n",
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              "      <th>25%</th>\n",
              "      <td>3.750000</td>\n",
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              "    </script>\n",
              "\n",
              "      <script>\n",
              "\n",
              "function displayQuickchartButton(domScope) {\n",
              "  let quickchartButtonEl =\n",
              "    domScope.querySelector('#df-a2a80be8-a1c6-43aa-b633-f911852a9325 button.colab-df-quickchart');\n",
              "  quickchartButtonEl.style.display =\n",
              "    google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "}\n",
              "\n",
              "        displayQuickchartButton(document);\n",
              "      </script>\n",
              "      <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
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              "      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",
              "    [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-cf4aab37-ec7c-4112-ab1a-04c8a8c31e15 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-cf4aab37-ec7c-4112-ab1a-04c8a8c31e15');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(df_btc_price.shape)\n",
        "df_btc_price.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 224
        },
        "id": "Jp33GBoYNut8",
        "outputId": "42ced5b5-6cb5-4030-b3a5-620d60eb4a35"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(2204, 3)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "         DATE       CLOSE      VOLUME\n",
              "0  2014-09-17  457.334015  21056800.0\n",
              "1  2014-09-18  424.440002  34483200.0\n",
              "2  2014-09-19  394.795990  37919700.0\n",
              "3  2014-09-20  408.903992  36863600.0\n",
              "4  2014-09-21  398.821014  26580100.0"
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              "\n",
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              "      <th>DATE</th>\n",
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              "      <th>1</th>\n",
              "      <td>2014-09-18</td>\n",
              "      <td>424.440002</td>\n",
              "      <td>34483200.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2014-09-19</td>\n",
              "      <td>394.795990</td>\n",
              "      <td>37919700.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2014-09-20</td>\n",
              "      <td>408.903992</td>\n",
              "      <td>36863600.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2014-09-21</td>\n",
              "      <td>398.821014</td>\n",
              "      <td>26580100.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "              title=\"Suggest charts.\"\n",
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              "</svg>\n",
              "      </button>\n",
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              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "    background-color: #E8F0FE;\n",
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              "  .colab-df-quickchart: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",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart: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",
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              "  }\n",
              "</style>\n",
              "\n",
              "    <script>\n",
              "      async function quickchart(key) {\n",
              "        const containerElement = document.querySelector('#' + key);\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      }\n",
              "    </script>\n",
              "\n",
              "      <script>\n",
              "\n",
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              "  let quickchartButtonEl =\n",
              "    domScope.querySelector('#df-65200d47-acc5-4213-8722-de885513a5bb button.colab-df-quickchart');\n",
              "  quickchartButtonEl.style.display =\n",
              "    google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "}\n",
              "\n",
              "        displayQuickchartButton(document);\n",
              "      </script>\n",
              "      <style>\n",
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              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
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              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-5ad9ccf8-4025-49cd-aaee-75b332ce3349 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-5ad9ccf8-4025-49cd-aaee-75b332ce3349');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_btc_price.isna().values.any()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8qes6zcHC7UC",
        "outputId": "c10b834f-2176-4559-8fdc-bbdd83fa1d7d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_btc_price[df_btc_price.VOLUME.isna()]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81
        },
        "id": "tanXygHWXXRQ",
        "outputId": "514a0c19-0b4e-4e51-fdb7-ad821432e477"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            DATE  CLOSE  VOLUME\n",
              "2148  2020-08-04    NaN     NaN"
            ],
            "text/html": [
              "\n",
              "\n",
              "  <div id=\"df-5c3904db-c964-48c8-8392-17bad6721b4a\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
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              "      <th>DATE</th>\n",
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              "      <th>VOLUME</th>\n",
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              "      <td>2020-08-04</td>\n",
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              "</table>\n",
              "</div>\n",
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              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "      </button>\n",
              "\n",
              "\n",
              "\n",
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              "      <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-2e26e5fc-cd70-4eb3-9d44-f01e0afd6031')\"\n",
              "              title=\"Suggest charts.\"\n",
              "              style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "    <g>\n",
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              "</svg>\n",
              "      </button>\n",
              "    </div>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "    background-color: #E8F0FE;\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
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              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: #E2EBFA;\n",
              "    box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: #174EA6;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "    background-color: #3B4455;\n",
              "    fill: #D2E3FC;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart: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",
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              "\n",
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              "\n",
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              "      display:flex;\n",
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              "\n",
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              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      display: none;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
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              "      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-5c3904db-c964-48c8-8392-17bad6721b4a 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-5c3904db-c964-48c8-8392-17bad6721b4a');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(df_btc_search.shape)\n",
        "df_btc_search.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 224
        },
        "id": "Jbt4yI4fNocY",
        "outputId": "4a08567f-71f1-4e0a-e5ea-a194a38f6068"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(73, 2)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "     MONTH  BTC_NEWS_SEARCH\n",
              "0  2014-09                5\n",
              "1  2014-10                4\n",
              "2  2014-11                4\n",
              "3  2014-12                4\n",
              "4  2015-01                5"
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              "      <td>2015-01</td>\n",
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              "      fill: #D2E3FC;\n",
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              "\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",
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              "    }\n",
              "  </style>\n",
              "\n",
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              "        const buttonEl =\n",
              "          document.querySelector('#df-4eac3b7f-3828-4c08-9da4-5345e7718db4 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-4eac3b7f-3828-4c08-9da4-5345e7718db4');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(f'Largest BTC News Search: {df_btc_search.BTC_NEWS_SEARCH.max()}' )"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "4kLqkOIRFrut",
        "outputId": "98b4ffc1-121c-4709-ad87-9ba34448805b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Largest BTC News Search: 100\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_btc_search.isna().values.any()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tPMtJaOeWUAK",
        "outputId": "cf99bdee-66da-4c71-e2c1-ad723568a067"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "False"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(df_unemployment.shape)\n",
        "df_unemployment.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 224
        },
        "id": "nN2wQqYYN7gc",
        "outputId": "804f91b3-737c-44ef-acfe-0e7fe30ca16d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(181, 3)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "     MONTH  UE_BENEFITS_WEB_SEARCH  UNRATE\n",
              "0  2004-01                      34     5.7\n",
              "1  2004-02                      33     5.6\n",
              "2  2004-03                      25     5.8\n",
              "3  2004-04                      29     5.6\n",
              "4  2004-05                      23     5.6"
            ],
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              "\n",
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              "\n",
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              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
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              "      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-ecabd41f-ea79-472e-81dc-86ed3b694672 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-ecabd41f-ea79-472e-81dc-86ed3b694672');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(f'Largest value for \"Unemployment Benefits\" in Web Search: {df_unemployment.\tUE_BENEFITS_WEB_SEARCH.max()}' )"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "34SCbTPTEkXo",
        "outputId": "a37f62f4-198c-4f52-ddc3-8f16206c0dfe"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Largest value for \"Unemployment Benefits\" in Web Search: 100\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_unemployment.isna().values.any()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "S8mbz2LmWYt5",
        "outputId": "f01651f1-821f-4c81-a77c-ab222323a5a1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "False"
            ]
          },
          "metadata": {},
          "execution_count": 15
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8MHe2aXO5Iyf"
      },
      "source": [
        "# Data Cleaning"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4DMtoxj85Iyf"
      },
      "source": [
        "### Check for Missing Values"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tBWbDsK05Iyg",
        "outputId": "8305cdb1-1cc3-49cd-890c-41180f091230"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Missing values for Tesla?: False\n",
            "Missing values for U/E?: False\n",
            "Missing values for BTC Search?: False\n"
          ]
        }
      ],
      "source": [
        "print(f'Missing values for Tesla?: {df_tesla.isna().values.any()}')\n",
        "print(f'Missing values for U/E?: {df_unemployment.isna().values.any()}')\n",
        "print(f'Missing values for BTC Search?: {df_btc_search.isna().values.any()}')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "B84ZzGIf5Iyg",
        "outputId": "1ef87f9b-3b2d-4ffb-aa41-efcea80542ab"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Missing values for BTC price?: True\n"
          ]
        }
      ],
      "source": [
        "print(f'Missing values for BTC price?: {df_btc_price.isna().values.any()}')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "46qAwkMk5Iyh",
        "outputId": "fda2c083-37fc-4297-c514-25e0961bd66a"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Number of missing values: 2\n"
          ]
        }
      ],
      "source": [
        "print(f'Number of missing values: {df_btc_price.isna().values.sum()}')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "5JPTfMj95Iyh",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "2d1c5ec6-b3dd-4d25-bef2-2ef654798cff"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0       2014-09-17\n",
              "1       2014-09-18\n",
              "2       2014-09-19\n",
              "3       2014-09-20\n",
              "4       2014-09-21\n",
              "           ...    \n",
              "2199    2020-09-24\n",
              "2200    2020-09-25\n",
              "2201    2020-09-26\n",
              "2202    2020-09-27\n",
              "2203    2020-09-28\n",
              "Name: DATE, Length: 2203, dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ],
      "source": [
        "# df_btc_price = df_btc_price.dropna(inplace=True)\n",
        "df_btc_price = df_btc_price.dropna()\n",
        "df_btc_price.DATE"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "IZuQ9pXS5Iyh"
      },
      "source": [
        "### Convert Strings to DateTime Objects"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "jpRA1nQZ5Iyi",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "d5603abd-f485-4f32-f9fc-0da6dbcd5d1b"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0   2010-06-01\n",
              "1   2010-07-01\n",
              "2   2010-08-01\n",
              "3   2010-09-01\n",
              "4   2010-10-01\n",
              "Name: MONTH, dtype: datetime64[ns]"
            ]
          },
          "metadata": {},
          "execution_count": 23
        }
      ],
      "source": [
        "df_tesla.MONTH = pd.to_datetime(df_tesla.MONTH)\n",
        "df_tesla.MONTH.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "I08W7h_s5Iyi",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "e2e2244e-732a-48f1-e750-fbad7a7b1571"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0   2014-09-01\n",
              "1   2014-10-01\n",
              "2   2014-11-01\n",
              "3   2014-12-01\n",
              "4   2015-01-01\n",
              "Name: MONTH, dtype: datetime64[ns]"
            ]
          },
          "metadata": {},
          "execution_count": 24
        }
      ],
      "source": [
        "df_btc_search.MONTH = pd.to_datetime(df_btc_search.MONTH)\n",
        "df_btc_search.MONTH.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "uCpvebiS5Iyi",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "dae66aec-43ec-4960-a0ea-f072389cfe12"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       MONTH  TSLA_WEB_SEARCH  TSLA_USD_CLOSE\n",
              "0 2010-06-01                3           4.766\n",
              "1 2010-07-01                3           3.988\n",
              "2 2010-08-01                2           3.896\n",
              "3 2010-09-01                2           4.082\n",
              "4 2010-10-01                2           4.368"
            ],
            "text/html": [
              "\n",
              "\n",
              "  <div id=\"df-60bb1b70-171b-4517-8789-37e93a28f867\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
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              "    .dataframe tbody tr th {\n",
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              "      <th>MONTH</th>\n",
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              "      <th>TSLA_USD_CLOSE</th>\n",
              "    </tr>\n",
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              "      <th>0</th>\n",
              "      <td>2010-06-01</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2010-07-01</td>\n",
              "      <td>3</td>\n",
              "      <td>3.988</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2010-08-01</td>\n",
              "      <td>2</td>\n",
              "      <td>3.896</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2010-09-01</td>\n",
              "      <td>2</td>\n",
              "      <td>4.082</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2010-10-01</td>\n",
              "      <td>2</td>\n",
              "      <td>4.368</td>\n",
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              "  </tbody>\n",
              "</table>\n",
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              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-60bb1b70-171b-4517-8789-37e93a28f867')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "              title=\"Suggest charts.\"\n",
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              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "    </g>\n",
              "</svg>\n",
              "      </button>\n",
              "    </div>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "    background-color: #E8F0FE;\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
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              "    fill: #1967D2;\n",
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              "    padding: 0 0 0 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: #E2EBFA;\n",
              "    box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: #174EA6;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "    background-color: #3B4455;\n",
              "    fill: #D2E3FC;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart: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",
              "      async function quickchart(key) {\n",
              "        const containerElement = document.querySelector('#' + key);\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      }\n",
              "    </script>\n",
              "\n",
              "      <script>\n",
              "\n",
              "function displayQuickchartButton(domScope) {\n",
              "  let quickchartButtonEl =\n",
              "    domScope.querySelector('#df-692bc2bf-d093-46c0-9897-6f41a75b1443 button.colab-df-quickchart');\n",
              "  quickchartButtonEl.style.display =\n",
              "    google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "}\n",
              "\n",
              "        displayQuickchartButton(document);\n",
              "      </script>\n",
              "      <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
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              "      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",
              "    [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-60bb1b70-171b-4517-8789-37e93a28f867 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-60bb1b70-171b-4517-8789-37e93a28f867');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ],
      "source": [
        "df_unemployment.MONTH = pd.to_datetime(df_unemployment.MONTH)\n",
        "df_unemployment.MONTH.head()"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_btc_price.DATE = pd.to_datetime(df_btc_price.DATE)\n",
        "df_btc_price.DATE.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "W-9lNQ7iJeFU",
        "outputId": "035649f0-1e0b-4f35-e3c3-290cd7768daf"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-26-aeb924af10cb>:1: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  df_btc_price.DATE = pd.to_datetime(df_btc_price.DATE)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0   2014-09-17\n",
              "1   2014-09-18\n",
              "2   2014-09-19\n",
              "3   2014-09-20\n",
              "4   2014-09-21\n",
              "Name: DATE, dtype: datetime64[ns]"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LNdxrz9-5Iyi"
      },
      "source": [
        "### Converting from Daily to Monthly Data\n",
        "\n",
        "[Pandas .resample() documentation](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.resample.html) <br>"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "mTiqh9975Iyi",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 238
        },
        "outputId": "55bc4776-854b-4302-ba75-d504b86ec64c"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                 CLOSE      VOLUME\n",
              "DATE                              \n",
              "2014-09-30  386.944000  34707300.0\n",
              "2014-10-31  338.321014  12545400.0\n",
              "2014-11-30  378.046997   9194440.0\n",
              "2014-12-31  320.192993  13942900.0\n",
              "2015-01-31  217.464005  23348200.0"
            ],
            "text/html": [
              "\n",
              "\n",
              "  <div id=\"df-539d88e4-b77d-4f7a-a6a6-b6b958c5baf1\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
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              "\n",
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              "        text-align: right;\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>CLOSE</th>\n",
              "      <th>VOLUME</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>DATE</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2014-09-30</th>\n",
              "      <td>386.944000</td>\n",
              "      <td>34707300.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2014-10-31</th>\n",
              "      <td>338.321014</td>\n",
              "      <td>12545400.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2014-11-30</th>\n",
              "      <td>378.046997</td>\n",
              "      <td>9194440.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2014-12-31</th>\n",
              "      <td>320.192993</td>\n",
              "      <td>13942900.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2015-01-31</th>\n",
              "      <td>217.464005</td>\n",
              "      <td>23348200.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-539d88e4-b77d-4f7a-a6a6-b6b958c5baf1')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "\n",
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              "  </svg>\n",
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              "      </button>\n",
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              "\n",
              "  .colab-df-quickchart:hover {\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart:hover {\n",
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              "</style>\n",
              "\n",
              "    <script>\n",
              "      async function quickchart(key) {\n",
              "        const containerElement = document.querySelector('#' + key);\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
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              "\n",
              "      <script>\n",
              "\n",
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              "  quickchartButtonEl.style.display =\n",
              "    google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "}\n",
              "\n",
              "        displayQuickchartButton(document);\n",
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              "      <style>\n",
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              "\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-539d88e4-b77d-4f7a-a6a6-b6b958c5baf1 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-539d88e4-b77d-4f7a-a6a6-b6b958c5baf1');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 46
        }
      ],
      "source": [
        "df_btc_monthly = df_btc_price.resample('M', on='DATE').last()\n",
        "df_btc_monthly.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "uGzyesOj5Iyj",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 238
        },
        "outputId": "d0c73dcf-0db8-41b2-fec7-bbebde11dd59"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                 CLOSE        VOLUME\n",
              "DATE                                \n",
              "2014-09-30  407.182428  2.934864e+07\n",
              "2014-10-31  364.148873  2.912885e+07\n",
              "2014-11-30  366.099799  2.199111e+07\n",
              "2014-12-31  341.267871  1.784201e+07\n",
              "2015-01-31  248.782547  3.544555e+07"
            ],
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              "\n",
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              "      <td>2.934864e+07</td>\n",
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              "    <tr>\n",
              "      <th>2014-10-31</th>\n",
              "      <td>364.148873</td>\n",
              "      <td>2.912885e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2014-11-30</th>\n",
              "      <td>366.099799</td>\n",
              "      <td>2.199111e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2014-12-31</th>\n",
              "      <td>341.267871</td>\n",
              "      <td>1.784201e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2015-01-31</th>\n",
              "      <td>248.782547</td>\n",
              "      <td>3.544555e+07</td>\n",
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              "\n",
              "  .colab-df-quickchart:hover {\n",
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              "\n",
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              "</style>\n",
              "\n",
              "    <script>\n",
              "      async function quickchart(key) {\n",
              "        const containerElement = document.querySelector('#' + key);\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
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              "\n",
              "      <script>\n",
              "\n",
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              "\n",
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              "\n",
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              "      width: 32px;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-6725309f-d21d-4917-ac87-fe90b1a22351 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-6725309f-d21d-4917-ac87-fe90b1a22351');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 55
        }
      ],
      "source": [
        "df_btc_monthly_avg = df_btc_price.resample('M', on='DATE').mean()\n",
        "df_btc_monthly_avg.head()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pqGVHxx_5Iyj"
      },
      "source": [
        "# Data Visualisation"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "JzNShd0A5Iyo"
      },
      "source": [
        "### Tesla Stock Price v.s. Search Volume"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "1qhZsBQy5Iyo",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 384
        },
        "outputId": "f8a7b283-2c73-4b1b-9c7d-efac17cb5f91"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1680x720 with 2 Axes>"
            ],
            "image/png": 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bvXX+2DyaD9Okdl6aQzabTX3z07V2X2XQY5uK3YTaxvqR1A+1Mxx25TrtKqs1im5JOuj2qWNmbDHm1jKPSgzfW2MOz41r0r+1dmpvK/PUe06lz1KhK/xkfSK/Q+MOtefqPbVXBw3T8HrPXaVPdED7dK7Oj/e2AAAAABB1rQiT2oC5l3ZvZcN/rB9IlHCd2pKMofZ3xe4GTe62JC011Jaqp7XLyoL/vb2/MvZQe1d56N9vvdqk6ei28XU/t9ZQ+7wezesD0LhD7Qd1v47X4KhC7Vl6Tl9oLaE2AAAAgISIdgPIKjq1ARUbgsMDcW7ABiRCuE5tSeqRm6Z0uy1oY8Qqv6VtZR4dkde0G9M1Jy051O6Q6QiZCm7I31W7K0JD7X756bI1YHPI2syd2s0r8G0Mx3bITPYSgiSkVT+6H/gDAAAAgMSqMExgZzhC/2OVjSIBBVWP1Cj3WqriJxmQRF6/JZfhA8qaUNtpt+nIvNAN/TYZNv9rTcyhdhIW0gjaGzeLjD3U3mOoweiSHd98r/vH/9XmkEMZat11OMnQpN/upSpRulrvp2gAAAAAEss0qd02PfQ/c6Kd6AZaMtOktiQdaEBYBCSKaUo7x2kLqhbpmx8aGG4qdsuyWu/f7R7DH9uWNKldV6yT2mUef8j3ll1S5zg3xi1XWcixbOXIltC2aESjSULtKlVpuZbqB32vLuraFLcEAAAA0AqYJrDbGia86NRGa2dZlkoMk9oSFSRIrlLD92VeevDf473z0kICrFKPX3sqWu/3rscQ6LeUUDvcpHYsH2LsNkxpd8xyyBnne7RTO0KOtVf7uK6Zyr46UKlH1+7T0sLQSpbalhaW69G1+/T1waqE3Tvmjyf+qWf1nP4RdGy9vtAoDY3q+afpjFhvCQAAAABGprA6L80umxRUkui1qn/EPd7/mAVSVZnXr3AtPExqI5lKDCPHber0aGQ67erRJk1bSoN7ljcWV8VdJ5GqPIY/0C0l1M5Pt8tpq/53d40qX3VNTU5adK/RFGon4nvlB30fcqynesV93VT1n0PVVSzH19O3fVyHTC3fXaFvD1bpmHaJqWpp0KS2Vet/NtmCfh/ufznK0cWaoGs0JSELBwAAAIAKQ61IltOuTCe92kBt4aa0JSa1kVymSe02hhqpvvmhdbabDrXeXu2WPKlts9nU3lBBsj+Gv6tMm0R2ibN6RJK2akvIsV46Iu7rpqqiCq+ynbaQn66oKz/doRynTUWGr0tDxfzVvExXaJwukFQdbk/QePXXMfqDHgnzDJsylam2ahvHMgEAAAAglGlSO9NhU6bDFhJ4V3r9ym0pu2gBMSquihBqM6mNJDJ1aucZ/q7um5+u+TuCKw72Vvp0qMpnrJ1q6VrypLYkdchwqKhOvcz+Kq96tAndNNSkMTaJlKQt+iHkWGsOtcs9fnWK8sOCvHSH9lUmMdTO/fF/Nc7V+eqhnuqigoQtCgAAAACiYZq+znTaleWw66D89Z4LtBbhNomUqkNty7Jks7WcQAypw/RTBKapz7x0h7pkOUMmcDcWuzW0c1ajra85sixLpv2PW9LntqZJ7Wh/qqSxNomUzJPaPVtxqO2021QV5f9/VeWzZE/ghppxf7v/VvfqJ7omAUsBAAAAgNgY60d+nNSui1AbrVlxhPoRj786BAKSIZpO7Rp92xoqSIoTt/FcqjD9cXXa1KI+mOqQERpA74/yp0oaa5PISlWqULtCjrfmTu32GQ4drKr+iYlIDlb5dKDKp3YJ/KmKRvsM52t9pdf1L72sWVqqJXKr9fYcAQAAAGgcxvoRp02ZztD/1DGdC7QWkSa1JSpIkDym+hFTp7Zk7tXeUeZVhbd1/f3u8bfs6hHJPKkdbad2Y20SuU1bZCn4vT9MXZSl1vWTArUdmZ8uS9LcbWXyGr4vJcnnt/TBtjLZJPUx/BluqJhD7T3aref1T72l2cbHK1WpO3SrrtfP9JSe0N/0F92tX+tKTdBmbYp7wQAAAABQo9IwqZ3psJsntU0/qw20EpEmtSVCbSSHx2+F/MSNTeEntTtlOpRfJ/C2JG0ubl2DlK0i1DZM9Ba7/WGD09oaa5PILYbqkSPUO+7rJkJZWZnuvfdenXPOOWrfvr1sNptmzpwZct4111wjm80W8s/RRx/doPue2ClTuU67tpV5NPM/h/TF/krtq/Cq1OPTvgqvvthXqef+c0hbyzzKSbPrpE6Zcb7S/4r5K7pcS/UP/V0TdYXx8Sf0qFZomSTJLrvaqq0O6qAKtUu/1i16WbNb9ScYAAAAABLHVClC/QgQzLIsldQ3qR3lBCSQSKWGD1ty0+yyh6nRsNls6pufrjV7K4OObyp269gOiQvLmrvWEGqnO2zKS7OrpM4k/4EqX73d2E25SWRzqR7Zt2+fHnjgAfXo0UPHH3+8Fi9eHPbcjIwM/eMf/wg6lp+f36D7ZjrsuvTIPL3+XbH2Vfr0wbaykHMsSTlOmy7tnWf8SbqGivkruk6fS5LO1NiQx3Zou+bqfdlk02idprv1e+UoV1u1RXfpdm3XNs3R27pMl8e/cgAAAACtms+y5Db8h32Gw6YMY6jdun48HahR7jVvKlcbk9pIhtIY+rRr9MvPCAm1fyh1y+O3WlywG45pWrklvvb2mY7QULsycqjduJtEhobavZrJJpEFBQUqLCxUly5dtGbNGg0ZMiTsuU6nU5MnT07YvbtkO/Wzo9vpkz0ubSx2B/1kUH66XUe3zdCwzlnKTvBOpjF/RX/Q98pUlvrrmJDHFukjWbKUr3zdrXuVoxxJ1Z9a/Eq36TZN1XItJdQGAAAAEDdz9Uj1j9GaJoFMm0oCiVLm8avE7VOnLGezC5fqm9KWmjbU3l/pldcvdc5ytKiN7RC7EsOkdrg+7RqH5zqV6bAF/fSNxy99WlSRkOBSqq5AOSzbqdwEh3CJYvpANy1x++81G+0zHNpS6gk6Vt9mkY21SaRkrh/p2UxC7YyMDHXp0iXq830+n8rLy5WXl5eQ++ek2XXm4bk683DJ7bNU5fcrw25XumHIIFFi/tN+UAd1uA43PvaF1somm4ZrZCDQrjFMw9VGefpB3zdspQAAAABQi3GTyB//48lcP8KkNhrHVwcq9cG2MnktKS/NrglH5qlTgsK1RKivT1uSDlX55fNbcjRyIP/h9jJ9vq96yrZ7rlOX9s5ThqN5BodofKZNIvPqCZLtNpv65KfrqwNVQcc/LnQldG2SdHrXbA07LDvh142X4W1TWgv8gKiDYbPI+qqSGmuTSK+82qFtIcd7NZP6kVi4XC7l5eXJ5XKpXbt2uvzyy/Xoo48qNzc35ms9snafMh023TSwfeCDg3SHTemOxv+UJeavaqlKdJjMyf9GfStJOkEnGR/vrMO0TVtjvSUAAAAAhDD2af84oW0Ktavo1EYj8PotfbSzPFDvUeLxa8kuly49MjHTb4lQHMWktiXpkNunDpmNF8bvLPcEAm1J2l7m1foDVTqpE/tutVamULtNev1hWF9DqN0YFu1yqVtOmg7PTWv0e8XC9NMXaY04EZssplB7f32hdiNtErlTO+RV8LXbqp3y1Tbua5ts27ZNGzZsCDrWqVMnde7cOa7rFhQU6I477tAJJ5wgv9+vDz74QE8//bS++OILLV68WE5nbO9Vut2mdhmJmYSPVcxf1SxlaZ/2hhwv0h4d0AHZZNNRMu+Y6ZRT1f+qBAAAAID4mOpE/jupHTrpx0aRaAz7Kn0h34tbSt3yWZYczWRyMppJbam6gqQxQ+3vStwhx7aVegi1WzFTOFvfpLYkHdEmXU6b6u2KT4QPd5TpmqPaht28sqlV+fxavjt0Kr25VqXEo32GYVK7yifLssJWFzXlJpFHNGL1yNSpU0OO3Xvvvbrvvvviuu7DDz8c9PtJkyapX79++u1vf6vZs2dr0qRJMV0vP92etJ+Ei/k7vrt66oD26z8/TmXXWKnlkqRsZau3jjQ+d6+KlKeG7aYJAAAAALVFrB9xGupH6NRGIzCFcl5L2lfRfDZeNE1qZxmmOuv7sf54mWoBDrJBZavWkE5tqbre4IQm+jCkqMKntfsq6z+xiSwrdKnc8O+zo9pmJGE1jatNml11s3q331KZqX9FjbtJpCnUbsw+7aeeekpfffVV0D833HBDo9zr1ltvld1u14IFC2J+bv92GTpU5Tf+/d7YYv6qnqzh+kYb9KT+pIf1mNqpvXZoh17U87LJplM0SjaF/stxr4p0QPs1SCckZOEAAAAAWjdTSB2pfoRObTSGcFPQu11eHZaA6cBEMK2xV5s0fXMoeHK6MTeLtCxLhYbQ45A78tQlWjZj/UiUE8endc1WfrpdW0s98lmJ+9Byb4VPJXXW9XGhS0e3zVBOkqehiyq8WrM3NGDvl5+uHs2sIiURbDabOmQ4QypF9lf5jDU1jblJ5FZDqN2rEUPtHj16aMCAAY12/dqysrLUoUMHHThwIObnDuucpe9K3HrrhxKN79VGXXOa7vsw5n/DXqqJelOva4O+0kUap3y11UEdkCVLdtk1SVcan7dYCyVJgwm1AQAAACRARYRJ7XR79ahN7ZjDa1X3Hyej9xEtl2lSW5IKXV4d38RrMbEsS8WGsLpXXnqThtrFbr+xMsjjl8q9lnLT+HPZ2nj8VkgtlE3R12jYbTad2ClLJyZ4YntnuUezNhYHHavyWVq8q1zn9WyT0HvFwrIszd9RFlLq67RJZx6ek5Q1NYX2mY7QULvSp16GL0VjbRIpSVu0JeRYzxTcJNKktLRU+/btU6dOnWJ+7gfby5Sf7lBhuVezNharQ6ZDHTMdSgvz/2vZJI1L0J+jmL+y+WqrR/Wk7tavdUD7dUD7JUl22TVV09TP0KdtydLbekM22TREw+JfNQAAAIBWz9SRnfnjpLbNZlOm0xYSolX6LOUSaiOB6k501ih0eZp4JWYurxXSO5xmlw7PCY0DGrN+JNKPph+s8rXIPmBEZvpAqE2aPend1d1y0nRc+wx9WWcjyvUHqnR8h8ykbRr59cEqbS8L/XM0oku28qPYXDNVmTaLDPcBXGNtEumXX9sMoXZjTmo3hsrKSnk8HrVpExwq/+EPf5BlWTrnnHNivub6A1VBQwT7Kn3aF+HfJUkNtSVpoI7Vq3pLK7VcO7VDOcrRyRqhrupmPL9ExbpYE2STTQN1XFwLBgAAAADJXD9Su3Yky2FXhTf4P6wqvX7CMyRUuPqRvRW+ZvGTAabgMD/dobYZjpCfZij3Wqr0+Y0brcbLVD1S42CVT91bYHUCIjNWj0TRp90UTuuao/8Uu1VV58PTZG0aWeXza+HO8pDj7TLsGtq5ZW+02sGwWeT+MKFpY01qF2mPKlQRdCxbOeqkznFfO5H++te/6tChQ9q1a5ckac6cOdqxY4ck6eabb9bBgwc1ePBgXX755Tr66Oqh5Hnz5unf//63zjnnHI0fPz7me47skp24FxCjBn9ls5SlMzQmqnPz1VaX6LKG3goAAAAAQkTaKLLur//7HDaLRGKFqx/xS9pT4VW3JuwXNTGF7vnpdjlsNrXNsOtgVfDjByt9Kshp2lD7EJtFtkrGTSKbyYeO2Wl2nVqQrQ93BAfJNZtGJrrypD7hNoc86/DcpH9w1tjamya1DaF2mccfsoFkY24S2Uu9jHsKJtNjjz2mrVu3Bn7/5ptv6s0335QkTZ48WW3bttX555+v+fPn6/nnn5fP51OfPn300EMP6fbbb5fdHvufv5EFKRhqAwAAAEAymQLqmo0iJUJtND6P35LLEDTVKHQ1h1A7NPzJ+7GqoH2GIyTUPlDlU0GC12xZVr31I2h9TJPaec2oRmNQx0x9sb9SeyqCvz+betPISJtD9s5Lb5I1JFM7w6R2iccvt89Seq1/zzfmJpGmULtnM6we2bJlS73nzJo1q/EX0kSax0dgAAAAABAj06ZzQZPaztD/3DFNdwMNFW5Ku0Zhefggt6mEm9SWqkPtuhpjs8j9VT65/eHD/7rBOlqH0mY8qS1Vb0Q5tntuyPGaTSObQmvdHLK2NLst8HdWbXX/rmrMTSK3Gvu0eyXk2mg4JrUBAAAApCRj/YiznvqRCFO1QKxM9Qm1RZpObiqmSe2aTeU6ZDbNZpH1hfsH3T5ZliVbkjcIRNMq8Rg2imwmndo1uuWk6bgOGfpyf3I2jWytm0PW1SHTEfIB3YFKX1Bo3VibREqpM6mdbJZl6WCVXxU+vyL9YFyPBP25IdQGAAAAkHIsywqzUST1I2g69YXa+6t8qvL5ldEIGy9GK9KkdruM+qcfEyFSn7ZUPfla6bOU5STUbk1Mk9p5zWhSu8ZpBTnaeMgd8u+Pxt40sjVvDllX+wyHvpcn6Nj+Kq+kjMDvG2tS25IVplObULtGpc+vJbtc+vpAVcSfyqlx5+COCblv8/vbAgAAAADq4fZbqhuHOG3VP6ZcI8MYalNzgMQxTUHXlcxpbcuyIk5qGzdgq6qemk6kaN4DerVbn5Jm3qldIzvNrtGGzfBqNo1sLK15c8i6OtSzWWRjbhJ5SAdVouKgY2lKU4G6xn3tlsDts/TSxmKt21cpr2XJYZMsVVcJpdltslT9e4dNyku3Ky+BP41BqA0AAAAg5Zgmrut2aJs6tU093EBDmaag66pvSrkxVfgs1c0NnTYp+8eJ6FynXel1wjGPXyHhUDx8fkt7DLUAdRFqty5un6WqOn+P2/Xf783mZlDHTB2WFRqsflzoUnkC/7zUaO2bQ9bVISM0nN5f6++Mpt4ksod6ykn5hSRpzd4K7a30qU9+um457v+zd+fxcdX1/sdfZ2Yyk8m+tE3TJqU7LV2BtkDZl0LZBFlEES5yVbyooBf1J4uKoHJRwBVxV0QQBUF2KTuUnbKV0pbuS9p0b/bJZJbz+yNN6Mz5TjKTzCSZ5P3sA2vPnJnzTTKZZD7nc96fckbmebCAL08v46pZ5Xx+SgnTSn1EbJhdnsvl08rSdmwVtUVEREREJOuYokf8cZ3Z5vgRdWpL+pgygeP1Z6e2KR6l2OvuzK62LMsYQbI7jQXmna2RLrNVO2hY5NBi+t4p8LoyFuXRWy7L4pQEQyOfT/PQSNu2eWrz0B4OGc94VUnrx1eVZHJIpPK0u7aqrg2XBSdX5cdcLddhuN/DmWMLOaLCz0u1LayuDxoepWf6vKi9jKV9fUgRERERERlkAobidHzciKmoHd8ZKNIb3WVqQ/92atcZo0diywCmYZHp7JqubQl1v1OajykDX7bkae9v1L6hkfGW7QlS05Tc8zwZy/cGqTEMVx1qwyH3l++xHD/jw/bHETbGonaahkRuZINj21jGpuWxB4O9wQjFXheFcc/NaFyM1ZGVeXjdFm8brkDoqT7pld/LHp7gMZ7gUTaziZd4oy8OKyIiIiIig5QpfsQfHz9iGM6nQZGSLlHbNhbm4tW3RWkJRcnrh4JdvaFQHJ9ZbBwW2Zq+ArOp2DQ638OWuKKdqQA/2KysC/LathZjlnRv5botppb6OGpk3oDtdt6f6XNQOMCL2pB4aOQ/1tSTYziR2hOmk69DcTjk/izLotznZmvc68nu1gjFXjfbDBFH6tTuGxHbxu/++OdKR7d2a8SOiRNyWxZlPjfb03iiN2NF7QgRXmUxj/EIb/AaESLY2FgM/BdXEREREREZ2EzxI/Gd2bmGbFbT/UR6oikUdQwrzXVbFOa42BlXFK5tCTOhuO9zcE2Z3/Gd2mU+87DIdDF1qk8t9TmK2oO9U3tnIMzD6xsdkRLpEgjbvLotQJ7bxZwsKH4aO7WzoAs5L8fFsaPyWLQ5NnIkbEM4gz9fhuJwyHhlueai9gh/5oZEQqJObRW1OxTkuGgJR2P+De2veQcUxv7cawpFaYum7/sk7afBNrCe2/kFn+Q0ruX/8SovEyZMKaV8hou4m/vSfUgRERERERliTNnYjqK2MrUlgxIVjE3dgf0VQWLM1I4rYpviR9JV1A5FbXYGnI91YInXUYxoCduD+vtz6e7WjBW097d8b/ryajPJlKld6B34ndoAs8rNQyMzZagOh4xXnuAEXCaHRDbTxA62x2xz4aKaMb1+7MGizOemORztzDevys/BBl7fHiC8XwH7vV2tNIailBi+jj2VltMWzTTzDIt4jEdYyXIA7H0v137yuJ4fcARH4mbgn3UTEREREZGBzzgoMi5+xOtqv050/z3DNoSj9pDveJPeazDEZRR53VTmefhgT2xhMdlc6XSrTyJT2xQ/UheMEonauHv5fbK9Jewo5BbluCjMcVPsczmGQ9YFo4zMy47CZips22ZVfVufHGt7IJyWr12mmTq1syF+BD4eGnnXqvqMHyvHNXSHQ8YzDYvc3Roh35O56BFTl/YoRuPDma0+VI0r8rKuMURNc5jqghymlHp5sdZiQ2OI36/YS2Weh+ZQlC3NYSxgZln6Pne9+iq/wxIe5xFe5HmCBDsL2ZOYzKmcwS/5KX78HMUxaVmsiIiIiIgImAdFxndmW5aF32PRElcAb43YFAzwgo8MfKYu6CKvi8p859vsbS1hbNvG6sOsY9u2E3STxxaGfG4XBR4XTftdPm7TnnFt6uJOhalDvaPYVOp1O4rae4ORtBWjBpKdrRHj1yITInb78Qb657HRkKldlCWd2tA+NPLMAwp4bkszzRmKHSnyujh9TMGQHQ4Zr9xQ1N7TGsFr+HmeriGRGwxF7QM0JDLGlBIvjaFo52BIn9vF2eOKeGh9Aw1tURraPj6hN73Ml9Zs+JS/yjvYzhM8yhM8Ri1bgfau7FLKOJmFnMoZTGQSAL/kp2lbqIiIiIiISAfTwMdcj7Mgkut20RKO7VZtDUc7Mx9FeipRwXhErge31V5c7NActmkMRfs0MzgYsR3ZpW4L8g1Z86W5LpqaYj+ePcHeF7VNsQCV+4qtJT43NMZ2sA/WXO3Vhi7tqnwP54wr6vVjP7qxkfVxn8faltCAL2obTwrlZFfxdlpZLgeV+ghkoKhtWe0navvyRNhAV+p1O66+agpHqWl2XgmTvk5t55BI5WnHKvS6OWF07NUEYwpy+NJBpaxrCFEXjJDjsqguyKEiza9LKT/aeXwCe9+fHHKYz1GcxpkcznzFi4iIiIiISJ8wxo8YMrTNudoaFim9Z44fceF2WYzwexxdyrUt4T4tatclKLqbimTlPg+bm2LXu6c1AsW9W4OpU7ujk73UkKs6aIvadc6i9uQSH3lpOLk2Kt9jKGqHObjXj5w5wYhzWJzLgjzDCZeBzrIs8nKyb93ZyO2yKDHEFsX/TE/nkMgNhqL2ASpqJ8XndjG1NLMxLSl/laNEsbAooohvcQ3Hc1Im1iUiIiIiIpJQMvEjibapqC3p0GCITyjeV6SszDMXtQ8s6bsc1mTytDuYcrV7OyyyNRw1PkZHLICpqF1nWHO2a2iLsC3gLO5PLk7P4L/KvBwgELOttrl/BpMmy9SlXZjjUleydKvc52FvsOt8+nQNiQRzprY6tQeOlIvaI6lkG7U00MD3uJYKfskpnMapnE4V1ZlYo4iIiIiISIyk40cM21oNBXGRVLTnVZsHRYL50ve+LjSa4lESZRYnGsDWG6ZCbpnP3fk9aSqkx3dgDgam6JHhue72+JU0qDQ813a1RghFbXIG6OyAbM/Tlv5TluuGhq73SVf0SJAgW6hxbFemtllrOMr7u1vZ2BiiIRQlHLX5n2llnbevqW8jEI5yUKkvbYNsU/5K/4tHeJu3eJSHWcwLbKOWu/gzd/FnpjODUzmDE1hAAQVpWaCIiIiIiEi8XsWPZGiolwwdrRGb+LqcZ7/4BFOhcVugb4dFmuJREg2cK/c519vbKBBTEX//z0uxKR83FKUtYuM1fN9mK1NRe1KaurQB8nNcFOW4Yq4csIHtLWGqCnLSdpx0ahwEedrSP0zDIuOla0hkDZuJEvtcHc4I1TsNNjWFeGh9A4Gw3fmaHv8qvrUlxGvbAvg9Liam6TWwR1/pQ5nLocylmSae4kke5xFWsoIPWMoyPuDn3MqRHJOWBYqIiIiIiOwvYjsH4AH4FD8ifcTcBf1xXnV5rpscFzGF72DEZm8wauyK7qs1JoofKfa5cEFM+aY5bNMaiZLr7lkHrSlPe/8OSo/Losjrcqyzri2Stjzc/tYajrKp0TnEblJJ+ora0J5T3hCX2107gIvaDSHnCZNCDe+VJJQncYVDujq1zXnaY9Py2INJXTDCA2sbCEZtJhZ7ObDYy5s7AuyKu9pnaomPV7cFWF0fTFtRu1evGvkU8EnO44/cxV38g/P5NMWU0EYbL/AsFhaNNPBLfsoaVqdlwSIiIiIiMrQFDZ3WuW7L2AFrKnSb8rhFUpFoSGQHl2VRYSjM1rY4C5yZYs7UNheE3JZljMPY24sIkm2mIZFxxaYSw3oG07DIdQ0h4l9tCnNcaesk7WC6MsB0UmGgMGZqK35EktDdScF0DoncaChqK0/b6fXtAYJRmyMq/Jw3vogZ5bnG372G+z3kui22pDGKK22vGuOZwNf4Bg/xBD/iJxzOfCwsQoS4n39wKZ/lv7mYf/OvdB1SRERERESGoGSHREKCTG3Fj0gvJdMF3d+FRuMaDTnWHdI5LLI5FHUM0rSAirjPiXFY5CAqaq+uDzq2TSr2pj2Cxpjh3ocnUFKlTG3pqTyPyxg11iGdQyJNndoqajutb2zD67I4qjKv232LvS7jSa2eSvurhgcPx3I8t/Bz/s3jfImvUEU1NjarWMnPuCXdhxQRERERkSEk2SGRkCh+RJ3a0jvmTu3YAm1lvjP6wdS9nAmt4SjBuO8TtwUFCb5PoH2IY7zdPSwwm4r3w/1ux+DCwTwsMhy1WdtgiB5JY552B1Pn995glNbwwPxcmjK1C5WpLUnqKlc7XdEjABvZ4Nim+BGnplCUUp8LdxIn69yWRcROX2NBRk+FlTOMi/kc9/IAd/AHTuMMfORm8pAiIiIiIjLIJTskEsxF7fhin0iq4ruQAYpyuu/U3tYSJprGN/SJmDO/XV12CJfnGgqjPYwfMXUJmz4fpk7twRI/sqkp5Mj+97ksxmQg5zrX4zKelNgWGHgRJLZtGzO1479/RBIxPdc7pCvaJ0KETWx0bFentlOOy0p6VklTKJrwyrqe6LNXjZnM5lqu5zEW9dUhRURERERkEEopfsQw5E6DIqW3zPEjsYWWEq/L8bwM2ziGZ2VCKnnaHUxd0z3t1DbnaTuLucaitmHt2Wh1fZtj2/iiHNxpikaIZ4y7SWN2bboEIzbx54TcFvg9mfm8yODTF53atWyljdjv4SKKKaUsLY8/mJTnumlsixqvYNrfjkCYhlDUOG+ip/r0VNjpnMQCju3LQ4qIiIiIyCBj6tROGD9iKJQoU1t6q7tBkQCWZfVbrnYymd/xjJ3awQh2ip3ltm0bP0ZTsck0nLKhLUo4mt3fo7ZtG4vak0t8GTumOVd74BW1TVc5FOZ0fRWByP4SDYtM55BIc572WCz0PI03pcRHFHimpjnhlUjhqM1Tm5uwgCml6Xsd7PPrO2yy+4eTiIiIiIj0L1OndSrxI8rUlt4IRW1a4k6MWEChoWjcX92zyWR+x8v3WHjjuohDUfNQvy6PHYo6Pj9uqz1TO16Oy6LAEDth6jTPJttawjTFfd5cVnundqYkirsZaEx52t09N0X2V+4zF67TOSRyo6GofYCiR4wOHpbLsFw3q+vbuHtVPe/tau2MedvUFGLJzgB/XllHTXOYCr+H6WVZXNQWERERERHpDVP8iC9BUdvrshxvesI2Wd8JKv3HVDAuyDEPyTJ3zzrzptOtJ53almUZI0j2pBhBYiraV/g9CYeIDcZhkasMXdoHFOTgM8QhpUtFnsfRQ9oQitKc4kmJTDOdJClUnrakoNjnwlS7TueQyA2GIZFjNSTSyOOy+NSEIob73WxtCbNoc1NnzNa9q+t5tqaZPcEIw3PdnDu+EFcar8rQK4eIiIiIiGQV46DIBPEjlmWZI0iUqy091JBCwdjUPbszEMn4SZWeZGpD4giSVCQbPdKh1LCubB8WaYoemVTszegxc1yWsRt+oEWQJBPdI9IVt2UZ8/jTNSQSzPEj6tROrMjr5pIDSzi1uoADCnPweywsq73hoKrAw4KqfD53YAmFab4qI31fcRERERERkT5gig9JNCiy/TYXLeHYQkprOGqMPRDpjqkLOlF8QqHXTYHHRVP44/tEaR+YNSo/c1EUPenUhgTDIlMcbGkqopqK+x8fc3AVtfcGI8ZhoJkuakP753lHIPbYtS0hJvbBsZOVKFNbJBWj8jyO16bqgvS8ptrYxqL2OMan5fEHK7dlMWtYLrOG5fbZMfXKISIiIiIiWcXUZZ1oUCQkytVWp7b0TKqdpiPz+3aAXzASdTy/XZDUSRxTVm0qBWbbttluKmobPgcdTEXtuiwuaq+qCzq2VeZ50t6haFKZ5yzqDbRObWVqSzocNsIfM0tjRpmP4Wnq1N7FTlpojtmWSy4jqEjL40v6qFNbRERERESyijF+pMtObRW1JX1S7YKuzPOwJi6OIpOFRnMnuSupHNOyXGdxMZVO7T3BCMG4aBWvy6LcULjuUGLq1M7iQZH9ET3SwZzhHsa2baw05tj2hjK1JR2G+T18YWop6xvbyPe4GFuYvitfzNEjY3GpLzglW5tDbG0OE7FtynLdjCv0pm2QZwcVtUVEREREJKuYBkWacrM/vs35RtQUYSKSjIaQoVM7J3HR1hS9sS2jRe2e5WmDOX6kvi1KJGrjTqIYkShPu6uCqvGYwSgR2044XHKgaglF2WIYlNlXRe3hfjduC/Y/ZxcI29S3RY0nD/qabdvK1Ja0yc9xMb0s/VEXytPuWkNbhGV7guS6LQ4Z7nfcHoraPLy+kbUNsSf4ir0uzhlfxIg0Zp+n/Eg3cUOPD9ZCoMf3FRERERERsW3b2Kmd604xfsTwGCLJ6EmndrxdrRGCkSi+Lp63PdXTPG0An9vlyAC3gbq2iHGIZLxU87Q7jpnnsWjZ73sySvtATlM0yUC2pqGN+FeWEq+LYYYO+ExwWxYVfg9b474O21rCA6Ko3RqxiX/p9Vhdz0QQ6Wsb2eDYNpaxfb6OgWpNfRuLa1uYO8JZ0AZ4anMTa/YVtC3ofH2va4ty/9oGvji1FG+avudTLmo/wWNYWNiOl+quddzHQi9WIiIiIiLSM6Foe8Frfx4LcrroIlX8iKRL1LZTzgT2e1yUeF3Uxd1ve0uEMYXpL2o39DKzuDTXRVNT7GPsbk2yqG3oUu6uqA3tudot4dj77g1Gsq6onSh6pC+jP0bmOYvatS1hppT6+mwNiSR6bg6UaBQRUKd2dzY3hQCYWuq8AmVvsL2L2wIml3g5bUwBPreL3a1hHlzXyJ5ghPd3tyYsiKcq5aL2Qk5XYVpERERERPqFMXqkm25Xn6GobXocke40haKO9q5ct9Vt11llnoe6tvhc7RBj0pgD28EcP5J88bzc52Fzk7PA3J2IbbMjYI4f6U6J1+2I7UhlQOVAEIrarG9wFrUnl/RtMdl0EmGgDItUnrZkA1NRexzj+2ElA9Ou1gg5Lss4mHbl3iA24PdYnQVtgPJcDydW5XPf2gbWNrT1X1H7O3w/LQcWERERERFJlTF6pIs87fbbDZnaih+RHuhptMfIPA8r6vpmWGR90LDGFDqeTRnXu5MoMO8KRBzREn63ldTnx9SRnW1F7fUNbc6P32MxOr9vR5lVGo63fYAMi2w05NEXKk9bBpAG6tnLnphtbtyMpqqfVjTwNIejxp8TADXNISxgQpHXEa81vshLrttiVyB9r+169RARERERkaxhGvDYXR6rOX5EndqSOvOQu+4LxpX5zo62jBW1e9upbYgZ2dPafREiUZ52MoVUU4GkzlCcH8hM0SMTi7y4+riQXO5z442LYwpGbfYMgJMExvgRdWrLAGLq0q5mDJ7Ue4IHrdZI4hNkHUOQDygwX4VU5HWl9fcvvXqIiIiIiEjWCBiysE2d2DG3G4raQWVqSw+YM4G7f1td4XcWvuvborSE01u4bYvYju8RF6lFPJQZuqaTKYjWtoQc20Ym2aVs7NQ2FOcHqqhtdw5G29+kYmfmbKZZlmWMfBkIESSm7x91astAssEwJPIADYmMkeOyaDJECTW0RWjed7lKRYLYKZdlpTihsWsZOdVQy1bu4S4+5ANChKjmAM7mXA7j8EwcTkREREREhghTbIi/205tQ/yIitrSA+b4ke47tX1uF8Ny3eyK63je1hJmfFH6Cp+mLu1CryulbuFinwsXsQNZW8I2reFolyeQEnVqJ8NU1K4LRojadp93OvfEluYwgbjXJo8F49L4tU1FZZ6HTU2xJxlqW8JML+uX5XQyZWoX5WTXMFAZ3DYaOrXHakhkjHKfm9qWMNtawjEn0NY1tL/meN0Ww3PN39dNbVH83TQipCLlR3qPd/g05/Advm28fSUruJTP8jAPsppVbGA9i3mBb3Ild3Nnb9crIiIiIiJDWI/iRwyZ28rUlp4wx48k97a6L7pne1p035/bsihJMeM6FLXZachJNQ0SM/F7XI6BrhHbXAQdiFbVBR3bxhV5yXH1T0HeOCyyuf87tZWpLQOdKX7kABW1Y4wrysEGnq5ponnfa/TeYITXtrdg0R67ZIonaWyL0BSOGq8G6qmUXz2W8BZbqOFQ5jpuixLlB1xPE00AHMvxfJZLmMFMbGx+z29Yx5rer1pERERERIYk86DIrt/W+I2d2tlRLJOBpd5QZC1OMtqjLwqNvc3T7pDqsMgdgbDjkvLCHBcFKcSeZOuwSNu2jXna/RE90sF0AmVHIEzE7r+TebZt06hMbRngTEXtcSpqx5gz3I/fY7G1OcyvP9zD7R/s4ffL91LfFsUC5o7wG+/30b5hydUF6QsNSfnVYynvAXA0xzlue4s32Mh6LCyu43p+xE+4nK/yG/7EQk4nSpRHebi3axYRERERkSHKFBvSXfxIjsv5xidsQziqbm1Jnm3bPR4UCQmK2i0h7DQWGk2Zxal2akOCYZFdFJhNxflko0c6lBqK79kwLHJXa4S6uM97R7difyn2uvDHXaEStjF20/eVQMQm/pxkjgtHh75IfwkQYBu1MdssLMYoUzuG3+PivPFF5HtcRG1oCkexaf8968SqfONJNdu2eXd3KxYwrjB9r40pl8e3s43hDGcYwxy3vcYrAIxnIgs5Pea2z3MZT/Ef3uOdHi5VRERERESGuoApfqSbTm3Lssj1WLTEVVRaIzYF/RQPINmnNWIT36jtsSDPEG9jMsLvwWXB/udSmsM2TaEohT0oPJuYOrWTjUfZn+ny8O0tYXa1mjvL4/OboQdF7V52aje0RWhL8kRVQY7LmLXfE6Yu7dH5HvL6sQPZsiwq/R7WNcZ+XeIzcLti2zZ1bdG0dXfvaTU8N3PcxpgCkf6wiY2ObSOpJJfcfljNwDY6P4fLDiplXUMbe4MRfG6L8UVeY3QVtP/8PGRYLhbtr4/pkvIj7WVPwjyZD1mGhcV8jnTcVskohjGcWramvkoRERERERESxI8k0emX63bREo4tqrSGoynFI8jQZsqrLvImX5TzuCxG5HrYFogtDNe2hNNY1DZ1aqcnfmRtQ4i1DXVJP0ZfFbUb2iL8a10DO1LoQraAmeU+Tqku6PUgyoEWPdJhZL6zqF3bEmJ2EgW6bS1hHljXkPFMc+Vpy0BiztMe2/cLyRJet8WUUl9S+/o9Lg4dbo4l6Y2UX0HaaCNAi2N7hAhrWQ3ANGYY71tOOQECqR5SREREREQEMGdhdxc/AubCtynKRCSRdHRBVxo61NY1OLuce8qcqZ2e+JFUJdsR3KEnRe2obfPv9Y0pFbQBbOD93UFe3967+sTOQNg47HNySXKFnkwyx910n+HeGoly/9r6PhnSWaiTijKAdNQ09zdWedoDWsqvIMWUsJ3thIl9MVzFR7TRfoZyCgcZ7xskSA79f8ZSRERERESyU8BQiO4ufgRU1JbeM+dVp1jUNhQa39/dyrYkio3dCUVtR8SORc/iR/I9Vq+yjkt9rqS+L2Pv4yxq17VFuswcf3dXa1KF2kRe3dZCXQ+HUdq2zVM1TY7tw3Ldxo+lr1Xm5Ti27QxECHUT0fJybQvNhitiMiFRVIFIf+iYIbi/CUzq+4VI0lL+6XYgU2glwFM8GbP96X3/Hk2VMW87SpStbDHeJiIiIiIikowex48YCmymrm+RRHozJLLDxGIv8RHcNvDk5iaivcwuNnVpF+a4ehSvYVkW05K8rNxkZlnqGbR5Hov4xt1QlIQF1sZQhJe2Oq8iT0XYhqc2N/VoWOfyvUE2NzkL6jPK+r9LG9pzw+M7oW1gRyDxSYAdgTBv72zN8MrauYADS9T0KANDkFZWsNyxfRaz+34xkrSUryk6mVN5lZf5GbfQQB3jmMhS3uMB7sPC4hROM95vBctppZVJTO71okVEREREZOiJ2LZxEFwyHaXGTu0+6kaUwcGYqZ1ifEKex8VRlXm8EFeM3dYS5t1drb3KHK0PGjrJDdnYyTphdD45LosNjW2Ekzz/43VbTCr2clhF6h+HZVmU+tyOKJG9wYgx+/7ZmmaChteDMp+bRK8IbVHbEauxrjHEyro2pqZQxA9Gojy3pdmxvdSXmdzYnqrM89AYl/ld2xxmdL6zi9u27fYCf9x2twUlacp871DkdTFvhJ9haYi5EUmH5XzoSKQYxnBGMbqfViTJSPkV5CRO5nEe4S3e4Nf8snO7jc0IRnA+nzbe7yn+g4XFHOb1fLUiIiIiIjJkBQ1FaJ/bSqoTVfEj0lvm+JHUi31zR/j5cE+Qna2xxdsXt7YwucRLYU7PCojpytPu4HFZHD86H8jv8WOkKlFRu7ogtgi7rqGNlXXOAY2zyn2cOqYw4eO3RWz+uGIvDXGF7WdqmhhXlEOuO7mTAIkiOhZUFeBx9W7wZDpV5nlYFV/UThDX8uHeIDXNztuOGpnHESPzMrI+kYHifd51bJvFbKyEp8hkIOjRadubuZVz+RR+/Nj7zuMdzKH8gt9QQIFj/wbqeZxHAJjH4b1YroiIiIiIDFWBHg6JBHM3t+nxRBJpCPV+UCSA27I4pdr5vrktavNsjbP7N1npyPzub6WGInx85nUoarNoszPL2u+xOG5U1wV4r9vipCrnPs1hO+kokx2BMEsMER2Ti72MLxpYcRrJDotsjUR53tB5XuZzM2/EwOk8F8mU9w152rM4uO8XIinp0bUePnL5X77FlVxFHXvJIx8/iV/oCijkUZ7CwiKX1LO1RERERERETJ3VyQ6jM2ZqK35EkpRoCGNhD4vGVQU5zCr38f7uYMz2lXVtrK1vY0Jx6sVRU6d2qpnf/c00YHFvXFH71W0txiiYE0bl40/i9WByiY+JxUHWxHUwv7OrlRllPioN0RwdbNvm6RpnRIfHghMNxfL+NtJQ1N4TjNAaicZ0pSfuPM/HPYA6z0UyIUyYD1jq2K6i9sCX8k/g//AYb/AaAG7clDOsy4J2+0Fc+PGroC0iIiIiIj3W0yGRifbToEhJlmlIZEGOC3cPhjB2OG5UPnnxUyOBp2qaCBmyortjKvRmW6d2iSEDfO9+WeG7AmHe2BFw7DOmIIfpKQxoXFCV7xhKCd0P7Ew0HHL+yLxeRb1kSq7HRanhc7ptv27tRMMhDyzxMm6AdZ6LZMIaVhMg9kqNQgoZz4R+WpEkK+WfcD/iBu7iL5lYi4iIiIiISEK9iR8xFbWDytSWJGUi2sPvcXHCaGd3b31blFe3JReFEXs/Z+E93QP+Ms3Yqd0WwbZtbNveV3SOvd1twSnV+VgpnGAo9ro5ypATvT0QMRZ4oevhkAM5oqMyz9l53lHUTjQcMseF8bkpMhiZ8rRnMAtXzxKbpQ/16CtkO17yREREREREMqtX8SOGAXAaFCnJMnVBpyPaY1qpjzEFzqLjG9sD7AyYB/qZhKK2Iz7CAgpN7cgDWGGOi/jzT8GITSBis3SPeZDh4RV+ynNTT1adO8LPCL/za7i4tsXYmZ8twyHjmSJIOnK1Ew2HnF8xMDvPRTIh0ZBIGfiy6ifcW2+9xVe/+lWmTZtGfn4+Y8aM4VOf+hSrVq1y7LtixQoWLlxIQUEBZWVlXHzxxezcudOxXzQa5Sc/+Qnjxo0jNzeXmTNncu+99/bFhyMiIiIiIinoTfyI3xDzoExtSZapyNmTIZHxLMvilOp8RyE3Ciza3ITdRRRGd+srzHFlXR6yZVnGbu0tzSHjIMNSn4sjKpwd18lwdTGw85m4gZ3ZNBwynnFYZHNYwyFFaG/a1ZDI7JVVRe0f//jHPPDAA5x44on84he/4LLLLuOll17ikEMOYdmyZZ371dTUcMwxx7BmzRpuuukmvvnNb/L444+zYMEC2tpih0Fcd911fPvb32bBggX86le/YsyYMVx44YX84x//6OsPT0REREREumDKwE4+U9vUqa1MbUlOJvOqy3M9HF7hLCLWNIdZuidouIeTuZM8q97udyoxFLUXbWo2XllxSi+7pEfn53DwMOfsr1X1bZ2DJLNtOGS8Cr+H+M9QQyjKU5ubNRxShrxNbKSOvTHbvPiYwkH9tCJJRerX6PSjq666ir///e94vR+fCb3ggguYMWMGN998M3fffTcAN910E83Nzbz99tuMGTMGgHnz5rFgwQLuvPNOLrvsMgC2bNnCbbfdxle+8hVuv/12AL7whS9w7LHH8q1vfYvzzz8ft1uX3IiIiIiIDAQBQwHGn2T8SI6rvaNn/9Jf2IZw1B7Q0QEyMDSEDJ3aOel7r3hERR7L9wZjhiICPL+lmUlFXvK6iREx5Wlna3xEqaEY3xR2Fu0PKvUxNg1d0sdW5rGqLugo8D61uYkxBaWsrs+u4ZDxvG6LYbludrbGPkeW73WeMNFwSBlqTF3a05hGDs5YKBl4elTU3sse/sNjPT7oqZzRo/vNnz/fsW3SpElMmzaNFStWdG574IEHOOOMMzoL2gAnnXQSkydP5r777ussaj/88MOEQiG+/OUvd+5nWRaXX345F154Ia+99hpHHXVUj9YqIiIiIiLp1ZtObcuyyPVYtMQVrlojNgUqaks3MtmpDeBxWZxSVcA/1jbEbG+N2Dy/tZnTDyjs8v6ZGGTZX0zxI/F8bosT0zTIMNfj4sTRBTyysTFme0MoyvNbm1lV5yz+DvThkPEq8zyOonY8DYeUociUpz1TedpZo0dF7Ro2cxM39uiAFlaPi9omtm2zfft2pk2bBrR3X+/YsYM5c+Y49p03bx5PPPFE57/fffdd8vPzmTp1qmO/jttV1BYRERERGRh6MygS2iNIWsKxhZ3WcJSCLBumJ30rats0ZmhQ5P7GFnk5qNTn6KD9YE+QGWW5jClM3DloLLonURweiJIpah83Ko/8NH7fTi31snRPDhsaQzHb393lzNGGgT8cMl5lvqfbKBsNh5ShaKnytLNaj34K2L34EyW9uXX33HMPW7Zs4YILLgCgtrYWgMrKSse+lZWV7Nmzh2Aw2LlvRUUFlmU59gPYunVrl8fesWMHH374Ycx/mzZt6vXHJCIiIiIiTr0ZFJloX1OhXGR/jaGoI085123hTeG5l6wTR+fjMzzuos1NhKOJn6vG+JEsPVnTXVF7VJ6H2eXOHOzesPYNjUzmS5oNwyHjVeZ1HaVQ5nMzN4s6z0XSYSc72MqWmG0uXExnRj+tSFLVo07tmczmDv6Q7rWkbOXKlXzlK1/hiCOO4JJLLgEgEAgA4PP5HPvn5uZ27uPz+Tr/7mq/rtxxxx3ccMMNvfoYREREREQkOQFD/IhfRW2h/Qre5XuDLN8bpNjr5ujKvKTz1rvTl9Ee+TkujhuVx6LNzTHbdwcj/OWjOnwJuoO3B5yZz9naqV3kdTny7ztYwMIxBY7GtHQo9bmZPzKPxbUtCffJluGQ8YbnunFbkOjlbkFVflZ1noukgyl6ZBKTyaegH1YjPZFVgyL3t23bNk4//XSKi4v517/+1TnQ0e9vP7vY0Y29v9bW1ph9/H5/Uvsl8uUvf5nzzz8/Zttzzz3HlVdemeJHIyIiIiIiXbFtu/fxI4Z9TTndkn1W1LXx6Mamff8KsakpxCUHlpCThkJdg6ELOt3RI/ubXZ7LB7uDbG2JLVTv7iYTOV5hlnZquyyLYp/LMTQTYO4IPyP8mStjHDbCz4d7guwJmj/X2TIcMp7bZTHC76G2xXnyQ8MhZagyDYmcqeiRrJKVP+Xq6+s59dRTqaur48knn2TUqFGdt3VEh3TEkOyvtraWsrKyzu7syspKtm3bhm3bjv2AmMc1GTFiBNOmTYv5b//hlCIiIiIikh6hKMSnL7gtUipaGju1DZEmkn1e2xbbXburNeLY1lOmvOqiDA5htCyrvRu5F49RmOPK6s5bUwRJUY6Lo0bmZfS4HpfFKdXmTuxsGw4ZrzLPeTJAwyFlKDN1as/SkMisknVF7dbWVs4880xWrVrFY489xkEHHRRz++jRoxk+fDhLlixx3PfNN99k9uzZnf+ePXs2LS0trFixIma/N954o/N2ERERERHpf+bokdTezih+ZHDaG4yw09DF/MaOAHsTdNymwhw/ktlu3RF+T68yjqsLus5QHugmGDqHF1TnZyTHPN4BhV6mlzljSrNtOGS8ScXOz6mGQ8pQ1UAD61jr2K6idnbJqqJ2JBLhggsu4LXXXuP+++/niCOOMO537rnn8thjj7F58+bObc8++yyrVq2KiQs566yzyMnJ4Y477ujcZts2v/3tbxk9ejTz58/P3AcjIiIiIiJJMw6J9KRWYDIN4DMVyyW7rK5vM26P2PB0TZPjytxUmeNHMv9W+pjKPCYbCpHdKfW5OLoysx3NmTazPJcJRR8X5k8Ync+kYmehOVMWVOUzZt+JAQs4tjIv64ZDxhtX5OWQYbmdVwDMKvdxWEX2dp6L9MYHvI8dNwK4mjGUUd5PK5KeyKpM7W984xs88sgjnHnmmezZs4e777475vaLLroIgGuvvZb777+f448/nq997Ws0NTVxyy23MGPGDC699NLO/auqqvj617/OLbfcQigUYu7cuTz00EMsXryYe+65pzOnW0RERERE+pcp+9rUed0VY6a24key3up655ykDusaQqyub2NySc8LovUhQ6d2H+RVe1wW54wvoqEtQqNhDSZel8WwXHdGBin2pRyXxfkTimloi+BzW/hSvCqjt3xuF5+ZWER9W5Rcj0VuHx8/U06uLmD+yDw8VmrzCEQGG3P0iPK0s03KRe2XeSsT60jKe++9B8Cjjz7Ko48+6ri9o6hdXV3Niy++yFVXXcXVV1+N1+vl9NNP57bbbuvM0+5w8803U1payu9+9zvuvPNOJk2axN13382FF16Y8Y9HRERERESS09shkZAofkSd2tmsJRylpsk5/G5/z2xpZlyRt0dDI23b7vNBkaZj9eXxBpL+/Lgty6LEkO2d7QqydICoSDqZhkSqqJ19sqpT+4UXXkh632nTprFo0aJu93O5XFxzzTVcc801vViZiIiIiIhkkqmj2p9qp7Zh/6AytbPamvo2uvsKNrRFeW1bC8eMSn0gXiBiE98k7bEgL8XoGxERGRiCtLKS5Y7tytPOPjpFJyIiIiIiA54p+zrV+BG/KX5ERe2sZsrTNj0rejo00jQkssib/fEeIiJD1YcsI0zsFT7DGM4oRvfTiqSnVNQWEREREZEBL2PxI8rUzlqhqM36BmdRe+GYAuKTRno6NLK+n4ZEiohIZpijR2ZjGU+JykCmn8YiIiIiIjLgmYrPKQ+KNAx7U6Z29trQ2Eb808LvtphR5uOwEX7H/h1DI1Nh6tQuVlFbRCRraUjk4KGfxiIiIiIiMuCZ4kf8hiJ1V3JczjdAYRvCUXVrZ6NVdc4C9cRiLy7L4oiKPIoMA/Ge2dJMKIWvd38PiRQRkfQJE2YZHzi2q6idnVTUFhERERGRAc/YqZ3isD7Lsoz3Ua529onaNmsN0SOTir0AeN0WJ1Y5B0N2DI1MVr0pU9tQLBcRkYFvNasIEPszoJBCxjOhn1YkvaGfxiIiIiIiMuCZYkJSjR9pv48hgiSsCJJss6U5TEvciQ6PBeOKvJ3/nlzsZVxhjuO+qQyNNMePqFNbRCQbmaJHZjALl8qjWUlfNRERERERGfAChm5qf4qDIiHBsEh1amcdUzb22CIvOftNiLQsiwVVvRsaWR/SoEgRkcEi0ZDIwaCpqYnrr7+ehQsXUlZWhmVZ3HnnncZ9V6xYwcKFCykoKKCsrIyLL76YnTt39u2C00A/jUVEREREZMALpmFQZKL7qKidXWzbZlVd0LG9I3pkf2W57h4PjQxFbQJxzzsLKFRRW0Qk69jYLDUWtQdHnvauXbu48cYbWbFiBbNmzUq4X01NDccccwxr1qzhpptu4pvf/CaPP/44CxYsoK0ttWHK/c3T3wsQERERERHpSsS2CRqG+/l6UtQ2dHebok1k4NrVGqEuLhbEAiYVOYvaAEdU5PHhniANodj7PLOlmXFx3d37Mw2JLMhx4bZSf96JiEj/2sRG6tgbs82Ljykc1E8rSq/Kykpqa2sZOXIkS5YsYe7cucb9brrpJpqbm3n77bcZM2YMAPPmzWPBggXceeedXHbZZX257F5RUVtEREREhqyobbOxMYQNjC3MwaVi1YBk6tL2ua0efb2MndqGx89W9W0RtrWEGZnnGbTZz6YO69H5HvISDHDsGBr57/WNMdsb2qI8uamJqgLz2+I9rc6idrG6tEVEspIpT3sa08jBOXshG/l8PkaOHNntfg888ABnnHFGZ0Eb4KSTTmLy5Mncd999KmqLiIiIiAx0Edvm76vr2dIcBqAyz8NFk4pxJ+jalP5jigfx96BLGwZ3/MiHe1p5bGMTNu1DE88eV8REQyRHtjMVtU3RI/vrGBq5vjEUs/3DvUE+3OuMMkmkaJCeKBARGexMRe2ZgyR6JFlbtmxhx44dzJkzx3HbvHnzeOKJJ/phVT2n08wiIiIiMiSt2BvsLGgD1LaEWZZCcUv6TsAQD5Lr7tlbGVNkienxs004avN0TTMd5fmwDY9ubKQ5lP0f2/4aQxFqW8KO7ZNLfF3eL9HQyFSpU1tEJDuZh0QO3KL2pk2b+PDDD2P+27FjR68es7a2FmiPKolXWVnJnj17CAaz53dh/UQWERERkSFpY1zHZqJt0v9M8SC5nh52apsytQdB/MimppCj4zwYsXl2S3M/rSgz1hi6tIfluin1dd9BnWhoZCrKc9WpLSKSbXawnVq2xmxz4WI6M/ppRd278sormT59esx/d9xxR68eMxAIAO1RJfFyc3Nj9skGih8RERERkSFpm6Hbs7ZFRe2ByDTI0RQjkgxz/Ej2dzObir0Ay/cGmVnmY2yCIYrZZlVd6tEj+zuiIo91DW1sDzjzsrtT7HUxubjrjnARERl4TNEjkziQfPL7YTXJ+eUvf8kJJ5wQs2348OG9eky/v/3Erqkbu7W1NWafbKCitoiIiIgMOaGozS7DELi9wSit4aixm1f6T8CUqd3Dr5HfEFsSzPJMbdu2Exa1ARbVNPH5KaV4sjwvPhiJsrHJeeIplaK2123xmYnFLNsbZFcKhe1Sn4vpZbl4e3gyRURE+o85emR2n68jFWPGjGHatGlpfcyO2JGOGJL91dbWUlZWZuziHqhU1BYRERGRIWdHIEyiMmZtS5hxg6SrdbAwxo/0tFPbEFuS7YMidwQiNHSRnb03GOW17S0cXTlwO9KSsa4hRDTuS1WQ46IyL7W3tbkeF3OGZ08nmoiI9I6pU3sg52lnyujRoxk+fDhLlixx3Pbmm28ye/bsvl9UL6gFRURERESGHFP0SAfTEDrpXxmPH8nyTO21DYm7tDu8vj3A7tbsfm6vNnSjTyr2YlnqnhYREbMG6lnHWsf2gd6pnSnnnnsujz32GJs3b+7c9uyzz7Jq1SrOP//8flxZ6tSpLSIiIiJDjora2SVgHBTZs/6cXEP8SLZnancVPdIhYsOizc18ZmJRVhaBI1HbWLxPJXpERESGnqW879g2hgMopawfVpNZt99+O3V1dWzd2j4U89FHH6WmpgaAK664guLiYq699lruv/9+jj/+eL72ta/R1NTELbfcwowZM7j00kv7c/kpU1FbRERERIacroraXd0m/cNUdPb3sFM7x9V+uer+jxi2IRy1szJzujkUZavhOTu1xMuKuKGKm5pCfLg3yPSy3L5aXtpsago5ss+9LosxBTn9tCIREckGQyl65NZbb2Xjxo2d/37wwQd58MEHAbjooosoLi6murqaF198kauuuoqrr74ar9fL6aefzm233ZZVedqgoraIiIiIDDGJhkR2aAxFaQpFKchRUt9AYcq8NnVcJ8OyLHI9Fi1x3d+tEZuCLCxqrzF0L5f73Jx2QCFbW/ZS3xZ7QuC5Lc1MKPL2eNBmfzFFj4wvysnKExEiItJ3snFIZE9t2LAhqf2mTZvGokWLMruYPpBdv8mIiIiIiPRSV0MiO9S2hPpkLZIc46BIw8DHZBkjSMLZGUFiih6ZWOwlx2VxclWB47aWsM0LW5v7YmlpY9u2sag9uTi7OspERKRvNVDPR6xwbB+sndpDjYraIiIiIjKkJBMvolztgSWd8SOQYFikoRt8oAtHbTY0movaABOKvUwpcWZOv787SE1T9py42R6I0BiKfQ64aO/UFhERMdnLHq7gcsLE/k43nBFUMqqfViXppKK2iIiIiAwpyRS1tzWrqD1Q2LZNwBQ/0ov4jMFS1N7UFCKu1kuu22J0/scpkydW5eM1RHQs2txExM6Oj3lVfdCxbUxhTq+eAyIiMnhtZxuX8wXWsMpx26HMxULRVYOBfgsQERERkSEl2U5tO0sKfoNdKArRuC+F24JepI8Yi6GmbvCBzhQ9MqHIi8v6+JNTmOPmmFF5jv12tkZ4a0cgo+tLl9V1zo9zUrGzA11ERGQzm7icL7CZTY7bvHi5lC/0w6okE1TUFhEREZEhI9GQyPhG1kDEdgzYk/5hjh5xYVlpjh8x5HYPZLZtJ8zTjnfIsFxG5nkc21+ubaEumHho6kBQF4yw0/A9q6K2iIjEW8NqvswX2c42x21+/NzCz6miuh9WJpmgoraIiIiIDBmmIZFFOS4qDQU/5WoPDIE0D4mEwRE/siMQocGQMz3OkDPtsiwWVhc4LrYO2/B0TdOAviphlaFwP9Lvocjr7ofViIjIQLWMD/gql7GH3Y7bCink5/yaOczrh5VJpjh/excRERERGaRM0SMVeR6KvC62xOVo17aEmVrq66ulJcW2bUcURyIui151Mw8Upk5tU1E6FT7D/QNpjB+xbTvjn/s1Dc5ib3VBDrluc9/SyDwPhw7PZcnO1pjtaxtCrKxrY/IA7XxebcjTnmQYfikiIkPXEt7kar5BAGesVill/IzbmcTkfliZZJKK2iIiIiIyZJiK2iPzPBR7nYXA2pZQXywpKVHb5umaZpbvCRJMsqrtc1tMK/VxUlV+TMZytjF1UCcq3CbLmKmdhviR+rYIj21sZFtLmKr8HM44oJD8nMxcHGvM0+6mMH10ZR4f1bXRGNfh/fCGxrSuLdMUPSIiIh0W8wLf5RpCOH9vq6CCn3MHYzigH1Ymmab4EREREREZMkxF7co8jzF+ZHtLhOgAiWV4fksz7+5qTbqgDRCM2Lyzq5UXt7ZkcGWZ1xwydGpnIH6kOdy7Tu1I1Oa+tQ1sbgoTisL6xhD/WteQkedQcyhqjMfprtjrc7s4sSo/7evpS8VeF8NzFT0iIiKwiP9wHd82FrSrGcMd/EkF7UFMRW0RERERGRISDYkc6fdQ5nPji5sW2Ra12WPYv69tawk7IiNS8eaOANuzNB88Ytu8vcv5secZOq1TkW+4/4bGEFuae96d/9bOALvjni+1LWHeNay/t0zRI+U+N6W+7ou9BxZ7mWDI3c4Wk4q9gyJWR0REeuff/Isf8D0iOH9Xm8hk7uAPjGRkP6xM+oqK2iIiIiIyJCQaEpmX48KyLEYOwGGRUdvmyc1NjnWnwgYWbR7YwwATeWdnq6NQDDC2sHdF2ZF5HmOu9pObmoj04PPU0BbhlW3mjvgXt7bQGErvyRFT9MjEJCM5LMtiQVUBXld2FoZnlOX29xJERKSfLeU9buVmbMNvSNOZya/4LWWU98PKpC+pqC0iIiIiQ0KiIZEdTBEk/V3UfndXq3HdLtoHQZr+M5Uqt7aEeW93+juGM6klFOVlQ6G4Kt/DuF4WtT0ui6NG5jm272yNsGSHc8hUd57b0owhJQVo7/h/tqY55cdMJBy12dDY86I2QInPzacmFFGZ58Gd4Hk00P4r8bo444CCmO9ZEREZmu7iL8btc5jHz7idIor6eEXSH/QbgYiIiIgMCYmGRHb+//yBVdRuDEWMedjDc918bkoJ7gQRDOGozV9W1rE7GNsd/MLWFiYX+zI2uDDdXqptIWgYEnlSVUFa4icOHZ7Lsj2tbA/Efp5e3tbClFIfxd7kcps3NLSxss5ZZN7fyro21jW0Mb6o9wMONzaGHAX0XLfFaMPztytVBTlccmBJr9cjIiLSlyJEWMp7ju3HcBzf50f48PX9oqRfZMdvtCIiIiIivZRoSKTp/3fYEQgTSWE4Yzo9W9NMm+HYp1QXJCxoQ3sX8inVBY7twYjNc1vS1zGcSdsTdJbPLPcZY2J6wmVZLDR8nkJReDrJzupI1OapJPddtLmJUBqeS6Y87QlFXlzKmRYRkSFgA+tpJvZnbx75/ICbVdAeYlTUFhEREZFBr6shkR2KclzkeWILgxG7PZKir61L0P07q9xHVUH30RtjCnOYUeZ8Y/fh3iAbDEXRgcS2bZ7Z0uTY7nNZHFuZn9ZjVebncMgwZ0bzmvo2VtUFu73/WzsD7Ak6nx+TDFEg9W1RXk2Qu50s27ZZ24s8bRERkWy3jKWObdOYjkdhFEOOitoiIiIiMuh1NSSyg2VZCXK1QxleXaxQ1GbRZmdRN89jcdyo5Iu6x4/OJ9cwDHFRTRPhfuo+T8bKujY2Nzm76ueP9GckOuWYUXkUeJyP+3RNM8FIgqBsEg+HrMr3cM64QsYYTj68sSPArkDPI212BCI0xGWPuIBxRb3LGBcREckWHxiK2jOY2Q8rkf6moraIiIiIDHrdDYnsYIq26Otc7Ve3tVDf5iymnjA6H7+h+JpInsfF8aOdRfC9wSivbe9dx3CmhKI2zxsiUsp8buYM92fkmLluFydVOT9PjaEoL9cm/jyZhkNawMnV7Znfp1TnE39OIWrDk5ubsO2enVQwRY9UF+SQ69bbOhERGRpMndrTmdUPK5H+pt9+RERERGTQ6y5P++Ntzo7X2ua+K2rvCoR5Y0fAsX1MQQ7TSlPPiZxZ5qPKMEDw9e0Bdrf23xDMRN7YHnB0IgOcODoftytzmdEHlngZb+h2XrKzle2G5876BPEwhwzPZcS+SJvyXA+HVzgL8TXNYZbu6T7axGSNIXpkgqJHRERkiNjLXjazKWabhcU0pvfTiqQ/qagtIiIiIoOeqaht6so2Fbp3tUbSMuCvO7Zt8+TmJuIP5bbglOp8rB4MArT2DUOM/6U/YsNTm5t73DGcCfVtEV43dJBPKMrJeOHWsixOriogLlIdG/Z9TT7+PEWitnGQZL7H4uiReTHbjqjIo9TnfMv1/JZmWgzF+640haLGqwZM+d0iIiKDkalLezwTKMA5+FkGPxW1RURERGRQS2ZIZIf8HBdFcbnNNhi7ddNt6Z4gNYau8MMr/JTn9nz40TC/h8MMHcMbm0J8uLdnHcOZ8MKWZsJxNXYX7bErfaHE5+bIuKI0tMfPvLertfPfiYZDHjcqn9y4eBiPy+KUKucb7daIzfNbnYXxrqw1RI+U+9yU+twpPY6IiEi2MkePKE97qFJRW0REREQGtWSGRO6v0hDXkelc7ZZw1JglXepzcUSFs9Caqvkj8yj2Oj/e57Y0Ewin1jGcCZuaQqwwxHnMGdG7gn6q5o3wMyzXWSR+cWsLTaFol8Mhp5eZ42HGFnk5yBAd88GeIJsakx9CaooemagubRERGUI0JFL2p6K2iIiIiAxqyQ6J7GCKIMl0Ufv5Lc20RpxRIKdUFeBJQ5Z0jsvilGpnx3BL2OaFFDuG0y1q2zxT0+TYnuexmD8yM8MhE3En+DwFozbP1jTxbDfDIRM5cXQ+vvipkcCizU2Ek4i2CUdtNjSqqC0iIkNXiBArWO7YPkNDIocsFbVFREREZFBLdkhkB1PWdm1L8h21qdrUGOIDw+DAg0p9jC1KX9FyfJGXKSXOx3t/d5Capsx9fN1ZujvIjoAzzuPYUfnkuvv+7Up1QQ4zy52d1Svq2viom+GQieTnuDhulLPjfncwYhwMGm9jY8hRTM91W4w2XFUgIiIyGK3mI9qI/X2phFJGU9VPK5L+pqK2iIiIiAxqyQ6J7Oq2vcEorRmI6YhEbRZtdnYp+9wWJ2YgS/rEqnx8hs7vRZubiPTD0MjWcJQXa52d4hV+NzMSxHn0heNH5eOPnxppYBoOmcjs8lxGGZ5br25rYa8ho3t/awx52hOKvLh6MDxUREQkGy3jA8e26czAQj8Lhyqd2hcREREZhMJRm3d3tVLXFmFysZcDCodmTEEqQyI75LpdlPncjmGA21rCSXVOByNR3tvVauw+jtcYirLbOHQwj/wEmd+9UZjj5phReTxdE1tI3tka4a0dAQ5PQ353Kl7e1kIgfjoksKCqoF8Ltn6PixNG5fP4JucJh/2ZhkMmYlkWC8cU8JeVdTEZ7xEbHljXQEUXz0nTkEhFj4iIyFCiPG2Jp6K2iIiIyCBj2zb/Xt/A2ob2SIm3d7byyXGFHFjSf52v/SXVIZEdKvM8jqJ2bRJF7XDU5h9rGnqVwT0qz8Ps8twe3787Bw/L5YM9QUcH+8u1LUwp8VHicw5KzIRdgTDv7Gx1bD+o1EdVQU6frKEr08t87cMcE0SzdDUcMpERfg9zR/h5My5yZFdrxHjyJREXMK6o/z9HIiIifWWZoag9XXnaQ5riR0REREQGme2BSGdBu8PLtS39tJr+lWr0SIeeDot8c0egVwVtC1g4puuhg73lsiwWVhc4LtYN2/Dslr4ZGmnbNotqmogPdMlxYcye7g+WZXFKdT6mOZ3JDIdM5KiReRT1sgu/uiCnX/LGRURE+sN2trGD7THb3LiZytR+WpEMBPpNSERERGSQWVPvjCrY2Rqhrpvc3sGox0VtwwC+7orVdcEIr27r3cmDuSP83Q4dTIeReR4OHe7sBl9d38Zaw/Mn3T7YE2Rzk/PzeXhFHkXevukUT0Z5rofDK/yO7ckMh0zE67ZYUN27vPTJhoGfIiIig5UpeuRApuAjc1e2ycCnoraIiIjIIGMqakN7wXKo6WlRe4Tf4+hkbgxFaQolHhb57JZmDPHQSTugIIejK/uuS/noyjwKDB3DT9c0EY5mbmhkSzjK84aO8BKvi3kjnAXk/ja/Io/xhR9HfVTleziml1+nScU+Duvhxzoqz8OsDMbTiIiIDDTm6BHlaQ91ytQWERERGUQaQxG2Bcwdxavr25g7AIuGmdKTIZEdclwWw/1ux7DH2pYQk4qdOcpr69uMJw0OKvUxPons4xKvm8p8D+4+HI7oc7cPQ3xkY2PM9rq2KG/sCHDkyMwU2J/f0kwg4iyan1JdQI4p66OfeVwW500oYltLmIgNo9L0dTpuVB7Ty3zG3PdECnJcVBfk9OnzREREpL+Zh0QqT3uoU1FbREREZBBZW28eagewuSlEIBzF7xkaF+v1dEhkh8o8j6Oova0l7Chqh6M2z2xpcty/wOPilOp8fAM4+3hqqZf3duc4hiG+tq2FaaXpHxq5qSnEB3uCznWUeBnXzRDO/uSyLEblp3cwo2VZDPd7GN4HcTMiIiL9JUCAJbzJCj4kFz+f4JOUUJLS/VfzkWP7dGakcZWSjfQblIiIiMggsrreWTDsYNMeTTJjiEQX9DR6pENlXg7v7479fJpytd/cEWBv0BlLcvzovAFd0Ib2wuqCqnz+srIuZmhjx9DIc8cXpe1YkajNos3O4r/PbXFiVUHajiMiIiL9azvbeJWXeYXFvM0S2vj496kneJS/cA9+krt6cCXLiRDbZFDBSEZQkdY1S/ZRUVtERERkkAhFbTY2Ju7UhvYIEhW1k2Pat7YljG3bWPviH+rbzMMhqws8HFTqjCkZiIb7PcwZ4efNHYGY7R1DIycUp6eD+o0dAXYb4mCOTZDtLSIiItkhSpQVLOcVFvMKi1nDqoT7bmYTj/Ew5/PppB7bFD2iLm0BFbVFREREBo2NjaFuBxWub2wjFLUHZHZxuvW2qD3c78ZjEfM5DYRt6tuinbEcz9Y4h0NawMlVBZ2F72xw5Eg/y/cGHYMwn65p4oDCUjy9fL7UBc3F/8o8D7OHDY2TLCIiIoOJjc1rvMILPMurvMJe9iR938d5JOmitmlIpPK0BUAtESIiIiKDxBrDoMJ4oSjddnMPBr0ZEtnBbVmMMOzfUSxfW9/GKsPnfM7w3KzLSe4YGhmvY2hkb9i2zVObm4zF/4XVBbiyqPgvIiIi7QXt7/BtvsXXeZxHUypoA6xmFasMOdmm45iK2tOZmdLxZHBSUVtERERkELBtmzUNzgJrvsdZMOwqd3uw6O2QyA6V+eYIkq6GQx5VmZfSMQaKqaVexhQ4hyG+tq2FuqDzBEGyVta1sc5wImXO8FwqUuicFxERkYHhbd7iBZ7r1WM8waPd7rOZTdRTH7PNh49JTO7VsWVwUFFbREREZBDYHog4oiNcFhxr6L5dXd9G1O4mpyTL9TZ6pENlglztbB4OmUjH0Mj41XcMjeyJ1kiUZ2uc9y3McXF0pfO5KSIiIgPfa7zS7T4TmcwlfJ7fcyff4NuO25/iP4To+upBU572QUzDozRlQZnaIiIiIoOCKXpkTEEOU0p8LNrcRGS/GnZL2GZrc5gqQ1fuYJHZonaIrc3ON2HZNBwykXQPjXxpawtNYWfxf0FVPl63YkdERESy0bu87djmxcshzOEojmE+R1HByM7bxnAAv+LntPHx1YL11PMyL3E8JyY8jjl6RHna0i4720hEREREJIapqD2x2IvXbTG20Fm8Xp1E/nY2S1dRu8znxhc3JDEUZVAMh0zkyJF+CgwxLU/XNBGOJt/hX9sc4p1drY7tE4u9TC7J7uK/iIjIUNVAgzEP++/8i9v4JZ/kvJiCNkAhhRzL8Y77dBdB8gHvO7bNUJ627KOitoiIiEiWawxF2BZwFnEnFrV31U4udhYQB3NROx1DIjtYlpVU7nM2DodMJB1DI6O2zZObnZnjOa72Lm0RERHJTu/zLnbc5JIqqqlkVJf3O50zHdte51V2scu4fyONrGedY/s0ZqSwWhnMVNQWERERyXJr651RGMNz3ZT43EB7Z2y8PcEIu1udhfDBIF1DIjuYIkj2l83DIRPp7dDIt3e2sj3g3O+okXkUe91pWaOIiIj0PVP0yCHM6fZ+hzLX0cEdJcoiHjfu/yEfOLaN4QBKKEluoTLoDY52EhERkUGiKRSlLWJT4nPhGgQxBkNdazhKXVuUEX53Rr+eq+uDjm37F7Lzc1yMzvewpTm2iL2qro0jRmbu18FAOGosMGfaWkMXek+iRzp0V9TO5uGQiXQMjfzLyjr2T8QO2/BUTRPzRvgT3jcchcW1LY7tw3PdzOnifiIiIjLwmYraB3Not/dz4eJUzuBO/hiz/XEe5UL+C4vY35VNQyKnK3pE9qOitoiIyADx+vYWXqptIWq3F9HOn1BEnmdwFcqGkg92t/LEpiZsoNjr4tMTiyn1pb9DNRS12djo7NSeUBTbnT2p2Osoaq+ub+OIkZnpMH53V4CnNjf3eUE7kd4Utbu672AYDplIoqGR6xpCrGtwPue6s3BMAW6drBMREclaDdSzmlWO7ckUtQFOMxS1N7KBD1nG9LhYEdOQSOVpy/70TllERGQA2NUa5sWt7QVtgNqWMP/Z5MyjleywMxDuLGgD1LdFeWh9A1E7/SXejY0hx9BCv8diVH5sIXaSIYJka0uYplDUsb23altCLBpABW3oXVG72OvC73EWYwfTcMhEEg2NTNXBw3IZne+MMxEREZHsYcrTrmYMwxme1P1HU8XBHOLY/gSPxPw7QoQPWebYT53asj8VtUVERAaAlXvbHAXA1fVtrKpzxkrIwGbbNk/VNDm+ntsDEd7Z2Zr2460xRG1MKPI64k7Kcz2UGzrFTffvjaht8+QAPCHTkyGRHSzLYpShKD6YhkMmkmhoZCryPBbHDrLMcRERkaHoHWOednJd2h1O4xOObc/wFK18/HvyOtYSIDbKrIACxjIupWPJ4KaitoiIyACwypCJDPBMTTNtkYHU7yrdWb43yOYm8wDGl2pbaGzrfshesmzbZk2DsyhtGgwJ5m5tUx53byQaENifppR4ezwkssNhFbFF2XKfe9ANh0xkaqmXiUXm51QyTqkuIFdRSiIiIlnPVNRONnqkw/GciJ/Y36GaaeZFnu/8tyl6ZDozcamMKfsZ3K0lIiIiWaC+LcKOBEXAhlCUxbXNnFhV0Merkp4IRqI8t6U54e1tUZtntjTzyXFFaTne9kDEER/itmBcoTnmYVKJl9fj8pE3NIYIRqJpGXTY0BYxDggs8Lgoz01/nnh3XBaMzs/h8IreDyccU5DDpycW8cHuIPk5Lo6o8A+64ZCJWJbF2eMKeWNHgJqmUGdMUnfyPBbTy3KZkOAki4iIiGSPBupZy2rH9oOZk9Lj+PFzIifxWFzkyOM8wimcCsAHvO+4n6JHJJ6K2iIiIv1sdV3X8Q9LdrYyvSyXil5kAkvfeLm2heb4gOs4H9W1sba+LS2FPlOX9ZiCnITF1lF5HvI9VswaIzasbwgxJQ3DDp/d0kyboeL5yfGFgyJPeWyhl7GFQ7NA63FZHJmhoaIiIiIy8L1nyNMewwEMY1jKj3Uan3AUtd/mLWrZSiWj+EBDIiUJQ6O9REREZABb3U2msQ0s2tyUkSGDkj47A2GWJJmZ/VRNE6Fk2127sLY+5NjWVbHcsixjNEl3z8FkrKlv4yPDCZrZ5RoQKCIiIpLt0hE90mEms6hmjGP7f3iM3exiK1titrtwMZVpPTqWDF4qaouIiPSj1nCUTU3OwmS8rS1h3tuV/iGDkh6JhkN6LIwD8urboryyzRnTkYrGUIRtAWd2d3fZx5OLnR3ZaxraiPTipElbpP3jj5fnsThulLp7RURERLLduyxxbEt1SGQHC4tTOcOx/QkeY6khemQCE8mnd4OrZfBRUVtERKQfrWlocxRCi3LM+cMv1rY48pNlYEg0HHL+yDwOr/BzQIGzU/nN7QF2GorSyTJ1aQ/PdVPi6zq7+oDCHOJnJgYjNpuTOLmSyCvbWmhocz43TxydrwGBIiIiIlmunjrWGPO0e1bUBjiV0x2DH2vZyj381bHvDGb1+DgyeOldhoiISD8yxT5MKvFySrVzMGQwYnc5hFD6R6LhkKU+F/NG+LEsi1OqC3BbsbdHaY+VsXvYIW3K0zZFi8TzuCzGG7q5expBsiMQ5q244ZMAYwtzOCgNOd0iIiIi0r/e413HtgMYS3kP8rQ7jKCCuRzm2L6C5Y5t05nR4+PI4KWitoiISD8JR23WNzi7YycVexlTkMOMMmdBcPneIOsbep9/LOmTaDjkgqoCPK72SnZZrpsjKpwxHDXNYZbudhanuxOK2mxsdD53kilqQ/tzLN7quraUC+y2bbfnvcdtd1twclUBlmUZ7yciIiIi2eMdQ/RIb7q0O5zGmUntN11DIsVARW0REZF+srExRFvcsECf26J6X1TF8aPz8ce399Le3ZuOIYPSe4mGQ04u9jq6oQ+v8FNmiAZ5fmszLSnGymxsDBFfR/d7LCrzPEndf0KRl/hnVkMoyo5AJKV1vL87yJZmZ4TKERV5lBkidEREREQk+7ybxiGR+zuaYymksMt9yihnFKN7fSwZfFTUFhER6SemuIeJRV7c+7pb8zwujh/tHIhS1xbltV4OGZTe62o45IlVzq+bx2VxcrVze2vE5rmtqcXKrDE8dyYUeXEl2Rnt97gYY8j5TiWCpDkU5QXDust8bg6v8Cf9OCIiIiIycNVRx1rWOLb3dEjk/nz4WMDCLveZzkwsRzuGiIraIiIi/cK2bWMmcnwsxIwyH9UFzu7b13cE2NXa8yGD0ntdDYcs9pq7lMcWeplmyJletifIxsbkCsq2bbPGEEGTbPRIB1MEySrDczKR57Y00xpxXjFwSnV+Z+yKiIiIiGQ3U5f2WMZRRnlaHr+7CJIZih6RBFTUFhER6QdbW8KOHGa3BeOKYrtnO4YMxtcIo3bvhgxK73Q3HLIrJ4zOJ9cYK9NMOIlYme2BCE1xcSVuC8YVOjuvuzKpxFnU3hGIUN/WfQTJhsY2PtzrLIBPK/VxQGFqxXURERERGbgyFT3SYQpTGc+EhLerqC2JqKgtIiLSD0wxDwcU5uBzO380D8v1cLihULq5KcyyPakPGZTeS2Y4ZCL5OS6OG+WMIdkTjPDGjkC3xzZ1+I8pMD93ulLsdTPC7+wo7y6CJBy1eWqzs6Cf67Y4wRCXIyIiIiLZK9NFbQuL0xN0a+eQw2SmpO1YMrhkXVG7qamJ66+/noULF1JWVoZlWdx5553GfVesWMHChQspKCigrKyMiy++mJ07dzr2i0aj/OQnP2HcuHHk5uYyc+ZM7r333gx/JCIiMpStrnMWDicXO2MpOhwxMo8Sr/PH9nNbmwmEUxsyKL2TynDIRGaV+xid74yVeXVbC3tau+6UXlsfcmybkGL0SAdTBInpubm/17cH2BN0rvH4Ufnk52Tdr5YiIiIiksBe9rKOtY7t6cjT3t8pnIYbZ7PFgUzFR+L3SDK0Od9NDXC7du3ixhtvZMyYMcyaNYsXXnjBuF9NTQ3HHHMMxcXF3HTTTTQ1NXHrrbfywQcf8Oabb+L1fvwm7rrrruPmm2/mi1/8InPnzuXhhx/mwgsvxLIsPv3pT/fRRyYiIv1tRyDM4toWWsJRppb6OHRYLlaSg/dSsac1wm5DUbCrTOQcV3sMyT/XNsRsD4Rtfrd8L940Zhj7PRYzy3M5dHjfDvvb1hLmpdpmdgW6j7/oT8GInfRwyEQ6YmXuXFnH/qckIjb8dVUdvi6+ng0h50mMiUkW0+NNKvbxyrbY7vCNTSHuWLYn4X0aDcevyvcws1xvOEREREQGk/eMedrjKaUsrccppYz5HMViXozZrugR6UrWFbUrKyupra1l5MiRLFmyhLlz5xr3u+mmm2hububtt99mzJgxAMybN48FCxZw5513ctlllwGwZcsWbrvtNr7yla9w++23A/CFL3yBY489lm9961ucf/75uN3mYU8iIjJ4tEVsHljXQH1be8FuS3OYSNTmsIq8tB/LFB8xKs9DQTddruOKvEwt8bIirpO2NWIbB/b1VEMInq5pxgIO6aPCdn1bhHvX1BNM48fRl7oaDpnICL+HuSP8jsiRYMRO6fMwPNdNia9nv6tU+N0U5bgchXJT4TwRF3BKdUFGTgCJiIiISP95x1DUTneXdodP8RlHUXsBCzNyLBkcsu4aUZ/Px8iRI7vd74EHHuCMM87oLGgDnHTSSUyePJn77ruvc9vDDz9MKBTiy1/+cuc2y7K4/PLLqamp4bXXXkvvByAiIgPSqvpgZ0G7w+LaFuoMHdW9P5Yz3sEUA2FyYlVBl1286fTi1hbHQMJMsG2bpzY3ZW1BO5nhkIkcOTKPIkOsTCq66vDvjmVZxoGRqZg3ws9wf9b1SYiIiIhIN0x52pkqah/CHL7J1VRQwUgquZrvcKDytKULWVfUTsaWLVvYsWMHc+bMcdw2b9483n333c5/v/vuu+Tn5zN16lTHfh23i4jI4LfGUGgO2/BUTRO2nb5ia3MoypbmsGN7soXFghwXx45Kf/e4STBq8/wW50DAdFtV38baBmdOdLZIZjhkIl63xclVBb06/tTS3sV+TOvF/Yu9Lo6s7Jvno4iIiIj0nb3sYT3rHNtnc0jGjvlJzuNBHucBHuVMzs7YcWRwGJRtNbW1tUB7VEm8yspK9uzZQzAYxOfzUVtbS0VFheOS2Y77bt26NeFxduzY4Rg8uWnTpt4uX0RE+lgkarM+QVF1XUOIj+ramNLLwmGHNQ3O4nmZz015CvERBw/LpaEtypKdAcIZbm7+cG+QWcNyGVOQk5HHD0aiPFOT+cJ5JnhdFseMykt6OGQiE4u9nDg6n8W1LbRFk/+Ceiw4dlQ+I3rZJT0qP4fjRuWxuLaFVJrly3PdnDOukJw+unJARERERPrOu7zj2DYuA3naIj01KIvagUB7NqXP5yxA5Obmdu7j8/k6/+5qv0TuuOMObrjhhnQsWURE+tHm5hDBLoqJz2xpZlxRDj537y9wWlXnzNOeVOxNKY/YsiyOG53PUZV5NIfTFw8Sitrcvarekc/99OYmLp1SgisDmcmLa1uMgwdPG1PAAYWZKaSnS2GOK22fk7kj/BwyPDeluJeCHBfuNB3/8Io85g7305Tk88ljWeR3kwEvIiIiItnLFD1ycIaiR0R6YlAWtf3+9lzLYNBZOGhtbY3Zx+/3J7WfyZe//GXOP//8mG3PPfccV155Zc8WLiIi/cIUPbK/plCUl2pbWNDLmIi2iM3GRmdHeLJ52vE8Livl4YTdOW5UPk9uborZtrM1wts7W5nbw9zoRLa1hHl7Z6tj+4SiHGaU+Ybc4EG3lf6vZ0rHz8DzSURERESyk3lIpDPmV6S/DMqidkd0SEcMyf5qa2spKyvr7M6urKzk+eefx7btmDfPHfcdNWpUwuOMGDGCESNGxGxbs2ZNr9cvIiJ9x7btbovaAG/vbGV6mY/KvJ53D69vbHPEheR5LEblD5wfxzPLfby/u5Xaltjc75drW5ha6qMgTd25Udtm0eYm4vvjPVZ7RvVQK2iLiIiIiAwUe9jNhj7O0xZJ1aC8bnT06NEMHz6cJUuWOG578803mT17due/Z8+eTUtLCytWrIjZ74033ui8XUREBq/dwQh1bbGRCxZgqt0+uamJaC+GRq42FM8nFnszEuvRUy7L4uSqfMf2dA+NfHeXs3AOcOTIPEpSyBcXEREREZH0MuVpj2cCpZT2w2pEzAZlURvg3HPP5bHHHmPz5s2d25599llWrVoVExly1llnkZOTwx133NG5zbZtfvvb3zJ69Gjmz5/fp+sWEZG+ZerSHp3v4aiReY7t2wMR3jHEZSQjmqAjvKfRI5lUmZ/D7PJcx/YP9wbZ1GQeqJmKxlCEl7a2OLYPy3UzryK9ESciIiIiIpIaU562okdkoBk41zun4Pbbb6euro6tW7cC8Oijj1JTUwPAFVdcQXFxMddeey33338/xx9/PF/72tdoamrilltuYcaMGVx66aWdj1VVVcXXv/51brnlFkKhEHPnzuWhhx5i8eLF3HPPPbjd6hYTERnMTIXmicVe5ozws2xPkJ2tkZjbXqpt4cASL4UpZg9vbgo5BjDmuGBs4cAragMcOyqPlXXBjAyNfK6m2TiY85TqgrQNPhQRERERkZ55B2fygYZEykCTlUXtW2+9lY0bN3b++8EHH+TBBx8E4KKLLqK4uJjq6mpefPFFrrrqKq6++mq8Xi+nn346t912W2eedoebb76Z0tJSfve733HnnXcyadIk7r77bi688MI+/bhERKRvBcJRtjQ7IzAmFnlxWxYLxxTwt1X1Mbe1RW2e2dLMJ8cVpXQsU/TIuEIvOa6BWcT1e1wZGRq5rqGNFXXOz8XMch/VBT3PKxcRERERkd7bzS42ssGxXXnaMtBkZVF7w4YNSe03bdo0Fi1a1O1+LpeLa665hmuuuaaXKxMRkWyytqHNMaiwxOuiPLe9C3v0vhiO93bHRo58VNfGmvo2JiYZHWLbtrGoPRCjR/aX7qGRoajNU3FFcgC/x+L4Uc4cbxERERER6VumPO0JTKSEkr5fjEgXBm2mtoiISHcSRY9Y+0VgHDcqjzyPs5v6qZomQoYIDZOdrRHqDcMoky2K95d0D418dVuLYygnwAmj8vF79CuJiIiIiEh/M0WPKE9bBiK9gxQRkSEpErVZ3+AcehhfaM71uDhxtLOw29AW5ZVa57BDE1OXdlWBJysKuekaGrkrEOaNHQHH9jEFOUwv8xnuISIiIiIifc00JFJ52gPfCy+8gGVZxv9ef/31/l5eRmRl/IiIiEhvbW4OOYYV+lwW1fnOXOeDSn0s3R1kY1wR980dAaaV+Rju7/rH6WpDhvTk4uwp5HY1NPJzU0q6He5o2zaLapqIb2x3WXBKdX5MZ7yIiIiIiPSPXexiExsd22dzcD+sRnriyiuvZO7cuTHbJk6c2E+rySwVtUVEZEgyRY+MK8rBbRjcaFkWp1QX8KeVe9m/rhsFntzcxEWTihMWZhvaImwLOIdRDvQ87f11NTTynSSGRn6wJ8jmJufn4PAKP+W5+lVERERERGQgeM/QpT2RSRQrTztrHH300Zx33nn9vYw+oXeSIiIy5Ni2nTBPO5GyXDdHVOTx8rbYyJEtzWEe39REsdccJbKrNeLYNjzXTYnPneKq+9esBEMjF9e2EIhE6arX+p2drY5tpT4X8yvy0rxKERERERHpKVOe9sHK0846jY2N+P1+PJ7BXfYd3B+diIiIwe5gxDGw0AImFHXdPX14hZ/le4PsCcYWqpftCaZ0/Ekl2dOl3cHaNzTyr6vqY7a3RW1e3ebMyu7OyVUFeAxd8SIiIiIi0j/eMXRqH6I87axy6aWX0tTUhNvt5uijj+aWW25hzpzBeWJCRW0RERlyTF3ao/O7H9zocVmcXJ3PP9Y09Or42ZSnvb+OoZHv7XZ2XqfioFIf47o5gSAiIiIiIn3nNV5hM5titllYytPuJ5s2beLDDz+M2TZ8+HBGjBhh3N/r9XLuuedy2mmnMWzYMJYvX86tt97K0UcfzauvvsrBBw++r6OK2iIiMuSkGj2yv7GFXqaV+vhwb2rd2R2KclxU+LMremR/iYZGJsvntjhhdH6aVyUiIiIiIj3VQgu38H+O7ZM5kCKK+2FFcuWVVzq2XX/99Xz/+9837j9//nzmz5/f+e9PfOITnHfeecycOZNrrrmGJ598MlNL7TcqaouIyJASCEfZ0uwcWjgxhc7hE0fnsy0QZrchL7s7x43KTzhUMhv4PS5OG1PAQ+sbiXa/ewwLOHVMAQU5XXfEi4iIiIhI3/k9v2E72xzbP8Vn+mE1AvDLX/6SE044IWbb8OHDU3qMiRMnctZZZ/Hggw8SiURwu7O3ucpERW0RERlS1ja0Ed9jXOJ1UZ6b/A/4vBwXF08qZnV9G/VtyZV2Pa72Lu+Redn/o3dyiY9Lp7hZ3xiiLcmO7RwXjCvyMsKf/R+/iIiIiMhgsZxl/It/OLbPYR6ncFo/rEgAxowZw7Rp03r9ONXV1bS1tdHc3ExRUVEaVjZw6J2liIgMKYmiR1Ltns71uJhRnpuuZWWd4X4Pw1WgFhERERHJWmHC3MwPsePafnz4+BbXYpG9V5hKu3Xr1pGbm0tBQUF/LyXtdP2viIgMGZGozfqGkGN7snnaIiIiIiIig8U93MVa1ji2f54vUUVVP6xIemrnzp2Obe+//z6PPPIIJ598Mi7X4CsBq8VKRESGjM3NIYLRuC4El0V1fk4/rUhERERERKTvbWIjd/JHx/bJHMgFXNgPK5LeuOCCC/D7/cyfP58RI0awfPlyfv/735OXl8fNN9/c38vLCBW1RURkyDBFj4wrysHt0mV1IiIiIiIyNESJ8hN+RBux74/cuLma7+JRuTDrnH322dxzzz389Kc/paGhgeHDh3POOedw/fXXM3HixP5eXkboWSoiIkOCbdsJ87RFRERERESGisd4hHd5x7H9U1zIgUzphxVJb1155ZVceeWV/b2MPqWitoiIDAm7gxHq2qIx2yxgQpGK2iIiIhIrTJi3eIOneZK3WYIXL+dxAedxAW7c/b08EZEe28Uufs3PHdtHMZov8KW+X5BID6moLSIiQ4KpS3t0vge/Z/ANzBAREZHU2dgsYylP8STP8Qx17I25/Zf8lBd4lmu5nmrG9OgYESI8waM8wH000siBTOEQ5nAIcxjHeCyyMxKthRYe4UE2s5mRVDKZKUzmQEop7e+liUicn3MLTTQ5tn+La8gltx9WJNIzKmqLiMiQoOgRERERMVnHWp7mSZ5mEbVs7XLfpbzPJXyGy7mCc/kULpI/Of4Gr/FrfsFa1nRu20YtL/I8AKWUcTCHcgiHcghzGMMBWVHkXsVKvse1bGaT47bhjGAyBzKZKRzIgUxiChVUZMXHNViECbOaj/iApSxjKav4CA8eZjKbYziOQ5iDF/1OPFQs5gWe51nH9oWczjwO74cVifScitoiIjLoBcJRtjSHHdtV1BYRERmatrONZ1jEUzzJGlandN8gQX7OrbzEC1zL96hkVJf7r2UNv+YXvMFrXe63lz08x9M8x9MADGP4viL3HGZzMKOpGlDRJzY2/+Kf/JpfECJk3GcnO9jJDl5hcee2IoqZzIEcxDRO5yyqqOqrJadkG7U8y9MUUcTJLMSXJR2se9nLMpayjA9YxlJW8CFBgo791rOOh3mQfPI5giM5muM4gvnkU9APq5a+0EQTt/Jjx/YSSrmS/+2HFYn0joraIiIy6K1taMOO21bidVHuGzhvDEVERCTzPmIlf+MvvMBz2I7fDlLzDku4mE9zBV/nE3zS0X28i138kd/yOI8QJZrgURLbxc59HeRPAuDFxzjGMY7xjGM845nIOMZTwciUOsbToYF6buJGFvNij+67hDdZwps8wH3cwR+ZyKQMrLLnXudVruP/0UorAPdwFzdxC+OZ0M8rcwoT5lme5i3eYBlLjR3zXWmmmWd4imd4Cg8e5jCPozmWoziWYQzL0KqlP/yW29nFTsf2r/ENiinp+wWJ9JKK2iIiMuglih6xLF36KiIiMhS8x7v8jb/wOq8mfR8vPo7iaA5hDn/nb2xli2OfAC38hJt4kee5mu8wggoCBLiXv/F3/kaAQNo+hjaCfMRKPmJlzHY/eZ3F7vFM4DDmM47xaTtuvPd5jxu4ju1s7/VjNdPMjXyXP3LXgInAeJ1XuYZv0sbHvz9uZhOX8Tmu43qO56R+XF2sMGG+zVUpPa+7e7zXeZXXeZVbuZlpzOBEFnA6Z6qDO8st5T3+zb8c2w9nPgs4pR9WJNJ7KmqLiIiDbdsEoza57v4ZomjbNg2hKHbvGqjaHwtY3+C8JFbRIyIiIoObjc3rvMpd/IWlvJfUfVy4mMM8FrCQYzmus5B3CqdxB780FoWgPS/7Yi7gbM7lPzzObnZ1eZxpzODTfJaNbOAdlrCMpTFF1FQEaGE5H7KcDwH4FT/nIKZzJmdzIgvIJ79HjxsvQoS7uZM/8XsiRIz7TGQyE5nEaj5iA+sT7re/tazhT/yey/lqWtbZG6/xCtfwTWOcSoAA3+FqLuISLuPLAyIK5nf8Om0F7Xgdg1OXsZQ/8FvO4BOcz6cZxeiMHE/Sbw+7eYclvM0SXuIFx+1+/HyLa5RxL1lLRW0REYmxtr6Nxzc10hK2GVuYw9njCvu0uL1m3/ED4TRUtBPwuSyq83My9vgiIiLSfyJEeInnuYu/sIqPkrrPQUzjZE7lBE6i3BC5kEce3+RqjuV4/o8bjV3KTTRxN3/t8jijGM3lXMHxnNhZSLqULxAkyId8wDu8zTss4UM+IIxzHkiylrOM5Szjl9zGiSzgTM5mGjN6XLzaxS5+wPdYwpsJ9zmXT/EVvoYPHwBBWlnHWlbxER+xktV8xBrW0GbId/47d3EURzODWT1aXzp0VdDe3938lY9YyQ38qF8jG17gOf7O35Lat5hipjOTGcxiGtOpo46XeJ5XeZlmmru9fwvN3Me9/It/cgzHcQEXMoNZKT+fgrSynvXkkMN4JqiYmmYNNPAe7/A2b/E2b7GedV3u/0UuZySVfbQ6kfRTUVtERDrtDUZ4cH0DkX315A2NIR7f2MS544v65Pi7W8P8e7/jZ8q4ohzcLv0SLSIiMpiECbOI/3A3d7KJjd3uP4zhnMU5nMxCqqhO6hhzOYy7+Ce/4qc8xiNJr62QQj7H5zmHTxljNnz4OIQ5HMIc4Eu00soylvIOS3iPd1nHGhppTPp4HQIEeIxHeIxHGMs4zuQsTuF0SilN+jHe4DVu5HvUsTfhx3YN3+NYjo/7mHKZyjSmMq1zW5gw7/MuV3FFTNE+SpQfcD1/5V78+FP8KHvvVV7mWr7VbUG7w1u8wef5L27iFiZzYIZX57SRDfyIG4y3WViMYzwzmMl0ZjGdGVQzxlFAPoGTCBHiHd5mMS/wEi90e4VBlCgv8Bwv8BxTOYgLuJDjOQmPobRkY1PLVpbxAR/yAcv4gNV81Nm9fzCH8j1uZAQVPfwsiI3NOyzhdV7lbZawipVJzwqYykGcxwUZXqFIZlm2nY6Lu6XDww8/zNlnn81DDz3EWWed1d/LERFJmm3b/HNtAxsanb/Mnz++iAkZjuuwbZt71zSwqSm5NxO9ccYBBUwvy44J9iIiItK913mVn/ITtlDT7b6jGM3FfI6FnN6rHOdXeZmb+WGXhUAPHs7hfD7H53vV1Wtjs4tdrGct61jLetZ1/h2gJaXH8uDhaI7lRBbgwUOAVloJ0EILrQQ6/7QSoI46XmFxwseawUy+z49S7vb8K3/i9/zGsf0czucbfDulx+qtrgraM5hJKeW8xPPG+/rw8W2+wymcmulldmqhhcv4nLEL9xI+z4VcTEEP8q+jRFnJcl7kBRbzAhvZkNT9RlDBuZzPyZxKDZv5kGWdRey97OnyviWU8D1+yGEcnvJ6h7oIEb7D1Qmfm13x4uUP/HXADWiVdqorJk+d2iIiAsCKvW3GgjbA0zVNHFBYiieD3c0f7g32SUE7z2MxSXnaIiIig8JOdvALbuN5nu123/FM4GIu5YQEnaWpms9R3M0/+Rm38hT/cdx+HCdwOVck3QXeFQuL4fv+zNuvAGhjs53trGMNa1nDszzFalZ1+VhhwjzPs0l9zrpaz8V8js/zpR59Lj/LJbzMYpazLGb7g9zPURzbZ0XO7grat/Er/Pj5G3fyB37j6IINEuRGvssKlvNVvpaW51VXbGx+zA+NBe1jOI4v8j89jvRw4eIgpnMQ07mcr7KOtTzI/TzBowQNkTEddrCd33A7v+H2lI9ZRx3f4Aou4fP8N18cEDnl2eJP/C7lgrYLF9OYzhf5sgraMiioqC0iIrSGozy7pSnh7XVtUd7YEeDIkXkZOX4gHOW5Lc48vxwX+D3pyfO2gHKfm2NH5ePrpwGYIiIikh5hwvyLf/JHftdtp/JBTOO/+G+O5GhcpPd3gCKKuZ4fcBwncCd/ZAPrmclsPs9lzGR2Wo9lYmExct+f+RzFxXyOj1jJozzE0zxJE4l/v+upMsr5LjfEFNdT5cHDd/g+l/JZR8H0/7iRu/gHRWQ2/q6rgvZMZnErv+wcsnkJ/82BTOH7XGeMgbmfe1nDR5zFOTTRRDNNNO77u/3/7f93E/nk8wk+ybl8KqVC+L/4J8/wlGN7NWO4ju+nNaN6PBP4JlfzRf6Hh/k3D3Afu9iZtsfvYGNzJ3/kA97n+/yQMsrTfozB5lVe5q/8Oal9JzCRQ5jLocxhNodQSGGGVyfSdxQ/kma6TEBEstGizU28u6u1y308FnxhaiklvvR3UPxnUyPv73Z2gHxqQhHji9RVLSIiIh9bxlJu4WbWdNORfChz+S8u5VDm9tlAugiRAdNt2korL/Asj/Ew7/JOWh5zHofzXW5IW+Hxfv7Bz7nVsf0UTuV7/CDpx1nNKlbx0b486XGMYWxnQdrkFRZzHf8vqYL2/mqo4Vq+yVrWJL22rkzmQL7Nd5jC1G73Xcp7fJUvdWZSd8gll99zJxOYmJY1JRIixHM8wz/5Ox+xoseP48GTcAhqOeXcwE0czKE9fvzBbhvbuJTP0kC98fZqxnAIcziUuRzCoZRS1scrlN5SXTF56tQWERnitjSHui1oA4RteHZLc9qHRm5uChkL2lNKvCpoi4iISKcG6vkNt/MI/+5yv4M5hP/hCqYzo49W9rGBUtCG9mLnQk5nIaezmU08xiP8h0fZze4ePdbn+AKf5b/S2u1+Lp9iMS/yNm/FbF/Efzia4zieExPe18ZmCW9yF3/hHZY4bq+gggMYx9jO/8YzlrEs44MuCtqzuZVfJCyIV1HF7/gLN/MDY8d0qlbxEV/kEj7FZ/g8XyIP81WRe9jNd7nGUdAG+DbfyXhBGyCHHE7hVE5mIe/zHv/kHhbzYpeDCXPI4UCmMp0ZTGMG05lBDl5u4Du8xRuO/Xezmyu5nC9yORdxSdqvrMh2IUJ8l6uNBe0LuJBP81kN3pQhRUVtEZEhLGrbPLnJeVmq19WeO/3h3thi8+r6NtbWt6VtaGTEtlm02Xl8n8vipKrUB9yIiIjI4GNj8x8e59f8nDrqEu5XQilX8HVO4bQ+68zOFtWM4XK+yhf5H17jFV7gOXayg1xy8ePf979+x//34yefAmZzCH78aV+XCxfXcj3/xQU0ExtFdws3MYvZjq7wKFFe5iXu4s+sYHnCx96+78+bvJ7UWroraHfw4+f7/IipHMQd/MpYaE5FlCj/4B5e4Dm+wbeZz1Ext4cJ8z2uMUZ/nMunOJmFvTp+qiwsZnMwszmYGmr4F//gPzxGE02MpJJpTGc6M5nGDCYx2TiM9TZ+yV/5M3/m946ieJQov+PXLOU9vssNvRqwOtj8ml84cugBDmc+X+XrOgkgQ46K2iIiQ9hbOwLsbHX+In50ZR4zy31sbAzRFI7G3JbOoZFv7Qiwy3D8Y0blUZCjX8pERESGurWs4af8hPe6iM+wsDiLc/gSX8l4DnO28+DhaI7laI7t76V0GslIvs63+BHfj9leTz0/5kfczG1YWIQJ8yxPcRd3ssEwKLE3ki1od7Cw+DQXMYkpfI+ruzzZkqxt1PItvs5JnMzX+EZnMf+3/NoYHzOdmVzB//b6uL1RRRVf55t8la8TJJj058+Nm//mi8xkFt/nO+xlj2Of13iFS/ksN3ATM5iV7qVnned4hvv5h2P7CCr4LjeqoC1DkoraIiJDVH1bhJe3OQcrVfjdHDo8F5dlcfzoPB7dGNtJna6hkXXBCC/XOo8/Ms/DwcNye/XYIiIikt22sY0/8Tv+w2NdxhtM5kC+yTVMY3ofrk7S7VRO5yWeZzEvxmx/mZd4iAcA+Dt/Yytb0n7sVAva+zuUOdzJ37mHu9jMJvz4KaCQgn1/8imgkMLOvwsopJ56fsGtCXO5n+Ep3uA1vsLXKKCAe/mbY58SSvkB/0cOOSmvORM8+/6kag7z+Av3cD3X8j7vOm7fzna+wmVcwn9zCZ/v0TEGg01s5P8MGfNu3PyA/6NE3ewyRA3NVwQREeHpmmZCUef2hdUFuKz2LuyDSn28t7uVzU2xw1xe29bCtFJfj4dG2rbN0zVNhOPeo1pxxxcZCmxsHuVh7uGvhGhjDvO4kP9iLOP6e2myj43NetbxCotZxlJChPCRiw8fufv++Pb9q2ObDx9FFDOdGWkbqCYyFNRTx9+4kwe4jzbaEu6XRz6XcTmf5LwhW+gaTCwsvs11fMD7jq7nW7k5qccYwwFUM4aNbGALNV2eDOkwk9ncxi8TZlknYzgj+DrfTOk+f+Zu7uVu/swfaMM5W6aRRm7mh8b7unBxIzcNmuzk4Qznl/yGP/Ab7uavjtsjRPgzf+B1XuN6fkAV1f2wyv7TSivf4du0xMXzAHyVrzOdmf2wKpGBQT/9RUSGoFV1QdbUO98oHjIsl8r8jzs+LMvi5KoC/ryyLuZtQW+HRn5U38baBudwnkOH5zIyTz+aZOhopZWf8CMW8Z/ObY/zKI/zKEdxDBdxiS657SdttPEe7/AKi3mVl3vVHTiFg5jPkcznKA5kqi4RFjFopZX7uJe7udORrRzvRBZwBVcxnOF9tDrpC6WU8f+4jmv5Vkr3O5Cp/BeXcgzHdb6+BmllE5vYyHrWs54NrGMDG9jMxs4M7OM4gev4fq8K2j3lwcPFfI7jOYlbuIklvJn0ff+Hr3AoczO4ur7nwcPlXMEMZvFDvk8jDY59lrOMz3EhX+MbnMFZQyY3/6f82NjVfxwncD6f7ocViQwcqhyIiAwxbRGbZ2qcbxYLPC6OGeX8pX6438Oc4bm8tbM1ZntPh0YGI1Hj8QtzXBxd2fdvKkT6Sy1buZZvsYqPjLe/zEu8zEvMZBaf5RLmc5SKoRm2l728xiu8wku8wesEcEYk9cRKlrOS5fyZP1BGOUcwnyM4inkcRj4aiitDW5gwj/MIf+L37GZXl/tWUc03+DbzOLyPVid97ViOZyGn8SRPdLvvwRzCxfw38zjMUeD0kcskJjOJyTHbw4SpZStevFQwMq1r74kqqvg5v2YRT/BLfko99V3ufwzHcyH/1Uer63tHcQx/4W6+x7XGgYgBAtzMD3mNV/g21w36IZKP8wiP86hjexXVXMP3hkxhXyQRFbVFRIaYxbXNNBhyR06syifXbS6YHVWZx4q9bWkZGvlSbQtNhuOfVJWPL8HxRQabJbzJ97im2zevAEt5n6VcxVjGcyEXczILB0yG5mCwkx08yRO8zEt8yAdJXa7eG3vY3dmN78HDLA5mPkcyi4PJwYsLF27cuPb96fj/Fi7c+/5dSJFOcMiA1EQTj/MI7/EOUaJ49wXzePf9v45/d2yxsfk3/2ITG7t83CKKuYT/5pOchw9fH3000l++zrd4h7fZwXbj7fM5iov5HDOZnfJje/BQzZherjC9LCwWcjqHcyS/4mc8yePG/aoZw3VcP+gLmZWM4jf8kTv5E3/lT0Rxvm94kedZxgd8h+8P2pNca1jNrfzYsd2Ljx/yYwp0UlxERW0RkaFke0uYJXEd1wDjC3OYUpK449rndnHC6Hwe2dgYsz3VoZHbWsK8Yzj+hKIcJqfY8S2Dj43NO7xNA3XM44geDWwa6Gxs7uVufsOvjG/SurKBddzEDfyB33ABF/IJPpny58jGJkiQFpppIUALzQT2+7uQQqYzEz/+lB43G63gQ/7JvTzH052Xove1MGHe5i3e5q2U7ldCCV/kcs7inEFf3JDs8Sov8xNuYic70vaYPnx8ms9yIf+lAs4QUkgh3+EGvsEVhGiPq7OwOIGTuIjPMZkD+3mFmVFCCd/lBhZyGj/hppjYq1xyuYmfDJnvAw8evsCXOIzDuZHvGSPAdrOL/+WrfIrP8D98dVCd8Gqmie/wbWPe+lV8y3EFgshQpaK2iMgQEbVtntzc5OhB9FhwcnUBVjfDGaeWenl3t6fHQyOjts2Tm5zHz3Eld3wZ3Npo43tcw2JeBKCQIr7J1ZzEyf28MqetbOFFnieHHA5lLmMZl1RhMUCA/+NGnuVp4+1evJzFubzE82xnW8LH2ckObufn3M7POzt5PXgMf7f//45jB2ghQKDbYnoe+SzgZM7kbKZw0KAqmoYJs5gX+Cd/5wOWpnRfFy5mMpv5HMU4xhMkSJDWff+7D2E1pwAAPLdJREFU/9/t/z9AgJUsZwPr0/5x1FHHLfwfb/EG3+Y7FNGz+QbJaqSR9axlHWtppomDOZSDmJ7RY/bEXvaymo9YzSq2sJlCipjLYczmEA0SzKAG6vkFtyUVF5EsN27O5Gwu5YsMY1jaHleyx6HM4Tf8kUX8h0IKWcBCxnBAfy+rT8zlMP7GP7mXu3meZyihlC9zJeOZ2N9L63MzmMWd3MPPuY0nDDEcAPdxL0t4k+/zIyb04edoF7tYzAu8xRu00sp4JjKPw5jFwT0usEeJsobV/JHfsplNjttP5QzO4KzeLl1k0LBs287sNZZDzMMPP8zZZ5/NQw89xFln6cVGRAaOd3YGeMqQZX1MZR7zk+y03hkIO4ZGAkwq9nY7NHLJzoAxS/v4UXkcVqEs7aEsQoTvcQ0v8JzjtgWcwlX8P4oo7oeVxaqjjjv5Iw9yf0xn7yhGcyRHM5+jmM0heHFedVBDDdfyTeOgH4AKKvgRtzCVgwgT5lme4h7uSrh/X5nIZM7kLE7m1IwXTjOpkUYe5SH+xT+7PGEQr4ACDmc+R3IMh3NEj56HW6jhNV7hNV7hHZbQhnNIb2+MpJIb+BHTmdnrxwrSygY2sI41rNtXxF7HWmMEwIVczP/w1c4TJ30pSpStbN1XwG4vYq9mVcIO4UIKOYKjOIZjM34VSJBWFvMi61nPJCYzn6OMrwmDxfM8y0/5CXvYnbbHPJ4TuYwvD5kCpogk53me4cfcZBwiCZBDDtdyPSezMGNr2MoWXuJ5XuA5liWILPPi42AOYR6HMY/DGceEhA0CNjY1bO68ausdllBHnXHf8UzgD/yVXHLT+SHJAKS6YvJU1E6zjiff9//1HJNmHtLlvjkumFjsZXZ57pDqUGyL2Ly2vYXdrREmFHmZWe7r9ce/obGNpbuDxpxeE5cFlXkeDq/wD6kM35ZwlNe3B6hvizClxMfU0oF7idb2ljBv7wpQF0zt8nxJbFtLmLZo7Ev+sFw3lx5YgjuFTOzntjTz5o6AY3tVvgdXF9/LtS0h4r9Fh+e6+dyUEtxD6DVQYtnY/ISbeIR/J9xnGMO5lus5rJ8yE4ME+Rf/5C7+TBNNXe7rJ495HMaRHM0RHEkZ5bzOq3yf62ik0XifgzmUH3AzpZTGbLexeZ1XuYe/8i7vpO3j6QkvPo7nBM7kbGZzSNZ0b29mE/fzD57gUQI4X7dMqhnDkRzNkRzNTGantcM3QIC3eYtXeZnXeCVhXmyq3Lj5IpfzWf4rpaztMGFe5iWe42lW8RFbqEkpFucojuF6fkgemT8xWctWHuIBlvI+a1hNC86TpMnIIYc5zONojuUojqE8TV3A61jDw/ybRTwR871eTDELOZ0zOIvxTEjLsQaCPezmp/yE53k2bY95MIfyZa4YkFcBiMjAsIPt/IgbWMKbxtstLL7J1ZzNuWk75gbW8wLP8iLPJxzu3ZVyhjGPwzmMw5nDYUSI8DZvsmRfITuZk+1+8vgTd3EAY3vwEUi2UVE7eSpqp1nHk+/r9y+mYsKUpO4zv8LPMaMGX26oSdS2uXdNfUx8wdGVeUnn8ZpsaGzjvjUNKSaTtqsu8PCZicVdFuIGi1DU5q6P6tjZ+nF34cLqAmYPG3hnene3hrlrVT3BiF6eMu2zk4qpLkht4FwwEuUPy+scQyN74qJJxVSleHwZXH7Hr7mLvyS17zmcz5e5ss/ynqNEeYan+B2/Zhu1PXqMiUxmLasTDh/8NJ/lcq7otnD6Icu4h7/yEi9kfJBhd6oZwxl8goWcMWBjAWrZyi/5GYuT/HyVUMonOY+T+/DydhubtazhVV7mbd6ijjqiRIgSJbLvbxu78/93bK1jb8LHnMM8vseN3RZqt7KFR3mIx3mE3b3ssJ3IJH7MzxjJyF49TiI2Ng/zIL/iZ7TinMnQW9OYwdEcy0xmM5GJ5KeQV9tKK8/xDI/wYFJxNtOZyZmcxQks6JMTAZlgY/MUT/JzbqWhi0G38zicsziHMCGCBGmjbV80T1vMv9too5AijmA+hzAna06YiUj/iRLlPv7Ob/l1Z+Z6vK/wNS7k4h4fo4YaHudhXuR5NrKhx4+TLjdw04CM5JPMUFE7eSpqp1lPitoW8LkDS6jIG/xZf0t2BHhmS2xnjQu4dEoJw/2pf/wR2+ZPK+rYE+z5gKeTq/I5ZPjgH4j1cm0LL29ridnmdVl8YWoJRd6+v3Q4Edu2+XvciQ/JjJllPk47oLBH912+J+gYGpmq2eW5LBwzNIbdiNk/uIdf8bOU7lPNGL7LjUzLcCffu7zN7fyClSzPyOP78HE13035EtlNbOQf3M1iXurx5f5efOThJ498/Pjxk0ceeeSQwzu8TYCW7h+E9m6oGcziOE7gWE7IWFEzFREi3M8/+AO/SaoAOpFJfIoLOYmTs2bA1HM8w4/5YcKrBkop47vc6LiyoaMr+2Ee5C3eSOvJkVLKuJlb0xKBsr9d7OJmfsBrvJLWx+3KaKqYxGQmMZnJTGESkxnG8Jhi61rW8DAPsognur16w8RPHgs4hTM5i6lMy5pC7k52cAv/xyssTrhPIYVcwf9yGmdmzcclItlpNau4ge+wnnXG2y/li3yey1J6LQoR4m/cyV/5E2EGxvvRS/g8l3F5fy9D+pCK2slTUTvNelLUhvYojIsnD+6O4ca2CH9YUeeIP4D22ILPTipOOYbk7Z0BnjZk9KbC57b40tRS8nIGbwxJXTDCH1bsxdT4fGCJl0+OGzg5qR/sbuXxTam/QZTU+N0Wlx1Uit/Ts+d9b08+5HksLptaSm4Pjy/Z7z88xg/5vvG20zmTF3k+YbHIhYuLuZT/5otpH/62kQ38hl91DqxMxI+fCUxiOctSimsAqGQU/8etvZ5cb2MTJUqYMBEijr/b/1+4c71+8vDj7/Jz1kILz/E0j/Iwy1IcpDiFgziOEziOE6hmTK8+tp5YzSp+zA9Z0c2JCAuLIzmaT3Ehh3BoVhbetrKF67mO5SxLuM9FXMIXuZwdbOeRfV3ZPT0R4sJFFdWMpJI3ed24jxcvV/NdTuHUHh0j3vM8yy3cRH0X3cDx3Lg5gLFM5kAOYByrWMnrvJb0iZpESihhIpMZzwQ+ZBkf8kGvHm9/E5jIGZzFTGYzmioK6dnJ5kwK0srjPMpvuZ3mLmJfjuIYvsk1DGd4H65ORIayIK1cz3UJf2+7gAu5gv9N6mf9Slbwf9zIGlYnffwxHMBxnMAoRvM2S3iLN7q8oioZPnzM4mDmMJf5HM04xvfq8ST7qKidPBW106ynRW0Y/B3D/17fwEd1iYcjnTqmgFnlyUdhtIaj/G7FXgLh3j+FZ5b7OG3MwHsTkS7/WtvAmobEn/vzxhcxsbj/hxgFwlF+n6avqSTmc1mcO6GIMb2M/Whsi/CPNQ3sTvFKCZ/b4rzxRSnHnsjg8TIvcS3fihm22OES/pvL+DLb2cZN3JgwMxFgLOM5gANw48bCwrXvj4UL976/P97W/mZm/zc1+2+zsKijjud42riuDi5cnMlZfJ4vUc4wGqjndV7jVRbzOq8mzM3uMJfDuIEfUUxJl/sNBOtYw6M8zJM80WXMgMl4JuwrcJ/I+C4GJKVDkFb+wp/4O3d1+bXz4+d0PsH5fJoqqjO2nr4SJswf+A1389eE+4ygIuXc7goqGM9ExjOh878DGItv32CqF3iOH/C9hJ3wl/DffIH/SSnbe39NNPEzfsKTPNHlfn7ymMQkJjKZyRzIJA5kHOMdHfdBgrzNWyzmRV7uxRUOqfDhYwazWMp7KQ8GLaKY0YxmNFWO/8oZ1uPPa0/sYDsP8i8e4cEuTy4UU8xV/D9O5OSsPEkkItktTJgf8n2e5knj7WdyNt/imoSDjYME+Qt/7Pb3iA6TOZBjOZ5jOcFRcI4SZQ2reIPXeZPXWcp73XZ8u3FzENM4lHnMYS7TmDGoBwxL91TUTp6K2mnW8eT7y4OPcfxJC4z72MAzNc3sao19wfS5Lb44tZSCQdgxvLa+jfvXmacUd8h1t3duJtsx/fyWZt4wDKs784CCLj+H7+5qZaWhuH7x5GJG5w++Itvq+iAPrOu6yFLkdfGFKaV43f37RuSJjY0s3RN0bD+lOp8y38CJSMlmbstiZJ4HTwqDIbti2zY7AhFaI8l1qnpcFhX+9B1fss97vMv/8lXacH6vn8U5fItrOosiUaI8wH3cwa+M+/e1+RzF5VyRcNhbmDDLWMorLOZVXmYD62Nuv4hLuIwvJ3xTNVC10cZLvMCjPNTlSYZERjGaYor3fV2tfScgrJh/d/yrkCJmMZt5HME4xndbIHuHJfyEm9jMpoT7DGM4n+GznM5ZA7ILtrfe4HV+wPfYy54e3d+Nm2M5ntP5BNOZSUESmdIfsZJvcxU72WG8/ThO4DvckHL+/Tss4Yd8v8uhWZ/gk1zIxYymKuUCb5Qoy1nGYl5kMS+mPSd1AhM5i3M4mVMppJAGGniK//AoD6XU+ZeIFx+jGMUIKhjBCEZQwXAqqKCC4YyggoqUMsFNbGw+4H3u55+8yHPdFnhOZAH/y7copaxXxxUR6Y0IEW7jZh5OMHh8AafwHW5wXK22jKXcxI3d/jyYwUyO5QSO5XhGMTrpdQUI8C5v8yZv8Bavd/5uOJFJHMpc5jCPWRxMPkNjxpokR0Xt5KmonWbJPvk2N4W4Z7Wz42FqiZezBlAURDqEojZ/XLGX+rbui14zynycnkTGb6I4jWmlPs4c2/X9m0Pt3cDxQwgr/G4uObBkUEXApPK5P2yEn+NH998P06H0PSEyVK1mFV/lMmOsyPGcyA3cZCz4bmQDN/K9jOVbd2cSk/kqX2cO81K6Xw01vMlr7GUP8zmaqRyUoRX2nS3U8DiP8BzPdFlITocRVDCPw5jL4cxlXkx3ewMN3MEveZSHEt7fwuIczudLfLnXhb6Bbje7uJHvpXTSYRSjOYtPchpnUkZ5ysfcxS6u5qqEcS8HMoUf81OGM6LbxwoS5PfcwT/5e8Ks71LKuIbvciRHp7zWRDaygZd5iRV8yGpWUcPmlB8jl1xO4mQ+wTkclCAf28ZmJSt4lId4mkW0dBHh0Vv55HcWukcxmiqqqaKaasZQyaiE3X9BgjzL0/yLf/ARK7s9TjnlfIOrOZbj0/0hiIj0iI3Nr/kF93K38fajOZYbuAkfPlpp5ffcwX3cm/Dnjhs3n+FizuOCtMUqtdCCCxe5JH+Fugw9KmonT0XtNEvlyZeoK/WCCUWMKxo8l5u8sKWZ1w0d1WU+t3HA44UTixlT2HXH9MPrG1gR123tseCyg0qTGnqYKIt7sEXAmIZDAhTluGgIxRa6XcDnppQwogcDO3srErX580d17B5CVy+I9MYudvEI/+ZVFmNhcTqf4EzOHtAdwDXUcDmfN176P4d53MLPu7zUMkyYu/gzd/KnpC4NTYcRVHAZl3MKp/XpJf/ZwMZmHWt5ked4gedYy5qMHs/CYioHMY8jGMEI/sTv2N1FjMRYxnM11zGDWRld10ASJco93MUf+E3C7xE3bo7hOM7iHA5lbq+f10Fa+SE38BxPG28vZxincSY20X057xGi+/7s/+/lLHNc2bC/YziO/8d1lFLaq/V2p5km1rCG1XzEalaxmlWsZ60xQmQikzq7spPpbu8QIMBzPMNjPMRS3k/n8rvlwkUFI/eVusdQRTWjqWIlK3iIB5LOgV3I6XyNqyiiOMMrFhFJjY3NX/gDf+L3xtvnMI9P81l+xi1soSbh40xkEtdyPQeSWqSsSDqoqJ08FbXTLJUnXyAc5ffL9xKI6xgu8br4/NRScgbB5fk7A2H+srLOMULrgIIczhxbyB8MHdPlPjeXTilJGE+wpTnE31Y5O3rnV/g5ZlRyncZR2+bOj+rYEXAWUQfL0MhE3ewHFORwSnUBf1rpvG10voeLejCws7de3dbCS7XO4vtgO8kg0hs2Nu/zLg9wv/GS8ElM5ir+HzOZ3T8L7MIudnE5n2crWxy3TeUgfslvySMvqcdawYf8iBsSTrpPhzzyuZjPcQGf6cwRlq5tZhMv8hwv8jzL+bDf1uHBwyV8nou4ZMjmUX7A+3yf77CN2s5tve3K7oqNzZ/5PX/mD2l9XGj/Xvw63+Q0zui3rOYwYTaxYV+Bez155DGHuUxN0JWdig2sZxFPsIqP2EINtWztNnu1v3jwcBIncx6fHhRXnYjI4PYP7uZX/Dzl+3nw8Dm+wEVcQg6DL5pUsoOK2snr+5ZM6eT3uDh+dD5PbIq9DLuuLcpr21qSLtAOVLZts2hzk6Og7bbglOr23OvjRuWxaHNsx/TuYIQ3dgQ4cqSzwGHbNs8aOqzzPRaHVSRf/HRZFidXFXB3XNxFMGLzQm3zoBga+UxNs6No7QIWVOdTluvmiIo8Rxf3luYw7+8OMntY3xVx6oIRXjV0k1fmefp0HSIDVQstLOIJ/s2/uuyGXc0qLucLLOQ0LudKhjGsD1eZ2F728g2uMBa0D2Ast/LLpAvaAFOZxt/4J6v5iFpqiRIhir2vEzQa8/fH/2r/SdRxeam978/+Ov5dzjDmMk8diCmqZgwX8Tku4nNsZxsv8jwv8jzv827Cy3rTbQYz+TbfcQxtGmpmMIu7uJdF/Ic69jKDWWnpyk7EwuLzfIkDGMuPuDFt+fezOJjvcgOVjErL4/WUB8++wZkT0/7YYxnHl/hK578jRNjJDrZQY/yvOYOxJYmUU87ZnMdZfJLyAfJzRUSkO5/mIvzkcQv/l/TvIVM4iOv4XkZe70UkM1TU7mczynx8sKeVzU2xXRmv7whwUJmPYbnZ+yVaujtITbOz2+SIijzKctsvkZ9dnsuyPUG2xO336rYWDir1URo3HHBlXRtbW5yPeXRlPj53am/Wqgpy9n3+Y998Ld0dZFZ5blYPjVxdH2RNg/NS2bkj/J3PqcMr/CzfG3REwLywtZlJxV7y+6Bb3bZtntrcRDju9wwLWFhdMKjyzUVStZENPMj9/IfHUipkPMkTvMSLfJ4vch6fdgzE6SsttHAff+fv/M24/goq+Bm3U7JfTnKyLCwmM4XJuiR0QKpgJJ/iM3yKz9BAPVvYgk0UG/b9/fFpBbtza3scxUpW8Aav8QHvJ92xmkc+X+YKzuIcxcTsk08B53B+nx7zJE5hFKO5+v+3d+fxUZb33sc/M5NJJhvZA2EJi4CyxaASFssiyqZoBcJSQfRUjx4BRR95qFgptmrrco5VavFgS10QiwiihfqAgtRaiiwKApbFKmGJEAIkZF/nfv5IMmSYScgyS8J83/Ma5p77vuea65pfBshvrvldPFpvaZhLsWLlP3mAaUxv0SWVvMGChXYk0Y4krmWA0zEDg1xyOU0WpznFaU5zmiyyyCK7evs0WR6b6d2L3kzmJ4zkJs1WFJFW6cdMJJQwnmZRvaXrggnmXu5nKtP99v9mEWkavWP9zGQyMbZTBMsO5mKvldizG7DxeAF3dPd9KQhPKCy3s+UH1yRGbIiFQbVmVJtMJsZ0iuD1g7lOn59WGvDx8QKmXNHGMf4Ku8Hf3LSZYLOQEhfSpH6OaB/O4fNlLiVQPj5e0GoXjSy3G2xyM5s90mp2mv0eZDYxplM4f/53ntN5JZUGn2YWXnLBTU84mFvG9/nlLvuvS7DRNkx/PUngsWPnH/ydNaxq1IJvFyuikN/xEuv4kIeZxwAGerCX9SunnA95nzdYRg7n3J4TRRS/5fe0pZ3P+iX+0YaoRs16H8BA7uRuiihiN1+ynW3s4Is6F6W8nqHM4zESaeupLksz9KYvf+Qtfsb/4TCHGv347vRkIb+kOz280LvWzYSJmOpLXTVe7djJJYcssjjFD5zgBCc47rieIbve57BgYSSjmMw0+tDXG8MQEfGp0YwlFBsLWUA5rr939iOFBfyCznTxfedEpNmUNWoB4mxBDEoM5Z9ZzospHi+oYN+5UlLiWl8Jhk8zCym5uPYFMLpTuEut7MTQIAYkhrLjosUkj+SXcyC3jN4xVQnrL7OLOV92cTETuKFDeJOTz+FWM8OSwlwWjcwqrmTPmZJWWc95e5b712lkh3CCLc6vU+fIYPrEhPBNjvNs9W9ySukXF0KXSO/VIy2ptLPpRIHL/jZWM0OTWnfpHZGm+Bf7eZHnOcC/GnR+LHGM4xZ2sr3O5FEGR3iY2YxgJA/yCO1I8mSXnVRSySY28gf+l5P8UOd5oYTyPyzWLw9SrzDCuJ6hXM9QAH4g05HgPsRBYohlOjO5gRv9VmtZ3EukLa/xBp+yiUxOYMaEhSDMmLFU/2mptWWu3upKN66il+LZDGbMxBJHLHFu614XU+yU5K65BhNMX/pxGxNJIMEPPRcR8Z6hjOB5fssC5lFCCQA2bPwXc5jI5ID7VpDI5URJ7RZicLsw/pVTSu5FycgtmYV0jwomLKj1fJ02I7/MJUkK0Cem7iTpj9qFcTCnlLxy5/FvPlFAt0grdnBJ+gN0i7TSrU3zEq/94218fbbEZdHIz04WcVV0SKtaNDK3tJJtWa71qTtHWLkq2v3rNLJDON/llbl8CPHx8UJ+epW1zgU7m+vvPxRReHHdEeCmjq7Jd5HLWQ45LOX3rOfDBtX8SyGVSUxmOCOxYqWSStbxAUtZQh6ui+gC/I1P2cZW7uQ/+AkzsHlw8UMDg3/yD5by+3prfgNEEMGveYFe9PHY80tgaE8HJpDOBNL93RVpACtWxjDO392Qi4QSSg960oOe/u6KiIhPpTGI5bzLej4kiCBu5lavTvYQEd9oPdm6y5zVXFWG42LFlQZ/y/T9ojBNVWE3+Pi4a39tFhMjO9Q9+zbYYmJUJ9fjhRUGfz9ZxD9OFrmUCDFRNUu7uWoWjbxYzaKRrUl9i0PWVcYm3GrmBjeLkp4rreQLNx8keMLJwnK+OlPisr97VDA9o5tWSkaktamkkvd5j58wiXV8UG9C24aNHzOBN3iHV/kjNzHGUePUgoXbmcRK1nA7k+qc5VhKKX/kf/kJk9jAXx2LJzbHHnYzi3uZzyP1JrQtWJjIZFaw2qVOrIiIiIiIt7WnA/cxi59ynxLaIpcJzdRuQbq2CaZXdDAHcp0X+Nt7rpR+cTY6RbT8RVq+yCp2WXgQqmpXX2rhwR5RIfSMKuXweefxf3WmxG2K5uo4GwmhnvkRvhwWjWzI4pB1SYmrWrD04oU9t2VVLdhZs7CnJ9gNgw3HXcuOWM0wqqPKjkhg2MfX/A/P8S2H6z2vE8lMZDLjGE8k9de5jyKa/8sCbmMCv+V59rHX7XmnyeIpFrGKlTzIw/Tn2kb1vZJKtrGVNaxiB19c8vxRjOVe/ouOdGzU84iIiIiIiIjURUntFubGjhF8n5/jMit5w/ECfnplNBYvlYLwhHMl7ktfdAgP4uoGLuR4U8dwMvLLKbM7j//i+YvBZhNDk8LwpNa8aGRDF4esS+0FO2vP3aysXrB0Wvc2Hluw9MvsErKKXT/4+FG7MKKCVc9MLm9nOcMSfscG/lrveVfQnVk8RBqDMDfyS1VXchWvsoyNfMTvWcw5zro97xAHmMP9DGMEs3iITiRfsu/r+IC/sJYssi7Zj8Fcz33MoidXNqr/IiIiIiIiIpeipHYLE2E1MzwpjI8vSlCeLankkxOFdAhvuSH7+myJ29IXYzpFNDgh2ibYwo+Swvj0EiVXBrUNveTM78aqb9HITzMLaeuhWeHecLygvMGLQ9YlITSItMRQvrhowc6jBeX8/WQRsSHNTzjbgc9Pun7wkRhqYUBi61uUU6ShKqhgDatYxlIKqfvvt3DC+U8eYALpBDXjn2gTJsZyC0MZzuv8kVX8mUpcP0wC+Dt/YyufM5Ep/JR7aUOU45iBwVd8yQes5jO21NlGbf1I4b+YQyrXNLn/IiIiIiIiIvVpuVm6ANY/3sb+c6X8UORcCmLP2RL2uJ9w12INSAwlsZHJ4OsSbOw/57pwY402VrPXEqB1LRq5K9u1/nNLV9/ikHW5PimMA7mlLgnybV6qrV1jbKeIFj0TXqSpKqnkM7bwJ17jCN/Xe+7N3MoDzCGWOI89fzgRzOFhbuV2lrCYf/D3Ovv5Hn9mA+u5m3sYw818wkY+YA1HyWjQc3XjCu5nNtcztM663iIiIiIiIiKeoKR2C1RTCuKNQ7n1LBvW8rUJbljpi4uZTSbGdorgrcPn3R4f3j4Mq5fKsNQsGvn2t+6fu7Uwm2B0PYtD1sVqrhr/e9/nealnrvrH22jfCmqWizRGOeV8zP9jOW9wnGP1nnslV/F/mE9fUrzWn8504Tle5Et28Qq/5TCH3J6XTz6/4yV+x0sNbrs9HbiH+xjFWCyohJCIiIiIiIh4n5LaLVTbsCCuS7CxsxXOEK4xumNEg0tfXKx9uJVr4m18dcZ5/ElhQfSOaVh97qaqa9HI1mRAQihxl1gcsi5XRAVzZXQwh3JdF530tPAgE8M9XBtdxJ9KKGEdH/Bnll+y7nQkbbifWdzGBJ8lg6/lOpaxnI18xFKWkM3pJrVjxsxgrmcC6QxkcKPrfouIiIiIiIg0h5LaLdjQpKpFE7NLLl3DtKVJiQ2he1TjSl9cbFj7MI4WlHO2evxWc+PqczfHiPbhHC8oJ9dNneqWLsFmadIM+dpu6hjOycIK8sq9N34TMDY5AluQkmHS+hVQwPu8x7u8Qy459Z5rwsRt3M59zCaaaN90sBYzZsYxnhu4iT/zNit4k2IaVmIoljhu5cfcxkTa0c7LPRURERERERFxT0ntFizYYuKOHlF8fbaE7DrqS7c0FhN0iLCSEtv82dQ2i5npPaLYe7aE4gqD3jEhtA3zzY9suNXM9J5R7Dtb6kiqtwaJoRZS4mxNniFfI9JqYUbPKPadK+WcF8YfGmTiqugQOkao7Ii0bjnk8B5/Zg2rKKDgkuf3I4W5PEov+vigd/WzYeM/uJdbuZ0/8Cp/5S8YdRS96s+1TCCdYYzAit63IiIiIiIi4l9KardwoUFmBrUN3PIMYX4cf6TVwpBmznhuzdoEN3/Gt8jlopJKTnKSDL4ng+85whEyOML3/JsyLl2qZwADmcl/0J9rW9wiivHEs4CFpDOVV3iJXewAIIIIxjGe25lEF7r6uZciIiIiIiIiFyipLSIiUksO59jL17WS199zlKOU0fg6+8O4gZnc3SJmZl9KD3ryMks4xlFyyOFKrsKGzd/dEhEREREREXGhpLaIiAhQTjlL+T3vsZIKKprcjgULNzGaGdxNN67wYA99I5nOJNPZ390QERERERERqZOS2iIiEvCyOc1CHmMfe5vchhUrt3Abd3AnHejowd6JiIiIiIiISG1KaouISED7kl0s4nFyONekx0cTzTjGM5XpJJDg4d6JiIiIiIiIyMWU1BYRkYBkYLCCN1nKEuzYL3l+JJF0pRtd6EYXutKFbnSlKwkktrjFH0VEREREREQuZ0pqi4hIwCmggGd4kr/zN7fHLVgYxy10pydd6UZXuhFLnJLXIiIiIiIiIi2AktoiIhJQ/s23/Jz5nOC42+NxxPMUz3I1qb7tmIiIiIiIiIg0iNnfHRAREfGVDfyV+7i7zoR2f67hdd5WQltERERERESkBdNMbRERueyVUcbL/A8fsKbOc+7gTu5nNkH6p1FERERERESkRdNv7iIiclnKI49d7GA729jONrI57fa8MML5OYsYwUgf91BEREREREREmkJJbRERuSxUUMEBvmE7X7CdbRzkX9ix1/uYblzBMzxPMp191EsRERERERERaS4ltUWk1augAjt2ggn2d1ekDgYGJZRQTBHBhGDD1qwyH6WUUkgB5znPXvawnW18yU4KKGhwG6MZx3weJ5TQJvdDRERERERERHxPSW1xy8DgGEfZyx4O8A1FFJFEe5LpTGe6kEwXIojwdzfFCyqooIACCquvAG2Iog1RhBKKCZNXnzuP845LnuNaczlPfq3tmq0iCgEIIaS6r1WXyFrbzvurrhFEOG7NAb5uroFBAQWc5QxnOcMZzlBAPgaGy3nuHltMEfkUUEA+BeSTX32v9v1KKp0eF0wIodgIJYxQQgkljLDqbRuhBBFEIYUUVrdU+7ac8iaPNYgg5vIoE0j36s+ziIiIiIiIiHiHktoCVC2idogD7GUPe/ma/ewll9x6HxNHHMl0JpkutZLdnYkmBhs2LFi82mcDg0IKOU+uI8FZQQWAI1FV+7Zq+0ICq4wSiiimhGKKKaq1XXMpooQSKqggiCAsWLDU2rqwHVTrXtBFR1zPthBEMFbCCSecCCKIcLr11CJ1FVSQQw45nHNcz1Xfnie3Ojl4IWFYVL1VSmmdbVqx0oYox6VqO7o6YRwJmDCwY8fATiV2DLf3Syl1JK0v3OZSWJ2cbqpSSsnmdJ21k+tiwkQ44RcluiMJI5QyyimnrPpSSmmt7ZqtcsowYSaSSCIdifNI2hDluG1TK5FuVMenkgqXS6XTdtXFjp3K6tnoldir91Xtr6jehqpkrRVr9U9bkON+zbaFIEzAOc45ktdV16o0dlk9sfeGqtew6mfBFyxYuJYB3McsetHbJ88pIiIiIiIiIp6npLaXfMom7JQ7JbNqZouGE+6T2YF27JQ7Xcqc7mVxin18zV72cJADlFHWqPbPVl9285Xb4zWzMG3VczBt1X/W3A8mBDPm6lRzzZ8X0s+175ddlAQ9Xz1j9+KZn5cDGzanJHfN7OiaS82M4qrXzvmST74jge2NRGE55Y5E6OWkZpZyY0pXuJPno+SsNFxHOpHGINIYxDVcRzjh/u6SiIiIiIiIiDSTktpAaWkpv/jFL1i+fDk5OTmkpKTw9NNPM2rUqCa3uZGP2MU2t8fM1TM6I4jEgsWRnKy6db5XdVuVxKysNXOz5nJhNueFYzVJa38nfH09C/NyUVJ9udwSxyK+EEY41zHAkcjuQEd/d0lEREREREREPExJbeDuu+9m9erVPPzww/To0YM33niDm2++mS1btvCjH/3I489nx+6YbSwizVfz8Y+/P8iR+lmxEkYYZZRTTFGz2rJgcXybIZ54+nMtaQymL/08VsJHRERERERERFqmgP/Nf8eOHaxcuZIXXniBefPmATBz5kz69u3L/Pnz+ec//+nnHvpPCCH0pg/9uJp2JHGC4xwlg2Mc5QcylUC8TJkxO+p9hxOOgeEo/dKcxfkawoSJCCJr1eu+ULu7jZtFH2sWgowgAhMmiih0WlSy9m1+9fZ5zlcvX5hX/Wd+sxOsl4tgQognnjjiiCOeaGLcLqDprnxSKGFEVlckj6jeiqiuMl6zHUKI43x7dW31EkdF+6o69rVr2ldQ4VJ7vmY7hBAt8igiIiIiIiISoAI+qb169WosFgv33XefY5/NZuOee+7h8ccf5/jx43Tq1MmPPfSdGGJJ4WpSuJp+pNKTK7FidXtuOeX8QGZ1kjuDoxx1JLtrElO+YMPmlPAMIQQDw3G8ZtuovtTeF0JIdXXvMGyEEuao+x3q2B9KKBaCHOVdai/eV7v0S80Cf7ULwbiee+FIKWWOBRpr3xZS6NT/5ooiihhiHdeaSzQxRBDpSBfWJArDCCeMMLfJQgODYoqrk8QXapvXbBdSAJguKqZjcSmnY8FMEEHVqWvnBScjq0vyNFVN0jOJ9o16XAUVFFJAfvWlZquEEoKxEkwIwU5bwQQTgrV6TwjBVFJZK3le920BBVgwOy3mWHth0dqLOtYsL2rGXF2q6OI/LxyrGUcFFZRT7rLoZFVJoqplJaOIIo544oivTmJXXWs+HPAFM2bHOy2GWJ88p4iIiIiIiIhcHgI+qb1792569uxJmzZtnPanpaUBsGfPniYltYczgi50cSSzaie2fJXwhaqv+1sJxkpQ9e2FSwg2rqA7KaSSwtV0oGODE1pWrHSmC53p4vZ47VmYxRRX35Y43S+l1JFsdk49Gy6JaQsWx8zdC7dtCMHW7NeoJbFjp5gix6KFBRRQ5nidwMDu9BrZsTvtrUkQVl1jPFqGwYSJsOpLO5I81m5LEEQQUUQTRXSz2lFyVkRERERERETE+wI+qX3y5EmSklwTdDX7fvjhhzofe/r0abKzs532HTx4EIC47W3pTYrbx1VQQRFFlFJSnZisSlfWJClr7lF9ryahGYQZU/XczJoZr+bqeZrOWxbHzM+GJKnLqeRLvuJLvrrkud5hcro11dpTWx4F5FEAZPqoX63PefI5xWl/d0NERERERERERBpp+/btABQUFPi5Jy1fwCe1i4uLCQkJcdlvs9kcx+uyZMkSfvnLX7o99pvf/MYzHRQREREREREREZGA8c033/i7Cy1ewCe1Q0NDKS0tddlfUlLiOF6XWbNmMXnyZKd9mZmZ/PWvfyUtLY2IiAjPdvYycuzYMR566CEWL15McnKyv7sjPqTYBzbFPzAp7oFLsQ9cin3gUuwDl2IfuBT7wKXYe15BQQHffPON09p/4l7AJ7WTkpLIzHQtZ3Hy5EkA2reve8G5xMREEhMTnfb16dOH0aNHe7aTl6GaT5xGjhxJnz59/Nwb8SXFPrAp/oFJcQ9cin3gUuwDl2IfuBT7wKXYBy7FXvzJ7O8O+FtqaiqHDx8mLy/PaX9NDZvU1FQ/9EpERERERERERERE3An4pHZ6ejqVlZW89tprjn2lpaW8/vrrDBw4kE6dOvmxdyIiIiIiIiIiIiJSW8CXHxk4cCCTJ09mwYIFnD59mu7du/Pmm2+SkZHBsmXL/N09EREREREREREREakl4JPaAG+99RYLFy5k+fLl5OTkkJKSwvr16xk2bJi/u3bZSkhIYNGiRSQkJPi7K+Jjin1gU/wDk+IeuBT7wKXYBy7FPnAp9oFLsQ9cir34k8kwDMPfnRARERERERERERERaYiAr6ktIiIiIiIiIiIiIq2HktoiIiIiIiIiIiIi0mooqS0iIiIiIiIiIiIirYaS2iIiIiIiIiIiIiLSaiipLSIiIiIiIiIiIiKthpLa0mA7d+5kzpw59OnTh/DwcJKTk5kyZQqHDx92OffAgQOMHTuWiIgIYmNjufPOO8nOznY575lnnuG2226jbdu2mEwmnnzySbfPfejQIR555BGGDBmCzWbDZDKRkZHh4RFKXfwZ+/fff5+pU6fSrVs3wsLCuPLKK3n00UfJzc318CilLv6M/9q1axkzZgzt27cnJCSEjh07kp6ezv79+z09THHDn7G/2KhRozCZTMyZM6e5w5JL8Gfcn3zySUwmk8vVZrN5epjiRkt4z7/77rsMHjyY8PBwoqOjGTJkCJ9++qmnhij18Gf8u3Tp4va9bzKZ6NGjh6eHKrX4+32/adMmbrjhBuLj44mOjiYtLY3ly5d7cohSB3/HfuXKlVxzzTXYbDYSEhK45557OHPmjCeHKHXwdOwPHjzI/PnzSU1NJTIykqSkJG655RZ27drl9vkzMzOZMmUK0dHRtGnThh//+Md8//33XhmrXN6C/N0BaT2ee+45tm7dyuTJk0lJSeHUqVO88sorXHPNNXzxxRf07dsXgBMnTjBs2DCioqL49a9/TUFBAf/93//Nvn372LFjB8HBwY42n3jiCdq1a0f//v3ZuHFjnc+9bds2Fi9eTO/evenVqxd79uzx9nClFn/G/r777qN9+/bMmDGD5ORk9u3bxyuvvMJHH33EV199RWhoqNfHH+j8Gf99+/YRExPD3LlziY+P59SpU/zpT38iLS2Nbdu2cfXVV3t9/IHMn7Gv7f3332fbtm1eGaO4aglxf/XVV4mIiHDct1gsnh+ouPB37J988kl+9atfkZ6ezt133015eTn79+8nMzPTq+OWKv6M/0svvURBQYHTvqNHj/LEE08wevRo7wxYAP/G/S9/+Qu33347gwcPdnyouWrVKmbOnMmZM2d45JFHvD7+QObP2L/66qvMmjWLG2+8kRdffJETJ07w8ssvs2vXLrZv364Ps73M07H/4x//yLJly5g0aRKzZs3i/PnzLF26lEGDBrFhwwZuuukmx3MXFBRwww03cP78eR5//HGsViu//e1vGT58OHv27CEuLs4vr4m0UoZIA23dutUoLS112nf48GEjJCTEmD59umPfAw88YISGhhpHjx517Pvkk08MwFi6dKnT448cOWIYhmFkZ2cbgLFo0SK3z3327FkjLy/PMAzDeOGFFwzA8VjxPn/GfsuWLS773nzzTQMw/vCHPzRtQNIo/oy/O6dOnTKCgoKM+++/v/GDkUZpCbEvLi42unTpYvzqV78yAGP27NnNG5Rckj/jvmjRIgMwsrOzPTMYaRR/xn7btm2GyWQyXnzxRc8MRhqtJfydX9tTTz1lAMbWrVsbPxhpMH/GfdSoUUb79u2NkpISx77y8nLjiiuuMFJSUpo5MrkUf8W+tLTUiI6ONoYNG2bY7XbH/nXr1hmAsXjxYg+MTurj6djv2rXLyM/Pd2rvzJkzRkJCgnH99dc77X/uuecMwNixY4dj34EDBwyLxWIsWLDAI+OTwKHyI9JgQ4YMcfoUFqBHjx706dOHAwcOOPatWbOG8ePHk5yc7Nh300030bNnT1atWuX0+C5dujTouWNjY4mMjGx656VZ/Bn7ESNGuOybMGECgNNzi/f4M/7uJCYmEhYWphI0PtASYv/8889jt9uZN29e4wcgTdIS4m4YBnl5eRiG0fgBSJP5M/YvvfQS7dq1Y+7cuRiG4TJrV7yvJbz3a3vnnXfo2rUrQ4YMaXIbcmn+jHteXh4xMTGEhIQ49gUFBREfH69vY/qAv2K/f/9+cnNzmTp1KiaTybF//PjxREREsHLlyiaOSBrK07G/9tprnb5hBxAXF8fQoUNdfmdfvXo1AwYMYMCAAY59V111FTfeeKPLz5PIpSipLc1iGAZZWVnEx8cDVbWRTp8+zXXXXedyblpaGrt37/Z1F8VL/Bn7U6dOATieW3zP1/HPzc0lOzubffv2ce+995KXl8eNN97YrDalaXwZ+2PHjvHss8/y3HPP6ZdbP/P1e75bt25ERUURGRnJjBkzyMrKalZ70nS+iv3mzZsZMGAAixcvJiEhwVGT85VXXmlW/6V5/PX/vd27d3PgwAHuuOMOj7QnjeOruI8YMYJvvvmGhQsX8u9//5vvvvuOp556il27djF//vxmjUGaxhexLy0tBXD7f7vQ0FB2796N3W5vdLvSPN6I/alTp5x+Z7fb7ezdu7fONr/77jvy8/ObMQoJNEpqS7OsWLGCzMxMpk6dCsDJkycBSEpKcjk3KSmJc+fOOf4Rk9bNn7F/7rnnsFgspKene6Q9aTxfx3/QoEEkJiaSkpLCqlWreOKJJ7jnnnua3J40nS9j/+ijj9K/f3+mTZvW9A6LR/gq7jExMcyZM4elS5eyevVq7r33Xt59912GDh1KXl5e8wYhTeKL2Ofk5HDmzBm2bt3KwoULeeyxx3j33XdJTU3lwQcfZOnSpc0fiDSJv/6/t2LFCgCmT5/e7Lak8XwV94ULFzJlyhSeeeYZevToQffu3Xn22WdZs2YNEydObN4gpEl8EfsePXpgMpnYunWr0/5Dhw6RnZ1NcXExOTk5TRyBNJWnY//555+zbds2R3uA4zF1tQnwww8/NGscEli0UKQ02cGDB5k9ezaDBw/mrrvuAqC4uBjA6StkNWoWeyguLnZ7XFoPf8b+nXfeYdmyZcyfP58ePXo0qy1pGn/E//XXXycvL4/vv/+e119/neLiYiorKzGb9dmsL/ky9lu2bGHNmjVs3769mb2W5vJl3OfOnet0f9KkSaSlpTF9+nSWLFnCY4891pQhSBP5KvY1pUbOnj3LypUrHb8Ap6en069fP55++mnuv//+Zo1FGs9f/9+z2+2sXLmS/v3706tXrya3I03jy7iHhITQs2dP0tPTmThxIpWVlbz22mvMmDGDTz75hEGDBjVzNNIYvop9fHw8U6ZM4c0336RXr15MmDCBzMxMHnzwQaxWK+Xl5Y7nFd/wdOxPnz7NHXfcQdeuXZ2+ddHQNkUaStkAaZJTp05xyy23EBUVxerVq7FYLMCFrxC5+8SupKTE6RxpnfwZ+88//5x77rmHMWPG8MwzzzSrLWkaf8V/8ODBjBkzhgceeICNGzfy9ttvs2DBgia3J43ny9hXVFTw0EMPceeddzrV2xPfawn/3t9xxx20a9eOTZs2eaQ9aRhfxr7mfKvV6vQtLLPZzNSpUzlx4gTHjh1r0jikafz53v/ss8/IzMzULG0/8HXc58yZw7p161i5ciXTpk1j+vTpbNq0iaSkJJcPOcW7fB37pUuXcvPNNzNv3jyuuOIKhg0bRr9+/bj11lsBXOozi/d4OvaFhYWMHz+e/Px8PvzwQ6dYKl8knqaktjTa+fPnGTduHLm5uWzYsIH27ds7jtV8ZaTmqyq1nTx5ktjYWM3SbsX8Gfuvv/6a2267jb59+7J69WqCgvRFE19rKe/9mJgYRo4c6fhqsnifr2P/1ltvcejQIe6//34yMjIcV4D8/HwyMjIoKipq+oCkQVrKex6gU6dOnDt3zmPtSf18HfvY2FhsNhtxcXGOX6ZrJCYmAuir6D7k7/f+ihUrMJvN/OQnP2lWO9I4vo57WVkZy5Yt45ZbbnH65p3VamXcuHHs2rWLsrKyJo5GGsMf7/moqCg+/PBDjh49ymeffUZGRgbLly/n5MmTJCQkEB0d3eTxSMN5OvZlZWVMnDiRvXv38uGHH9K3b1+n4zWPqatNwKkPIpeirJA0SklJCbfeeiuHDx9m06ZN9O7d2+l4hw4dSEhIYNeuXS6P3bFjB6mpqT7qqXiaP2P/3XffMXbsWBITE/noo4/0yb0ftLT3fnFxMefPn/dom+KeP2J/7NgxysvLuf76612OvfXWW7z11lusXbuW22+/vdFtS8O0pPe8YRhkZGTQv39/j7UpdfNH7M1mM6mpqezcuZOysjKCg4Mdx2pqayYkJDS6XWk8f7/3S0tLWbNmDSNGjFBiw4f8EfezZ89SUVFBZWWly7Hy8nLsdrvbY+JZ/n7PJycnk5ycDFQtDP/ll18yadKkZrUpDePp2NvtdmbOnMnmzZtZtWoVw4cPd3mc2WymX79+btvcvn073bp1IzIysnkDk4CimdrSYJWVlUydOpVt27bx3nvvMXjwYLfnTZo0ifXr13P8+HHHvs2bN3P48GEmT57sq+6KB/kz9qdOnWL06NGYzWY2btyoX2r9wJ/xP336tMu+jIwMNm/e7HbVbPEsf8V+2rRprF271uUKcPPNN7N27VoGDhzYtEHJJfnzPZ+dne2y79VXXyU7O5uxY8c2qU1pOH/GfurUqVRWVvLmm2869pWUlLBixQp69+6tBKcPtIT/63/00Ufk5uaq9IgP+SvuiYmJREdHs3btWqcZ2QUFBaxbt46rrrpKZQi8rCW852tbsGABFRUVPPLIIx5rU9zzRuwffPBB3n33XZYsWVLvQq/p6ens3LnTKbF96NAhPv30U+WLpNFMhmEY/u6EtA4PP/wwL7/8MrfeeitTpkxxOT5jxgwAjh8/Tv/+/YmOjmbu3LkUFBTwwgsv0LFjR3bu3On0FZXly5dz9OhRioqK+M1vfsMNN9zAyJEjAbjzzjvp3LkzUPW1mN/97ncAbN26lQ0bNvDoo48SHR1NdHQ0c+bM8fbwA5o/Y5+amsrXX3/N/Pnz6devn9Pztm3bllGjRnlr2FLNn/Fv27YtN954I6mpqcTExPDtt9+ybNkyioqK2Lx5M0OGDPHBKxC4/Bl7d0wmE7Nnz+aVV17x8EilNn/GPSwsjKlTp9KvXz9sNhv/+Mc/WLlyJVdffTVbt24lLCzMB69A4PJn7IuLixkwYACHDx9m7ty5JCcns3z5cr766ivWrVvHuHHjfPAKBLaW8Hd+eno669evJysri6ioKC+OVmr4M+7PPPMMTzzxBP3792fmzJlUVlaybNkyDhw4wNtvv60PN7zMn7F/9tln2b9/PwMHDiQoKIgPPviAjz/+mKeffpqf//znPhh9YPN07F966SUeeeQRBg8ezKxZs1zamzBhAuHh4UBVKcH+/fuTn5/PvHnzsFqtvPjii1RWVrJnzx5NYpPGMUQaaPjw4QZQ57W2/fv3G6NHjzbCwsKM6OhoY/r06capU6ca1eaWLVsc5x05cqTO8zp37uzlkYs/Y1/f8w4fPtzLIxfD8G/8Fy1aZFx33XVGTEyMERQUZLRv396YNm2asXfvXm8PWwz/xt4dwJg9e7Ynhyhu+DPu9957r9G7d28jMjLSsFqtRvfu3Y2f/exnRl5enreHLYb/3/NZWVnGXXfdZcTGxhohISHGwIEDjQ0bNnhzyFKLv+N//vx5w2azGRMnTvTmMOUi/o77ihUrjLS0NCM6OtoIDQ01Bg4caKxevdqbQ5Zq/oz9+vXrjbS0NCMyMtIICwszBg0aZKxatcrbQ5Zqno79XXfdVW97R44ccTr/+PHjRnp6utGmTRsjIiLCGD9+vPHtt996e9hyGdJMbRERERERERERERFpNVRTW0RERERERERERERaDSW1RURERERERERERKTVUFJbRERERERERERERFoNJbVFREREREREREREpNVQUltEREREREREREREWg0ltUVERERERERERESk1VBSW0RERERERERERERaDSW1RURERERERERERKTVUFJbRERERERERERERFoNJbVFREREREREREREpNVQUltEREREREREREREWg0ltUVERERERERERESk1VBSW0RERERERERERERaDSW1RURERERERERERKTVUFJbRERERERERERERFqN/w/yS1aLsDe+pwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(14,6), dpi=120)\n",
        "plt.title('Tesla Web Search vs Price', fontsize=18)\n",
        "\n",
        "ax1 = plt.gca() # get current axis\n",
        "ax2 = ax1.twinx()\n",
        "\n",
        "ax1.set_ylabel('TSLA Stock Price', color='#3AFF33', fontsize=14)\n",
        "ax2.set_ylabel('Search Trend', color='skyblue', fontsize=14)\n",
        "\n",
        "ax1.set_ylim([0, 600])\n",
        "ax1.set_xlim([df_tesla.MONTH.min(), df_tesla.MONTH.max()])\n",
        "\n",
        "ax1.plot(df_tesla.MONTH, df_tesla.TSLA_USD_CLOSE, color='#3AFF33', linewidth=3)\n",
        "ax2.plot(df_tesla.MONTH, df_tesla.TSLA_WEB_SEARCH, color='skyblue', linewidth=3)\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "DmpgF9Ss5Iyq"
      },
      "outputs": [],
      "source": [
        "years = mdates.YearLocator()\n",
        "months = mdates.MonthLocator()\n",
        "years_fmt = mdates.DateFormatter('%Y')"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(14,6), dpi=120)\n",
        "plt.title('Tesla Web Search vs Price', fontsize=18)\n",
        "\n",
        "ax1 = plt.gca() # get current axis\n",
        "ax2 = ax1.twinx()\n",
        "\n",
        "ax1.set_ylabel('TSLA Stock Price', color='#3AFF33', fontsize=14)\n",
        "ax2.set_ylabel('Search Trend', color='skyblue', fontsize=14)\n",
        "\n",
        "ax1.set_ylim([0, 600])\n",
        "ax1.set_xlim([df_tesla.MONTH.min(), df_tesla.MONTH.max()])\n",
        "\n",
        "ax1.xaxis.set_major_locator(years)\n",
        "ax1.xaxis.set_major_formatter(years_fmt)\n",
        "ax1.xaxis.set_minor_locator(months)\n",
        "\n",
        "ax1.plot(df_tesla.MONTH, df_tesla.TSLA_USD_CLOSE, color='#3AFF33', linewidth=3)\n",
        "ax2.plot(df_tesla.MONTH, df_tesla.TSLA_WEB_SEARCH, color='skyblue', linewidth=3)\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 384
        },
        "id": "CqNO6AAhjNIS",
        "outputId": "48999c2e-6fa9-4f47-b9ae-0f21275478e8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1680x720 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DXGZwTxI5Iyq"
      },
      "source": [
        "### Bitcoin (BTC) Price v.s. Search Volume"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "MbFNM76t5Iyq",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 376
        },
        "outputId": "4fefcee5-dc49-4340-eb9b-425c97225d4f"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1680x720 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(14,6), dpi=120)\n",
        "plt.title('Bitcoin News Search vs Resampled Price', fontsize=18)\n",
        "\n",
        "ax1 = plt.gca() # get current axis\n",
        "ax2 = ax1.twinx()\n",
        "\n",
        "ax1.set_ylabel('BTC Price', color='#3AFF33', fontsize=14)\n",
        "ax2.set_ylabel('Search Trend', color='skyblue', fontsize=14)\n",
        "\n",
        "ax1.set_ylim([0, 16000])\n",
        "ax1.set_xlim([df_btc_monthly_avg.index.min(), df_btc_monthly.index.max()])\n",
        "\n",
        "ax1.xaxis.set_major_locator(years)\n",
        "ax1.xaxis.set_major_formatter(years_fmt)\n",
        "ax1.xaxis.set_minor_locator(months)\n",
        "\n",
        "ax1.plot(df_btc_monthly_avg.index, df_btc_monthly_avg.CLOSE, color='#3AFF33', linewidth=3, linestyle='dashed')\n",
        "ax2.plot(df_btc_monthly_avg.index, df_btc_search.BTC_NEWS_SEARCH, color='skyblue', linewidth=3, marker='o')\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7PEmneiu5Iyr"
      },
      "source": [
        "### Unemployement Benefits Search vs. Actual Unemployment in the U.S."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "3NYnIMJ15Iyr",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 387
        },
        "outputId": "847d8739-727e-468d-9c90-aaf4e219e548"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1680x720 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "roll_df = df_unemployment[['UE_BENEFITS_WEB_SEARCH', 'UNRATE']].rolling(window=5).mean()\n",
        "\n",
        "plt.figure(figsize=(14,6), dpi=120)\n",
        "plt.title('BMonthly Search of \"Unemployment Benefits\" in the U.S. vs the Unemployment Rate', fontsize=18)\n",
        "\n",
        "ax1 = plt.gca() # get current axis\n",
        "ax2 = ax1.twinx()\n",
        "\n",
        "ax1.set_ylabel('FRED U/E Rate', color='#3AFF33', fontsize=14)\n",
        "ax2.set_ylabel('Search Trend', color='skyblue', fontsize=14)\n",
        "\n",
        "ax1.set_ylim([0, 90])\n",
        "ax1.set_xlim([df_unemployment.MONTH.min(), df_unemployment.MONTH.max()])\n",
        "\n",
        "ax1.xaxis.set_major_locator(years)\n",
        "ax1.xaxis.set_major_formatter(years_fmt)\n",
        "ax1.xaxis.set_minor_locator(months)\n",
        "\n",
        "ax1.grid(linestyle='--')\n",
        "\n",
        "ax1.plot(df_unemployment.MONTH, roll_df.UE_BENEFITS_WEB_SEARCH, color='#3AFF33', linewidth=3)\n",
        "ax2.plot(df_unemployment.MONTH, roll_df.UNRATE, color='skyblue', linewidth=3, linestyle='dashed')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PVXHF2WT5Iys"
      },
      "source": [
        "### Including 2020 in Unemployment Charts"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "BZdiKJIi5Iys"
      },
      "outputs": [],
      "source": [
        "df_ue_to_2020 = pd.read_csv('UE Benefits Search vs UE Rate 2004-20.csv')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "R9N9Gt_05Iys"
      },
      "outputs": [],
      "source": [
        "df_ue_to_2020.MONTH = pd.to_datetime(df_ue_to_2020.MONTH)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "8HjTrBPV5Iys",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 507
        },
        "outputId": "18c521f3-3529-4f59-b03d-438b2470d24e"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1680x960 with 2 Axes>"
            ],
            "image/png": 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BbmmtEHdWy3vpkpJNambWwAgvH0bkR8ksgwIAACWW4TD026O/uW0vW6esLr33Ur9cR8Or87cIp5QVhnubR3TlaF3Y+0K37Zumb8rzdRUFwzC09cut2bZlJGdoz8I9xTQjAAAA4PyU30U1pbwtrGkViKclpPkww8AWG5Z1Gx33sSf4gaSsxTQrhPtWUe6r/AXi/g3lAQBAANkya4sOrz3str3rc10VEp6nbmxe1WxfU7ctv03l6pbz+TJ9JnsPw50uHnax27ZtX29TRqp/Vy/3h2ObjinpaJLb9kOrDhXDbAAAAIDzV35bpkh5W1iztFaI1ykTKkPSnydy/1ntDkNrjqfKJqlebFiu4/MiX+9aJ1802XMo7nLHeav+Wx6PYbPZ9OCuB/Nz9QAAoJhkpGZowVj3RS+rta6mFsNa+P36KjaqqNtX3a5F4xbp8JrDbn3FnaKrRqvd/e3U6JpGPh23cb/GCosJU3pSurktLTFN23/YrmaDm/ll7v6y65ddltsJxAEAAAD/8haI56dliqcK8dLaQ7xt5UitP3FWOxPS9fuRZF1Rzbrd9tlMh37cn6S4s3aFBkmtKxasLWdO+QrE4/fF5zrGMAzF7/U8zmaxwioAACjZVr29Sgn7E9y293qtV66nEOZXdJVoXfPeNX49ZmhUqJoObKqNn27Mtn3z9M0BE4gf+fOI7Bl2BVss0gMAAAAg7+zeWqbkUiEeHeK+PzkPLVNKQyBeLjxYXWtEa/6hZK04mqqtp9JUp8y/a0ctPJSs+DS79p7JUIbDkE1Sz5oxirL4sKEg8hSI17myDkE2AAClVHJcsv6Y8Ifb9kbXNFK9bvWKYUYF02JYC7dAfMdPO5RyMkVRFUvGwuDpSenat9R6sc/Ms5k6tumYalxSo4hnBQAAAJyfrOJrw+5bD3Grlil56SFeGgJxSWpbJVLBQdKCg8lKSHdo88k0sxHJmuOpkrIakITYssLwFn6uDpfyGIiPXDzS7xMAAACBYclzS5SWmH2hF1uwTT1e6VFMMyqYul3rKqZ6jJKO/Nuf25Hp0F9f/aW2d7ctxpn9a+/ivXJ4eBEtSQdXHiQQBwAAAPzE3y1T8tJDvDQsqunUulKkGpUN1/oTZ7X3TLpOptmVZjcUFmRTubBg1YsNVZvKESpTSGfD+m/lKwAAcN468c8JrXt/ndv2Nne0UeWmlYthRgUXFByk5kOba+Wkldm2b5q+qcQE4jt/2el1/6FVh6T7imgyAAAAwHnOUYCWKTEhFoE4FeIeRYcGqVP1KHWqXvRn5/q3AQsAADgvLXh8gRw5qhvCYsLUZXyX4pmQn1gtBHpg2QGd3nO6GGbjzlP/cCcW1gQAAAD8x7JC3O5bhbinlimGRcgeUdY6ELcaez55af0Jvbz+hP6JL95qeAJxAADg1d4le/X3t3+7be/4eEfFVI0phhn5T7VW1VT5IvcK980zNhfDbLI7vee0Tu045XXMye0nlXo6tYhmBAAAAJzfvLVMya2HeHiwTTmLyDMNKd3ioCGRIQrKEaDb0+3KPJuZp/kGGue6ozWjQ70PLGQE4gAAwCPDYei3R39z2x5bM1aXP3R5MczIv2w2my6++WK37Zunby726ozcqsOdDq2mShwAAADwB8uWKfasbbm1TLHZbNZ9xDPcj2mz2UplH3GrKvriUDJmAQAASqSNn2/U4bWH3bZ3e7GbQqOK91N9f7n4JvdA/MTfJ3TkzyPFMJt/WQXiVlUptE0BAAAA/MNegEU1Jes+4kn0ETfVKZP1HvJgckaxzoNAHAAAWNr0xSZ9f/v3bturtapm2Xs7UJWrW061r6jttn3te2uLYTZZ7Bl27V6w221786HN3bYRiAMAAAAFZxiGLM8R9XFRTUnWFeKZBOJOl1aJVLBN+uNIitLs1rdLUSAQBwAAbpa/vlxzhs1xW0hTknq93ivX/nmBxirg3/DJ/7N33+Ftlef7wO+jaVneI7FjxxnO3gnZezMSIIxAAoGwuqDQbymjP8oqBUpbUkZbSmmzQ0ISVggze++997Idz3jb2jq/P5wln1e25MjWuj/X5avpe46OnkRApEfPud99KDhU4IdqgOyt2bBWWF3W9LF69H+6v/Lc7dl+j3chIiIiIgp2ovasfN3nIU8+A7nbWFPE3caaoSwpQoNJbWJQbnVi3okyHCuxwCocy29cmiZ/RiIiIgpYslPGiudXYNvftwmPd7qrE9qMbtPEVTW+rvd1xcoXVrpk9slOGStfWIkHv3+wyes59dMpxVrbMW2R2icVmgiNy2Y7pksmlJwpQUJmQlOWSEREREQUUuraUBPwLDLFKIhMqfI2MsVQ79MErX8fLq75hQQUmx1Ydq4CABCpkaCp4wsHCcAvu/ru8w4nxImIiAhAza7mX0770m0zvNWIVrhz9p1NXFXTiIiLwLA/DFOsn/rhFE6v9GxzS18S5Ydn3pwJtVaN1D6pimOMTSEiIiIiujHiDTWvmxD3KDJFeU6lm8gUfZxesWYuC50J8Xf2FuEve4tgu+6bhjKrE2VWJyyOmniaKz9VdvnqMXc/vsQJcSIiojBiq7ah+FQxnLXy2mSnjNW/X40zq5S51QDQ+Z7OuHvB3dBEhO5bhwFPD8DOf+1E2fkyl/WVz61Emz1tPJoIqa08pxxVBVXCYyq1CvGZ8dAZdS7rVYVVwg09M2/OBACkDUhD1pYsl2PZ27OFm4MSEREREZFnfDEhLopM8XpCPKXepwlaQ1Mi/V0CADbEiYiIwsbBRQfx3a++c4kF8US/p/rhlg9uaVBDOJhoIjQY+85YfDH1C5f1/AP5ODD/AHo90svja1krrVj26DIc+fxInefponWY8O8J6PHgtQzzMyvPoPZuPkmdkhDXKg5ATUO8Nk6IExERERHdmPoa4p5kiIsiU9xmiIfhpppDUwOjIe7VJ9uyC2Uou1BW/4l1cDqc2D9vP/bP239D1yEiIiLPbXl3C7584Euvm+Gj3xqNW/9xa8g3w6/oen9XpPVXNpzX/GENbNU2j65RVVCFuaPm1tsMBwBrhRVfTfsK296/FlPjLi7livQB6YrjeXvzYLfYFetEREREROQZhw8iU4QT4m4iU8JxU81A4dWn2/dbv48P2n7g9gOh3WzH3NFzMW/MPLfXsJvt+PqRr7HssWXeVUpERERek50yfnr2J6x8fqVXj5PUEu6YeQeGvTQMklT/G79QIUkSxr07TrFecbECW/++td7Hl5wpwawhs3Bx10Wvnven3/6Eta+uheyUcXpF3Q3x2FaxMDYzuhx3WB3I35/v1XMSEREREdE1vohMiRRMiFfbZWE+uWhC3FLq3QATNYz3416ifzguczqcOLfuHM6tO3dD1yEiIqIbd3WTzPfEm2S6ozFoMOXrKej9WO9GqiywtRrWCp3u6qRY3/TOJlTmVbp9XO6eXMwcPBPFp4ob9Lwb/rQBi+9arHgOtV6N1iNaX/3/kiQJY1Oyt2c36HmJiIiIiMhNQ9xxbdGTCXGNSkKE4DzRlLgwMiWENtUMZMwQJyIiCkGWCguW3L3E7SaZ8Znx0EcrdzWPbxuP4a8OR0rPEN7JxQNj3xmLE8tPwHndG1dblQ1rX1uL2/9zu+L8M6vOYPFdi2GttCqOqfVqJHdOdlmzVFhQcrpEce7xb44r1loNawVtpNZlLW1AGk4sP+GylrM9B3i67t8XERERERGJiaa4Zbvj6q89yRAHamJTzA6Hy1qVTUa061t6txniUYjy6HmCRbnVAY2Hf3Z1idWpfVBNDTbEiYiIQkxlfiUW3rYQuXtyhcfDZZPMG5HYIRF9f9UXO/6xw2V97//2otOdnRCVeu1Nau6eXHz3q+/gFGyWExEfganLpyJjSIbLutPhxHe/+g57/run3lquj0u5QpQjzo01iYiIiIgaTpj0bb/WJPf085NRo0IRXBvioo01w2VTzf8dLfXJdV7sneST6wBsiBMREYUUU4kJswbPQskZ5fQxULNJ5tD/NzSscsEbasSrI7B/3n6XjUhlp4yFExZ69PiY9BhM+2kakrskK46p1CpM/M9ERMRHYMtft9R5HVFDvEW/FoAElwi64lPFqL5UjcjEwNi5nYiIiIgomNSXIe5JZArg+caa+ljlHbuh2BD3RWq2rz+9siFOREQUQta9tk7YDJfUEm7/7+3o/Wh45oI3RGRSJIb9YRhWvbDK68cmd03GtB+nISY9xu05kiRh3F/GwZBgwOrfrxaeE90iGs26NVOsR8RGIKlTEoqOFrms5+zIQftb23tdLxERERFRuHMIIlO83VQTAIyChng4T4gPam6AOsAGstgQJyIiChGyU8bhxYcV6xqDBpOXTEaHiR38UFVwG/D0AOz8106UnS/z+DEZQzMw5ZspMMQbPDp/6ItDYYg34NtffqsYn8gcn+l2mj99QLqyIb6dDXEiIiIiooYQb6rp/YS4USPYVFPQENdF6SCpJMjXPbHdZIfD7lCcG8wGp0RC64MMcV9ieCgREVGIKDhUgKqCKpc1tU6Nh1c/zGZ4A2kiNLjlg1s8vkev06ROmLZimsfN8Ctu+vlNuGfRPVBdP00iAf2f7u/2MWkD0hRrzBEnIiIiImoY0aaaLpEpXmyqWVvtyBSHU0al3Ql9slFxrrXK6tHzUMNxQpyIiChEnF55WrHWangrtBzU0g/VhI5Od3bC5KWTsXfmXlTmVgrP0Rq16DSpEwb+dmCDNyvtdn83JGQmYNM7m2A329H/6f5I7ZPq9nxhQ3xHDmRZZkY8EREREZGX6psQ91VkysUqG5afr0CJxQlp/r2QXvgJ8r7cq8dtVTbPi6YGaVBDfOPbG6HWqRXrDuu1kf71b6wXPvb6c4iIiMh3zqw8o1hrO66tHyoJPV3u6YIu93Rp9Odp0bcF7vv8Po/Obd69OTQGDewm+9U1U7EJxaeKkdg+sbFKJCIiIiIKST7bVFMjmBC/3BAvMNmx+HQ5LI6aJ5OTjNC8PBK2exddPddWyYZ4Y2tQQ3zTnze5PXZlImn9H8UNcSIiIvI9u9mO8xvOK9bZEA9dKo0KLfq2wIWNF1zWc7bnsCFOREREROQl0aaacgM21RRFplTanCixOLD4VNnVZvjV67ZNgNQmHvLZEgCAtZqRKY3N63t6ZVm+4R8iIiLyrawtWS6TwgAQmRSJlJ4pfqqImoIoNuX0CmV0DhERERER1U257SVcIlM83VdIr5ZQe5jcLgOLTpahyi7ui0q9r0Ul2qvtwnPId7yaEP/N2d80Vh1ERER0A86sUsaltBnTxuONXyg4pQ9MV6wd/PQghrwwBM26NfNDRUREREREwamuyBRJJXm8T48kSTBqVCi3ubbYa///66l6t4DzyyMAAGtlaEyIT8iIAgBoAvAjqVcN8bhWcY1UBhEREd0I5oeHp8zxmdDH6mEps1xdk50yVj6/Eg/+8KAfKyMiIiIiCi5OUarF5YluT/PDr4jSKhvidVFdNyFurQqNhnj3xAh/l+CWV5EpphJTY9VBREREDVR9qRoXd19UrGeOy/RDNdSU9NF6DH95uGL91I+nGJ1CREREROQF8YS4A4Dn+eFXGAU54nWRWsQAzWsmqm1V3FSzsXn16rzb/F3MHT0XW9/bipIzJY1VExEREXnh7JqzQK03b4kdEhGbEeufgqhJ9f91f8S1jlOsr3x+JZwOz6dSiIiIiIjCWX2RKd4waty3XLUqIEbQMFf1qpkSD5UJ8UDmVUPcaXfi3LpzWPncSvyj/T/wUbePsPoPq5G9Pbux6iMiIqJ6CPPDx7bxQyXkD5oIDca8M0axnn8gH/vn7fdDRUREREREwUcYmeJoeGSKiEoC7mkTg45xOuWxy7EptmpOiDc2rxriz5x6BuNnjEfGsAxIKgmFRwqx+Z3NmDV4Fma0mIHlP1+OE9+dgN3C3VCJiIiaiig/nHEp4aXrfV2RNiBNsb725bWcMCEiIiIi8oBD0A+XL0+IexuZEqsTn39Hq2i0jtEhPUqrOCb1bgGAkSlNwatXM75tPAb9dhAeWfcInst/DpPmTkKnSZ2gjdSiMq8Se/63B5/d8Rn+lvQ3LL57MfbN3YfqS9WNVTsREVHYKz5djNKzpS5rklpC61Gt/VIP+YckSRj/7njFesXFCmz9+1Y/VEREREREFFzEE+KXI1O8nBBvH6eDrlbMyi0to9ApXg8ASDcqG+Kq9olAjB7WSg60NDZNQx9oSDCg50M90fOhnrBb7Di7+iyOf3McJ5afQEVuBY59fQzHlx2HpJKQPigdHe/oiI53dkRi+0Rf1k9ERBTWRNPhaf3TEBEbuDt6U+PIGJqBznd3xtEvj7qsb/7LZtz0s5sQlRLlp8qIiIiIiAKfLzPEI9QqPNwxFptyq2FzyuiXbEDrmGsxKUatCgl6NYotDpfHqXqlwnb2nLelk5ca3BB3uYheg/a3tUf729oDHwM5O3Jw/JvjOL7sOAoOF+DCpgvI2pyFVS+uQmKHRHS8syM63tERLQe39MXTExERhS1RQ7ztuLZ+qIQCwZh3xuD4N8fhtF/bTNNWZcPaV9fi9k9u92NlRERERESBTbgdfQMjUwAgKUKDSW1i3B5vGaVRNMSl3qmwHWZkSmPz/tX0QFr/NIx+czR+dfBXV3PHWw1vBUkloeh4Ebb8bQtmD5uNd1PexTdPfNMYJRAREYU8p8OJs2vOKtbbjmVDPFwltk9E3yf7Ktb3ztyLgkMFN3x9c6kZ5dnlkEW3k7phqbCg7EIZZOHIDRERERFRYPBlZIonhLEpvVtwD6Am0CgN8etdyR2fvnb6tdzxuzpBa9SiqqAK+2bva+wSiIiIQlLu7lyYS80ua7ooHdIHpvupIgoEI14dAX2s3mVNdsr46dmf4HQI517qJcsy1v9pPWakzsB7Ld/DvNHzUJ5TXu/jdv1nF95r+R7eb/U+Pun7CYqOFTXo+YmIiIiIGltdkSkNmRCvT0vRxpqdk2Fv2Ft28oJPIlM8dX3uuMPqwJlVZ3D8m+NNWQIREVHIOL3ytGKt9cjWUGvVfqiGAkVkYiSGvzwcK59f6bJ+ZuUZfDHlC9w1/y5oIjx/C+iwObD8ieXYP2//1bVz685h9tDZeGjlQ0hol6B4jCzLWP3Samx+Z/PVtby9eZg9bDYe/PFBtLipRQN+Z0REREREjceXGeKeiNWpEK1VocJ2rQMuadXQtm8GHPb50wWUc+VWHCi2ILfahiqbDJsHd5O+2DvJZ8/f6BPi7qh1arS/rT0mfjzRXyUQEREFNeaHkzv9f90fca3jFOtHPj+CBbcsgLnMrHyQgLXKis/u/MylGX5F6blSzBo6C/kH8l3WHTYHlj26zKUZfkV1UTXmjpqLc+vOefT8RERERERNxSGKTLE3XmSKJElINyoHVXSdQnt45IcLFVh8uhxHSywosThhdcqQgTp/fK1JJ8SJiIjIN6yVVmRtyVKssyFOAKCJ0GD838djyd1LFMfOrz+POcPn4MEfHkR0i2i316gqrMKiiYuQsyPH/Tn5VZgzYg4e+O4BtBzcEtYqK5ZOXopTP5xy+xhrhRULblmAyUsno+PtHb37jRERERERNRLRkLLciJEpQE1sytFS18xwXefQbYjvKzJj/yULACBKq0KnOB0S9GpoG2ECvy5eNcQ/aPuBVxdXa9WIiI9AQmYCMoZnoPsD3aGP1tf/QCIiIqrT+Y3n4bS5hstFt4hGUiff3UZGwa3zXZ0x7t1xWPncSsWx/AP5mDl4Jqb9NA1JHZX/zJScLcGCmxeg+GRxvc9jLjVj/rj5uP1/t2P7+9vrbKBf4bA4sPiuxZg0ZxJ6TOvh2W+IiIiIiKgRCVM7GnFTTQBIF+SIazs0b5TnCgQHLtXcqdoySoP7MmObvBF+hVcN8dJzpV4/gSRJuLjzIg59dgirXlyFm/9+M3o/1tvr6xAREdE17uJSJMk/bygoMA3+3WAYmxnxzWPfwFlrd56y82WYNWQWJs2ZhOi0a5Pi1YXV+Hr616jMq1ReUAIikyJRXVjtsmyrtuHLB750W0dUSpTierJDxlcPfYXKvEq0GdPGq99XTFoMjM2MXj2GiIiIiKguzroiUxqpcZscoYbKZIPTcK0xrjLoGuW5AkGR2QEJwKgWRr81wwEvG+Kthrfy6oO2w+qAqcSEktMlcNgcsJRbsPxny2GttGLAMwO8LpaIiIhqMD+cPNXzoZ4wNjNiyT1LYKuyuRwzXTJh0e2LPLqOWq/GPQvvQepNqZg/br5H0+OQgAkfTUCXyV2w8LaFwunx2pt/eqrblG6YNG8SN5ElIiIiIp9wihYdNU3yxopMkSQJhtxyVLVNbJTrB6qECP++h/eqIf7Iukca9CQOqwMnvjuBtS+vReHRQqx8fiU6TeqE2IzYBl2PiIgonJXnlKPgUIFive1YNsRJrN3N7TB97XQsnLBQMd3tiYi4CEz5ZgpaDWsFAHhs02NYcPMC5O3Lc/uYKw30znd3BgA8tOohLL5rMc6uPtuw30Qthz47hKTOSRjx6gifXI+IiIiIwpswMqURN9W8IuZSddg0xOP1KhSYHDDZZfizJ944X2/Uotap0fmuznhsy2NI7JAIp92JXR/vaoqnJiIiCjkHFx5UrDXr3gxRzaP8UA0Fi7R+aXhs82OIaxPn1eOi06Lx6MZHrzbDAcDYzIjp66YjY1iG8DERcRF4aOVDV5vhAKCP1uOB7x5Ap7s6Nah+kS1/24KqgiqfXY+IiIiIwpejjsiUxpoQB4D4amv9J4WIbgkRkAEcL7X4tY4maYhfEREbgaG/HwpZln02HURERBROZFnG/rn7FeudJvmuyUihK7F9Ih7f8jhSeqd4dH5S5yQ8vuVxNOvWTHEsIjYC036chva3tXdZFzXQr9DoNZi8ZDJ6PdKrQfXXZq20YsNbG3xyLSIiIiIKb/7YVBMAEmUnZJOt/hNDwE3JEUg3arAlz4TsSv/9nr2KTPGFVsNrPhyVnClp6qcmIiIKerl7clF4uFCx3vPhnn6ohoJRVEoUHln/CDb8aQPOrz8Ph9WhOEelVSF9UDpGvj4ShniD22tpI7W4/+v7seOfO3Dq+1NIaJ+A4a8MR3RqtNvHqDQq3DHzDrTo1wKHFx+Gpdzz6RBTsQllF8pc1nb9excG/mYg4tvGe3wdIiIiIqLa/LGpJgBExkZAPpQPqV96oz2HP1xw0/Ae1DwSK7MrsfBUGTrH6dE2RosorarefSszorR1HvdGkzfEDYk1H6q8+fBDRERENUTT4S0Ht0RCuwQ/VEPBSh+tx7i/jvPJtdRaNQb9dhAG/XaQx4+RVBL6PdkP/Z7s59VzVRVU4cPMD2GtvHZbqdPmxNpX1uLuT+/26lpERERERNerK0O8MSNT9LF6OFefhyrEGuILT5ahrha3DOBIiQVHSjzrEb/YO8kndQFNHJkCXGuEa42+6+oTERGFA4fVgUOLDinWe07ndDiFB2MzIwY9p2y8H1x4ELl7c/1QERERERGFClFDXG6CTTUj4iLgDNH3snIdP/Udr32uLzX5hHjO9hwAQGxGbFM/NRERUVA7+cNJVBdVu6yp9Wp0va+rnyoianqDnh2Enf/aiepC138XVv+/1Zj24zQ/VUVEREREwc5fm2pGxEVAPpAH2eGE1IjP09R+1TVwIw2btCHutDux5W9bIEnS1SxxIiIi8oy7zTQj4iL8UA2Rf+ij9Rjx6gj88PQPLuunfzqNs2vOos3oNn6qjIiIiIiCmXAS2dH4GeIRcRFAtQ3y8SJIXZSb2QerWJ3a3yW41WRfOxQcKsDCCQuRszMHkICbfnFTUz01ERFR0Ku+VI0T355QrHMzTQpHN/38JuEmmqteXAVZNNlDRERERFQPRx0Z4o0dmQIAzr0XG+05yJVXE+LLHlvm1cUdVgfMpWYUHS1C6bnSq+sDfzsQzbqGzjceREREje3QZ4fgtDld1qJSopA5PtNPFRH5j1qnxqg3R+HLB750Wb+46yKOfH4EXSczRoiIiIiIvOMUDVY4mmBTzRg9AEDemws82KvRnoeu8aohvm/OPkiS99+IXJnUkSQJQ14YgjFvj/H6GkREROFMFJfS/cHuUGlCJ2OOyBvd7u+GLX/bgry9eS7ra/6wBp0mdYJaG7i3aBIRERFR4BFtqtkUE+JqrRpaoxa2EN1Y83p51XZ8dbYcRo0KD3WIrbPP7JRlLDhRhmq7E3e3jUEzg++Sv73+FC3Lssc/klqCIdGA9AHpGPzcYDx19CmMfWdso+buEBERhZrCo4W4uFN5+1zP6YxLofAlqSSMfWesYr34ZDH2ztzrh4qIiIiIKJjV2RBv5F5mRFwEUGKC82wJZKez/gcEqaMlFpRZnWgZpa136FolSciI1qLU6sSxEotP6/Cqtf6a8zWfPjkRERHVTzQdntI7Bc27N/dDNUSBo+24tmgzug3Orjnrsr7u9XXoMa0HdFE6P1VGRERERMFGFJkiXw4Wb8zIFKCmIV6RUwH7Cz8i/+LORn0ufzpfaYMEoG2M1qPzM2N02JZvwtkKG4b7sA7eZ01ERBTAnA4nDsw/oFjnZppENXF8Y95RRvFV5Vdh8982+6EiIiIiIgpW/opMAa5trCmfLgZMtkZ9Ln+qsDoAAEkRns1oJ+hrYhArbL6dmmdDnIiIKICdXXMWFRcrXNZUGhW6P9DdTxURBZa0fmnoep9yE80tf9uC8pxyP1RERERERMGoroZ4o0+Ix0Y06vUDhfnyxL2n3y9cOc9kZ0OciIgobIjiUtrd2g7GZkY/VEMUmEa/PRoqrevbWrvJjrWvrvVTRUREREQUbBwQdMSbMkM8DBguf7FQavWswV12+Ty9jyf02RAnIiIKUJZyC45+eVSxzs00iVwlZCag/9P9Fev7Zu9D/oF8P1RERERERMHGn5Ep+jh9o14/UDQz1ESgHC/1bJPMY5fPS/YwYsVTbIgTEREFqCOfH4HdZHdZi4iPQIeJHfxUEVHgGv6H4YiIrzVZIwMrn1/pn4KIiIiIKKiINtWEo4kiU8JkQrx9nA4ygF2FJuRU1Z2VfrHKhl2FJkgAOsTpfFoHG+JEREQB6uCnBxVr3aZ0g0bv22/HiUKBIcGA4a8o954/veI0Tv14yg8VEREREVEwCYRNNUNdj4QIxOlUsDmBRSfLsCG3CiUWh8s5JRYHNuRWYeHJMticQKxOhV6Jvv3z4SdqIiKiAGSrtuHCpguKdcalELnX78l+2PnPnSg5U+KyvuK5FWg7ti1UGs6CEBEREZGYsCHuaKIM8TDZVFOtknB32xgsOlkGk0PG1jwTtuaZoFVJ0KkkWJ0ybJdfCBmAQS3hnrYxUPv4z5+fCoiIiAJQ9rZsOKyu35RHpUYhrX+anyoiCnwavQZj3hmjWC88XIh9c/Y1fUFEREREFBRkWRZtqQk4alY5Ie47zQwaPNIpDm1jtJBR0/i2OmVU2p2wOuWra5kxWjzSKQ7JBt/Pc3NCnIiIKACdW3dOsdZ6ZGtIUuO+ESMKdl3u7YL0QenI3prtsr72lbXoNqUbdFG+zR8kIiIiouDnEHTDZdu1ASVmiPtWrE6N+zJjUWx24FyFFaVWJywOJ/RqFeL1KrSO1iFer2605+eEOBERUQA6t/acYq31qNZNXgdRsJEkCeNnjFesV+ZVYsu7W/xQEREREREFurrywwFOiPvKwUtmHLxkxiWzHQCQEKFGn2QDRqcZcWtGNEanGdE7ydCozXCADXEiIqKAY6u2IXt7tmK99cjWTV8MURBqOaglukzuoljf8rctKLtQ5oeKiIiIiCiQOWVBR/z6hngjZ4jrY/WNev1A8d2FSnx/oRI2Z/3nNiafRKaYik3I2pqFytxKmEpMkCQJhgQDoltEI31geth8y0FEROQLWVuz4Kz1DiG6RTQS2iX4qSKi4DPmz2Nw7OtjLv8u2aptmDNyDh5a+RASMvnvExERERHVEPZnr8tRYWSKb0SoJVgcMuJ0/p3RbnBDXJZlHPrsELbO2Iq8vXnuT5SAFn1bYPBzg9HlXuWkDhEREblifjjRjUvITED/X/fHtve2uayXni3F7KGzMe2naWjeo7mfqiMiIiKiQOL3yJTY8GiIx+vVyKu2o9ouI8KPO1s2qB1vKjFh3ph5+GraV8jbm1ezE6u7H6eMizsv4vP7P8eCmxfAXGb29e+BiIgopJxfd16x1mpkKz9UQhTchr88HMbmRsV6ZV4l5oyYg6ytWX6oioiIiIgCjUMUmeK41hBv7AlxTYQGGn92iJtIxzgdZADHSi1+rcPrP2mHzYF5Y+Yhf38+ZFmGSq1C5rhMtBzSEontExERFwFZlmEps6DoeBGyt2TjzKozcDqcOLPqDOaPm4/HtzwOlYbx5URERLW5yw9vM6qNH6ohCm6GBAMe/P5BLLh5AaqLql2OmUvNmD92Pu7/6n5kjs/0U4VEREREFAhE/fCmnBAHamJTKvMqG/15/KlvsgGHiy3Yml+NlEgN2sbo/FKH1w3xda+vQ96+moiUDhM74LZ/3YbYlrF1PqbsQhm+f+p7nPjuBHJ352L9n9Zj1B9HNaxiIiKiEJa1RZAfnhaN+Mx4P1VEFNxS+6Ti0Y2PYv64+SjPLnc5Zqu2YeHEhbj707vRdXJXP1VIRERERP4mmhCXm3BTTaBmY81Qb4hfrLZjaGokVmdXYenpcrSN0SIzRoc4vRqaev6MM6K0PqvDq4a4rdqGnf/aCUmS0G1qN9y94G6PHhebEYupy6fiywe/xMFFB7Hjwx0Y9v+GhcWtAERERN5gfjiR7yV1SsJjmx/D/HHzcenEJZdjTpsTn9//OZw2J7o/0N1PFRIRERGRPwkzxJswMgUIj401F54sw5VPtjKAM+U2nCm3efTYF3sn+awOr17NI18cgaXcgoj4CNz+ye1eP9nETybCkGCApdyCI18c8frxREREoc5dQ5yIbkxsRiwe3fgoUnqnKA/KwPKfLUd5TrnyGBERERGFPH9vqgmER0McqGmEy7V+Xd+Pr3k1op21JQuSJKHXo72gjfR+TF1n1KHn9J7Y9t42XNh0AT0e7OH1NYiIiEKVtcqKnB05inU2xIl8w9jMiOlrp2PR7YtwYeMFl2O2ahvWvroWd86800/VEREREZG/CDfVtHNC3Nd+1TUwokC9ejXz9tRkh9/IB/M2o9u4XIuIiIhqiPLDY9JjmB9O5EMRsRGY9tM0tL+tveLYvtn7kLef71GJiIiIwo1wQtzmuPrLpsgQD4eGeKxO3eAfX/KqIV6RWwGgJoexoZI7J9dc62JFg69BREQUipgfTtQ0tAYt7lpwFyLia33okIGVz62ELJoQIiIiIqKQVd+EeFNEpuhj9Y3+HFTDq4a4pcwCADDEGxr8hFe+7bCUWxp8DSIiolB0ft15xVqrka38UAlR6DPEGzDi1RGK9TOrzuD0T6f9UBERERER+Yt4QpyRKaHKq1fTWmkFAGgivIoed6HWq12uRURERMwPJ/KHfk/2E0YSrXhuBZx2p+ARRERERBSKHIKGuMxNNZuE1SGjwuZAmbXuH1/yqrMtyzJv2yYiImoEWVuyFA24mPQYxLdlfjhRY1Hr1Bj7l7FYeu9Sl/XCw4XYN2cf+jzRx0+VEREREVFTEkamMEO80RSa7NhRYMK5ChsqbZ4NorzYu+ER3rU1bN6fPXEiIiKfOrf2nGKt9SjmhxM1ts53d0bLwS0V62tfWcs7GomIiIjChDAyxc7IlMZwqNiMucdLcajYggqbEzJQ74+vNSj75KMuHzW8Kc49ioiIiBTcbahJRI1LkiSMnzEeMwfNdFmvzKvElne3YOTrI/1TGBERERE1mUDYVDMiNvQb4pfMdvxwoRIOGegcp0O3hAgsPVMOCcC9bWPgkGUUmh04UmzBJYsDyRFqjEozQuPjQbEGNcRLz5f6tAgiIqJwZq204uLOi4p1NsSJmkb6wHR0va8rDi857LK+5W9bcNPPb0J0i2g/VUZERERETUG8qea1yJSmmBA3JBgQmRQJo8YI5DX60/nFrkIzHDLQOlqLO9vEuBzLiNZCq5LQAcDg5gZsyqvG5jwTtuWbMLVdjPiCDeRVQ7zV8Fa8dZuIiMjHhPnhLWMQ1ybOPwURhaExfx6Do18dhfO6DENbtQ0rnluBwc8PVpwfnRqNqJSopiyRiIiIiBpJfZEpTZEhntQpCc8XPo9ly5Zh5qSZ9T8gCF2osEECcFNy3dPwkiRhWKoRZVYnDhdbsLfIjD7JBp/V4VVD/JF1j/jsiYmIiKiGu7gUfglN1HTi28aj/9P9se3v21zWDy06hEOLDgkf0+uRXpjw8QRo9A266ZKIiIiIAkQgRKaEg4rLwyfJEdfeP1/5k3U4ZWhrffFwU3IEDhVbcKTE4tOGeOPP+xMREVGdhA3xUa2bvA6icDf8D8MREe95duO+Ofuw5O4lsJlsjVgVERERETU2h6AfLjfxpprh4MoXDxHXfcFwpQlebVe+CHE6NQDgksWhOHYj+GoSERH5kd1sx8VdgvzwEa2bvhiiMGdIMGD4K8O9eszJ709i0cRFsFZZG6kqIiIiImpsTtGE+HUZ4pwQ941ITU0r+vrmd7S2Zq3IbFecX3l5otwq+sbiBrAhTkRE5Ee5e3JdMosBICo1ivnhRH7S78l+aN6juVePObvmLBbcvACWcksjVUVEREREjUnYb23iDPFwkBRRM/Fded1n4FSjBjKAg8XK99L7L5kBXGua+4pXgYfLHlsGSMDEjydCrVUrjstOGRc2XQBQswGniM1kw0ddPoKkkvDM6WcaUDIREVHoyNqapVhrOagl88OJ/ESj1+ChlQ9h7WtrcXHnRci1Ph3JsoyCgwWQa+28lLU5C/PGzsO0H6fBkOC7fEMiIiIianz1ZYgzMsU32sbocK7ChtxqGzKitQCA7gl6HCq24FSZFd+cq0DneB1kGThZZsWhYgskAB3i9D6tw6uG+L45+yBJEm77x23ChrjNZMOckXMgqSS8an9VeA3ZKaP0fCk/6BMREQHI3pqtWEsflO6HSojoCmMzIyb+e6Lb44eXHsaXD3wJp9317o6LOy9i7qi5mPjJRKh1yvfKvqTRa5DQPkH4npyIiIiIvOMUTYjbuKmmr7WP1WF1ThWOl1oxoHkkAKBVtA7dLjfFj5bU/FwhA4jTqTC4uW8HTrxqiHvMt7EuREREIUmWZTbEiYJQ18ldodFrsHTyUjisrhv85B/Ix8yBM5ukjtiMWNz96d3IGJrRJM9HREREFKqEDXFOiPtcnF6N3/ZIUKxPyIhCUoQaewrNKL/8RYROJaFjnA4jWxgRofFjZAoRERH5TnlWOSouVrisqbQqtLiphZ8qIiJPdbyjI6Yun4rPJn0Gu0m5AVBTKLtQhvnj5uOeRfeg06ROfqmBiIiIKBQII1Ou31STGeI+oxd8uSBJEgY2j8TA5pEw252wy4BRIzVawgi/3iAiIvITUX54au9UaCL4fTVRMMgcn4kHf3gQWqPWbzXYzXYsuWcJdv1nl99qICIiIgp2oglx2c7IFH+I0KgQpVU1atw2G+JERER+IopLSRuY5odKiKihWo9ojYdWPgR9rG83+vGG7JTx3S+/w7rX10EWTTcRERERUZ0coo74dRPijEwJLRxBIyIi8pPsbcqGeMtBLf1QCRHdiJaDWuKJ7U9g3WvrcOnEpUbfT6eqsAoVORWK9fV/XI+K3ApM+GgCP7QRERERecFRT4Y4J8R9L6/ajiMlFuRW21Btl+Fwyvhl12v54pU2J3KqbFBLEtrF6nz63GyIExER+YHdbEfunlzFOjfUJApOSR2TcO9n9zbJc1krrVg6eSlO/XhKcWzPJ3tQXVCNuxfeDa3Bf1EuRERERMHEKbrLjptqNgq7U8ZPWZU4VGwBcG2WpPZXDloV8P35SlidMh7rFIdkg+/a2Hw1iYiI/CB3Ty6cNqfLWlRqFGIzYv1UEREFC12UDlO+mYKeD/cUHj/29TF8euuncNqdwuNERERE5Eo4IX7d5zVuquk7X5+rwKFiC2QALaO06JccITxPr1ahfZwOMoDjpVaf1tCwhniI/DNgNpvx3nvvYfDgwYiLi4NWq0ViYiJGjhyJTz75BA6Ho/6LEBERNYBoQ82Wg1o26sYhRBQ61Fo17pxzJ4a8OER4/Pz689jxzx1NXBURERFRcBJFiDMyxfeOlVhwqswKtQTclxmDB9rHYliq0e35mTE1USnZVTaf1tGgWfM/R/3Z7bErH+TfUL/RsIqayKVLlzB69GgcOHAAAJCeno527dohOzsb69evx/r167Fw4UL88MMPMBgMfq6WiIhCjWhDTcalEJE3JEnC2HfGIio1Cj/99idFdvnuT3ZjwG8G8Is2IiIiono4RJEp3FTT5w4UmyEBGJQSibYx9eeCNzOoAQCXzL4dWvb61ZRl+YZ/AsHvf/97HDhwAPHx8Vi3bh2ysrKwa9cu5OXl4csvv4Rer8f69evx17/+1d+lEhFRiJFlmQ1xIvKZgb8ZiHsW3aNYLzpahIu7LvqhIiIiIqLgIpoQlzkh7nN51XYAQOc4vUfnR2pqWtcmH0cBejUh3mt6L58+uT8tW7YMAPDKK69gxIgRLsfuuusuPPPMM/jb3/6G5cuX47XXXvNHiUREFKLKs8pRcbHCZU2lUSG1T6qfKiKiYNft/m7Y9dEunN9w3mV9/9z9SOuX5qeqiIiIiIKDcELcfm0qmRnivmG5HNYeqfXvn6dXDfE7Z9/ZWHU0uerqagBA+/bthcevrNtsvs2oISIiyt6mnA5P6Z0CrUHrh2qIKFT0nN5T0RA/tOgQbv77zVDr1E1WR1VBFSABxmT3eZBEREREgaS+DHFGpviGXi3BZJdhssuI8ODtaaml5kuJK5PivhK2r2afPn0AABs3bhQe37BhAwBg4MCBTVYTERGFB9GGmoxLIaIb1eXeLtAYXOddTMUmnPjuRJM8v7XKiq8e/grvNn8X7zZ/F9899V3AxCUSERER1UWcIc7IFF9Ljqh5r3qh0rMB5BNlVgBAqrFB22C6FbYN8bfeegt6vR4zZszAW2+9hfPnz8NsNuPUqVN47rnnsGDBArRs2RKvvPJKndcpKCjA4cOHXX4uXLjQRL8LIiIKRqL88JaDWvqhEiIKJfoYPTrf1Vmxvn/u/kZ/7uqiaswbMw8H5tdsWA8Z2PXRLhz94mijPzcRERHRjeKEeNPoEKeDDGBLXjXMjrpzwYtMduwurNmEs6OHmeOe8surmbU1C5/e+qk/nvqqYcOGYcOGDRg/fjxeeeUVtG7dGgaDAe3bt8cHH3yA//u//8POnTuRnl73xN5HH32Ebt26ufw888wzTfS7ICKiYGM325G7J1exzglxIvKFntN7KtZOfncSVYVVjfacpedKMWvoLORsz1Ec2/3J7kZ7XiIiIiJfcdTTEGeGuG/0TIxArE6FcqsTn54ow/kKq+Ics92JfUVmfHqqDDanjGSDGp3jdD6tw7fz5vU4v+E81r+xHufWnmvKp3Xr3LlzyMvLgyzLaNasGdLT05GdnY2CggIsWbIEXbp0wc9+9rM6r/Hkk09i8uTJLmtr1qxhU5yIiIRy9+TCaXP9JjwqNQqxGbF+qoiIQkmbMW0Q3SLaZeNep92JQ4sOYcAzA3z+fPkH8rHglgWozK0UHj+z6gzKs8sRkx7j8+cmIiIi8hVRZIpsu25TTUam+IRGJeHetjFYeKoMhWYHPjtVDo0KuPKn+8HBSzDba14LGYBRI+GuNjGQJN/++Td4QtxaZcW5dedweMlhnF5xGuXZ5W7PPbvmLOaMnIO5o+bi3NpzkGUZKh+HoXvrvffew/3334+srCx89913yM/Px+7du5Gfn4/ly5fDbDbj5z//Of7xj3/UeZ1mzZqha9euLj8ZGRlN9LsgIqJgI8oPbzmopc//giei8KRSq9B9WnfF+v55vo9NObfuHGYPm+22GQ4AkIEDCw74/LmJiIiIfImRKU0n2aDBYx3j0D62Zurb5qxpfssATHb56q/bxegwvWMc4vW+3xze6wlxh82Blc+vxO7/7IbDeu2bEkhApzs7YeInExGZGAkAuHTyEr5/6nucXX0WAGoa4WoVek7rieGvDvfN76ABCgsL8fLLLwOoaYzfdtttLscnTpyI9957D9OnT8err76Kn//859DrfZtVQ0RE4UmUH864FCLypV7Te2HLX7e4rOXuzkXB4QI069rMJ89x5PMj+PLBL10/D7ixf95+DHlxCL/4IyIiooDFTTWbVrROjXvaxqDU4sD5ShsumR2wOJzQqSTE6dVoE61DQoTvG+FXeN0QX3LPEpz87qRyx3gZOPb1MRSfKsbPdv0MJ78/ia+mfQVbtQ2yLENSSeg+tTtGvDYCie0TfVV/g+zatQvV1dUAgJtvvll4zi233AIAKC0txcmTJ9GtW7cmq4+IiEJX9jZBQ3wgG+JE5DvJXZLRom8LXNx10WV9/9z9GPfXcTd8/f3z9uPrR76uGd2pxdjciKp817zyoqNFuLjrItL6pd3wcxMRERE1BvGE+HWRKcwQbxRxejXiGmECvD5ezfsf/+Y4Tnx7AgCgjdSiz8/64Oa/34zx745Hnyf6QBOhQcGhAqz5wxp8MeULWKuskGUZHW/viCcPPYm7F9zt92Y4AJSXu493ETGbzY1UCRERhZOyrDJU5FS4rKk0KqTelOqniogoVIk21zyw4ACcdqfgbM+VZZXh2198K2yGJ3ZMxBPbn0DGMGV84P65vo9sISIiIvIV4YQ4I1NCllev5sFPDwIAoltE46mjT+H2/9yOgf83EIOeHYTbP7kdTx19ClGpUdg6YyvsFjvUOjXuXnA3piybgqROSY3yG2iIjh07Xv31Tz/9JDznhx9+AACo1Wq0a9euSeoiIqLQJopLSemdAq1B64dqiCiUdZvSDSqt61v9ytxKnFl95oauu+61dbCb7Yr19IHpeGzzY4hrFSdsxh9adAh2i/JxRERERIFAOCHOyJQmVWF14GSZBUdLLMiqtIm/pPARrxriF3ddhCRJGP3WaMS2jFUcj82Ixei3RtdEpEgShr00DN0fUG7q4289e/ZEz541b9R/+9vf4vvvv3c5/u233+LZZ58FAEyaNAlxcXFNXSIREYUg0YaazA8nosYQmRSJDhM6KNZvZFK74HCB8PHtb2uPh1c/fHUfoa6Tu0JjcE1mNBWbcPL7kw1+biIiIqLGIssyHNxU0+dkWUZetR151XZU13GXosnuxJdnyvHR4RJ8eaYC35yrwMKTZfjwYDF2FpgapTavXs2qgpo8wLo+vLcc3PLqr3tM69HAshqXJElYuHAhUlJSUFRUhAkTJqB58+a46aab0Lx5c9x+++0oLi5G586d8a9//cvf5RIRUYgQTYi3HNRScCYR0Y0TTWof++oYzGUNiwNc89IayLXGpyLiI3D3p3dDG3ntThd9jB6d7+qseDxjU4iIiCgQiXrhssPpMjbODHHvZVXZMed4KeYeL3XbELc5ZSw8WYaTZVbIgMuPxSFjTU4VNudV+7w2rxri1iorACAmLcbtOdEtoq/+OjZDOUUeKLp06YJDhw7htddew0033QSz2Yz9+/fDarViyJAhmDFjBnbv3o3mzZv7u1QiIgoBdrMduXtyFeucECeixtL+tvYwJBpc1uxmO3b8cwdy9+a6/BSfLlY0u693YdMFHP/muGJ92B+GISIuQrHe42HlYMzJ706iqrBKsU5ERETkT/VNhwOMTGmIcxU1feT0KA2SIjTCc7bmV6PQXLN5qUYC+iRF4OaWRgxqbkCkRoIMYEteNUosDuHjG0pcjY+oNIF9O0FiYiJef/11vP766/4uhYiIQlzunlw4ba5vqqJSowL6y2MiCm5qnRrdH+iOHf/Y4bK+9uW1WPvyWsX56QPTce+SexXRiLIsY9XvVynOj2kZg/5P9Rc+d9uxbRHdIhoVF69tJOy0O3Hos0MY8PSAhvx2iIiIiBqFMKu61mc3RqZ4L6/KDglA+1i98LhTlrGvqObORbUEPNg+FqnGa3cd9kqKwNzjpTDZZRy8ZMbwFkaf1cZXk4iIqAlkbxPHpUgSJw2IqPH0fFgZm+JO9rZszBo8CwWHC1zWTyw/gazNyj0QRr0xCho30z4qtQrdpyn3EmJsChEREQUa4U1ynBC/YeWXv1RIN4rfL+ZU2VFtlyEB6Jqgd2mGA0CsTo3+zQyQAWRV2XxaW4MmxDe+vRFqnVp4zGG9NsK+/o31dV5nxKsjGvL0REREQUeUH542MM0PlRBROEm9KRXJXZJReKTQo/PLs8sxe+hsTP12KjKGZMDpcGL1/1utOC+5azJ6PFT3fkE9H+6JLX/d4rKWuzsXBYcL0KxrM89/E0RERESNSDghXrshzgxxr13JDY9100POqrzW5O4UJ54ibxOtwzpUo9gcAJEpm/68qc7jV6bd1v+RDXEiIiIAyNqqnK7khppE1NgkScLIP47E0slLPX6MudSM+WPn457P7oGp2CRspo99Z2y9tw4369oMqTelIne36/4J++fux7i/jvO4HiIiIqLGJJwQt7k2YIM1MuWtt97Cyy+/jK5du+LQoUMux7Zs2YIXXngBe/bsQUxMDO677z68/fbbiIqK8slzmy+Hs7u7KTqv2n7112m1psOviNXV/LlbhEHvDed1Q1wWfWvSALxFnIiIwkVZVhkqcipc1lQaFVJvSvVTRUQUTrrc2wV3zb8LBxYcQFW+clPL0nOlMJeaXdbsZjuW3L0EekHmY8bQDLSf0N6j5+45vaeiIX5gwQGM+fOYoP1gSURERKHFo8iUIJwQz87Oxttvvw2jUZm9vW/fPowZMwadO3fG3//+d2RnZ+Pdd9/FyZMn8cMPP/jk+XUqCRaHjAqrE5GCfSavNMQT9Gro3ETSyLX+11e8aoj/5uxvfPz0REREoU8Ul5LSOwVag/hbcCIiX+sxrQd6TBNHnJScLcGCmxeg+GSxy7rslGEuMSvOH/uXsR4Pt3Sf2h0rfrfCZVPhytxKnFl1Bu1ubufF74CIiIiocTgEHXHZfm1CPFjzw5977jkMHDgQDocDRUVFLsdeeuklxMfHY926dYiJiQEAtG7dGj/72c+wYsUKjB8//oafP16vRl61HRcqbWge6dqCLjY7UG5zQgKQFuW+PV11+T1khI9fA6/GMuJaxfn0h4iIKByI4lLSB6X7oRIiIqX4NvF4bPNjaNGvRb3ndryzI1oO9jzuKTIpEh0mdFCsc3NNIiIiChTCNI7rJsSD8a62DRs24PPPP8f777+vOFZeXo6VK1di2rRpV5vhAPDwww8jKioKS5Ys8UkNraK0kAHsLDTB4nCduN9RYLr663YxOrfXyL08RR6vF+eQN1TwvaJERERBRjQhzvxwIgokxmQjpq+ZjsybM92eI6kkjHl7jNfX7vGwcjL92FfHUFWgjG8hIiIiampOUTz0dXe3+Ssu5cKFCzh8+LDLT0FBQb2PczgcePrpp/HEE0+ge/fuiuMHDx6E3W5H3759XdZ1Oh169eqFvXv3+qT+XkkRUEtAhdWJ2cdKsTWvGrsLTfjiTDn2XzJDAhCtVaFdrPuG+JlyKyRAMWF+o9gQJyIiakR2sx25e3IV65wQJ6JAo4vSYeryqejxkDhapdejvZDcJdnr63aY0AGGRIPLmt1sx+a/bW5QnURERES+VN+EuL8iU5555hl069bN5eejjz6q93Eff/wxzp8/jz/96U/C47m5NZ9PU1OVe1qlpqbi4sWLN1b4ZXF6NUa1MEIGUGZ1YkNuNVZlV+FUmfVqJviYdCNUbqL4THYnTpZZAQAto3wbN+pVe33u6LmQJAkPfP8ANHrfduaJiIhCUe7eXJfsXACISolCbEasnyoiInJPrVVj0txJiEqNwpa/brm6bmxuxMjXRzbsmjo1ej3aC1vf3eqyvvNfOzH4ucGIah51IyUTERER3RCHaEI8ACJTPvzwQ4wePdplLTm57uGES5cu4dVXX8Urr7zi9lyTqSauRK9Xbp4eERFx9bgv9G1mgEEjYUNuNcqs1/5Mo7UqjEozomOcsoYrdhSYYJcBjQS0jXY/Rd4QXnW1z607B0mSIAu/OgFs1Tb8Pe3vkFQSXrj0gk8KJCIiCmaiuJT0Qekeb0hHRNTUJEnCuL+MQ6thrbDr410wJhsx5MUhiEmPqf/Bbgx+bjB2/msn7Cb71TW7yY4tf9uC8e/e+KZNRERERA0l2FMTsPl/U82MjAx07drVq8e8/PLLSEhIwNNPP+32HIOh5s49i8WiOGY2m68e95WuCRHomhCBEosD1XYnItQSEiPqb0n3TIxAl3g9NCoJOh+/Bj4d85ZlGeYyMz/kExERXeauIU5EFOg6TOyADhOVG2I2RFTzKPR7sh+2zqg1Jf7R5SnxFPGUuLXSClOxCdFp0UG5oRUREREFPmFD3O7/DHFvnTx5Ep988gnef/99l9gTs9kMm82Gc+fOISYm5mpUypXolOvl5uaiRYv6N1pviHi92qvNMeN8vJHm9fiukoiIqBFlbc1SrHFDTSIKR0NeGAKNwXUex25ynyW+Z+YevNfyPbzf6n18ctMnKDhU/yZSRERERN4SRabINv9HpngrJycHTqcTzzzzDNq0aXP1Z/v27Thx4gTatGmDN954A926dYNGo8GuXbtcHm+1WrFv3z706tXLP7+BJhQcrygREVEQKssqQ0VOhcuaSqNC6k3KzUuIiEKdsZkR/Z7qp1jf9e9dqMyrvPr/ZVnG2lfXYvkTy2EuNQMA8vfnY/bw2cjerrzrhoiIiOhGiCfE/R+Z4q1u3brhq6++Uvx07doVGRkZ+Oqrr/D4448jNjYWY8eOxYIFC1BRce3z6vz581FZWYnJkyf78XfRNLgzJhERUSMRxaWk9E6B1uDbHbKJiILFkOeHYNdHu2Crtl1ds5vs2PzXzbj57zfDaXfiuye/w57/7lE81lxixrwx8zDl6yloO7ZtU5ZNREREIUy4qWYQTognJSVh0qRJivX3338fAFyOvfXWWxg8eDBGjBiBn//858jOzsaMGTMwfvx43HLLLU1TsB8FxytKREQUhERxKcwPJ6JwVteUeMnZEiy5Z4mwGX6FrcqGhRMW4uiXRxuzTCIiIgojjhDJEPdGnz59sGrVKhgMBvz2t7/FJ598gscffxyff/65v0trEpwQJyIiaiQ523IUa8wPJ6JwN/i5wdj5r52uU+JmOz7u8TGsldZ6H++wOrB08lLc/r/b0fvR3o1ZKhEREYWBejfVDJLIFHfWrVsnXB86dCg2bxbv5RLqGtQQv7DpAjQRyofaTNfe1J7feB4Q/QN1nVbDWzXk6YmIiAKe3WJH7h7lrt3pAzkhTkThzdjMiH6/7octf93isu6uGR6VEuWSMQ4AslPGN499g6r8KmTenKl4jDZSi8QOiZCk4P4AS0RERI1PHJlyLUM8WCJTyHMNaoh/euunbo9dedM5d+Tcui8iAa/aX23I0xMREQW83D25cFgdLmtRKVGIbRXrp4qIiALH4OcGY+c/XafEFSTglg9uQY9pPbBo4iJkbVHGUK3+f6ux+v+tFj48rnUcpv00DYkdEn1VNhEREYUg0YS4HEIT4qTk9Vccsiz75Ke+6XEiIqJgJtpQM31QOqcViYgAGJNrpsTdUevUuPezezHg6QEwxBswbcU04SR4XUrPleKzOz+D87oPtERERES1CSfEQzxDPNx5NSF+5+w7G6sOIiKikOKuIU5ERDWuZolXuU6J66J1mLJsCtqManNtzajD1G+m4quHvsLhJYc9fo6iY0XYN2cf+jzRx2d1ExERUWipL0OckSmhx6uGeK/pvRqpDCIiotCStVV5az831CQiusaYbMTI10di5fMrr65FpUThwR8eREqvFMX5ap0ady+8G/o4PfZ8ssfj51n3+jp0f6A7tJFan9RNREREoaW+DHFGpoSeBmWIExERkXtlWWWoyKlwWVNpVEi9KdVPFRERBaZBvxsEbaQWJ78/iaROSRj07CBEt4h2e75KrcLEjycitU8qDi08BEu5xeW4LMvI35/vslaRU4Ht/9iOoS8ObZTfAxEREQU3ToiHHzbEiYiIfCx7mzIuJaV3CrQGTicSEV1PkiT0e7If+j3pPk9c9Ji+v+iLvr/oKzy++O7FOPbVMZe1TX/ehJt+dhMMCYYbqpeIiIhCj6OehjgzxEMPv+IgIiLyMeaHExH5z5i3xyg+uFrKLNj0ziY/VURERESBjJEp4YcNcSIiIh8TNsQHsiFORNQUkjoloffjvRXr2z/cjrKsMj9URERERIFMFJkiMzIlpPEVJSIi8iG7xY7cPbmKdW6oSUTUdEa8NgKaCNd0SIfFgXWvr/NPQURERBSwxBPi10WmcEI85LAhTkRE5EO5e3LhsDpc1qJSohDbKtZPFRERhZ+YtBgM+L8BivX9c/aj8EihHyoiIiKiQFXfpprMEA89bIgTERH5kLv8cEnimygioqY09MWhiIiPcFmTnTJWv7TaTxURERFRIHKIOuLXZYgzMiX08BUlIiLyIW6oSUQUGCLiIjDspWGK9ePLjuPC5gt+qIiIiIgCkVO0aGdkSihjQ5yIiMiHsrZmKdaYH05E5B/9f90fMS1jFOurXlgFp1348ZeIiIjCjEP0loCbaoY0vqJEREQ+Up5djoqcCpc1lUaF1JtS/VQREVF400RoMPKPIxXrWVuysPiuxbBV25q8JiIiIgosTm6qGXbYECciIvKR7G3KuJSUXinQGrR+qIaIiACg58M9kdw1WbF+4tsTmDd2HqovVfuhKiIiIgoUDkE/XLZfyxDnppqhhw1xIiIiH8nermyIpw1M80MlRER0hUqtwvgZ44XHsrdmY/bQ2Si7UNbEVREREVGgcNQzIc7IlNDDV5SIiMhHcrbnKNbSB3BDTSIif2t3czvc9q/bAMGAV9GxIswcNBP5B/ObvjAiIiLyO6egH85NNUObxt8FEBERhQKn3Ync3bmK9bQBnBAnIgoE/Z7sh8jkSHw17Ss4rA6XYxUXKzB72GzcOftOxLWO8/iaKo0KyZ2TodJwzoiIiChYiSfEr71X4IR46GFDnIiIyAcKDhUoNmczJBiQ0C7BTxUREVFtXSd3hTHZiM/u/AyWcovLMUuZBUvuXuL1NQ2JBkyaOwkdJnTwVZlERETUhOqdEGeGeMjhVxxEREQ+IMwP758GSeKbJyKiQNJ6ZGs8suERRKVG+eR6pksmfDXtK5iKTT65HhERETUt0aaajEwJbWyIExER+YAoP5xxKUREgSmlZwoe3/I4Ejsk+uR65lIzDi0+5JNrERERUdNyCiJTZDs31QxlfEWJiIh8gA1xIqLgEtc6Do9tfsxn/63eP3e/T65DRERETYubaoYfZogTERHdIEu5BYVHCxXraf3ZECciCmSRSZGYvmY6Nry1AWdXn4XD4qj/QQBkp4z8A/kuaznbc1B0vAhJHZMao1QiIiJqJPVtqskM8dDDhjgREdENytmZA9R6D5XQLgGRiZH+KYiIiDymjdRizFtjgLe8e9zHvT5G/n7Xpvj+eftrrkVERERBgxni4YeRKURERDeIcSlEROGn58M9FWsH5h+ALLzvmoiIiAKV8K/u6ybEmSEeeviKEhER3SA2xImIwk/3B7srJsbKs8pxdu1ZP1VEREREDSGMTOGEeEhjQ5yIiOgGyLKM7O3ZivX0Ael+qIaIiJpKVPMotLulnWKdm2sSEREFl3ojU5ghHnLYECciIroBZRfKUJVf5bKm1qnRvGdzP1VERERNped0ZWzK0S+Owlpp9UM1RERE5C2nYDpcdsouXXJGpoQevqJEREQ3QBSXktI7BRo9960mIgp1HW/viIi4CJc1W7UNR7444qeKiIiIyBvC/PDrpsMBRqaEIjbEiYiIboAoLoX54URE4UEToUHX+7sq1hmbQkREFByE+eHXbagJcEI8FPEVJSIiugE525QT4swPJyIKH6LYlHNrz6H0fGnTF0NERERe8WhCnBniIYcNcSIiogZy2BzI3ZOrWOeEOBFR+EgfmI6E9gmK9QMLDvihGiIiIvKGcENNGyNTQh0b4kRERA2UfyAfdrPdZS0yKRLxbeP9VBERETU1SZKEU+L75+6HLLoNm4iIiAKGMDLFzsiUUMdXlIiIqIFEG2qm9U+DJHGCgIgonPSY1kOxVnyyGNnblPtMEBERUeDgpprhiQ1xIiKiBhI2xBmXQkQUduJaxaH1qNaKdW6uSUREFNhEE+JyrcgUToiHHr6iREREDZS9XTn5x4Y4EVF4EsWmHF58WBGtRURERIGDm2qGJzbEiYiIGsBUYsKl45cU62n92RAnIgpHXe7pAm2k1mXNXGrG8eXH/VQRERER1ceTDHFGpoQeNsSJiIga4OLOi4q1xA6JMMQb/FANERH5my5Kh873dFas7/zXTm6uSUREFKA8mRBnZEro4StKRETUAIxLISKi2kSxKefXn8fpFaf9UA0RERHVx+EULNq4qWaoY0OciIioAbihJhER1dZmVBskdkxUrK/+/WrIwhE0IiIi8ienMDKFGeKhjg1xIiIiL8myLGyIpw9I90M1REQUKCSVhNFvjVas5+3Lw6HPDvmhIiIiIqqLQxiZ4pohzsiU0MNXlIiIyEulZ0tRXVTtsqbWq9G8R3M/VURERIGi892dhRssr3l5DRxWh+ARRERE5C+iTTVlRqaEPDbEiYiIvCTKD0/tkwq1Tu2HaoiIKJBIkoSxfxmrWC89W4pd/9nlh4qIiIjIHW6qGZ74ihIREXkpa0uWYi19IONSiIioRuuRrdHulnaK9Q1/2gBLhcUPFREREZGIaEIcNtc7upghHnrYECciIvKC0+7E0c+PKta5oSYREV1vzDtjgFqfn6sLq7F1xlb/FEREREQKnkyIMzIl9LAhTkRE5IXTK0+jMq/SZU2lVaHt2LZ+qoiIiAJRSs8UdH+gu2J9y7tbUJlfKXgEERERNTXhppo2RqaEOr6iREREXtg/d79irePtHRGZGOmHaoiIKJCN+tMoqLSuH7lsVTZseHODnyoiIiKi6zlFkSmcEA95Gn8XQEREFCzMpWYc+/qYYr3Hwz38UA0REQW6+Dbx6Purvtjx4Q6X9d0f78bA/xuIhMwEj65TXVSNsqwy4TFjMyNi0mJuuFYiIqJwJJoQl2s3xJkhHnLYECciIvLQ4aWH4bC4brASmRSJ9re291NFREQU6Ia/PBz7Zu+DtcJ6dc1pd2L171fj3iX3QpLcf8h22p1Y8dwKbP9wOyC6pfuy9re1x71L7oXOqPNl6URERCFPOCFea1NNRqaEHr6iREREHhLFpXR7oBvUOrUfqiEiomBgTDZi8HODFetHPj+C5T9bDmetKbQrbNU2LLlnCbZ/UHczHABOfn8Suz/Z7YtyiYiIwoowQ5yRKSGPDXEiIiIPFJ8qRtbmLMV6r+m9mr4YIiIKKoOeHQRjM6Nife/MvVh892LYqm0u66ZiE+aPm4/j3xz3+DlOfnvyhuskIiIKNw4PMsQ5IR56+IoSERF5YP885XR4s27NkNI7xQ/VEBFRMNFF6TDmz2OEx04sP4F5Y+eh+lI1AKDsQhlmDZ2FrC3KL2HrkrMjB06HeNqciIiIxJyiCfFakSnMEA89bIgTERHVQ3bKODD/gGK9x8M96sx+JSIiuqLXo70w7A/DhMeyt2Zj9tDZOPnDScwcPBNFR4uUJ0lA857NkdIrBSm9UhRxXdZKKwoPFzZG6URERCGLkSnhiZtqEhER1eP8xvMoPVfqsiapJPSY1sM/BRERUdCRJAmj3xyNqJQo/PDMD4pc8KJjRVh420LhY9U6Ne6afxe63tf16tr88fNxZuUZl/OytmaheY/mPq+diIgoVAk31WRkSsjjK0pERFQP0WaameMzEZ0a7YdqiIgomPX/dX9MXjLZ4w2Z9TF6PPjjgy7NcABIH5SuODd7a7ZPaiQiIgoXoglxmRPiIY8NcSIiojpYq6w4svSIYr3n9J5+qIaIiEJBl3u7YNpP06CP0dd5XlRKFB7Z8AjajGqjONZyUEvFGhviRERE3hFOiDNDPOSxIU5ERFSHY18dg7XS6rKmj9Gj450d/VQRERGFgtYjW+ORDY8gKjVKeDyxQyIe3/o4UnqKN29OG5CmWLt04tLVzTmJiIiofp5kiDMyJfTwFSUiIqrD/nnKuJQu93WB1qD1QzVERBRKUnqm4PEtjyOxY6LLelr/NDy66VHEtY5z+1hDvAFJnZMU69nbOCVORETkKaeoIW5jZEqoY0OciIjIjfLscpxZdUax3mt6r6YvhoiIQlJc6zg8vvVxDPrdILQZ0wYjXhuBh9c8DGOysd7HCnPE2RAnIiLymIObaoYljb8LICIiClQHFhwAar0/is+MR8shytxWIiKihjLEGzD+3fFeP67loJbYN2ufyxpzxImIiDwnjEypnSHOCfGQw684iIiIBGRZxv65yriUng/3hCTxDREREfmfaEI8Z3sOnA6n4GwiIiKqTbipZq0JcW6qGXrYECciIhLI3ZOLomNFivUeD/XwQzVERERKyZ2ToY/Ru6xZK60oPFzop4qIiIiCi+g7ZJmRKSGPrygREZHAqR9OKdZaDW+F+DbxfqiGiIhISVJJSBuQpljP2prlh2qIiIiCj7N2RibAyJQwwIY4ERGRwJmVys00O9/T2Q+VEBERuSfcWJM54kRERB4RpoxxQjzk8RUlIiKqxVppFU7XtR3X1g/VEBERuddykHKj5+xtbIgTERF5wincVJMZ4qGODXEiIqJazm84D2etN0HRadFI6pTkp4qIiIjERJEpl45fgqnY5IdqiIiIgovDk001GZkSctgQJyIiquX0ytOKtcxxmZAkvhEiIqLAYog3IKmz8gtbTokTERHVTzwh7pohzsiU0MNXlIiIqBZRfjjjUoiIKFCJcsS5sSYREVH9OCEentgQJyIiuk7FxQoUHi5UrLcZ08YP1RAREdVPmCPOjTWJiIjqJZoQl2s3xJkhHnLYECciIrrOmdXK6fDmPZojqnmUH6ohIiKqX/pA5YR4zvYcOB1OwdlERER0hXBCnJEpIY+vKBER0XUYl0JERMEmuUsy9DF6lzVrpRWFR5R3PBEREdE1DlGGOCNTQh4b4kRERJfJsowzq9gQJyKi4CKpJKQNSFOsi2JTrJVWmIpNTVEWERFRwBNuqlmrIc4J8dDDV5SIiOiywsOFqMytdFlT69RoNayVnyoiIiLyjGhjzesb4rIsY+t7W/Fey/fw18S/Yu6oubCUW5qyRCIiooDj9GRTTWaIhxw2xImIiC47vfK0Yq3lkJbQRmr9UA0REZHnRBtrZm3NAgDIThk/PfsTVjy7AuZSMwDg3Lpz+PYX3zZpjURERIFGGJlSK0OckSmhhw1xIiKiy86uOqtYY1wKEREFA1FkyqXjl1BVUIVvHv8G29/frjh+6LNDyN6ujFUhIiIKB05ZhqgfXrtLzsiU0MNXlIiICIDD6sC59ecU65njMpu+GCIiIi8Z4g1I6pykWJ8zcg72zdnn9nErfrcCsuh2cSIiohAnyg+Xa02HA5wQD0VsiBMREaHmtnJblc1lzZBgQErvFD9VRERE5B1RjnjR0aI6H5O1OQvHvjrWWCUREREFLIfoC2GbU7HEDPHQw4Y4ERERgDMrzyjW2oxpw9vjiIgoaKQPVDbEPbHqxVVwWJUTcVdYq6wou1AGp0PZJCAiIgpWoglx2JV/H/IzYejhK0pERARxQ7ztWOaHExFR8BBtrFlbz+k9FWvFp4qx6+NdwvP3z9+P9zPex/ut3sd/ev0HefvybrhOIiKiQCDeUFMwIc7IlJDDhjgREYU9U4kJF3ddVKxzQ00iIgomyV2SoY/RC49Jagl3LbgLd86+E23GtFEcX//H9TCXml3Wtry7BV8//DVMxSYAQMGhAswePhtn1yg3oSYiIgo2TlFkir1WQ1wCJIkN8VDDhjgREYW9c2vPQa51v1x8Zjzi28T7qSIiIiLvSSpJGJuiidBgytdT0OPBHpAkCePfHQ/U+mxvKjZh49sbAQCyLGP1S6ux8vmVimtZK6z49NZPcXjJ4Ub5PRARETUV8YS4a2QK88NDExviREQU9k6vPK1Y43Q4EREFo75P9nX5/7poHR788UF0mNjh6lpKrxT0fFgZnbL9g+0oPl2M7578Dpv+vMntczisDnw+5XNs/3C77wonIiJqYqIJcbnWhDjzw0OTxt8FEBER+ZsoPzxzXKYfKiEiIroxHe/oiHsW3YP9c/cjMjkSw18ejsQOiYrzRr85GoeXHIbdZL+65rA68L/+/7sakVInGfjxNz+iIrcCY94ew9vJiYgo6AgnxGs1xJkfHprYECciorBhqbCg+FSxy1p1YTVKTpe4rEkqCa1HtW7CyoiIiHxDkiR0m9IN3aZ0q/O8mPQYDPrdIGx8c6PLurtmeFRKFCrzKhXrm9/ZjMrcStz+39uh1qobXjgREVETc3qwqSYnxEMTG+JERBQWVv9hNba+uxUOq6Pec1v0bQFDvKEJqiIiIvKfIS8MwZ5P9qCqoKrO84a+NBTD/zAcX0z9Ase/Oa44vn/ufpiKTbj/q/vZOCAioqDh8GBTTU6Ihya+WwGwdu1aTJ06FS1btoRer0dSUhL69OmD//u//0NeXp6/yyMioht06sdT2PT2Jo+a4YB/8sOdsowKmwM24ZgCERGR7+mj9Rj5xsg6zxn37jiMeWsMtJFa3PfFfej9RG/heSeWn8COf+5ohCqJiIgahzgyhZtqhoOwbog7nU784he/wOjRo/HZZ5/B4XCgZ8+eSExMxLFjx/DBBx/g1KlT/i6TiIhu0K5/7/Lq/KZuiOdX2zHrWCn+dagEHx8uxtlya5M+PxERha8+j/dBUuckxbqkknDHzDsw+HeDr66pNCrc/sntGP7qcOG1NryxAeZSc6PVSkRE5EuiTTVrT4jzzqfQFNav6m9+8xt88skn6NmzJ7Zt24aLFy9ix44dOH78OMrKyrBmzRq0bdv0U4JEROQ7VYVVOPn9SY/PT+6SjIyhGY1YkatCkx2fnSpDkblmEqHKLuPHrErxmzMiIiIfU2lUuPUft0KlvfbRUK1T494l96L3Y8ppcEmSMOqPozDh3xOAWkNzpmITNry1obFLJiIi8gmHU7BoqzUhzsiUkBS2GeIbNmzAP//5T6Snp2PdunWIi4tzOa7VajFq1Cj/FEdERD5zcOFBOGt9y681apHYPtFlTVJJaN6jOUa9OarJpgBKLA4sPlUOU6179cqsThSYHEiJDNu/pomIqAm1HdMWD3z7APbO3AtJLWHIC0OQ0iulzsf0/WVf5GzPwb45+1zWd3y4A/2e7If4NvGNWDEREdGNc0I5hCRzQjwshO0n7RkzZgAAnnvuOUUznIiIQseBeQcUa/1/3R9j3xnrh2quKbM6sOhkGSrtorEE4GKVjQ1xIiJqMpnjM5E5PtOrx4z60ygcWnwIdpP96prD6sCal9bgnkX3+LpEIiIinxJOiNfeVJMZ4iEpLL/msFgs+PHHHwEA48aNw8mTJ/HCCy/glltuwW233YbnnnsO+/bt82+RRER0wwoOFSB3T65ivefDPf1QzTWVNic+O1WGcpu4GQ4AF6vtbo8REREFgpj0GAz63SDF+qHPDiF7e7YfKiIiIvKcU5RSWeszGiNTQlNYjp7t27cPVmvNhmXbtm3DU089BbP52uYvP/zwA/7+97/jpZdewptvvlnntQoKClBYWOiyduHCBd8XTUREXts3d59irUXfFkjuktz0xVxmsjux+FQZSizum+EAkFvFhjgREQW+IS8MwZ5P9qCqoMplfeVzK/HIhkcgSWwkEBFRYHJwU82wFZavam7utWnBX/7yl+jSpQu2bNkCs9mMc+fO4Ve/+hVkWcZbb72F//3vf3Ve66OPPkK3bt1cfp555pnG/i0QEVE9nHYnDi44qFjvOd1/0+EWhxOLT5ej0Oyo99xLFgfMbuJUKLBYHTKqbE5uhEpEYUkfrcfIN0Yq1i9suoBjXx9r+oKIiIg8JJ4Q56aa4SAsG+KVlZVXf63X6/Hjjz9i0KBB0Ov1aNWqFT766CNMmDABAPDaa6/B4XDfuHjyySdx6NAhl58PP/yw0X8PRERUtzOrzqAyr9JlTaVVoduUbn6pR5ZlfH6mHHmCKJQItQSjRvlGK5exKQHvaIkFHx0uxj8OFWPBiTJU2Or/soOIKNT0ebyP8O6rVS+sgsPK/y4SEVFg8mRCnBnioSksG+IGg+Hqrx9++GEkJyvfvD3//PMAgIsXL9aZJ96sWTN07drV5ScjI8PnNRMRkXf2z92vWOswoQMikyL9UA1wvNSKrEplg1unknBfZgxaR+sUx5gjHtjMDid+yqqE2VHzRvpitR3b8k1+roqIqOmpNCqM+9s4xXrxqWLs+niXHyoiIiKqn0PQD5dtjEwJB2H5qiYkJFz9defOnYXndOnS5eqvz5492+g1ERGR75jLzMLbtP0Zl3Kq3KpY00jAvW1j0MKoRQujcluPi1W2piiNGuhChe1qM/yK8xV8zYgoPLW7tR3ajGmjWF//x/Uwl5oFjyAiIvIvYeRh7QlxRqaEpLBsiHfq1Onqr/V6vfCc69frikwhIqLAc3jJYdjNrtPVhkQD2t/W3k8VAZcEueE3t4xCRrQWAJBm1CqOX6y2Q2YudcDKEWx8Wmlj7jsRhSdJkjD+3fFArb6BqdiEjW9v9E9RREREdRBNiMPu+rmNE+KhKSxf1dTUVLRt2xYAcObMGeE5p0+fvvrr9PT0JqmLiIh848C8A4q17g90h1qn9kM1Nfnhoob4lWY4ACQb1KgdI26yyyizssEaqLIFE/xmhwy7cHceIqLQl9IrBT0fVt6Ntf2D7Sg9X9r0BREREdVBvKkmM8TDQVg2xAFg6tSpAIBPP/0UFotFcfx///sfACAuLg59+/Zt0tqIiKjhik8X48KmC4p1f8alVNqdsNZ6t6VVATHaa38NqyUJzSNFsSnMEQ9Edqcs3CAVAKrs/BKDiMLX6DdHQxPh+veZw+rAutfW+acgIiIiNzzaVJORKSEpbBvizz77LBITE5GVlYVf/vKXqK6uvnps4cKF+O9//wugZnNNd7EqREQUePbPU26mmdwlGal9Uv1QTQ3RdHiCXg1Jcn1z1ULUEK9mJnUgyqu2i2+xBFDF2BQiCmMx6TEY+OxAxfr+efuRfzDfDxURERGJiSfEGZkSDsL2VU1ISMDXX3+NqKgozJkzBykpKejfvz9atWqFBx98EDabDVOmTMHvf/97f5dKREQekp2yMC6l5/SeiuZzUxI1xBMjlM3vFqIccU6IByRRXMoVzBEnonA35IUhMCQaXBdlYM1La/xTEBERkQAnxMNX2DbEAWDo0KE4fPgwfvnLXyIxMRH79+9HeXk5Ro0ahYULF2LhwoVQqZrmj8hSYUFVQVWTPBcRUai6sOkCSs+VuqxJKgk9pvXwT0GXiRviyjzzVMGEeL7JDgczqQNOdh1fVDAyhYjCXURsBIb9YZhi/cS3J3B+4/k6H1txsQIOm/LvTSIiIl8TfcySazfEmSEekpSfvMNMRkYG/v3vf/u1hvVvrMeGNzfAaXOiy+QuuHvB3X7b+I2IKJjtm7tPsdZ2XFtEt4hu+mKuI2yI65X/nY/VqRCpkVBtv/bOzCEDBSY7UgXT4+QfsiwjhxPiRER16vdkP2z/YDvKzpe5rK96cRUe2/yY4s6t8uxyfPP4Nzi94jTUOjUm/mciej3SqwkrJiKicOPJhDgjU0ITX1U/O/n9Sax7bR2clz88H1l6BOvfWO/nqoiIgk91UTWOLDmiWO/5sP8207ziksWzCXFJktAiUhCb4mbzRvKPYosDJrv7qf0qGyf6iYg0eg1GvTFKsZ69NRvHlx13WSs8UoiZg2fi9IrTAGo24Vz22DLk7MxpklqJiCg8CfcEYmRKWGBD3I9kp4zVL61WrG+dsRXl2eV+qIiIKHhteGsDrJVWlzVdtA6dJnXyU0U1zA6nYmJYAhAvmBAHgBZGwcaazBEPKHXFpQCMTCEiuqL7g93RrHszxfrql1bDefm/lVlbsjBr6CyUZ9X6/CMDq3+/GrJoeo+IiMgHuKlm+OKr6kdHPj+C/P3KndbtZjvW/IEbzhARear0XCl2fbRLsd7rkV7QCiaum1KxIC4lTq+Cxk0WXQtBjvjFavfxHNT0cirrfj0YmUJEVEOlVmHMn8co1ouOFmHf3H04/s1xzBszD+YSs/DxZ9ecxZmVZxq7TCIiClMebarJDPGQxIa4nzjtTqx9da3b4/vn70funtwmrIiIKHitfXUtHFbXxrPWqMWwl5QbejU18Yaa7rfwSBFMiJdYnDCF0NSxU5ZRYQ3eDdPqnRBnQ5yI6Kr2t7VHq+GtFOsrn1uJxXctht1c939TV724CjI3lyYiokbgyYQ4I1NCExvijchSYXF77MCnB3Dp+CX3D5aBFc+t4C2CRET1yD+QjwMLDijWB/1uEKJSovxQkStPN9S8IkKtEuaL54ZIjvjJMgveO3AJ/zpcggUnSmEOskZ/td2JYkEm/PWq7E7+/U1EdJkkSRj7l7GKdXOp2aNGd96+PBz67FCd51TmV9bbWCciIqrNyU01wxZf1Ua0+qXVwixwh9WB9a/Xv3HmubXncPL7k41RGhFRyFj9/1YDtd7HRCZFYvDvBvunoFqKPNxQ83rC2JQQyBEvszrw9dkKXBmgzq6yY1NetX+L8lJOVf3xNQ4ZMAt36CEiCk/pA9PR6a769/Ro0bcFUnqnKNbXvLxGcScYAJhKTFh631LMSJ2Bt41vY+PbG31SLxERhQfRW3a59v5PnBAPSWyIN6LyrHLMHDQThUcKXdb3zNyD0nOlivMjkyMVayufX3l1wxkiInJ1br34i8PhrwyHPkbvh4qURBniSfU1xEUba4ZAjvj2fJPiTefxUmtQTVNnV3r2xQRjU4iIXI1+a3SdOayZN2di+trpGD9jvOJY6dlS7PqP614h5dnlmDN8Do4sPQLIgOyUseYPa3D0q6M+r52IiEKTJxninBAPTXxVG1l5djlmDZ2FC5svAABsJhs2vqmcXGh/W3tM/M9ExXrR0SLsmbmn0eskIgo2sixj1YurFOtxreNw0y9u8kNFSg6njBLBhHhCPQ3xVMFGoLlV9qBqHNdWaXNi/yXlpmkVNifKg6h57MmEOABU8stsIiIXyZ2T0euxXsJjPab1wNRvpkIXpUObUW2QeXOm4pwNf9pwNZKy8GghZg6eiYJDBYrzVr2wSjhNTkREVJswuYubaoYFNsSbgLnEjPlj5+P4N8ex86OdqLhYoThn1Juj0GlSJ2QMzVAcW/fqujrzyImIwtGxr44hZ3uOYn3Um6Og0bvftLIplVgctdNcEKVRIaKeKYNmBjU0td53mRwySq3B22TdVaCcDr8iuzI4pt/tTlmY5d7MoPyCgxPiRERKI18fqdjfY/DzgzFp7iSoddf+Wzr2HWXmeHVhNbbO2IqsLVmYNWQWyrOU0ZQAUHyqGLs+3iU8RkREdD3h5xNuqhkW2BBvInazHYvvWizMDu9ybxek9k6FJEkY9+44xfGqgips/svmpiiTiCgoOO1OrH5ptWK9ec/m6D61ux8qEhPlh9c3HQ4AKklCijBHPDgax7WZ7U7sKVJOh1+REyT56HnVdsWb5kiNhHSjcqK/kg1xIiKFmLQYTF83Hb0e6YX2E9pjyjdTMO6v4xTTdym9UtD9QeXf51v+tgXzxs6DucT93ykAsP6P62EurfscIiIih2hEnJEpYSEwRujChOyUYa20uqxJKgkj3xh59f+nD0hHtyndFDupb52xFW3HtfUqEze2ZSwik5S55EREwW7v7L24dPySYn3sO2MD6pa2Sw3ID7+ihVGL7FqN4ovVdnRN8ElpXrE7ZVTanIjWqaCWvP/z3VNkhlV4P2KN7CBp9IviUtKNWkRplW+Sq+zBG29DRNSYkjom4c7Zd9Z73qg/jcLhJYfhvO4LRpuH+2mYik3Y+PZGjPurctjoRlTkVsCQYAiYO9GIiOjGCEdYuKlmWODf5I0oITMBOF33OT2m9UBy52SXtdFvj8bRL4+6ZN/ZzXbMHTnXuwIkYOD/DcS4v43jN1pEFDJs1Tase22dYr31yNbCzFF/Em2omehpQ1w4Id70k9RZlTYsP1eBcpsT0VoV7mkbI5xed8fqkLGz0FTnOYUmBywOJ/QB/ndV7S8oACDNqEGERtAQ54Q4EdENiW8Tj76/6osdH+6o+7zMeCR3TsaJb0+4rG//YDv6PdkPca3jbriW6kvVWHjbQuTsyEFEfARu/+R2dLm3yw1fl4iI/Msp3FSzVmRKAA1cke8E9ifPIDf6zdF1NmdUGhVGvDZCsR7fJh79n+l/4wXIwLb3tuGLqV9wYxkiChnb3t+GytxKxfrYv4yF1IDp5cZUZFY2UBP1njXEU43KpnO+yQ5zE27WmF1pw5LTZVc3vaywOfHV2XLxbuxu7L9khqmeaWkZ/mn2e0OWZfGEeJQWUYKGOCNTiIhu3PA/DIcuSuf2eOpNqXh8y+OY8O8J0ES4/r3psDqE8WoNsezRZcjZUbNvibnEjGWPLkNVQZVPrk1ERP7jELxllzkhHhbYEG9EGoMGU7+Zih7TegiP936iN+LbxguPDXtpGAwJBp/UcWTpESy6fRGsVdb6TyYiCmCV+ZXY9OdNivUu93ZBWv80P1TknizLKBZkiHs6IR6jVSkarU4ZdWZx+1JetR1Lz5TXvmMQZVYnjhR7ttGzwyljR0Hd0+FXBHpsSonFiepajX2NBKQYNDAKI1PYECciulHGZkYMfn6w8Fjm+Ew8su4RGJsZEZMeg0G/G6Q459CiQ1cb2Q11fuN5nFjuOn1urbTi4MKDN3RdIiLyP2GqIzPEwwJf1Uam1qkxae4kxRu5qJQojHhFOR1+hSHegLF/Ve6u3lCnV5zG/HHzYSrxrDFBRBSI1r2+TrkXg1rCqDdH+aki98ptTkUzWaeShHnTIpIkoUOccipuZ6EJtjryuH2hyGTH4lNlsAi3XQe25ZsgezAlfqjEggrBpHS/5AjFWnZlYE+Iixr2KZEaqN28ppwQJyLyjUHPDkJih0SXte4PdsfU5VNdpseHvDgExmZGxeNX/G6FR39niciyjFUvrhIe2z93f4OuSUREgUN456udE+LhgBniTUBSSRj313FoNbwVdv9nNyKTIzHkhSGIbhFd5+P6PN4HKrUKBz89iOqiao+fT3bKyD+Qr1jP3pqNOSPm4KEVDyEqJcrr3wcRkT8VHinEnv/uUaz3/WVfJHVM8kNFdRNtqJkYofYq1qV/MwP2Fplx/ds0k13G/iIz+jbzzV1EtZVYHPjsVDlMbprhAHDJ4sCJMis6xrnf6Nkpy9iWr/y7q0OsDj0SI7Cz0HXS/WK1DU5ZhirAYm+uEDXE06O0AIBIjbJms0OG3SlDw8xBIqIboovSYfq66Vj3+jqUnS9Dj2k90P2B7opMV320HiPfGInvfvmdy/qFTRdw7Otj6HxXZ6+f+/iy48jemi08lrcvD/kH8tG8R3Ovr0tERIFBOGdkY4Z4OGBDvAl1mNgBHSZ28OoxvR7phV6P9PL6ufbO3ovlTyyHXOvf7oKDBZg1dBYeWvkQ4tuI41q8UX2pGg6rA9GpdTf3iYhu1KoXV0Gu1aTVx+iFezEEAncNcW/E6dXoEq/H4RLXiJLtBSb0ToqA2sdvzsqtDiw6VYZKD+I+tuab0CFW57bBf7zUihKL8jqDUgxIilBDr5ZcJtBtTqDA5PBqw86mlCOYYE831jTEVZIEo0ZCVa1IlSq7E7E6715zIiJSik6Nxu3/ub3e8/o83gfbP9iOoqNFLuurXliFDhM6QO3Ff5OddidW/7+6M8j3zd2Hm2fc7PE1iYgosHgyIc7IlNDEVzVE9X60NyZ/Pln4pq/kdAlmD52NgkMFDb6+0+7EiudWYEbKDPy9xd/x2Z2fwVTMOBYiahxn15zFiW9PKNaHvjQUxmTl7dGBQNgQ93BDzesNaq6cBK+wORVN8htVZXPis1PlKLcqm9gGwW2CedV2nKsQ537LsoytgunwNtFapEZqIUkS0gWbhgZqjrjJ7sQlQR582nW/B2GOOGNTiIialEqjwri/jVOsF58qxs6Pdnp1rX1z96HoWFGd5xz89CCc3DOCiChoCW+KZWRKWGBDPIR1vqszHvj+AWgvT7Bdr+JiBWYPm43zG897fV27xY7P7/8cW2dsvfoG8Pg3xzFr6CyUZZXdcN1ERNeTnTJWPLdCsR6bEYsBzwzwQ0WeuWRRThR7OyEOAEkGDTrEKrPEt+Wb4GxgJmptZrsTn50qE24CGq1VYXrHOOHk9tZ88Rehp8ttKDAprzXwuuZ+muDvppzKwGyIixr1iRFqGK7b9NSoYY44EVEgaH9be7QZ3UaxvvL5lTjyxRGPrmEz2bDutXX1nleVX4XTK057WyIREQUAWZYh/DTFCfGwwFc1xLUd0xbT10yHIUE5YWguNWP+uPk49vUxj69nrbRi0cRFOPrlUcWxoqNFmDloJgoON3zynIiotgOfHkDe3jzF+ui3R0NrUDZVA4UvIlOuEE2JF1scOFFqFZztHatDxtIz5SgU1BupkTClXQzi9GphDRcqbciu1cQusTjww4UKxblpRg0yoq69XumChnh2VWBurJkjqKv2hLtoY80qTg0SETU5SZIw7t1xQK2BPqfdic/v/9yjpviOf+xARY7y77Jm3Zop1ri5JhFRcBJNh0uCUHFmiIcmNsTDQFr/NDyy4RHhJp4OiwNL7lmCXf/ZVe91TMUmzBs7D2dWnXF7TkVOBWYPbdjkORFRbbZqG9a8tEax3qJvC3Sf2t0PFXnGZHeiulaetAo1meANkWrUonW0soG8Jb8a8g1MiTucMr4+Wy5s+EaoJUxpF4vEiJrGb4dYnbChf300SqXNicWnyhRZ2gAwqHmkS954qlGjeBNSYXOizKpszPtbXrXyz6f2hLs4MsU3E/xEROSd1N6p6P14b8W67JBrmuKfu2+Km4pN2PTnTYr1znd3xui3RyvWjy07BlMJoyOJiIKNaENNYUOckSkhiQ3xMNGsazM8tvkxJHZIVByTnTK+++V3WPf6OreNlYrcCswZMQc523Pqfa6GTJ4TEYlse38byrPLFevj3h0X0N/Ui6bD4yPUULvZgNITogntApMDZ8obFjMiyzK+u1CJM4IccJ1Kwn2ZMWhmuDYFLUmSsIaaeBQ7zPaaZnipIIO8RaQGmTGuDWStSkJzQQyLaPNKf5JlGfmChnhqrdoZmUJEFFhu/eBWtBmjjE6RHTI+n/I5Di89LHzcpnc2wVxqdlmTVBJGvzUa7W5ph8jkSJdjDosDh5eIr0VERIFLtKGmJFhjZEpo4qsaRuJax+HRTY8irX+a8Pj6P67Ht7/4Frl7c11+zm8473YTTkktwZCobJBcmTzf9sE2xfVy9+ai+HQxZNHXcW7IThnlOeU3NAlJRMGlMr9SOKHV8c6OaD2iddMX5AXRBowN2VDzehlRWrQQ5ngrN6+sjyzLWJldhSOCjTnVEnBP22i0EESadI7XI1anfOuwKbcan7uJXYnWqnBnm2iX6fArgmFjzQqbE6Za91NqJGX8DSNTiIgCizZSi6nfTEXbsW0Vx2SHjC+mfoE9M/e4fEY5t/4cdvxjh+L83o/3RlKnJKi1anR/UHmHGmNTiIiCTyhOiO/cuRO//vWv0bVrVxiNRmRkZOC+++7DiRMnFOcePXoUt9xyC6KiopCQkICHHnoIhYWFfqjaP5SfRCmkGZONeHjNw1g6eSlO/XBKcXzPf/dgz3/3eHQttV6NyUsmo1n3Zlhw8wIUnyx2OS47Zfz0fz+5fXzagDRMXjoZsS1j63ye8xvO47tffYfCI4UwNjdi2o/TkNIrxaMaiSh4rf/jelgrXTOyJbWEsX8Z66eKPOfL/PArJEnCoBQDvjjjmmmaXWVHVqUNLaM8z1PfnGfCniKzYl0CcGfraLSKVm7iCQBqScKAZgasyK5yWT9RJs4yN6gl3N8uBrE68e89zajFzkLXOgKtIZ5vUk6HJxs0UNVq8IsiUzghTkTkX9pILaZ8MwWf3fGZIvZRdshY/sTyeq+hMWgw4rURV/9/z4d7Yvv7213Oyd6ajUsnLgnvxiUiosAknBAP8gzxv/zlL9i8eTMmT56MHj16IC8vD//85z/Rp08fbNu2Dd26dQMAZGdnY/jw4YiNjcXbb7+NyspKvPvuuzh48CB27NgBnU78eTCUcEI8DOmMOkxZNgU9p/ds+DWidZj24zR0vKMj4tvE47HNj6FFvxZeXSNne069m3Ae+fwI5o+bj8IjNd9SVeVXYeGEhbCZAqthQkS+VZlXid2f7Fas9/1lXyR1TPJDRd65ZFY2UW+0IQ4A7WJ0SBbleOd5PiW+u9CETW7OvyUjCh3i9HU+vntiBIya+t8UalXAfZkxSIpw/917uqCJX2hywOJQNpJtThmlFodXdwpZHE6YbnBKO79a+eVGM4PyNYgSRKZUsSFOROR3WkNNU7ztOOWkuCcG/GYAYtJirv7/lF4paNZdsLnmfE6JExEFE+GEuOBzSDBFpjz77LM4f/48PvzwQzzxxBN4+eWXsXHjRtjtdrzzzjtXz3v77bdRVVWFNWvW4JlnnsFLL72EJUuWYP/+/ZgzZ47/fgNNKHheVfIptVaNO2ffiSG/H+L1Yw2JBkxfMx2tR7a+umZMNmL6mulod0s7r65V1yacO/61A0vvWwpHrQ3WKi5WYPd/lI0yIgodp348BblWTIUuWucyoRXIGmNCHKiZEh8oyPE+U2ETbvxY2+FiM1bWmu6+YlSLSPRMjKj3GlqVhH7NlDVcTy0B97SJQaogduV6UVqVIoJFBnCx1iafJ0ot+OhQMT4+UoJPjpagVBBJU9vG3Cp8eLAYHxwsxvJzFXA2MHJLNCHe3KBs8hu1yi8JquxORn0REQUArUGLKcumIHN8plePi4iPwNAXh7qsSZIkHCw6MO+AV5GQRETkXx5PiAdRZMrgwYMV093t27dH165dcfTo0atrX3zxBSZOnIiMjIyra2PHjkWHDh2wZMmSJqvXn9gQD2OSJGHsn8filg9uqblP3gMx6TF4dOOjaNFXOQ2ui9JhyjdT0PNh7ybPa2/CKcsy1ry8Bj/8+oeazojApnc2wVbNKXGiUFX7tmYA6POzPjAmG/1QjXdsTlm4sWSi3jcpZZ3j9YgT5HgvO1de50TyiVILvj1fKTw2oJkBA5pHCo+J9E6KgL6ON4a3t4pG6xjPbrNLFzTNr49NOVFqwVdnK67meJdYnFh+vqLORvOZcis255lw5TuVwyUW7CwweVRPbcKGuCDLXaeSUDs1xSEDZgebI0REgUBr0OL+r+/3qik+9p2xiIhTflnc/YHuilvoyy6U4dz6czdaJhERNRHR23RRQ9yfE+IXLlzA4cOHXX4KCtynLIjIsoz8/HwkJdXcaZ2Tk4OCggL07dtXcW7//v2xd+9en9Qe6JghThjwzAAkdUrC1r9vRVW+eHJQUklo3qs5Rr0xyuWWwdrUWjXunHMn0gam4fBnh2EpV27YVnquVLFz+5VNOG/9x624uPsi9s3aV2fNVflV2PWfXRj020H1/waJKKjIsixsiHt7B4q/lAiml2O0Kuh8NFmgkiQMbB6JH7Ncm9slFieWnC7DA+1joa/1pu1suRXLzlUIv2PskajHyBaeN8MBQK9W4abkCGzJUzaZb2kZhU7xdceuXC89SoPDtTb3zLk8Ie6u7pwqOy5U2txmne8QNL93FJjQJ9kArRcZgGa7E+WCLzeSBTEwkiTBqFEpvgypsjlhEMSpEBFR07sSn7LpnU04/dNp2AVfegI1d8R2f6A7ej/WW3g8OjUamTdnKvZk2j93P9qMauPzuomIyPfEkSmBlSH+zDPPKNZee+01vP766x5f49NPP0VOTg7eeOMNAEBubi4AIDU1VXFuamoqiouLYbFYoNd7/pkuGLEhTgCAzPGZXt9C6I4kSej3q37o96t+wuMlZ0vcbsL5/VPfe/w8m/+yGX1/0RfaSM83kiOiwFdwsEDx5Zxar0bG0Aw3jwgsoriUBB/EpVyvW4Ie2/KrFc3XfJMDn58px/2ZsdBcfuOWVWnDF2fKhRMQHWJ1uKVlFCTJ+zd5/ZINOHDJ4rJx5IjUSPRKqj925Xppggnxi1V2nK+wuq0bALbmm4QN8SKTHecqlHcQVdllHLxkRp/kuuNerieaDk/Uq91+uRGlVTbEK+1OBH7qPRFR+NDoNRj52kiMfG3kDV2n5/Seiob4kc+P4LZ/3gZdVOhvRkZEFOxEkSlwKodh/BmZ8uGHH2L06NEua8nJyR4//tixY3jqqacwaNAgTJ8+HQBgMtUMD4ka3hEREVfPCfWGOEeWqMk1ZBPOTpM6KWJdqvKrsOvjXT6ujoj87fTK04q1jKEZ0BqC48uvokbaUPN6GpWEe9rGIELw5iyr0o5llzOzc6ttWHq6HHbBe73W0Vrc0ToaqgY0wwHAoFFhSmYMusTr0TZaiztbRwvzzeuTHKFWxK9YnTKWuKn7inMVNlysUja+dxeZBWfX2FZg3MT2KgAArGBJREFUEr/xdSPfpPxyQxSXcoWxdmYKuLEmEVGo6nhHR+hjXZsFtiobjnxxxE8VERGRNzydEPdnZEpGRga6du3q8tOsmXJjZ5G8vDxMmDABsbGx+Pzzz6FW13wmNRhqPrNZLMpEB7PZ7HJOKGNDnPzCmGzE9LXT0e7W+iMQhr08DPd9eR+6TemmOLb5L5uZJU4UYs6sVMaltB3X1g+VNEyxYEI8yccNcQBINmgwOTNGkVsNACfLrPj6bAUWnyqHVfBOL92owd1tYq5OkTdUkkGDO1pH4752segcr2/QpLkkSUgTNJk9id7emu8ajWK2O3Go2H1DvNzqxNES5Rs/d/IFG5U2N7h/LY2CaJRKNsSJiEKS1qBF1/u6KtZ/fOZHXNh0wQ8VERGRN4SbajoCa0K8ocrKynDrrbeitLQUP/74I1q0uDaQeiUq5Up0yvVyc3ORkJAQ8tPhABvi5Ec6ow5Tlk0R7tIOAJCA2/51G0b/aTQkScLwV4Yrp8QLqrDz3zsbv1giahJ2ix3nN5xXrGeO802kU1MoEkWm6H3fEAdq4kbuahMj/Mv8RJlVuKFjikGDezNjfJZp7gtpUfVP/xsE9Z4ss6LouliTA8UW1Nd/3ppvqnNDzusVCCJTmhncT4hHiSbE6xpzJyKioCb6HGMpt2D++Pk4+f1JP1RERESeEk2IQ9AQ9+eEeEOYzWbcfvvtOHHiBL799lt06dLF5XhaWhqSk5Oxa5cycWHHjh3o1atXE1XqX8H1qlLIUWvVuHP2nRjy+yGu6zo1Ji+djH5PXsshT+6cjO5TuyuuseWvW2CtsjZ6rUTU+LK2ZCk2uDIkGpDSK8VPFXnHKcsoFmyqmSTYhNFX2sboMLFVtEfnJkWocV+7GEQE2Ju6dGPdfz5JEWo83jke0YKG85UpcacsY3ehcjPN2i6ZHThRVv/fGTanLPxyg5EpRER0RcvBLZExTLnHid1kx2d3foZDnx3yQ1VEROQJ8YR4YG2q6S2Hw4H7778fW7duxdKlSzFo0CDheffccw++/fZbZGVlXV1bvXo1Tpw4gcmTJzdVuX4VWJ+IKSxJkoSxfx6L+768D+1uaYcu93bB49seR5d7uijOHf7KcMV/jKoKqrDr38wSJwoFwriUMW2D5k3IgUsWRdSHXi0hUtO49XdJ0GN8urHOc+L1KkxpF4tIQayHv6VGamvfAHTVlbqjtCoMaKbMsjtSYkGpxYHT5VaUWZXNZ1FcjSdT4kUmO2qfEa1V1fnnF8XIFCKisCJJEu5ZeA+SOim3T3banfjigS+45xERUYASRjQGeWTK7373O3zzzTe49dZbUVxcjAULFrj8XPHSSy8hMjISo0aNwj/+8Q/8+c9/xuTJk9G9e3c8+uijfvwdNJ3GG1kj8lLnuzqj812d6zwnqVMSuk3thoOfHnRZ3/zXzWg1ohVUtZoR+hg94tvEB00zjSjcBXN++PFSC37KqlSsJ0eoG5St7a0+yQZU22VsyqtWHIvRXmsqByKdWkJKpAa5tTK7a9fdMykCm/OrYbouhkQGsL3AJMxuz4zRom+yAYtPl7us51Xbca7ChjYxOrc1iTbUbFZHfjjgZkLczoY4EVEoi0mPwSMbHsGnt36K3N218lhl4LtffQdTiQlDfz+0Sd4PEBGRZ4JhU01v7du3DwCwfPlyLF++XHF82rRpAICWLVti/fr1ePbZZ/H73/8eOp0OEyZMwIwZM8IiPxxgQ5yC0PCXh+PQokOQr/uvV3VhNf7X/3/C89P6p2Hy0smIzYhtqhKJqAGqL1Xj4u6LivVgaIifq7Dim3MVioliAOidFNFkdQxJMcDkcGJ34bWNJY0aCVPaxSJW1zg55r7SJykC31249oWCqG6tSkK/ZAM25Lo2/fdfMgvf0N6UbEDraC1SIjXIq9Vs35pvqqchLthQs464FAAwapWNDk6IExGFPmOyEdPXTMeiOxbh/HrlXihrXloDU7EJ4/4yjoM6REQBwiH6ABHkE+Lr1q3z+NyuXbvip59+arxiAlzwfM1BdNmVKXFP5ezIwayhs1B0vKgRqyKiG3Vu7TnU7igntE9AXKs4f5TjsdxqG748UyG85a5LvB5d4pvuG3ZJkjA2zYjbMqLQNlqLHol6PNIxDgmC2JBA0y1Bj9syotAmWoseCe7r7pMUAX2tZoLovWyCXo020VpIkoRBzZVRKxcqbcipsrmtJ79a0BCvY0NNADAKIlPMDhl24Y49REQUSvQxejz4w4PocHsH4fGt727F19O/hsOmvAOJiIiannBsRXB3J7/IDE1siFNQEmWJ16U8qxyzh85G7p7c+k8mIr84vfK0Yq3t2MCeDr9ktmPJ6XJYBQ3PttFaTMiIavLboyVJQo/ECNzXLha3ZUQjOsAnw6+4Uvf97WJxWyv3dUdoVOidXP/U/U3JEVf/7DvE6pAoyhLPE2/C6ZRlFJq9b4irJHFePGNTiIjCg9agxX1f3Ice03oIjx9YcACLbl8Ea2X9mzsTEVHjEk2IS4IJ8WCKTCHP8VWloJTUMQn9nurn1WOqi6oxZ+QcnN+gvI2RiPwv2PLDy60OLD5V7pJnfUWaUYNJbWKg5jRBo+iXbEBd+5TqVRK6JVybzJckCQMFG3KeKreiQBCNUmJxoHbSiV4tIVZX/9smUU57VRPEppgdTlTanPVuFkpEgcvulFFhc8DJf4+DmlqrxqS5k9D/6f7C46d/Oo25o+aiqqCqiSsjIqLrCW/iFLxvD6bIFPIcM8QpaN3895thbGbEqR9PwSa47b30XCnMpWaXNWuFFQtuXoDJn09Ghwni2xmJqOkVny5G6dlSlzVJJaHNqDb+KageVoeMxafKUS54w5Qcoca9bWOg4xunRmPUqtAjMQJ7iszC4z0S9dDXmuTokqDHxrxqlFtdX7Nt+Sbc0TraZS2/Wnk7e3ODxqNp/5rYFNfHN/aE+O5CE9bmVMEuA22itZjYKlq4wScRBa6sShuWnatApc2JBL0ad7WJRnI9d6VQ4JJUEm754BZEJkdi3avrFMcv7rqIWUNmYdpP0xDfNr7pCyQiIjhEX0BzQjxs8F0WBS2VRoXhLw/H8JeHC49fOnkJ88fNR9n5Mpd1u9mOxZMWY9LcSej+QPemKJWIADisDpiKTYhKiVIcO7NKOR2e1j8NEXFNtyGlN3YVmnDJomyaxupUuK9dDAyCLGnyrQHNDdhXZBZm//VJVk6Dqy9Pia/Idp3IO1piwbDUSMTrr0WqCDfUNHgWPSNqRDfmxpqlFgdWZ1dd/XM4W2HD4tNleKBdLCL4zyFRUJBlGSuyKq/+t6LY4sDK7Co80J4bwgczSZIw4pURiE6Nxre/+BZyrVHE4lPFmDl4Jh78/kGk9km94eezlFtgLjMjJj2myePaiIiCkccT4rzrNyTxkxKFrMT2iXhs82NI6pykOOa0O/HltC+x4587/FAZUfjZ+dFOvG18GzNSZ2DR7YtQmV/pcjzY4lJOlCqzPyM1Eqa0i0W0Njgyu4NdrE6NrgnKDUvbxehcmtvX654YAWOtrBUZwM4C1yxxYUM80rMZAnFkSuPFH5wutyq+FCgwObDkdDksggkXIgo8VXYZhWbXL1kvVNpg4v4DIaHPE31w/1f3QxOh/HukKr8Kc0bMEQ4GeEqWZWyZsQUzWszA+xnvY9aQWSg5W3IjJRMRhQWH6C264P0zI1NCExviFNJi0mLw6IZH0aJfC+VBGfjh6R+w5uU1zFwlakTnN57H9099D+flD/Ynvj2BWYNnofhUMQDA6XDi7JqziscF6oaaFodT2DCd3DbGbSOWGsfglEhEXPcGVS0BQ1KV0+FXaFUS+gmyxA9cMqP68jSILMvC17eZh9EFRsFUdmNGpmRXKiPDAOBitR1fnKmATTj6QkSBpNyqvOMIALIFkYAUnDre0REPrXoIEfHKO9+slVZ8etunOPTZIa+v63Q48cPTP2DlcyuvRkhmb83G7KGzUXC44IbrJiIKZcI9OwTv2xmZEpr4qlLIi0yKxMOrH0ab0eIs4o1vbcQ3T3xztVlHRL4jyzLWvLRGsV5ypgSzhszCxd0Xkbs7F+YS1yxorVGL9IHpTVWmVy5W2VH7rVOsToVUo9Yv9YSzeL0a92fGoGu8Hu1jdbi3bQxSI+t+HXolRkBX67ZHuwzsLqqZEq+wORUbpaolIDHCsy87RBPijRmZklOlbN5fcaHShq/OlsPBpjhRQKu9t8EVWZXu//2m4JMxJAOPbXoMMS1jFMecNie+mPoFtr2/zePr2c12fDHlC+z8107FsYqLFZgzfA6yt2ffUM1ERKFMNCEu25RfUnNCPDSxIU5hQR+txwPfPYBOkzoJj++btQ+L71oMWzUncYh86fRPp3Fh0wXhsaqCKswdORcb3tygONZ6ZGuodYE5bZ0lmMhNZzPcb1KNWtzeOhr3tI1BmxhdvedHaFTolaSc0NtdaIbVIZ4OTzZooPYwj1WUIV7VSA3xcqtDuLHr9c6U2/DN+QrxBAwRBYQydxPibu4AoeCV3CUZj295HMldk4XHf/rtT1j5wkpF3nht5lIzFtyyAEc+P+L2HFOxCfPGzMOZ1Q2PYyEiCmXCTTWZIR422BCnsKGJ0GDy0sno9Vgv4fET357AvDHzUH2pumkLIwpRsixjzcvK6fDrWSutOLH8hGI9kPPDswS3sLeMYkM8mPRNjkDt97Vmh4yDxWYUmJSNKU831ASAKEFkSmNNiGfXMR1+veOlVnx/oZLxYEQByt0XW3nVdliFAacUzGLSY/DoxkeRMTRDeHzL37bg60e+hkMwpQjUTH/PHj4b59efr/e5bFU2LLxtIY5+dfSGaiYiCkXC7x4ZmRI2PAvEJAoRKo0Kd/zvDkSnRmPjWxsVx7O3ZWPWkFm44393QFtr4lOSJMS1jkNEnHKy0J3qomqUZZV5Xac+Ro/4NvH8JpL8SpZllJwpgaXcIjyui9IhITPB7T+nx746htzduQ167kDND3c4ZeQKmpDpUfzrNJjE6NToGq/HwWLXf7Z3FJiQLNj0rLmH+eEAYNQq/32osjshyzIkD6fMPSWaHm1uUKPA5FDE+hwqtsCgljAmPcqnNRDRjXMXmeIEkFttQ6vo+u9+oeBiiDdg2opp+PLBL3Hsq2OK4wfmH0BVQRVGvzXa5X2WudSMZY8uQ9l58ecLY3MjqvKrXNYcVgeW3rsUd8y8A70e6XXDtVvKLSg5U+L2S9aEzAToY5SbXjcFWZZRkVMBXZTOq89sRBSehA1xRqaEDX6Cp7AjSRJGvzkaUalR+OHpH1C7a3Dp+CXMHjZb+FiVRoXhrwzH8FeG19nYcNqdWPH8Cmz/YLvi+p5K65+GyUsnIzYjtmEXILoB5dnlWHDzAhQeKazzvJTeKZi8dDISMhNc1p0OJ9a+slZxfvOezSE7ZBQccr/RU3SLaCR3Ed9K7G95JjtqxUvDoJGQyM00g07/ZgZFQ7zM6kSZ1ao4t3mk52+XdCoJWpXr3ZYOGbA4ZERofPtmOkdwt8Kg5pGwOmV8f6FScWxnoRk9EyOQ5EWDn4gan7tNNYGaHHE2xEOT1qDF5KWT8f1T32P3f3Yrjp/+6TRO/3Tao2upNCrcMesOtB3bFgtuXoCCg67vs2SnjGWPLoOp2IRBzw5qcM3bP9yOlS+shMPi/p9ZlUaFwS8Mxug3R/v8i+C6VFyswFcPfYWza85CrVdj2EvD6v3MRkThTRSZIgvu2uKEeGjiq0phq/9T/TF5yWSvcoqddifWvbYO3zzufhNOm8mGJfcswfb3G94MB4CcHTmYNXQWio4XNfwiRA207LFl9TbDASBvbx5mDZ6F3D2uk+CHFh0SPn7sX8bi0Y2PotXwVm6v2XZs24D98OIuPzxQ6yX3kg0aZMZ4FnUjmhp3R5IkGJsgNsXicArjXdKiNOiRGIFx6Ubh406WKRv+RORfZW4mxAEgW/DFF4UOlVqFCf+egJF/HNnga2iNWkz9dip6PtQT0anReGT9I0gfJN6YfMXvVmDF8yvqzSivTZZlrH1tLX78zY91NsOBms9Lm97eVGe+ua8VHS/CzMEzcXbNWQCAw+LAutfWYfnPlsPpaLyNrYkouHk8Ic4790MSG+IU1rrc2wXTfprm9W19+2bvw2eTPlNswmkqNmH+2Pk4/s1xn9RXnlWO2UNnK5qNRI2p5EwJzqz0fAOmqoIqzBkxB2dW1TzGYav5EFJbxrAMZI7PRERcBKb9NA2d7+4svF5A54cLGuLMDw9eA5tH1ntOgl4NnZe3SUYJNtasdPMlakPlVtkV37nG6lSI1tZ8yXtTsgEDmhkUjxNl4BOR/1gdMsx15ITnVNm4KW6IkyQJI14dgYn/meh10yUyORLT105Hu5vbXV0zxBvw0MqHkDk+U/iYre9uxdfT3WeU1ybLMla9uAob3lBugl6XNS+t8fg5bkT29prIS1GMzN6Ze/H5/Z/DbvFszw0iCi/CCXHBe3ZGpoQmNsQp7LUe2RqPbnwUUane5aqe/O6kyyacZVllmDV0FrK2ZPm0vuqiaswZOQfnN9S/cQ6RLxxceNDrx1grrfj0tk9x6LND2Dd7H0rOlCjOGf3WtVtnNREa3LvkXvT9VV+Xc2LSY9w2yv1NlmXkCPLDWxoZPxGs0o0atKgnDsWbDTWvMAoa4lU+nhAXbaiZXmvvi87xyi97cyrtbK4RBZC64lKAmvil/Go288LBTT+/Cfd9eR80Ht6VFNcmDo9tfgxp/dIUx3RGHaYun4ouk7sIH3tgwQEsun0RrJV13zUkO2X88PQP2PK3LR7VdL3iU8XYO3Ov14/zxonvTmDuqLkwXTK5PefoF0c9+r0SUfgRfh8t+HuZkSmhiZ/iiQA079EcP9v5M6x9dS3y9+UrbiN02p3CzOMrm3De/N7NWP6z5ajIqVBeXKq5vqeRCqXnSmEuNbusWSusWHDzAkz+fDI6TOjg+W+MyEuyLOPAggOK9dobypZdKIOp2PXDh9PmxBdTvxDecZF5cyZaDXONSVGpVbjtX7chY1gG9s/dj8jESIx4bQS0kYE5cV1odiim+LQq7/KlKbBIkoQBzQ346qzgv92XNeT1bYrIFFGMQlqtL2eaGdTQqSRYr/s7zeKUUWhy8J9bogBR7sF/G7Kq7Eg1BubfjeRbne7shMe2PIYNf9qA0rOlwnNUGhVa9GuBkX8cCWOyOB4LANQ6Ne5ZdA8MiQbs/licUT531Fw88N0DMDZTXsfpcOLbX3zrtqmd2DERWsO1fy4rLlagqsB1Q891r69Dj2k9oIvyfQ7+3tl7sfxnyyHXcYfFFWdWnsH8cfPxwHcPwJCgvHuKiMKTaEhE5qaaYYOfhogui0mLwZ0z73R7fOdHO/H9r78XbsK58LaFwseodWrcNf8udL2vq8d1FJ8qxvxx81F6rtRl3W62Y/GkxZg0dxK6P9Dd4+sReSN3dy4uHb+kWH9k/SMuG7yWZ5djwS0LUHhYmRNuKbco1ka/OVr4fJIkofvU7ug+NfD/mc4WxKWkGbVQMT88qLWP1SFBr0axm0zU5g3YgFIUmVJVezfWG+CUZVwUTYjXiu9RSRLSjBqcrXD9ZzerysaGOFGAKKtnQhyoievqL4hAotCU2jsV9395v0+upVKrMOGjCYhuEY11r65THL+46yJmDZmFO2beAV2tzVu3vrvV7V2DA387EONnjHcZ+Lm46yL+2++/LudV5Vdh2/vbMPzl4W5rrCqsguyUEdXcs7t1ZVnGpnc2Yc1La4THjc2MisY8UDPINGfEHExbMQ3RqdEePRcRhTZPJ8SZIR6aOPdP5KF+T/bD5KWeb8Kpi9bhwR8e9KoZDgAJ7RLw6KZHkdwlWXHMaXfiy2lfYt+cfV5dk8hTBz5VToe3Gt7KpRkO1ESbPLrxUWQMy6j3mp0mdUKLvi18VqO/uNtQk4KbSpLqbDQ1pCHe2JEphSaHy9Q3AOhVEpIilH8/1W6SA+Ivd4jIP8rr2FDziuwqG2RGHVEDSZKEEa+MwMRPxBnlxaeKMWfEHHzS5xOXH3fN8GF/GKZohgNAi74thJ97Nv91M6qLqhXrdosdy3+xHDNSZmBGygx88cAX9caaOB1O/PibH902w1N6peCX+3+JSXMnCSc6Cw4V4P+zd9/hUZXZH8C/7/SZZCa9kpBKE5DepSNN6VIERMpaVl3dn211XXvvbdV1XVEEpAqigoIISO/SUUhCCRDSk8lk+sz7+yNkzOTeSWbCZNLO53l4dr1z5847yZuZe8897zlf3PQFDFcNNb4OIaRlEGuqyUXO2alkSvNEv1VCfHDDlBswe1PtTTiDY4Mxb/s8pAxLqdPr6FrpMHf7XMT3EgkicuCHe39AyYWSOh2bEE+cdidOLDsh2N55tnj2tjpMjdkbZ6P9pPaeD8qAoS8O9dcQGwznXLRmc2IwZdk2B53ClQiSCS+ctXIJNCLB7drUd8kUsXIp8UEy0dUKiSI3bS4Z7BRcI6SR8CYgbrJzFHpYxUKIt3rc5VuNcjFDXxqKYS8N81gKcuhLQyGp9h1oLbNi+8vuDTnNpWYsHb0Uh/972FWq8sSyE/hqxFeCknyV7BY7vrn9G+z/cL/o4ynDUzD317kIjg1GlzldMO2baZAqhTeKi7OKsf6+9bW+V0JI8yfaVNMqvOajkinNEwXECfFR8uCKJpzaePGlduFtwjF/93zEdo29rtfRRGgw55c5okF1h8XhMTOCkLrK+iUL5bnuS0ylCiluuE28IRMAyNVyTF01FT3u6SH6eOfbOyO6U7Rfx9kQSq1OlFULaEoYEE8Z4s2CTMLQM0qYJV6X7HDAU8kU/wXExZq7imWCA0BckAzVEwINdidKvAjCEULqn1jJFLHr7ksGaqxJrl/7Ce1xx+Y7oApT1b5zNSPfGYlBT3kufQIAEW0i0P2u7oLtBz8+6CoHWZZThi8Hf4nz284L9ru87zK+HPwlynLce3tUBtBPrTol+rqdZnTCzPUz3ZKW2k9oj1k/zhKtX/772t9xcefFGt8LIaT5owzxlo1+q4TUQcyNMZi/ez4i2kW4bY/vFY/5u+YjLCXML6+j1Coxc/1MtJvQTvDY8a+P4/KBy355HUIA4PgS4dLYtre2hTqs5rqlEqkEt3xyC4a8MMRtuzpc3SyywwHxcimxahnkVE+u2egWqYKuWiC7S2TNq4E8CZIL50V9Z4hXb6hZSS5hiBOpFy42pwkhgSeWIZ4eIgzg0d8s8ZfWA1pj3o550CXovH7OLZ/cgn7/18+rfQc/I2yQ7rA6sPWZrSg8U4iF/Rci92iux+dXljUpzioGUHMAHQD6/L0PJi+dDJlS+F2XMjQFd269U7SR5qZHNrmy0wkhLZN4hjg11WwpKCBOSB2FJoViwZ4F6PdoP6QMT8HgZwfjzq131tjtvS5kKhkmfTUJmiiN4LGfH/2Zlr0Tv7CWW3F67WnB9s6zvGt2WVmfcvam2Wg3vh26zOmCOVvmICzVPzeHGppYANJTRi5pmlQyCaan69AxTIlUnRzjk7RoE1LHgLhIyRSzg8PuhwvvMqtDEEBjAOI1nuejeNkUCq4R0tCcnAtWHwFAxzDhZ0+2yPcQIXUV3TEaf9n/F3S/qzviesQhtmus6L+0UWmY9eMs9Ly3p9fHDo4NRt+H+wq2H1tyDJ/3+9yVKV6T4qxiLLxpIU6vPY3P+33uMYA+4vURGPXOqBob3sX3jMfNb90s2H55/2WcXHmy1rEQQpov0QxxkRJl1FSzeaLip4RcB3WYGiPfHFnvr6PUKTHk+SHYcN8Gt+0Xtl/AH9/9gfYTPNdwLs8rBxj8Hqgnzcsf6/6ArdrFtipUhTZj2/h0nLSb05B2c5o/h9YoiC1Vp/rhzU+ESoZxyeLlsHwhYQwaGYPR7n6WbbQ7ofOyMbMnYrXsY9QyKGrIXEkIlgN57jVZKbhGSMMz2Jyofi2uljEkaeVggNtjeqsTeqvjuj9DCKmkjdNi3H/H1cuxBzw2AAc/OQhTYZXvHg7R+uByjRxMwgQNNQ05BqycvFL0+BKZBOM/H48uc7p4NZ4uc7pg3/v7BIH1zU9sRvuJ7a+rrjohpOkSyxCHTRgQp5IpzRP9VglpInrc1QOR7SMF2zc/vhkOkQ9tm9GGdfPW4a3Yt/BW9Fv47i/fwW6h+pNE3LElxwTbbph6A10gADDanKLNzBKofjipQX011hQtl1LLzZkEkXIqxRanX8u4EEJ8VypSLkUnl0AplYj2MKA64qSpUOqUGPR0zfXGAUATqcGdW+/EnC1zoI6ouURfJblGjtu/v93rYDhQEcwa+ZYwian0Qin2/1u8SSchpPlziMTDnSIxEyqZ0jxRQJyQJkIik+DmN4XL/QrPFOLQp4fctpmKTFh882Ic+fKIK73ot89/w8rJK2E308UUcVeeV47MTZmC7TfOvrEBRtP4iGXSRqqkUIsEPAmpVF+NNS+LBMRquzmjkkkQpRJmlVLZFEIall6kTmnItQzwBJEbXbSygzQlPe/tidDkUI+PhyaHYv6u+WjVuxVa9WqFedvnQduq5lValQH09NHpPo8ndUQq0scIn7f9pe0wFhp9Ph4hpOkTLZki8t1MGeLNE/1WCWlC2tzSBslDkwXbtz23DeZSMwCgNLsUC29aiOzd2YL9zm44ixWTV1BQnLg5seIEeLXb47pEHVrf1LqBRtS4iAUNE6l+OKlFkEhAvNRyfQFxq4Mj1yT8/PbUULMqsTlLwTVCGpZYQ02douKzQ+xvlm5ikaZEppR5bK4e2zUWC/YsQETbCNe2qBuiMH/XfISnh4s+p2oAva5ufuNmQS1gS6kF21/cXudjEkKaLrGSKaIZ4lRDvFmigDghTQhjTHS5n6nQhJ2v7kTeiTx83u9zFJwu8HiMjB8zsGISBcXJn44vOS7Y1nlWZ/rivyZbpGazWAkKQqrSiQTEjxaar6sR8hWjTVBvWCeXeFVTWKwJLAXXCGlYepGyRZV/z2IrP/LNDpj8sNKEkEDpPLMzkgYluW1LGZaCub/ORXBssGD/0KRQzNs5DzFdYty2x3aNxfzd890C6HUR3Ska3RZ0E2w/8NEBFJ4tvK5jE0KaHtF+9yIZ4lQypXmigDghTUxc9zjceIewlMXe9/bii4FfoOxyWa3HyPiJguKkQuHZQlzef1mwncqlVLA6OHKNYg01KUOc1CwtRCHYlm92IENvFdnbO5fFbs54ORcTRW7i5JkcsDgouEZIQykVueiuzBAPkksQrhQpdUQrO0gTwiQMM9fPRN//64vUm1Mx5t9jMHPDTCh1So/PCY4Jxrzt8zDgiQFIHZGKm/55E+Zunwtt3PU3vQaAIc8PgbzaDSen3YlfnvjFL8cnhDQdDpGIOJVMaTkoxY2QJmjYS8NwatUpt4C2w+KAQ6TxnyJYAZvRBl7twz7jpwwsn7gcw18ZDlS74ckkDGGpYVBqPZ+sestcakbJuRKPWZHhaeE1nhS3VNzJob+shypU5dPvwXDVgLKc2m+KVDryxRHBtpguMYjuGO31MZqzy+UiGbkK7zJyScvWKkiOhCAZLlULYu+5akK6TgHGfM80Ecvo9qZcCgBoFVKEKCRuTfw4KoLsqTph8J4QUv/ESqaEVFldkhgsQ1G1c7tLBjvahNB5E2k6FMEKjHpnlE/PUeqUGPHqiHoZjzZOiwGPD8C2Z7e5bT+95jROrDjhUxZ6UHQQdK10fh4hISRQxDLEnSJJg5Qh3jxRQJyQJiikdQj6/l9f7Hx1Z437BccGY9ZPs5B/Kh9rZ68VBMUzN2Yic6OwmSIAyNQyjHp3FHre07NOY+ScY8/be7DlqS1wiNxlrcSkDDc9eROGvjC0TgGi5qjwTCHWzFqDKwevQKFVYPirw9H7/t41PsdutmP9fetFA9y+ouzwP4nVWE6spYEhIZX6xWiwKkvvtu2K0Y6LBhuStL4FoZ2c44po+R7v52NisBylRRa3bdkGGwXECWkAnHMPNcT/vOGaECTH0ULh3ywh5Pr0e6QfDn16CGVX3JNIvpnxjc/H6jClAyZ8McEviUSEkMDhnENsnSQXSTKkUqLNE+X9E9JE3fTETdBEaTw+HtE2Agv2LEBsl1h0vr0zJi+d7NMHud1kx/p71+PXF371ueYtd3JsemQTfn7s5xqD4QDAHRw7XtqB39f+7tNrNFdXj1zFFwO/wJWDVwAA1jIrfnzgR2x6dJPghkYlc6kZS0Yv8UswHAzodHun6z9OM3HJQOVSSN2l6uSIVgtXE+zJNfl8rAKzA5ZqnwEKCUOUyPE9EbuZQ8E1Uh+MdifVuq6FxcFhrfY3LWOARvbnuZrY981Vox02D+cDhBDvKIIUGPqSeMNPX53+5jQWDV2E8rxyvxyPEBIYYl+lEkD0mptKpjRP9FslpIlS6pQY8twQ0cda9W6FeTvnITQ51LWt04xOmPz1ZJ+X+2x7dhs2/t9Gj8HY6px2J75b8B32vrvXp9fZ/I/NtQbPm7uLOy/iy8Ffip5Q73l7D9bOWSv4GZVdKcOXg77EhV8v+GUMKcNSaOnnNQ4nxxWRDPGEYFpcRbzDGEP/GOGNy/NlNtG5VROxcinxQTJIfFhZIzZ3c4x22Cm4RvzE7uT46aIBHxwvwvvHi/DzJcN1NZJtzko9ZIdXXS0XopBAW61BrxPw+fODECLUZU4XxNwYU/uOXsg5lIPP+3+OoswivxyPEFL/HGIBcQY4RfrrUMmU5okC4oQ0Yd3v6o74XvFu29LHpGPOljkIigoS7N9peqeKTHEfP9D3vb8P6+avg7OWbC+72Y5V01bhyJdHfDo+ABRlFOHAJwd8fl5zcXbDWSweuRgWvcXjPseXHseycctgKavYp+CPAnze/3PkHsv1yxiYhGHQ04P8cqzm4FK5DfZqJ0pqKUOESJMzQjxpG6oQbYznS5a4webEgXzh/r6USwGAcKXULfsUqLgYuCrSOJYQXzk5x3fny3Ck0OzadijfjPNlFLwVo7d5bqhZiTGGBJE+ARfoZ0rIdZNIJRj9wWhIZP4JiRRnFmNh/4XIOZzjl+MRQuqXU+SGvZQxCBpIgUqmNFeU5kZIEyaVS3HHz3dg69NbUfhHIdpPbo9u87tBKvccsOs0vROCY4Ox+83dKLssbL5oM9pQeKZQsP3ooqMwl5hx2/LbIFMJPzosZRasmLQC5345J/q6kR0iIVP++byynDKU57pnQm9/YTu6zOkCdZja4/iboxPLT2DtHWtrveEAAJmbMrFo6CIMeW4Ivp37LUyFwiCZRCZBdCffmmLqEnXotqAbkgcn+/S85uxgvlmwLSFYTrXuiU8kjKFvjBobLhrctp8ttaLAZEekuuZTMZPdiRUZpSi2CD8fxAJlNakIrslxptTqtj3bYEMClQIi14FzjvUXDIK5BQAZeitSqE69gHiGuDAwlxgsx+kS95/rsUILBsRpKi7cCSF1ljw4Gbd/fzsOfnIQpRdLfXpuwe8FsFdrvleeV44vB3+J6WunI3VEqj+HSgjxM08Z4gIMdP3XTFFAnJAmThWiwpgPxvj0nOTByR4Dn5xzbHp0E/a+Iyx58se6P7B07FLc/ObNbndJnTYnfvzbj7i8/7LoMYe8MASD/jXI7Yvk6pGr+LT7p253YE1FJux4ZQdGvjnSp/dzPUzFJkikEih1DdMI5+B/DmL9fetF70QHxQQJbhoAFcsyl41bJno8eZAc076ZhvRR6f4eaotSaLbjrEhgp10oBXWI7zqGKbEzxwi9zT0AtifXhHHJWo/PszicWJGpR75ZmEkaqZKitdb3IHZisDAgfonKL5DrwDnHxuxynCwWX+GUSysQRIk21BRJaEgPUeDnS+VupwkGuxN/lFhxQxg18SPkeqWPTkf6aN/Pm7N3Z+PrW7+Gudg9gcJqsGLp2KWY+OVEdJ7Z2V/DJIT4mUMkQ1wsIE71w5svCogTQtwwxjDyrZFQh6ux9V9bBY+f33oen/X8zOvjjf5gNPr8rY9ge2zXWHS9s6ugvMr+D/aj1329EJYS5vPYfWEtt2LVbauQ8VMGFFoFBvxjAAb+c2BA7/7ufX8vNv59o+hjcT3iMOvHWfhj3R/44Z4fvKrhronSYOb6mWjVq5W/h9ri7M8TZt7r5BJ0oOADqQOphKF3jBqbL7nf4DpVbMHAOA1CRUqqWB0cqzL1ouVMVFKG8clan+qHVxJr0nep3A4n53U6HmnZOOfYcrncrUxKdXkmBzjnlF1VjV6kb0qISIa4TiFF21AF/qiWJX4o30QBcUIaUGL/RMzfNR9LRi2BPlvv9pjT5sSaWWtgM9rQ/S/dG2iEhJCaiF1ei62zp/rhzRfd6iCECDDGMOipQRj70Vigjp//TMowafEk0WB4paEvDoWsWrkAh9WBLf/cUrcX9cFPD/2EjJ8yAADWMiu2/msr1s1dB4dITc/6kHcyD5se3iT6WNLgJNy55U4ERQWh+1+6Y/ra6aJlaqoKTQnF/F3zKRjuBwabEyeKhJmOPaPVtDyd1FmXCJWgfjcHsE/k5ovdybHmnB6XyoXBcIWEYVqaDtG1lFrxJFothaJa+ovFwZFvatlNjUnd7LxqxAGR8lJVWZ0cJSLZ0C2daIa4SEAcAHpGCUvJXS63I4dWdxDSoKI6RGHBngUeSxVuuH8DSi6UBHZQhBCviGeIC6/1KEO8+aLfLCHEo1739cLkJZN9bjYjU8kwfe103Dj7xhr30yXo0O+RfoLtJ5afwKV9l3x6TV/kHsvFbwt/E2w/+tVRLJ+wHNZyYakMf9v8+GbRrO9249th1o+z3Eq4tBvfDnN+mQNVmEr0WLHdYrFg9wJEtImot/G2JIfyTYKackopQ5cIysQjdSeXMNGg1rFCM7INNlw12l3/1p0vE21EKGPAbWk6xPvYTLMqCWNoJVJ7vD7LplgdHGW2iixhb9mcFc8Ru1gJFKuDo8Ti27hbkn25Ruy66l1zWCqbIiQeEBfvAZMQJEO0WviYWK8LQkhg6VrpMHf7XLQe2FrwmMPqwI5XdjTAqAghtRHLEBeLelBDzeaLAuKEkBp1ntkZ07+tPUO5kkKrwKyfZqHduHZe7T/g8QEIig4SbN/0yKZ6C0L8/NjPojW7ASDjxwwsGroI5fnC2t3+krU5C2c3nBVsv3H2jZj2zTTI1cJgV+WyTF2izm17yvAUzN02F8GxwfU23pbE4nDicIEwwNA9UgUlZQeQ69Q9UgVltZNqBweWni3Fl3+UuP6J1a+XMGByqg6t/dD8UqyBZrahfgLiJ4rM+OhkET46UYyvzpSi2FJ7JnpmqRWfnizGRyeKsfB0iWjZmPp2vNCMf58own9OFeOLP0pQbqMM56qOFpqx9YpR9DGtXPhZmWuigHhVdieHQaSRttjPDqhYuSd2Q+10iQUGmpuENDh1mBqzN85G+4ntBY8dWXgEJedLAj8oQkiNRJtqiuxHJVOaL7q6J4TUqu0tbTF/93y0n9QesV1jPf7rOK0j/rL3Lx4bdopRapUY8sIQwfbsXdn4fe3v/nsT12RszEDmpswa97ly4AoWDliI4nPFfn99p8OJTY8IS6WEJIVg3GfjaszGj+oQhbsO3IVe9/dCyvAUjHhjBGaun9lgDUGbo6OFFliqnR1JGdBDJBBBiK9UMgm6R4mv9KgJAzAhWYtUnX+auiaKZJhn6q3I83PQ8lihGT9cMLj+pnKMdizPKEVZDaWpsvRWfHNO7woWFlocWJ5R6vex1eRYoRnrLxpgvZY6lGdy4MdsQ8Bev7Ertznxs4efR+9oNQbGaQTbKUPcXZlIEDtYJoGshiy0G8KUUFcru+TkwBGRm7iEkMCTq+WY8MUEqELdv+eddidliRPSCDlFku/EYt9UMqX5oqaahBCvxHWLw/Q10+vl2N0XdMf+D/Yj/1S+2/bN/9iMtre2hdTDEuKquJNDf0kPdbgaimDxoJHT4cTPj/7s1ZiKzhZhYf+FmPXjLMR2jfXqOaYiE+xmO7TxWo/7HFt8DLnHcgXbR7w2wqss/OCYYIz991ivxkN843ByHBCp59w5XIVgD1l7hPiqZ5QaB/JMsPuwAOaWpGC0C/Xfja+4IBmkzD0zxuYEVmXqMaddCLTy2j9za3O62IIfLwqDpqVWJ1Zm6DGrTQhU1W4AXiyzYU2WXrCE1ezgWJ5RilltQhDh5WqluvI07oxSK3KNdsRo6NT5YL74/O0WqcLQeA3yROrRU4a4u1KRhpqe6odXkkkYukaosCfX/XvqtwIT+sWoIaUl3YQ0OFWoCn3/ry+2PbvNbfuRL47gpidvQlhKWMMMjBAiIJYhzkSC5JQh3nzRFT4hpMFJZBLc/ObNgu1FGUXY9+G+Wp+ffyof/+35X7yX9B7eafUODv33kOh+R748grwTeYLtPe7tAalSGAAyXDXgi0Ff4ML2CzW+vtPhxC///AVvx72Nd1q9g6VjloqWXLEZbdjylLBhaKverdBxescaX4PUv1PFFtGsvd7RlB1O/CdILkHfGGEGrSejE4PRKdz3rPKayCUMncKFAfYymxOrM/Wwil0h+CCj1Irvz5d5qkyFfLMDq7LcX+dKuQ2rs/QebxQY7RzLM/Qo8aLkSl3VNu69ueIlQloSq4OLlpXqEKrAyIQgMMYQqZKiemy23M6ptEcVvjTUrKpbpErQ67zczvF7ibARNCGkYfR5qA9liRPSBIg21RTZj2qIN18UECeENArpY9KRMjxFsH3z45tx+H+HPT4ve3c2Ft60EFd/uwoAsOgt+OGeH/DrC7+61SC3GqzY+vRWwfMT+ibglo9vwR0/3yE4eQUAa5kVS8cs9RgUt5vt+GbGN9j56k44rmV8ZfyUgS8HfYnS7FK3ffe8swdlV8oEx7j5rZvBRDpak8DhnGO/SHZ42xAFwlXXny1LSFUDYtUY1ioIicEVjfLE/qVo5ZiSqkXXSP8GwysNjQ9ChMjczjU58N2FMtFlpN44X2bF2nN61Bb6vFxux7fn9HA4OXKNdqzI1LtKlHhSZnNWlFwRya69Xt6M+/cSq1c10Juzo4Vm0bJSwxOCXd9jUklFULw6KpvyJ7GAeIgXq+F0CinahQpXwR2i5pqENBqqEBX6PtxXsP3ol0frpRwjIaRuvG2qSSVTmi/6zRJCGgXGGEa+NRLVU5+4k+P7u77Hrjd3CZ7zx3d/4KvhX8FcLLwQ3PbsNmz8v43g177pdr+9G4Yc4TL4kW+PBGMMSQOTMG/HPGhbCcud2Iw2LB2zFOd/Pe+23VxqxtIxS3Fq9SnBcwp+L8AXN32BwjOFACqyzXe+tlOwX/tJ7ZE0MEmwnQRWlt6GfLMw0NU3hrLDif8xxtA7Wo1ZbUIxv32Y6L/p6SFoE1J//QFUMgmmpuqgkQlvxmWUWrHlsu+NhS8ZbPgmSy+6BFVMVpkNa8+XYUVmqSDI6kmJ1YnlGXoY/ZhtfLncu3FztOwscQcXLyvVKVwpKCsVoxaWlglkHfjGTl+HkimVxJprXjHacaW8fhrjEkJ81+dBD1niL1OWOCGNhdcZ4lQypdmigDghpNGI7RqL7nd1F31s8+ObsfnJza6s78P/O4wVk1bAbvZ8gb3v/X1YN38dSrNLsfuN3YLHb7jtBiT2T3T9d3SnaCzYvQCRHSIF+9qMNnw99mtXULzsShm+HPQlzm877/H1Sy+W4ouBX+DqkavY9tw22KpdrEpkEox4bYTH55PA2ScS5EkMliFepPkgIc1FqFKK21J1EImJ42C+GXuuGnHVaPfqX2apFauy9BCLU7cOlmNqqk60UVFGqRVGkTopUSop7mwbgmCRRsOFFgeWZ5Yip9wmGEe+yQ5HLZnmVV012rEyU3zcapEBHy+y1EuGelNwutgCvZdlpcRqrVMd8T+V1rFkCgC0CpIhVuSGA2WJE9J4qEJU6PdIP8H2o4uOojiLssQJaQxEM8TFguSUId5sUWcgQkijMvq90Si7XIaz688KHtv12i6YikzQJeiw7ZltXh3v6KKjOPP9GdiM1YLRcgmGvzpcsH9I6xDM2zEPi0csxtUjV90eqwyKj/lwDH594VeUXigVPL+68rxyfDn4S1gNVsFjPf/aExFtI7x6H6T+XCm34aJBmFnXJ9r7Os+ENFXxQXLcmqzFt+eE5Zx+zTHi15zry4huFSTDbak6KKQM46+9Tm3h6nClFDPSQxAkl2BGug5Lz5bCVC19O8/kwKIz4p/BahnD+CQtUnTiDZYrFZjtHrPT4zUyTErV4n+nS9wed3Jgf54JwxOCa3kXzQvnHPtyhTcO24QoRBudimWIU0D8T3qbSIa4l81sGWPoEaXC+mrNX0+XWDDEpvFLU1xCyPXr82Af7Hlnj9tKVqfdie0vb8eEzyc04MgIIYB4QFwsF5wyxJsvutVBCGlU5Go5pq+djk63dxJ9/PB/D3sMhgfHigcoTEXCi/he9/dCeHq46P6aCA3u2HwHYrvFCh6zGW34bsF3osFwiUwCdYQwU86it7hKt1RShigx+JnBoq9PAkssOzxSJUWajrLDScvQPlSJofH+vwEUrZZi6rVgOAC0C1VidOuaA8khioogeNC1EhyRahmmp4dA6UNDI5OdY3WWHufLhDciK5VaHViRoYdJJDs9Wi3FtDQdtHIpekQJa7gfKTTDZG9ZDSLPlflWVipaLQzKFlucsDha1s9NDOfcQw1x7y/LOoQpBeWOnBz49lzZdTfFJYT4h1Kn9JglnrU5Czm/5Xj9T+xapi4459Bf0guuSwhpiURLpogFyampZrNFGeKEkEZHKpdi8pLJUIWqcPCTg149J21kGqaunop9H+zD1n8Jm2dWpQpVYfDTNQejNREazNk8B1+N+MrVsLMm8iA5pq2ehrDUMCy+eTFKL9acPT7wqYHQRFIGckMrMNvxR4kwaNY7Wk2NTkmL0jtajWKLE0cK/VN2IUIlxYy0EKiqlTzpEqGCye7EtivCzPNgmQQz0kOgq9ZcMFYjw9Q0HVZkloqWNhHj4MA3WXrMSA9Bq2qlj4w2J1Zk6FEmcrDq4+4ZpcaBPJPb69qcwMF8EwbGBXk3mGZgr0h2eEKQTPCzraSUShCmlKDY4v4zzjM5kBjcsvNxjHYuqFevkDAofchAk0kYukaqsPuq++/lcrkd32TpMTVNBxldwBPS4Pr8rQ/2vO2eJc4dHItvXuzTcZiUof9j/TH85eF1Ds5dOXgF39/1Pa4euQpVqAozvptBfYxIiyZ2/5hKprQs9JslhDRKTMIw9qOxGPjUwFr37TyrM27//nYotUoMemoQxn40Vny90zWDnh4EdXjtzRLV4WrM2TwHcd3jatxPE6XBnVvvRProdES0jcD8XfMR2V5Yh7xSSFII+vytT62vT+qfWJBHK5egY1j9NTMkpDFijGFkYhBStNe/MiJUIcGMNB00cvHTzL4xGvSpVndaLWOYka5DmFK83ENCsBxTPNQh98TmBFZm6nHV+GepDovDiZWZehRZhNnOYuPWyCToGiHMEj+Yb24x2c45Rg9lpWppOkxlU8R5aqjp603YHpFq0SD6BYMNa8/pRTPfCCGB5SlL3FfcwbHrtV34ZuY3sFt8/xzN2JiBL4d86SoHaS4xY9mty1Ce53sDbUKaC6fI9yQT20YlU5otCogTQhotxhiGvTQMI98e6XGffo/2w6SvJkFaJaOw1329MHnJZEhEmrGFpoSi1/29vB6DOlyNO36+w2NQPDQlFPN3zUerXq1c23QJOszbMQ/xPeNFnzP81eGQidRcJYFVYnHgZJFFsL13tBpSyqwjLZCEMUxJ1aF/jBrxGhmi1VKf/sWqZegSocQdbUOhVdRcx3hIvAbjkoKRqpWjc7gSc9uFIlIkgFpVslaB2W1D0CZEIfr6wSIBeIuDY0VmKQrMdtidHN9kleGqSFA2SMYwIz1EdNy9o9Wo/pFgcXAcKWgZTQzFaodHKKVIr6VGe7RYQNxIAXGxhpq+lEupFCSXYFKyVvQmUabehh/Ol4le7BNCAqvP3/p4lYjjjZMrTuLrW76GRS88f/Xk2JJjWHbrMtjK3W9sWvQW/PrCr34ZFyFNkWiFMZHVg9JazmlJ00URGUJIo9fv4X5Qharw/V3fu9W8G/n2SPR7WDzrovPMzlCGKLHqtlWwmysuwJmEYcwHYyBT+vbRpw5X447Nd2DxiMXIOZzj2h7bLRazNswSrV2uidRgzi9zsHzCcpzfdt61PWV4CjpNF6+PTgJrf55J0NxPLWXoIpINSkhLIZMwDIoPwqB6fh3GGDqGq9Ax3Le/tziNHFNSxbPYzXYnvs4oRZ7JPQPXZOdYflaPaI1UNNNZKWWYnh6CUA/Z6VqFFJ3DlTha6B6A2J9nQo8odbMuTVFscYiXlYqpvawUZYiL04tcbFcvE+StZJ0CE1O0WJMlbFZ7usQK2UUDxrYOphJghDQgpU6JYS8Pw/q/rvfL8c79cg5fDv4Ss34UvwapxDnHnrf34OfHfva4z8H/HETvv/VGZDvPK1sJaa4cIrX0bWXCm026VrpADIc0AAqIE0KahG7zuyGiXQR2v7kb3MHR5+99kDo8tcbntL2lLe46eBd2vb4LdpMdN865EW1vbVun11eHqXHntjux45UdyDmYg4R+Cej/WH8otZ5Layh1Ssz6cRYO/fcQzq4/i6hOURj24jBqzNEIlNucOCZSK7lntNrVAJAQ0rSoZBJMTwvB12dLUVitJIrB7oRBLwxEyhgwNVUnms1cVZ9oDY4VWtyCjuV2juNFZnSL9E/mny/sTg6DzQmdQgJJPQY7D4jcOAyWeVdWKkYj/JkWmB1wOHmLXoVTKlYyxUN5IW+0CVFiXDLw3fkywWPHiyxQSBlGtAqioDghDajnvT3BpAwnV5yEqdD7BpncyZF7LFew/eqRq/i8/+eYvXE2ItpEiD5v06ObsPfdvTUf38Gx+R+bMePbGV6PiZDmQqy3rK1UJCDemgLizRUFxAkhTUbrAa3RekBrn54T3TEak76a5JfXV2qVGPHqCJ+eI1PJ0OfBPujzINUMb0wO5JtgF2lq1iOSssMJacqC5BLMSNdhydlS0dIUVUkATErRISG49rrp4Sop2ocqcLpatvTeXBNujFBBGsBgY5beih8ulMFo5whRSDAtTYeIeijD5fnGocqrrPhguQRBMobyKh+2Tl4RFBcLlrcUepF5qatDyZSqbghTwubk+PGiQfDYoXwzVFLWoprAEtIY9birB3rc1cPn5x358gi++8t34NXqO5ScK8HC/gsxcdFEBMdVyRTnwO63duPEshNeHf+PdX/g/K/nkTw42eexEdKUiZ0lWkuF5z0hiSH1PxjSIFru2SghhJAWyWx34nC+8GSne6QKKpG684SQpkWrkOL29BAsPVuKMpHyFJVuSQpGWkjNdbCr6herEQTES61ObMo2YHRiYMpSXCiz4pssvavuZanViXXnyzCvXahfX9/q4Fh7Ti9647CrDzcOY9QyZJW5l6nJNdlbeEBcmCEe4of6pF0iVLA5ODZfFjbJ23XVhHahylpXQhBCGp+uc7siKDoIq6augs3o/nlqLDDi61u+9vpYHaZ0wOV9l6G/pHfbvumRTbhr/120ipW0KGIlU6zFIgHx1hQQb67oyp8QQkiLcrjADGu1EyAZA3pFB77sASGkfoQqpZiRroNGJn5xP6JVkM/1y6PVMqTphNnkRwst2HXV+yXwdXXVaMc3WWWCJlB5Jgcy9cLa6HVld3KsOafHpXJhve9ukSqopN5fPogFvlt6HfH6yBCv1DNajUFxGtHHxJqjEkKahjZj22DOljlQR9T9XLXX/b1w24rbMOzlYYLHcg7l4Piy49czREKaHLGSKZZCo2CbLpFKpjRXFBAnhBDSYlgdHAfyhUGBGyNUCLqOGq6EkMYnQiXD9LQQKKv1BRgQq0bPOt4AuylOA7EQ+86rRhwtEGYV+Uuh2Y4VmaWCm3mV9uQawbn4Y75wcI5vz5XhfJl481FfbxyKNtY0ttyAuNXBYap2R4OhoryMv/SP1aC3yO/pdLFFtH45IaRpSOiTgPm75iMkyfds1WEvD8OYD8dAIpXgxtk3IrZbrGCfLf/cApvJfzdXCWnsHCLnTeYi4XUiZYg3X3T1TwghpMU4WmiGqVoNAAmAPjGUHU5IcxSjkWFeu1B0DFMiVSfHhGQtbooVz6D1RpxGjhEJ4rWYf8o2IKPUKvrY9dBbHViRoRd8dlV1udyObMP1BZqdnOOH82XI0Avfg5QBE5O1PgduxTLE80wOvwTvmyK9TRiQ1tZDY9SBcRrB6ggngIN5lCVOSFMW2S4SC3YvQMyNMV7tz6QM4xeOx8B/DnSV1WIShpFvjRTsW3qxFPs+2OfX8RLSmFVfcQcAtuolUxigjdcGZkAk4KiQHCGEkBbB4eTYLxIMuCFc6Zf6rYSQxilUKcW4ZP9dzPSIUqPM5sTeaiUoOIBvz+kxs00I4oNqb9TpDZPdiZWZeuhrqIVeaU+uEa21dcti4pzjp4sGQY10oCKDeUKyFik67+utVwpVSKCQMLfMdquTo8TqRJiy5X3uipZLqYfVSXIJQ48oNXbkuC/9PlJoxoBYDfXLIKQJ08ZrMW/HPPz6wq+4uOMiHB5WfmhbaTHg8QFIGpQkeCxlWAra3toWZ34447Z95ys70W1+NwRFURNe0vyJLbrjdve/J228FlJ5yztfaSkoIE4IIcRndieHxcEbtMyI0e4UDS54ck5vFW2w15eywwkhPhocp0GZ1YmTxRa37XYOrMrSY0Ky1qda255syjagwCwMdlQPMgPAuTIbcow2xGnEg/Gcc5RanTCLpEQdKzTjWJFF5FnAuCQt2oYq6zB6gDGGaLVUUI8812hvNgFxvdWBYLl3Wd5i31n1dUO2e6QKe3ONqPq1Z3NW9NHofx2rJAghDU+pU4pmeftixBsjcPbHs+BVvhMsegt+feFXjP1wrFfHsBltMBYYoY3XQkI32kgTI1YyBdWuFalcSvNGAXFCCCE+OVlkxs+XymF2cCQEyTA1TQelHwI/3uKcY/1FA054CN74om2IApEq+iokhPiGMYaxrYNRbncK6m2b7BzLM/T19toaGcOsNiFYnaVHscX9wm3PVRMmpwoD4mVWB9aeK8MVH+t3j2kdjBvC6xYMrxSjkQkD4iY72odd33EbmtHmxIrMUuSaHFBKGcYlaZEeUnMWvVgNb3811KxOLZPgxggVDuW7L/8+mG9C72g1ZBL/lmkhhDQtUR2i0P2u7jj0n0Nu2w/95xB63tsT0R2ja3z+8WXH8dODP8FYYERk+0hMWjIJ8T3i63PIhPiVaFsWe7WAeCIFxJszuo1HCCHEawabEz9lG1wZhpfK7diUXR7QMRzMN/slGA4A/WIpO5wQUjdSCcOkFC1i1IHLdFZKGKalhSBCJUPfGGGW75lSKwpM7sFno82J5Rl6n4Phw1sFoUuE6rrGC3horGlq+o01N1w0INdUEeC2ODjWndfDUEtpm2KLMCBenyW7ekWpBU1gjXbut+9QQkjTNvT5oVBo3W/kOe1OLB6xGLnHc0WfwznHrjd3Yc3MNTAWVJRlKvi9AIuGLML5befre8iE+I14hrj797SutS5AoyENgQLihBBCvPZ7iaX6SjKcKraIXuTXB7uTY1+uf5qCpWjlHksLEEKIN5RSCaamhSCknrJ8q5IyYEqqDrHXGlV2ClNCK1K2am+VXglmuxPLM0tR6ONn9KA4DXpF++eGYbRYQNzH4Hxjk2eyC5qP2pw1N60stzlxVqTpan3OnVClFB1EMvH35RnhbKGNTQkhfwqKDsJNT9wk2G64asCXg75E9p5st+3cybHx4Y3Y/PhmwXOsBiuWjF6CP777o97GS4g/UYY4oYA4IYQQr50RabjGAb8FqWtzvMgMg937uuGeSBkwKJ5qqBJCrl+wXIJpaTqopPVXgoIBmJiiRWvtnzfxpBKG3iJB65NFFpRYHLA4Khpy5pl8C4b3jVGjnx97K0SppKhenaPczmvNpm7MxBo0AxX1uc0evqMO5ZtQvXy7UsrQyk8NWD0RmyPFFvHgPCGk5en7974ISw0TbDeXmLF4xGJkbsoEANgtdqyZtQb73tvn8VgOiwMrJq/A0cVH6228hPiLaIZ49YA41RBv1qhwKiGEEK8Y7U5kG2yijx0vMmNAnBraeuzC7eQce0UC78EyCTRy7wNRoQopukepKDucEOI3ESoZ7mwXih05RhSa7fBn7q1WLkGfaI1bMLxSlwgVducaYbL/+YocwO6rRpRYnaJlUuQSiDa0VEkl6BiuxI3hSjAvGkR6SyphiFRJBYH5PJMdwfKaa243RnqrA6c8lByxOjkOFZgxoFrTSqujYnt13SJVUNTjjRQAiNXIkKyVC2rd78s1oW2Iwq+/a0JI0yPXyDFzw0wsHrEY+kvu/S9sRhu+vvVrjPvvOBxbcgznfjlX6/G4g+PbOd/CXGJGn7/1qa9hE3LdxDLEebWAuC6RSqY0ZxQQJ4QQ4pWMUqvHII+DAwfyzBjWKqjeXv90sQWlVmHm3dQ0HWI09HVGCGlYYUopxidrA/qaCilDzyg1duQY3bYf8xCwlUuA6WkhSAgO7A3BGLVMEBDPNdqRqmt6AfEDeSbUlNt+MM+EXlFqt0D30UIzLNXSw6UM6BkVmD4WfaPVgoD4FaMdl8rtSAzwXCCEND6R7SIxb+c8LL55MYrOFrk95rQ5sW7eOo/PDY4NhuGqQbD9pwd/gjHfiPaT2vs0FnWYGiFJIXSzjtS76qu2AFCGeAtDEYR6ZOb0IU4IaT7EyqVU9VuBCf1i1FDL/F+Ni3OOPSLZ4Wk6OQXDCSEtWo9IFfblmmAVLYb5p8oa5IEOhgMVAfHjcA/SZxtsSGmgWuIhCkmdvqvMdieOFtbckNLk4DhaaHbVYHdwjgMiJVY6hSsRLFIDvj4kaeWIUUtdTUAr7c01IjGYLvYJIUBoUijm75yPJaOW4OqRq149Z9jLw9DnwT5YPnG5aPb49he3Y/uL230eS/KQZExdNRWaSCpvSOqPaC+NKk01ZSoZzcFmjqIIVWRnZ6Njx44oKysDAJw7dw7Jycl1Pt5RewhusTkDdrJLCCH1xergOFdWc0Dc5gQO5pswMM7/WeIZeisKzMI6uP1i6CSFENKyqWQSdI9UuTXTrE4CYFKKDsnahsnIFrtxmVVmQ9YfJYEfzDW9o9UYGq/xKQvxtwJzrTcegIoa490jVZBKGE4XW6AXqZcuVtu7vjDG0CdGg+/Ol7ltz9TbkG+yI0qk8SkhpOUJig7CndvuxLJbl+Hizose92NShnGfjUO3ed0AADPXz8SamWtwes1pv4zj/LbzWDRsEeb8MgdBUfW3+pS0bLVliOsSdbRSoZmjSG0Vd911lysY7g8mSLEioxQmPzSAI4SQhpSlt4qfNFRzKN8Mi8O/n3mcc+y+Kgz0JATJGiTTkRBCGpte0WrIPFyzMQDjk7VID2m48iTR6vrrL1FX+/NM+PlSObhYhpgIu5PjYL7wuyhVJ/weKrM5caLYAs65aNPpNiEKRKgCG4RuH6pAiEJ46fftuTKUN+EGp4QQ/1KFqDB742y0GdtG9HGZWoYZ62a4guEAIFPKcNuK29B1Xle/jSPveB6+Gv4VyvPL/XZMQqoSbapZJUOcyqU0fxQQv+aLL77Axo0bMWnSJL8eN9/swIpMvd8DRIQQEkhnSoXZ4Wk6OSTVAjBmB8cRkcZh1+OCwYYckWX1/WMpO5wQQgAgSC7BjREq0cfGtA5G+zBlgEfkTimVIFykkWdDO1xgxq9XjF4FxU8UWVBud9+PARiZEIy2Ijcb9uYaKzKwRVY39Y0JXHZ4JQljolnphRYHVmSWwkwJPISQa+QaOaZ/Ox2dbu/ktl0docadW+5E21vaCp4jkUkw/vPx6PtwX7+Ng4LipD6JLviq8l0YkkgB8eaO1scByMnJwcMPP4zk5GS8+OKLWLt2rV+Pf9Vox6pMPaanh0BePXpECCGNnMPJkSkSEO8eqUaQTCJo3nYgz4weUWrI/PR5t0ckOzxGLUWKlrLDCSGkUt8YNU4VW2Cuspzn5oQgj4HyQOscrsSv1Zp/NgZ780xQSFmNN1k559gvUpKmfagCoUop+sWqBTeOiy1OrL8gXHmaECRDq6CG+f7qHF5Rb756CZc8kwMrM/WYnq6DUkr5UoQQQCqXYvKSyUganITTq09Dl6jD4GcGIzQ51ONzGGMY+dZIxHaJxZEvj8Bc7FuSTOGZQtiM7g2A847n4athX1WUT4mm8inEf0QzxKuWTGmtC+BoSEOggDiAv/71rygpKcGKFSsQFFQ/H7KXyu1Yk6XHlFSd34JEhBASCBcMNliq3UJXShiStHKEKaWCgLjB7sTxIjO6RV5/BtyVchsuGGyC7f1ifKv7SgghzZ1OIcWM9BDsyTXC7uToFqlu0DIp1fWNUUPCgLOlVq/qcNcHJ4doP4rtOUbIJczVCLO6s6VWFFmEz+tzrY9FnEaOFK0c58rcv69MIrXG+jRAdnglhZRhSqoOX2eUwlJtbFeMdnyTVYapaTpK4CGEAACYhKHnPT3R856e3j+HMXSZ0wVd5nTx+fUu7rqIpaOXwmpwv8GYdyIPi4Ytwvj/jYdUZLVRRNsIKIK8/74zFhohkUqgCm0cN4y9VZ5XDoVWAbmakoL8QexUhNsoQ7wlafEB8WXLlmHdunWYPXs2Ro4cifPnz9fba50rs2Hd+TJMTNFCSoEcQkgTcaZEpFxKiAIyCUO4Sor2oQr8Xm2fvbkmdIlQQXKdn3V7RGqvhiulaBvaeII8hBDSWMRqZJiU0jgzmiobO/Zp4GbIv14pF/1u+eVyORQShi6R7gESzjn2iuyfrJUjtkqz0H4xGpwrK63xtSOUUqTrGvb7K0Yjw7Q0HZZnlKJ66fCLBhvWntNjSooOUgqKE0ICrPWA1pi9cTaWjF4Ca5n7tUX+yXx83u9z0edJFVIMe2UY+j/Sv8bjOx1OfH/X9zjy5REwCUPfv/fFzW/e3OiTbCxlFmy4fwOOLz0OzjlueuImDHt5WKMfd2NXW1NNqiHe/LXogHh+fj4efPBBREZG4t13363TMfLy8pCfn++27eLFio7MDMK/sLOlVqy/YMCtScFeBYo45zDYnJBLGVS0hJEQv9NbHVBKGS0R9sDJOc6UWgTbq9ZL7RejEQTES61OHMw3o/V1NL002Jw4K1KqpSLLkE4ACSGE+G5QnAZWJ8ehfOFS/h+zDXCCI07z53dXkdmBKyJ9LPpUyyZPDJahVZAMl8uF+1bqHaNuFAGMVkFy3Jaqw6pMPaqVRUeW3obvLpRhQrKWvmsJIQGX2D+xIig+ShgU98RhdeDnR39GXPc4pAxN8bjf3vf24sgXRwAA3MGx5+09iOkSgy53+J7NHijleeVYOnYpcg7luLbtfHUnItpFoOudXRtuYM2As5ammrrExplgQPynRQfEH3jgARQUFGDJkiWIjIys0zE+/vhjPP/886KP3SA1oBAQhMVPFVugkDCMSgyq8aS4zObAunNluFRuh1wCDG8VjK6RTWtZDyGNldXBsTpLj4sGG6Ss4gK5d3TjuFBtTC6X22GsdrUsZUBqlQy3GI0MaTo5MvXuS8W3XPZ/AxydXIKO4Q3bHI4QQkjTxRjDiFZBsDk5jhUKb/huzK79uytaLUVytT4WjDH0i9FgdZZe9DnBMgk6NnBz06qStApMStHhm3N6wbLxP0r+TOCh8yJCSKAl9vM9KA4AvzzxCxbsXSD6uWUsNGLHSzsE27c+vRUdp3WETNn4QmNFmUVYMmoJijOLBY9teWoLOk7tCLmGyqfUVa0Z4lQypdlrsSmR3377LVauXInRo0dj1qxZdT7OfffdhxMnTrj9++CDDwAAURIrbkkKFn3ekUIzdl713FjIaHNieYYel65lmdicwMZsAwrNnrNOCCHe23alHBev1aZ2cGDrFaPoEuqW7kyJMFiQrJVDIXU/0ewXoCXwfWLUVHKKEELIdWGMYXRiMDrUsfxW32jxPhZpOjmiVML6tgDQM1rV6PoIpYUoMD5JC7FRnSy24JfL5eBiGXSEEFLPKoPiCq33n9OX91/G6TWnRR/b/uJ2mEuEK4NKL5Ti4CcH6zzO+pJzOAcL+y8UDYYDQNnlMux5Z0+AR9W8iGeIVwTEVWEqKIKpRGdz1yID4sXFxfjrX/+KoKAg/Oc//7muY0VHR6Njx45u/1q3bu16vFO4CqMSxRt17rpqwpEC4Yey2e7E8sxSFFZr+sMB7BPpcE8I8Y3B5sTRQuHf3vYcIw7Q35gL5xxnREqWtAsVZrglBMuRGFy/mRUaGcONEbRKhhBCyPWTMIZbk7U+1/TWKSRoHyb+HMYY+sUKbxArJKzRrvJsH6bE2NbiCTwH882ULEAIaTCJ/RLxl31/QcdpHRHbNVbwTx0ubFK85Z9b4LS7N0goPFuIAx8d8Pg621/aDnOp8NqwoWRtzsKXg79EeV7NK5Z2vrYThquGAI2q+RHPEK+IwVH98JahRQbEH3vsMVy9ehUvvfQSkpKS6v31ukWqMTRePHtyY7YBGVUCTlYHx8pMPfJMwk72AHCyyIIym/hjhBDvHMgziX8BoqKpltiNqpYoz+RAqdX9hJIBSA8RDwQMjgtCfSa/DYoLgryRZdcRQghpuqSMYWKKVlD+pCZD4oJqrK3dPlSBeI37DeIBsepG3Quoc4QKIxPEE3i25xjxWwEFxQkhDSOqQxRuW3Eb7vntHsG/yV9PFuxfeKYQvy38zW3bL0/+IgiSV2UqNGH3m7v9Pva6OP71cSwduxRWQ+2lYmzlNmx7blv9D6oZ4pwLyoUBcJVMoYB4y9B4z8zq0cGDFUtiXnnlFcTGxrr969Wrl2u/Xr16ITY2Fg899NB1v2afGA36xgjvYHIA357T40q5DTZnRU1jscY9lRwcOJRHwTpC6spsd+K3WgLeP2UbcLKI/s7EmmkmBsuhkYl/dSQEVzTpahOiQLRa6rd/ScFyjEmkHgqEEEL8TyZhuC1Vh/4xasRrZB6/i1K0ctyaFIwbauljIWEMt6Xp0CNKhWStHCMSgtA7WngN0Nh0j1JjcJynBJ5ynC4WnhMQQkhDShuZhpRhwiaa257bBmt5RUD54s6LOP2NeBmVqva+uxdlOWV+H6MvDv/vMNbMWgOnTRi81yXq0GFyB+FzPjuM/FP5gRhesyJ2e4Tbna4GgNRQs2VofJ0DAig/v+YPjoKCAgBAaWmpX15vcJwGZVYnTlY7obRzYFWmHtFqmaumcU1+KzSjX6waykacaUJIY3WowAyr6O1gdz9cMEAuYWgrUh6kpThTIsxMaOshO7xSqk7h1nCTEEIIaexkEoZB8UEY5KfjaWQS3JwgXoakMesbo4bR7sSBfGFSwPcXyqCSMqTQdzwhpJFgjGH4a8Pxv97/c9tuyDFg3/v7cNOTN2HTI5sEzwuKDoK5xAyH9c+V9zajDb++8Ctu/eTWeh+3mOKsYqy/b73oY1EdozD7p9mQKqXI2pwFi/7PeBJ3cvz8+M+Y+cPMQA21WXCIRcSrNtSkDPEWoUUGxI8cOeLxsfPnzyMlpeIu47lz55CcnOy312WMYWzrYJTbnThf5h74Njk4LogEwyv71lUt72BxcBwpMKOPhyZ2nHOU2Zww2n1vgqOVSxAkb7hAe7nNCSkDVB4yUBsK5xylVifMHupsyBgQrpLWuISWNDyrg4vWCFdLGUzVfrccwLrzZbgttX4v/iwOJ0osTvj61yqXAGFK7+ec3clhcjihlkq8aupVbHEg3ywsz9Smjg3ICCGEENK4McYwrFUQTA6OE0XuCTxODqw5p8eM9BC0CvK+xAwhhNSnVr1a4YapN+DUqlNu23e9vguqUBUu778seM7wV4cj72Qe9r6z12374c8Oo9//9UNE24h6HbOYrU9vFc0Mbz2wNWasmwF1WMVKo4FPDcTmf2x22+fs+rPI+iULqcNTAzLW5kC8oeaf174hiRQQbwlaZEC8IUklDJNStPj6bClyPdQJryQBMClFh4xSK45UawB4MN+MnlFqSKsFtswOJ747X4Ysfe2Z5p50DldidGKw4Nj1yexwYsMFA86UWiFhQN9oNQbGacAaQYC53ObE2nN6XCr3XMoGqLiZMDFFSxcJjdiRQrPgpoYEwJx2ofjlUjky9O4Z0Q4OfJOlx/T0ECQG+//3eijfhC2Xyz3WM69NmFKCySk6RKlr/ii/WGbDDxfLoLc6EaqQ4NYkLRJqeT9nSoRLo2M1MoQopHUbLCGEEEIaPcYYxrQOhtnOBedFNmfFqtZZbUJqPfcghJBAGfbyMJxecxq8ykWVRW/Bhvs3CPaN7hyNLnd2gbnEjN/+95t7trWDY8u/tmDqyqkBGXelnN9ycPzr44Lt7Sa0w5RlUyBX/3nd1ufBPjjw0QGUXnSvYvDzoz/j7kN3g1G/Ja+IN9SkDPGWpnGl4bYQSqkEU9NCEKLw/ONnAMYla5EeohCtO1hmc+JUtdIrVgfH6kz9dQXDAeB4kQXfXygTv2tWDyrHfeZac1EnB3bnmrD5cjl4gMbgidnuxIrM0lqD4UDF72Rlhh5Xa6gBTxqO3cmxXyQ7vGO4EmFKqcemWvZrQfEikWzp63Ew34SfL9U9GA4AxRYnlmeU1ji2y+U2rMoqhf5ac8wSa8Wcvlzu+XOiyOzAPpGfVW3lUgghhBDS9EkZw4QULRKChEFvs4NjeUYpii3+PS8ihJC6imgTge53dfdq35FvjYREKoEmQoMB/xggePzUqlO4fECYVV6ffnnyF8E2TZQGkxZPcguGA4BMJcPwV4cL9r965CqOLj5ab2NsbkRjXVUC4lRDvGWggHgDCZZLMC1NB5VU/A7emNbB6BBWUbs4XCVFO5EyBfvyTK6Asd3JscaLLGZv/V5ixY8XDfUekK5p3IfyzdiRY6zX169JZZPTvFoy+auyODlWZJQi30RB8cbmRJEFBpFlaJXNbmUShskpOo8Xf6uySmGqoTu5L44WmrH5UrlfjlVu51iWUYoSkQvTfJMdqzL1qP62bU5gZaYeuSI3b8qsDizPKBUtudSWyqUQQgghLYJcUtEcNFotXBlWbudYdrYUpVYKihNCGofBzwyGXFPzCtj00elIG5nm+u8+D/VBcKyw38PPj/2MnN9yBP9Ks0t9io+YS8zQX9LX+JxzW84hc2Om6PtRasV7WXWa0QnxPeMF27c8tQVXDl5xG3Pu8Vw4bPRZXV1NGeJMwqCN1wZ2QKRB0Fq3apKTkwOWlRyhkmFqmg7LzpaiauxpREIQboxQue3bJ1qNP6o1uCswO5CptyFFJ8e682WCuuTX63iRBXIJw80JQfVSusTBOb6tZdy7c02QSxj6xYrXS68vTs6x7lxZnW4wmK5lzsxuG4owJZWXaAycnGNvrvDmSrtQBSJUf34MKqQVF3/Lz+pxtdpNjWKLE99kVdTO9KYGtyenii348aKhzs8XU2aryBSf1TYEWnnFnCuxOLAiU++x7r3FwbEisxQz24Qg8trPwGR3YkWmHnqRGwfJWrlrP0IIIYQ0fyqpBNPTQrDkbAmKLe7nBvrKc482oQhuwP5DhBACANo4Lfo+3Bc7Xtoh+jiTMNz85s1u2xRBCgx+bjDW3+vezPLCrxfw3+7/FT1Ou/HtMPGriVCFqEQfByr6j21/cTt2vLIDDosDKcNSMGnxJEGQlXMuqAcOAGGpYehxdw+Px2cShpFvj8SXg7902152uQyf9fpMsL9Sp8RtK25D+uh0j8dsaZw1BMSD44IhlVMcpyWgs5cG1ipIjjvbhaJ9qAJpOjmmpenQM0pYIiU+SI7EYGEwam+uEesvGHC21Cp4TMKAaLXU639iDheYse2K0e83CZycY/0FAzJExl3drzlGHMoXlm+oL5xzbLhoENRNBCqaZ1b/uWlkwuAoZc40Lr+XWFFiFQZ5+4k0plVJJZiaphMtaXSp3I4N17Fy4mypBT+cLxN9LEwp8fpvVWxlSYnViRUZehjtTpTbKsqiiGXEV2W0cyzP0KPE4oDVwbEqU48CkfIrOoUEt7QWZk8QQgghpHkLklcExbUiQe9iixMrMvy3go4QQq7HgMcGQB0hjKUAQNf5XRHdKVqwvdv8bghvE+71a/zx3R/4ctCXKLsifk3ndDjx/V3fY9uz2+C4toL33JZz+Lz/5yj4o8Bt31OrT+HKwSuCYwx9aSiktfRtShqUhPYT23s1ZovegpVTVnocc0vkELme59cy6al+eMtB6X6NQJRahokptdco6hutQbZB77btUrkdEMliZgAmJmvRNlR8mY2Yg/km0TIO+/JMUEgZBvgpS5tzjp+yDYIa6DX5+VI55BImyJz3N845tlwux4ki4dgkDJiSqkOKzr1sRJnNgaVnSgUBV8qcaRw459hzVZgdnqKVI1Yj/hEYJK8Iii8+UwpLtQzrU8UWhColGBQX5NM4zuut+PZcGcQuGduHKjA+WQuJlysxiswOLD1bgvJqZU0KzA6syKhosFI9k8sTg82JZRmlCFVIcUWkhIpGxjAjLQRaaqZJCCGEtEihSilmpOuw9KywpFq+uWJF2u3pOiildL5LCGk4Sp0Sg/41CBv/b6PbdrlGjqEvDBV9jlQuxfBXhmPV1FVev07usVx83v9zzN44G5HtIl3b7RY71sxag9PfnBY8p/RCKRYOWIiZ62cioU8CHDYHtjy1RbBfbLdYdJreyatxjHh9BM78cAZOL25K2ow2bH1mK8b/b7xXx27uaiqZQgHxloMC4k1Iqk6OKJUU+V4097s1KdinYDgA9IxSw+bg+FWkbveOHCMkgCAYXBfHCs04VigeDB+XFIzL5XYcLjALHvvxogFODo9BTDEqKUOIQuJ1yZe9uSYcyBe+dsXYtKLvXyuXYkZ6CJaeLUVZtYzcysyZmW1CoJbV30WCzclRbHGIL/0BoJVLEOSHoLzZ7hTNtL4eIQqJX342nHMUW5ywVvshXDXaRf9maivDE6mSYXKKFisy9YKf6+6rJmhkEiQE1VynrpLe6sD3F8pEv3jTdHKMS/I+GA5U9BWYkR6Cr8+WwlTtoLkeat4HyyWYkKzFDxfKUFrtd1hqdQq2AYBCwjAtLQThKgqGE0IIIS1ZhErmOveoXo7tqrGiZ8mIBP+sJmMAQpUSrwPsnHOU2Zyi/U+AiqSWCKUU0usoeddc2ZwcZocTQTKJT+eipKLUIOeAhhKffGJ3cpgcTqilkusqQ+lJz7/2xG8Lf0Pe8TzXtiEvDIE2znNN6A5TOiBleArO/XLO69epHuC2GqxYMXkFsn7O8vgcU6EJXw37ClNXTUXpxVIUnS0S7DPi9RFgHn4uRpsTjMF17RzRNgL9Hu2HXa/t8mrMvy38DX0e7IOYG2O82r85E22qeS1DnBpqthwUEG9CGGPoHa3G+lrqD49JDEbH8LplUveL1cDm5NidKyxR8muOUTRY7i+jr437hjAOq5MLsrQ5gJ+yfa+9HK+RYXKqrtYs7SMFZo/vb2RCkKvJqZhQpRS3p1fUWAx05szJIjN+yjYIGidW1ylciTGtgyGtw8ku5xw7coyi88IfekapMLxV3WvVF1scWJOl9+pmEQAkBMmQKNI8s7okrQJjEoNF/+b80RQzKViOSSm6Ol2gRallmJ4egmVnS2HxdCfkGpWUYXqaDlFq2bV5Wns5FSkDpqRqfboBRQghhJDmK1otw/Q0HZZl6AUJCJfK7fjyjxK/vRYDMDheg74i5e2qsjo4vrtQVmsZRpWUYXyyFql+SO5pLn4vsWBjtgEmO0e0WopxSVpEqem8rzZOzvHL5XIczjeDo+Iaa1RiMOR0w6VWFw02rL+WnBOikOCWJC1aB3uXYOQtmVKGOzbdgW3Pb0NxRjHaT2qPnn/tWeNzGGOYvnY6tj23Ddk7s+EQKXta8EcB7NV6TFUGuMd9Ng77P9yPS3sv1To+m9GGZeOXiTbMTBmegrSb0wTb7U6OjdkGHC+ygAHofu3aWcIYhr88HOpwNc58fwbWMvfPwcIzhbAZq/Rr4xUNQ2dvnF3rOJs7yhAnAAXEm5wbwpTYnmMUZCJXGt4qCF0ir6+syMA4DSxOjkMeMqXrw/BWQeh6bdyMMYxtHQy7k+P3ktprjNfmitGOFRmlmNUmBCoPmciVQWUxA+M06C5S1726qlm7Ypkz32SVYVqazq93wk8WmfH9Be9uEpwoskDCKm6Y+Bp43p5jxJ56CoYDwMF8Mxy84saDr2MrtTqw7GypaCNIT/rFaLx+nc4RKhRbHdh91b/vv1WQDFNSr28+xGoqGvOuyCz1eENELgGmXguGA+7Lnk0eMqkYgAnJWiRp6aKREEIIIX+KC5LjtjQdVmaUwsNphF9wANuuGMEA9PEQFLc5OVZn6XHRYBN9vCqzg2NNlh4z24Qg3ssVfs3Z78UWrDtfhspfYZ7J4Sr1SCsDPePX+mCdrFL680SRBSa7E5PrmOTSUlwy2LCqyjVLqdWJVZmlmJ4WggQ/B8WDY4Nx6ye3+vQcpVaJUW+P8vj45QOX8fXYr2EscE+gsxltWDNrjcfnBUUHoTzPPZGKOzjMJcJYy4jXRgi2OZwca8/pkamv+JzjAA7lm2G2c9yaFAwmYRjw2AAMeGyA4Ll73t2DTQ9vctuWuSkTGRszkD7K9wabNpMNRRlFXpVoqUqmlCGiXQQkjaislniG+LWAeCIFxFsKCog3MVIJQ69oNbZcFmanDozToFd07YHb2jDGMKJVEGxO7rG0iT+JjVvCGMYlaWFz/vnhfz3yzQ6sztJjenqI4O79mRILfvAQVO4ZpUL/GO9/pjVlzlw02LDufBkmpfhWHsOTmsbtybFCC8KV0lqzbaran2eq12B4pd8KzJBLGIbGex+sNlyr0+5LMDxaLUWqzreTroGxGpRYnD7Vva9JjFqKqak6KESaY/oqIViOKSk6rMrSC+50SwBMStGhVbULv0iVDDPSQvB1hrBGOgCMae17ySVCCCGEtAytg+WYnKrD6ixhWTl/23rFCLVMIugj5HByfHvOu2B4JTsHVmfpMadtKEKVLTfom1FqxXdVguGVyu28IijeNgQh1DtGgHOOTZfK3YLhlTL1Nnx/ocynnkAtSWVZpeqXbDYnsCpTj9vbhDT6VamterXC/N3zsWTUEpScK6l1fyZlGP/5eKSPSsfSMUtx9cjVGvfvOK0j4nvGu21zco7vL5SJxkNOFlsglzCMSvScUNbrvl448O8DKM4qdtv+86M/I3VEqk8B6lOrT+H7u7+HubhuSZNB0UGYuX6m4D02FNHvLsoQb3Eazy0a4rUuEUqEKNx/dX2j1T4FbmvDGMPoxGB0CK3fDNE+NYxbKmGYmKLz2zKqS+V2fHtO79ZROEtvdcuOqKpjmLJOZTwqM2dkIk87W2rFTxcN4GJ3JH1Q07hrs+2KEb97Gdg9XmgWvflSX/bnmbDLy0xsk70iGO5t80igIvN5aLzvv9PKVQsJXpRZqU2kSorp6Z5XK9RFsk6BiSlawQf6rUmelwbHaGSYlqZD9UpCQ+M19d68lhBCCCFNW6pOgQnJWgQi9PfjRQPOlPx57lpTkKg2RntFVrnZxwzH5uJ8mRVrz+lFm7wDgN7mxDIvSuu1NJxzbL1ixG8ifa4q/V5ixQY/XOc1N/mmitXanko8WpwcKzJKkV+tHEljFNEmAgt2L0Bs19ga95MqpZj2zTR0vbMrgmODMffXuUgZluJxf4lMgqEvuTf95Jzjx4uGGlfMH7l2re5pzsmUMgx/bbhge96JPBz58kiN76GqfR/sw6ppq+ocDAeA8rxyLBu/DFbD9VcA8Aexkin82vcC1RBvORr3bTgiSimVYHpaCHZdNcJod+KGMCU6hSvrXH/ZEwljGJesRUyeCRmlVkHG8/VQSSXoGKbEjRE1j1suYZiapsOeq0acL7PB7sMJRpHZIVjKmam3YcMFA25NCkZ2uR1rRLJqASA9RIGxSb6XFqnU+lpt6G+yhCecx4osUMskGNoqqE7HvmiweRx3iEICZZWsY84hWlf7+wtl0Cokgszhqs6WWrDBQ736isZEvo+9Kk9j23nVCLnE8/JYADA7nFiRoUeByPOV1xqpVqeVS9AlQlXnxrCyaw0md141Ittgc7ux4g0JY4jXyDAwTlMvDVbbhChxRzsJ9lw1wQmgd7S61ptJrYLkmNsuFLuummBxONElQkWZ4YQQQgjxSrtQJW5vI8G+XM/lHH1V0Sje/VgcwLrzZZiWxtA6WI4NHoJEEgCRavfM5nKbE+XVLggKzA6sPVeGaem6OvXWaaoul9vwjYdriKpKrBVJJzPbhEBTD+esTdGuqybsz6s9aedEkQUKCcPNdSgD2RwVWxxYkaGHqZZJZ3JUrE6Y3TYUYY189UZlgHvFpBU4t0XYhFMRrMCM72YgZeifAXClTomZG2Zi3dx1OLH8hOA53e/ujog2Ea7/5pzj50vlOF5UexLbgXwzFFKGgXHisYUbbrsBCX0TBPXNtz69FZ2md4Ii2PO1Meccv/zzF6+bdtbGkGPA7rd3Y8izQ/xyvOshei1vc0CmkkET6f1qetK0UUC8iQpXSTEu2XOnZH+RMIa+MbU3tKlPcgnDoPggDPLxeefLrFiVKTzpO1lsgYNzZOltorUPk7VyTEzWXvcJclqIArckBYvW+N6XZ4Jaxnz+ueaU27A6U+9x3LeJ1KTecrlccALn4MA3NSwZvWiwYd058Qz0rhGqGpdm+WJHTrloRvjWK0YopAzdIoWrB6wOjtWZelwVySJQSRlmtglBdD01BFJIGYbV8UZGIMRp5Jic6tuKigiVDOMD8FlCCCGEkOandbAcrYP9t7zcyTm+P1+G09UC3hXnrmVI1clFg+EMwLhkLTqEud/YL7M5sPgPYXm9CwYbNl40YEzruifANCVXjXasFClZ4UmB2YEVGaW4vU0IVI2o7m9D2JdrxM6rxtp3vObwtTKQQ3woA9kc6a/1eTJ4uRqj3M6x7GzTKNnjKcCtjlBj1o+z0KpXK8FzZEoZJi+djKDYIOx7b59ruzZei8FPD3b9N+ccv14x4nANqxGq23XVBIWEiSaUMcYw8u2RWDhgodv22oLTDpsD3//lexz96qjX4/DG7jd2o8ddPaCNb9jrT08lU3SJuhb9d9vSUECcNFvJWgXGJWtFA7uelh4lBMkwOcV/jS87hqtgcnBsviQsO7LtihFSxpDoZUkYo92J786XiWbq1zTuofEalFgcOFPq/p6Ndo6VmXrcmhTsVuuu3FbxOmJB93ahCoz0UzAcAG6K1cDq4Dgg0sB1Y3Y5OIeg8dG2K+W4VC4MhiskDNPTdPUWDCeEEEIIIfVLwhhuTdLC7NDjXJl7SRSrk3s8hx/TOlgQDAcArVyK29J0WHKmVHAOfazIgmCFBG1DhM9TShlCFRKvz3krMtsd9V5TvS7MdifWXSgT7RsTr5FheEIQVmXqYa72eK7JgVWZetycEByoofpELWPQyb3/HVkcTlidHMEy75/zW4EJW6+IB8MHxKqhkUnws8h13r48E6QMgpWXDECYUuqXPkI1MdicdSp74+u8r+n1l3no8xSqkGBiig7fntOjxOr+uP5af6hZbUIRXL2uYyNTGeBOHpqMU6tOQZeow6CnByEsJczjc5iEYdQ7o5A8JBmH/3sYQTFBGPjPgQiO/fNvbE+uCXs9rEa4OSEIRrvTY0KZXMLQPUqYUJbYPxE33HYDTq0+5bbdU3DaWm7FqqmrkPFjhug4wlLDoNS5z22nTgnYnZAY3T+3807kuTXhtBlt2PrMVoz/33jRY9cV5xylVqfgc8yTYotwpTlsTqof3sIwTkWu/G7dunWYOHEivv32W0yYMKGhh9PiHSkw46fs2ptPxmpkmJGuq5csCE+Z0P7gzbhtTo6vz5Yix1j32myeMtCvF+ccG7PLcaSw7jXJZAyYnh7i9c0FQgghhBDSeFmvlVC44sW5680JQeghEgSqKktfsXLUlwvfWI0Mk1O00NWSrXq62IIfLxr8Wl4yEKLVUsy81tcmx2jDsrP6JvcekoLlmJiirbUc4ZGCilrLVidHQpAM45K1tWYhnygy4weRlb4A0CtKhWHXek3tuWrErzneZ5BLGTAiIUh0Jez1sjk51l8oq7HudG1i1FJMTtXVOUvbZHfi67OloqUxtXIJZrUJQahSihKLA0vPloqWW4pSSTGrjX97LjUFB/JM+MVD/67BcRr0i9WAc44tl8tFE8oA4NakYHQKF/aDKsoswkcdPoKz2s+788zO6PdoP9d/O21ObHhgA64cuCJ6/O53dcctH98CybXfjdnhxIYLBpwptULCgH4xatwU++fqiI0Pb8Ted/e6H4QB9x65FzE3xoi+htPhRNnlMqgj1FAE1V7utMzqwJpzZdcV6wAAx3en0elCESYsbBwxPIor1r+W9QlDWqSukSoMjqu5NEmUSorpafUTDAcqMqG7R/q/UaG345ZLGKak6qCr4532OI1/M+erYqyiO3ZHkaweb0gZMCVVR8FwQgghhJBmQiGt6CMUqao5KDckXlNrMByoaAI6MtG3sndXjXasyNTDVEPJh9+LLR5XcDZmEUoppqf9GXCM08gxNU0HWROrFHDBYMPKTD0sDs+/o8rkqMrf0aVyO5Zn1Nw4NKPUivUeguFdI/4MhgNAv1gN+sd4H9x28IqVsIfz/Zss5eQc685dXzAcqFgZsDyjFOV1yDC3OjhWZepFg+EaGcOMdJ2rXGeoUorb00OgEZl0+eaKAKejif1dXY8TRWaPwfB+MWr0i62IZzBWUcKza4R4bGHDRQMulAnnQHhaOHo/0Fuw/fjXx/Hf7v91/ftfn/95DIYPfnYwbv30Vlcw3OasKGVauRLdySvKt1Rt9DnoX4OgCq02Vg78/PjPoq+ReywXn3b9FO8lvYd3E9+ttfmnye7Eikz9dQfDAbhKppCWgwLipEXoG6NG72jxE5UwpQTT00PqpdFhJcYqmqt0CK1bQ0cxvo47WC7B1DQdlD4GtSNUUkxN09Xr0j7GGG5JCkbbEN9+PgzAhGRtnRtlEkIIIYSQxkktk2B6mg46kWbpANA/Ru1TP55ukZ6vBzwpNDuwMlMPq8gy/IxSK747L95zpzELUUgwI12HoGqJMonBckxJ1aGeq3n4XY7RjtVZethEgqe/l1iwUWSlcLGlojSH2M2ObIMN354TX03QMUwp2ktpYJwGPaJ8S37adKkcx69jhWxVnHNsuGhAhv76guGVii1OrMwsrfFGQ3UOJ8fac3rRVR0qKcOM9BBEqNxLW4arpJiRHgKVyKS7aLDhx2wDWkJBg7OlFo83YHpEqTCoWnJfTQllTg6sOVeGQrPw9yAanPYCkzDc8sktGPLcENfcr7wBI1bK9EC+2VV3Xx2uxqCnhd3gMjdmImOje0mW7N3Z+HLwl8g7kQcAMBebsW7eOvz64q+i86DyBkyByA2YuuClZiqZ0sJQQJy0CIwxDI3XoHO4+5eGTi7BjPSQgNQoY9dqIqZorz+Tua7jjlLLMDFF6/Ufvk5ecSESiA7zEsYwPtm3n8+tScGC2nyEEEIIIaR50CqkmJEmzCLtGaXCwFpWgIoZGq/xOQEjx2jHmnN62KsEXM+XWbH2nB6+59A2LK1cgtvTQ6D1UA4jRafAxBQtmlhMHNkGO9ZmCX9H39dww6Kicage5ipB39xrwXWxXkptQxS4JUm8CStjDCNaBeHGCN+uSzZcNOD3EotPz6musoTGiaLrO051uSYHvskqc/uZeuLkHD9cKBPU/Qdq7/MUrZZhWpoOCpGkrRNFFuzOrZ+yo41FtsEm2vMMAG6MUGJEK/H+XTUllFkcFb3CjNWy/D0Fp2siVUoxdfVU9Ly3p2ubNzdgdl01YV9uRVC81/29EJoSKtjn58d+hvPa31/Gxgx8NeIrmEuEN4m2PbMNG+7f4NoXqPkGTF1wuxPOrecQkkgB8ZaEus+RFoMxhjGtgxGnkSGj1IoQpRQ3xWoE2RH1SXqtdMnuXCPO622w+3jHmwGIUcswMF4Drbxudd1SdArc3iYE+3JN0NvE76b643XqQnbt57Mn14hzNfx8guUS9IpSU2Y4IYQQQkgzF66SYm67UOzIMcJgc6JjuBIdw5R1avzHGMOEFC32XDXhXJlVNKu42OJA9WoR58ts+OFCGcYna5FjtOObLD3Eerfp5BKoGmHdEYaKwOPAOE2tNdHbhCgxs40Ee3ONovWdG4NCs0Pw888qs+G782WYmKJFrtGONVllor+jqq6a7Fidqce0tBCU2yuzooVPSgqWY3yyFpIa5hxjDGMSgxGlkuGPEougjI7VwQVNJDmA786XQZ7CkObjjZpKe3NNHutJR6u9v44rsTgFY75osGHd+TJMSvH83jnn2HypHKdFSrVUlLbUIi6o5oSn+CA5JqVosVKkzv+OHCNCFRJ0FKmL3dTlGivmn9gNmHahCoxOFL8BU6kyoWx5RqkgU7vU6sQ35/SYkR4CeZWbDb3u74UjXx5B3vG8WsenClVhxnczkDQwybXNlxswVRt9jnhtBFZPX+32eN7xPBxddBSKYAXWzF4jqG9e1cFPDqI8txyTl06GRCn1eANGzgBJrgGmotpvpDAGcA7wPAOcq06Cn8ilDPEWhppq1gMqfk8IIYQQQgghTc9Fgw0rM0o9BqnOl9lEg6atgyvqcMvroecOcZdZasU35/QQS15uE6LAJYMNptqi4VUkBctRYnWg1CoMyMVpZJiRroPyOntNOTnHt+fKXPWWq5IxYGqaDkla34LilfXRxYxMCEJ3L+rrV7pksGG5h3nfOVyJsa3Fg7M7csqx66ow+MgATErR+rSa19P7kTJgRnpIs+oZVWxxYMmZEpSL/MCTtXLclup9/y6j3YnFZ0pQbBHO3/ahCkxI1rr97gy5Bmx7bhuuHLgCLvZ3woDI9pEY8vwQRLSJcHvI1yayAHBL62B0CldiYf+FuLT3kttjyhAlLHoLvK09lTiwNWIXTsYxkWC4lAHhn+3HpY8P+DS+qp40POlVI89AoLhi/aMMcUIIIYQQQgghBBWB7QkpWqzJEpYx+MNDw8J4jQxTUrUUDA+QtBAFxidrRUtNnBUJOANAQpAMA2I1+EakJMoFgzC4BlQ0H52adv3BcODPbN41WXpkVQvm2TmwOkuP8clar1fn5prsovXRgYqa5r4EwwEgIViOSSk6fJMlLAV0vMgCpZShU7Us7fNlVtFgOACMae17acuukSqUWBzYm+d+TAcHvsnSY2KKFio//C4amt3J8f2FMtFgeJxGhkkpWq+D4QCgkUkwNTUEX50pgblagPv3Eiu0l8vdM+y1KvR8e3Stx7WhorlwpYsGm8dg+MiEIOSbHfitQLhaYcNFA5wAer4zCpfnrXN7zAqAxWqF7ylCA2Oh8LWudIlHnkgwnHEOzSf7cemzg6Lj0yXqoM/Wiz5WSR2ubjTBcBIYFBAnhBBCCCGEEEKuaROixNjWHOsvigccq4pWSzHNT0FT4r32oUrYkzh+8NCMsKoolRS3peqgkkkwJVWH1R5K3lSlk0swPd2/vZRkEoZJqTqszCxFtsG9xIXNCXyTVXbdr9EjSoX+Mb4FwyulhShwa5IW310QjuNgvhkHPZRmqW5ovAY3RtStxMngeA1KrA78Xu3mk9nBsTyj5oBmU3c9N2DCVVJMSdVheUapYG4fyDd7LKvjD5U3YDjnsDo4Tha7l1PhAH68aABUKiiWTffqmHYAvoSmrc9vQcF3v4s+NvjZwRj4z4FYN38dji897vEYukSdD69ImgP61iaEEEIIIYQQQqroHKHCsFZBNe4ToZRieloIVAFoQE+EOoWrMDKh5t9RiEKC6el//o5SdNdKSNTwHLWUYXq6rtZ663UhlzDclqpDnMb/uYkdwzw3YfTWDeFK3FzLz7QmfaLV6BPje8PbShXNIrWIr4efT2PmjxswicFyjG0d7MdR1a7qDZiaGn3WJ/u7u+AUCYYzCcMtn9yCIc8NgVQhxaSvJqHfI/08Hofqh7c89M1NCCGEEEIIIYRU0ztajX4esm1DFBLMSNchSE6X1A2pe5QaQ+PFA7BBMoYZ6SEIrvY7ahuqxK1J4oFDhYRhWpoOEar6C8gqpRJMS9MhSuW/gHuaTo6xSTU3YfRWjyg1BsT6nmV+Y4QSQzz8LnwhlzBMSdUhRNEy/rbUMv/dgOkYrsLAuOv/HXj1WiI3YCpLA6VqA1Pv3f7FITgWHxFslyqlmLp6Knre29O1jUkYRr41Eje/dbPoscLSwuprmKSRahmfMIQQQgghhBBCiI8GxWnQtVr5B61cgtvTQ6Cthwxi4rs+MRpBAFcpZZiWFoIwpfjvqGO4CmMS3YPiUgZMTtUiLqj+g3lqmQQz0kMQ7mF8vkgIkmFiig5SPwTDK90Uq0H3SO/LnrQNUWB0on8C8gAQJJdcKx/SvOvy18cNmP4xanQK961+u69qugFTWRooMbh+s/wda0/B8eFewXZVqApzNs9Bh0kdRJ/X/5H+mLx0MiRVb5Qx4MbZN9bXUEkj1bLWoRBCCCGEEEIIIV5ijGFUYhBiNTKcKbFAq5BgYFyQIOuYNKybYjWIUstwrMAMtUyCm+I0HoPhlbpEqhCilOBAngkyCUP/GA1iAliqI0guwey2IdiRY0SO0Q4nr6WweTVSxtA6WI4BsRq/N3RljOHmhCBEqKT4vcQCi4ei63IJQ6pOgb4xakj8GJAHgEiVDHPahmBnjhFFFoeggWpTF6aUuuatPzHGMLZ1MCJVUmSUWmF1+u8nJ5cwJGvl6BejqfEGjFxScUNq91UjLpTZYK82t51WB8quGuC0OaGOUEMVWvvNF4fVAUOOAY4SM+SHLkO5OQOsa+yfOzAgsn0khjw/BBFtImo8VueZnRHRLgK7Xt8Fh8WB3n/rjfge8bWOgTQvFBAnhBBCCCGEEEI8YIyha6QKXX3ImCWBxRhD+1Al2of6lhmbrFUgWRvYmsdVaWQSjEoMbN1nbzHG0CNKjR5RdWvS6Q8RKhkmpFCzQ19JGEPfGA36Xkc99+sllzAMjq+hHv2Nkb4ftPI509sDGF6ncVWK7xGPqSunXtcxSNNGt7UJIYQQQgghhBBCCCGEtAgUECeEEEIIIYQQQgghhBDSIlBAnBBCCCGEEEIIIYQQQkiLQAFxQgghhBBCCCGEEEIIIS0CBcQJIYQQQgghhBBCCCGEtAgUECeEEEIIIYQQQgghhBDSIlBAnBBCCCGEEEIIIYQQQkiLQAFxQgghhBBCCCGEEEIIIS0CBcQJIYQQQgghhBBCCCGEtAgUECeEEEIIIYQQQgghhBDSIlBAnBBCCCGEEEIIIYQQQkiLQAFxQgghhBBCCCGEEEIIIS0CBcQJIYQQQgghhBBCCCGEtAgUECeEEEIIIYQQQgghhBDSIlBAnBBCCCGEEEIIIYQQQkiLQAFxQgghhBBCCCGEEEIIIS0CBcQJIYQQQgghhBBCCCGEtAgUECeEEEIIIYQQQgghhBDSIlBAnBBCCCGEEEIIIYQQQkiLQAFxQgghhBBCCCGEEEIIaeIsFgv+8Y9/ID4+Hmq1Gn369MHPP//c0MNqdCggTgghhBBCCCGEEEIIIU3c3Llz8c4772DWrFl4//33IZVKMXbsWOzcubOhh9aoyBp6AIQQQgghhBBCCCGEEELqbv/+/Vi+fDnefPNNPProowCAOXPmoFOnTnj88cexe/fuBh5h40EZ4oQQQgghhBBCCCGEENKErV69GlKpFHfffbdrm0qlwoIFC7Bnzx5kZ2c34OgaF8oQJ4QQQgghhBBCCCGEkEbk4sWLOHnypNu2qKgoREdHi+7/22+/oW3bttDpdG7be/fuDQA4cuQIEhMT62ewTQwFxAkhhBBCCCGEEEIIIaQRefDBBwXbnn32WTz33HOi++fk5CAuLk6wvXLblStX/Dq+powC4oQQQgghhBBCCCGEENKIfPDBBxg2bJjbtqioKI/7m0wmKJVKwXaVSuV6nFSggDghhBBCCCGEEEIIIYQ0Iq1bt0bHjh293l+tVsNisQi2m81m1+OkAjXVJIQQQgghhBBCCCGEkCYsLi4OOTk5gu2V2+Lj4wM9pEaLAuKEEEIIIYQQQgghhBDShHXt2hVnzpyBXq93275v3z7X46QClUypBwaDAcCfE44QQgghhBBCCCGEEEJqUxlPrIwveuu2227DW2+9hf/+97949NFHAQAWiwVffPEF+vTpg8TERL+PtamigHg92L9/PwDg1VdfbeCREEIIIYQQQgghhBBCmpqTJ0/6tH+fPn0wdepUPPnkk8jLy0N6ejoWLVqE8+fP4/PPP6+nUTZNjHPOG3oQzc2mTZswatQovPbaa2jfvn1DD4e0ABcvXsSDDz6IDz74AK1bt27o4ZAWgOYcCTSacyTQaM6RQKM5RwKN5hxpCDTvSCA11flmMBhw8uRJ3H333UhOTvbpuWazGU8//TSWLFmC4uJi3HjjjXjxxRcxatSo+hlsE0UB8Xpw8uRJdOrUCSdOnPCpGywhdUVzjgQazTkSaDTnSKDRnCOBRnOOBBrNOdIQaN6RQKL5RjyhppqEEEIIIYQQQgghhBBCWgQKiBNCCCGEEEIIIYQQQghpESggTgghhBBCCCGEEEIIIaRFoIB4PYiKisKzzz6LqKiohh4KaSFozpFAozlHAo3mHAk0mnMk0GjOkUCjOUcaAs07Ekg034gn1FSTEEIIIYQQQgghhBBCSItAGeKEEEIIIYQQQgghhBBCWgQKiBNCCCGEEEIIIYQQQghpESggTgghhBBCCCGEEEIIIaRFoIA4IYQQQgghhBBCCCGEkBaBAuKEEEIIIYQQQgghhBBCWgQKiBNCCCGEEEIIIYQQQghpESggTgghhBBCCCGEEEIIIaRFoIA4IYQQQgghhBBCCCGEkBaBAuKNiNPpbOghkBbCbrdDr9c39DAIIaRecM5d/0vfrSSQOOeu+UdIoDgcjoYeAmkhbDYbCgsLG3oYhBBSL+gaomWhgHgDKyoqwv/+9z/Y7XZIJBL6oyP1Tq/X47XXXsPdd9+NQ4cONfRwSAvgdDrhcDhw4cIF5OTkNPRwSAvAGHP9r0TifqpDwUpSnxhjrvlHSH0qKCjASy+9BJvNBqlUSkFxUu9KS0vxzDPPYPz48di+fXtDD4e0AHa7HWVlZThy5Aj++OMPt8fofI7UB7qGaFlkDT2AliwvLw+9evWCwWCAXq/HQw89BKlUCqfTKfjjI8QfCgoKMGXKFOzYsQPt2rVDbm4uHA4HpFJpQw+NNFMlJSV49dVXsXv3bhw5cgQSiQSPP/44brvtNrRr166hh0eaobKyMqxevRrHjh3D5cuX0bZtWwwdOhSDBw+GTCYDYwyccwpaEr8pLy/H9u3bsWvXLly8eBGtW7fG6NGjcdNNNzX00EgzlZeXh969e+PixYsoKirCG2+8AZlMRud0pN4UFBRg4sSJ2L17N9LS0lBQUAC73Q6ZjMIJpH6UlJTg2Wefxa5du3D48GFIJBLce++9mDp1KgYPHkznccTv9Ho9vvjiCxw5cgTnz59Hq1atMH78eAwcOBBxcXFgjFGsrplhnG5zNAibzYY777wTy5cvh0wmQ1xcHB588EH8/e9/p6A4qRdFRUUYMmQITpw4gSlTpuCzzz5DaGhoQw+LNGP5+fm45ZZbcPDgQQQFBUGlUrmW2T788MN4/fXX6cKd+FVBQQEmTZqEXbt2CR678847MWHCBEycOBEA6HuW+EVhYSHmzp2L7du3o6yszO2xhQsXYu7cuQ0zMNJsOZ1O/P3vf8e///1vqFQqcM7x17/+lYLipN4UFRVh6NChOH78OKZOnYqFCxciKCiooYdFmrH8/HyMGTMGhw8fRnh4OHQ6Hc6fPw/GGKZOnYp33nkH8fHxDT1M0owUFBTg1ltvxf79+wWPDR8+HFOmTMG9994LgK4hmhP6LTYQuVzuOpHo168f8vLy8P777+O9996Dw+Gg8inEr0wmE+6//36cOHEC99xzD77++muEhobWOMfoXhm5HpUXTwcPHsSkSZOwZ88e7NmzBy+//DIA4J133sGOHTsaeJSkOSkpKcHNN9+MXbt2YeLEidi4cSMWLVrkWn21aNEi/P3vf8drr70GAPQ9S65bQUEBBg4ciPXr1yMtLQ0PPvggZs6ciT59+gAA5s+fj++//76BR0maG4lEgpCQEADAkCFDoFar8eGHH+Lxxx+H3W6n8inEr8xmMx555BEcP34cd999N5YsWYKgoCC6hiD1pqioCMOGDcPhw4cxbdo0HDx4EAcOHMCnn36KyMhIrFy5Env27GnoYZJmpKSkBGPHjsX+/fsxbdo07Nu3D1u2bMELL7yA1NRUbNu2DQ888AD+/ve/A6BriGaFk4BzOp2cc84XL17MGWP8iSee4BMmTOBSqZQnJSXxt956i9vtds455w6HoyGHSpqJo0eP8vDwcN6nTx/X3OK8Yn4VFRXxdevW8fXr1/Nff/2VFxQUuD1OiK+MRiOfPn06Z4zxefPmcbPZ7Pb4k08+yRlj/D//+Q/nnHObzdYQwyTNiN1u5//4xz84Y4zPnj1b8Nm1du1aPmHCBC6Xy7lEIuFPPPGE67HK72RCfFFaWsoHDx7MGWP87rvvdptH+/fv5xMnTuSMMT5kyBBeXFzccAMlzdIvv/zCGWP8oYce4o888ggPCgriSqWS/9///Z/rO7Xq+R4hdXX27FkeHx/Pu3Xr5na+Zrfb+ZUrV/jSpUv5F198wb/99lv++++/ux6nawhSFyaTid9xxx2cMcbnzJkjuIZ46623OGOM/+tf/+Kcu3/O0fkcqQun08lfeuklzhjj06ZNE3x27dixg//tb3/jSqWSM8b43LlzXY/R51zTR0W/GkBlvau2bdsCANq0aYO7774bdrsdGzduxIcffggArvIpnGqdkuu0detWFBcX44EHHnAto7VarXjvvffw/fffY9euXa47naNHj8bYsWPxwAMPuLbRkiDii6ysLOzevRtt27bFp59+Crlc7spWk0qlSE1NhVqtRseOHQEARqMROp3O9Xz6zCO+kkqlOHLkCNRqNZ599llIJBLYbDZIJBJIpVJMnDgRycnJSExMxH//+1+8/vrrUCgUeP7556mmOPGZ3W7He++9h+3bt2PcuHH48MMPwRiDxWKBUqlEt27dMG7cOKxfvx5ZWVkoLy+nEmXEr+Lj46HRaBASEoIHH3wQZrMZX331FT766CMAcJVPoXM4cr22b9+OnJwcPPbYY6564VarFW+++SbWrVuHgwcPuvbt3Lkzxo0bh5deeomuIUid5OfnY9++fUhOTsYnn3wCpVIJh8PhanCYnp6OkJAQ9O/fH0DFSq2YmBgAoPrOpE4YY64a9Y899pjrGkIqlUIikeCmm25yXUM8++yzWLRoERQKBT799FNIJBK6hmji6NOigXDOER8fj6ioKKxYsQIpKSl46qmnMGbMGFy+fBkffvgh3n33XTidTjDGsGXLFhQUFDT0sEkTVVnXtDLoaLPZ8OSTT+KJJ57AqVOnkJaWhp49ewIAfvrpJzz22GN48sknAcD1QU+Itw4ePIhLly4hNTUVcrkcJpPJrZ5pQUEBYmNj8eqrr2L48OFo06YN7rvvPqxcuRIAXAFKQrzhcDiQnZ2Nffv2wWQyoaioCEBFabLKm8oA0LVrVzz00EN48MEHIZfL8dZbb+Hjjz8GADqRJT7Jzs7GqlWrkJSUhE8//RQKhQIOhwNKpRIAIJPJMG7cOLRq1QrZ2dk4duxYA4+YNCeccyQkJCA5ORlr165FREQE7r//fsydOxdKpRIfffQRHn30UdjtdkgkEmzcuBEHDx6k5d2kTqxWKwC4burZbDb885//xNNPP40LFy6gR48eGDlyJCQSCU6ePIlXXnkF8+bNA0DXEMR3hw4dwtmzZxEREQGFQgGz2ex2LpednQ2VSoUXXngBPXv2RHJyMiZOnIj3338fAM054hun04mCggIcO3bM9f+BimuIqjdWEhIScNddd+H111+HUqnEZ599hmeeeQYAXUM0dZQh3kAYY0hISECXLl1w9uxZ2Gw29OvXD08//TQA4Mcff8S///1v6HQ6aDQazJkzB/3798fmzZuhUqkaePSkqanM6DCbzQCAtWvX4uOPP0bbtm2xdu1aREdHIyIiAosXL8bChQuxc+dOvPHGGwgLC8Pjjz9OH/TEJ5UXTxcvXoTZbIZarYbT6YRUKsVvv/2GN954AyUlJdDr9QgODkZ+fj7+85//YMOGDcjLy8MDDzxAc454TSqVIi4uDh07dsThw4eRn58PAK7GclXnUnp6OhYsWICioiIsWrQIixcvRs+ePdG7d++GGj5pgk6ePInTp09j6tSpCA8Pd32+VXI6nQgKCkJUVBQuXLgAo9HYgKMlzQ1jDMHBwbjxxhuxadMmFBYWokOHDnjggQcAAF988QU++eQTBAUFoX379rjzzjvRqVMn/PLLL4iKimrg0ZOmpvKzrTJQtGnTJnz66ado27YtNmzYgNjYWGg0Gvz4449YuXIlli1bhkWLFiEsLAzvvPMOnc8Rn1Res+bm5sJgMLhuxFSuBHzuuedQVFQEhUKB0NBQMMawYcMG/PDDD8jPz8dLL71Ec454TSKRIDIyEp07d0ZWVhaysrIAVKwErJyLlUJDQ3H77bejqKgIr7zyChYuXIhevXph3LhxDTF04ieUId5AKrM0UlNTceHCBRw+fBgA0KtXL7dM8aeeegp33nknAGDq1KkUDCd1kpiYCACubMj9+/dDKpXi22+/RYcOHRAeHg4AuOOOO/Dcc89h9OjRYIzhm2++we+//95g4yZN07Bhw5CQkIBTp07hzjvvREFBATIyMrBhwwaMHDkSJSUluOuuu3DkyBEcPnwYq1evxpgxY3Dp0iV8+umn2LlzZ0O/BdLESCQSxMfHw2w249lnn4Ver3fLKKqqffv2mD9/Prp164Z9+/Zh27ZtgR8wadLat2+PBx98EPfffz8UCoVgebZEIoFGo0FSUhJkMhnkcrnb45S9Rq5H5TVEhw4dUFRU5PrObNu2Le677z7MmzcPKpUKb7zxBubOnQsAuPvuuykYTuokPT0dALBo0SIAwNGjR2E0GrFixQqkpqZCoVAAAMaMGYNHHnkEf/nLXyCTybBy5Ups3769wcZNmqabbroJ7dq1w6VLlzB27FicOXMGBw4cwDfffIMRI0agqKgI9913H44ePYr9+/fjp59+woIFCyCVSvHRRx9h1apVDf0WSBNTueqKc453330XBQUFrpJj1UVGRmLGjBkYN24crly5gl9++aUBRkz8KvBly0lVq1ev5owxvnjxYs75n4X5MzIyeLdu3ThjjDPG+OTJk13PoQZ0xFdFRUW8Q4cOnDHGX3rpJd6xY0fev39/brPZXA1IqjaF+Pbbb7lCoeCMMb5ixYqGGjZpogwGA3/++ed5bGwsZ4xxtVrNW7VqxUNCQlxNwKrbsmULb9OmDWeM8TfeeCPwgyZNVuVn2IEDB3hSUhJnjPHHH3+cl5eXuz1e/f9/8sknnDHGIyMjeWZmZmAHTZq8mhplVs6zcePGccYYX7Rokeuxqg3AjEZjvY2PNH/bt2/njDH+7rvvcs7/PI8rLCzkI0eOdF1DDBs2zPUcq9XaEEMlTZjJZOK9evXijDH+17/+lQ8ePJh37tyZGwwG1z5Vv1t37tzJExISOGOMf/TRRw0xZNJEVX6GffXVVzwtLc31GRYWFsZDQ0M5Y4zff//9gucdO3aMDxs2jDPG+MMPPxzoYZMmrPKzKzs7m7dv354zxvj06dO5Xq/nnHtumrly5UrOGOMKhYIfOXIkYOMl/kcZ4vWIV8kA4h6ygWJjYwEAR44ccdvv2LFjrm0SiQRHjhzBO++8A6vV6vGOFSFic87hcCA0NBR33nknZDIZVqxYgfPnz8NoNMJoNLr2q1pzbcKECZg0aRIAICMjI8DvgjQlVedc5edSUFAQ7r77brz77rsYNmwYOnfujNGjR0Oj0aB79+547733AFTMzcrnDx06FBMnTgRQsYLBZrMF9H2QpqtyaWxycjJGjx4NqVSK1atX44svvoDFYnGrSV/ZcAmoyJjs27cvnE4nTCZTg42fNE3eNMmszByvnHN2u91VfuC5557Dyy+/jMLCwnobI2neoqKiIJFIsHv3btjtdtfn3NatW/Hzzz8DAJRKJXbt2oWHH34YZrMZcrmcriGI15xOJ1QqFR555BGEhobi+++/x8GDB1FUVOT22VW1RMWAAQNcJQRolSnxReV35qRJk7B06VJMnz4dt9xyC+bPn4/Y2Fh07NjRVSvc4XC4nte5c2fcfPPNAIB9+/ahvLycVmIRUdVjJZXXBZGRkZg7dy5CQkKwYcMGvPTSSygvL3c1B67+/KlTp2Ls2LGQSCQoKSkJ9NsgfkQB8XpgtVqh1+uxb98+XLp0CUVFRW4nClX/EHv27ImEhATs2LEDFosFUqkUS5cuxZQpUwAAjz76KCZNmoSLFy/i448/xhtvvAGHw0Hdk4mbmuZcZQ3d8ePHo1evXjhx4gSMRiMuX76My5cvQyKRuE4qGGOu+s/BwcGuYxNSndicq/q5FBsbixkzZmDz5s3YvXs3/vWvfyEuLg4JCQkA4Pq8Y4zBYrEAgGvZbVhYmKDEACGVPAVzIiMjce+996Jz5844d+4cPvvsM3z11Vcwm81ugfDKzzzOORQKBYqLi5GZmRnIt0CaGF8DiJXfv2FhYZBIJK7v08p6lC+//DJeeOEFvP/++xScJKK8mRft27dHjx49cOTIEbdriKlTpwIA/vWvf+Ghhx6CQqHAZ599hgcffNDVaJOQ6sTmXOVc6d+/P8aMGYOCggIYjUaUl5fj9OnTANwDk5Xnc2FhYQBA53KkRp4+54KDg9GnTx8sW7YM33//Pf7xj38gIiICOp0OEokEVqvVdXO5cs5Vfs+2bt0aQUFBVEecuLHb7bDZbDh8+DCys7NRWFjomiMSiQQqlQpTpkzBsGHDYDQasXjxYrz22mswGAyCWEll0pZCoYDFYsH58+cb6m0RP6AzIj8rKirCX//6VwwaNAj9+/dH79690b9/f3zyySeuOuFVL8yVSiXS09Nx5coVKJVKrFixAnfccQcA4MMPP8Qbb7yBJ554ArfccguysrKwcuVKlJaWNtj7I42PN3MOqKg1+frrryMpKQlARXOc2bNno6CgAFKpFHa7HQ6HwxWUPH/+PHQ6HYYMGdIQb4s0Yt7OucqbKVKpFAUFBfjtt9+QnZ0NzjmUSiU453A4HFAqlQAqMsOVSiVGjBgBgOrskj9VNsEEIMjWqKpr1654//33kZCQgGPHjuH999/Hhx9+6Dqhrfyck0qlkEqlMBgMaN26Nbp27RrAd0OaAm/nXE3sdjucTicMBoNr24svvoinn34akZGR2LNnD9V1Ji6+zLnK78e0tDRcuHABDocDy5cvd7uGeOGFF/CXv/wF8+bNQ3l5Ob777jtakUDceDvnEhMT8dhjj6Fv375QKpUoLS3F/fffj0uXLrn6dVQ9nzt69CiUSiUGDx4csPdCmgZv51zVa4CioiLs3bsXV65cgdlshkKhgNPpdJtzP/30E4CKFafVn09atpKSEjzzzDMYNWoUevXqhf79+2PgwIHYvHmzW+Jfeno6nn76afTv3x9Xr17Fp59+iieffNLVl6hyzlXe6CsoKEBsbCz69OnTUG+N+EPgqrM0fwUFBbxTp06cMcZTUlJ4x44dXbWIlEol79GjB1+yZIlrf7PZzDnn/F//+hdnjPG7777bVSvr3//+t9uxd+/ezWfMmMFPnToV0PdEGjdf5xznFbWa27Vr56oRPnDgQJ6Tk+O2zzPPPMMZY3zAgAE8Nzc3kG+JNHK+zrnK2mtXrlzh8fHxPDg4mL/zzjtutSc55/wf//gHZ4zxfv36CeYjadny8vJ4SkoKj4yM5B9++KFru6e6fpxzvnXrVp6ens4ZYzw6OprPmjVL8Fn21FNPccYYnzBhAi8tLa238ZOmpy5zrqrK/aZMmeLWJ+a5555z1UM9efKk/wdOmixf51zl9v/973+cMcZnzZrl8Rri1KlT/PHHH+e///57/b0B0uTU5XNu//79fOTIka56zu3ateOHDh1y+w59+umnOWOM9+zZk87niJu6frcaDAberl07zhjjf//73wXnbE888YRrzl2+fLlexk6apry8PFcPhODgYC6Xy3l4eDhnjPHw8HC+atUqzrl7j74DBw7wESNGcKVSyRljfPDgwfz06dOu3kSc/3kNMXLkSF5UVBTw90X8hwLifmIwGPioUaM4Y4zfc8893GKxcIvFwq1WK3/llVd43759XSeqH3zwgdtzV61a5Xqs+ols1T9Ok8kUsPdDGr/rmXO7du3io0aN4hEREZwxxpOSkvjcuXP5c889x2+55RbOGOMxMTH8jz/+aKB3Rxqjus45m83G8/Pz+ZgxYzhjjLdv357ff//9fP/+/Xzbtm189uzZNOeIqNLSUj548GDOGOMymYynpqa6za3qF1FVG3vt3r2bjxgxwtXMNTU1lS9YsIA//fTT/NZbb+WMMR4fH8/Pnj0bsPdDGj9f51xN5s6dy+VyOV+2bBl/++23KRhORF3PnNuyZYvbNUTVIFPVawhqpkmqup45d+zYMX733Xfz1q1bc8YYb9WqFR85ciR/4IEHXI0NY2Ji6AYMcVPXOedwOHh5eTm///77uUKh4OHh4XzixIl806ZNfO3atXzatGmu5Ae6hiBVFRYWupK4JkyYwH/77Td+8OBBvmbNGj5o0CDOGONRUVH8woULnHP3a4hjx47xBQsW8Pj4eNf1wujRo/l9993Hhw8fzhljPC4ujp85c6ah3h7xEwqI+8nmzZu5Wq3mAwYMcH2gVz353LlzJ58/f77rhPWtt95yPVZUVMTvu+8+zhjjb7/9tmu7LxddpOW5njnHOednzpzh7777Lu/YsaPbxZRKpeIDBw6kkwoicL1zbufOnTw5Odn1uE6n43K5nDPGeNu2bfnp06cD+n5I42axWPjzzz/PGWM8LS2Njxgxgsvlcp6SkuL1hfsff/zB33zzTd6hQwe3zzmpVMp79epFF+zEjT/mXFX33HOPK2tNIpFQMJwI+GPOvfzyy3QNQbzmjzmXk5PDv/32W96nTx8uk8lc360hISF8xIgRFCQibvwx544cOcKHDBnCtVotZ4zxoKAg17y74YYb6BqCuCkvL3etnLrrrru43W53e/zEiRP8xhtv5Iwx/v7773POhfPvypUrfNWqVbxnz55u1xAajYbfdNNNFCtpJigg7ifvvvsuZ4zxJ598knP+Z5Co6h9WZmYmf+SRR1x/TB9//LHrsT/++IPv2LHD9d90IktqU5c598knnwiOYzAY+NKlS/n777/PX331Vb5lyxZeUFAQmDdBmhR/zLldu3bxOXPm8JSUFFeJlYceeoifP38+cG+ENAl79+7lHTp04GFhYXzt2rV8z549fMKECVwmk/kcoCwpKeGffvopf+mll/iTTz7J165dy69evVrfb4E0Mf6ac5VZRpWrXyozw0+cOFHv74E0Lf6Yc+Xl5fzQoUO17kcI5/79bnU4HHz79u3866+/5p9//jk/dOgQLy4urud3QJoaf825o0eP8meffZZ36NCBR0dH8759+/J//vOf/OLFi4F4G6QJWb16NQ8ODubdu3d3lSmuumqqvLyc33777ZwxxhcsWFDjsex2O1+/fj3/9NNP+TvvvMO3bt3K8/Pz63X8JHAoIO4nr7zyCmeM8dtuu43bbDa3JRdVXbp0if/tb3/jjDEeGhrKv/vuO8E+dCJLvFHXOffDDz+4Hqt+t5SQmvhjznHOuV6v57m5ufzAgQO8rKyMWyyWQAyfNCFOp5N//PHHXC6X8ylTpvArV65wzjnft2+fzxdR9J1KvOHPOVfp9ddf54wxrtVqqQcMEaiPOUefd6Qm/pxzdA1BvFEfn3NlZWU8MzOTWywW+swjombOnMkZY/zHH3/knIt/Xi1dupQzxvjo0aM551z0upY+55o/WUM39WzqOOdgjKFt27YAgMzMTOj1eoSHh8PhcEAqlbrt36pVK9x77724evUqVq9ejcWLF6Nfv36IjIx07SORSAL6HkjTcr1zbtGiRejbty8iIiJc+1Yes/r/JwTw35wLDw8HYwxarRZarRbR0dEN8XZIE8AYw/jx43HmzBnccccdiIuLAwD07t0b//znPwEA69evx7vvvgsA+Nvf/gaJRAKn0yn4DpVIJOCcu44L0OccEfLnnKs0YsQILFiwAI8++ijatWsXmDdCmoz6mHN0DUFq4s85V/3cjxAx/v6cczqdCA4ORnBwcODeBGlS9Ho9QkND0aZNG6SlpQEQ/7zSaDQAgEuXLsHhcIjuR7GSFqDBQvHNzOXLl3l0dLRg2YWnu5Zr1qzhMTExXK1W8127dgVqmKQZoTlHAo3mHAmUyjlVdfVA1XlWW2YRZXQQX9XXnKMVMMQT+pwjgUZzjgQazTnSEM6ePcsPHjxY4z579+7ljDHeq1cvzvmfGeK06qBloTSC68CvZZw5HA7Ex8fj+eefh1qtxpIlS/Dmm28CgOsOZ/XnTJo0CWPHjoXZbMaiRYsAwG0/QsTQnCOBRnOOBBrn3JUVpFAoXNurZnpXZhbdcsstyM7OxrvvvosPP/zQtV9lRscXX3yB/fv3B/gdkKamPudc1eMRUok+50ig0ZwjgUZzjgRa5XVmeno6unbtWuO+QUFBUKlUkMvlACpWMzgcDtec3b59O7Kzs+t1vKThUUD8OlQulaj8oB4yZAhGjhwJu92OTz/9FP/9738BuAeLKv/QAOC2224DABQWFrr2I6QmNOdIoNGcI4FW0zJExliNF1Hvv/++a9/Zs2djwYIFWLJkCSwWS72PmzRdNOdIoNGcI4FGc44EGs05EmhVrzNrK+tUXl4Os9mMkpISOJ1OWK1W13OefvppjBo1Cl9//TXsdnu9jpk0LKoh7iW9Xo9ly5Zh7969KCsrg0ajwezZs9G2bVskJycDANq3b4977rkH58+fx9GjR/Hee+/Bbrfjvvvug0QicdXarfzwV6vVAAClUtlQb4s0YjTnSKDRnCOBVtuc4yJ1+iovohhjghqUH374IeRyOQ4ePIivv/4aQUFBuP/++2n+EReacyTQaM6RQKM5RwKN5hwJtLrMuaqq1ge32+2uVQwvvvgiXn75ZcjlckyYMAEyGYVMm7X6rcjSPOTn5/P+/ftzxhhnjHGFQsEZYzwsLIz37NmTb9682W3/VatW8Xbt2nHGGI+Pj+dPPfWU6HH/8pe/cMYYf//99znn4p1tSctEc44EGs05Emi+zrnqqs6l3bt38ylTpnCZTMbDw8M5Y4xHRkby06dP1/fbIE0IzTkSaDTnSKDRnCOBRnOOBNr1zjnOOT9z5gzXarW8e/furm0vvPCC6zgnT56sz7dAGgkKiNeiuLiYd+/enTPG+OTJk/mGDRv4xo0b+YIFC3i3bt1cf4T/+c9/uMFgcD3v22+/5f369XP9cd566638xx9/5KdPn+Y5OTn8//7v/zhjjHfo0IFfunSpAd8haWxozpFAozlHAs2XOWcymTwex+l0uhouHTp0iKelpXHGGA8PD+enTp0K1NshTQDNORJoNOdIoNGcI4FGc44Emr/m3PHjx7lEIuF9+/blnHP+3HPPUTC8BaKAeA2cTid/5plnOGOM33777dxqtboeM5lM/PDhw3zevHmuP7rXXnuNFxQUuPbZvn07v//++7lOp+OMMa7T6bhOp+MxMTGcMcZbt25NdzuJG5pzJNBozpFAq8ucKy4uFj1W1U7w99xzD2eM8YiICLp4Im5ozpFAozlHAo3mHAk0mnMk0Pw15xwOBz948CBnjPE2bdrwxx57jILhLRQFxGvgcDj4yJEjuVKp5Pv27eOcc263292W9TgcDv7www+7/ujeeecdbrPZXI8XFBTwrVu38mHDhvEuXbpwlUrFe/bsye+66y6elZUV8PdEGjeacyTQaM6RQKvrnKt8XKzszowZMzhjjEdFRdENGCJAc44EGs05Emg050ig0ZwjgebPOVdZMiUkJITL5XIKhrdQFBCvQWFhIW/bti3XarX88OHDNe77+OOPu/7ovv76a9f2yj86g8HA9Xo9P378OC8vL69x+QZpuWjOkUCjOUcCzR9zrqrDhw/z+Ph4rlAo6OKJiKI5RwKN5hwJNJpzJNBozpFA8+ecy8rKcq1ojoyM5CdOnKivYZNGjALiNbBYLLxHjx6cMcZffPFFV12rqqpue+CBB1xF/ffu3evaXvVOFDWUIzWhOUcCjeYcCTR/zblKRqORr1+/np87d64+h02aMJpzJNBozpFAozlHAo3mHAk0f163XrlyhY8bN47HxcVRZngLJgERxTmHQqHAiBEjAAD79+9HWVkZAMDhcLj2k0qlcDqdAIDnn38ekyZNgs1mw//+9z+YTCY4nU4wxlz7V/3/hFRFc44EGs05Emj+nHOV1Go1xo4di+Tk5MC9EdJk0JwjgUZzjgQazTkSaDTnSKD5+7o1Li4OL7/8Mg4dOoQbbrgh8G+INAoUEK+Gcw7gz4DOmDFjAAA//PADXn31VQDuf2QAIJFU/BjDwsIwffp0qFQqbNu2DTabzfUYIZ7QnCOBRnOOBBrNORJoNOdIoNGcI4FGc44EGs05Emj1Mecqj9m5c2fExcUF7L2QRijAGemNntiyizfffNNVf+j11193ba/aDbmSzWbj3bp144wxvm3btnodK2keaM6RQKM5RwKN5hwJNJpzJNBozpFAozlHAo3mHAk0mnOkPrX4W3JlZWVYuHAh5s6di8GDB2PYsGFYvXo1Ll686Npn4sSJuPPOOwEATzzxBN555x0AFXeeqt6JslgskMlkSEpKAgCUl5cH8J2QpoLmHAk0mnMk0GjOkUCjOUcCjeYcCTSacyTQaM6RQKM5RwKqoSPyDamgoIDffPPNrrtLlf90Oh1/4IEH+KlTp1z77tixg0+YMMG1z4svvuh2LJPJ5Pr/ffr04a1ateIXL14M2HshTQPNORJoNOdIoNGcI4FGc44EGs05Emg050ig0ZwjgUZzjgRaiw2I5+fn8/bt23PGGB8wYAB/7733+Pvvv89Hjx7t+qN777333J6zefNmPnXqVNcf3b333sv379/vts9TTz3FGWN81KhRvKSkJJBviTRyNOdIoNGcI4FGc44EGs05Emg050ig0ZwjgUZzjgQazTnSEFpkQFyv1/ORI0e6/mhsNpvb49OmTeOMMd6qVSt++fJlt8f279/PH3roIdcfXZs2bfiYMWP43/72Nz5ixAjOGOOxsbH8zJkzgXxLpJGjOUcCjeYcCTSacyTQaM6RQKM5RwKN5hwJtP9v7/5Vo9rCMA5/YxJEJ4YgWikOBERGC8FCEiGtrRdg6X1E8U8hWOktWGjlJQiJYmOphWWw0NoQQU2yTyEzOZmDcooz7/ZkP08V2JOwJvxW882etTVHmuZoS+cG4ru7u82jR4+aXq/XXL9+vfn+/XvTND8P2x9tvI8fPzbnz59v+v1+s76+Pv69ka2trebp06fNYDBo5ufnx5uv3+83y8vLzYcPH/JvjD+W5kjTHGmaI01zpGmONM2RpjnSNEebZts+wzzty5cv9fz58zpz5kw9fvy45ubmand3t2Znf/4rmqaphYWFOnr0aH39+rXevXtXq6urdeTI/vNH5+fn6+bNm7WyslKfP3+uN2/e1MzMTF25cqWGw2GdPn26rbfHH0hzpGmONM2RpjnSNEea5kjTHGmao02dG4h/+vSp3r59WysrK3X27NmqqpqZmTnwmoWFhbp69Wq9f//+t39raWmplpaW6tq1a1NbL/9/miNNc6RpjjTNkaY50jRHmuZI0xxt6txAfDgc1osXL2p2drb6/f4/rvd6vaqqOnHiRFVV/fjx48D1pmnGr6mq2tvbO/DpFEzSHGmaI01zpGmONM2RpjnSNEea5mhT5wbiVVU3btz45bWdnZ3x1zOqqra3t8c//31zbW5u1mAwsNn4VzRHmuZI0xxpmiNNc6RpjjTNkaY52qKWCaMNdPz48ara/7rGzs7O+NqDBw/q1q1btbGx0c4iOVQ0R5rmSNMcaZojTXOkaY40zZGmOaapk3eI/85oUx07dqyqqubm5qqqxp9K3b9/v9bW1urUqVN17ty5dhbJoaI50jRHmuZI0xxpmiNNc6RpjjTNMU3uEJ+wt7dXVftnE21tbY2v3bt3r9bW1urkyZP18uXLGgwGrayRw0VzpGmONM2RpjnSNEea5kjTHGmaY5oMxCc0TVNV+4f3jw72v3v3bt2+fbsWFxdrfX29Ll261NoaOVw0R5rmSNMcaZojTXOkaY40zZGmOabJQHzC6Eyi0RlFvV6vHj58WHfu3KnFxcV69epVXbx4sc0lcshojjTNkaY50jRHmuZI0xxpmiNNc0yTM8QnNE1TvV5v/EnUkydPanNz02ZjajRHmuZI0xxpmiNNc6RpjjTNkaY5pskd4r8wOrx/tNk2NjZsNqZKc6RpjjTNkaY50jRHmuZI0xxpmmMa3CE+YXQ20eXLl6vq51NsX79+XcPhsM1lcYhpjjTNkaY50jRHmuZI0xxpmiNNc0xTrxl994ADvn37Vs+ePavl5eW6cOFC28uhAzRHmuZI0xxpmiNNc6RpjjTNkaY5psFA/DdG5xVBiuZI0xxpmiNNc6RpjjTNkaY50jTHf81AHAAAAACATvBQTQAAAAAAOsFAHAAAAACATjAQBwAAAACgEwzEAQAAAADoBANxAAAAAAA6wUAcAAAAAIBOMBAHAAAAAKATDMQBAAAAAOgEA3EAAAAAADrBQBwAAAAAgE4wEAcAAAAAoBMMxAEAAAAA6AQDcQAAAAAAOuEvc2osp7Cz9MAAAAAASUVORK5CYII=\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(14,8), dpi=120)\n",
        "plt.yticks(fontsize=14)\n",
        "plt.xticks(fontsize=14, rotation=45)\n",
        "plt.title('Monthly US \"Unemployment Benefits\" Web Search vs UNRATE incl 2020', fontsize=18)\n",
        "\n",
        "ax1 = plt.gca()\n",
        "ax2 = ax1.twinx()\n",
        "\n",
        "ax1.set_ylabel('FRED U/E Rate', color='purple', fontsize=16)\n",
        "ax2.set_ylabel('Search Trend', color='skyblue', fontsize=16)\n",
        "\n",
        "ax1.set_xlim([df_ue_to_2020.MONTH.min(), df_ue_to_2020.MONTH.max()])\n",
        "\n",
        "ax1.plot(df_ue_to_2020.MONTH, df_ue_to_2020.UNRATE, 'purple', linewidth=3)\n",
        "ax2.plot(df_ue_to_2020.MONTH, df_ue_to_2020.UE_BENEFITS_WEB_SEARCH, 'skyblue', linewidth=3)\n",
        "\n",
        "plt.show()"
      ]
    }
  ],
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