{
  "cells": [
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "dc2b1999",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:34.727691Z",
          "start_time": "2022-01-18T17:44:34.713437Z"
        },
        "id": "dc2b1999"
      },
      "outputs": [],
      "source": [
        "import <a class="autolink" title="NumPy" href="https://elearn.nubip.edu.ua/mod/url/view.php?id=555873">numpy</a> as np\n",
        "import pandas as pd\n",
        "import <a class="autolink" title="Seaborn" href="https://elearn.nubip.edu.ua/mod/url/view.php?id=556064">seaborn</a> as sns\n",
        "from pylab import rcParams\n",
        "import matplotlib.<a class="autolink" title="Pyplot" href="https://elearn.nubip.edu.ua/mod/url/view.php?id=556063">pyplot</a> as plt\n",
        "from matplotlib import rc\n",
        "\n",
        "%matplotlib inline\n",
        "rcParams['figure.figsize'] = 12, 6"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "2bda00cc",
      "metadata": {
        "id": "2bda00cc"
      },
      "source": [
        "# Масштабування ознак (Feature scaling)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "79582f01",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:40.281380Z",
          "start_time": "2022-01-18T17:44:40.276062Z"
        },
        "id": "79582f01"
      },
      "outputs": [],
      "source": [
        "toy_df = pd.DataFrame({\n",
        "    'Normal': np.random.normal(100, 50, 1000),\n",
        "    'Exponential': np.random.exponential(25, 1000),\n",
        "    'Uniform': np.random.uniform(-250, -50, 1000)\n",
        "})"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "d0669290",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:40.290564Z",
          "start_time": "2022-01-18T17:44:40.283497Z"
        },
        "id": "d0669290",
        "outputId": "3ac40a08-ca72-4a49-f254-18eb43abef0f",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       Normal  Exponential     Uniform\n",
              "0   69.158249     1.399209 -118.618884\n",
              "1  139.733798    17.071623 -247.825109\n",
              "2  104.636272     3.259142 -187.019331\n",
              "3  178.460020    49.378624 -231.447796\n",
              "4  111.470559     0.630156  -69.716495"
            ],
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Normal</th>\n",
              "      <th>Exponential</th>\n",
              "      <th>Uniform</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>69.158249</td>\n",
              "      <td>1.399209</td>\n",
              "      <td>-118.618884</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>139.733798</td>\n",
              "      <td>17.071623</td>\n",
              "      <td>-247.825109</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>104.636272</td>\n",
              "      <td>3.259142</td>\n",
              "      <td>-187.019331</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>178.460020</td>\n",
              "      <td>49.378624</td>\n",
              "      <td>-231.447796</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>111.470559</td>\n",
              "      <td>0.630156</td>\n",
              "      <td>-69.716495</td>\n",
              "    </tr>\n",
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              "        document.querySelector('#df-ce11b4af-d4c4-4529-a630-1a1ce1ed388a 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-ce11b4af-d4c4-4529-a630-1a1ce1ed388a');\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",
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              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
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              "\n",
              "\n",
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              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
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              "      --hover-bg-color: #434B5C;\n",
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              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
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              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
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              "    20% {\n",
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              "    30% {\n",
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              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
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              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
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              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "        document.querySelector('#df-5f7ff516-49b5-436e-9ff4-ef117d0fd015 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
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              "</div>\n",
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              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "toy_df",
              "summary": "{\n  \"name\": \"toy_df\",\n  \"rows\": 1000,\n  \"fields\": [\n    {\n      \"column\": \"Normal\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 49.08652223273271,\n        \"min\": -43.764145326014955,\n        \"max\": 264.9505143400797,\n        \"num_unique_values\": 1000,\n        \"samples\": [\n          195.66339479285455,\n          77.14427130527596,\n          62.09967994913257\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Exponential\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 25.264351907713273,\n        \"min\": 0.04568834731346493,\n        \"max\": 204.78654315020046,\n        \"num_unique_values\": 1000,\n        \"samples\": [\n          19.128117237749116,\n          2.9416530822173574,\n          33.65132119596491\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Uniform\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 58.242066685080516,\n        \"min\": -249.92142599508122,\n        \"max\": -50.54464992918943,\n        \"num_unique_values\": 1000,\n        \"samples\": [\n          -66.756372572143,\n          -119.45508427092437,\n          -171.49839354179016\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 4
        }
      ],
      "source": [
        "toy_df.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "2e3442d3",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:40.297982Z",
          "start_time": "2022-01-18T17:44:40.292546Z"
        },
        "id": "2e3442d3"
      },
      "outputs": [],
      "source": [
        "def plot_scaling_result(data, scaled_data, scaling_title, x_lim=(-5, 5)):\n",
        "    scaled_df = pd.DataFrame(\n",
        "      scaled_data,\n",
        "      columns=['Normal', 'Exponential', 'Uniform']\n",
        "    )\n",
        "\n",
        "    fig, (ax1, ax2) = plt.subplots(ncols=2)\n",
        "    ax1.set_xlim((-300, 300))\n",
        "    ax1.set_title('No Scaling')\n",
        "    sns.kdeplot(data.Normal, ax=ax1, label='Normal')\n",
        "    sns.kdeplot(data.Exponential, ax=ax1, label='Exponential')\n",
        "    sns.kdeplot(data.Uniform, ax=ax1, label='Uniform')\n",
        "\n",
        "    ax2.set_xlim(x_lim)\n",
        "    ax2.set_title(scaling_title)\n",
        "    sns.kdeplot(scaled_df.Normal, ax=ax2, label='Normal')\n",
        "    sns.kdeplot(scaled_df.Exponential, ax=ax2, label='Exponential')\n",
        "    sns.kdeplot(scaled_df.Uniform, ax=ax2, label='Uniform')\n",
        "    plt.legend();"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "3f26c431",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:40.302460Z",
          "start_time": "2022-01-18T17:44:40.299994Z"
        },
        "id": "3f26c431"
      },
      "outputs": [],
      "source": [
        "from sklearn.preprocessing import MinMaxScaler, StandardScaler, RobustScaler"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "2301b140",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:40.743657Z",
          "start_time": "2022-01-18T17:44:40.313465Z"
        },
        "id": "2301b140",
        "outputId": "cdfe7cb9-5a3d-46c9-d1b3-a95a914064a5",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "min_max_scaled = MinMaxScaler(feature_range=(0, 1)).fit_transform(toy_df)\n",
        "plot_scaling_result(toy_df, min_max_scaled, 'Min-Max Scaling', (-1.5, 2.5))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b6069b61",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.097980Z",
          "start_time": "2022-01-18T17:44:40.745060Z"
        },
        "id": "b6069b61",
        "outputId": "ac44da4a-d837-4c1b-8243-d2fb8a5cfc18",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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ELT1XbNu2DVu2bLHp93FURkYGtmzZgj179sj7iouLsWLFCpfel6g5zPwTdTDPPvssPvnkExw6dEheigYABg0ahIkTJ+L9999HaWkpRo0ahe3bt+Ojjz7CuHHjMGbMmBave8MNNyApKQnXXXcdunfvjqqqKvz444/45ptvcOGFF+K6664DAIwZMwb33HMP3nrrLRw5cgRjx46FyWTCr7/+ijFjxmDatGm48sorodFocN111+GBBx5AZWUllixZgk6dOrU4ZaGtxo0bh2HDhuHJJ5/E0aNH0adPH6xduxbFxcUAnDMlgoiIfN+jjz6K6upq3HjjjejTpw/0ej02b96MlStXIjExEZMnT5aPHTJkCH788UcsWLAAnTt3RlJSEoYPH45rr70Wn3zyCUJDQ5GSkoItW7bgxx9/RGRkpENjio6OxowZMzBv3jxce+21uPrqq7F792589913TbL51157LV588UVMnjwZI0aMwL59+7BixQqLioHWzJs3D9dccw0uueQS3HvvvSguLsbbb7+Nfv36obKyssVzz5w5g2HDhuGyyy7D5ZdfjtjYWOTn5+Pzzz/H3r178fjjj8tjfuqpp/Dll1/i1ltvxb333oshQ4aguLgYa9euxeLFizFo0CBce+21WL16NW688UZcc801OHHiBBYvXoyUlJRWx9IW//jHP/Dpp5/iiiuuwKOPPiov9detWzcUFxfzuYLcz0OrDBCRizVe6u980tJ3jZf6EwRBqK+vF1544QUhKSlJ8PPzE+Lj44WZM2cKtbW1rd7v888/F26//Xahe/fugr+/v6DT6YSUlBTh2WefFcrLyy2ONRgMwr///W+hT58+gkajEaKjo4WrrrpK2Llzp3zM2rVrhYEDBwo6nU5ITEwUXnvtNWHp0qVNlsaxdam/wMDAJmOePXu2cP4/gwUFBcKdd94pBAcHC6GhocKkSZOE33//XQAgfPHFF63+HYiIiL777jvh3nvvFfr06SMEBQUJGo1G6NGjh/Doo48KeXl5FscePHhQuPTSSwV/f3+LJfdKSkqEyZMnC1FRUUJQUJCQkZEhHDx4UEhISLBYlq+593tpGb6NGzfK+4xGo/DCCy8IcXFxgr+/vzB69Gjhr7/+anLN2tpa4cknn5SPu/jii4UtW7Y0ec+V7rFq1Sqrf4evvvpK6Nu3r6DVaoWUlBRh9erVwsSJE1td6q+8vFx48803hYyMDKFr166Cn5+fEBwcLKSlpQlLliyxWKpQEMTl86ZNmyZ06dJF0Gg0QteuXYWJEycKhYWFgiCIS/698sorQkJCgqDVaoULLrhA+N///md1LLBxqb9rrrmmybjP//sIgiDs3r1bGDlypKDVaoWuXbsK8+bNE9566y0BgJCbm9vi34HI2RSCwK4UREQtWbNmDW688Ub89ttvuPjiiz09HCIiImrHHn/8cbz33nuorKxkQ2JyK875JyJqpKamxuJno9GIt99+GyEhIRg8eLCHRkVERETt0fnPFUVFRfjkk09wySWXMPAnt+OcfyKiRh599FHU1NQgLS0NdXV1WL16NTZv3oxXXnnF5UsZERERkW9JS0vD6NGj0bdvX+Tl5eHDDz9EeXk5nn/+eU8PjToglv0TETXy2WefYf78+Th69Chqa2vRo0cPPPTQQ5g2bZqnh0ZERETtzDPPPIMvv/wSZ86cgUKhwODBgzF79mykp6d7emjUATH4JyIiIiIiIvJxnPNPRERERERE5OMY/BMRERERERH5ODb8c5DJZMK5c+cQHBwMhULh6eEQERFBEARUVFSgc+fOUCr5+X5b8b2eiIi8TVve6xn8O+jcuXOIj4/39DCIiIiaOH36NLp27erpYbR7fK8nIiJv5ch7PYN/BwUHBwMQ/+ghISEeHg0RERFQXl6O+Ph4+T2K2obv9URE5G3a8l7P4N9BUvlfSEgIHwiIiMirsETdOfheT0RE3sqR93pOCCQiIiIiIiLycQz+iYiIiIiIiHwcg38iIiIiIiIiH8c5/0RERERERF7AaDSivr7e08MgD1KpVFCr1S7p38Pgn4iIiIiIyMMqKytx5swZCILg6aGQhwUEBCAuLg4ajcap12XwT0RERERE5EFGoxFnzpxBQEAAoqOjuWpLByUIAvR6PQoKCnDixAn07NkTSqXzZuoz+CciIiIiIvKg+vp6CIKA6Oho+Pv7e3o45EH+/v7w8/PDqVOnoNfrodPpnHZtNvwjIiIiIiLyAsz4EwCnZvstruuSqxIRERERERGR12DwT0REREREROTjGPwTERERERFRh7Bp0yYoFAqUlpZ6eihux+CfiIiIiIiI7DZp0iQoFAq8+uqrFvvXrFnD/gVeiME/EREREREROUSn0+G1115DSUmJ066p1+uddi1qwOCfiIiIiIjIiwiCgGq9wSNfgiDYNdb09HTExsZi3rx5zR7z1VdfoV+/ftBqtUhMTMT8+fMtXk9MTMTcuXMxYcIEhISE4P7778fy5csRFhaG//3vf+jduzcCAgJwyy23oLq6Gh999BESExMRHh6Oxx57DEajUb7WJ598gqFDhyI4OBixsbG48847kZ+fb9//AD5K7ekBEBERERERUYOaeiNSZn3vkXvvfzEDARrbw0SVSoVXXnkFd955Jx577DF07drV4vWdO3fitttuw5w5czB+/Hhs3rwZDz/8MCIjIzFp0iT5uNdffx2zZs3C7NmzAQC//vorqqur8dZbb+GLL75ARUUFbrrpJtx4440ICwvDunXrcPz4cdx88824+OKLMX78eABAfX095s6di969eyM/Px+ZmZmYNGkS1q1b1/Y/TjvH4J+IiIiIiIgcduONNyI1NRWzZ8/Ghx9+aPHaggULcPnll+P5558HAPTq1Qv79+/Hv//9b4vg/7LLLsOTTz4p//zrr7+ivr4e7777Lrp37w4AuOWWW/DJJ58gLy8PQUFBSElJwZgxY7Bx40Y5+L/33nvlayQnJ+Ott97ChRdeiMrKSgQFBbnqT9AuMPgnIiIiIiLyIv5+Kux/McNj93bEa6+9hssuuwwzZsyw2H/gwAHccMMNFvsuvvhiLFy4EEajESqVeL+hQ4c2uWZAQIAc+ANATEwMEhMTLYL4mJgYi7L+nTt3Ys6cOdi7dy9KSkpgMpkAANnZ2UhJSXHod/MVDP6JyDsZDcDZHUDnCwC11tOjISIi6rgqcgF9FRDZvfVjySkUCoVdpffe4NJLL0VGRgZmzpxpkdG3VWBgYJN9fn5+Fj8rFAqr+6QAv6qqChkZGcjIyMCKFSsQHR2N7OxsZGRksIkgGPwTkTcy6IHPbweOZQGjZwKj/+npEREREXVMmxcBWS8CCiXwyDYgPMHTIyIv9uqrryI1NRW9e/eW9/Xt2xe///67xXG///47evXqJWf9neXgwYMoKirCq6++ivj4eADAjh07nHqP9ozd/onI+xz8Rgz8AeDwes+OhYiIqKPK+RP44VnAWAcYaoCD33p6ROTlBgwYgLvuugtvvfWWvO/JJ59EVlYW5s6di8OHD+Ojjz7CokWLmkwPcIZu3bpBo9Hg7bffxvHjx7F27VrMnTvX6fdprxj8E5H3KTjU8H3hUcBcykVERERudOYPy5/5gTzZ4MUXX5TL8AFg8ODB+O9//4svvvgC/fv3x6xZs/Diiy86NDWgNdHR0Vi+fDlWrVqFlJQUvPrqq3j99dedfp/2SiHYu5AjAQDKy8sRGhqKsrIyhISEeHo4RL7l/x4E9n7e8PO0HUBUT8+Nh6id4HuTc/HvSR3eN48DO5cBfa8DDnwDKNXAP04AOv734Gy1tbU4ceIEkpKSoNPpPD0c8rCW/v/QlvcmZv6JyPuUnLL8+dwejwyDiIioQ8v9U9z2uxGI7AGYDMCxnzw7JiJyGIN/IvI+pebgv5N5OZaSE54bCxERUUdkNAB5f4vfxw4CEkeK30sfCBBRu8Pgn4i8i6EOKD8nfh8/TNxW5HhuPERERB1R0VHAUAv4BQIRyUBUL3F/4RHPjouIHMbgn4i8S9kZAALgFwDEDhD3VeR6dEhEREQdjpThj+0PKJVi2T8AFB3z3JiIqE28Ivh/5513kJiYCJ1Oh+HDh2P79u0tHr9q1Sr06dMHOp0OAwYMwLp16+TX6uvr8fTTT2PAgAEIDAxE586dMWHCBJw7d87iGomJiVAoFBZfr776qkt+PyKyg5T1D+kMBHcWv2fwT0RE5F5Shr9TX3EbZQ7+i49xFR6idsrjwf/KlSuRmZmJ2bNnY9euXRg0aBAyMjKQn59v9fjNmzfjjjvuwJQpU7B7926MGzcO48aNw19//QUAqK6uxq5du/D8889j165dWL16NQ4dOoTrr7++ybVefPFF5OTkyF+PPvqoS39XIrJBbZm49Q8HgmPF7xn8ExERuVel+b1X+iA+tBug9BOnApSf8dy4iMhhHg/+FyxYgKlTp2Ly5MlISUnB4sWLERAQgKVLl1o9/s0338TYsWPx1FNPoW/fvpg7dy4GDx6MRYsWAQBCQ0OxYcMG3HbbbejduzcuuugiLFq0CDt37kR2drbFtYKDgxEbGyt/BQYGuvz3JaJW1JaKW10YEBwnfl+ZB5iMnhoRERFRx1ORJ26DY8StSg1EJInfFx31zJiIqE08Gvzr9Xrs3LkT6enp8j6lUon09HRs2bLF6jlbtmyxOB4AMjIymj0eAMrKyqBQKBAWFmax/9VXX0VkZCQuuOAC/Pvf/4bBYGj2GnV1dSgvL7f4IiIXqCkVt/5hQGA0oFACghGoKvTkqIiIiDoWKfMfFNuwL7KnuOW8f6J2Se3JmxcWFsJoNCImJsZif0xMDA4ePGj1nNzcXKvH5+ZaLwuura3F008/jTvuuAMhISHy/sceewyDBw9GREQENm/ejJkzZyInJwcLFiywep158+bhhRdesOfXIyJHNM78q9RAYCfxAaQipyH7QERERK51fuYfACK7i1t2/Cdqlzxe9u9K9fX1uO222yAIAt59912L1zIzMzF69GgMHDgQDz74IObPn4+3334bdXV1Vq81c+ZMlJWVyV+nT592x69A1PE0zvwDDQ8dlXmeGA0REVHHYzICVeb+WxaZ/0ZN/4gIgNhIfuHChTYfv3z58iYV6e7i0eA/KioKKpUKeXmWD/V5eXmIjY21ek5sbKxNx0uB/6lTp7BhwwaLrL81w4cPh8FgwMmTJ62+rtVqERISYvFFRC4gNfzThYrbgEhxW13smfEQERF1NFWFgGACoBCn4ElCu4rb8hyPDIu8z6RJk5qsoKZQKDB27FhPD83pmgva//jjD9x///3uH5ADPBr8azQaDBkyBFlZWfI+k8mErKwspKWlWT0nLS3N4ngA2LBhg8XxUuB/5MgR/Pjjj4iMjGx1LHv27IFSqUSnTp0c/G2IyCkal/0DYtd/AKgp8cRoiIiIOh5pvn9gtDgFTxJi7vxfftb9YyKvNXbsWIsV1HJycvD55597elhuEx0djYCAAE8PwyYeL/vPzMzEkiVL8NFHH+HAgQN46KGHUFVVhcmTJwMAJkyYgJkzZ8rHT58+HevXr8f8+fNx8OBBzJkzBzt27MC0adMAiIH/Lbfcgh07dmDFihUwGo3Izc1Fbm4u9Ho9ALFp4MKFC7F3714cP34cK1aswBNPPIG7774b4eHh7v8jEFGD88v+/SPM+5n5JyIicgtr8/2BhuC/thTQV7t1SB2OIAD6Ks98CYJdQ9VqtRYrqMXGxiI8PBybNm2CRqPBr7/+Kh/7r3/9C506dZIruUePHo1p06Zh2rRpCA0NRVRUFJ5//nkIjcZQUlKCCRMmIDw8HAEBAbjqqqtw5EhD3wkpI//999+jb9++CAoKkj+QaOyDDz5A3759odPp0KdPH/znP/+RXzt58iQUCgVWr16NMWPGICAgAIMGDZKbym/atAmTJ0+WG8krFArMmTMHQNOy/wULFmDAgAEIDAxEfHw8Hn74YVRWVtr1N3UVjzb8A4Dx48ejoKAAs2bNQm5uLlJTU7F+/Xq5qV92djaUyobPKEaMGIHPPvsMzz33HJ555hn07NkTa9asQf/+/QEAZ8+exdq1awEAqampFvfauHEjRo8eDa1Wiy+++AJz5sxBXV0dkpKS8MQTTyAzM9M9vzQRNe/8zH+AOfhn2T8REZF7SH12gs4L/rUhgF8gUF8lNuKVGgCS89VXA6909sy9nzkHaNq+BPro0aPx+OOP45577pGTrs8//zxWrVpl0cD9o48+wpQpU7B9+3bs2LED999/P7p164apU6cCEKcWHDlyBGvXrkVISAiefvppXH311di/fz/8/PwAANXV1Xj99dfxySefQKlU4u6778aMGTOwYsUKAMCKFSswa9YsLFq0CBdccAF2796NqVOnIjAwEBMnTpTH8uyzz+L1119Hz5498eyzz+KOO+7A0aNHMWLECCxcuBCzZs3CoUOHAABBQUFWf2+lUom33noLSUlJOH78OB5++GH84x//sPiwwVM8HvwDkD/tsWbTpk1N9t1666249dZbrR6fmJho8UmRNYMHD8bWrVvtHicRuYE051/O/LPsn4iIyK2sLfMHAAqFmP0vOiKW/jP4JwD/+9//mgTCzzzzDJ555hm89NJL2LBhA+6//3789ddfmDhxIq6//nqLY+Pj4/HGG29AoVCgd+/e2LdvH9544w1MnTpVDvp///13jBgxAoAYyMfHx2PNmjVyTFhfX4/Fixeje3fx/5PTpk3Diy++KN9j9uzZmD9/Pm666SYAQFJSEvbv34/33nvPIvifMWMGrrnmGgDACy+8gH79+uHo0aPo06cPQkNDoVAomu1NJ3n88cfl7xMTE/HSSy/hwQcfZPBPRNSEVPYvNfxj2T8REZF7NVf2DzQK/s+5d0wdjV+AmIH31L3tMGbMmCYrq0VEiM9vGo0GK1aswMCBA5GQkIA33nijyfkXXXQRFAqF/HNaWhrmz58Po9GIAwcOQK1WY/jw4fLrkZGR6N27Nw4cOCDvCwgIkAN/AIiLi0N+vrhiRVVVFY4dO4YpU6bI1QQAYDAYEBoaajGWgQMHWlwDAPLz89GnTx+b/x4//vgj5s2bh4MHD6K8vBwGgwG1tbWorq72eG8ABv9E5D3qawCjebnN8xv+seyfiIjIPZrL/AONmv4x+HcphcIppffuEBgYiB49ejT7+ubNmwEAxcXFKC4uRmCg838vqfxfolAo5Gpwab79kiVLLD5EAACVStXsdaQPJEwmk83jOHnyJK699lo89NBDePnllxEREYHffvsNU6ZMgV6v93jw7/GGf0REstpycatQAtpg8Xtpzr9UEUBERESuVVkgboOim77G4J/scOzYMTzxxBNy4D1x4sQmwfS2bdssft66dSt69uwJlUqFvn37wmAwWBxTVFSEQ4cOISUlxaYxxMTEoHPnzjh+/Dh69Ohh8ZWUlGTz76LRaGA0Gls8ZufOnTCZTJg/fz4uuugi9OrVC+fOec9/K8z8E5H30Js7ofoFip94A43m/DPzT0RE5BZS811/K6tgScF/RU7T16hDqqurQ25ursU+tVqN8PBw3H333cjIyMDkyZMxduxYDBgwAPPnz8dTTz0lH5udnY3MzEw88MAD2LVrF95++23Mnz8fANCzZ0/ccMMNmDp1Kt577z0EBwfjn//8J7p06YIbbrjB5jG+8MILeOyxxxAaGoqxY8eirq4OO3bsQElJic1N3xMTE1FZWYmsrCwMGjQIAQEBTTL5PXr0QH19Pd5++21cd911+P3337F48WKbx+lqzPwTkfeoNy8bpGn0D6n04KGvBAx694+JiIioo5Ga70pT8BoLljL/Z902HPJu69evR1xcnMXXJZdcgpdffhmnTp3Ce++9B0CcQ//+++/jueeew969e+XzJ0yYgJqaGgwbNgyPPPIIpk+fjvvvv19+fdmyZRgyZAiuvfZapKWlQRAErFu3rkmpf0vuu+8+fPDBB1i2bBkGDBiAUaNGYfny5XZl/keMGIEHH3wQ48ePR3R0NP71r381OWbQoEFYsGABXnvtNfTv3x8rVqzAvHnzbL6HqymE1lrjk1Xl5eUIDQ1FWVkZQkJCPD0cIt+QvQ1YeiUQngRM3yPuM5mAuZGAYAKePGy9+RARAeB7k7Px70kd1kuxgKEGeGwPEHFecHRuD/D+KHEZwBmHPTE6n1RbW4sTJ04gKSkJOp3O08Nxm9GjRyM1NRULFy709FC8Skv/f2jLexMz/0TkPeqrxG3jBjdKZUPnfy73R0RE5FqGOjHwBxqW3W1MKvuvzAeMBrcNi4jajsE/EXkPvbns//wlZrTmTzXrKtw7HiIioo5GKvmHAtCGNn09IFJszAsBqC5y58iIqI3Y8I+IvIdeyvw3F/yXgYiIiFxICv61IWL13fmUKvEDgKoCoCqf0/GoTTZt2uTpIXQozPwTkfeQyv79zlv/VcfMPxERkVtIS+v6W8n6SwI7idvKfJcPh4ich8E/EXkPvZVu/wCgDRa3teXuHQ8REVFHI3f6byn4jxK3VQWuHw8ROQ2DfyLyHvJSf+dl/jnnn4gAvPPOO0hMTIROp8Pw4cOxffv2Fo8vLS3FI488gri4OGi1WvTq1Qvr1q1z02iJ2qnaUnFrbZk/SRAz/0TtEef8E5H30DdT9i9l/uuY+SfqqFauXInMzEwsXrwYw4cPx8KFC5GRkYFDhw6hU6dOTY7X6/W44oor0KlTJ3z55Zfo0qULTp06hbCwMPcPnqg9kYN/G8r+mfknalcY/BOR96hvpuyfc/6JOrwFCxZg6tSpmDx5MgBg8eLF+Pbbb7F06VL885//bHL80qVLUVxcjM2bN8PPzw8AkJiY6M4hE7VP8pz/sOaPCYoWtwz+idoVlv0Tkfdodqk/zvkn6sj0ej127tyJ9PR0eZ9SqUR6ejq2bNli9Zy1a9ciLS0NjzzyCGJiYtC/f3+88sorMBqNzd6nrq4O5eXlFl9EHY485z+s+WPY8I+oXWLwT0TeQ+r23+ycfz6IE3VEhYWFMBqNiImxXFIsJiYGubm5Vs85fvw4vvzySxiNRqxbtw7PP/885s+fj5deeqnZ+8ybNw+hoaHyV3x8vFN/D6J2wZ45/1UM/sk5EhMTsXDhQvnn3NxcXHHFFQgMDOR0LSdi8E9E3kOe839+5p/BPxHZx2QyoVOnTnj//fcxZMgQjB8/Hs8++ywWL17c7DkzZ85EWVmZ/HX69Gk3jpjIS0iZ/5bK/gPNZf+VLPvv6EaPHo3HH3+8yf7ly5fbFbT/8ccfuP/+++Wf33jjDeTk5GDPnj04fPiwE0ZKAOf8E5E3aW6pP875J+rQoqKioFKpkJeXZ7E/Ly8PsbGxVs+Ji4uDn58fVCqVvK9v377Izc2FXq+HRqNpco5Wq4VWq3Xu4InaG2nOf0sN/4IaNfwzmQAl84nUNtHR0RY/Hzt2DEOGDEHPnj0dvmZz/9Z3ZPwvlYi8R31z3f7NwT/n/BN1SBqNBkOGDEFWVpa8z2QyISsrC2lpaVbPufjii3H06FGYTCZ53+HDhxEXF8eHQaKW2FL2HxAlbgVjw/HkVIIgoLq+2iNfgiA49XeZNGkSxo0bh9dffx1xcXGIjIzEI488gvr6evmYxmX/iYmJ+Oqrr/Dxxx9DoVBg0qRJAIDs7GzccMMNCAoKQkhICG677TaLD4XnzJmD1NRUfPDBB0hKSoJOpwMAKBQKvPfee7j22msREBCAvn37YsuWLTh69ChGjx6NwMBAjBgxAseOHXPq7+2NmPknIu/RXOZfXuqPmX+ijiozMxMTJ07E0KFDMWzYMCxcuBBVVVVy9/8JEyagS5cumDdvHgDgoYcewqJFizB9+nQ8+uijOHLkCF555RU89thjnvw1iLyf3PCvhcy/WiN+OFBbKjb9C4hwx8g6lBpDDYZ/Ntwj99525zYEnD8Fs402btyIuLg4bNy4EUePHsX48eORmpqKqVOnNjn2jz/+wIQJExASEoI333wT/v7+MJlMcuD/888/w2Aw4JFHHsH48eOxadMm+dyjR4/iq6++wurVqy0qv+bOnYsFCxZgwYIFePrpp3HnnXciOTkZM2fORLdu3XDvvfdi2rRp+O6775z6e3sbBv9E5D2kpf7Oz/zrOOefqKMbP348CgoKMGvWLOTm5iI1NRXr16+XmwBmZ2dD2aj0OD4+Ht9//z2eeOIJDBw4EF26dMH06dPx9NNPe+pXIGofbFnqDxBL/2tLzU3/+rh2TNTuhYeHY9GiRVCpVOjTpw+uueYaZGVlWQ3+o6OjodVq4e/vL0/t2rBhA/bt24cTJ07IzVg//vhj9OvXD3/88QcuvPBCAGKp/8cff9xkGsHkyZNx2223AQCefvpppKWl4fnnn0dGRgYAYPr06fKHyb6MwT8ReQ99K93+66sBowFQ8Z8uoo5o2rRpmDZtmtXXGmd+JGlpadi6dauLR0XkQ0ymhg/aWyr7B8yl/4eB6iJXj6pD8lf7Y9ud2zx2b2fr16+fRSY+Li4O+/bts/n8AwcOID4+3mIVlpSUFISFheHAgQNy8J+QkNAk8AeAgQMHyt9LHxoPGDDAYl9tbS3Ky8sREhJi+y/WzvAJmoi8R32NuPXTWe6Xyv4B8aGE5YVERETOV18FCOY+GY3fe62R3osZ/LuEQqFweum9K4SEhKCsrKzJ/tLSUoSGNkwd8fPzs3hdoVBY9GRxlsDAQKv7G99foVA0u88VY/ImbPhHRN5BEACDOfg//xNnlV/DPs77JyIicg2pAk+hBPxayf4GRIrb6hLXjom8Wu/evbFr164m+3ft2oVevXo57T59+/bF6dOnLZZg3b9/P0pLS5GSkuK0+/g6Bv9E5B2M+obvz8/8A5z3T0RE5Gp1leJWEwyYM6HNYuafIDZXPXz4MB577DH8+eefOHToEBYsWIDPP/8cTz75pNPuk56ejgEDBuCuu+7Crl27sH37dkyYMAGjRo3C0KFDnXYfX8fgn4i8g6G24Xu1leCfHf+JiIhcS29+jz2/9441cuafwX9HlpycjF9++QUHDx5Eeno6hg8fjv/+979YtWoVxo4d67T7KBQKfP311wgPD8ell16K9PR0JCcnY+XKlU67R0fAOf9E5B3qpeBfAaisrMEtNf2rZeafiIjIJaSyf21Q68cy+CezCy+8ED/88EOzry9fvrzJvoULF1r8fPLkSYuf16xZ0+Scbt264euvv272PnPmzMGcOXOa7BcEweLnxMTEJvtGjx7dZJ8vYuafiLyDlPlX66yXGjLzT0RE5Fpy2b8dmf+aYteNh4icisE/EXkHKfi3Nt8faDTnv2lHWSIiInICvRT825D59+ecf6L2hsE/EXmHxpl/a6Syf2b+iYiIXMOe4F9u+MfMP1F7weCfiLyDNOdfrbX+Ouf8ExERuZYjc/71lY369hCRN2PwT0TeQc78N7OuMOf8ExERuZY9c/51oYBCJX7Pef9O0xGazlHrXPX/Awb/ROQdDK1k/uU5/8z8ExERuYQ9Zf8KRaOO/wz+20qlEj9I0ev1Hh4JeYPq6moAgJ+fn1Ovy6X+iMg7yA3/mPknIiLyCHuCf0Cc91+Vz6Z/TqBWqxEQEICCggL4+flBqWSOtiMSBAHV1dXIz89HWFiY/KGQszD4JyLvwDn/REREnmXPnH+gUeafwX9bKRQKxMXF4cSJEzh16pSnh0MeFhYWhtjYWKdfl8E/EXkHm7v9M/gnIiJyCXvm/AONOv4z+HcGjUaDnj17svS/g/Pz83N6xl/C4J+IvIOhTtw2F/xzzj8REZFryWX/wbYdzzn/TqdUKqHTNfMsRNRGnExCRN7BUCNumwv+pfmHUlaCiIiInEtvZ+bf35z5Z7d/onaBwT8ReQcp8+/XXNm/OfjXM/gnIiJyCc75J/JpDP6JyDvU25j5N9QCRoN7xkRERNSR2D3nn8E/UXvC4J+IvENrc/61jeYf6rncHxERkdM5POefwT9Re8Dgn4i8Q2tz/lV+gMq8DCDn/RMRETmXINg/51/u9l/imjERkVMx+Cci7yBn/rXNH8N5/0RERK5h1AMm87Q6m+f8c6k/ovaEwT8ReQdpzr+ff/PHsOM/ERGRazR+b/Wzc85/fVXD+zgReS0G/0TkHWzK/JvnIHLOPxERkXNJVXVqf0Cltu0cbQigNB9bzeX+iLwdg38i8g7ynH9m/omIiNzO3vn+AKBQAP4s/SdqLxj8E5F34Jx/IiIiz9FXiVtb5/tLpNL/Gmb+ibwdg38i8g6GWnHLOf9ERETuV2eeUqdxMPhn5p/I6zH4JyLvUG8O/lWa5o+RshF15a4fDxERUUciZf7tKfsHGnX8Z+afyNsx+Cci72C0oexfIzX8Y+afiIjIqeRVdwLsO4/L/RG1Gwz+icg7GPTiVmXDnH+W/RMRETlXfbW4tTv4Z9k/UXvB4J+IvIOc+W+h7F/Dhn9EREQuIWf+W+i9Y40c/LPsn8jbMfgnIu9gtCfzX+H68RAREXUk9eY5/w4H/8z8E3k7Bv9E5B2ksv8WM/+c809EROQSUubf3oZ//pzzT9ReMPgnIu8glf1zzj8REZH7OVz2bw7+a0qcOx4icjoG/0TkeSYTYDKI37fY7Z9z/omIiFxCWurP3oZ//uHilnP+ibweg38i8jwp6w8AqhbK/pn5JyIico22LvVXXwUY6lo+log8isE/EXle44eFFjP/0px/NvwjIiJyKnmpPzvL/rWhgMIcUjD7T+TVGPwTkedJnf4B2zP/guDaMREREXUkjmb+lcqGpn81DP6JvBmDfyLyPCnzr9IACkXzx0lz/gUjYKh1/biIiIg6Cinzr7Ez+AcaSv+Z+Sfyagz+icjzpMx/S53+gYbgH+C8fyIiImeSy/4dCP6Z+SdqFxj8E5HnSZl/dQsl/4BYWuhnXn+Y8/6JiIicx9Gl/oBGmf8i542HiJyOwT8ReZ6xUdl/a9jxn4iIyPn0Djb8Axoy/yz7J/JqDP6JyPMMUtm/DcG/VPqvZ/BPRETkNHLZf6D95waEi9uaEueNh4icjsE/EXmelPlvaZk/CTP/REREzteWsn9m/onaBQb/ROR5Bhsb/gGAJljccs4/ERGRc5hMgMHBpf6Ahjn/bPhH5NUY/BOR50nd/ltr+Acw809ERORsUuAPOLbUHzP/RO0Cg38i8jy54Z8tmX/O+SciInKq+kbBv7oN3f6Z+Sfyagz+icjzDMz8ExEReYzU7E+tE5fVtRcz/0TtAoN/IvI8hzL/nPNPRETkFPIyfw6U/AMNmf/aUrF/ABF5JQb/ROR5Bqnbvy2Zf3PDP2b+iYiInKO+jcG/lPkXTOIHAETklRj8E5HnGe3p9s85/0RERE7VlmX+APHDe+n9uabEOWMiIqdj8E9Enidn/m0I/jnnn4iIyLnkzL+DwT/Aef9E7QCDfyLyPDnzb0PZPzP/REREziUF/5pAx68REC5u2fGfyGsx+Cciz7Mr8y/N+WfDPyIiIqdoa9k/wMw/UTvgFcH/O++8g8TEROh0OgwfPhzbt29v8fhVq1ahT58+0Ol0GDBgANatWye/Vl9fj6effhoDBgxAYGAgOnfujAkTJuDcuXMW1yguLsZdd92FkJAQhIWFYcqUKaisZCaRyCOY+SciIvIcfZW4dbThH9DQ8Z+ZfyKv5fHgf+XKlcjMzMTs2bOxa9cuDBo0CBkZGcjPz7d6/ObNm3HHHXdgypQp2L17N8aNG4dx48bhr7/+AgBUV1dj165deP7557Fr1y6sXr0ahw4dwvXXX29xnbvuugt///03NmzYgP/973/45ZdfcP/997v89yUiK6TMvy3BP+f8ExEROZec+W9D8M/MP5HX83jwv2DBAkydOhWTJ09GSkoKFi9ejICAACxdutTq8W+++SbGjh2Lp556Cn379sXcuXMxePBgLFq0CAAQGhqKDRs24LbbbkPv3r1x0UUXYdGiRdi5cyeys7MBAAcOHMD69evxwQcfYPjw4bjkkkvw9ttv44svvmhSIUBEbmC0o+yfmX8iIiLnckbZPzP/RF7Po8G/Xq/Hzp07kZ6eLu9TKpVIT0/Hli1brJ6zZcsWi+MBICMjo9njAaCsrAwKhQJhYWHyNcLCwjB06FD5mPT0dCiVSmzbts3qNerq6lBeXm7xRUROYrCj7F+a86+vBEwm142JiLyOPdMEly9fDoVCYfGl0+ncOFqidkTu9s/MP5Ev82jwX1hYCKPRiJiYGIv9MTExyM3NtXpObm6uXcfX1tbi6aefxh133IGQkBD5Gp06dbI4Tq1WIyIiotnrzJs3D6GhofJXfHy8Tb8jEdnAkcw/ANRXuWY8ROR17J0mCAAhISHIycmRv06dOuXGERO1I3K3f875J/JlHi/7d6X6+nrcdtttEAQB7777bpuuNXPmTJSVlclfp0+fdtIoiQjGenGr8mv9WD9/QGH+p4vz/ok6DHunCQKAQqFAbGys/HV+8oCIzKTgX+2Mbv8lbR8PEbmER4P/qKgoqFQq5OXlWezPy8tDbGys1XNiY2NtOl4K/E+dOoUNGzbIWX/pGudnCgwGA4qLi5u9r1arRUhIiMUXETmJHPzbkPlXKABNo9J/IvJ5jkwTBIDKykokJCQgPj4eN9xwA/7+++8W78MpftRh1deKW782TI0JCBe3zPwTeS2PBv8ajQZDhgxBVlaWvM9kMiErKwtpaWlWz0lLS7M4HgA2bNhgcbwU+B85cgQ//vgjIiMjm1yjtLQUO3fulPf99NNPMJlMGD58uDN+NSKyh7zUnw2Zf6BRx/8K14yHiLyKI9MEe/fujaVLl+Lrr7/Gp59+CpPJhBEjRuDMmTPN3odT/KjDMpgb/qnbEPxzzj+R1/N42X9mZiaWLFmCjz76CAcOHMBDDz2EqqoqTJ48GQAwYcIEzJw5Uz5++vTpWL9+PebPn4+DBw9izpw52LFjB6ZNmwZADPxvueUW7NixAytWrIDRaERubi5yc3Oh14sBRt++fTF27FhMnToV27dvx++//45p06bh9ttvR+fOnd3/RyDq6Owp+wfY8Z+IWpWWloYJEyYgNTUVo0aNwurVqxEdHY333nuv2XM4xY86LDnz74Ru/4aahtUDiMirqD09gPHjx6OgoACzZs1Cbm4uUlNTsX79evnT/ezsbCiVDZ9RjBgxAp999hmee+45PPPMM+jZsyfWrFmD/v37AwDOnj2LtWvXAgBSU1Mt7rVx40aMHj0aALBixQpMmzYNl19+OZRKJW6++Wa89dZbrv+FiagpkxT829DtH2iU+WfwT9QRODJN8Hx+fn644IILcPTo0WaP0Wq10GptmH5E5GsM5uC/LZl/bQigVAMmg5j9D+3inLERkdN4PPgHgGnTpsmZ+/Nt2rSpyb5bb70Vt956q9XjExMTIQhCq/eMiIjAZ599Ztc4ichFpLJ/JTP/RNRU42mC48aNA9AwTbC554fzGY1G7Nu3D1dffbULR0rUTkmZ+rZk/hUKwD8cqCoQ5/0z+CfyOl4R/BNRB2dv2b/W3PCPc/6JOozMzExMnDgRQ4cOxbBhw7Bw4cIm0wS7dOmCefPmAQBefPFFXHTRRejRowdKS0vx73//G6dOncJ9993nyV+DyDs5I/MPiPP+qwo475/ISzH4JyLPM9pZ9s/MP1GHY+80wZKSEkydOhW5ubkIDw/HkCFDsHnzZqSkpHjqVyDyXs7I/AMN8/7Z8Z/IKzH4JyLPk7v9c84/ETXPnmmCb7zxBt544w03jIrIBzgz8w8w80/kpTze7Z+IqCHzb+Pnkcz8ExEROY/TMv/h4paZfyKvxOCfiDzP4cw/5/wTERG1mdMz/yVtuw4RuQSDfyLyPHuX+tOYG/4x809ERNQ2gsA5/0QdBIN/IvI8qexfaWPZP+f8ExEROYdRD8C8THabg/9Iccs5/0ReicE/EXmevWX/nPNPRETkHFLWHwDUbQz+/Zn5J/JmDP6JyLMEwf6l/pj5JyIicg5pvr9CCaj82natAHb7J/JmDP6JyLNMRsjlhrY+dMhz/tnwj4iIqE2kzL/aH1Ao2nYtZv6JvBqDfyLyLKnkH7A9+Gfmn4iIyDmkzL9fGzv9A40a/pWaP9wnIm/C4J+IPEvq9A9wzj8REZG7Nc78t5V/uPkbAagta/v1iMipGPwTkWcZGwX/Slsz/+ayf0MtYDQ4f0xEREQdhTMz/yo/QBsifs95/0Reh8E/EXmWVPavUAFKG/9JkjL/AOf9ExERtYUzM/9AQ/af8/6JvA6DfyLyLHuX+QMAtabheM77JyIicpwU/Dsj8w+w4z+RF2PwT0SeJZXt2xP8A5z3T0RE5AxS2b/aScE/O/4TeS0G/0TkWXLm3861hdnxn4iIqO3kzL+Tyv6Z+SfyWgz+icizHA3+Neamf5zzT0RE5Dhm/ok6DAb/RORZJqnsn5l/IiIit2Pmn6jDYPBPRJ7lSMM/gHP+iYiInIGZf6IOg8E/EXmWFPwrmfknIiJyO2b+iToMBv9E5FnGenHLOf9ERETu5/TMf7i4rSlxzvWIyGkY/BORZ8nBv51l/8z8ExERtR0z/0QdBoN/IvIszvknIiLyHM75J+owGPwTkWfJmX+1fecx809ERNR2rsr8G2oBfbVzrklETsHgn4g8y+Rg2b+c+eecfyIiIoc5O/OvCWpo4svsP5FXYfBPRJ7laNm/1tzwj5l/IiIixzk7869QcN4/kZdi8E9EniWV/SvtLPvnnH8iIqK2c3bmH+C8fyIvxeCfiDyL3f6JiIg8R878Bzjvmsz8E3klBv9E5FkOd/s3l/0z809EROQ4KfPv58zMf7i4ZeafyKsw+Cciz5Iz/372nSdn/tnwj4iIyGH1Lij7lzP/Jc67JhG1GYN/IvIsOfNvZ/DfeM6/IDh3TERERB0F5/wTdRgM/onIsxxd6k/K/JsMgKHOuWMiIiLqKKT3UJdk/hn8E3kTBv9E5FmOlv1LmX+A8/6JiIgc5ZI5/8z8E3kjBv9E5FlS2b/SzuBfqWroTMx5/0RERPYzmQAjM/9EHQWDfyLyLEeX+gMs5/0TERGRfYyNps2ptc67LjP/RF6JwT8ReZajZf9Ao47/DP6JiIjsJpX8A07O/EeK2+oi512TiNqMwT8ReZaj3f4BZv6JiIjaQlrmT6Fy7H24OYFR4ra2rOFDfiLyOAb/RORZjnb7BwBtsLjlnH8iIiL7uWKZPwDQhYkfKADM/hN5EQb/RORZbSn7Z+afiIjIcfIyf06c7w8ASmVD07+qQudem4gcxuCfiDxLLvt3JPPPOf9EREQOk5f583f+tQOjxW1VgfOvTUQOYfBPRJ7l6FJ/ADP/REREbSGX/Ts58w+w6R+RF2LwT0SeZTSIW4e6/XPOPxERkcNcNecfaGj6x7J/Iq/B4J+IPKstZf/M/BMRETnOVXP+ASBACv5Z9k/kLRj8E5FntWWpP875JyIiclx9jbhVu3DOfzUz/0TegsE/EXmWqQ1l/8z8ExEROc6Vmf9A85x/lv0TeQ0G/0TkWW3q9s85/0RERA5z5Zz/AM75J/I2DP6JyLM455+IiMgzpMy/nysa/rHsn8jbMPgnIs8y1otbpdr+cznnn4iIyHEGac4/u/0TdQQM/onIs6Tgn5l/IiIi93JHt//a0ob3eiLyKAb/RORZTpnzz+CfiIjIbq6c8+8fDijMoUZ1kfOvT0R2Y/BPRJ4lZ/4dKPtvnPkXBOeNiYiIqCOod2Hwr1QCAez4T+RNGPwTkWeZ2lD2L835h8DSfyIiInu5MvMPNJT+s+kfkVdg8E9EniMIbSv79wsAFCrx+9py542LiIioI3DlnH+ATf+IvAyDfyLyHJOh4XuVn/3nKxSALlT8vo7BPxERkV2kzL+fv2uuz+CfyKsw+Cciz2nc/VfpQPAPALoQccvMPxERkX3ksn8XZf5Z9k/kVRj8E5HnSCX/gGNl/wCglYL/sraPh4iIqCNx9Zx/OfNf4JrrE5FdGPwTkec0zvw7UvYPsOyfiIjIUa6e889u/0RehcE/EXmOlPlXqsX5+45g5p+IiMgx9TXiVu2qOf/R4ra6yDXXJyK7MPgnIs9pyzJ/Emb+iYiIHOO2bv8s+yfyBgz+ichzpLJ/R0v+ATb8I+pA3nnnHSQmJkKn02H48OHYvn27Ted98cUXUCgUGDdunGsHSNTeuHrOfwC7/RN5Ewb/ROQ5Utl/WzL/LPsn6hBWrlyJzMxMzJ49G7t27cKgQYOQkZGB/Pz8Fs87efIkZsyYgZEjR7pppETtiJT593NVwz9z2X9tqWWfHyLyCAb/ROQ50oOAo8v8AQ2Zf5b9E/m0BQsWYOrUqZg8eTJSUlKwePFiBAQEYOnSpc2eYzQacdddd+GFF15AcnKyG0dL1E4YpDn/Lgr+/cMBhRhurP59H77ceQal1fpWTiIiV2HwT0Se44yyfy3L/ol8nV6vx86dO5Geni7vUyqVSE9Px5YtW5o978UXX0SnTp0wZcoUm+5TV1eH8vJyiy8inybP+XdR8K9Uol4bDgB4/7ttmLFqLzIW/oIThVWuuR8RtYjBPxF5jjPK/pn5J/J5hYWFMBqNiImJsdgfExOD3Nxcq+f89ttv+PDDD7FkyRKb7zNv3jyEhobKX/Hx8W0aN5HXk+f8u6bh3/GCSpyqEVcS6Btah07BWuSV12Hi0u2oMxhdck8iah6DfyLyHJMzGv6Zu/0z809EZhUVFbjnnnuwZMkSREVF2XzezJkzUVZWJn+dPn3ahaMk8jCTseFDeBcs9WcyCZi5eh8KTOKH9K9ldMa66SMRE6JFdnE1Pt58yun3JKKWqT09ACLqwJxS9i8F/2z4R+SroqKioFKpkJeXZ7E/Ly8PsbGxTY4/duwYTp48ieuuu07eZzKZAABqtRqHDh1C9+7dm5yn1Wqh1bpoyTMibyOV/AMuyfz/b18Otp0oRqlGDP41dcWICtLiySt74x9f/ol3Nh3FPWkJ0PmpnH5vIrKOmX8i8hyW/RORDTQaDYYMGYKsrCx5n8lkQlZWFtLS0poc36dPH+zbtw979uyRv66//nqMGTMGe/bsYTk/EdBQ8g84fc6/0STgzR8PAwA6dzH/91Ylrsxx8+Cu6ByqQ2l1PTbsz2vuEkTkAsz8E5HnSMF/W7r9Sw3/6ioAkwlQ8jNNIl+UmZmJiRMnYujQoRg2bBgWLlyIqqoqTJ48GQAwYcIEdOnSBfPmzYNOp0P//v0tzg8LCwOAJvuJOiwp869UAyrnhgQ//J2LYwVVCPX3Q58ePYAcAJVi8K9SKnDzkK54+6ej+HLnGVw3qLNT701EzWPwT0SeYzSI2zbN+TcH/xAAfUVDDwAi8injx49HQUEBZs2ahdzcXKSmpmL9+vVyE8Ds7Gwo+eEfke1cuMzfim3ZAIC7L+oGbViOuNMc/ANi9v/tn47i1yMFKKnSIzywDRWARGQzBv9E5DnOKPtX68TzjXqx6R+DfyKfNW3aNEybNs3qa5s2bWrx3OXLlzt/QETtmbzMn3Pn+58qqsJvRwuhUAC3X9gNKDgpvlDZUOKfGBWIXjFBOJxXiV+PFuJ6Zv+J3IIfkROR5zgj+FcoGkr/2fSPiIjINvIyf87N/H++XVwl49Ke0YiPCACCzUt0Nsr8A8CY3p0AAJsOWu4nItdh8E9EnmOSyv7bWITEpn9ERET2qXd+8K83mPDlTjH4v2NYN3FnkDn4r8oXe/OYjeodDQD4+XABTCbBaWMgouYx+Cciz3FG5h9olPln8E9ERGQTF2T+sw7kobBSj+hgLS7vK2b2ESgG+TAZgJoS+dihCRHw91OhqEqPowWVThsDETWPwT8ReY6zgn9m/omIiOzjgjn/a/acBSA29PNTmcMMlR8QECl+32jev0atRGp8GABgx8kSEJHreTz4f+edd5CYmAidTofhw4dj+/btLR6/atUq9OnTBzqdDgMGDMC6dessXl+9ejWuvPJKREZGQqFQYM+ePU2uMXr0aCgUCouvBx980Jm/FhHZwlgvbpVtLfs3N/njnH8iIiLbODnzX1Fbj42HCgAA1w2Ks3xRKv1vFPwDwNDEcADAjpPFThkDEbXMo8H/ypUrkZmZidmzZ2PXrl0YNGgQMjIykJ9vvfHH5s2bcccdd2DKlCnYvXs3xo0bh3HjxuGvv/6Sj6mqqsIll1yC1157rcV7T506FTk5OfLXv/71L6f+bkRkAyn4b3PZP4N/IiIiu0jBv59zgv8fD+RBbzAhOSoQKXEhli8GmacAnNf0b2hiBABgxylm/oncwaPB/4IFCzB16lRMnjwZKSkpWLx4MQICArB06VKrx7/55psYO3YsnnrqKfTt2xdz587F4MGDsWjRIvmYe+65B7NmzUJ6enqL9w4ICEBsbKz8FRIS0uLxROQCLPsnIiLyDCdn/v+3NwcAcO3AOCgUCssXm8n8D+4WBoUCyC6uRn5FrVPGQUTN81jwr9frsXPnTosgXalUIj09HVu2bLF6zpYtW5oE9RkZGc0e35IVK1YgKioK/fv3x8yZM1FdXd3i8XV1dSgvL7f4IqI2kjP/fm27Dhv+ERER2ceJc/7LquvxyxGp5L9z0wPkzL9l8B+s80NyVCAA4O+zfA8ncjWPBf+FhYUwGo2IiYmx2B8TE4Pc3Fyr5+Tm5tp1fHPuvPNOfPrpp9i4cSNmzpyJTz75BHfffXeL58ybNw+hoaHyV3x8vF33JCIrTE4K/pn5JyIiso+c+fdv86W+35+LeqOA3jHB6BkT3PQAOfPfdGrvgC7i1L19Zzl1j8jV2thlq326//775e8HDBiAuLg4XH755Th27Bi6d+9u9ZyZM2ciMzNT/rm8vJwfABC1ldPK/qU5/wz+iYiIbFIvBf9tz/z/8LeYiLt6QJz1A5op+weA/l1CsWbPOQb/RG7gseA/KioKKpUKeXmW/wjk5eUhNjbW6jmxsbF2HW+r4cOHAwCOHj3abPCv1Wqh1TpvKRQiggvK/kvbdh0iIqKOwklz/qvqDPjlSCEAIKN/jPWDmmn4BzRk/v9m8E/kcg6V/R8/frzNN9ZoNBgyZAiysrLkfSaTCVlZWUhLS7N6TlpamsXxALBhw4Zmj7eVtBxgXFwzn1YSkWvIS/21Mfj3F5cKQk1p265DRE7njGcGInIBJ835//VIAfQGE7pFBKC3tZJ/oMXMf78uoVAogHNltSiqrGvTWIioZQ4F/z169MCYMWPw6aeforbW8c6cmZmZWLJkCT766CMcOHAADz30EKqqqjB58mQAwIQJEzBz5kz5+OnTp2P9+vWYP38+Dh48iDlz5mDHjh2YNm2afExxcTH27NmD/fv3AwAOHTqEPXv2yH0Bjh07hrlz52Lnzp04efIk1q5diwkTJuDSSy/FwIEDHf5diMgBzir79w8Tt8z8E3kdZz0zEJGTGWrErV/b5vz/sF8M6K9MiWna5V8iBf81xYBBb/mSVo1uEQEAgEN5FW0aCxG1zKHgf9euXRg4cCAyMzMRGxuLBx54ANu3b7f7OuPHj8frr7+OWbNmITU1FXv27MH69evlpn7Z2dnIycmRjx8xYgQ+++wzvP/++xg0aBC+/PJLrFmzBv3795ePWbt2LS644AJcc801AIDbb78dF1xwARYvXgxArDj48ccfceWVV6JPnz548skncfPNN+Obb75x5E9BRG3hrLJ/XZi4rSkFBKFt1yIip3LWMwMROZkTMv8GowlZB8RS/itSmin5B8T3aanKr6pp6X/PTmLFwJG8SofHQkStUwiC40/KBoMBa9euxfLly7F+/Xr06tUL9957L+655x5ER0c7c5xep7y8HKGhoSgrK0NISIinh0PUPn16C3B0A3DDf4AL7nL8OnWVwLwu4vczzwLaIOeMj6id8eb3pvb4zODNf0+iNvvyXuCvr4CxrwIXPeTQJTYfK8SdS7YhIlCD7c9cDrWqhbzighSg/Cww9SegyxCLl/61/iD+s+kY7hreDS/fOMChsRB1FG15b2rTUn9qtRo33XQTVq1ahddeew1Hjx7FjBkzEB8fjwkTJlhk7YmImnDWUn+aQEBp7l/K0n8ir8RnBiIvI2f+HW/4t8Fc8n95n04tB/5Ai03/eseKmf/DLPsncqk2Bf87duzAww8/jLi4OCxYsAAzZszAsWPHsGHDBpw7dw433HCDs8ZJRL7IWWX/CoVl6T8ReR0+MxB5mXrznH8Hg39BEPDD3+b5/v1sWHmrhaZ/Utn/4bxKtKEomYha4dBSfwsWLMCyZctw6NAhXH311fj4449x9dVXQ6kUP0tISkrC8uXLkZiY6MyxEpGvcVbDP0Ds+F9dyMw/kZfhMwORl2rjnP/9OeU4W1oDfz8VRvaMav0EOfhvmvlPjg6EUgGU1dSjoKIOnULatvwgEVnnUPD/7rvv4t5778WkSZOaXR6vU6dO+PDDD9s0OCLycc5a6g9o6PhfU9L2axGR0/CZgchLGcyrbziY+Zey/iN7RkHnp2r9hBYy/zo/FRIjA3G8sAqH8ioY/BO5iEPB/4YNG9CtWzf5U3uJIAg4ffo0unXrBo1Gg4kTJzplkETko5xV9g+w7J/IS/GZgchLScG/n2OB9sZDYgY/vaUu/43Jc/6bBv8A0CsmGMcLq3A4rxIje3pnE1Ci9s6hOf/du3dHYWFhk/3FxcVISkpq86CIqINwdtk/wLJ/Ii/DZwYiL9WGzH9+RS3+PFMGABjTu5NtJ7VQ9g8AvWLElXqOsOkfkcs4FPw314ijsrISOh3LdIjIRnK3f2cE/2HilmX/RF6FzwxEXqoNc/5/PlQAABjYNRTRwTae30LZPwD0jGHHfyJXs6vsPzMzEwCgUCgwa9YsBAQEyK8ZjUZs27YNqampTh0gEfkwuezfoRlIllj2T+RV+MxA5OXkzL+/3adKJf+jbc36A5ZL/QmCuFJPI73Mwf8Rc8d/xXmvE1Hb2fXEvXv3bgDip/j79u2DRtOQrdNoNBg0aBBmzJjh3BESke9i2T+Rz+IzA5GXq5eCf/sy//VGE349LE7luayPPcG/OfNfXw3UlQO6UIuXk6ICoVYqUFFnQE5ZLTqH2f+hBBG1zK7gf+PGjQCAyZMn480330RISIhLBkVEHYRTg/8wccuyfyKvwGcGIi/n4Jz/nadKUFFnQGSgBgO7hLZ+gkQTIAb8tWVAeU6T4F+jViIxKhBH8ytxNL+SwT+RCzg053/ZsmV8EyeitjMaxK3SCWX/UuafZf9EXoXPDEReyGRs6LtjZ/C/8aBY8j+qdzSUSjtL80O6iNuKc1Zf7h4dCAA4VlBp33WJyCY2P3HfdNNNWL58OUJCQnDTTTe1eOzq1avbPDAi6gCcmfmX5vyz7J/I4/jMQOTlpKw/YPdSf9J8f5u7/DcW0hnI3w+UNxf8BwHIw/GCKvuvTUStsjn4Dw0NlRtvhIbaUeJDRGSNILDbP5GP4jMDkZeTOv0DgMr2Of9nSqpxOK8SKqUCl/aMtv++wXHitjzH6sti8M/MP5Gr2Bz8L1u2zOr3REQOMRkavlf5tf16csO/MsBkApQOzWoiIifgMwORl5My/0q1XSvubDQv8TekWzhCAxx475bK/svPWn25eycG/0Su5NDTcU1NDaqrq+WfT506hYULF+KHH35w2sCIyMdJJf+Ac4J/qexfMAF6rhFM5C34zEDkhRxc5m+Teb7/6D4OZP0BIMSc+a+wnvlPNs/5zyuvQ0VtvWP3IKJmORT833DDDfj4448BAKWlpRg2bBjmz5+PG264Ae+++65TB0hEPsoi+HdC2b+frqFpEUv/ibwGnxmIvJADy/zVG03YerwIADCql6PBf8uZ/xCdH6KDxTFx3j+R8zkU/O/atQsjR44EAHz55ZeIjY3FqVOn8PHHH+Ott95y6gCJyEcZG32i74xu/wA7/hN5IT4zEHkhB5b523O6FFV6IyIDNegb6+AKHvKcf+sN/wB2/CdyJYeC/+rqagQHBwMAfvjhB9x0001QKpW46KKLcOrUKacOkIh8lBT8K/0AhZ1LBTWHHf+JvA6fGYi8kNTwz47M/29HCgEAI3pE2b/EnySks7itLmqoPjgPm/4RuY5DwX+PHj2wZs0anD59Gt9//z2uvPJKAEB+fj7X8iUi2zhzmT8JO/4TeR0+MxB5IUONuPWzfc7/b0fF4P+SHpGO39c/vKHaoJl5/1Lwz7J/IudzKPifNWsWZsyYgcTERAwfPhxpaWkAxE/0L7jgAqcOkIh8lJT5d0azPwnL/om8Dp8ZiLyQnZn/itp67DldCgC4uEeU4/dVKBqy/80F/+z4T+QyDk20veWWW3DJJZcgJycHgwYNkvdffvnluPHGG502OCLyYSYXBP9S2T8z/0Reg88MRF7Izjn/W48Xw2gSkBQViK7hAW27d0gXoPh4s/P+k6PEOf8nC6thMJqgVnHpXiJncbjLVmxsLGJjYy32DRs2rM0DIqIOwhVl/wER4ram2HnXJKI24zMDkZeRM/+2Bf+/m0v+L25Lyb+klaZ/XcL8oVUrUWcw4UxJDRLNHwYQUds5FPxXVVXh1VdfRVZWFvLz82EymSxeP378uFMGR0Q+zBVl/wHmh5JqBv9E3oLPDEReqN4859/G4H/zMXPw370NJf8Sqey/meBfqVQgOToIB3LKcaygksE/kRM5FPzfd999+Pnnn3HPPfcgLi4OCmd16iaijkMO/p2Z+ZeC/yLnXZOI2oTPDEReyI45/8VVehzOE+ffD092QuZfnvPf8nJ/UvB/ed+Ytt+TiAA4GPx/9913+Pbbb3HxxRc7ezxE1FFIZf9KZ2b+zWX/zPwTeQ0+MxB5ITu6/f9xUnxP7dkpCBGBTvjAvpXMP9Boub98dvwnciaHOmiEh4cjIiLC2WMhoo7EpWX/zPwTeQs+MxB5ITsy/9tPiMH/sCQn/XccbEPwz47/RC7hUPA/d+5czJo1C9XV1c4eDxF1FC5p+Mfgn8jb8JmByAvJc/5bz/w7PfiXy/5zAZPR6iHdo8V5/scLmfknciaHyv7nz5+PY8eOISYmBomJifDzs8zc7dq1yymDIyIf5oql/qTgv7YUMBoAlcMLmhCRk/CZgcgLyUv9tZz5r6itx9/nygA4MfgP6gQoVIBgBCrzgZC4JockmZv8FVfpUVyld850AyJyLPgfN26ck4dBRB2OK8r+dWEAFAAEoKYECIp23rWJyCF8ZiDyQlLw38qc/13ZpTAJQHyEP+JCW68SsIlSBQTHAuVnxaZ/VoL/AI0aXcL8cba0BscLKhERyKlDRM7gUPA/e/ZsZ4+DiDoaV5T9q9SAf5gY+FcXMfgn8gJ8ZiDyQvVS5r/lpf62nxCn0Q1LdEKX/8ZCOovBf/k5oMsQq4ckRwfibGkNjhVUYmgig38iZ3Bozj8AlJaW4oMPPsDMmTNRXCzOBdq1axfOnj3rtMERkQ9zxVJ/AOf9E3khPjMQeRmDrcG/+N/rcGeV/EuCzdn+8pxmD5E7/hdw3j+RsziU+f/zzz+Rnp6O0NBQnDx5ElOnTkVERARWr16N7OxsfPzxx84eJxH5Gin4Vzp5Xn5AJFB0lME/kZfgMwORF5LL/psP/uuNJuw9I873H5IY7tz7h3QRt+XNfwAod/zPZ8d/ImdxKPOfmZmJSZMm4ciRI9DpGv7RuPrqq/HLL784bXBE5MNcUfYPNGT+a4qde10icgifGYi8kNztv/ng/2BOBfQGE0J0aiSbG/A5Tag5+C870+whUsd/LvdH5DwOBf9//PEHHnjggSb7u3Tpgtzc3DYPiog6AJOryv7NpYnM/BN5BT4zEHkhQ524bSH433OmFAAwKD4MCoXCufcP6yZuS7ObPUQq+88urkadwfqSgERkH4eCf61Wi/Ly8ib7Dx8+jOhoNtgiIhvIc/6dXPbvLwX/zPwTeQM+MxB5IYM5899Ct/892aUAgAviw5x//9B4cVt2utlDOgVrEaRVwyQA2UXVzh8DUQfkUPB//fXX48UXX0R9vfjwrlAokJ2djaeffho333yzUwdIRD7K1WX/zPwTeQU+MxB5ITnzr232kD2nSwAAqd3CnH//sARxW5HTMJbzKBQKlv4TOZlDwf/8+fNRWVmJ6Oho1NTUYNSoUejRoweCg4Px8ssvO3uMROSLGPwTdQh8ZiDyQvKcf+uZ//LaernL/qCuYc6/f0AE4GfuI9DivH92/CdyJofqbUNDQ7Fhwwb8/vvv2Lt3LyorKzF48GCkp6c7e3xE5KuMBnGr8nPudRn8E3kVPjMQeSF5qT/rmf8/T4td/uMj/BEZ1Hx1gMMUCnHef8EBoPQUENnd6mHs+E/kXHYH/yaTCcuXL8fq1atx8uRJKBQKJCUlITY2FoIgOL8hCBH5Jinzr2TwT+Sr+MxA5KXkpf6sZ/7lkv94Jy/x15gc/LfU9I9l/0TOZFfZvyAIuP7663Hffffh7NmzGDBgAPr164dTp05h0qRJuPHGG101TiLyNS4v+2fDPyJP4jMDkRerlzL/1rv97zFn/gd1DXXdGMLMTf9Km2/617jsXxAEu29RVleG/x76L/576L+o0Fc4NEwiX2JX5n/58uX45ZdfkJWVhTFjxli89tNPP2HcuHH4+OOPMWHCBKcOkoh8kMlVZf/mbv915YBBD6id/OECEdmEzwxEXkoQAGPLS/3tNS/zd4Ermv1JbFjur1tkAJQKoLLOgPyKOsSENL804flOl5/GlB+mIKcqBwDw8f6PsXzsckT5R7Vp2ETtmV2Z/88//xzPPPNMkzdxALjsssvwz3/+EytWrHDa4IjIh8mZfycH/7owQGH+p62mxLnXJiKb8ZmByEtJJf8A4Nc0mM6vqEVBRR2UCiAlzpWZ/9aDf61ahW4RAQDsK/2vN9Uj8+dM5FTlIDYwFlH+UThVfgpzt8xt05CJ2ju7gv8///wTY8eObfb1q666Cnv37m3zoIioA3BV2b9SCfibs//Vhc69NhHZzBXPDO+88w4SExOh0+kwfPhwbN++vdljV69ejaFDhyIsLAyBgYFITU3FJ598Ytf9iHyS1OkfsJr533+uHACQFBUIf43KdeOwIfgHHOv4v+boGhwsPogwbRg+vepTvHfFe1ApVPjp9E/4u+hvh4dM1N7ZFfwXFxcjJiam2ddjYmJQUsJMGxHZwCiu+e30zD8ABJpL+qoKnH9tIrKJs58ZVq5ciczMTMyePRu7du3CoEGDkJGRgfz8fKvHR0RE4Nlnn8WWLVvw559/YvLkyZg8eTK+//57u38XIp9iMJf8K1RW34P354jBf0pnF2b9ASAsQdxW5IjT9Jphb8f/WkMtFu9ZDAB4YOADiAmMQa/wXhibJH4Y+dmBz9owaKL2za7g32g0Qq1uvk2ASqWCwWBo86CIqAOQg38XzMkPjBa3lQz+iTzF2c8MCxYswNSpUzF58mSkpKRg8eLFCAgIwNKlS60eP3r0aNx4443o27cvunfvjunTp2PgwIH47bff7P5diHyKwZz5b6bT/4EcsTFeSlyIa8cREAmo/QEIQPmZZg+zt+P/2mNrkV+Tj7jAONzW+zZ5//je4wEAWdlZqG089YGoA7Gr4Z8gCJg0aRK0WuvrfdbV1TllUETUAbhqqT8ACOokbivznH9tIrKJM58Z9Ho9du7ciZkzZ8r7lEol0tPTsWXLFpvG8tNPP+HQoUN47bXXmj2urq7OYlzl5eU2j5Go3ZAy/2rr/23uPyd2+k/p7OLgX6EQS/8LD4ml/xHJVg+Tyv6P21j2/7/j/wMA3NnnTmgaJRgGRQ9CXGAccqpysOXcFozp1rQfCZGvsyv4nzhxYqvHsGsvEdnEpWX/5uC/yno5MBG5njOfGQoLC2E0GptMI4iJicHBgwebPa+srAxdunRBXV0dVCoV/vOf/+CKK65o9vh58+bhhRdesGlMRO2WNOdf3TTzX6034HihGGQ7mvkXBAF7C/ZiV/4u5Fblwl/tjz4RfTCyy0gEaYIsD24c/DdDCv7PltagWm9AgKb58OV0xWnszt8NBRS4Ovlqi9eUCiUu7XopVh5aid/P/c7gnzoku4L/ZcuWuWocRNTRmFxY9h/Esn8iT/OGZ4bg4GDs2bMHlZWVyMrKQmZmJpKTkzF69Girx8+cOROZmZnyz+Xl5YiPj3fTaIncRCp5t5L5P5RbAUEAooK0iA62XhnQHEEQsP7keryz5x2cKj/V5PUAdQAeHPQg7k65G35S1Z8NTf/CAzUID/BDSXU9jhdUoX+X5nsRrDu+DgAwPG44OgV0avL6xZ0vxspDK7H53GY7fjMi32FX8E9E5DSuWuoPAILM2UFm/ol8QlRUFFQqFfLyLKfy5OXlITY2ttnzlEolevToAQBITU3FgQMHMG/evGaDf61W2+w0BSKfIQX/Vub8NzT7sy/rX1RThOd/fx6/nv0VgBjoX9zlYiSEJKBSX4mtOVtxsvwkFuxcgG0527Bg9AIE+AXY1fF/x6kSHCuobDb4FwRBLvm/Nvlaq8cMjR0KBRQ4XXEahTWFiPKPsuv3JGrv7Gr4R0TkNO4o+69k8E/kCzQaDYYMGYKsrCx5n8lkQlZWFtLS0my+jslkYn8ionop89/8Mn/2lPwfLz2OO7+9E7+e/RUapQYPpz6MjbdtxILRCzB98HQ8e9Gz+Hrc13hxxIvwV/vj93O/46EfH4LeqAfCzJU1padbvEev2GAAwMHcimaP2V+0HyfLT0Kn0uHybpdbPSZYE4ye4T0BALvzd9v8OxL5Cgb/ROQZruz2L5X9c6k/Ip+RmZmJJUuW4KOPPsKBAwfw0EMPoaqqCpMnTwYg9g9o3BBw3rx52LBhA44fP44DBw5g/vz5+OSTT3D33Xd76lcg8g6GFoJ/OzP/x0qPYeL6iThXdQ7dgrvh82s/x0ODHhKz+o0oFUrc2PNGfHjlhwj2C8au/F14edvLDcv9tZL5lz6MkD6csEbK+o+JH9O0t0AjF3S6AACwN39vq78fka9h2T8ReYZc9u+Kpf6khn8FgMkEKPk5J1F7N378eBQUFGDWrFnIzc1Famoq1q9fLzcBzM7OhrLRf+tVVVV4+OGHcebMGfj7+6NPnz749NNPMX78eE/9CkQeVW+sh0qpglIu+7cM/k0mAYdybV/m72zlWdz/w/0orStFv8h++E/6fxChi2jxnAHRA/Dapa9h2k/TsPrIalwSOQBXAEDFOcCgB9TWnwmkDyP+bib4N5gMWHdCnO9/bXfrJf+SfpH9AAAHS5pvFkrkqxj8E5FnSJl/pQv+GQo0Z/5NBqC2FAho+WGEiNqHadOmYdq0aVZf27Rpk8XPL730El566SU3jIrIu52uOI0Xt7yI7bnboVPpcE1wd0xXKhF6Xub/TEkNqvVGaFRKJEYGNHM1UWFNIe7/4X7k1+Sje2h3LE5fjDBdmE3jGdl1JKb0n4Il+5bg5T2LMEwTgFB9NVB+ptnl/vrGhkCpAAor65BfUYtOwZZj35qzFcW1xQjXhiOtc8tTgXqF9wIAHC4+DEEQoFAobBo3kS9gOoyIPMOVmX+1BpAeQjjvn4iIOqji2mJM+X4KtuZshUkwodpQjVUl+3BDlzjsVNRbHHskX8z6J0cHQq1qPkQo15fjgQ0PILsiG12CuuC9K96zOfCXPDjoQSSHJqOotgjvRpubdhYfb/Z4f40KSVGBAKyX/ksl/2OTxjasJNCM7mHdoVQoUVJXgoIaTg+kjoXBPxF5hiuX+gOAIKn0n8E/ERF1TPN3zEdOVQ4SQhLw9Q1f48MrP0R3vzAUqVWYWnsQ3534Tj72SH4lAKBnTHCz16uur8a0rGk4XHIYkbpIvH/F+4gJjLF7XBqVBjOHiz06VmqMOK1WAUXNB/8A0K+z2OX//NL/6vpq/JT9E4Dmu/w3plPrkBiSCAA4VHzI3qETtWsM/onIM+SGfy6afcSO/0RE1IGdLj+Nb459AwB45ZJXkByWjGFxw/BFzBVIr6pGPQT845d/4IN9H0AQBBzJE4P/Xp2sN8urNdTisZ8ew+783Qj2C8Z7V7yHbiHdHB7fRXEXYUTnETBAwDvhYUDxsRaPl+b9S00JJVnZWagx1CAhJAEDogbYdG+59L/ksP0DJ2rHGPwTkWe4suwfYMd/IiLq0FYeWgkBAi7ucjEGRg+U9+uM9Xg9vxD3BIjz69/c9Sae/uVpHM4vAgD0jGka/FfVV2H6xunYlrsNAeoAvHvFu+gd0bvNY3x88OMAgG+DAnGw8O8Wj+1nDv4PnJf5l0r+r0m+xub5+9LYD5Uw808dC4N/InI/QRCb8QGuC/6Z+Sciog7KJJiw/uR6AMCtvW61fNFQCxWAf0QMxXPDn4NaocZ3J7/DCe0rUPmfRI9OlmX/B4oO4O51d2Pzuc3QqXR45/J3MCh6kFPG2TeyL66KHgoA+E9dy8v99TWvQHCiqApVdeIzREF1AbbmbAUAXJvUesm/pHHTP6KOhN3+icj9jI2aDLmi2z/QKPPP4J+IiDqWfYX7kFedh0C/QFzS5RLLFxst9Te+z3j0CO+Bx396AqXIQ0DiYszd+QdGdE6DVqXFzvyd+OXMLzAJJkT5R+Hty95G/6j+Th3rgwMfwPc//oGNfsCBgn3oG229dD8qSIuYEC3yyutwMLccQxIi8N2J72ASTBgUPQjxIfE23zM5VKx6yK7IhtFkhEqpcsrvQuTtmPknIveTSv4BN2T+WfZPREQdy+ZzmwEAIzqPgFaltXyx3hz8q/0BAENihuAfAz6EvnQoICixK38nFu1ZhPk752PT6U0wCSZkJGbgv9f+1+mBPwAkdx6Gq6rrAAD/2bmwxWMbN/0TBAFrjq0BYFujv8biAuOgVqpRb6pHXnWe3WMmaq+Y+Sci9zM1yvyz2z8REZFTbT0nlsJbXfNeyvyrGz4UyC1WoS7nFoyMvAsjLziLQ8WHIEBA1+CuuDLhSvQM7+m6wSqVeEARie+ESmzK2479RfuREpli9dABXULx08F87MkuxeCelThScgQapQZXJV1l1y1VShW6BnXFyfKTOFV+Cp2DOjvjNyHyegz+icj95LJ/BeCqUjvO+Sciog6o3liPfYX7AADDYoc1PUAu+/eXdx3JrwAA9I/thon90l0+xvMlRfTA1YWb8b+gQLy75128ffnbVo+7oFsYAGD36VKsPvILACA9IR2h2lC775kQkoCT5SdxuuI00mDlQxIiH8SyfyJyP7nTvx9gY2deuwWb1x2uzANMJtfcg4iIyMscLT2KelM9gjXB6BZsZSm++hpxq9bJuw6bl/nreV6zP7eJ6I77S8ugBLDpzCb8XWS98/8F8eEAgBPFhfj2+DoAwE09b3LolvHBYo+AU+WnHDqfqD1i8E9E7icH/9qWj2uLoBgACnFVgepC192HiIjIi0iBc0pEivWl7wzi/Hop+BcEAUfzzcG/lWX+3CIiGUn1BlwN8cOHxXsWWz0sNMAP3aMDoQnfhmpDFXqE9bBe3WCDhJAEAGLTP6KOgsE/EbmfoVHm31VUfg3z/svPue4+REREXmR/0X4AQEqU9XnzMJgz/35i8J9XXofKOgNUSgUSIwPdMcSmIrsDAB4or4RSocSmM5uwt2Cv1UNT44PgF/E7AGBy/8nWP+CwgVQVcbr8tEPnE7VHDP6JyP3kzL+Lmv1JgmPFbUWua+9DRETkJeTgv5mmeedn/o8Xiln/+HB/aNQeCg0ixOA/sfg0rk8SO/e/sOUF1DduEGxWG/gTlOoK+Anhdjf6a0xaGvB0xWmYBE4PpI6BwT8RuZ/U8E/t6uDf3L23gpl/IiLyffXGehwuOQwA6BfRr5mDLJf6O1FYBQBIivJQ1h8QP6z3CwQEE55Ivglh2jAcKTmCxXsty/9PV5zGluKVAIC6/KugbEPvcmm5P71Jj9wqJgmoY2DwT0TuZzRnHVyd+Q+JE7flOa69DxERkRc4VnZMbvbXNbir9YOksn/zUn8n5eDfQ/P9AbH5b0QyACCiqhBPD3saAPD+n+/jq8NfAQDK6srw5KYnUW/SQ6juiariATicV+HwLdVKNToHikmCc5VMElDHwOCfiNzPbWX/5uC/gsE/ERH5vhNlJwAAPcJ6ND8XXir79zsv8x/twcw/AEQkiduiY7g2+Vrc2/9eAMCcLXNw17q7cP2a63Gg+AAidBHo63cvAAV2Z5e26ZZxgeJzQk4VnxOoY2DwT0TuJ5X9M/gnIiJympPlJwE0dLK36ryl/o6bg/9kT5b9A3LTPxQfAwBMHzwdU/pPgQIK/FnwJ4pri9EtuBs+uPIDXNStJwDgj5PFbbplbKDYG4jBP3UUjk+UISJylLsy/yz7JyKiDkRas77Z4N9kBKQmemodDEYTsouqAXh4zj8ARPYQt4VHAABKhRKPD3kct/S6BbvydyFMG4a0uDT4qfxwUXIh3v7pKLYeL4IgCA53/O8cJJb9M/injoLBPxG5n8FNc/6Z+Sciog7kVJkY/CeGJFo/wFDb8L2fDmdKamAwCdD5KREbonP9AFsS3UfcFhyy2N01uGuT/gWDu4XDT6VATlktsourkeDgEoUs+6eOhmX/ROR+ctm/n2vvIwX/NcUN3Y2JiIh8kCAIrWf+G78XqnXyfP/EyEAolY5lz50mqpe4rcwFakpaPNRfo0JqfBgAYMuxIodvKZX951ay2z91DAz+icj9pLJ/c6dhl/EPl+c0MvtPRES+rKSuBBX1FVBAgfjgeOsHSZl/pR+gVMnz/T1e8g8AuhAgxJzhLzjc6uFpyZEAgK3HHQ/+G2f+BUFw+DpE7YXHg/933nkHiYmJ0Ol0GD58OLZv397i8atWrUKfPn2g0+kwYMAArFu3zuL11atX48orr0RkZCQUCgX27NnT5Bq1tbV45JFHEBkZiaCgINx8883Iy8tz5q9FRC2Rl/pzceZfoWhU+s9P9YmIyHdJWf+4wDjo1M2U8EvBv7nT/0lvCv4BILq3uC040OqhF8nBf7HDgbuU+a82VKNcX+7QNYjaE48G/ytXrkRmZiZmz56NXbt2YdCgQcjIyEB+fr7V4zdv3ow77rgDU6ZMwe7duzFu3DiMGzcOf/31l3xMVVUVLrnkErz22mvN3veJJ57AN998g1WrVuHnn3/GuXPncNNNNzn99yOiZrir2z/QKPjnGr5EROS7TpadBNBKp38p+DdX3p3wuuDf+rx/awYnhEOjUiK3vBYnzU0L7aVT6xChiwAA5FYxSUC+z6PB/4IFCzB16lRMnjwZKSkpWLx4MQICArB06VKrx7/55psYO3YsnnrqKfTt2xdz587F4MGDsWjRIvmYe+65B7NmzUJ6errVa5SVleHDDz/EggULcNlll2HIkCFYtmwZNm/ejK1bt7rk9ySi88jd/l1c9g+w4z8REXUI2RXZAIBuId2aP0ia868WM/9S8J8c7SXBfydz8J/feuZf56dCarcwAG0r/edyf9SReCz41+v12Llzp0WQrlQqkZ6eji1btlg9Z8uWLU2C+oyMjGaPt2bnzp2or6+3uE6fPn3QrVu3Fq9TV1eH8vJyiy8icpBBCv5dXPYPsOM/ERF1COcqxQq3rkFdmz/IUCNu1VrU1htxtlT8OSkqyNXDs40dmX+gcem/c+b9E/k6jwX/hYWFMBqNiImJsdgfExOD3FzrZTe5ubl2Hd/cNTQaDcLCwuy6zrx58xAaGip/xcc300iFiFonZ/7dUPYfIq7hi/Kzrr8XERGRh0hl67FBsc0fJM/51+GUuVQ+RKdGeIAbPoy3hTTnv+IcUFPa6uFS078tx4raPO+fZf/UEXi84V97MXPmTJSVlclfp0+f9vSQiNovd3X7B4BQcwak7Izr70VEROQhUuZaymRb1ajs/1SRWPKfEBkIhcLDy/xJdKFAsPlD+8LWO/5f0C0MGrUS+RV18hQGe0X7R4u3qyl06Hyi9sRjwX9UVBRUKlWTLvt5eXmIjbX+iWVsbKxdxzd3Db1ej9LSUruuo9VqERISYvFFRA6SG/65IdMQaq7SYfBPREQ+ymAyIL9abJjdYvDfqOFfdrGY+e8WGeDq4dnHznn/F8SHAQC2OFj63ymgk3i7ausNx4l8iceCf41GgyFDhiArK0veZzKZkJWVhbS0NKvnpKWlWRwPABs2bGj2eGuGDBkCPz8/i+scOnQI2dnZdl2HiNpAXurPDWX/UvBfkdvQa4CIiMiHFNYUwigYoVaqEeUf1fyBjZb6k4P/CC8L/u2c95/WvaH036HbBYiZ/4LqAofOJ2pP1J68eWZmJiZOnIihQ4di2LBhWLhwIaqqqjB58mQAwIQJE9ClSxfMmzcPADB9+nSMGjUK8+fPxzXXXIMvvvgCO3bswPvvvy9fs7i4GNnZ2Th3Tmx6cuiQ+A9HbGwsYmNjERoaiilTpiAzMxMREREICQnBo48+irS0NFx00UVu/gsQdVBGNzb8C4wC1Drxgaf8LBCR5Pp7EhERuZFU8h8TEAOlooXcXn1Dwz8p+E/w2uD/oE2HpyVHYiGOYOvxYgiCYPcUhk7+5sx/DTP/5Ps8GvyPHz8eBQUFmDVrFnJzc5Gamor169fLTf2ys7OhVDb8AzZixAh89tlneO655/DMM8+gZ8+eWLNmDfr37y8fs3btWvnDAwC4/fbbAQCzZ8/GnDlzAABvvPEGlEolbr75ZtTV1SEjIwP/+c9/3PAbExGARmX/bpjzr1CI8/6LjgJlpxn8ExGRz8mptGG+PwAYzJV3an9kF3l75t+24D+1Wxi0aiUKK+twNL8SPWOC7budOfNfoa9AjaEG/uZlEIl8kUeDfwCYNm0apk2bZvW1TZs2Ndl366234tZbb232epMmTcKkSZNavKdOp8M777yDd955x56hEpGzGNxY9g+Ipf9FRznvn4iIfJJNzf4Aeak/k1qHMyXi914351/q+F9+FqgtB3Qt99nSqlW4MDECvx0txOZjRXYH/0F+QfBX+6PGUIPC6kLEh3BFL/Jd7PZPRO7nzrJ/oKHjfylX6SAiIt8jBf/SsnXNMn/4Xm1SQ280wU+lQFyol2W6/cOAYPOHGLaW/pvn/W8+Zn/HfoVCIfdJKKjhvH/ybQz+icj9pLJ/dyz1BwBh3cRtGYN/IiLyPdIa9XFBrWT+zXP+y+rF4t+u4QFQKb1kmb/GYvqJ27y/bDpcCv63Hi+GySTYfTtpuT/O+ydfx+CfiNzPnd3+gYbMP8v+iYjIB9le9i92+y/ViwF/vLfN95fEmPt55e6z6fCBXUIRpFWjrKYe+3PK7b6dtNwfO/6Tr2PwT0TuJzf8c1fZv3n+HjP/RETkg6Q16qUgtlnm4L9IL4YAXtfpXxI7QNzaGPyrVUpcmBgOANh63P4l/7jcH3UUDP6JyP3kOf9uKvtvnPkX7C8HJCIi8lb1xnqU1pUCaChfb/5gMfjPrxFDAK/r9C+JHShu8/4GTEabThnRXZy3v/mY/cE/l/ujjoLBPxG5nxz8u6nsP6QLAIWY8aiyvxkQERGRtyqsEd/X1Eo1wrRhLR9szvwXiKv8eV+nf0lkd0DtD9RXA8XHbTpFmve//UQxDEaTXbdj5p86Cgb/ROR+Bjd3+1drgGBzB2SW/hMRkQ+ROtRH+0dDoWileZ85+D8nBf/emvlXqhqa/uX+adMpfeNCEOrvh8o6A/adLbPrduz2Tx0Fg38icj93Z/6BRqX/DP6JiMh3SNnqVkv+Abnsv6TOy8v+Abvn/auUCgxPigBgf+l/pE6sGiiuLbbrPKL2hsE/EbmfvNSfG4P/sARxW3LKffckIiJyMSlbLWWvW2TO/NdCg6ggDQK1alcOrW3sDP4BYIS85J+dwb+/eF5ZXRnqTfV2nUvUnjD4JyL3c/dSfwAQnihuS066755EREQuJpf9B9iQ+W8U/Ht11h9oaPpnT/DfQ/wA5I+Txagz2NYoEABCtaFQKVQAgJLaEtvHSNTOMPgnIvfzRNk/g38iIvJBdpX9m4P/OsHP+4P/mBQACqAyD6jIs+mUnp2CEBWkQW29CXuyS22+lVKhRLhOXCqwqMb+1QKI2gsG/0TkflLZP4N/IiKiNrEr81/fKPMfGejKYbWdJlDs+g8AebZl/xUKBS5KFkv4t9hb+m+e919Uy+CffBeDfyJyP4MHy/5Ls21eM5iIiMjbSUv92TbnvwYAUId2kPkHHJr3Ly35Z2/Tvwid2CyQTf/IlzH4JyL3EgTA5IHMf0hnQOkn3rv8nPvuS0RE5EL51fkAbC37Fz98r4UGCZG+GfxLmf89p0tRW2/7h/1S0z+W/ZMvY/BPRO5lbNRF153d/pUqIKyb+D1L/4mIyAcYTAa5QV2rZf+CAKFezPzXCu2g4R/Q0PQvZ6/NpyRHBSIqSAu9wYQ9p0ttPk8u+2fwTz6MwT8RuZfU6R9wb+Yf4Lx/IiLyKUU1RRAgQKVQyWXrzTLWQyGImXCTWodOwVo3jLCNOl8gbouOAjWlNp2iUCgwPFn8W2w/YXsJf4Q/y/7J9zH4JyL3apz5Z/BPRETkMKk5XbguHEpFK4/19dXyt1HhYVAoFK4cmnMERgGh5qq9nD02nzY8SQzkt52wPYvPhn/UETD4JyL3kpb5UyjFUnx3YvBPREQ+RCr5l5apa5G55N8gKNElIsSVw3KuLoPF7dldNp8yPEkM5HeeKoHeYLLpHGnOPzP/5MsY/BORe0nBv8oD5YYM/omIyIdIgWqEtpWSf0DO/NdAi3hvX+avMSn4P2d78N+zUxDCA/xQW2/CvrNlNp0jTZvgnH/yZQz+ici9DFLw7+aSf4DBPxER+RRHMv+10CC+PTT7k3SWMv+7bT5FqVRgmJ2l/1LZf3FtMUyCbdUCRO0Ng38ici858+/n/ntLwX91IVBX4f77ExEROVFJnf3Bf0176fQv6ZwKQAGUnwEq820+bZi59H/bcdvK+KXMv1Eworyu3N5RErULDP6JyL2k4F/tgbJ/XQgQECV+X3zc/fcnIiJyIvsy/w1l/+0q+NcGA1G9xO/tmvcvBvM7ThbDYGw9k++n8kOIRuyFwKZ/5KsY/BORe3ky8w8AkT3EbdFRz9yfiIjISaTg35Y5/1VVlQCAGmgQH+Hv0nE5nQPz/vvGhSBYp0aV3oj9ObZl8qWmf5z3T76KwT8RuZfRg3P+ASCyu7gt8u7MvyAIOJpfgbV7z+GrnWew/UQxjCbB08MiIiIvIpX9h+nCWj22qLQUAGBU6hCgUbtwVC7Q2f6O/yqlAsMSzfP+bSz9bzzvn8gXtbP/8omo3fNkt3+gUfDvnZl/QRDw3V+5eGfjUfx9zjJT0TlUh+npPXHb0Pj2sT4zERG5lJz517We+S8pK0M3AApNO8v6A5aZf0EAbHwPHJYUgayD+dh2oghTL01u9Xi54z/L/slHMfNPRO5l8HDZf4Q5+C8+5pn7t6Cosg73Lv8DD6/Yhb/PlUOjVmJIQjgu6RGFUH8/nCurxdNf7cO0z3ajzmD09HCJ3O6dd95BYmIidDodhg8fju3btzd77JIlSzBy5EiEh4cjPDwc6enpLR5P1B5JGepwbetz/svLxQ+UVZp2tMyfJKY/oFQD1UVAabbNpw1PFjP5208Uw2RD9RzL/snXMfgnIvfyeNm/d875P5hbjuve/g0bDxVAo1Lisct6YNvMy/HVQyPw6X3Dse2ZyzHzqj7wUynw7b4cPPb5btTb0MCIyFesXLkSmZmZmD17Nnbt2oVBgwYhIyMD+fnWu39v2rQJd9xxBzZu3IgtW7YgPj4eV155Jc6ePevmkRO5Rr2pHuV6MaC3peFfRYV4rFrXDoN/P534AQAAnN1p82n9O4cgUKNCea0BB3NbX+VHyvyz7J98FYN/InIvudu/h4L/CHPZX00JUO0db+5/nS3D7e9vxbmyWiRFBeKbRy9B5pW9ER7Y8DfS+anwwKjuWDZpGDRqJb7/Ow+vf3/Ig6Mmcq8FCxZg6tSpmDx5MlJSUrB48WIEBARg6dKlVo9fsWIFHn74YaSmpqJPnz744IMPYDKZkJWV5eaRE7lGWV0ZAEABBcK0Ya0eX10lBr+6gCBXDst1ul4obs/8YfMpapUSQ6R5/ydaz+Yz80++jsE/EbmXsV7ceirzrwkAQrqI3xd5vvR/35ky3PXBNpRW12NQfBjWPHwxescGN3v8JT2j8Ob4VADAe78cx8+HC9w0UiLP0ev12LlzJ9LT0+V9SqUS6enp2LJli03XqK6uRn19PSIimp8bXVdXh/LycosvIm8lzfcP1YZCpVS1enxdTRUAwL+9Bv/xw8Vt9la7TpOW/LOl6R8b/pGvY/BPRO5lrBO3ngr+gYbsv4dL/w/lVuCuD7airKYeg7uF4ZMpwxAa0HovhKsGxOGeixIAADO/+hPVeoOrh0rkUYWFhTAajYiJibHYHxMTg9zcXJuu8fTTT6Nz584WHyCcb968eQgNDZW/4uPj2zRuIleSgn9bSv6NJgGGWjH4Dw4Ocem4XKabOfjP/RPQV9t8mhT8bz9ZDEFoed4/y/7J1zH4JyL3kjP/Hmr4BzTM+/dg07+88lpMXrYd5bUGDEkIx8dThiNEZ/vf5Nlr+qJLmD/OldXi3U2er2Ag8mavvvoqvvjiC/zf//0fdDpds8fNnDkTZWVl8tfp06fdOEoi+xTX2d7sL7e8FhpB/PA9MKj56jKvFhoPBMcBJoPY9d9GA7uGQatWorhKj6P5lS0eK32QwuCffBWDfyJyL08v9Qd4fLm/qjoDpnz0B86V1SI5OhAfThyKIK19K6/q/FR4/tq+AID3fj6OMyW2Z0GI2puoqCioVCrk5eVZ7M/Ly0NsbGyL577++ut49dVX8cMPP2DgwIEtHqvVahESEmLxReSt7FnmL7uoGjqF+P6r1AS4dFwuo1A4VPqvUSsxuJsY1G890XJQLwX/1YZq1EmVikQ+hME/EbmXwQvK/qXMf6H7g3+TScD0L3bjr7PliAzUYPmkYQgLcOxvkdEvFhclR0BvNOGdjcz+k+/SaDQYMmSIRbM+qXlfWlpas+f961//wty5c7F+/XoMHTrUHUMlcht7yv5Pl1TDH1LD3earX7yeFPyftm/ZzuHJ5tL/VoL/YL9gqJXih/HS35fIlzD4JyL38oay/6he4rboCGAyuvXWC7OO4McD+dColVgycSi6RTqegVEoFMi8ojcAYNWO0zhdzOw/+a7MzEwsWbIEH330EQ4cOICHHnoIVVVVmDx5MgBgwoQJmDlzpnz8a6+9hueffx5Lly5FYmIicnNzkZubi8rKlst+idoLqTTdlk7/p4ur4Q/zh+9+7TTzDzTM+z+9DTDZvtzt8CSxkd+240UtzvtXKBSI0HLeP/kuBv9E5F7yUn8eLPsPTxSnHRhqgdJst932x/15eCvrCADglRsHyGWIbTEsKQKX9IiCwSTgg1+Pt/l6RN5q/PjxeP311zFr1iykpqZiz549WL9+vdwEMDs7Gzk5OfLx7777LvR6PW655RbExcXJX6+//rqnfgUip7Kr7L+4oewffv6uHJZrxQ4E1P5AbSlQeNjm0y7oFgaNSon8ijqcLGr5g3LO+ydfZt8kUyKitpK7/Xsw869UAVE9gby/gIJDQESSy295vKAST6zcAwCYkJaAW4Z0ddq1HxzVHb8dLcSXO8/gyYzedjUOJGpPpk2bhmnTpll9bdOmTRY/nzx50vUDIvKgkjrby/6zfSXzr/IDugwBTv0mZv879bHpNJ2fCoPiQ/HHyRJsO16EpKjAZo+VPkxh2T/5Imb+ici95LJ/D875B4BosVweBQddfquqOgMe+GQnKuoMGJoQjueuSXHq9S/uEYkenYJQpTfiyx1nnHptIiLyTnbN+S+uaZjz354z/4Bl6b8dpNL/1ub9M/NPvozBPxG5lzd0+weAaHO2wI6yQUcIgoB/fPknjuRXolOwFv+5azA0auf+06tQKDBpRCIA4KMtJ2EytbyOMRERtX+2lv1X6w0orKyDv8IHMv+AQx3/gYamf9taCf6lvyeDf/JFDP6JyL3k4N/DpelS0z8XZ/4/3XoK3+7LgZ9KgXfvHoxOIa7psnzT4C4I0alxqqgamw7nu+QeRETkHUyCCaV1pQCAcG3Lmf/TxTUAgABfmPMPiMG/QgkUHwPKz9l82pCEcKiVCpwtrWmxQa6U+WfZP/kiBv9E5F4GKfj3dNm/OfNfcBhoofNvW/x9rgxzvz0AAHh6bB8MSWi9KZOjAjRq3D6sGwBg2e8nXXYfIiLyvAp9BYyCuFpNa2X/UqDrM2X//mFi4z8AOPGrzacFaNTo3yUUQMul/5zzT76MwT8RuZfRS4L/iGRAqQb0FXZlDmxVVWfAo5/tht5gwuV9OmHKJa5vKnjPRQlQKoBfjxTiaD6XMyMi8lVSSXqQXxA0rbyfZhdXAxCglYP/dl72DwBJl4rbE7/YdVpD6X9Rs8fIc/7rWPZPvofBPxG5l9TwT+3h4F+tET8AAFxS+v/813/heGEVYkN0+Petg6BQKJx+j/PFRwTgsj6dAAAr/3DfEoZERORe9jT7yy6uhgYGKGESd/i5ZvqZWyWNErcn7Qv+LzI3/Wtp3r8857+GwT/5Hgb/RORe8lJ/Hg7+gUYd/w859bJf7TyD1bvOQqkA3rrjAkQEuu93vf1CsfT/q11nUWcwuu2+RETkPnLw38p8f0As+9dJy/wBvpH573aRWL1Xmg2UnLT5tCGJ4VAqgFNF1cgtq7V6jPQ3lZZSJPIlDP6JyL28pewfAKL7itv8v512yVNFVXj+678AAE+k98KwJNfN87dmdO9oxIboUFylxw9/57n13kRE5B5SSbpNy/yVVDfM91eqPd9w1xm0QUCXoeL3dpT+h+j8kNI5BEDzpf8R/uL7dlV9FeqMdVaPIWqvGPwTkXtJZf/eEPzHDhC3uX855XJGk4CnVv2Jar0Rw5Mi8PCYHk65rj3UKiVuG9oVAPAFS/+JiHxSaW0pgNaDf0EQkF1c7TvL/DWWNFLc2tH0DwCGt1L6H+wXDLVSDYBN/8j3MPgnIvcyeFHZf2x/cZt/ADAa2ny5Zb+fwPaTxQjUqPD6rYOgUrp+nr81t10YD4UC+P1oEU4VVXlkDERE5DpSw7/Wgv+CyjrU1pt8Z5m/xho3/bNj1Z7h5oq8bcetZ/4VCoVc+i/9nYl8BYN/InIvOfPvBWWHYYmAJkjsQ1B0pE2XOppfgX99L/YOeO7aFMRHeC670jU8ACN7RgMAvvjjtMfGQUREriHNR4/Qtjy17HRxDQCga5B5hy8F/12HASotUJkLFNr+Hn5hovg3O1ZQhYIK62X9XO6PfBWDfyJyL29q+KdUAjH9xO/bUPpvMgl46ss/oTeYMKpXNG6/MN5JA3TcncPEMazacQb1RpOHR0NERM5ka7f/08XVAIBuQebMuC+V/fvpgG7Dxe9P/GzzaeGBGvSJDQYA/HHSemZfXu6PmX/yMQz+ici9pLJ/b8k+SPP+8/Y5fIkv/jiN3dmlCNSo8OrNA9yyrF9rLu8bg6ggLQor65B1IN/TwyEiIieyNfg/aZ761dUXg38ASB4jbo9ssOu01kr/GfyTr2LwT0Tu5U1z/gEgxjzvP9ex4L+wsg6vrT8IAMi8sjfiQr3jQw0/lRK3DGHjPyIiXyQFpVJ5enNOForBf5dAc/CvCXTpuNyuV4a4PfELUF9j82nDk1tu+seyf/JVDP6JyL0M5nV11TrPjkPSxo7/89YdRFlNPVLiQjAxLcGJA2s7afrBz4cLcKak2sOjISIiZxAEwY7Mv/hvf6zOKO7wteC/UwoQ0hUw1NjV9V+a938wtwKl1fomr8vBfx2Df/ItDP6JyL2kzL9a69lxSDr1BaAAqvKBSvvK47efKMZXu85AoQBeurE/1Crv+ic1MSoQI7pHQhCA/+444+nhEBGRE1QbqqE3iQGr1JW+OVLZf7TWR4N/hQLodaX4/ZHvbT4tOliL7tHi32K7ley/XPZfw7J/8i3e9aRKRL5NEBoa/nlL5l8TCET2EL/P2WvzaYIg4OVv9wMQM+yDu7X8AOYptw/rBgBYteM0DGz8R0TU7klZf61KC39181PNSqv1KK0WV9iJ0JhX2vG1Of8A0NNc+n/4B/uW/Guh9F9aRaG4jsE/+RYG/0TkPiYDIJgDULWXzPkHgC6Dxe3ZXTaf8u2+HOw9U4ZAjQqZV/R20cDaLqNfDMID/JBTVoufDxd4ejhERNRGjUv+W2owK5X8dwrWQmM0z4fXBDV7fLuVdKmYUCjLBgoO2nya3PTvRNOmf1Lmn3P+ydcw+Cci95Hm+wPek/kHgC5DxO3ZnTYdXm804d/fHwIATL00GdHBXjKFwQqtWoWbB4uN/z7fftrDoyEioraS5qG3VvJ/ylzynxgVCOjF76Hxwcy/JgBIHCl+f9j20v/hSWLmf/+5cpTX1lu8xoZ/5KsY/BOR+xgaNdVReVHA3Dj4t6Fk8PPt2ThVVI2oIA3uG5ns4sG13e3DxMZ/Gw/lI7estpWjiYjIm9na6f+EudN/YmQAUG9u+uprc/4lUtf/Iz/YfEpsqA7dIgJgEoDd2aUWr0mZ/8r6SuiNTRsCErVXDP6JyH2kzL/SD1B60T8/Mf0BpRqoLgRKW14Wr6rOgDd/PAIAmH55TwRp1e4YYZv06BSMCxPDYTQJWLWD2X8iovbM5k7/hY0z/5XiTj8fDf57mpv+ZW8FqpqW8TdnaIL4N9x5yjLDH6IJgVohvr9LH7YQ+QIvevomIp/nbcv8Sfx04gcAQKul/59ty0ZRlR4JkQFyM7324A7zWFfuOA2TyfaGSERE5F3sXeYvMTIQ0Pt45j88AYgdCAhG4NC3Np822Bz87zov+FcoFJz3Tz6JwT8RuY+3LfPXmFT6f675pn91BiOW/HocAPDI6B7w87Kl/Vpy9YA4hOjUOFNSg9+OFnp6OERE5CBby/6lZf7E4N+H5/xLUm4Qt3+vsfmUIebgf3d2SZMVcRj8ky9qP0+uRNT+Gb05+G+94/9XO88iv6IOcaE6jLugi5sG5hw6PxVuNI/5iz9antpARETey5aGf42X+UuIDADqzcG/r5b9A0DKOHF74meg2rZS/V4xwQjWqlGlN+JQXoXFa1LwX1Rr+zQCIm/H4J+I3KddZP53A0ZDk5cNRhMW/3wMADB1ZDI06vb3z6c0TeGHv/NQUFHn4dEQEZEjSmtLAbRc9t94mb9ArbpR5t+Hg/+oHuIUPpMBOLTOplNUSgVSu4UBaFr6H6Flx3/yPe3v6ZWI2i9vnfMPAFG9AW2I2BE5f3+Tl7/dl4Ps4mpEBGrk7vntTd+4EKTGh8FgEvDJlpOeHg4RETlAKvtvKfi3WOYPaDTn34fL/oGG7P/+r20+RSr933F+8O9vDv7rGPyT72DwT0TuIy31542Zf6WyofT/zHaLlwRBwLubxKz/vRcnIkDj/R3+m3P/peLShMs3n0TFeesaExGR97Ol7P94QaNl/oCGsn9NkEvH5nHSvP9jG4GaUptOGZogBvnnd/yX/r7s9k++hME/EbmPlPlXeWHwDwBdh4nbMzssdm8/UYyDuRXw91PhnosS3T8uJxrbLxbdowNRXmvAJ1tPeXo4RERkB71RjypzIN9S5v9Ygbi0X/doc7Avlf37+XjmP7oX0CkFMNUDh76z6ZRB8aFQKoAzJTXIK6+V90t/Xwb/5EsY/BOR+3jznH8A6HqhuD3zh8Xuj81B8rgLuiA0wM/do3IqpVKBh0f3AAB8+OsJ1OiNHh4RERHZSgpE1Qo1QjQhzR53NF8M/nt0ChKr7kzmXja+POdfImX/96+x6fBgnR96x4p/y8bZ/0hdJADO+SffwuCfiNxH7vbvhXP+AaDrUHFbdFTuFJxXXovv/8oFAExIS/DUyJzq+tTO6Bruj6IqPTv/ExG1I1IgGqYLg0KhsHqM0STgeKGY6e/RKQjQVza82CGC/3Hi9thPQG2ZTacMNc/7bxz8c6k/8kUM/onIfeSGfxrPjqM5ARFApJgVl0r/P9uWDYNJwIWJ4egb13yWpT3xUynx4KjuAID3fj6O2npm/4mI2gMpEG2p5P9sSQ30BhM0aiW6hgeIjWwBQKUBVO27es0mnfqITXyNeuDQeptOsdb0j2X/5IsY/BOR+xi8PPMPNJr3vx16gwmfbRcz4/ekJXpuTC5wy5CuiAvVIbe8Fkt/P+Hp4RARkQ2K68RAVFqGzpqjBeJ69clRgVApFR1nvn9j/caJWxtL/6Xg/++zZfIH4hE68W9cWV8JvVHv7BESeQSDfyJyHznz76Vz/oGG0v8zf+D7v3NRUFGHqCAtxvaL9ey4nEznp8JTGb0BAP/ZeAyFlXUeHhEREbWmtLYUQCvN/vLFYL9Js7+OUPIvkeb9H80CastbPbxruD86BWthMAn484w4VSBYEwy1Qlzdh6X/5CsY/BOR+8hL/Xlz5l9q+rcTK7eLGfE7h8VDo/a9fy7HpXbBgC6hqKwz4I0Nhz09HPr/9u47PqoqbeD4b2aSTHqvpJDQe4fQRJAoSFFW1hV1V9S1rr2wylpXV8HGy4oFy4rsWrACiogiUiV0Qg29hIT0kF4mmTnvHzczEEkgCUkmM3m+fPKZyZ0zd557SXLvc89zzxFCiIuwlqBfKPm3DvbXMbQNJ/+hPSCoszbW0OGfL9pcp9PRP8YfgF2n8gHQ6/T4u2vLpPRfOAvnO5sVQrRerX2qP9BOGFy9wFRE9vE9AFw/KNrOQTUPvV7H0xO7A/D5lhQOZRbZOSIhhBAXcqbi4vf8n53mrzrZt97z35bK/nW6Bo/63zfaH4Ck6uQfZNA/4Xwk+RdCtJzWPtUfgMEFIgcA0F93mGEdgogOdN4TpvgOQYzrGYZFwQvf70cpZe+QhBBC1ME24J+x9uRfKcWR7HOm+YOzo/27eTd7fK2KNfk/vBIqii/cFugX5Q/UTP6tYytYx1oQwtFJ8i9EK6SUorSyFLPFyUZhb+1T/VVT1aX//XVH+OPAKDtH0/xmXt0dNxc9G47ksDTptL3DEUIIUYeLjfafV2Iiv7QSnQ46BFuT/+qefzfnvZBdq/DeEBCnVR3Wo/S/d5QfOh2k5ZeRXaSdr1gH/ZOef+EsJPkXopUoqSzhs+TPuG3FbQz5dAjxn8XT/3/9mfrdVN7f/T4FFfWbq7ZVs/X8t9Kp/qodcesGwEDDEa7u7VwD/dUmNtiLB6/Qpjh8Ydl+zpTIqMZCCNEaWe89tyalv2e93z/S3wMPN4O20Fr235bu+Qet9N826v/Sizb3cXelU/UgibtT8wGZ7k84H0n+hbCzSnMln+z/hAnfTmDWlllsy9xGuVm7N16hOHTmEPN2zmPS4kmsOFG/+WpbLdto/6275/+z02EAdNKl4mm+eKmgM7hrVEe6hHmTV2Li5eXJ9g5HCCFELWz3/NdR9n80Wxvcz1byD2fL/l3bWPIP55T+/3y2AuICfn/fv9zzL5xNq0j+3377bWJjY3F3dyc+Pp4tW7ZcsP1XX31Ft27dcHd3p3fv3ixfvrzG60opnn32WSIiIvDw8CAhIYHDhw/XaBMbG4tOp6vxNXv27CbfNtEyLMpCSWUJ5VXlDnXPckZJBreuuJVXtr5CXnke7X3b88TgJ1h67VI237SZlX9cyb9G/ItO/p3Ir8hnxtoZvJP0jkNtYw3Wnn9D6+35LzVV8eX+ck5aQrUFadvtG1ALcXPRM+u63gB8tT2VjUdz7ByREEKIc1VZqmxVgHWV/R/O0gZutU3zB2237B8goh/4x2jVD0d+uWjz3yf/1goL6fkXzsLF3gF88cUXPProo8yfP5/4+Hjmzp3LuHHjOHjwIKGhoee137hxIzfeeCOzZs1i0qRJfPbZZ0yZMoUdO3bQq1cvAF599VXefPNNFi5cSFxcHM888wzjxo1j//79uLuf7XF84YUXuPPOO23f+/j4NP8Gi0YrqChgX84+9uft52ThSU4VneJ08WkKTYWUVJbUaOtucCfII4hI70g6+nekV3AvBoYNJNI70k7Rn29T+ib+vvbvnKk4g4+bD48MfIQpnabgqne1tfF09eTaTtcyocME3tr5Fh/t/Yh3d72LQWfg7r532zH6Rqos0x5b8YjDK/dnUmIyc9CrO+3NWZC6FTqNtXdYLWJg+0D+PDSGTzalMPPbPax4aNTZslEhhBB2ZU38dejwN/rX2uZAupb8dws/55y2onomF2MbPM/V6aD7NZD4FhxcDj2uuWDz/tXJ/65T+SilJPkXTsfuyf+cOXO48847ue222wCYP38+P/zwAx999BFPPvnkee3//e9/M378eGbMmAHAiy++yMqVK3nrrbeYP38+Sinmzp3L008/zbXXaqU+//3vfwkLC2PJkiVMmzbNti4fHx/Cw53/fl5HZTKb2Ja5jXWp6/gt7TdOFJ6o93vLzeWkFaeRVpzGloyzlSSd/DuR0D6BazteS5SPfQZysygL/9nzH95KeguLstAtsBtzRs8h2qfu6eRc9a48MvARgtyDeG3ba7yV9BZxfnFcFXtVC0beBKxl/66tt+x/2e50AFxiBsPxtVry34Y8Mb4bq5KzOJlbyv/9coh/TOhu75CEEEJwtvTcz+iHQX/+hVmlFMkZhQB0j/A9+4K17L8tJv8AXa/Wkv9DP4HFDLXsO1vTcB/cXPQUlldxPKdEyv6F07Fr8m8ymdi+fTszZ860LdPr9SQkJJCYmFjrexITE3n00UdrLBs3bhxLliwB4Pjx42RkZJCQkGB73c/Pj/j4eBITE2sk/7Nnz+bFF18kJiaGm266iUceeQQXl9p3SUVFBRUVFbbvCwsLG7y9rV2xqZjfTv/Gvtx95JfnY1ZmvF29ifKJooNfB3qH9MbXzffiK7oEOWU5rE9dz9rUtSSeTqS0qub9WVHeUfQO7k0H/w5E+0QT5RNFoDEQT1dPvFy9sCgLZVVllFaVkl2aTWpxKsm5yezJ2cPenL0cyT/CkfwjzN81n5GRI7mrz130D+3frNt0rkJTIU9teIo1p9YAMKXTFJ6Kfwr3et4Df0vPW8gozeB/+//H8xufp1dwL9p5t2u+gJuateffxcO+cdShsLyStQezAejQfwwcf11L/i0W0LeKu6SanY+7Ky/9oRe3f7yND9cfY2LvCFsZpBBCCPux3e9fR8l/ZmEF+aWVGPS6mvf8V1Sfs7bV5D96KLj7Q1kenNoC7YfV2dTVoKdXO192pOSzKzWfvh0k+RfOxa7Jf05ODmazmbCwsBrLw8LCOHDgQK3vycjIqLV9RkaG7XXrsrraADz44IMMGDCAwMBANm7cyMyZM0lPT2fOnDm1fu6sWbP45z//2bANdBDFpmLm75rPl4e+pKyq7IJtO/p1pF9oPwaEDaB/aH+ivKPQ6XSN/myzxcy+3H38dvo31p1ax97cvTVeD/YIZlTUKEZFjmJA2IA6D3jn8nT1JIggon2iGRA2gGs6aiVeBRUFrE9bz3dHvmNT+iY2pG1gQ9oGhoQP4Z6+9zA4fHCjt6M+DuYd5JE1j3Cq6BRuejf+Ef8PpnaZ2uD1PDrwUXZl72J39m6e3fgsH1z5wSX9H7QoW9l/6+z5/2V/JiazhU6h3rTvMQS+c4fyAsg9DCFd7R1ei7miWxjX9mvH0qTTPPHNbr67fyRuLm3j4ocQQrRW1tLzugb7S07XkvwOwV64u57Tu20t+3dro8m/wQU6XwV7voRDP14w+Qftvv8dKfnsOlXAFT20KtGiyiIqzZW4Glwv+F4hWju7l/3by7nVA3369MHNzY27776bWbNmYTQaz2s/c+bMGu8pLCwkOrruMm1HsT93Pw+tfoiMEu3CSHvf9gyNGEqYZxh6nZ5CUyGnik5xIO8Ap4pOcbTgKEcLjvLN4W8ACPEIYUDYAPoE96Gjf0c6+nckzDOszmS0oKKA5LxkDuQeYHfObjanb6bQVLOKomdQTy6PupxRUaPoHtQdva5pkg4/ox+TOkxiUodJnCo8xX/2/oelR5eyJWMLWzK2cFnkZTw88GG6BHRpks8713dHv+PFxBcpN5fTzqsdc0bPoWdwz0aty0XvwqyRs7juu+vYnL6ZH4//yIQOE5o44mZS1brv+f+huuR/Up8IdC5uENEXTm2G00ltKvkHeHZSD9YfzuFARhHz1x7lwbGd7R2SEEK0adbe57o6Qmot+Ye2fc+/VdfxWvJ/8Ee48oULNu1XXe2281Q+Pm7dMegMmJWZvPI8wrzCLvheIVo7uyb/wcHBGAwGMjMzayzPzMys81788PDwC7a3PmZmZhIREVGjTb9+/eqMJT4+nqqqKk6cOEHXruef5BuNxlovCjiyHZk7uOeXeyirKiPKO4qZ8TO5LPKyOhP33LJcdmXvIik7iR2ZO9iXu4/ssmx+OvETP534ydbOTe+Gn9EPXzdfPF09qbJUUVZVRnZZ9nkD8wH4uPowJGIIo6JGcVnkZYR4hjTbNltF+0bz/PDnuafvPXy450O+OfQN69PWsyFtA9d2upb7+t1HuNeljwdRWlnKq1tftV0sGRE5gtkjZ+Pv7n9J643xjeGO3nfwdtLbzN0xl4T2Cbi14hH0bSpb71R/BaWVrDuslfxP7F39tyO8j5b8Z+yGvjfYMbqWF+Rt5LnJPXhoURLzfj3M1b3C6RzWhk8chRDCzqw9/0HuQbW+bhvsL+J3f6sl+YdOCaB3gZxDkHsUgjrW2dSa/CefLqTSrPA3+pNbnsuZijOS/AuHZ9c6Tjc3NwYOHMiqVatsyywWC6tWrWLYsNpLcoYNG1ajPcDKlStt7ePi4ggPD6/RprCwkM2bN9e5ToCkpCT0en2tMww4o2P5x7hv1X2UVZURHxHPF5O/YFTUqAuWjwd5BHFFzBU8OvBRPpnwCYk3JrJg3AIe6P8ACTEJdPDrgIvOBZPFRHZZNkcLjrInZw/JecmcKDxhS/yjvKO4sv2VPND/AT6Z8Anrpq1j7pi5XNf5uhZJ/M8V7hXO00OfZsmUJVzV/ioUiiVHljBp8STmbp97XlVCQ+zL3ce0H6bxzeFv0KHj3r738s7Ydy458be6teethHiEkF6SzuLDi5tknc3OVvbf+u75/3l/BpVmRdcwn7NJbkQf7TF9l/0Cs6Nr+rZjbLdQKs2KGV/vxmxx0CkmhRDCCViT/0CPwFpft5b9n9/z38YH/ANw94P2I7TnB3+8YNOYQE8CPF0xmS0cSC+yVVrIiP/CGdi97P/RRx9l+vTpDBo0iCFDhjB37lxKSkpso//fcsstREZGMmvWLAAeeughLr/8ct544w0mTpzIokWL2LZtG++//z4AOp2Ohx9+mH/961907tzZNtVfu3btmDJlCqANGrh582bGjBmDj48PiYmJPPLII/z5z38mIODi95Q7utLKUh5e8zDFlcUMCB3AvCvm4dGIAdjcXdwZFD6IQeGDbMsqLZVklWZRWFFIoamQ0spSXPQuuLu4E+wRTJhnGJ6tsOS7vW973hj9Bruzd/PGtjfYkbWD/+z9D18f/pq7+9zNDV1vqHfPekFFAW/tfIsvD32JRVkI8Qhh1mWziI+Ib9KY3V3cuaP3HczaMov397zPlM5TMBpaeXVKVetN/n/Yc7bk3ya8OvnP2A1KaVMGtSE6nY5//aEXm+esI+lUPh9vPMFfR8bZOywhhGiTbMm/+/nJf3mlmWM5WidL93Ap+69V1wnaLD4Hf4Th99fZTKfT0TfanzUHs9mVmk+QexBHOCKD/gmnYPfk/4YbbiA7O5tnn32WjIwM+vXrx4oVK2wD9qWkpKA/Z5Tt4cOH89lnn/H000/zj3/8g86dO7NkyRJ69epla/P3v/+dkpIS7rrrLvLz8xk5ciQrVqzA3V0rNTYajSxatIjnn3+eiooK4uLieOSRR86bRcBZvbnzTY4XHCfUM5Q5o+c0KvGvi6velUjvSCK9I5tsnS2pT0gfPh7/MWtT1/J/2/+PYwXHeHXrqyzct5ApnaYwqcMk2vu2P69CQinFoTOHWHJkCd8c/sY2cOLVcVczc8jMeg1U2Bh/7PJHFuxbQEZJBl8f+pqbu9/cLJ/TJCxmMJu0561stP8zJSY2HM4BYMK5yX9od61MsLwA8lMgoL2dIrSfCD8PZk7oxlOL9/L6Twe5snsYMUGt7wKeEEI4uwsl/0eyijFbFP6eroT5ntMRYLGASZJ/QLvvf8UTkJKoHdfd/eps2jdKS/6TUvIJCJeef+E87J78A9x///3cf3/tV+DWrFlz3rLrr7+e66+/vs716XQ6XnjhBV54ofYBPQYMGMCmTZsaFauj25uzl8+SPwPgxeEvEuRR+31jbZlOp2N09GhGRo5k6ZGlvJ30Npmlmby3+z3e2/0eoR6h9AjqQYB7AAa9gazSLA7kHSCrNMu2jq4BXfn74L8zJGJIs8bqZnDjrj538ULiCyzYu4Abut6Ai75V/Fqfr6r87PNWNtr/z/szqLIoukf40jHknOmRXIzaBYCMPVrvfxtM/gFuHBzDd0mn2Xw8j5mLd/PJX+MdZ4YJIYRwEhdK/m0l/+G+Nf8+m4rPPm/ryX9ALAR2hLyjcHwddJ9cZ1Prff9JqfkkxMp0f8J5yNxNbYhSile3vopCManDJIZHDrd3SK2ai96FqV2m8uPUH3lt1GsMbzccF70LWWVZrEldw+Iji/n60NesS11HVmkW7gZ3RkeN5r2E9/hq8lfNnvhbXdPxGgLdA8kszWTNqTUt8pmNUnnONJKtrOd/2e5aSv6twvtqj+m7WzCi1kWv1zF7ah+MLnp+O5LLV9tS7R2SEEK0ORdO/usY7M+a/OtdWuVguy2u01jt8ciqCzbrE6VVBRzLLsHL4A9Iz79wDq20i1A0hzWn1rAzayceLh48POBhe4fjMIwGI+PjxjM+bjzlVeXsydnD8YLj5FfkU2WpItQzlCifKPqF9MPdDgdWo8HIdZ2v48M9H7LowCIS2ie0eAz1Yk3+DUbQt57rjrnFFWw8mgvUkfxH9IEktJ7/Niwu2ItHr+zCrB8P8OIP+7m8awhhvnIiKYQQLaHSUklBRQFQe/K/Jy0fgJ7tflfKfu79/lKxBR3Hwpb34eiqC47lE+RtJCbQk5S8UorLtNsoJPkXzkCS/zZCKcW7u94F4KZuN8lUJY3k7uLO4PDBDA4fbO9QavhTlz/x0d6P2JyxmaP5R+noX/cUNnZjLftvZSX/P+3LxGxR9I70o32Q1/kNrIP+teGef6u/joxj2e509qQV8Px3+3j3zwPtHZIQQrQJ+eX5AOh1evyMNRP8SrOFPWnahQFrubqNDPZXU+xI0Ltq4/jkHbvglH99o/1JySslt8AVkLJ/4RxaT/ebaFYbT28kOS8ZDxcPpvecbu9wRBOL8I5gdNRoAD4/8Ll9g6lLZan22OpK/k8DMLG2Xn+A8F6ADopOQ0lOywXWCrkY9LwytQ8GvY4f92aw+kDWxd8khBDikll7nQOMAeh1NU/fD2UWUV5pwcfdhQ7Bv7uIXVE9ZbHxdzMAtFVGb4gZqj2/SOl/3+rS/9RcbX+fqZDkXzg+Sf7bCGtCeF3n65pt5HlhX9O6TQNg+bHlVJgr7BxNLSqtPf+tJ/nPLqpg0zGt5H9i7zqSf6MPBHbQnqfvaqHIWq8e7Xy5fUQsAM8s3UuZyWzfgIQQog3ILdeOVYEe55f87zql9fr3jfJHr/9dGbu159/NG1Gt4xXa49FfL9isf4w/AEfStX0qZf/CGUjy3wakFqWyLnUdADd0vcHO0YjmEh8RT7hXOEWVRaw9tdbe4ZyvevrD1pT8r9iXgUVppX3RgReYvi6iuvS/jd/3b/VwQhfa+bmTeqaMN389bO9whBDC6V1osL+kU1qP9Hkl/wAV1QP+Sdn/WdZB/06shypTnc16tvPDRa8jr0gr+y8yFVFprmyJCIVoNpL8twFfHvwShWJ4u+HE+cXZOxzRTPQ6PRPjJgKw7NgyO0dTC+uAf61otOFlu7SS/0l19fpbyX3/NXgZXXj+mp4AfLDuGIcyi+wckRBCOLe8srqTf1vPf63Jv9zzf56w3uAVos2EcGpznc3cXQ3a7AlmD/RI6b9wDpL8O7nyqnK+PfItANO6TrNzNKK5TeowCYD1aettgwO1GpWtq+c/q7CcLSe0k6kJdd3vbyU9/+e5qmc4Cd3DqLIonlq8B4tF2Tsk0Qa8/fbbxMbG4u7uTnx8PFu2bKmz7b59+5g6dSqxsbHodDrmzp3bcoEK0cSsSefvk//iiioOZWkJft9ov/PeJ8l/LfR66DBGe36R0n+tmkKPq07bfzLon3B0kvw7uV9TfqWgooB2Xu0YFTXK3uGIZtYpoBPdArtRZanipxM/2Tucmqpa1z3/P+7NQCkYEONPpP9FYrL2/OceBVNJ8wfnIP55bU88XA1sPXGGr7en2jsc4eS++OILHn30UZ577jl27NhB3759GTduHFlZtQ88WVpaSocOHZg9ezbh4eEtHK0QTauusv89qQUoBZH+HoT61FJZZxvwT5L/Gqyl/0cvNuifv/bErA2kaB17QQhHJcm/k/vh+A8ATO44GYPeYOdoREuw9v63utL/Vlb2f3aU/3YXb+wdCt7hgILM/c0bmAOJ9PfgkSs7A/Dyj8nkFrfCgSaF05gzZw533nknt912Gz169GD+/Pl4enry0Ucf1dp+8ODBvPbaa0ybNg2j0djC0QrRtOoq+9+Vmg/U0esPWmk7SPL/e9ZB/9J3QXF2nc2sg/6VlWudBNLzLxydJP9O7Ez5GTambQRgQocJdo5GtJSr464GICk7icySTDtHc45WVPafUVDO1hPaAXxC73r2CIb3qn6zlP6f67YRcXQL9yG/tJJZPx6wdzjCSZlMJrZv305CQoJtmV6vJyEhgcTExCb7nIqKCgoLC2t8CdEa1NXzvzNFO5bZeqh/T8r+a+cdCuG9tefH1tTZrEOwNz5GF8xVWs+/JP/C0Uny78R+PvEzVaqK7oHd6eDXwd7hiBYS6hlKv5B+AKxKuXA5W4tqRaP9L9+TDsDg2AAi/OoZj/UkIWNPM0XlmFwNel76Q290Ovh6e6pt6kQhmlJOTg5ms5mwsLAay8PCwsjIyGiyz5k1axZ+fn62r+jo6CZbtxCXwjbV3znJv8Wi2HRMuygwJO78gQABSf4vxDblX93nSnq9jj7Rfqjq5F+m+xOOTpJ/J7b8+HIAJnaYaOdIREtLaK/1jv2S8oudIzlHZfU9/y72T/5tJf8XG+X/XJL812lg+wBuHBIDwFOL92Cqstg5IiEaZ+bMmRQUFNi+Tp06Ze+QhADOJp1B7kG2ZfvTCykoq8Tb6ELvyDrK/iX5r1tH633/v4Kqe9DavlH+KLMk/8I5SPLvpE4Xn2ZH1g506BgfO97e4YgWNjZGO6Btz9zeeg5UtrJ/+97zn5Zfxo6UfHQ6uLpByX/1oH9Z+8Fibp7gHNgT47oR7O3G0ewS3l931N7hCCcTHByMwWAgM7PmrUyZmZlNOpif0WjE19e3xpcQ9lZaWUpZdfVcoMfZHn5rpdXg2ABcDHWc0pfLgH91ihkKrp5QnAmZ++ps1i/aH1XlDUjZv3B8kvw7qZUnVwIwMGwgYV5hF2ktnE2UTxTdA7tjURZWp6y2dzga66BDbt52DWP5bmvJfyBhvg24EBHYQTtJqCyFvGPNFJ3j8vN05emJPQCY9+sRTubKrAii6bi5uTFw4EBWrTpbnmuxWFi1ahXDhg2zY2RCND/rNH9uejc8XTxtyxOPasn/8I7Bdb/ZOu2ve0Bzhee4XIwQO1J7foEp//pFn+35zylrJR0qQjSSJP9O6tcU7Y+YtfxbtD1Xtr8SgJUpK+0cSbXKUu3RzcuuYSzdlQbANX3rMcr/ufQGCOupPZdB/2p1bb92jOgUREWVhWeW7kNdoIxSiIZ69NFH+eCDD1i4cCHJycnce++9lJSUcNtttwFwyy23MHPmTFt7k8lEUlISSUlJmEwm0tLSSEpK4siRI/baBCEaxTbSv0cgOp0OgCqzhc3HteXDOgbV+V7K8rVHD/9mjNCB2e77rzv5D/V1t421kFki49oIxybJvxPKLcslKTsJgCuir7BvMMJurBd+tqRvoaSyFfTCmqpjcPW8cLtmdCy7mL1phbjodUxoSMm/VZh1xH+57782Op2OF6/thZtBz7pD2fxQPbCiEE3hhhtu4PXXX+fZZ5+lX79+JCUlsWLFCtsggCkpKaSnn/2ZO336NP3796d///6kp6fz+uuv079/f+644w57bYIQjWLt+T93sL+9pwsprqjC192F7hF13J5irgRT9T3/7v7NHKWDsib/JzeCqbTOZt1DtXOG/Arp+ReOTZJ/J7QudR0WZaF7YHcivBuR4AinEOcXR4xPDJWWSjad3mTvcM4m/3Ys+/9ulzbQ38jOwQR6uTV8BTLo30V1CPHm3tEdAfjn9/spLK+0c0TCmdx///2cPHmSiooKNm/eTHx8vO21NWvW8PHHH9u+j42NRSl13teaNWtaPnAhLkFOWQ5QM/nfeFRbNrRDEAa9rvY3lhecfe5ex4CAbV1wF/CNAnMFpGyss9nAKG3mjwpLCZUWOa4JxyXJvxOylvxfESO9/m3dqKhRAKxNXWvnSDgn+bdP2b9Siu+StOS/wSX/VtZB/zL2NlFUzune0R2JC/Yiu6iCN346aO9whBDCoWWXZgMQ4hFiW7bxiFZ+Xq+Sf6MvGFyaKzzHptNBxzHa86N1j5E0LC4apbSLLGfKZNA/4bgk+XcypZWlbDytXbmU5F9Yk//1aeuxKDtPv2ZL/u1T9r/vdCHHckowuui5qmcjRwcP6wHooDgDirOaND5n4u5q4MVrtVsk/rvpJLtO5ds3ICGEcGDZZVryH+yhDexXXFHFlur7/S/rHFLn+84O9uffjNE5AWvp/5FVdTbpE+UP1YP+7clIa4GghGgekvw7mcTTiZgsJqK8o+js39ne4Qg7GxQ2CE8XT3LKckjOTbZvMJX2Lfu3lvwndA/D29jIHhA3LwjqpD2X0v8LGtk5mCn92qEU/GPxHqrMdr74JIQQDspa9h/iqSX6Gw5nYzJbiA3ypGPIBarprD3UMtjfhXUYDeggOxkKT9faxOhiwKjXxlbYdupUy8UmRBOT5N/JrE9bD8Do6NG2EWFF2+VqcGVE5AigFZT+27Hs32JRfF+d/E9ubMm/ldz3X29PTeyBr7sL+04X8t/Ek/YORwghHJIt+a8u+1+VrFWeje0eduFzPRnpv348A6Fdf+35kV/qbBZg1MZc2JOR2hJRCdEsJPl3IkopW/I/MnKknaMRrcVlkZcBrSj5t8No/5uO5ZJeUI6Puwuju16gRLI+wmXE//oK8THyxNXdAHjj54OkF5TZOSIhhHA81uQ/2COYSrOFX5IzARjbPfTCb5Sy//rrMk57PLiiziZRPtrMIkfzaq8OEMIRSPLvRA6dOURWaRbuBncGhQ+ydziilbgsSkv+9+futw0a1OIsZqgq157boez/q+3aVfrJfdvh7mq4tJXZBv2T5L8+bhwcQ/8Yf0pMZl74fr+9wxFCCIeilLIdu4M9gkk8msuZ0kqCvd0YEht44Tfbyv4DmjlKJ9D1au3x2GqoLK+1SZfgKADyKnLILzW1VGRCNClJ/p3IhrQNAAwOH4zRYLRzNKK1CPYIpnewVqpurQxpcdZef2jxsv/C8kqWV883f/3AqEtfobXsP/cwVEpP9sXo9TpemtIbg17Hj3szWH/YTheghBDCARWaCjFZtEQzxDOEH3Zrx7PxvcJxMVzkNF7K/usvvA/4RkJlKRxfV2uT9v7a9Nk6l0J2pMiI/8IxSfLvRKzJv7WnVwgr68/E2lN2Kv23Jv86Pbi07IWpZbvSqaiy0DnUm37R/pe+Qu8w8AoBZYFM6cmujx7tfPnL0PYAvPRDMmaLsnNEQgjhGKwl/z5uPiiLC8v3asn/hN4RF3+zlP3Xn053tvT/0I+1NrGOuaBzKWTbCUn+hWOS5N9JFJmKSMpKAuR+f3G+y6MuByAxPRGT2Q6lapWl2qObt3aAbUFfbtNG5b1+UFTTDIKp00FEP+152vZLX18b8dDYzvh5uHIgo8j2fyKEEOLCrNP8hXiE8NO+DIrKq4j092BoXNDF3yxl/w3Tpbr0/9BPoM6/SB3qqY2xoHcpZHP1VItCOBpJ/p3EpvRNVKkqYn1jifaJtnc4opXpFtiNYI9gyqrK2J5ph4TVVKw9tnDJ/+HMIpJO5WPQ6/hD/yYo+beKHqI9pm5punU6uQAvNx4cq00/+sbPBykqr7RzREII0fpZ7/cP8Qjh6+rxa6YOjEKvr8fFbCn7b5i4UdqgxIVpkLH7vJetyb/OpZBdp85QUlHV0hEKcckk+XcS1pJ/6fUXtdHr9LafDevPSouy00j/1oH+xnQNJcSnCW83iKoeUDN1a9Otsw34y9D2xAV7kVNs4t01R+0djhBCtHrWsn+j3p/1h3PQ6Rowfo2151/K/uvH1R06jNGeHzy/9D/YIxgAnd5Mla6EbSel9F84Hkn+nYBSSpJ/cVHWKf/sMuifyVr233I9/xVVZr6pTv6vH9SEvf4AkQMBHZw5AcUygF19ubnomVk99d+HG45zKq/UzhEJIUTrZi37P53rCsDYbmFEB9bzQrr1nn/p+a+/ruO1x4PLz3vJzeBGgFG7hULvUkTi0dyWjEyIJiHJvxOQKf5EfQxtNxSDzsDxguOcKmrhe67tUPa/bFc6uSUmIvzcGdvtInMhN5S7H4RoSaz0/jfMlT3CGNYhCFOVhVdWHLB3OEII0arllGo9/wfTtO9vGxFb/zfbyv7lnv9663K1Njhx+i7IO3beyyGe1kH/Cth0TJJ/4Xgk+XcC1l7/IRFDZIo/USdfN1/6hfYD7FD6by37b6HkXynFxxtPAPDnoe0vPh1SY0jpf6PodDqentQdnQ6W7U6X6ZKEEOICMkszATCV+9Anyo/hHesx0B9oc9VXVU9HK2X/9ecdot37D7D32/NePve+/z1pBRTLff/CwUjy7wSsZdxS8i8uxlb6n9rCpf8t3PO/I+UMe9IKcHPRc+OQmOb5kKjB2qMk/w3Ws50ffxyg3Yoxe/kBVC2jKgshhIC0Ym1qP0uVPw9e0bn+s9aUVY9GrzOA0beZonNSvaZqj/sWn/eSNfkP8C3HbFFslVH/hYOR5N/ByRR/oiEui9KS/60ZWymvKm+5Dy4v1B7d/Vrk4xb8dgKAKf3aEejl1jwfYk3+03ZAlR2mT3Rwj17VBaOLni0n8liVnGXvcIQQotUxW8xklWp/H3uERjO2ewNuYSupHo/GKxj0crrfIN0mgd4VMvdC5r4aL4V4aGX/of7aOVSilP4LByN/DRzcpvRNmJVZpvgT9dLZvzNhnmGUm8vZlrmt5T64okB7bIHeh/SCMn7cmwHA9OGxzfdBId3AMxgqS2TKv0aI8PPgthFxALyy4gBmi/T+CyHEuVYfOYrCjFI6nh0/tP69/nB2MFqvJh7zpi3wDIQu47TnOz+t8VK4VzgAHh5FAKw7JIP+Csciyb+Dk1H+RUPodDrbz0qLlv63YM//fxNPYrYohsQF0rNdM36eXg8dr9CeH1nVfJ/jxO69vCN+Hq4cziq2zcwghBACyivNvLgiEQAPfQBD4kIatoJze/5Fw/X/i/a4e1GN6r4IrwgATLpcdDo4kFFEekGZPSIUolEk+XdgSilbAmct5xbiYqw/Ky065V95y/T8nykx8d/qgf7uGBnXrJ8FnE3+j0ry3xh+nq7cP6YTAHNWHqLMZLZzREII0TrMWp5MWpF2v3/HgEZMV1tSfTuVt/T8N0qnBPAOh9JcOPiDbXGEt5b8Z5dl0j/aH4A1B6X3XzgOSf4d2MEzB8kuy8bDxYNBYTLFn6ifoRFDcdG7cKroFCcLT7bMh1a0TM//fzYcp8RkpkeEL1f2CGvWzwLOJv/pu6Akp/k/zwn9ZVh7Iv09yCgsZ8HG4/YORwgh7G5VciYLE0+ic80HIMo3ouErsfX8N7BiQGgMLtD/z9rzze/ZFod7amX/xZXFDOusDWK8+oCMWyMchyT/Dsxa8h8fHo+boZkGNRNOx8vVi4FhA4EWLP23lf03X89/fqnJNr3fQwkNGBH5UviEQVhv7fnR1c3/eU7I3dXAY1d1AeDdNUc5UyKDJwoh2q6MgnJmfL0bgD7ttWVhno24mF0syf8lG3yHNvBfSqI2uC/g6epJgDEAgO5R2jR/vx3JoaJKKteEY5Dk34FJyb9oLNuUfy1V+m/t+W/Gsv//bDhOcUUV3SN8uaolev2tOlnv+1/Zcp/pZKb0i6R7hC9F5VW8tfqIvcMRQgi7qDJbePDzneSVmOjZzpfo0Arg7CBzDSJl/5fONwJ6Xac93zjPttha+u/pWUSwt5ESk5ltJ87YI0IhGkySfwdVUFFAUnYSIIP9iYazJv9bM7ZSWlna/B/YzD3/+aUm2/R+D43t1DK9/lZdxmuPB3+EqoqW+1wnotfrePLqbgD8L/Ekp/Ja4GdSCCFambm/HGbLiTy8jS68ddMAsqun+Wtc8i89/01i2P3a477FkJUMnB30L6M0ndFdtf37q5T+Cwchyb+DSkxPxKIsdPTrSDvvdvYORziYOL84Ir0jqbRUsjVja/N/oHXAv2a65///Vh6iuKKKbuE+XNWjESdJlyJ6KPi006objvzSsp/tREZ1DmZEpyBMZgtv/HzQ3uEIIUSLWncom7fXaJVPs67rTVywFxkl2rS11vvMG0TK/ptGRB/oPhlQsGaWtqg6+U8vSeeKblplxc/7M1BKpqwVrZ8k/w5KSv7Fpagx5V9zl/6bK6GqehqcZij7T04v5H+btIELn53UA72+BXv9QZvyz1oWuOO/LfvZTkSn0/Hk+O4ALEk6zd60AjtHJIQQLSOnuIJHvkhCKbgpPobJfdtRaa4kp1wbSNZaZl5vFguUVg9CK8n/pRv9D0AH+5fCyURbp9vp4tOM7hqCu6ueU3ll7E0rtG+cQtSDJP8OyKIstsH+pORfNJbtvv/U9c17tbr8nINhEyf/Sime+24fFgUTeoczvJOd5jMeeKv2eOgnyDtmnxicQO8oPyb31U6qXllxwM7RCCFEy3j+u33klpjoFu7Ds5N6AJBWnIZFWfBw8SDIPahhKyzPB4s2GJ0k/00grAcMuEV7vnwGER5ab39GSQaebi6M7aaNM7Rsz2l7RShEvUny74CSc5PJK8/D08WTAaED7B2OcFCDwwdjNBg5XXKaw/mHm++DKqp7cF29tKlzmtD3u9PZcjwPd1c9T03s0aTrbpDgztqcwCjY8oH94nACM67qiqtBx/rDOWw4LNMnCiGc28/7Mli2Ox2DXsfr1/fF3dUAwKmiUwBEekc2fBwb6/3+7v7gIrNBNYmxz2n7M3MPEUfXAtoFGoCJfbTKjB92p0vpv2j1JPl3QOtS1wHafO2uBlc7RyMclaerJ8MihgHwa8qvzfdBzXS/f0FpJS/9sB+Av43uRKS/R5Ouv8Hi79Ued34CFUX2jcWBxQR5cnO8Nr/VrB+TsVjkREoI4ZwKyyt5ZuleAO68rAO9Is8eJ63Jf7RPdMNXXFw9+Jz0+jcdryAYr93zH7VJu8ifW55LaWUpY7qG4uFqIPVMGbtT5ZY10bpJ8u+Afj2lJWpjYsbYORLh6K6I0aapa97kv3lG+n/++31kFlYQF+zFXaM6NOm6G6XjFRDUSRv4L/Ede0fj0B64ohPeRhf2nS7k+91SRimEcE5vrz5iO449nNC5xmuXlPzLNH/No++N0G0SflUm/C3aopSiFDzcDIztru3r5XvS7RigEBcnyb+DOV18mgN5B9Dr9Fwedbm9wxEO7vLoy9Hr9CTnJZNe3EwHrLI87dEjsMlW+f2u0yzemYZeB2/86WyZpF3p9TDmH9rz3/4NRRn2jceBBXkbuedy7YLOaz8dpKLKbOeIhBCiaZ3KK2XBhhMAPDOp+3nHsdTiVKCRyX+BVo6Or8wG1aR0OrhmHgR2IMakTe178sxRACZVl/4vSUqjymyxW4hCXIwk/w5m9anVAAwIHUCAe4CdoxGOLtA9kH4h/YCzP1tNrqT6vm3Ppkn+j2UX8+Q3uwGt3H9ATCv6Peh5HUQOgsoS+PVf9o7God0+Mo5QHyOpZ8r4X+JJe4cjhBBN6pUVBzCZLYzoFMSYruf30KcWXUryr1UN4NeI94oL8wyEGxfR3qKNw5CybT4oxZhuoQR4upJZWMHaQ9l2DlKIukny72Cs5dljoqXkXzQNW+n/qWYq/S/N1R69Ln0k/oLSSu787zZKTGbi4wLPK5O0O50Oxr2sPd/5CaRssm88DszTzYVHruwCwL9/OUxWUbmdIxJCiKaxM+UMy3ano9PBUxN6nDegn1Lq0pL/fGvyH3WpoYrahHQlpus1AJzM3gsrn8Fo0DN1gLa/P99yyp7RCXFBkvw7kPzyfLZnbgfkfn/RdK6I1pL/bRnbyC/Pb/oPsCb/npeW/JdXmrn30+0czS4hws+deTf2x8XQCv+ExcRDv5sBBUvvh0pJWhvrT4Oi6RPlR1FFFS//kGzvcIQQokn83y/aDDtTB0TRo9354+Fkl2VTbi7HoDMQ4R3R8A8o0C4c4B9zKWGKC2gfp507pbi6wMZ5sPolpg3RLtSsPphFZqEc+0Xr1ArPnEVd1qWtw6zMdAno0rgrwULUIto3mu6B3TErM7+k/NL0H2Ar+2/gPMXnMFVZuP+zHWw8mounm4H/TB9MqK97EwXYDMa9BN5hkHsYVr9k72gclkGv419TeqHTwZKk0yQezbV3SEIIcUm2nzzDukPZuOh1PHhF7dVr1sH+wr3CcdU3YlanghTtUXr+m017X21WmpNe1bcernuNTnvfZFCMP2aL4qtt0vsvWidJ/h3IiuMrABgbM9bOkQhnMz5uPAA/Hv+x6Vd+iWX/paYq7vzvNn5JzsLooufD6YNq7SlpVTwCYNL/ac83vgmHm+GiShvRJ8qfm+O13qtnlu7FVCUDKQkhHNfcXw4BWq9/TJBnrW2OFRwDINY3tuEfUF54dopduee/2ViT/zxzGcVjn9EWrnuVWV6fosPC51tOUSkD/4lWSJJ/B5Ffnk/i6UQAro672s7RCGczLnYcAFsztpJd2sQD1djK/hs+4N/xnBL++G4iaw9l4+Fq4INbBjG846WPHdAiuk2EwXdozxffBYUy/U9jzbiqG0FebhzJKuadNUfsHY4QQjTK9pN5rD+cg4tex/1XdKqz3dF8bQT5Tv51t6mTteTfIwCM3o0JU9SDl6sXQe5aRePJ7lfDhNcB6Hz8U97yeJ+s/CJ+2C3HfdH6SPLvIH4++TNVqorugd2J84uzdzjCyUR6R9I3pC8Kxc8nf27alTfynv/vd51m0pvr2Z9eSJCXG5/cEc+oLiFNG1tzu+olCO+t7YNv7gBzlb0jckh+nq48d01PAN769Qh7UgvsHJEQQjTc3Op7/f84MIrowNp7/QGOnNEucnYKaEzyL4P9tZSO/h0BOJx/GIbcCdd9ADoDE9U6PnF7mc9X70ApZecohahJkn8HYS3Hll5/0VysP1vLjy9vupUq1eB7/o9kFXPHwm088PlOSkxmhsQFsvyhyxjYvhVN6Vdfru5w/UJw84aTG2D549o+EQ02uU8EE3tHUGVRPPJlEuWVZnuHJIQQ9XZur/99Yy6c1B/Jr07+G9Xzb03+ZbC/5tYlQJuR5tAZ7VYO+vwJbvoS5eZDvP4AbxQ8zPZNa+wXoBC1kOTfAWSUZNhG+R8fO97O0QhndVX7q9ChY3f2blIKU5pmpRWFYKnUnl8k+c8qKucfi/cwbu46fknOxKDXcd+Yjnx2RzxhrXlwv4sJ6gh/mA/oYPsCWPeavSNySDqdjhen9CLY28iRrGJe/+mgvUMSQoh6+7+V9ev1P1N+htxyrWKug1+Hhn+QTPPXYmzJf96hsws7J6C7cxW5xiiidDn0++mPsP4NqfwTrYYk/w5gxfEVKBQDQgc0bsoXIeohxDOE4ZHDAfjm8DdNs1Jrr7+rF7jVfrJTUlHF3F8OMfq1NXy2OQWzRZHQPYyfHr6MGeO6tc7p/Bqq+2S4+lXt+eqX4Jd/SgVAIwR6ufHK1N4AfLjhOL8eyLRzREIIcXFbjuex4UgOrob69/pHekfi6Vr3RYI6nTmhPco0f82uS6CW/B88c7BmeX9IV0y3reQXyyBcqIJVL8CC8XB6p50iFeIsJzirdm5KKVsiNqnjJDtHI5zdHzv/EYClR5ZSae2xvxTWgYd82533UpXZwmebUxj9+hrm/nKYUpOZvtH+fHHXUD6cPohOoT6X/vmtSfxdMPY57fmGOdoYABVF9o3JAY3tHsYtw7RRlh9elMSJnBI7RySEEBf2fyu1nuHrB0VfsNcfzib/nf1rnwbworIPaI8hXRv3flFvnfw7odfpya/IJ7us5mDJEeHt2DjoTR4z3UMJnpC6Fd4fDd/eBflNVF0pRCNI8t/Kbc3YyonCE3i5ejEhboK9wxFO7vLoywlyDyK3PJe1p9Ze+goL07TH35UfrjuUzfh/r+cfi/eQXVRBTKAnb93UnyV/G058h/qNDeCQLnsUJr8JOgPs/RreuxzSd9k7Kofz9MQeDIjxp7C8ins+2U6pScophRCtU+LRXBKP5dar1x/O3j9uHUyuQapMkFs9I0pIt4a/XzSI0WC0Tcd4MO/8W9HuH9uZn12vIKH8FVKiJmsLd38Bbw6A7x+SiwDCLiT5b+W+PPQlABPjJuLl6mXnaISzc9W7cm2nawH4+vDXl77CAmvyHwlAekEZf/t0O7d8tIUjWcX4e7ry7KQerHx0FJP6tEOn0136Z7Z2A6fDrT+AbyTkHYUPE2DLB3IbQAO4ueh5988DCfY2ciCjiMe/2oXZIvtPCNG6KKX4v1+0ZP6GwdFE+ntc9D17svcA0Cu4V8M/MO8oWKrAzUfu+W8hXQO0CouDZ85P/gO93LhndEfSCeLGnNspu20VxF2ujYW0/WPtIsB3D8KZky0ctWjLJPlvxXLKcliVsgqA67teb+doRFsxtfNUADambeRU4alLW1mhVvavfCP5fEsKY99Yy/I9GRj0Om4fEcfaGWO4fWQcRhfDpYbtWNoPg3s2QNeJYDZpswB8fRuUF9o7MocR5uvOOzcPwNWgY/meDJ77bq9MqSSEaFUSj+ay5XgebgZ9vXr9SypLtGnjgD4hfRr+gVnJ2mNoN2gLF9Nbge5B3QHYnb271tdvHxFHpL8Hafll/N8+L5j+Hdz249mLADsWwrwB8N0DZ8drEKIZSfLfii0+vJgqSxV9gvvQLVDKt0TLiPGNYUTkCBSKhfsXXtrKqnv+F+6rYua3eyg1mRnYPoBlD4zk2ck98PNwbYKIHZRnIEz7FMa9DHoX2LdYqwKwjpMgLmpIXCBz/tQPnQ4+2ZRiu69WCCHszWxRvLRcS8ZvHBJNhN/Fe/335uzFoixEeEUQ6hna8A+1Jv9S8t9i+of2B2Bn1s5aL0B7uBl4cUpPAD5cf4y9aQXQfnj1RYAV0GG0Vq2x478wb5A2OKCptCU3QbQxkvy3UqWVpfxv//8AmNZtmp2jEW3NX3v9FdAuQOWU5TR6PaU52v1sq0674mbQ89SE7nx19zC6R/g2SZwOT6eDYfdpvQA+7SDnIPznqrMncOKiJvdtxwvXauWxb/56hLdXH5EKACGE3X2zI5V9pwvxMbrwwNj6Dd63K1sbA6ZvSN/GfWi2tee/e+PeLxqsZ1BP3A3u5Ffkc7zgeK1trugWxsQ+EVgUPPntbirNFu2F9sPglqVw+09nKwHWvwFvx8PBH1twK0RbIsl/K/X1oa85U3GGKO8oro672t7hiDZmUNgg+oT0wWQx8Wnypw1+v1KKBRuOYT6jJf9uAdEsuW8Ed47qgF4vpYjniR4Cf/0ZgrtqgyR+NB5ObbF3VA7jL0Pb8/hV2pRLr/10kH/9kIxFxgAQQthJcUUVr/2k3QP+4NjOBHsb6/U+a+l4o5P/LOtI/9Lz31JcDa70DtGmoN2etb3Ods9N7oGvuwt70wp5/effjQ8QM1S7CHDDp+AbBQUp8Pk0+PxGyL/E2y+F+B1J/luhCnMFH+/7GIA7et+Bi97FvgGJNken09l6/xcdWERBRUG931tqquLhL5J4a9kmfHRlWNAx72/X0qOd9PZfkH803L4CogZDeT7891o48ou9o3IY91/Rmacnar1d/9lwnMe/3oWpymLnqIQQbdGbqw6TXVRBbJAn04fH1us9VZYqdmZp88A3KvkvyYVcbbwAwhsxXoBotAGhAwDYkbmjzjahPu68MlX7f3lv7THWHqo5NSA6HXSfBPdvgREPa7cDHlyuVQFsfAvMMquNaBqS/LdCXx/6muyybMK9wrmm4zX2Dke0UaOjR9PJvxPFlcXM3zW/Xu85nlPCde9sZGnSaboZtPv9dQGxeHr5NGeozsMzULv63ykBKkvhs2mwpwlmXWgj7risA29c3xeDXse3O9K44f1EMgrK7R2WEKIN2X4yjw/WHwPg2ck9cHOp36l2UlYShaZC/Ix+9Ajq0fAPTtmoPQZ3Be+Qhr9fNNqAMC3535KxBYuq+6Lz1b0j+PPQGAAe/SKJU3m13Nvv5gVX/lMbFDhmGFSWwM9PwQej4dTW5ghftDGS/LcyuWW5vJP0DgB39LoDV0MbHhBN2JVep2fG4BmA1vt/LP/YBdv/vC+Da+Zt4EBGEcHeRl4aqf3s6uTew4Zx84Jpn0Ovqdr9f9/8FVa9CBazvSNzCFMHRvHh9EH4uruwMyWfSfPWs/Fo48etEEKI+io1VfHYl7tQCqYOiOKKbmH1fu+61HUAXBZ5GQZ9I2bAOfGb9hg7ouHvFZdkYNhAPF08ySrNYm/O3gu2fXpiD3pE+JJbYuK2j7dSUFpZe8PQ7nDrcrhmHrj7Q8Ye+E8CfPFnyD5/WkEh6kuS/1ZmzvY5FJoK6RbYjaldpto7HNHGDW83nNHRo6lSVby69dVaB1KrMlt4ZcUB7vrfdooqqhjUPoAfHhxJrFm735+Qri0ctRNwcYPrPoCh92nfr38dFk6GnMP2jctBjOkayvcPjKRbuA85xSZu/nAzL3y/nzKTXEARQjQPpRTPf7ePE7mlRPi58+zkhvXer0ldA8Dl0Zc3LoCTG7TH9pL8tzSjwcjlUdr/2y8nL3y7nrurgf/cOohwX3eOZBVz9yfbKK+s49ik18OAW+D+bdD/z6DTQ/L38M5QWHQzHFsDMsCtaCBJ/luRbRnb+O7odwA8PfRpuddftAozBs3AVe/Kb6d/Y+nRpTVeSy8o45aPtvDumqOANp/t53cNJczX/eyV6RDp+W8UvQHGvwzXfQiunnDyN3h3OPz4BBSm2zu6Vq99kBeL/zaCaYOjUQo++u04E95cT+LRXHuHJoRwQv/ZcJwvt6Wi08Grf+zToKlsTxSc4HjBcVx0Loxo14jkvewMZFT3OMeObPj7xSUb234sACtPrrzojDMRfh4suG0w3kYXNh3L47YFWymuuMA9/d4hcO3bcG8idJsEygIHlmljA80bCL/+S/v/lwsBoh4k+W8lCk2FPP3b0wBM7Ty18SO9CtHEYnxjuLfvvQC8vPlljuYfRSnF0qQ0xv3fOjYezcXTzcCbN/bn2ck9cDXowVwJ6UnaCsJ62i94Z9DnevjbJuh0JZhNsHk+zO0NX06Ho7+CRQa1q4uHm4HZU/uw4LbBhPkaOZ5Two0fbOLeT7bXfq+lEEI0wk/7MnhpuTbN3lMTunNZ54bdc2/t+IlvF4+PWyPGyEn+HlDaKP8+4Q1/v7hkl0VehtFgJLU41TZl44V0j/Dlo1u1CwCJx3L584ebyS6quPCbQrvBtE/hvi0w+A5w9YK8o7DuNZg/Aub0gMX3wu4voSijibZMOBudkgmRG6WwsBA/Pz8KCgrw9b20UczNFjMPrX6ItalrifSO5MvJX+LrJiOji9bDoizcvfJuNqVvor1PB8KKHmdVciEAfaP8eONP/egU6n32Dae2avemeQTAjGNa6Zq4NErB8bWwZjakJJ5d7h0O3SZA14nQfji4edovxlasoLSS134+wGebU7AocDPomTYkmnsu70g7fw97h9dkmvLYJGR/iotbsjONx7/aRZVFceOQGF7+Qy90uvpPaWsymxj3zThyynJ4/fLXGRc7ruFBfDReOy4kPA8jH2n4+0WTeOa3Z1hyZAlXtr+SOaPn1Os9u07lM33BFvJLKwn1MTLvxv7Edwiq3wdWFMGhn2DfYji8Esy/u3jgFwNRAyFyILQbAGE9tPMy4fAu5dgkyX8jNdUJgVKKf236F18e+hKjwcjH4z+mV3CvJoxUiKZx4kw61y/7E+WWfKpKY6lMvZ0HxvTivjEdcTH8LrlfPwdW/VMrT5v2qX0CdmYZe2D7Qu3q/rnTMBrcIDoeOlwOcaOhXX8wyO1D5zqQUciLy/bz2xGt/N/VoOO6/lHcMrw9Pdv52Tm6SyfJatOS/SnqYrEo5q87yqsrtFvcru3Xjtev76tVvzXAV4e+4oXEFwjzDOPH635s+EDPuUdh3gDtfvBH9oFvu4a9XzSZI2eO8Ifv/oAOHcv+sIwY35j6vS+rmHs/2c7hrGL0Ovjz0PY8ktCFAC+3+n94ZRmkbNLGATi2GtJ3A7WkeL6RENpDq8oM66k9D+6ijTUkHIYk/3bQFCcE5VXlvLjpRb47+h06dLx6+auMjx3fxJEKcWmyispZ8NsJPtl0khJO4BnzITpDOT0C+vH+uLfwM9aSMP1nHJzaBFe/CvF3t3zQbUVVBRxfDwe+h0M/Q9Hpmq8bfbX7P+Mu1y4IhHTT5hJu45RSJB7L5c1Vh9l0LM+2fECMP38aFM24nuENO+lqRSRZbVqyP0Vt0vLLePzLXSQe0y4i3jo8lmcn9UCvb9jf15LKEiYvnkx2WTZPDH6CP/f4c8OD+f4h2P4xdBwLf/m24e8XTereX+5lQ9oGRkeP5s0xb9a7CqTUVMUzS/bxzY5UAPw8XLkpPoabhsQQHdiIir7yQji9E9K2a1/pu6Egpfa2ehftAkBoD606IKyX9twvSs4ZWilJ/u3gUk8IThWe4vF1j7M/dz96nZ5/Dv8nUzpNafpAhWiE8kozvx7IYvHONNYczKLSrP2Z6BjixQ0jYcHRmRRXFhPuFc4rl71im+MWgKwD8E486AzVvRARdtqKNkYprQfo2Grt9oDj66E8v2Yb7zCIHKTNwBDcWZs+yFh9u4apBCqKtYGjbF95UF4ALkbwCNTeF9oDIvqCh38Lb2Dz2Hoij483nuCnvRlUWbSfcxe9jmEdgxjdNZQRnYLoGubToDJee5JktWnJ/hTnOlNiYv7ao3y88QQVVRY8XA08M6kHNw6JbvDfCKUUz/z2DEuPLiXaJ5ol1y7BzdDAi46nd8L7YwAFt/2o3fol7OrQmUPcsOwGqixVvDzyZSZ3nNyg9288msML3+/nQEaRbVmvSF9GdAqmZzs/OoZ40SHYGw+3RkwHWV4AWcmQuQ+y9muPmftrVhCey+gHIV20iwC+kdqjVwi4uIOrO7h4AAqqyrXOiKpy7VzCVAKmYu2c4tzvqyq08wk3L/AM0tbnF609BnUEYyPGu2ijHD75f/vtt3nttdfIyMigb9++zJs3jyFDhtTZ/quvvuKZZ57hxIkTdO7cmVdeeYUJEybYXldK8dxzz/HBBx+Qn5/PiBEjePfdd+ncubOtTV5eHg888ADff/89er2eqVOn8u9//xtvb+/aPvI8jd3peeV5LNi7gE+TP6XSUom/0Z9XR73KsHbD6r0OIZpaeaWZAxlFbD95hnWHstl8PJfyyrMDyQ2I8eeeyzuS0D0MvV7HgbwDPL72cU4WnkSHjgkdJnBPn3uI9YuFb++C3V9Iyb+9WcyQvku7EHBsrXY/aFV506xbp9duKegwBjqMhugh2gHdgWUVlfP19lR+2J3OvtOFNV4L8HSlV6QfPdv50SnUm0h/D6ICPAj3c29wiW9zc/ZktanPFy7G2fenuDiLRbEj5QxfbD3F97tP246NQ+ICeXVqH2KDvRq+TmVh7o65LNi7AB06/jPuPwwOH9ywlRRlwscTIPcI9P4TTP2gwXGI5jF/13zeTnobV70rc8fMZVTUqAa932xR/JKcySebTrL+cE6tbUJ9jEQGeBAV4Gk7JkUGeBBdvczdtZ4XB5SCwrTqCwHnXBTIOQSWC8xA0BwC4qpvR+gF4b205/6xMm5ULRw6+f/iiy+45ZZbmD9/PvHx8cydO5evvvqKgwcPEhoael77jRs3MmrUKGbNmsWkSZP47LPPeOWVV9ixYwe9emn3yr/yyivMmjWLhQsXEhcXxzPPPMOePXvYv38/7u7uAFx99dWkp6fz3nvvUVlZyW233cbgwYP57LPP6hV3fXe6UorU4lS2Z27n15RfWZ+6niql/TLFR8TzwvAXaOct92eJ5qeUoqCskpS8Uk7llZGSV8rR7GL2phVwOKsYs6Xmn4J2fu5c2z+SKf0i6Rp+/tXYksoSZm2eZZv+T4eO/p6RXHVqN4PKTXT6yw8Yous+KRctrLIc0rZVH9yT4cxxbbCgiiItmXfz0r48Aqq/ArVHdz9tloHiTO19GXsg/2TNdbt6QsxQiL1Mu8UgvHfj7x+sKNZiyzsOZ05oFQjlBVBZes40RtWPOr322W5eWm9EQHvwbw8BsZdUmXA8p4Sf92Xw29Fcth7Po6yOOZj1OvD3dMPH3QVvo0v1oys+7i54GQ14G13xNhrwMrrgZdTaWB+9jS54u7vg6+6Cl5tLg8uF6+LMyWpznC9cjDPvT1E7U5WFlLwSdqTks/V4HqsPZpNTfHYgtR4RvswY15XRXUMa1du/L3cf/97xbzalbwJoXLn/0dWw7BHtb6VfNNyxCnzCGrYO0WwqLZXMWDuDVSmr0Ov03NTtJqb3nE64V8NnYsgqKue3IzlsPpbHkaxijmQXk19aecH36HQQHeBJp1Bv7SvEm46hXnQK8cHPs55jSlSZIPcw5BzWLg4UpEFhKpTmaR0JleVQVaYdh12MWjWAi7t2TDZ6V59TeFd/VZ9fuLifrQ4oyYaCU1CQCvkp2ve1cfXSZjkI7a5VHob20KoQvcOb56JAlQlKsrRznuLqx5Ic7RykskyL3WzS2tZIoc95rnc9u09c3bXzKa8Q8AoG71DtuWfwJY3J5NDJf3x8PIMHD+att94CwGKxEB0dzQMPPMCTTz55XvsbbriBkpISli1bZls2dOhQ+vXrx/z581FK0a5dOx577DEef/xxAAoKCggLC+Pjjz9m2rRpJCcn06NHD7Zu3cqgQYMAWLFiBRMmTCA1NZV27S6ejP9+p397+FvyyvMoqCigoKKA/Ip8skqzOFl4kuLK4hrv7RXUi7/1+xsjI0c6TCmpsI/fjuRwptSE2aJQSrsabFYKyzmPlurlZZVmykxmSkxVlJnMlJrMFJZXkltsIq/ERE5xBRVVdU8LF+TlRq9IP0Z2CuayLsH1LnXen7ufd5LeYW3q2hrL3Q3utPNuR4R3BOGe4fgaffF29cbL1Yu+IX1lYEtHVpBWPahQ9VdJVs3XrfcPBnfRpp3yCgY3H9AbwDqYlbUUsKIQCk/DmZPaRYW6TgAayiNA60UIjNNOEtz9tC+jjxaD3qDF1OWqC66mosrMwYwi9qYVsu90ASdzS0nLLyMtvwzTBX6fGkKnA2+jC77u2oUD66OPuwu+Htpzo4sBF4MON4MeV4MeF4MOV4MeV4MOffXvqU6no7ykiBtGdHPKZLWpzxfqQ5J/x7cntYCTeSVUmi1UVilMZov23GzBVGUhv7SSvBITuSUmTuaWcOpM2XkXw33cXbiyRxg3x8cwICagweduiw4sYkfmDnbn7CatOA0AF70L/xz+T67peE3DNmjz+/DjDO25bxTc+j0EdmjYOkSzq7RU8kLiCyw5sgTQOkg6B3Sme2B3hkQMafj/+znySkyknikl7Yx2LEo9Y/3SlhVV1N1jH+xtpH2QJ4FebgR6uuHv5YqfhytuBj1GF331cUU7xhj0OmKDvOgV2QKD4ZbknK0+yNyrfWUdOH8GAyu9K/hFahe/vMOqj/G+2lhHrh7arad6ffWjQauGrKrQLlhUVWiJfEWRds5RklP9mH3+7ZLNRqfd+uAdBt4hZ7fB2qHh6qnN3mQwavFbt8foB50TLunYZNdhoE0mE9u3b2fmzJm2ZXq9noSEBBITE2t9T2JiIo8++miNZePGjWPJkiUAHD9+nIyMDBISEmyv+/n5ER8fT2JiItOmTSMxMRF/f39b4g+QkJCAXq9n8+bN/OEPfzjvcysqKqioOPsDWFCg3R9TWKiVh76x4Q3OVJypNWYXvQvdA7szMHQgV7a/ko4BHQEoKiqqtb0QVi98u43k9Kb9OQnxdtPKxAI8iAn0pFuELz0ifAjzda9xQlPfn88o1yheHvwymdE7WfXdXWwMCGO/KqWkrITDxYc5zOHz3vPXXn8lpk/9RsEVrZDOBzpO1r6UguwDcHIjnEzUbi8oK4BT+7SvxnAPONuL7xWsHczdPAEd2H5EdaAsYCrVLiIUZ0D+Ka0noTQHKvIgPw+Ob6/7c3wj4b7NFw0n1ldPrK8/k7r725YppcgtNpFfZqKovJKiCjMl5VUUVVRRXF5JaYWZYpOZ0ooqSkzVX+Xmc55XUWIy28bTKCiHgjpuu2wIS0WpLT5n0hznC7W52LFeOJ4Pf93L4p2nL97wHJ5uerqG+TKgfQBD4gIZHBuIm4vWy9iYc7flycvZlrkNAKPByOjo0dzR6w6ifaMb/rMVNQbwhd5T4bLHwMUP5OezVZrRewajgkaxYN8CkrKTSC5LJvl0Mll5WYwOGd3o9bpgPS55Qfuat51Yj03Hsks4llvM8ewSjuWUcCy7mMzCCrIqSsnKrT1fqc3N8THMnNC90bHWnxsE99e+elYvMldpFYDZB6q/DmpfZ04AJig7DhnHmz4UnYuWkHuFgFcoeAVVVy54aEm5ixu2k5Ea1wF1gDp7ocFaHVF2pvriQq52flKaB1igIhvONLDDIyAW7tlg+7vRmGO9XZP/nJwczGYzYWE1S5XCwsI4cOBAre/JyMiotX1GRobtdeuyC7X5fYmgi4sLgYGBtja/N2vWLP75z3+etzw6OrquzathD3v4ki95gifq1V6I5nIK2NGsn3Dooi0er/4nRO2KgBRgfTN/zgH4h+NP71eb3Nxc/PycZ9ua43yhNpd6rBfO4yDwXTOtO4kk5jL3Etfy7+ov4WiSSeYDHGOMhtnVX23PGepzPtvy9sATZ4/tjTnWywTQ9TRz5swaPQj5+fm0b9+elJQUpzrBulSFhYVER0dz6tQpKZH8Hdk3tZP9UjfZN7WT/VK3goICYmJiCAwMtHcoDqktHOud8fdHtqn1c7btAdkmR+GM23Qpx3q7Jv/BwcEYDAYyMzNrLM/MzCQ8vPZBMcLDwy/Y3vqYmZlJREREjTb9+vWztcnKqnmPalVVFXl5eXV+rtFoxGg8fzRrPz8/p/lBakq+vr6yX+og+6Z2sl/qJvumdrJf6qZ3stGRm+N8oTZt6VjvjL8/sk2tn7NtD8g2OQpn3KbGHOvtenbg5ubGwIEDWbVqlW2ZxWJh1apVDBtW+9R3w4YNq9EeYOXKlbb2cXFxhIeH12hTWFjI5s2bbW2GDRtGfn4+27efvRf0119/xWKxEB8f32TbJ4QQQohL1xznC0IIIURbY/ey/0cffZTp06czaNAghgwZwty5cykpKeG2224D4JZbbiEyMpJZs2YB8NBDD3H55ZfzxhtvMHHiRBYtWsS2bdt4//33AW2044cffph//etfdO7c2TbVX7t27ZgyZQoA3bt3Z/z48dx5553Mnz+fyspK7r//fqZNm1avkf6FEEII0bKa+nxBCCGEaGvsnvzfcMMNZGdn8+yzz5KRkUG/fv1YsWKFbZCelJSUGiUNw4cP57PPPuPpp5/mH//4B507d2bJkiU15uz9+9//TklJCXfddRf5+fmMHDmSFStW4O7ubmvz6aefcv/99zN27Fj0ej1Tp07lzTffrHfcRqOR5557rtbywLZM9kvdZN/UTvZL3WTf1E72S92ced80x/nCxTjj/pRtcgzOtk3Otj0g2+QoZJtq0ilnmw9ICCGEEEIIIYQQNTjXiEBCCCGEEEIIIYQ4jyT/QgghhBBCCCGEk5PkXwghhBBCCCGEcHKS/AshhBBCCCGEEE5Okv+LuOaaa4iJicHd3Z2IiAj+8pe/cPr06Rptdu/ezWWXXYa7uzvR0dG8+uqr563nq6++olu3bri7u9O7d2+WL1/eUpvQLE6cOMFf//pX4uLi8PDwoGPHjjz33HOYTKYa7drivnnppZcYPnw4np6e+Pv719omJSWFiRMn4unpSWhoKDNmzKCqqqpGmzVr1jBgwACMRiOdOnXi448/bv7g7eDtt98mNjYWd3d34uPj2bJli71Dalbr1q1j8uTJtGvXDp1Ox5IlS2q8rpTi2WefJSIiAg8PDxISEjh8+HCNNnl5edx88834+vri7+/PX//6V4qLi1twK5rerFmzGDx4MD4+PoSGhjJlyhQOHjxYo015eTn33XcfQUFBeHt7M3XqVDIzM2u0qc/vliN599136dOnD76+vvj6+jJs2DB+/PFH2+ttcZ/Yy6FDh7j22msJDg7G19eXkSNHsnr1anuHdcl++OEH4uPj8fDwICAgwDYtsqOrqKigX79+6HQ6kpKS7B1Oo9X3fKu1c6ZjfX2OV45s9uzZtqnTHVlaWhp//vOfCQoKwsPDg969e7Nt2zZ7h9VoZrOZZ555psbfghdffJEGj92vxAXNmTNHJSYmqhMnTqjffvtNDRs2TA0bNsz2ekFBgQoLC1M333yz2rt3r/r888+Vh4eHeu+992xtfvvtN2UwGNSrr76q9u/fr55++mnl6uqq9uzZY49NahI//vijuvXWW9VPP/2kjh49qpYuXapCQ0PVY489ZmvTVvfNs88+q+bMmaMeffRR5efnd97rVVVVqlevXiohIUHt3LlTLV++XAUHB6uZM2fa2hw7dkx5enqqRx99VO3fv1/NmzdPGQwGtWLFihbckua3aNEi5ebmpj766CO1b98+deeddyp/f3+VmZlp79CazfLly9VTTz2lvv32WwWoxYsX13h99uzZys/PTy1ZskTt2rVLXXPNNSouLk6VlZXZ2owfP1717dtXbdq0Sa1fv1516tRJ3XjjjS28JU1r3LhxasGCBWrv3r0qKSlJTZgwQcXExKji4mJbm3vuuUdFR0erVatWqW3btqmhQ4eq4cOH216vz++Wo/nuu+/UDz/8oA4dOqQOHjyo/vGPfyhXV1e1d+9epVTb3Cf20rlzZzVhwgS1a9cudejQIfW3v/1NeXp6qvT0dHuH1mhff/21CggIUO+++646ePCg2rdvn/riiy/sHVaTePDBB9XVV1+tALVz5057h9No9Tnfau2c7Vhfn+OVo9qyZYuKjY1Vffr0UQ899JC9w2m0vLw81b59e3XrrbeqzZs3q2PHjqmffvpJHTlyxN6hNdpLL72kgoKC1LJly9Tx48fVV199pby9vdW///3vBq1Hkv8GWrp0qdLpdMpkMimllHrnnXdUQECAqqiosLV54oknVNeuXW3f/+lPf1ITJ06ssZ74+Hh19913t0zQLeTVV19VcXFxtu/b+r5ZsGBBrcn/8uXLlV6vVxkZGbZl7777rvL19bXtq7///e+qZ8+eNd53ww03qHHjxjVrzC1tyJAh6r777rN9bzabVbt27dSsWbPsGFXL+X3yb7FYVHh4uHrttddsy/Lz85XRaFSff/65Ukqp/fv3K0Bt3brV1ubHH39UOp1OpaWltVjszS0rK0sBau3atUopbT+4urqqr776ytYmOTlZASoxMVEpVb/fLWcQEBCgPvzwQ9knLSg7O1sBat26dbZlhYWFClArV660Y2SNV1lZqSIjI9WHH35o71Ca3PLly1W3bt3Uvn37HD75r83vz7daO2c/1v/+eOWoioqKVOfOndXKlSvV5Zdf7tDJ/xNPPKFGjhxp7zCa1MSJE9Xtt99eY9l1112nbr755gatR8r+GyAvL49PP/2U4cOH4+rqCkBiYiKjRo3Czc3N1m7cuHEcPHiQM2fO2NokJCTUWNe4ceNITExsueBbQEFBAYGBgbbvZd/ULjExkd69exMWFmZbNm7cOAoLC9m3b5+tjbPvF5PJxPbt22tsp16vJyEhwam2syGOHz9ORkZGjX3i5+dHfHy8bZ8kJibi7+/PoEGDbG0SEhLQ6/Vs3ry5xWNuLgUFBQC2vynbt2+nsrKyxr7p1q0bMTExNfbNxX63HJnZbGbRokWUlJQwbNgw2SctKCgoiK5du/Lf//6XkpISqqqqeO+99wgNDWXgwIH2Dq9RduzYQVpaGnq9nv79+xMREcHVV1/N3r177R3aJcnMzOTOO+/kf//7H56envYOp1n8/nyrNWsLx/rfH68c1X333cfEiRPPO/90RN999x2DBg3i+uuvJzQ0lP79+/PBBx/YO6xLMnz4cFatWsWhQ4cA2LVrFxs2bODqq69u0Hok+a+HJ554Ai8vL4KCgkhJSWHp0qW21zIyMmqcVAG27zMyMi7Yxvq6Mzhy5Ajz5s3j7rvvti2TfVO7S9kvhYWFlJWVtUygzSwnJwez2dzm/v8vxLrdF9onGRkZhIaG1njdxcWFwMBAp9lvFouFhx9+mBEjRtCrVy9A2243N7fzxtH4/b652O+WI9qzZw/e3t4YjUbuueceFi9eTI8ePdr0PmlpOp2OX375hZ07d+Lj44O7uztz5sxhxYoVBAQE2Du8Rjl27BgAzz//PE8//TTLli0jICCA0aNHk5eXZ+foGkcpxa233so999xT4wKpM6ntfKs1c/ZjfW3HK0e0aNEiduzYwaxZs+wdSpM4duwY7777Lp07d+ann37i3nvv5cEHH2ThwoX2Dq3RnnzySaZNm0a3bt1wdXWlf//+PPzww9x8880NWk+bTP6ffPJJdDrdBb8OHDhgaz9jxgx27tzJzz//jMFg4JZbbmn44AoOoqH7BrQBNcaPH8/111/PnXfeaafIm1dj9osQonHuu+8+9u7dy6JFi+wdSqvQtWtXkpKS2Lx5M/feey/Tp09n//799g7LKdT3b7tSivvuu4/Q0FDWr1/Pli1bmDJlCpMnTyY9Pd3em1FDfbfJYrEA8NRTTzF16lQGDhzIggUL0Ol0fPXVV3beiprqu03z5s2jqKiImTNn2jvki5LzLefgDMerU6dO8dBDD/Hpp5/i7u5u73CahMViYcCAAbz88sv079+fu+66izvvvJP58+fbO7RG+/LLL/n000/57LPP2LFjBwsXLuT1119v8AUNl2aKr1V77LHHuPXWWy/YpkOHDrbnwcHBBAcH06VLF7p37050dDSbNm1i2LBhhIeHnzeysvX78PBw22NtbayvtyYN3TenT59mzJgxDB8+nPfff79GO2faNw3dLxcSHh5+3ii39d0vvr6+eHh41DPq1i04OBiDweAQ//8txbrdmZmZRERE2JZnZmbSr18/W5usrKwa76uqqiIvL88p9tv999/PsmXLWLduHVFRUbbl4eHhmEwm8vPza/R0n/vzUp/fLUfk5uZGp06dABg4cCBbt27l3//+NzfccEOb3SdNpb5/23/99VeWLVvGmTNn8PX1BeCdd95h5cqVLFy4kCeffLIFoq2f+m6T9aJFjx49bMuNRiMdOnQgJSWlOUNssIb8PyUmJmI0Gmu8NmjQIG6++eZW1evXlOdbrZkzH+vrOl45mu3bt5OVlcWAAQNsy8xmM+vWreOtt96ioqICg8FgxwgbLiIiosbfNoDu3bvzzTff2CmiSzdjxgxb7z9A7969OXnyJLNmzWL69On1Xk+bTP5DQkIICQlp1HutV8orKioAGDZsGE899RSVlZW2cQBWrlxJ165dbaWAw4YNY9WqVTWmzFi5ciXDhg27hK1oHg3ZN2lpaYwZM8bWW6DX1ywkcaZ9cyk/M783bNgwXnrpJbKysmzl2ytXrsTX19f2h2rYsGHnTXnYGvfLpXBzc2PgwIGsWrXKNrWUxWJh1apV3H///fYNzk7i4uIIDw9n1apVtmS/sLDQ1uML2s9Gfn4+27dvt91r/Ouvv2KxWIiPj7dX6JdMKcUDDzzA4sWLWbNmDXFxcTVeHzhwIK6urqxatYqpU6cCcPDgQVJSUmy/F/X53XIGFouFiooK2SdNoL5/20tLSwHOO87p9XrbeUFrUd9tGjhwIEajkYMHDzJy5EgAKisrOXHiBO3bt2/uMBukvtv05ptv8q9//cv2/enTpxk3bhxffPFFq/v72JTnW62ZMx7rL3a8cjRjx45lz549NZbddtttdOvWjSeeeMLhEn+AESNGnDf94qFDh1rd37aGKC0tPe9332AwNPwY1EQDEDqlTZs2qXnz5qmdO3eqEydOqFWrVqnhw4erjh07qvLycqWUNgJ1WFiY+stf/qL27t2rFi1apDw9Pc+bzs7FxUW9/vrrKjk5WT333HMOP51damqq6tSpkxo7dqxKTU1V6enpti+rtrpvTp48qXbu3Kn++c9/Km9vb7Vz5061c+dOVVRUpJQ6O/XWVVddpZKSktSKFStUSEhIrVP9zZgxQyUnJ6u3337baaf6MxqN6uOPP1b79+9Xd911l/L3968xMrmzKSoqsv1MAGrOnDlq586d6uTJk0opbao/f39/tXTpUrV792517bXX1jrVX//+/dXmzZvVhg0bVOfOnR1+qr97771X+fn5qTVr1tT4e1JaWmprc88996iYmBj166+/qm3btp039Wp9frcczZNPPqnWrl2rjh8/rnbv3q2efPJJpdPp1M8//6yUapv7xB6ys7NVUFCQuu6661RSUpI6ePCgevzxx5Wrq6tKSkqyd3iN9tBDD6nIyEj1008/qQMHDqi//vWvKjQ0VOXl5dk7tCZx/Phxhx/tvz7nW62dsx3r63O8cnSOPtr/li1blIuLi3rppZfU4cOH1aeffqo8PT3VJ598Yu/QGm369OkqMjLSNtXft99+q4KDg9Xf//73Bq1Hkv8L2L17txozZowKDAxURqNRxcbGqnvuuUelpqbWaLdr1y41cuRIZTQaVWRkpJo9e/Z56/ryyy9Vly5dlJubm+rZs6f64YcfWmozmsWCBQsUUOvXudrivpk+fXqt+2X16tW2NidOnFBXX3218vDwUMHBweqxxx5TlZWVNdazevVq1a9fP+Xm5qY6dOigFixY0LIb0kLmzZunYmJilJubmxoyZIjatGmTvUNqVqtXr67152P69OlKKW26v2eeeUaFhYUpo9Goxo4dqw4ePFhjHbm5uerGG29U3t7eytfXV9122222i0uOqq6/J+f+3JeVlam//e1vKiAgQHl6eqo//OEP550A1+d3y5Hcfvvtqn379srNzU2FhISosWPH2hJ/pdrmPrGXrVu3qquuukoFBgYqHx8fNXToULV8+XJ7h3VJTCaTeuyxx1RoaKjy8fFRCQkJau/evfYOq8k4Q/Jf3/Ot1s6ZjvX1OV45OkdP/pVS6vvvv1e9evVSRqNRdevWTb3//vv2DumSFBYWqoceekjFxMQod3d31aFDB/XUU081eNpenVJOOnKdEEIIIYQQQgghgDY62r8QQgghhBBCCNGWSPIvhBBCCCGEEEI4OUn+hRBCCCGEEEIIJyfJvxBCCCGEEEII4eQk+RdCCCGEEEIIIZycJP9CCCGEEEIIIYSTk+RfCCGEEEIIIYRwcpL8CyGEEEIIIYQQTk6SfyGEU1qzZg06nY78/Hx7hyKEEEKIZiLHeyHqT5J/IcRF3Xrrreh0OmbPnl1j+ZIlS9DpdHaKSgghhBBNSY73Qjg3Sf6FEPXi7u7OK6+8wpkzZ5psnSaTqcnWJYQQQohLJ8d7IZyXJP9CiHpJSEggPDycWbNm1dnmm2++oWfPnhiNRmJjY3njjTdqvB4bG8uLL77ILbfcgq+vL3fddRcff/wx/v7+LFu2jK5du+Lp6ckf//hHSktLWbhwIbGxsQQEBPDggw9iNptt6/rf//7HoEGD8PHxITw8nJtuuomsrKxm234hhBCiLZDjvRDOS5J/IUS9GAwGXn75ZebNm0dqaup5r2/fvp0//elPTJs2jT179vD888/zzDPP8PHHH9do9/rrr9O3b1927tzJM888A0BpaSlvvvkmixYtYsWKFaxZs4Y//OEPLF++nOXLl/O///2P9957j6+//tq2nsrKSl588UV27drFkiVLOHHiBLfeemtz7gIhhBDC6cnxXggnpoQQ4iKmT5+urr32WqWUUkOHDlW33367UkqpxYsXK+ufkZtuukldeeWVNd43Y8YM1aNHD9v37du3V1OmTKnRZsGCBQpQR44csS27++67laenpyoqKrItGzdunLr77rvrjHHr1q0KsL1n9erVClBnzpxp+AYLIYQQbZAc74VwbtLzL4RokFdeeYWFCxeSnJxcY3lycjIjRoyosWzEiBEcPny4RvneoEGDzlunp6cnHTt2tH0fFhZGbGws3t7eNZadW+a3fft2Jk+eTExMDD4+Plx++eUApKSkXNoGCiGEEEKO90I4IUn+hRANMmrUKMaNG8fMmTMb9X4vL6/zlrm6utb4XqfT1brMYrEAUFJSwrhx4/D19eXTTz9l69atLF68GJBBhYQQQoimIMd7IZyPi70DEEI4ntmzZ9OvXz+6du1qW9a9e3d+++23Gu1+++03unTpgsFgaNLPP3DgALm5ucyePZvo6GgAtm3b1qSfIYQQQrR1crwXwrlIz78QosF69+7NzTffzJtvvmlb9thjj7Fq1SpefPFFDh06xMKFC3nrrbd4/PHHm/zzY2JicHNzY968eRw7dozvvvuOF198sck/RwghhGjL5HgvhHOR5F8I0SgvvPCCrSwPYMCAAXz55ZcsWrSIXr168eyzz/LCCy80y4i8ISEhfPzxx3z11Vf06NGD2bNn8/rrrzf55wghhBBtnRzvhXAeOqWUsncQQgghhBBCCCGEaD7S8y+EEEIIIYQQQjg5Sf6FEEIIIYQQQggnJ8m/EEIIIYQQQgjh5CT5F0IIIYQQQgghnJwk/0IIIYQQQgghhJOT5F8IIYQQQgghhHBykvwLIYQQQgghhBBOTpJ/IYQQQgghhBDCyUnyL4QQQgghhBBCODlJ/oUQQgghhBBCCCcnyb8QQgghhBBCCOHk/h+osdiMqQLPHwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "std_scaled = StandardScaler().fit_transform(toy_df)\n",
        "plot_scaling_result(toy_df, std_scaled, 'Standard Scaling', (-8, 8))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "f67b09a6",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.564625Z",
          "start_time": "2022-01-18T17:44:41.099656Z"
        },
        "id": "f67b09a6",
        "outputId": "35cd313d-c2d1-426f-94ec-6713fe8ec4cf",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "robust_scaled = RobustScaler().fit_transform(toy_df)\n",
        "plot_scaling_result(toy_df, robust_scaled, 'Robust Scaling', (-8, 8))"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "d5e84d79",
      "metadata": {
        "id": "d5e84d79"
      },
      "source": [
        "## Побудуємо модель одномірної лінійної регресії"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "6cd1df5c",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:34.975133Z",
          "start_time": "2022-01-18T17:44:34.730216Z"
        },
        "id": "6cd1df5c"
      },
      "outputs": [],
      "source": [
        "from sklearn.datasets import fetch_california_housing\n",
        "dataset = fetch_california_housing()"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(dataset.DESCR)\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "G5iEC7Ad4cSI",
        "outputId": "c18488de-1067-4318-b561-69744160c5ec"
      },
      "id": "G5iEC7Ad4cSI",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            ".. _california_housing_dataset:\n",
            "\n",
            "California Housing dataset\n",
            "--------------------------\n",
            "\n",
            "**Data Set Characteristics:**\n",
            "\n",
            "    :Number of Instances: 20640\n",
            "\n",
            "    :Number of Attributes: 8 numeric, predictive attributes and the target\n",
            "\n",
            "    :Attribute Information:\n",
            "        - MedInc        median income in block group\n",
            "        - HouseAge      median house age in block group\n",
            "        - AveRooms      average number of rooms per household\n",
            "        - AveBedrms     average number of bedrooms per household\n",
            "        - Population    block group population\n",
            "        - AveOccup      average number of household members\n",
            "        - Latitude      block group latitude\n",
            "        - Longitude     block group longitude\n",
            "\n",
            "    :Missing Attribute Values: None\n",
            "\n",
            "This dataset was obtained from the StatLib repository.\n",
            "<a href="https://www.dcc.fc.up.pt/~ltorgo/Regression/cal_housing.html" class="_blanktarget">https://www.dcc.fc.up.pt/~ltorgo/Regression/cal_housing.html</a>\n",
            "\n",
            "The target variable is the median house value for California districts,\n",
            "expressed in hundreds of thousands of dollars ($100,000).\n",
            "\n",
            "This dataset was derived from the 1990 U.S. census, using one row per census\n",
            "block group. A block group is the smallest geographical unit for which the U.S.\n",
            "Census Bureau publishes sample data (a block group typically has a population\n",
            "of 600 to 3,000 people).\n",
            "\n",
            "A household is a group of people residing within a home. Since the average\n",
            "number of rooms and bedrooms in this dataset are provided per household, these\n",
            "columns may take surprisingly large values for block groups with few households\n",
            "and many empty houses, such as vacation resorts.\n",
            "\n",
            "It can be downloaded/loaded using the\n",
            ":func:`sklearn.datasets.fetch_california_housing` function.\n",
            "\n",
            ".. topic:: References\n",
            "\n",
            "    - Pace, R. Kelley and Ronald Barry, Sparse Spatial Autoregressions,\n",
            "      Statistics and Probability Letters, 33 (1997) 291-297\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "e22897a1",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:34.979745Z",
          "start_time": "2022-01-18T17:44:34.976412Z"
        },
        "id": "e22897a1"
      },
      "outputs": [],
      "source": [
        "df = pd.DataFrame(dataset['data'], columns = dataset['feature_names'])\n",
        "target_col_name = dataset['target_names'][0]\n",
        "df[target_col_name] = dataset['target']\n",
        "del dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "464a5227",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:34.996179Z",
          "start_time": "2022-01-18T17:44:34.981791Z"
        },
        "id": "464a5227",
        "outputId": "6174ac64-e292-4dbc-f66b-f81ea71ecc46",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   MedInc  HouseAge  AveRooms  AveBedrms  Population  AveOccup  Latitude  \\\n",
              "0  8.3252      41.0  6.984127   1.023810       322.0  2.555556     37.88   \n",
              "1  8.3014      21.0  6.238137   0.971880      2401.0  2.109842     37.86   \n",
              "2  7.2574      52.0  8.288136   1.073446       496.0  2.802260     37.85   \n",
              "3  5.6431      52.0  5.817352   1.073059       558.0  2.547945     37.85   \n",
              "4  3.8462      52.0  6.281853   1.081081       565.0  2.181467     37.85   \n",
              "\n",
              "   Longitude  MedHouseVal  \n",
              "0    -122.23        4.526  \n",
              "1    -122.22        3.585  \n",
              "2    -122.24        3.521  \n",
              "3    -122.25        3.413  \n",
              "4    -122.25        3.422  "
            ],
            "text/html": [
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              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>MedInc</th>\n",
              "      <th>HouseAge</th>\n",
              "      <th>AveRooms</th>\n",
              "      <th>AveBedrms</th>\n",
              "      <th>Population</th>\n",
              "      <th>AveOccup</th>\n",
              "      <th>Latitude</th>\n",
              "      <th>Longitude</th>\n",
              "      <th>MedHouseVal</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>8.3252</td>\n",
              "      <td>41.0</td>\n",
              "      <td>6.984127</td>\n",
              "      <td>1.023810</td>\n",
              "      <td>322.0</td>\n",
              "      <td>2.555556</td>\n",
              "      <td>37.88</td>\n",
              "      <td>-122.23</td>\n",
              "      <td>4.526</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>8.3014</td>\n",
              "      <td>21.0</td>\n",
              "      <td>6.238137</td>\n",
              "      <td>0.971880</td>\n",
              "      <td>2401.0</td>\n",
              "      <td>2.109842</td>\n",
              "      <td>37.86</td>\n",
              "      <td>-122.22</td>\n",
              "      <td>3.585</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>7.2574</td>\n",
              "      <td>52.0</td>\n",
              "      <td>8.288136</td>\n",
              "      <td>1.073446</td>\n",
              "      <td>496.0</td>\n",
              "      <td>2.802260</td>\n",
              "      <td>37.85</td>\n",
              "      <td>-122.24</td>\n",
              "      <td>3.521</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>5.6431</td>\n",
              "      <td>52.0</td>\n",
              "      <td>5.817352</td>\n",
              "      <td>1.073059</td>\n",
              "      <td>558.0</td>\n",
              "      <td>2.547945</td>\n",
              "      <td>37.85</td>\n",
              "      <td>-122.25</td>\n",
              "      <td>3.413</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>3.8462</td>\n",
              "      <td>52.0</td>\n",
              "      <td>6.281853</td>\n",
              "      <td>1.081081</td>\n",
              "      <td>565.0</td>\n",
              "      <td>2.181467</td>\n",
              "      <td>37.85</td>\n",
              "      <td>-122.25</td>\n",
              "      <td>3.422</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-c660c10a-2fd1-4a93-86f1-c5be4e6f6336')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-c660c10a-2fd1-4a93-86f1-c5be4e6f6336 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-c660c10a-2fd1-4a93-86f1-c5be4e6f6336');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-ff21c5c4-0eaf-4c2e-ba43-a5c497fcace5\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-ff21c5c4-0eaf-4c2e-ba43-a5c497fcace5')\"\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",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-ff21c5c4-0eaf-4c2e-ba43-a5c497fcace5 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 20640,\n  \"fields\": [\n    {\n      \"column\": \"MedInc\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.8998217179452688,\n        \"min\": 0.4999,\n        \"max\": 15.0001,\n        \"num_unique_values\": 12928,\n        \"samples\": [\n          5.0286,\n          2.0433,\n          6.1228\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"HouseAge\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 12.58555761211165,\n        \"min\": 1.0,\n        \"max\": 52.0,\n        \"num_unique_values\": 52,\n        \"samples\": [\n          35.0,\n          25.0,\n          7.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveRooms\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.4741731394243187,\n        \"min\": 0.8461538461538461,\n        \"max\": 141.9090909090909,\n        \"num_unique_values\": 19392,\n        \"samples\": [\n          6.111269614835948,\n          5.912820512820513,\n          5.7924528301886795\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveBedrms\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.473910856795466,\n        \"min\": 0.3333333333333333,\n        \"max\": 34.06666666666667,\n        \"num_unique_values\": 14233,\n        \"samples\": [\n          0.9906542056074766,\n          1.112099644128114,\n          1.0398230088495575\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Population\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1132.462121765341,\n        \"min\": 3.0,\n        \"max\": 35682.0,\n        \"num_unique_values\": 3888,\n        \"samples\": [\n          4169.0,\n          636.0,\n          3367.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveOccup\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 10.386049562213618,\n        \"min\": 0.6923076923076923,\n        \"max\": 1243.3333333333333,\n        \"num_unique_values\": 18841,\n        \"samples\": [\n          2.6939799331103678,\n          3.559375,\n          3.297082228116711\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Latitude\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.1359523974571153,\n        \"min\": 32.54,\n        \"max\": 41.95,\n        \"num_unique_values\": 862,\n        \"samples\": [\n          33.7,\n          34.41,\n          38.24\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Longitude\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.0035317235025882,\n        \"min\": -124.35,\n        \"max\": -114.31,\n        \"num_unique_values\": 844,\n        \"samples\": [\n          -118.63,\n          -119.86,\n          -121.26\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MedHouseVal\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.1539561587441387,\n        \"min\": 0.14999,\n        \"max\": 5.00001,\n        \"num_unique_values\": 3842,\n        \"samples\": [\n          1.943,\n          3.79,\n          2.301\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 13
        }
      ],
      "source": [
        "df.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0efbd7fc",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.001384Z",
          "start_time": "2022-01-18T17:44:34.997556Z"
        },
        "id": "0efbd7fc",
        "outputId": "ee89e7a1-123f-4764-c17a-fe1b5b5b1ddb",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(20640, 9)"
            ]
          },
          "metadata": {},
          "execution_count": 14
        }
      ],
      "source": [
        "df.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "58320636",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.008189Z",
          "start_time": "2022-01-18T17:44:35.003400Z"
        },
        "id": "58320636"
      },
      "outputs": [],
      "source": [
        "X = pd.DataFrame(df['MedInc'])\n",
        "y = df[target_col_name]"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "4b1d8df9",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2021-10-10T14:33:35.720129Z",
          "start_time": "2021-10-10T14:33:35.717911Z"
        },
        "id": "4b1d8df9"
      },
      "source": [
        "## Виділяємо train/test"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "600261ee",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.042556Z",
          "start_time": "2022-01-18T17:44:35.010087Z"
        },
        "id": "600261ee"
      },
      "outputs": [],
      "source": [
        "from sklearn.model_selection import train_test_split"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "5fa6b9c4",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.054044Z",
          "start_time": "2022-01-18T17:44:35.044577Z"
        },
        "id": "5fa6b9c4"
      },
      "outputs": [],
      "source": [
        "test_size = 0.2\n",
        "\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=test_size, shuffle=True, random_state=42)\n",
        "# X_train, X_val, y_train, y_val = train_test_split(X_train_full, y_train_full, test_size=test_size, shuffle=True, random_state=42)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0e6a697c",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.068581Z",
          "start_time": "2022-01-18T17:44:35.064278Z"
        },
        "id": "0e6a697c",
        "outputId": "febc0e79-7a5d-476b-9c40-0aedffdfa16f",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(16512, 1) (16512,)\n",
            "(4128, 1) (4128,)\n"
          ]
        }
      ],
      "source": [
        "print(X_train.shape, y_train.shape)\n",
        "# print(X_val.shape, y_val.shape)\n",
        "print(X_test.shape, y_test.shape)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "62e0e2a2",
      "metadata": {
        "id": "62e0e2a2"
      },
      "source": [
        "## Навчаємо модель одномірної лінійної регресії"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "af1a6218",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.142708Z",
          "start_time": "2022-01-18T17:44:35.071291Z"
        },
        "id": "af1a6218"
      },
      "outputs": [],
      "source": [
        "from sklearn.linear_model import LinearRegression"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "6c0917fe",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.147870Z",
          "start_time": "2022-01-18T17:44:35.145340Z"
        },
        "id": "6c0917fe"
      },
      "outputs": [],
      "source": [
        "lr = LinearRegression()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "17e71a27",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.161606Z",
          "start_time": "2022-01-18T17:44:35.149921Z"
        },
        "id": "17e71a27",
        "outputId": "1df37ba0-abe2-4712-fb8e-859189e30d8b",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 75
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearRegression()"
            ],
            "text/html": [
              "<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered <a class="autolink" title="scikit-learn" href="https://elearn.nubip.edu.ua/mod/url/view.php?id=559494">scikit-learn</a>.org. See: <a href="https://github.com/scikit-learn/scikit-learn/issues/21755" class="_blanktarget">https://github.com/scikit-learn/scikit-learn/issues/21755</a> */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ],
      "source": [
        "lr.fit(X_train, y_train)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "67984111",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.169116Z",
          "start_time": "2022-01-18T17:44:35.163534Z"
        },
        "id": "67984111",
        "outputId": "ce5bc732-3c4f-4b36-9806-d8ce31c4b5da",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(array([0.41933849]), 0.4445972916907879)"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ],
      "source": [
        "lr.coef_, lr.intercept_"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "1555f3d6",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.180054Z",
          "start_time": "2022-01-18T17:44:35.171346Z"
        },
        "id": "1555f3d6"
      },
      "outputs": [],
      "source": [
        "y_train_pred = lr.predict(X_train)\n",
        "y_test_pred = lr.predict(X_test)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "63fcc674",
      "metadata": {
        "id": "63fcc674"
      },
      "source": [
        "## Оцінюємо якість моделі"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "e438c810",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.185528Z",
          "start_time": "2022-01-18T17:44:35.182191Z"
        },
        "id": "e438c810"
      },
      "outputs": [],
      "source": [
        "from sklearn.metrics import mean_squared_error"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "71315146",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.191153Z",
          "start_time": "2022-01-18T17:44:35.187601Z"
        },
        "id": "71315146"
      },
      "outputs": [],
      "source": [
        "def get_metrics(y_true, y_predicted, n_digits=5):\n",
        "    params = dict(y_true=y_true, y_pred=y_predicted)\n",
        "    mse = mean_squared_error(**params)\n",
        "    rmse = mean_squared_error(**params, squared=False)\n",
        "    return dict(mse=round(mse, n_digits), rmse=round(rmse, n_digits))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "835c2686",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:35.200010Z",
          "start_time": "2022-01-18T17:44:35.193464Z"
        },
        "id": "835c2686",
        "outputId": "1b64f57d-0046-4e75-f7b2-a6e9732020a9",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'mse': 0.69914, 'rmse': 0.83615}"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ],
      "source": [
        "get_metrics(y_train, y_train_pred)"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "get_metrics(y_test, y_test_pred)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1MfhggzBB_RT",
        "outputId": "8a93727a-a51c-449b-c00a-5db45186724e"
      },
      "id": "1MfhggzBB_RT",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'mse': 0.70912, 'rmse': 0.84209}"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "markdown",
      "id": "d74cd71b",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-15T08:50:21.241055Z",
          "start_time": "2022-01-15T08:50:21.237331Z"
        },
        "id": "d74cd71b"
      },
      "source": [
        "Бачимо мінімальну різницю у помилках – це добре. Навіщо її аналізувати – дізнаємось у наступних лекціях.\n",
        "Подивимося на взаємозв'язок передбачень та значень залежної змінної."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "2434bd6d",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:36.731664Z",
          "start_time": "2022-01-18T17:44:35.212731Z"
        },
        "id": "2434bd6d",
        "outputId": "5dba0927-2713-4c58-9bfb-0d974bd0e660",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 698
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(8,8))\n",
        "sns.regplot(x=y_train, y=y_train_pred, label='train')\n",
        "sns.regplot(x=y_test, y=y_test_pred, label='val')\n",
        "plt.ylabel(f'{target_col_name} pred')\n",
        "plt.legend();"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "05ac013c",
      "metadata": {
        "id": "05ac013c"
      },
      "source": [
        "Ми передбачаємо одну лінію для всіх наборів даних."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b7606941",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:37.116685Z",
          "start_time": "2022-01-18T17:44:36.734714Z"
        },
        "id": "b7606941",
        "outputId": "da4c9735-3c8e-4801-b3a5-3e413d5718d4",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 696
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(8,8))\n",
        "plt.scatter(X_train, y_train, label='train', alpha=0.2)\n",
        "plt.plot(X_train, y_train_pred, label='train pred', color='g', linestyle='dashed')\n",
        "plt.scatter(X_test, y_test, label='test', alpha=0.2)\n",
        "plt.plot(X_test, y_test_pred, label='test pred', color='r', linestyle='dashed')\n",
        "\n",
        "plt.xlabel('X')\n",
        "plt.ylabel('y')\n",
        "plt.legend();"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Seaborn [regplot](<a href="https://seaborn.pydata.org/generated/seaborn.regplot.html" class="_blanktarget">https://seaborn.pydata.org/generated/seaborn.regplot.html</a>).\n",
        "Plot data and a linear regression model fit."
      ],
      "metadata": {
        "id": "zRmRgbGoDUfn"
      },
      "id": "zRmRgbGoDUfn"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "1fe0443a",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:40.274491Z",
          "start_time": "2022-01-18T17:44:38.923123Z"
        },
        "id": "1fe0443a",
        "outputId": "d79c4c88-dd67-426c-a0e0-3b8b1526a4ec",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 696
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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YdW8Sq0cvalsuQB22sih12IjSo0WYAgAAHMTBorSgxKcHP1ugv9ftNmYnNaunhy5sXS5AHTarkr1u2YnSCiFMAQAADnCwKM0vLtWQiQs0f2OWMTutRbz+c36rcgHqtFuV7A2TzWqp0Z1rA8IUAABgPweL0tyiUt3/yXwt2pxtzM5snaD7zm1VLkBdDpuSPG6itJIIUwAAgD0OFqXZBSW675P5Wro1x5id2zZJg85uUS5A3Xui1EqUVhphCgAAoINHaVZ+ie75eJ5WbMs1ZhdlJOuOHs1ltewL0DBnWZRaLETpsSBMAQBAnVdQ7NOW7EIF9ovSnXnFuufjeVq9Pc+YXd6xvgae3rRcgIY77Ur0uIjSKkCYAgCAOu1gUbo9t0iDJ8zTup35xuyqzg108ylNygVopMuu+CiitKoQpgAAoM46WJRmZhdq0IR52ri7wJj16Z6m609oVD5K3XYlRLlrdN/ajjAFAAB10sGidEtWoQZNmKvNWYXG7PoTGuna4xuW+1xPmEP1Il01tmtdQZgCAIA652BRunF3gQZ9NFeZOUXGbMDJjdWra1q5z/WGORRHlFYLwhQAANQpB4vSdTvzNWjCXO3ILTZm/z6tqXoe16Dc58aEOxUT4ayxXesawhQAANQZ+cWl2ppdVC5KV2/P0+AJc7Urv8SY3X5GM13asX65z42LcMkb7qixXesiwhQAANQJB4vSlZm5GvzxPGUVlEWpRdLdZ7XQBenJ5T63XpRLHjdRWt0IUwAAUOsdLEqXbc3RPR/PU05hqSTJapHuPaelzm6bVO5z46NciiJKawRhCgAAarWDRenizdm695N5yivySSqL0iHntVaP1gnGORaLRfFRLkW6yKWawjUNAABqrYNF6fwNWRry6XzlF5dFqc1q0UMXtNYpLeKNcywWixI9LoU7SaWaxLUNAABqpbyiUmXmlI/SOet36z+fzldhiV+S5LBZ9PCFbXRis3rGOVaLRYket8Kcthrfua6zmr3Axo0b1adPH8XFxSksLEzt27fXzJkzzV4LAACEsINF6cw1OzVkYvkoffyStv+I0iQvUWoWU28x3bVrl0488USdfvrp+vbbbxUfH6/ly5crJibGzLUAAEAIO1iUTl21Q498sVAlvrKZy27Vk5e203EN9zWHzVp2S6nbQZSaxdQwffbZZ5WamqrRo0cbs8aNG5u4EQAACGUHi9Lfl2/X418tUqm/bOZ2WDX0svbKSI02zrFbrUr0uuSyE6VmMvWu/C+++EKdO3dWz549lZCQoI4dO2rEiBFmrgQAAEJU7kGidPLSbXpsvygNd9r03BXp/4jSJK+bKA0CpobpqlWr9MYbb6h58+b6/vvv9e9//1u333673nnnnYOeX1RUpOzs7HIfAAAAuUWl2nZAlE5avFVPfr1Ivj1RGumy6/kr09Wuvtc4x2GzKjnaLafd9KfdQJIlsP9/wRrmdDrVuXNn/fnnn8bs9ttv14wZM/TXX3/94/xHH31Ujz322D/mWVlZ8ng81borAAAITrlFpcrMLiw3+3bBFr3w/VLtjRyP267nrkxXi8Qo4xyHzapkr1t2G1FanbKzs+X1eo+q10z9L5GcnKw2bdqUm7Vu3Vrr1q076PlDhgxRVlaW8bF+/fqaWBMAAASpg0Xpl3M36fn9ojQ6zKFhV2WUi1Kn3aqU6DCiNMiY+uSnE088UUuXLi03W7ZsmRo2bHjQ810ul1wuV02sBgAAgtzBonTi7I367y8rjMuxEU690DNdjeIijJnLYVOyxy2r1VJju+LomPp/E+666y5NnTpVTz/9tFasWKGxY8dq+PDhGjhwoJlrAQCAIJdTWPKPKP1o5vpyUVov0qmXrsooF6VuojSomfoYU0n66quvNGTIEC1fvlyNGzfW3XffrQEDBhzV51bkMQsAAKB2yCks0baconKzsdPWaeTvq43LiR6XhvXMUEp0mDELd9qV6HHJYiFKa1JFes30MD0WhCkAAHXLgVEaCAT0zl9r9e5fa41ZstetYVdlKMnjNmYRLrsSoohSM1Sk10x9jCkAAMDROliUjvx9tcZN3/dk6AYxYRrWM0PxUfuekxLpsiueKA0JhCkAAAh62YUl2n5AlL4xZaU+nrXRmDWMC9ewnhmKjXAasyi3o1ykIrgRpgAAIKgdGKX+QECv/bxCn8/ZZMya1IvQ8z3TFRO+L0q9YQ7FRRKloYQwBQAAQetgUfrSj8v19fzNxqx5QqSeuzJd3jCHMYsOd5a75RShgTAFAABB6cAo9fkDeuGHpfp+4VZj1iopSs9dka5I976kiY1wKjqcKA1FhCkAAAg6B4vSZ75dop+WZBqzdikeDb28vSJc+3ImLsIlb7hDCE2EKQAACCpZBSXakbsvSkt9fj35zWL9umy7MeuQ6tVTl7ZXmNNmzOpFueRxE6WhjDAFAABB48AoLS716/GvFunPlTuM2XENY/TEJW3ldpRFqcViUXyUS5EusibU8V8QAAAEhQOjtKjEp0e+XKTpq3cas26NY/XYxW3ltJe9q7rFYlFClKvc3fkIXfxXBAAApjswSgtLfHroswWatW63MTuxaZweurBNuShN9LgU7iRnagv+SwIAAFNl5ZdoR96+KC0o9uk/n87X3A1ZxuyUFvX04PmtZbeVRanVYlGS123cnY/agTAFAACmOTBK84pKNWTifC3YlG3MerRK0P3ntZLNWvaWokRp7UWYAgAAUxwYpTmFJbrvk/lasiXHmJ3TNlGDz25pRKnNWhalLjtRWhsRpgAAoMYdGKVZBSW65+N5WpGZa8wuTE/WnWc2l9VSFqV2q1VJXrfxGFPUPoQpAACoUbvzi7Uzr9i4vCu/WPdMmKdV2/OM2aUdUnTbGc1k2S9Kk6PdctiI0tqMMAUAADXmwCjdkVukwRPmae3OfGPW87gGuuXUJkaUOmxWJXvdxhOfUHsRpgAAoEYcGKXbcoo0aMJcbdhVYMyu6ZqqG05qTJTWUYQpAACodgdG6ZbsQg36aK42ZxUas+uOb6i+xzc0otRptyrZG2Y88Qm1H2EKAACq1a68Yu3K3xelm3YX6O6P5iozZ9+Tn248qbGu6ZZmXHY5bEr2uGUlSusUwhQAAFSbA6N0/c58DZowV9tz983+fWoT9eycalx2O2xKIkrrJMIUAABUiwOjdM2OPA2eMK/cXfq3ndFMl3Wsb1wOd9qV6HEZd+ejbiFMAQBAlTswSlduy9U9E+Zpd0GJMbv7rOa6MD3FuBzhsishiiitywhTAABQpXbmFWv3flG6bGuO7v14nrILSyVJFkmDz2mp89olGedEuuyKJ0rrPMIUAABUmQOjdPHmbN33yXzlFpVFqdUi3X9eK53ZOtE4J9JtV0KUu8Z3RfAhTAEAQJU4MEoXbMzS/RPnK7/YJ6nsfe4fOL+1TmsZb5zjCXOoXqSrxndFcCJMAQDAMTswSueu360hn85XYYlfkmS3WvTIRW10YrN6xjnR4U7FRjhrfFcEL8IUAAAckx25Rcra70lNs9bu0oOfLVBRaVmUOmwWPXZxW3VvEmecExPuVAxRigMQpgAAoNIOjNJpq3fo4c8XqsQXkCS57FY9cUlbdW4Ua5wTF+GSN9xR47si+BGmAACgUg6M0j9WbNfjXy0yotRtt+qpy9qpY1qMcU5cpEveMKIUB0eYAgCACjswSqcs26Ynv14sn78sSsOdNg29rL3aN/Aa58RHuRTlJkpxaIQpAACokAOj9KfFmRr67WLtaVJFuGx67op0tU72SJIsFovio1yKdJEdODx+QgAAwFHbnluk7P2i9IeFW/Tc90uNKPW47XruynS1SIySVBalCVEuRRClOAr8lAAAgKNyYJR+PW+zXvxxmfY0qbxhDr1wZbqaJkRKKovSJI9bYU6bCdsiFBGmAADgiA6M0s/+3qhXf15hXI4Jd+iFnhlqXC9CkmS1WJTkdcvtIEpx9AhTAABwWAdG6YRZG/TG5JXG5bhIp4b1zFBabLgkohSVR5gCAIBD2pZTpJzCfVE6dto6jfx9tXE5IcqlYVdlqH50mKSytx1N8rrlshOlqDjCFAAAHNT+URoIBPTe1LUa8+da43iy161hPTOU5HVLkuxWq5K8bjntVlP2RegjTAEAwD8cGKWj/lijD6atM443iAnTC1emK8GzL0qTo91y2IhSVB5hCgAAyjkwSt/6dZU+mrnBOJ4WG65hPdMVF+mSJDlsViV73bITpThGhCkAADBk5hQqt7BUUlmUvv7LSk38e6NxvHG9CD1/ZbpiI5ySiFJULcIUAABIKh+l/kBAr0xari/nbTaON4uP1PNXpssbXva2ok67VcneMNmsFlP2Re1DmAIAgHJR6vMHNOyHZfpu4RbjeMukKD13RXvjve5dDpuSPW5ZiVJUIcIUAIA67sAoffa7JZq0ONM43ibZo2euaG+8132Y06bEKKIUVY8wBQCgDsvMLlRuUVmUlvr8euqbJZqybJtxPL2BV09f1k7hzrJkCHfalehxyWIhSlH1CFMAAOqgQCCgbTlFRpQWl/r1xNeL9MeKHcY5HdOi9eSl7RS25x2cIlx2JUQRpag+hCkAAHXMwaL0kS8WatrqncY5XRvF6LGL28q1J0ojXXbFE6WoZoQpAAB1SCAQUGZOkfL2RGlhiU8Pfb5Qs9buMs45vkmcHrmojfEOTlFuh+KjXKbsi7qFMAUAoI44MEoLin164LP5mrM+yzjn5Ob19OAFrY13cPKEOVQvkihFzSBMAQCoAw6M0ryiUg2ZOF8LNmUb55zeMl5DzmtlvFh+dLjTeCF9oCYQpgAA1HKBQEBbs4uUX1wWpbmFpbpv4jwt3pxjnHNWm0Tde05L48XyYyOcig4nSlGzCFMAAGqxA6M0u6BE934yT8u25hrnnN8uSXed1cKI0rgIl/HuTkBNIkwBAKilDozS3fnFGvzxPK3almecc3FGim7v0UzWPc+2rxflksdNlMIchCkAALVQIBDQluxCFRT7JEk784o1aMJcrd2Rb5xzeaf6GnhaU+MloOKjXMZbjgJmIEwBAKhlDozSbTlFGjxhrtbvKjDOubpLqgac3FgWi0UWi0UJUS5FuMgCmIufQAAAapEDo3RrdqEGTZirTbsLjXOu7Z6mfic0MqI00eMy3nIUMBM/hQAA1BIHRunmrAIN+mietmTvi9LrT2yka7s3lCRZLRYletwKc9pM2Rc4EGEKAEAt4PeXRWlhSVmUbtiVr0EfzdO23CLjnJtOaaKru6RKKovSJK9bbgdRiuBBmAIAEOIOjNK1O/I0eMI87cgrNs4ZeHpTXdGpgSTJZi2LUpedKEVwIUwBAAhhB0bp6u15Gjxhrnbllxjn3NGjuS7pkCJJslutSvK65bRbTdkXOBzCFACAEOX3B7Q5u1BFe6J0RWauBk+Yq+zCstcttUgafHYLndc+WVJZlCZHu+WwEaUIToQpAAAh6MAoXbolR/d+Mk85e6LUapHuO7eVzmqTKEly2MpuKSVKEcwIUwAAQsyBUbpwU5bu/2S+8vY8G99qkR44v7VOb5UgqSxKk71u2YlSBDnCFACAEOLb85jSvVE6d8Nu/WfiAhXsuWy3WvTgha11SvN4SZLTblWyN0w2q8W0nYGjRZgCABAifP6ANmcVqLjUL0mavXaXHvxsgQr3XHbYLHr0orY6vmmcJMnlsCnZ45aVKEWIIEwBAAgBB0bpjDU79dDnC43LTrtVT1zSVl0axUqS3A6bkohShBjCFACAIHdglP61coce/XKhSnwBSZLLbtVTl7ZTp4YxkqRwp12JHpcsFqIUoYUwBQAgiB0Ypb8t364nvlqkUn9ZlIY5bHr68nbKaBAtSYpw2ZUQRZQiNBGmAAAEKZ8/oE27C1TiK4vSX5Zk6qlvFmtPkyrCadMzV7RX2xSvJCnSZVc8UYoQRpgCABCEDozSHxZt1XPfLTGiNNJl13NXtlerJI8kKcrtUHyUy6x1gSpBmAIAEGRKfX5tzio0ovTb+Zv1wg/LtKdJ5XHb9ULPDDVLiCy7HOZQvUiiFKGPMAUAIIgcGKVfzN2klyctN47HhDv0Qs8MNa4XIUmKDncqNsJpyq5AVSNMAQAIEgdG6SezN+j1X1Yax+MinBrWM0NpceGSpNgIp6LDiVLUHoQpAABB4MAoHT9jvYb/uso4Hh/p0rCr0tUgpixK4yJc8oY7TNkVqC6EKQAAJjswSt+bulaj/1hjHE/yuDXsqnQle8MkSfWiXPK4iVLUPoQpAAAmKvH5tWVPlAYCAY35c43em7rOOJ4S7dawnhlK9LglSfFRLkURpailCFMAAExyYJSO+G21xs9YbxxPjQnTCz0zjNcmjY9yKdLFr27UXvx0AwBgghKfX5t3F6rUXxalr09eqYmzNxrHG8aFa1jPDMVGOGWxWJTocSncya9t1G78hAMAUMP2j1J/IKBXf1qhL+ZuMo43iY/QC1emKzrcKavFokSPW2FOm4kbAzWDMAUAoAYdGKUv/rBM3yzYYhxvnhCp565MlzfMIavFoiSvW24HUYq6gTAFAKCGFJeWPaa01O+Xzx/Q898v1Q+LthrHWydH6dnL0xXptstmLbullChFXWI185s/+uijslgs5T5atWpl5koAAFSL/aO01OfX098sLhel7et79NwVZVFqt1q5pRR1kum3mLZt21aTJk0yLtvtpq8EAECV2j9KS3x+Pfn1Yv22fLtxvENqtJ66tJ3CnDYjSp12U287AkxhegXa7XYlJSWZvQYAANVi/ygtLvXrsS8X6a9VO4zjxzWM0ROXtJXbYZPDVhalDhtRirrJ9J/85cuXKyUlRU2aNFHv3r21bt26Q55bVFSk7Ozsch8AAASr4lK/NmcVqNTvV1GJTw99vqBclHZvEqunLm1nRGkyUYo6ztSf/m7dumnMmDH67rvv9MYbb2j16tU6+eSTlZOTc9Dzhw4dKq/Xa3ykpqbW8MYAABydvVHq8wdUUOLTfz5boBlrdhnHT2wWp8cubiun3Sqn3aqU6DDZiVLUcZZAIBAwe4m9du/erYYNG+rFF1/UDTfc8I/jRUVFKioqMi5nZ2crNTVVWVlZ8ng8NbkqAACHVFTq05asQvn8AeUXl2rIxAWavzHLOH5ai3j95/xWstuscjlsSvK4ZbNaTNwYqD7Z2dnyer1H1WumP8Z0f9HR0WrRooVWrFhx0OMul0sul6uGtwIA4OjtH6W5RaW6/5P5WrR530PPzmydoPvObSWb1SL3nii1EqWApCB4jOn+cnNztXLlSiUnJ5u9CgAAFbZ/lOYUluiej+eVi9Jz2iYaURrmtCnZS5QC+zM1TAcPHqwpU6ZozZo1+vPPP3XZZZfJZrOpV69eZq4FAECF7R+lWfklGvTRPC3dsu85ExelJ+uec1rKZrUowmVXkscti4UoBfZn6l35GzZsUK9evbRjxw7Fx8frpJNO0tSpUxUfH2/mWgAAVMj+Ubozr1j3fDxPq7fnGccv7ZCi285oJovFokiXXfFRLqIUOAhTw3T8+PFmfnsAAI7Z/lG6PbdIgyfM07qd+cbxqzo30M2nNCmLUrddCVFuE7cFgltQPfkJAIBQsn+UZmYXatCEedq4u8A43rtbmvqf2EgWi0WeMIfqRfIEXuBwCFMAACph/yjdklWoQRPmanNWoXH8+hMa6drjG0qSosOdio1wmrUqEDIIUwAAKqiwxKet2WVRunF3gQZ9NFeZOfteZ3vAyY3Vq2uaJCkm3KkYohQ4KoQpAAAVUFhSdkupPxDQup35GjRhrnbkFhvH/31aU/U8roEkKS7CJW+4w6xVgZBDmAIAcJT2j9LV2/M0eMJc7covMY7ffkYzXdqxviSpXpRLHjdRClQEYQoAwFHYP0pXZuZq8MfzlFVQFqUWSXed1UIXppe9QUx8lEtRRClQYYQpAABHsH+ULtuao3s+nqecwlJJktUi3XNOS53TNkkWi0XxUS5Fuvj1ClQGf3MAADiM/aN08eZs3fvJPOUV+SSVRemQ81qpR+tEWSwWJXpcCnfyqxWoLP72AABwCPtH6fwNWRry6XzlF5dFqc1q0YMXtNapLeJltViU6HErzGkzeWMgtBGmAAAcxP5ROmf9bv3n0/kqLPFLkuxWix65qI1ObFZPVotFSV633A6iFDhWhCkAAAfYP0pnrtmphz5fqKLSsih12Cx6/JK26tY4TjZr2S2lRClQNQhTAAD2s3+UTl21Q498sVAlvoAkyWW36slL2+m4hjGyWctuKXXZiVKgqhCmAADssX+U/rFiux77cpFK/WVR6nZYNfSy9spIjZbdalWS1y2n3WryxkDtQpgCAKDyUTp56TY99c1i+fZEabjTpmcub6929b1y2Mqi1GEjSoGqRpgCAOq8gmKftmaXRelPi7dq6LdLtKdJFemy69kr2qt1skcOm1XJXrfsRClQLQhTAECdVlDs05bsQgUCAX23YIue/36p9jSpPG67nrsyXS0So+S0W5XsDZPNajF1X6A2I0wBAHXW/lH61bxNevHH5cax6DCHnu+ZrqbxkXI5bEryuIlSoJoRpgCAOmn/KP3s74169ecVxrHYCKde6JmuRnERcu+JUitRClQ7whQAUOfsH6UTZq7XG1NWGcfqRTo1rGeGUmPDFea0KTGKKAVqCmEKAKhT9o/SsdPWaeTvq41jCVEuDbsqQ/WjwxTutCvR45LFQpQCNYUwBQDUGfnFpdqaXSS/3693/1qrd/5aaxxL9ro1rGeGkrxuRbrsio8iSoGaRpgCAOqE/aP07d9Xa+z09caxBjFhGtYzQ/FRLkW67UqIcpu4KVB3EaYAgFpv/yh9c8oqTZi1wTjWMDZcL/RMV1ykS1Fuh+KjXCZuCtRthCkAoFbbG6U+v1///XmFPpuzyTjWpF6Enu+Zrphwp7xhDsVFEqWAmQhTAECttX+UvvTjcn09f7NxrHlCpJ67Ml3eMIeiw52KjXCauCkAiTAFANRSe6O01OfXCz8s1fcLtxrHWiVF6bkr0hXptis2wqnocKIUCAaEKQCg1tk/Sp/5dol+WpJpHGub4tEzl7dXhMuuuEiXvGEOEzcFsD/CFABQq+QVlSozp0glpT499c0STVm2zTiW0cCrpy9rrzCnTfWiXPK4iVIgmBCmAIBaY2+UFpX49MRXi/THyh3GsePSovXEpe0U5ix7jdJIF78CgWDD30oAQK2wf5Q+8sVCTVu90zjWtXGsHr+4rVwOmxKiXIogSoGgxN9MAEDI2xulBcWleujzhZq1dpdx7ISmcXr4wjZyOWxK8rgV5rSZuCmAwyFMAQAhLbeoVNtyipRfVKoHPpuvOeuzjGOnNK+nBy5oLZfdpiSvW24HUQoEM8IUABCy9kZpbmGJhkycrwWbso1jZ7RK0JDzWslhsxKlQIggTAEAIWlvlGYXFOu+T+ZryZYc49g5bRM1+OyWctrLotRlJ0qBUECYAgBCTm5RqTKzC5VVUKJ7P56n5Zm5xrEL2ifrrrOay2kru/veabeauCmAiiBMAQAhZW+U7sov1j0fz9OqbXnGsUs6pOi2M5oRpUCIIkwBACFjb5TuyC3S4I/nae2OfONYz+Ma6JZTm8i554lODhtRCoQawhQAEBJyCku0LadI23KKNGjCXG3YVWAcu6Zrqm44qbGcdpuSvW7ZiVIgJBGmAICgtzdKt2YXatCEudq0u9A4dt3xDdX3+IZyOWxK9obJZrWYuCmAY0GYAgCC2t4o3bS7QIMmzNXW7CLj2A0nNVLvbg2NF88nSoHQRpgCAILW3ijdsCtfgz6ap225+6L0llOb6KrOqXLviVIrUQqEPMIUABCU9kbp2h15GjRhnnbmFRvHbj29mS7vVF9hzrIotViIUqA2IEwBAEEnu7BE23OKtGpbrgZPmKfdBSXGsTvPbK6LM1IU7rQr0eMiSoFahDAFAASVvVG6fGuO7vl4nrILSyVJFkmDz2mp89olKdJlV3wUUQrUNoQpACBo7I3SxZuzdd8n85VbVBalVot037mtdFabREW67UqIcpu8KYDqQJgCAILC3ihdsDFL90+cr/xin6SyKH3wgtY6rWWCotwOxUe5TN4UQHUhTAEAptsbpXPX79aQT+ersMQvSbJbLXr4wjY6qXk9ecMcioskSoHajDAFAJgqq6BEO3KLNHvtLj3w2QIVlZZFqcNm0WMXt1X3JnGKDncqNsJp8qYAqhthCgAwzd4onb56px7+YqGK90Sp027VE5e0VZdGsYqNcCo6nCgF6gLCFABgir1R+ufK7Xrsy0Uq8QUkSW67VU9d1k4d02IUF+GSN9xh8qYAagphCgCocXuj9Ndl2/TE14vl85dFaZjDpmcub6/2DbyqF+WSx02UAnUJYQoAqFFZ+SXakVekX5Zk6qlvFmtPkyrCZdOzl6erTYpH8VEuRRGlQJ1DmAIAaszeKP1h4RY99/1SI0qj3HY9f2W6WiaVRWmki19PQF3E33wAQI3YG6XfzN+sYT8s054mlTfMoeevTFfzxCglelwKd/KrCair+NsPAKh2e6P08zkb9cpPK4x5TLhDL/TMUJP4SCV53Apz2kzcEoDZCFMAQLXanV+snXnF+njWBv1v8kpjHhfp1LCeGWoUF6Ekr1tuB1EK1HWEKQCg2uyN0nHT12nEb6uNeUKUS8N6ZigtLlyJHqIUQBnCFABQLfZG6Xt/rdXoP9cY82SvW8N6Zqh+TJiSvG657EQpgDKEKQCgyu3OL9aO3CKN+mONPpi2zpg3iAnTC1emKyU6XElet5x2q4lbAgg2hCkAoErtjdLhv67ShzM3GPO02HC90DNdyd6yW0odNqIUQHmEKQCgyuzKK9bOvCK9PnmlJs7eaMwb14vQ81emK9HjVrLXLTtRCuAgCFMAQJXYlVesHXlFeuWn5fpy7mZj3iw+Us9fma54j0vJ3jDZrBYTtwQQzAhTAMAx25VXrO25RXrpx2X6ZsEWY94yMUrPXtFe8R63kjxuohTAYRGmAIBjsjdKn/1uiSYtzjTmbZKj9MwV6aoX6VKSxy0rUQrgCAhTAECl7cwr1vacQj39zRJNXrbNmLev79XQy9upXqRbiR6XLBaiFMCRHXWYzps376i/aHp6eqWWAQCEjp15xdqWU6gnvlqs31dsN+Yd06L15KXtVC/SpYQoohTA0TvqMO3QoYMsFosCgcBBj+89ZrFY5PP5qmxBAEDw2ZlXrMzsQj365UJNXbXTmHdpFKPHL26ruEiX4olSABV01GG6evXqI58EAKj1duYVa2tWgR76fKFmrt1lzLs3idWjF+2LUgCoqKMO04YNG1bnHgCAELAjt0hbsgv1wKcLNGf9bmN+cvN6evCC1qoX6VJcJFEKoHKO6clPixYt0rp161RcXFxufvHFFx/TUgCA4LMjt0ibswo0ZOICzd+YZcxPbxmvIee1Ur0ot2IjnCZuCCDUVSpMV61apcsuu0zz588v97jTvY8l4jGmAFC77Mgt0sZdBbp/4jwt2pxjzM9qk6h7z2mp+CiXosOJUgDHplLvCXfHHXeocePGyszMVHh4uBYuXKhff/1VnTt31uTJk6t4RQCAmXbkFmn9znzd83H5KD2/XZLuPaelEjxuohRAlajULaZ//fWXfv75Z9WrV09Wq1VWq1UnnXSShg4dqttvv11///13Ve8JADDBjtwirdtRFqUrtuUa84szUnR7j2ZK8LjlcTtM3BBAbVKpW0x9Pp+ioqIkSfXq1dOmTZsklT1BaunSpVW3HQDANNtzi7R6e57unjC3XJRe3qm+7jyzuZK8YUQpgCpVqVtM27Vrp7lz56px48bq1q2bnnvuOTmdTg0fPlxNmjSp6h0BADVse26RVm3L1eAJ87RuZ74x/1fnBrr51KZK9LgV4eLNAwFUrUr9q/Lggw8qLy9PkvT444/rwgsv1Mknn6y4uDh9+OGHVbogAKBmbcsp0srMHA2aME8bdxcY897d0nTDSY2V7A1TmNNm4oYAaqsKhWnnzp1144036pprrpHH45EkNWvWTEuWLNHOnTsVExPDu3wAQAjbllOkZVuzNeijedqSXWjMrz+hkfqe0EhJXrfcDqIUQPWo0GNMMzIydO+99yo5OVnXXXdduWfgx8bGEqUAEMK25RRpyeZs3fXh3HJRetPJjdXvRKIUQPWrUJi+/fbb2rJli15//XWtW7dOPXr0ULNmzfT0009r48aN1bUjAKCabcsp0sKNWbrzwznKzCky5v93WlP17t6QKAVQIyr8rPzw8HD169dPkydP1rJly3T11VfrrbfeUqNGjXTBBRdo4sSJlVrkmWeekcVi0Z133lmpzwcAVE5mTqHmbdituz6aox15+97J744ezXV1lzQle8PkshOlAKpfpV4uaq+mTZvqySef1Jo1azRu3DhNnTpVPXv2rPDXmTFjht566y2lp6cfyzoAgArKzCnUnHW7ddeHc7Qrv0SSZJE0+OwWuvK4BkqOdstpP6ZfFQBw1I75X5vJkyerX79+6tevn3w+nwYMGFChz8/NzVXv3r01YsQIxcTEHOs6AICjlJlTqFlrdmnQhLnKLiyVJFkt0n3ntdIlHeor2euWw0aUAqg5lfoXZ8OGDXryySfVrFkznXHGGVqzZo3+97//afPmzXrzzTcr9LUGDhyoCy64QGeeeeYRzy0qKlJ2dna5DwBAxWXmFGr6qp0aPGGucvaL0gfOb60L05OVEh0mO1EKoIZV6OWiPvroI40aNUo//fSTEhIS1LdvX/Xv31/NmjWr1DcfP368Zs+erRkzZhzV+UOHDtVjjz1Wqe8FACiTmVOov1bs0P0T56ugxCdJslstevDC1jqrTZKSPG7ZrLzKCoCaV6H/O9ynTx+FhYXp008/1fr16/X0009XOkrXr1+vO+64Qx988IHcbvdRfc6QIUOUlZVlfKxfv75S3xsA6qrM7EL9tmyb7vtknhGlDptFj17cRme3SVIyUQrARJZAIBA42pMzMzOVkJBQJd/4s88+02WXXSabbd8zPX0+nywWi6xWq4qKisodO5js7Gx5vV5lZWUZL/gPADi4zOxC/bI0Uw99vlDFpX5JktNu1eMXt9VpLROU6HHxetQAqlxFeq1Ct5juH6XvvfeeTjzxRKWkpGjt2rWSpJdfflmff/75UX2tHj16aP78+ZozZ47x0blzZ/Xu3Vtz5sw5YpQCAI5eZnahJi3eqgc/W2BEqctu1dOXttPprYhSAMGhUo9sf+ONN3T33Xfr/PPP1+7du+Xzld0dFB0drZdffvmovkZUVJTatWtX7iMiIkJxcXFq165dZdYCABxEZnahvl2wRQ9/vlAlvrI7ycIcNj1zRXud0jJeCVFEKYDgUKkwfe211zRixAg98MAD5W7Z7Ny5s+bPn19lywEAjk1mdqG+mrdJj325UKX+siiNcNr03JXtdVKzeCVEuYlSAEGjQs/K32v16tXq2LHjP+Yul0t5eXmVXmby5MmV/lwAQHmZ2YX69O+Neva7JdrTpIp02fXcle3VrXGc4iJd5i4IAAeo1C2mjRs31pw5c/4x/+6779S6detj3QkAcAwCgYAysws1YeZ6PfPtvij1uO168aoMdW9SjygFEJQqdYvp3XffrYEDB6qwsFCBQEDTp0/XuHHjNHToUI0cObKqdwQAHKVAIKBtOUUaO32dXp603JjHhDv0Qs8MHdcwRtHhThM3BIBDq1SY3njjjQoLC9ODDz6o/Px8XXPNNUpJSdErr7yiq6++uqp3BAAchb1R+u5fa/TfX1Ya87gIp17oma5ODWPlDXOYuCEAHF6FXsf0YPLz85Wbm1tlr29aEbyOKQCUCQQCyswp0qjfV+utX1cZ8/hIl4Zdla4OaTHyuIlSADWv2l7HdK+CggLl5+dLksLDw1VQUKCXX35ZP/zwQ2W+HADgGOyN0remrCwXpYkel165uoM6NYwlSgGEhEqF6SWXXKJ3331XkrR792517dpVw4YN0yWXXKI33nijShcEABxaIBDQ1uxCvf7zCo36Y40xT4l265WrOyojNVqRrko9agsAalylwnT27Nk6+eSTJUkff/yxkpKStHbtWr377rt69dVXq3RBAMDBBQIBbckq1MuTluvdqWuNeYOYML38r45Kb+BVBFEKIIRU6l+s/Px8RUVFSZJ++OEHXX755bJarerevbvx9qQAgOqzN0pf+GGpPpm90Zg3jAvXi1dlqG2KV24Hb+0MILRU6hbTZs2a6bPPPtP69ev1/fff6+yzz5YkZWZm8iQkAKhmgUBAm7MK9cy3S8pFaZP4CL3yrw5EKYCQVakwffjhhzV48GA1atRI3bp10/HHHy+p7NbTg70jFACgagQCAW3KKtCTXy/S53M3GfPmCZF6+V8d1DrFQ5QCCFmVfrmoLVu2aPPmzcrIyJDVWta306dPl8fjUatWrap0yUPh5aIA1CWBQEAbdxfo8S8X6YdFW4156+QovXBlhponRslpr9TtDQBQbSrSa5V+VHxSUpKSkpLKzbp27VrZLwcAOIxAIKANu/L18OcL9cvSbca8fX2Pnr8yQ00TIuWwEaUAQlulwvT000+XxWI55PGff/650gsBAMrz+wNavytfD322QL8u327MO6RG69kr2qtpfKTsRCmAWqBSYdqhQ4dyl0tKSjRnzhwtWLBAffv2rYq9AAAqi9J1O/M1ZOJ8/bVqhzE/rmGMnrm8vRrXiyBKAdQalQrTl1566aDzRx99VLm5uce0EACgjN8f0Nodebrvk3mavmaXMe/eJFZPXdZOjeIiZbMe+t4rAAg1Vfp/s/v06aNRo0ZV5ZcEgDrJ7w9ozY48DZowt1yUntgsTs9eka7GRCmAWqhK3xLkr7/+ktvtrsovCQB1jt8f0MrtuRr80VzN3ZBlzE9tEa8nL22r+tHhshKlAGqhSoXp5ZdfXu5yIBDQ5s2bNXPmTD300ENVshgA1EV+f0DLM3N190dztHBTtjE/s3WCHr24repHhx32yacAEMoqFaZer7fcZavVqpYtW+rxxx833gUKAFAxfn9ASzNzdOf4OVq6JceYn9M2UY9c1FbJXjdRCqBWq1SYjh49uqr3AIA6ze8PaPGWbN0xfo5WZO57EumF6cl68ILWSvQQpQBqv2N6jOmsWbO0ePFiSVLbtm15O1IAqASfP6DFm7N1+7i/tWp7njG/tEOKhpzfSomeMBO3A4CaU6kwzczM1NVXX63JkycrOjpakrR7926dfvrpGj9+vOLj46tyRwCotXz+gOZv3K07xs3R2p35xrzncQ1077ktFR/FE0oB1B2Vermo2267TTk5OVq4cKF27typnTt3asGCBcrOztbtt99e1TsCQK3k8wc0d/0u3Tr273JR2rtbmu4jSgHUQZZAIBCo6Cd5vV5NmjRJXbp0KTefPn26zj77bO3evbuq9jus7Oxseb1eZWVlyePx1Mj3BICq4PMHNHvdTt0+bo42ZxUa834nNNTtZzRXbKTLxO0AoOpUpNcqdVe+3++Xw+H4x9zhcMjv91fmSwJAneHzBzRzzU7dNu5vZeYUGfMbT2qsW89opuhwp4nbAYB5KnVX/hlnnKE77rhDmzZtMmYbN27UXXfdpR49elTZcgBQ2/j8AU1btUMDx84uF6X/Pq2pbjujOVEKoE6rVJj+97//VXZ2tho1aqSmTZuqadOmaty4sbKzs/Xaa69V9Y4AUCv4/AH9uXK7Bo6dre25xcb89jOa6d+nNZU3/J/3RAFAXVKpu/JTU1M1e/ZsTZo0SUuWLJEktW7dWmeeeWaVLgcAtYXPH9Bvy7fpzvFztLugRJJkkXTXWS10/YmNFOUmSgGgUk9+ChY8+QlAKPD5A/plSabu/miOsgtLJZVF6b3nttS1xzdSpOuYXlIaAIJatT356dVXXz2q83jJKAAo4/MHNGnxVg36aK5yi8qi1GqRhpzfWr27pSncSZQCwF4VusW0cePG5S6vX79eycnJstv3/cNqsVi0atWqqtvwMLjFFEAwK/X59f3CLbrn43nKL/ZJkmxWix66oLX+1SVNYU6byRsCQPWrtltMV69eXe5yVFSUpkyZoiZNmlR8SwCoxUp9fn0zf7Pu/WSeCkvKXkbPbrXo0Yvb6srjGsjtIEoB4EDchwQAVazU59cXczdpyMT5Kioti1KHzaInL22nSzrUJ0oB4BAIUwCoQqU+vybO3qgHPpuvEl/ZI6VcdquGXtZeF2Qky2UnSgHgUAhTAKgipT6/Ppq5Xg9/vlCl/rIodTuseu6KdJ3bLllOe6VeOhoA6owKhWl2dna5yxaLRbm5uf+Y80QkAHVNqc+vsdPW6bGvFsm3J0rDnTY9f2W6zm6bJIeNKAWAI6lQmEZHR8tisRiXA4GAOnbsWO6yxWKRz+erug0BIMiV+vx696+1evLrRdrTpIpw2fTiVR3Uo1WC7EQpAByVCoXpL7/8Ul17AEBIKvX5NeqP1Rr6zRLtfe09j9uul/7VQae1TJDNajns5wMA9qlQmJ566qnVtQcAhJwSn1/Df12lF75fakRpdJhDr/TqqJOb1ZOVKAWACjnqMD3wcaSHw2NMAdR2JT6//vfLCr00abkxiwl36PXendS9cRxRCgCVcNRheuDjSw+Hx5gCqM1KfH69PGmZXv9lpTGLi3Tqf9d0UtfGsUf9byUAoLyjDtP9H1+6Zs0a3X///erXr5+OP/54SdJff/2ld955R0OHDq36LQEgSJT4/Hr+u6Ua/tu+t15OiHLpjT6d1CkthigFgGNgCQQCgSOfVl6PHj104403qlevXuXmY8eO1fDhwzV58uSq2u+wKvLeqwBwrIpLfRr6zRKN/nONMUv2uvVGn07qkBpj3mIAEMQq0muVeg2Tv/76S507d/7HvHPnzpo+fXplviQABLXiUp8e/3JRuShtEBOm4dd1JkoBoIpUKkxTU1M1YsSIf8xHjhyp1NTUY14KAIJJcalPD322UO9PW2fM0mLDNfK6zmpf32viZgBQu1TqLUlfeuklXXHFFfr222/VrVs3SdL06dO1fPlyffLJJ1W6IACYqbjUp/s/ma+Jf280Zo3rRWjEtcepWWKUiZsBQO1TqVtMzz//fC1btkwXXXSRdu7cqZ07d+qiiy7SsmXLdP7551f1jgBgiqISnwZ9NK9clDaLj9Sofp2JUgCoBpV68lOw4MlPAKpLQbFPd380R98u2GLMWiZGaUTfzkqLDTdxMwAILdX+5CdJ+u2339SnTx+dcMIJ2rix7NaE9957T7///ntlvyQABIX8olLdNu7vclHaJtmj0dcTpQBQnSoVpp988onOOecchYWFafbs2SoqKpIkZWVl6emnn67SBQGgJuUVlWrg2NmatHirMUtv4NXo67soJZooBYDqVKkwffLJJ/Xmm29qxIgRcjgcxvzEE0/U7Nmzq2w5AKhJuYUluuW9Wfpl6TZj1jEtWqP6dVaix23iZgBQN1TqWflLly7VKaec8o+51+vV7t27j3UnAKhxOQUlGvDeTE1dtdOYdW0Uq7euPU4xEU4TNwOAuqNSt5gmJSVpxYoV/5j//vvvatKkyTEvBQA1KSu/RNePmVEuSk9oGqeRfTsTpQBQgyoVpgMGDNAdd9yhadOmyWKxaNOmTfrggw80ePBg/fvf/67qHQGg2uzKK1bf0dM1c+0uY3Zqi3p6s89x8oQ5DvOZAICqVqm78u+//375/X716NFD+fn5OuWUU+RyuTR48GDddtttVb0jAFSLnblF6jt6uuZvzDZmZ7RK0Gu9OijCRZQCQE07ptcxLS4u1ooVK5Sbm6s2bdooMjKyKnc7Il7HFEBlbcspVN9R07Voc44xO6dNol6+uqPCnDYTNwOA2qUivVahW0z79+9/VOeNGjWqIl8WAGrUluwCXff2dC3bmmvMLmifrGFXZcjtIEoBwCwVCtMxY8aoYcOG6tixo0L4DaMA1GGbswrUZ+Q0rdyWZ8wu7ZCi565Il5MoBQBTVShM//3vf2vcuHFavXq1rr/+evXp00exsbHVtRsAVKkNu/LVZ+Q0rdmRb8yu6txAT1/WXnZbpd8IDwBQRSr0L/Hrr7+uzZs3695779WXX36p1NRUXXXVVfr++++5BRVAUFu7I0+9hk8tF6V9uqdpKFEKAEHjmJ78tHbtWo0ZM0bvvvuuSktLtXDhwhp9AhRPfgJwNFZty1Wft6dp0+5CY9b/xEZ64PzWshGlAFCtqu3JTweyWq2yWCwKBALy+XzH8qUAoFqsyMxR75HTtDW7yJjdfEoT3X9eK1ksFhM3AwAcqMI3FRQVFWncuHE666yz1KJFC82fP1///e9/tW7duhp/uSgAOJwlW7LVa0T5KL3tjGZEKQAEqQrdYvp///d/Gj9+vFJTU9W/f3+NGzdO9erVq67dAKDSFm7M0rWjpmtnXrExG3RWC916RjOiFACCVIUeY2q1WpWWlqaOHTse9h/2iRMnVslyR8JjTAEczNz1u9V31HTtLigxZved21L/Pq2ZiVsBQN1UbY8xve6667ilAUBQm712l/qNma7sglJJkkXSgxe01g0nNzF3MQDAEVX4BfYBIFjNWL1T14+Zodyisii1WqTHLm6ra49vZO5iAICjckzPygeAYPHnyu268Z2Zyi8ue4UQq0V66rL26tU1zeTNAABHizAFEPJ+W75NA96dqcISvyTJZrXo2cvb68rOqSZvBgCoCMIUQEj7eXGm/v3BLBWVlkWpw2bRsJ4ddHGHFJM3AwBUFGEKIGT9sHCLbh33t4r3RKnTbtXL/+qg89snm7wZAKAyCFMAIembeZt1x4d/q8RX9op3brtV/72mo85sk2TyZgCAyiJMAYScz+ds1KCP5qrUXxalYQ6b3rz2OJ3aIt7kzQAAx4IwBRBSPp61Xvd+PE97mlQRTpuGX9dZJzbjXegAINQRpgBCxrjpa/XApwuMKI1y2zWqbxd1aRxr7mIAgCpBmAIICe/+uUaPfLFQe99D2Rvm0Jjru6hjWoypewEAqg5hCiDojfxtlZ78erFxOSbcoXf6d1V6g2jzlgIAVDnCFEBQe2PyCj373VLjclyEU+/d2FVtkr0mbgUAqA6EKYCg9cqkZXpp0nLjcnyUSx/c0E0tkqJM3AoAUF2sZn7zN954Q+np6fJ4PPJ4PDr++OP17bffmrkSgCDxwvdLy0VpksetD2/qTpQCQC1mapg2aNBAzzzzjGbNmqWZM2fqjDPO0CWXXKKFCxeauRYAEwUCAQ39ZrH++8sKY1Y/Okwf3dxdTeIjTdwMAFDdLIFAIHDk02pObGysnn/+ed1www1HPDc7O1ter1dZWVnyeDw1sB2A6hQIBPT4V4s0+o81xiwtNlzjBnRX/Zgw8xYDAFRaRXotaB5j6vP5NGHCBOXl5en4448/6DlFRUUqKioyLmdnZ9fUegCqWSAQ0EOfLdD709YZs0b1IvThgO5K9LpN3AwAUFNMvStfkubPn6/IyEi5XC7dcsst+vTTT9WmTZuDnjt06FB5vV7jIzU1tYa3BVAd/P6A7v9kXrkobZ4QqQk3EaUAUJeYfld+cXGx1q1bp6ysLH388ccaOXKkpkyZctA4PdgtpqmpqdyVD4Qwnz+geybM1cS/NxqzVklRGjegm2IiXCZuBgCoChW5K9/0MD3QmWeeqaZNm+qtt9464rk8xhQIbaU+v+76cI6+nLfZmLVN8Wjsjd3kDXeauBkAoKqE5GNM9/L7/eVuFQVQO5X4/Lpt7N/6buEWY5bRwKv3b+ymKLfDxM0AAGYxNUyHDBmi8847T2lpacrJydHYsWM1efJkff/992auBaCaFZf69e/3Z+mnJZnG7LiGMXrvhq4Kdwbd/18GANQQU38DZGZm6rrrrtPmzZvl9XqVnp6u77//XmeddZaZawGoRoUlPt303kz9umy7MeveJFaj+3VVmNNm4mYAALOZGqZvv/22md8eQA0rLPGp/5gZ+nPlDmN2UrN6Gtm3s9wOohQA6jruMwNQI/KLS9V31HTNWLPLmJ3eMl5vXdtZTrvpr1wHAAgChCmAapdbVKrr3p6m2et2G7Oz2iTqf707yWEjSgEAZQhTANUqu7BE146cprkbsozZBe2T9crVHWQnSgEA+yFMAVSb3fnF6j1ymhZu2vf2wZd2SNGwqzrIZrWYuBkAIBgRpgCqxc68YvUaMVVLt+QYs6s6N9Azl6fLSpQCAA6CMAVQ5bblFKnXiKlakZlrzHp3S9OTl7aTxUKUAgAOjjAFUKW2Zhfq6uFTtXp7njG7/oRGeviiNkQpAOCwCFMAVWbT7gL9a/hfWr+zwJjdfEoT3X9eK6IUAHBEhCmAKrF+Z76uHj5VG3fvi9Lbz2imu89uaeJWAIBQQpgCOGZrtufp6uFTtSW70JgNOquFbuvR3MStAAChhjAFcExWZOaq14ip2pZTZMyGnNdKN5/a1MStAAChiDAFUGnLtuao1/Cp2pFXbMwevrCN+p/U2MStAAChijAFUCmLNmXrmpFTtTu/RJJkkfTEpe3Up3tDcxcDAIQswhRAhc3fkKXeI6cqu7BUkmS1SM9c3l5XdUkzeTMAQCgjTAFUyOx1u3Td29OVW1QWpTaLRS9claHLOtY3eTMAQKgjTAEctRlrdqrfqOnKK/ZJkmxWi169uoMuSE8xeTMAQG1AmAI4Kn+u3K7+Y2aosMQvSXLYLHr9mk46u22SyZsBAGoLwhTAEf26bJsGvDtTRaVlUeq0WfXWtZ10eqtEkzcDANQmhCmAw/pp8Vbd8v4slfgCkiSX3aq3+3bWSc3jTd4MAFDbEKYADun7BZs1cOzfKvWXRWmYw6ZR/Trr+Kb1TN4MAFAbEaYADuqreZt0x/g58u2J0ginTe/e0FXHNYw1eTMAQG1FmAL4h09nb9CgCXO1p0kV5bbrvRu6qUNqtKl7AQBqN8IUQDkfzVin+z6Zrz1NKm+YQx/c2E3t6ntN3QsAUPsRpgAMH0xdqwc+W2Bcjgl3aOyA7mqd7DFxKwBAXUGYApAkjf5jtR77cpFxuV6kU+MGdFfzxCgTtwIA1CWEKQAN/3Wlnv5miXE5Icql8Td1V5P4SBO3AgDUNYQpUMf99+fleuGHZcblFK9b4286Xmlx4SZuBQCoiwhToI4KBAJ66cdlevXnFcasQUyYxt/UXQ1iiFIAQM0jTIE6KBAI6NnvlujNKauMWaO4cI2/6Xgled0mbgYAqMsIU6COCQQCeuKrRRr1xxpj1jQ+QuNu6q6EKKIUAGAewhSoQ/z+gB75YqHem7rWmLVIjNTYAd1VL9Jl4mYAABCmQJ3h9wd0/8T5+mjmemPWJtmjD27sppgIp4mbAQBQhjAF6gCfP6B7Pp6ribM3GrP0+l69d2M3ecMcJm4GAMA+hClQy5X6/Lr7ozn6Yu5mY9YxLVrv9u+qKDdRCgAIHoQpUIuV+Py6bdzf+m7BFmPWpVGMxlzfVREu/voDAIILv5mAWqqo1Kf/e3+2flqSacxOaBqnt/t2UZjTZuJmAAAcHGEK1EKFJT7d/N4sTVm2zZid0iJew689Tm4HUQoACE6EKVDLFBT7dMM7M/Tnyh3G7MzWCXq9dye57EQpACB4EaZALZJXVKrrx8zQ9NU7jdm57ZL0Wq+OctisJm4GAMCREaZALZFTWKK+o2Zo9rpdxuzijGS9eFUH2YlSAEAIIEyBWiArv0TXjpqmeRuyjNkVnerruSszZLNaTNwMAICjR5gCIW5XXrF6j5ymRZuzjdnVXVL19GXtZSVKAQAhhDAFQtj23CJdM2Kqlm3NNWbXdm+oxy5uS5QCAEIOYQqEqMzsQvUaMVUrt+UZsxtOaqwHL2gti4UoBQCEHsIUCEGbswrUa/hUrdmRb8z+fWoT3XtuK6IUABCyCFMgxGzYla9ew6dq/a4CY3b7Gc1011ktiFIAQEgjTIEQsm5Hvq4e/pc2ZRUas3vOaamBpzczcSsAAKoGYQqEiFXbctVrxFRtzS4yZg+c31oDTmli4lYAAFQdwhQIASsyc9Rr+DRty90XpY9e1Eb9Tmxs4lYAAFQtwhQIcos3Z6v3yGnamVdszJ6+rL2u6ZZm4lYAAFQ9whQIYgs2Zqn3yGnKKiiRJFkkPXtluq7qnGruYgAAVAPCFAhSc9bv1nVvT1N2YakkyWqRXryqgy7tWN/kzQAAqB6EKRCEZq3dqetGTVdekU+SZLda9MrVHXVBerLJmwEAUH0IUyDITFu1Q9ePmaH84n1R+nrvTjqnbZLJmwEAUL0IUyCI/LFiu254Z4YKS/ySJKfNqjev7aQzWiWavBkAANWPMAWCxOSlmbr5vVkqKi2LUpfdqhHXddYpLeJN3gwAgJpBmAJBYNKirfr3B7NU4gtIksIcNr3dr7NOaFrP5M0AAKg5hClgsm/nb9Zt4/5Wqb8sSiNcNo25vqu6NIo1eTMAAGoWYQqY6PM5G3X3R3Pl2xOlUW673u3fVR3TYkzeDACAmkeYAib5ZNYG3fPxXO1pUnnDHHr/hm5q38Br7mIAAJiEMAVMMH76Og2ZOF97mlQx4Q59cGN3tUnxmLoXAABmIkyBGvbuX2v08OcLjcv1Ip0aO6C7WiRGmbgVAADmI0yBGjTyt1V68uvFxuWEKJfG3dRdTeMjTdwKAIDgQJgCNeSNySv17HdLjMvJXrfGDeiuRvUiTNwKAIDgQZgCNeDVn5brxR+XGZcbxIRp3IDuSo0NN3ErAACCC2EKVKNAIKBhPyzTf39ZYcwaxoVr3IDuSokOM3EzAACCD2EKVJNAIKCh3y7R8F9XGbOm8REaO6C7Ej1uEzcDACA4EaZANQgEAnrsy0Ua8+caY9Y8IVJjB3RXfJTLvMUAAAhihClQxfz+gB78fIHGTltnzNoke/T+jd0UG+E0cTMAAIIbYQpUIZ8/oPs/macJszYYs/b1vXrvhq6KDidKAQA4HMIUqCKlPr8GT5irz+ZsMmad0qI1pn9XedwOEzcDACA0EKZAFSjx+XXnh3P09bzNxqxro1iNur6LIl38NQMA4GjwGxM4RsWlft02bra+X7jVmJ3QNE4j+3ZWuJO/YgAAHC1+awLHoLDEp//7YLZ+XpJpzE5tEa+3rj1ObofNxM0AAAg9hClQSYUlPg14d6Z+W77dmPVonaD/9e4kl50oBQCgoghToBLyi0t1w5iZ+mvVDmN2btskvdqro5x2q4mbAQAQughToIJyi0p1/ejpmrFmlzG7KCNFL16VIYeNKAUAoLIIU6ACsgpK1G/UdP29frcxu7xjfT3fM0M2q8W8xQAAqAUIU+Ao7c4v1rVvT9P8jdnG7KrODTT08nSiFACAKmDq/Y5Dhw5Vly5dFBUVpYSEBF166aVaunSpmSsBB7Ujt0i9RkwtF6V9uqfpGaIUAIAqY2qYTpkyRQMHDtTUqVP1448/qqSkRGeffbby8vLMXAsoJzOnUL1GTNXizTnG7PoTG+mJS9rJSpQCAFBlLIFAIGD2Entt27ZNCQkJmjJlik455ZQjnp+dnS2v16usrCx5PJ4a2BB1zZasQl0zcqpWbdv3f5ZuPrWJ7j+3lSwWohQAgCOpSK8F1WNMs7KyJEmxsbEmbwJIG3cX6JrhU7V2Z74xu/2MZrrrrBZEKQAA1SBowtTv9+vOO+/UiSeeqHbt2h30nKKiIhUVFRmXs7OzD3oecKzW78xXrxFTtWFXgTEbdFYL3dajuYlbAQBQuwXNiy4OHDhQCxYs0Pjx4w95ztChQ+X1eo2P1NTUGtwQdcWa7Xnq+dZf5aJ0yHmtiFIAAKpZUDzG9NZbb9Xnn3+uX3/9VY0bNz7keQe7xTQ1NZXHmKLKrMjM1TUjpiozZ9/P2cMXtlH/kw79cwkAAA4tZB5jGggEdNttt+nTTz/V5MmTDxulkuRyueRyuWpoO9Q1S7fk6JoRU7Ujr9iYPXlpO/Xp3tDErQAAqDtMDdOBAwdq7Nix+vzzzxUVFaUtW7ZIkrxer8LCwsxcDXXMok3Z6j1yqnbll0iSLBbp2cvTdVUXHi4CAEBNMfWu/EM9s3n06NHq16/fET+fl4tCVZi3YbeufXu6sgrKotRqkV7omaHLOzUweTMAAEJfSN2VD5hp9rpduu7t6cotKpUk2awWvfSvDro4I8XkzQAAqHuC5uWigJo2ffVOXT96uvKKfZIkh82i13p11Lntkk3eDACAuokwRZ3054rtuuGdmSoo2Relb/Y5Tj1aJ5q8GQAAdRdhijpnyrJtuundmSoq9UuSXHarhl/XWae2iDd5MwAA6jbCFHXKT4u36pb3Z6nEV/b45jCHTW/37awTmtUzeTMAAECYos74bsEW3TZuthGl4U6bxlzfVV0bx5q8GQAAkAhT1BFfzt2kOz+cI5+/LEojXXa907+rjmsYY/JmAABgL8IUtd6nf2/QoI/mak+TyuO26/0buym9QbSpewEAgPIIU9RqH81Yr/smztPel8yNDnfogxu7qW2K19zFAADAPxCmqLU+mLZWD3y6wLgcF+HU2AHd1TIpysStAADAoRCmqJVG/7Faj325yLicEOXS2AHd1Swh0sStAADA4RCmqHXemrJSQ79dYlxO8ro1bkB3Na4XYeJWAADgSAhT1Cqv/bRcw35cZlyuHx2m8Td1V2psuIlbAQCAo0GYolYIBAJ66cdlevXnFcYsLTZc427qrvrRYSZuBgAAjhZhipAXCAT0zHdL9NaUVcasSb0IjR3QXUlet4mbAQCAiiBMEdICgYCe+GqxRv2x2pg1T4jUBwO6KSGKKAUAIJQQpghZfn9AD3+xQO9PXWfMWidH6f0buiku0mXiZgAAoDIIU4Qkvz+g/3w6X+NnrDdm7ep79P4N3RQd7jRxMwAAUFmEKUKOzx/QPR/P1cTZG41Zx9RojenfVd4wh4mbAQCAY0GYIqSU+vy666O5+nLuJmPWuWGMRl/fRVFuohQAgFBGmCJkFJf6dcf4v/Xtgi3G7PgmcRrZt7MiXPwoAwAQ6vhtjpBQVOrTwA9ma9LiTGN2UrN6GnFdZ4U5bSZuBgAAqgphiqBXWOLTze/N0pRl24zZ6S3j9Uaf4+R2EKUAANQWhCmCWn5xqQa8M1N/rNxhzM5qk6j/XtNRLjtRCgBAbUKYImjlFpWq/5gZmr56pzE7v32SXrm6oxw2q4mbAQCA6kCYIihlF5ao36jpmr1utzG7pEOKhvXMkJ0oBQCgViJMEXSy8kt07ahpmrchy5j1PK6BnrkiXTarxcTNAABAdSJMEVR25hWrz8hpWrQ525j17pamJy5pJytRCgBArUaYImhszy3SNSOmatnWXGPW74RGeuSiNrJYiFIAAGo7whRBITO7UNeMmKYV2/ZF6U2nNNGQ81oRpQAA1BGEKUy3OatAvYZP1Zod+cbs1tObadDZLYhSAADqEMIUptqwK19XD5+qDbsKjNldZ7bQHWc2N3ErAABgBsIUplm7I0+9RkzVpt2Fxuzec1vq/05rZuJWAADALIQpTLFyW66uGTFVW7OLjNmDF7TWjSc3MXErAABgJsIUNW7Z1hxdM2KqtucWG7PHL2mr645vZN5SAADAdIQpatSiTdnqPXKqduWXSJIskp6+vL16dU0zdzEAAGA6whQ1Zv6GLPV5e5qyCvZF6fM9M3TlcQ3MXQwAAAQFwhQ14u91u3TdqOnKKSyVJNksFr34rwxd0qG+yZsBAIBgQZii2s1Ys1P9Rk9XXpFPkmS3WvRqr446v32yyZsBAIBgQpiiWv21cof6vzNDBcX7ovR/vTvp7LZJJm8GAACCDWGKavPb8m0a8O5MFZb4JUlOm1VvXXecTm+ZYPJmAAAgGBGmqBa/LMnUze/NUrGvLErddqtG9u2ik5rXM3kzAAAQrAhTVLkfFm7R/30wW6X+gCQpzGHT6Ou7qHuTOJM3AwAAwYwwRZX6et5m3TH+byNKI5w2vdO/qzo3ijV5MwAAEOwIU1SZz+ds1F0fztGeJlWUy653b+iqjmkx5i4GAABCAmGKKjFh5nrd+/E87WlSecMc+uDGbmpX32vqXgAAIHQQpjhmY6et038+nW9cjo1w6oMbu6l1ssfErQAAQKghTHFM3vlzjR75YqFxuV6kU+MGdFfzxCgTtwIAAKGIMEWljfh1lZ76ZrFxOdHj0rgB3dUkPtLErQAAQKgiTFEpr/+yQs9/v9S4nOx1a/xN3dUwLsLErQAAQCgjTFEhgUBAr0xarpd/Wm7MUmPCNO6m7moQE27iZgAAINQRpjhqgUBAz3+/VP+bvNKYNYwL1/ibuivZG2biZgAAoDYgTHFUAoGAnvx6sd7+fbUxaxofoXEDuivB4zZxMwAAUFsQpjiiQCCgRz5fqHenrjVmLRIjNXZAd9WLdJm4GQAAqE0IUxyW3x/QA5/O17gZ641Zm2SPPrixm2IinCZuBgAAahvCFIfk8wd03yfz9PGsDcYsvYFX7/XvJm+4w8TNAABAbUSY4qBKfX7d/dEcfTF3szHrmBatd/t3VZSbKAUAAFWPMMU/lPj8un3c3/p2wRZj1qVRjMZc31URLn5kAABA9aAyUE5RqU8DP5itSYszjdkJTeP0dt8uCnPaTNwMAADUdoQpDIUlPt383ixNWbbNmJ3cvJ5GXNdZbgdRCgAAqhdhCklSQbFPN7wzQ3+u3GHMzmiVoDf6dJLLTpQCAIDqR5hCeUWlun7MDE1fvdOYndM2Ua/16iSn3WriZgAAoC4hTOu4nMIS9R01XbPX7TZmF6Yn6+V/dZDdRpQCAICaQ5jWYVkFJbr27WmatyHLmF3aob6GXZUhm9Vi4mYAAKAuIkzrqF15xeo9cpoWbc42Zj2Pa6Bnr0iXlSgFAAAmIEzroB25Reo1YqqWbc01Ztd0S9OTl7QjSgEAgGkI0zomM7tQvUZM1cptecbs+hMb6eEL28hiIUoBAIB5CNM6ZEtWof41/C+t3ZFvzG4+pYnuP68VUQoAAExHmNYRG3bl6+rhU7VhV4Exu+2MZrr7rBZEKQAACAqEaR2wbke+/jX8L23OKjRmd5/VQrf3aG7iVgAAAOURprXcqm25unr4VGXmFBmz+85tqX+f1szErQAAAP6JMK3Flm/N0dUjpmpHbrExe/CC1rrx5CYmbgUAAHBwhGkttWRLtnoNn6pd+SXG7PGL2+q6ExqZtxQAAMBhEKa10IKNWeo9cpqyCsqi1CJp6OXtdXXXNHMXAwAAOAzCtJb5e90uXTdqunIKSyVJVov03JXpuvK4VJM3AwAAODzCtBaZuWanrhs1XfnFPkmSzWLRi//K0CUd6pu8GQAAwJERprXE1JU7dP2YGSooKYtSu9Wi13p11Hntk03eDAAA4OgQprXAb8u26cZ3Z6qo1C9Jctgs+t81nXRW2ySTNwMAADh6hGmI+3lJpm55f5aK90Sp027V8GuP02ktE0zeDAAAoGII0xD2w8ItGjh2tkp8AUmS22HViOs66+Tm8SZvBgAAUHGEaYj6au4m3fHhHPn8ZVEa5rRpdN8u6t40zuTNAAAAKsdq5jf/9ddfddFFFyklJUUWi0WfffaZmeuEjE//3qA7xu+L0kiXXe/170qUAgCAkGZqmObl5SkjI0Ovv/66mWuElI9mrNegj+bKFyiL0ii3Xe/d0FWdG8WavBkAAMCxMfWu/PPOO0/nnXeemSuElPenrtVDny1QYM/l6DCH3ruhm9o38Jq6FwAAQFUIqceYFhUVqaioyLicnZ1t4jY1a9Qfq/X4l4uMy7ERTr1/Qze1SfGYuBUAAEDVMfWu/IoaOnSovF6v8ZGaWjfeZvOtKSvLRWlcpFMfDuhOlAIAgFolpMJ0yJAhysrKMj7Wr19v9krV7r8/L9fQb5cYlxM9Lk24+Xg1T4oycSsAAICqF1J35btcLrlcLrPXqDEv/rBMr/683Lic7HXrw5u6Ky0uwsStAAAAqkdIhWldEQgE9My3S/TWr6uMWYOYMI0f0F0NYsNN3AwAAKD6mBqmubm5WrFihXF59erVmjNnjmJjY5WWlmbiZuYJBAJ6/KtFGv3HGmOWFhuuD2/qruToMPMWAwAAqGamhunMmTN1+umnG5fvvvtuSVLfvn01ZswYk7YyTyAQ0EOfLdD709YZsyb1IjT+pu5K8LhN3AwAAKD6mRqmp512mgKBwJFPrAP8/oDu+2SeJszaYMyaJ0Rq3IBuqhdFlAIAgNqPx5gGAZ8/oMET5urTvzcas9ZJURo7oJtiIurOk70AAEDdRpiarNTn1x3j5+jr+ZuNWbsUjz4Y0E3eMKeJmwEAANQswtREJT6/Bn4wWz8s2mrMOqRG670buirK7TBxMwAAgJpHmJqkuNSvm9+bqV+WbjNmnRvG6J3+XRThIkoBAEDdQ5iaoLDEpxvfmanfV2w3Zt0bx2r09V0U5uQ/CQAAqJuooBpWWOJT39HTNW3VTmN2UrN6GnndcXITpQAAoA6jhGpQXlGJ+o6aoZlrdxmz01rE661rj5PLYTNxMwAAAPMRpjUkp7BE1749XXPW7zZmZ7ZO0P96d5LTTpQCAAAQpjVgd16x+rw9TQs2ZRuz89ol6dWrO8hBlAIAAEgiTKvdztwiXTNympZsyTFmF2Uk66WrOshus5q4GQAAQHAhTKtRZnahrhk5TSsyc43ZFZ3q67kr0mUjSgEAAMohTKvJlqxC9RoxVau35xmzq7ukaujl7WWxWEzcDAAAIDgRptVg46589RoxTet25huza49vqMcvbkuUAgAAHAJhWsXW7cjTNSOmacPuAmPW/8RGeujCNkQpAADAYRCmVWhlZq56vz1NW7IKjdnNpzTRkPNbm7gVAABAaCBMq8iyrdnqM3K6MnOKjNmtZzTT4LNbmrgVAABA6CBMq8CiTVm6btR0bc8tNmZ3ndVCd/RobuJWAAAAoYUwPUbzNuxW31HTtSu/xJjde05L/d/pzUzcCgAAIPQQpsfg73W71G/0DGUVlEWpRdJ/zm+tAac0MXcxAACAEESYVtL01Tt0wzszlVNYKkmyWqSHL2yjfic2NnkzAACA0ESYVsKfK7ZrwLszlVfsk1QWpU9c0k69uzc0eTMAAIDQRZhW0JRl23TLe7NUUFIWpTarRU9f1k7/6pJm8mYAAAChjTCtgD9XbNfN781UYYlfkuSwWfTsFem6vFMDkzcDAAAIfYTpUZqybJtuenemikrLotRpt+qFnum6OKO+yZsBAADUDoTpUfp73S4jSl12q176Vwed3z7Z5K0AAABqD8L0KN3Ro7kKin16b+pavfKvDjqrbZLZKwEAANQqhOlRslgsuv+8VrqiUwO1SIoyex0AAIBax2r2AqHEYrEQpQAAANWEMAUAAEBQIEwBAAAQFAhTAAAABAXCFAAAAEGBMAUAAEBQIEwBAAAQFAhTAAAABAXCFAAAAEGBMAUAAEBQIEwBAAAQFAhTAAAABAXCFAAAAEGBMAUAAEBQIEwBAAAQFAhTAAAABAXCFAAAAEGBMAUAAEBQIEwBAAAQFAhTAAAABAXCFAAAAEGBMAUAAEBQIEwBAAAQFAhTAAAABAXCFAAAAEGBMAUAAEBQIEwBAAAQFOxmL3AsAoGAJCk7O9vkTQAAAHAwezttb7cdTkiHaU5OjiQpNTXV5E0AAABwODk5OfJ6vYc9xxI4mnwNUn6/X5s2bVJUVJQsFstBz8nOzlZqaqrWr18vj8dTwxuGLq63iuM6qxyut8rheqscrreK4zqrHK63fQKBgHJycpSSkiKr9fCPIg3pW0ytVqsaNGhwVOd6PJ46/4NRGVxvFcd1Vjlcb5XD9VY5XG8Vx3VWOVxvZY50S+lePPkJAAAAQYEwBQAAQFCo9WHqcrn0yCOPyOVymb1KSOF6qzius8rheqscrrfK4XqrOK6zyuF6q5yQfvITAAAAao9af4spAAAAQgNhCgAAgKBAmAIAACAoEKYAAAAICrU6TF9//XU1atRIbrdb3bp10/Tp081eKagNHTpUXbp0UVRUlBISEnTppZdq6dKlZq8Vcp555hlZLBbdeeedZq8S9DZu3Kg+ffooLi5OYWFhat++vWbOnGn2WkHL5/PpoYceUuPGjRUWFqamTZvqiSeeOKr3n65Lfv31V1100UVKSUmRxWLRZ599Vu54IBDQww8/rOTkZIWFhenMM8/U8uXLzVk2iBzueispKdF9992n9u3bKyIiQikpKbruuuu0adMm8xYOEkf6edvfLbfcIovFopdffrnG9gs1tTZMP/zwQ91999165JFHNHv2bGVkZOicc85RZmam2asFrSlTpmjgwIGaOnWqfvzxR5WUlOjss89WXl6e2auFjBkzZuitt95Senq62asEvV27dunEE0+Uw+HQt99+q0WLFmnYsGGKiYkxe7Wg9eyzz+qNN97Qf//7Xy1evFjPPvusnnvuOb322mtmrxZU8vLylJGRoddff/2gx5977jm9+uqrevPNNzVt2jRFRETonHPOUWFhYQ1vGlwOd73l5+dr9uzZeuihhzR79mxNnDhRS5cu1cUXX2zCpsHlSD9ve3366aeaOnWqUlJSamizEBWopbp27RoYOHCgcdnn8wVSUlICQ4cONXGr0JKZmRmQFJgyZYrZq4SEnJycQPPmzQM//vhj4NRTTw3ccccdZq8U1O67777ASSedZPYaIeWCCy4I9O/fv9zs8ssvD/Tu3dukjYKfpMCnn35qXPb7/YGkpKTA888/b8x2794dcLlcgXHjxpmwYXA68Ho7mOnTpwckBdauXVszS4WAQ11vGzZsCNSvXz+wYMGCQMOGDQMvvfRSje8WKmrlLabFxcWaNWuWzjzzTGNmtVp15pln6q+//jJxs9CSlZUlSYqNjTV5k9AwcOBAXXDBBeV+7nBoX3zxhTp37qyePXsqISFBHTt21IgRI8xeK6idcMIJ+umnn7Rs2TJJ0ty5c/X777/rvPPOM3mz0LF69Wpt2bKl3N9Tr9erbt268fuhgrKysmSxWBQdHW32KkHN7/fr2muv1T333KO2bduavU7Qs5u9QHXYvn27fD6fEhMTy80TExO1ZMkSk7YKLX6/X3feeadOPPFEtWvXzux1gt748eM1e/ZszZgxw+xVQsaqVav0xhtv6O6779Z//vMfzZgxQ7fffrucTqf69u1r9npB6f7771d2drZatWolm80mn8+np556Sr179zZ7tZCxZcsWSTro74e9x3BkhYWFuu+++9SrVy95PB6z1wlqzz77rOx2u26//XazVwkJtTJMcewGDhyoBQsW6Pfffzd7laC3fv163XHHHfrxxx/ldrvNXidk+P1+de7cWU8//bQkqWPHjlqwYIHefPNNwvQQPvroI33wwQcaO3as2rZtqzlz5ujOO+9USkoK1xlqTElJia666ioFAgG98cYbZq8T1GbNmqVXXnlFs2fPlsViMXudkFAr78qvV6+ebDabtm7dWm6+detWJSUlmbRV6Lj11lv11Vdf6ZdfflGDBg3MXifozZo1S5mZmerUqZPsdrvsdrumTJmiV199VXa7XT6fz+wVg1JycrLatGlTbta6dWutW7fOpI2C3z333KP7779fV199tdq3b69rr71Wd911l4YOHWr2aiFj7+8Afj9Uzt4oXbt2rX788UduLT2C3377TZmZmUpLSzN+P6xdu1aDBg1So0aNzF4vKNXKMHU6nTruuOP0008/GTO/36+ffvpJxx9/vImbBbdAIKBbb71Vn376qX7++Wc1btzY7JVCQo8ePTR//nzNmTPH+OjcubN69+6tOXPmyGazmb1iUDrxxBP/8XJky5YtU8OGDU3aKPjl5+fLai3/z7bNZpPf7zdpo9DTuHFjJSUllfv9kJ2drWnTpvH74Qj2Runy5cs1adIkxcXFmb1S0Lv22ms1b968cr8fUlJSdM899+j77783e72gVGvvyr/77rvVt29fde7cWV27dtXLL7+svLw8XX/99WavFrQGDhyosWPH6vPPP1dUVJTxeCuv16uwsDCTtwteUVFR/3gcbkREhOLi4nh87mHcddddOuGEE/T000/rqquu0vTp0zV8+HANHz7c7NWC1kUXXaSnnnpKaWlpatu2rf7++2+9+OKL6t+/v9mrBZXc3FytWLHCuLx69WrNmTNHsbGxSktL05133qknn3xSzZs3V+PGjfXQQw8pJSVFl156qXlLB4HDXW/Jycm68sorNXv2bH311Vfy+XzG74jY2Fg5nU6z1jbdkX7eDgx4h8OhpKQktWzZsqZXDQ1mvyxAdXrttdcCaWlpAafTGejatWtg6tSpZq8U1CQd9GP06NFmrxZyeLmoo/Pll18G2rVrF3C5XIFWrVoFhg8fbvZKQS07Oztwxx13BNLS0gJutzvQpEmTwAMPPBAoKioye7Wg8ssvvxz037K+ffsGAoGyl4x66KGHAomJiQGXyxXo0aNHYOnSpeYuHQQOd72tXr36kL8jfvnlF7NXN9WRft4OxMtFHZ4lEOAtQwAAAGC+WvkYUwAAAIQewhQAAABBgTAFAABAUCBMAQAAEBQIUwAAAAQFwhQAAABBgTAFAABAUCBMASAITZ48WRaLRbt37zZ7FQCoMYQpAFRCv379ZLFYdMstt/zj2MCBA2WxWNSvX78q+36EKoC6gDAFgEpKTU3V+PHjVVBQYMwKCws1duxYpaWlmbgZAIQmwhQAKqlTp05KTU3VxIkTjdnEiROVlpamjh07GjO/36+hQ4eqcePGCgsLU0ZGhj7++ONyX+ubb75RixYtFBYWptNPP11r1qw57PceM2aMoqOj9f3336t169aKjIzUueeeq82bN5c7b9SoUWrbtq1cLpeSk5N16623HvsfHACqCWEKAMegf//+Gj16tHF51KhRuv7668udM3ToUL377rt68803tXDhQt11113q06ePpkyZIklav369Lr/8cl100UWaM2eObrzxRt1///1H/N75+fl64YUX9N577+nXX3/VunXrNHjwYOP4G2+8oYEDB+qmm27S/Pnz9cUXX6hZs2ZV9CcHgKpnN3sBAAhlffr00ZAhQ7R27VpJ0h9//KHx48dr8uTJkqSioiI9/fTTmjRpko4//nhJUpMmTfT777/rrbfe0qmnnqo33nhDTZs21bBhwyRJLVu21Pz58/Xss88e9nuXlJTozTffVNOmTSVJt956qx5//HHj+JNPPqlBgwbpjjvuMGZdunSpsj87AFQ1whQAjkF8fLwuuOACjRkzRoFAQBdccIHq1atnHF+xYoXy8/N11llnlfu84uJi4+7+xYsXq1u3buWO743YwwkPDzeiVJKSk5OVmZkpScrMzNSmTZvUo0ePSv/ZAKCmEaYAcIz69+9vPHbz9ddfL3csNzdXkvT111+rfv365Y65XK5j+r4Oh6PcZYvFokAgIEkKCws7pq8NAGYgTAHgGJ177rkqLi6WxWLROeecU+5YmzZt5HK5tG7dOp166qkH/fzWrVvriy++KDebOnXqMe0UFRWlRo0a6aefftLpp59+TF8LAGoKYQoAx8hms2nx4sXG/95fVFSUBg8erLvuukt+v18nnXSSsrKy9Mcff8jj8ahv37665ZZbNGzYMN1zzz268cYbNWvWLI0ZM+aY93r00Ud1yy23KCEhQeedd55ycnL0xx9/6Lbbbjvmrw0A1YEwBYAq4PF4DnnsiSeeUHx8vIYOHapVq1YpOjpanTp10n/+8x9JUlpamj755BPdddddeu2119S1a1c9/fTT6t+//zHt1LdvXxUWFuqll17S4MGDVa9ePV155ZXH9DUBoDpZAnsfkAQAAACYiNcxBQAAQFAgTAEAABAUCFMAAAAEBcIUAAAAQYEwBQAAQFAgTAEAABAUCFMAAAAEBcIUAAAAQYEwBQAAQFAgTAEAABAUCFMAAAAEBcIUAAAAQeH/AZqZoRT+1Qi0AAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(8,8))\n",
        "sns.regplot(x=X_train, y=y_train, label='train', scatter_kws={'alpha':0.1}, scatter=False)\n",
        "plt.legend();"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "89f2979c",
      "metadata": {
        "id": "89f2979c"
      },
      "source": [
        "# Багатомірна лінійна регресія"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "82422d33",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.569437Z",
          "start_time": "2022-01-18T17:44:41.566440Z"
        },
        "id": "82422d33"
      },
      "outputs": [],
      "source": [
        "def get_indices(X):\n",
        "    train_id, test_id = train_test_split(X.index, test_size=test_size, shuffle=True, random_state=42)\n",
        "    return train_id, test_id"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "27be4559",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:51:16.474742Z",
          "start_time": "2022-01-18T17:51:16.470776Z"
        },
        "id": "27be4559"
      },
      "outputs": [],
      "source": [
        "X = df.drop([target_col_name],axis=1)\n",
        "y = df[target_col_name]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b1d3432a",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.580631Z",
          "start_time": "2022-01-18T17:44:41.576908Z"
        },
        "id": "b1d3432a",
        "outputId": "c8160f29-7355-408a-ce3b-a70410a8a9ad",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "RangeIndex(start=0, stop=20640, step=1)"
            ]
          },
          "metadata": {},
          "execution_count": 33
        }
      ],
      "source": [
        "X.index"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "3eee13e4",
      "metadata": {
        "id": "3eee13e4"
      },
      "source": [
        "Будемо виділяти підвибірки за допомогою індексів."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "ec8a4bd6",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.586304Z",
          "start_time": "2022-01-18T17:44:41.581834Z"
        },
        "id": "ec8a4bd6"
      },
      "outputs": [],
      "source": [
        "test_size = 0.2\n",
        "\n",
        "train_id, test_id = get_indices(X)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0a46a10a",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.596106Z",
          "start_time": "2022-01-18T17:44:41.587837Z"
        },
        "id": "0a46a10a",
        "outputId": "3075a53a-5cde-4944-8ec5-ffe80a02b899",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "((16512, 8), (4128, 8))"
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ],
      "source": [
        "X.loc[train_id].shape, X.loc[test_id].shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "7956bfea",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.613093Z",
          "start_time": "2022-01-18T17:44:41.598267Z"
        },
        "id": "7956bfea",
        "outputId": "cccf038c-6194-4695-89fd-53148a8dbe42",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "8"
            ]
          },
          "metadata": {},
          "execution_count": 36
        }
      ],
      "source": [
        "lr = LinearRegression()\n",
        "\n",
        "lr.fit(X.loc[train_id], y.loc[train_id])\n",
        "\n",
        "lr.n_features_in_"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "f451c288",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.619017Z",
          "start_time": "2022-01-18T17:44:41.614933Z"
        },
        "id": "f451c288",
        "outputId": "d8344f2a-ccf9-4743-a673-1ab3ee23873c",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(array([ 4.48674910e-01,  9.72425752e-03, -1.23323343e-01,  7.83144907e-01,\n",
              "        -2.02962058e-06, -3.52631849e-03, -4.19792487e-01, -4.33708065e-01]),\n",
              " -37.02327770606409)"
            ]
          },
          "metadata": {},
          "execution_count": 37
        }
      ],
      "source": [
        "lr.coef_, lr.intercept_"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "4915fe40",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.631713Z",
          "start_time": "2022-01-18T17:44:41.620850Z"
        },
        "id": "4915fe40"
      },
      "outputs": [],
      "source": [
        "y_train_pred = lr.predict(X.loc[train_id])\n",
        "y_test_pred = lr.predict(X.loc[test_id])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "9687af3b",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.644677Z",
          "start_time": "2022-01-18T17:44:41.634915Z"
        },
        "id": "9687af3b",
        "outputId": "90703e50-c425-4533-9143-bcdbe86c858a",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'mse': 0.51793, 'rmse': 0.71968}"
            ]
          },
          "metadata": {},
          "execution_count": 39
        }
      ],
      "source": [
        "get_metrics(y.loc[train_id], y_train_pred)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b10060ef",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:41.654907Z",
          "start_time": "2022-01-18T17:44:41.647166Z"
        },
        "id": "b10060ef",
        "outputId": "74f6fe60-71fc-42a7-e19f-aed2a7181a63",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'mse': 0.55589, 'rmse': 0.74558}"
            ]
          },
          "metadata": {},
          "execution_count": 40
        }
      ],
      "source": [
        "get_metrics(y.loc[test_id], y_test_pred)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "6723e500",
      "metadata": {
        "id": "6723e500"
      },
      "source": [
        "Бачимо, що якість наших прогнозів покращала. Порівнюємо моделі тільки по mse на test наборі."
      ]
    },
    {
      "cell_type": "markdown",
      "id": "86cbc075",
      "metadata": {
        "id": "86cbc075"
      },
      "source": [
        "Виведемо графік помилок."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "6abf1a04",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.465806Z",
          "start_time": "2022-01-18T17:44:41.677432Z"
        },
        "id": "6abf1a04",
        "outputId": "40f552c5-f5a7-4e0d-e827-b0aefd536074",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 696
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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RERERqQgKXEVERESkIihwFREREZGKoMBVRERERCqCAlcRERERqQgKXEVERESkIihwFREREZGKMKmB6z333MO5557L3LlzMcbws5/9rN/91lo+9alPMWfOHKqqqjjjjDN4/vnnJ2ewIiIiIjKpJjVw7enpYfXq1fz7v//7oPd/6Utf4qtf/Sq33HILDz74IDU1NbzhDW8gk8lM8EhFREREZLJFJvPkZ511Fmedddag91lruemmm/jkJz/J+eefD8APfvADZs2axc9+9jPe+c53TuRQRURERGSSTdkc182bN7Nz507OOOOM0m0NDQ284hWv4IEHHhjycdlslmQy2e9DRERERCrflA1cd+7cCcCsWbP63T5r1qzSfYO54YYbaGhoKH3Mnz9/XMcpIiIiIhNjygauo3XttdfS1dVV+ti2bdtkD0lERERExsCUDVxnz54NwK5du/rdvmvXrtJ9g4nH49TX1/f7EBEREZHKN2UD10WLFjF79mz+8Ic/lG5LJpM8+OCDnHTSSZM4MhERERGZDJNaVSCVSrFhw4bS55s3b+bxxx+nubmZBQsW8OEPf5jrr7+eZcuWsWjRIq677jrmzp3Lm9/85skbtIiIiIhMikkNXB955BFe+9rXlj6/+uqrAbj44ov53ve+x0c/+lF6enp4//vfT2dnJ6eccgq/+c1vSCQSkzVkEREREZkkxlprJ3sQ4ymZTNLQ0EBXV5fyXUVERESmoHLjtSmb4yoiIiIi0pcCVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCApcRURERKQiKHAVERERkYqgwFVEREREKoICVxERERGpCFM6cPV9n+uuu45FixZRVVXFkiVL+PznP4+1drKHJiIiIiITLDLZAziQf/7nf+bmm2/m+9//PitXruSRRx7hPe95Dw0NDVx55ZWTPTwRERERmUBTOnC9//77Of/883nTm94EwMKFC7n99tt56KGHJnlkIiIiIjLRpnSqwMknn8wf/vAHnnvuOQDWrVvHvffey1lnnTXkY7LZLMlkst+HiIiIiFS+KT3j+vGPf5xkMskxxxyD67r4vs8XvvAFLrrooiEfc8MNN/DZz352AkcpIiIiIhNhSs+4/uhHP+K//uu/+O///m8effRRvv/97/Ov//qvfP/73x/yMddeey1dXV2lj23btk3giEVERERkvBg7hbfoz58/n49//ON86EMfKt12/fXX85//+Z8888wzZT1HMpmkoaGBrq4u6uvrx2uoIiIiIjJK5cZrU3rGNZ1O4zj9h+i6LkEQTNKIRERERGSyTOkc13PPPZcvfOELLFiwgJUrV/LYY4/x5S9/mUsvvXSyhyYiIiIiE2xKpwp0d3dz3XXXcccdd9DW1sbcuXO58MIL+dSnPkUsFivrOZQqICIiIjK1lRuvTenAdSwocBURERGZ2g6JHFcRERERkSIFriIiIiJSERS4ioiIiEhFUOAqIiIiIhVBgauIiIiIVAQFriIiIiJSERS4ioiIiEhFUOAqIiIiIhVBgauIiIiIVAQFriIiIiJSERS4ioiIiEhFUOAqIiIiIhVBgauIiIiIVAQFriIiIiJSERS4ioiIiEhFUOAqIiIiIhVBgauIiIiIVAQFriIiIiJSERS4ioiIiEhFUOAqIiIiIhVBgauIiIiIVITIZA9ARERERKaOwPfZuP5+ejvbqGqcyZJVJ+O47mQPC1DgKjIhgsDSsiNJezpHc3WMlXPrcRwz2cMSERHp58l778T++UZmZLfShIdHhJZfL8C8+iMce8p5kz08Ba4i4+3+DXu4ee1GNralyPuWqGtYMrOWK05bwslLp0/28ERERIAwaG38w0dJ2DRJ6sgRJUaeOdmNZP7wUZ6ESQ9eleMqMo7u37CHT9yxnqdbk9TEI8ysi1MTj/B0azefuGM992/YM9lDFBERIfB97J9vJB6kaQ2aSAVRcgGkgiitQRPxII39840Evj+p41TgKjJOgsBy89qNpLIes+sTJKIujmNIRF1m18dJZX1uXruRILCTPVQRETnMbVx/P9OzL9Bha7H0T2WzGDpsLdOzL7Bx/f2TNMKQAleRcdKyI8nGthRN1TGM6f9LwBhDY3WUjW0pWnYkJ2mEIiIioVTHLlzrkR0iizRLBNd6pDp2TfDI+lPgKjJO2tM58r4l5g7+YxZ3HfKBpT2dm+CRiYiI9PdMV4y8jRDHG/T+OB55G+GZrtgEj6w/Ba4i46S5OkbUNeT8YND7s35A1DE0V0/uLwEREZE9tUez0c6l0aSAgSlslkaTYqOdy57aoydjeCUKXEXGycq59SyZWUtHOo+1/X8JWGvpTOdZMrOWlXPrJ2mEIiIioSOaa7nZP48em2C26aCBFPWkaSDFbNNBj63iZv88jmiundRxKnAVGSeOY7jitCXUxl12JrP05n2CwNKb99mZzFIbd7nitCWq5yoiIpPurBWzeCBYyX/5ZxDBZ57Zy3zTxjyzlwg+/+WfzgPBSs5aMWtSx6nAVWQcnbx0OmsuWMXyOXWksx5tqSzprMfyOXWsuWCV6riKiMiU8H8tOznJaeEi9y48HLbbaWy1M9hup+HhcJF7Fyc5Lfxfy85JHacaEIiMs5OXTueVi6epc5aIiExZj2/ZyxXundSYDDttM1XkiBCQw6HL1jDbdHCFeye/3/IG3vqyIyZtnApcRSaA4xhWHdEw2cMQEREZVFP3MywxO8jaCIvMLuLkMITbtLLE6LLVLDE7eKT7GWD1pI1TgauIiIjIYW55Y45qk6GaDA6WAKdUWyBBlpjJkSbB8sbJLeGowFVERETkMBepnU4VOVwCDOD2qedqMRhsmD5QO7l7MxS4ioiIiBzmUpkcDgEudr8qrgaLAwQEpDKacRURERGRSbSzdTvFxgNDbx22heMmj8phiYiIiBzmejr3DDrbWmQBF0tP556JHNZ+NOMqIiIicpjbmY1hsEPOtoa3W3ZmJ7dNuWZcRURERA5z1X73AVIEQqZw3GRS4CoiIiJymKuxPWN63HhR4CoiIiJymAsKHwd7zHhT4CoiIiJymNvoLuNA9QRCpnDc5FHgKiIiInKYm9tUU2g9MLQAw9ymmgka0eAUuIqIiIgc5pqdbsqZcQ2PmzwKXEVEREQOc166A4PFHyI09HEwWLx0xwSPrD/VcRUREZGDEgSWlh1J2tM5mqtjrJxbj+MMN3snU0naqScAogSDNiFwCcjjkHbqJ3po/ShwFRERkVG7f8Mebl67kY1tKfK+Jeoalsys5YrTlnDy0umTPTwpU7yuGbqGTxWI1zVPyHiGolQBERERGZX7N+zhE3es5+nWJDXxCDPr4tTEIzzd2s0n7ljP/Rsmtz2olC+ZCQhwCAgzXQd+hKWwHJKZyS2IpcBVRERERiwILDev3Ugq6zG7PkEi6uI4hkTUZXZ9nFTW5+a1GwmCwRaeZaqptd14uKXtWbbPB4TBax6XWqvNWSIiIlJhWnYk2diWoqk6hjH9l5iNMTRWR9nYlqJlR3KSRigjMWPmbCL4BJj9ymIVb4viM2Pm7EkaYUg5riIiIjJi7ekced8ScwefA4u7Dl2BpT2dm+CRyWgcOa268H+GLC4OYLBYDAEQwx9w3OTQjKuIiIiMWHN1jKhryPmD5zxm/YCoY2iujk3wyGQ0vJ52eonh4xQqC1j8QugaJcDHoZcYXk/7pI6zrBnXO++8s+wnPO+880Y9GBEREakMK+fWs2RmLU+3djO73umXLmCtpTOdZ/mcOlbOndzySVKels4ox9kEKapoNCkS5DEEWAwZonTaWhwsLZ1RzprEcZYVuL75zW/u97kxBmttv8+LfN8fm5GJiIjIlOU4hitOW8In7ljPzmSWxuoocdch6wd0pvPUxl2uOG2J6rlWiI3uYjbauRznbKL/tqzw/+tML08Ei9noLp68QVJmqkAQBKWP3/3ud7zkJS/h17/+NZ2dnXR2dvKrX/2Kl770pfzmN78Z7/GKiIjIFHHy0umsuWAVy+fUkc56tKWypLMey+fUseaCVarjWkHmN9VyT3AcNWSoJkeAQw6XAIdqctSQ4Z7gOOY31U7qOEe8OevDH/4wt9xyC6ecckrptje84Q1UV1fz/ve/n6effnpMBygiIiJT18lLp/PKxdPUOavCnbVqFt0PPkGKBBF84uSJYrFAmjgeLqc6T1C3atakjnPEgevGjRtpbGzc7/aGhga2bNkyBkMSERGRSuI4hlVHNEz2MOQgrHa3sjvSym6/kQxRqsjh4uPj0kuMBHmOjrQyw90KTJu0cY64qsDLX/5yrr76anbt2lW6bdeuXfzjP/4jJ5544pgOTkRERETGn5PZS1Pc4DtRwNBLnBTV9BIHwtub4gYns3dyxznSB9x22220trayYMECli5dytKlS1mwYAHbt2/nO9/5zniMUURERETGU/U0YrE4s6oN7oA0D9cxzKo2xGJxqJ682VYYRarA0qVLeeKJJ/j973/PM888A8Dy5cs544wz9uucISIiIiIVYPZqOqoXYnc+iaGJqOsQVhQwWBtg0x10zD6WptmrJ3WYo+qcZYzhzDPP5NRTTyUejytgFREREalgAYZb/HN5FxuYYffSG8QJMDhYqkyWlKnmv/1z+RhmUrtXjfjcQRDw+c9/nnnz5lFbW8vmzZsBuO6665QqICIiIlKBWnYk+XH7Ev4zfzouAXPNXuab3cw1e3EJ+M/86fy4fQktO5KTOs4RB67XX3893/ve9/jSl75ELLavjduxxx7LrbfeOqaDExEREZHxtzeVZXnmMd7l3oWPy3Y7jW12JtvtNDxc3uXexfLMY+xNZSd1nCMOXH/wgx/wrW99i4suugjXdUu3r169upTzKiIiIiKVY28qw/udO6kxGVptE13UkqSaLmrZaZuoMeH9e1OZSR3niAPX7du3s3Tp0v1uD4KAfD4/JoMSERERkYkTaXuCJWYHnbYWGLh3ydBpa1lidhBpe2Iyhlcy4sB1xYoV/PnPf97v9h//+Mccf/zxYzIoEREREZk4PR27iBqP7BD79rNEiBqPno5dg94/UUZcVeBTn/oUF198Mdu3bycIAn7605/y7LPP8oMf/IBf/vKX4zFGERERERlH23PV5G2EOB4ZYvvdH8cjbyNsz1VPwuj2GfGM6/nnn88vfvEL7rrrLmpqavjUpz7F008/zS9+8Qte//rXj8cYRURERGQcPZY/ko12Lo0mRVi/tS9Lo0mx0c7lsfyRkzG8khHNuHqex5o1a7j00kv5/e9/P15jEhEREZEJVF8V42b/PNaYW5ltOui0tWQJZ2AbTYoeW8XN/nk0VO0/GzuRRjTjGolE+NKXvoTneeM1HhERERGZYEfNquOBYCWf8C7jmWABNWSYZTqpIcMzwQI+4b2XB4KVHDWrblLHOeIc19NPP521a9eycOHCcRiOiIiIiEy0hkQYEj4QrOQvwXJWmi00m27abR0tdiG2MNdZPG6yjPjsZ511Fh//+MdZv349L3vZy6ipqel3/3nnnTdmgxMRERGR8deWypX+3+LwpF28f6rrgOMmw4gD1w9+8IMAfPnLX97vPmMMvu8f/KhEREREZMLMqo+X/t8QDDnj2ve4yTDiwDUIgvEYh4iIiIhMkuKmq5OcFq5w72SJ2UHUhCWwNtq53OyfxwPBysranCUiIiIih57GRISTnBbWRG7lGGcrPSTYZRvpIcExzlbWRG7lJKeFxknOcR1V4PqHP/yBc845hyVLlrBkyRLOOecc7rrrrrEem4iITKIgsKx/sYu1z+1m/YtdBMEgCW8ickhYv6OTK9w7qTEZdtomMsSwOGSIsdM2UWMyXOHeyfodnZM6zhGHzd/4xje46qqreNvb3sZVV10FwF/+8hfOPvtsbrzxRj70oQ+N+SBFRGRi3b9hDzev3cjGthR53xJ1DUtm1nLFaUs4een0yR6eiIwxd9cTLDE76LS1gBlwr6HT1rLE7GDdrieAYyZhhKERz7iuWbOGG2+8kdtvv50rr7ySK6+8kv/+7//mxhtvZM2aNWM+wO3bt/Pud7+badOmUVVVxapVq3jkkUfG/DwiIhK6f8MePnHHep5uTVITjzCzLk5NPMLTrd184o713L9hz2QPUUTGWDa5m6jxyBIBLFVkqSVNFVnAkiUS3p/cPanjHHHg2tnZyRvf+Mb9bj/zzDPp6uoak0EVdXR08KpXvYpoNMqvf/1rnnrqKf7t3/6NpqamMT2PiIiEgsBy89qNpLIes+sTJKIujmNIRF1m18dJZX1uXrtRaQMih5hE/UzyNkIjPSwyOznS7GK+2cORZheLzE4a6SFvIyTqZ07qOEccuJ533nnccccd+93+85//nHPOOWdMBlX0z//8z8yfP5/vfve7nHjiiSxatIgzzzyTJUuWjOl5REQk1LIjyca2FE3VMYzpv1xojKGxOsrGthQtO5KTNEIRGQ8zj345e209c0w7CXL4GPI4+BgS5Jhj2tlr65l59MsndZwjznFdsWIFX/jCF7j77rs56aSTgDDH9b777uMf/uEf+OpXv1o69sorrzyowd1555284Q1v4O1vfztr165l3rx5fPCDH+R973vfkI/JZrNks9nS58mkfrmKiJSrPZ0j71ti7uDzGnHXoSuwtKcntwi5iIwxSyG1NVxNcdj3/6U7DYM2JZhIIw5cv/Od79DU1MRTTz3FU089Vbq9sbGR73znO6XPjTEHHbhu2rSJm2++mauvvppPfOITPPzww1x55ZXEYjEuvvjiQR9zww038NnPfvagzisicrhqro4RdQ05PyDhuPvdn/UDoo6huXpyazmKyNja/dzDvIok7baOZpMihle6z8eh3dYyjSS7n3sYTlw4aeMcceC6efPm8RjHoIIg4IQTTiht+jr++ON58sknueWWW4YMXK+99lquvvrq0ufJZJL58+dPyHhFRCrdyrn1LJlZy9Ot3cyud/qlC1hr6UznWT6njpVz6ydxlCIy1txsB9UmQw29OASlCVgLOAQ0mhQ9VOFmOyZ1nFO6AcGcOXNYsWJFv9uWL1/O1q1bh3xMPB6nvr6+34eIiJTHcQxXnLaE2rjLzmSW3rxPEFh68z47k1lq4y5XnLYExxlYLkdEKtnsWbOpIUOUAMO+gljF/48SUEOG2bNmT94gmeKB66te9SqeffbZfrc999xzHHnkkZM0IhGRQ9/JS6ez5oJVLJ9TRzrr0ZbKks56LJ9Tx5oLVqmOq8ghqC7u4uIf8BgXn7r4/ilEE2ly+3YN4yMf+Qgnn3wya9as4R3veAcPPfQQ3/rWt/jWt7412UMTETmknbx0Oq9cPI2WHUna0zmaq2OsnFuvmVaRQ9S8npZhZzOdwnHwpgkY0eCmdOD68pe/nDvuuINrr72Wz33ucyxatIibbrqJiy66aLKHJiJyyHMcw6ojGiZ7GBUrCKwC/9EIAti5DtJ7oXoazF4NzpReID4kdLe9APQpLjBA8fbicZNlSgeuAOecc86Y14cVEREZT2qZO0qb1sK9N8Ke5yHIgxOF6cvglI/A4tMme3SHtFbbDITBaUD/4DXcoNX/uMlSVuD6xBNPlP2Exx133KgHIyIiUumKLXNTWY+m6hgx1yHnB6WWucoTHsKmtfDLD0M2BVVNEImDl4VdLeHt59yk4HUcPRYcxRtxieLvN+Na/DyPy2PBUZw30YPro6zA9SUveQnGGKwdvOps8T5jDL5/4MReERGRQ9XAlrnFcmIJx2V2vcPOZJab127klYunKW2gryAIZ1qzKaibA8UybNEqiCSguzW8f+GrlTYwTjIzj+WZ1gWsNJsHzXUNgGfsAjIzj53oofVTVuA6kbVbRUREKtVIWuYqf7iPnevC9ICqpn1Ba5Ex4e17ng+Pm3v85Iyxwow0x3pGTYI7/ZNZGdnC4O2xDHf6JzOjJjFeQy5LWYGryk/J4UKbKUTkYKhl7iil94Y5rZH44PdH4pDpDI+TYY0mx3pre4pLnfuBfWHrwA6v5zn3c1v7e8Z17MMZ9easp556iq1bt5LL9f/hO++8ycx8EBk9baYQkYOllrmjVD0t3IjlZcP0gIG8bHh/9bSJH9t4GocKCqPNsU7sfpKjnBexGLI4OICDJcAQADEsRzkvktj9JPDygxrjwRhx4Lpp0yYuuOAC1q9f3y/vtbgkohxXqUTaTCEiY0Etc0dp9uqwesCuljCntW+6gLXQ2wGzVobHHSrGoYLCweRYnxDdSBQPD0OcANNnrtVi8DBE8TghunH0r3kMjDisv+qqq1i0aBFtbW1UV1fT0tLCPffcwwknnMDdd989DkMUGV8Df9ATURfHMSSiLrPr46SyPjev3UgQDL45UUSkSC1zR8lxwoAtXhtuxMr3gg3Cf7tbIV4X3n+obMwqVlDY1QKxGqidFf5brKCwae2onnYkOdYDLZxeC9hCy1eLhdKHKdwOtnDc5Bnxd8ADDzzA5z73OaZPn47jODiOwymnnMINN9zAlVdeOR5jFBlXB/ODLiIykFrmjtLi08KSV7NWQq4HUrvCf2ethHNuPHRKYQ2soBCtAuOE/9bNCW+/98bwuBEqJ8c6P0SO9eP+IsD0yWs1pY99TQlM4bjJM+JUAd/3qaurA2D69Ons2LGDo48+miOPPJJnn312zAcoMt60mUJExppa5o7S4tPCkleHcuescaygcDA51rt78vg4OH3quA7souXjsLsnP6IxjbURB67HHnss69atY9GiRbziFa/gS1/6ErFYjG9961ssXrx4PMYoMq60mUJExoNa5o6S4xzaJa/GsYLCweRYN9oUPSSooZdIIS3AYV9VgTwOPSRotKkRj2ssjfgS5pOf/CRBYfr6c5/7HJs3b+bVr341v/rVr/jqV7865gMUGW/FH/SOdH6/JhvFH/QlM2u1mUJERA5e3woKgzmICgoHk2O9M19D2ibotLUEOKWZ1rAFrEOnrSVtE+zM14x4XGOp7MD1hBNO4JZbbuGkk07iLW95CwBLly7lmWeeYc+ePbS1tfG6171u3AYqMl60mUJERCZMsYJCb0dYMaGvYgWF6ctGXUFhtDnWLcGR7KWeZtONxZIjUvqwWJpNN3uppyWY3Nr+ZacKrF69mo9+9KP8wz/8A29961u59NJLec1rXgNAc3PzeI1PZEIUf9CLdVy7AkvUMSyfU6c6riIiMnaKFRR++eGwYkJVU5ge4GXDoHUMKiiMJsc6lfMLSa3hMWGygMFg982/2sJxk6jswPU73/kOX/va1/jRj37E9773PU4//XQWLVrEpZdeysUXX8y8efPGc5wi406bKUREZEIUKygU67hmOsP0gFkrD6qOa18jzbFeEmxkmknSaptpNCmqyOIQBrC9xOm0tUwzSZYEG4HXHvT4RmtEm7Oqq6u55JJLuOSSS9i4cSPf/e53+eY3v8mnP/1pzjzzTN773veW0ghEKpE2U0iR2v+KyLiaYhUU5kXTRI2Hi08NmVKOqwvUkCFnIvi4zIumJ2V8RaNu+bpkyRKuv/56Pv/5z/OTn/yEyy+/nN/85jfqnCUiFU/tf0VkQkyhCgp+ookaMlSz/6YxAzSTIk0cP9E08YPr46DC+rvvvrs0A+v7Pu973/vGalwiIpOi2P736dYkNfEIM+vi1MQjpfa/92/YM9lDFBEZc5vtPKoGCVr7qiLLZju5qaEjDlxffPFFrr/+epYuXcrrXvc6tmzZwje+8Q1aW1u55ZZbxmOMIiITQu1/RQ4dQWBZ/2IXa5/bzfoXu/RzO4zTOv6X4ZKhTOG4yVR2qsCPfvQjbrvtNv7whz8wc+ZMLr74Yi699FKWLl06nuMTEZkwI2n/q1xokanrcEv3GYuc/EXOrjE9bryUHbi++93v5k1vehN33HEHZ599Ns6h1H5NRAS1/xU5FBTTfVJZj6bqGDHXIecHpXSfA9UyrURjFaT7TmJMjxsvZQeuL774IjNnzhzPsYiITCq1/5UxFQRTZsf4waikChsD032KKycJx2V2vcPOZJab127klYunTdnXMBJjGaTvjMwd0+PGS9mBa9+g9T/+4z+45ZZb2Lx5Mw888ABHHnkkN910E4sWLeL8888fl4GKiIy3g+nzLdLPprX7anQG+bBG5/RlY1ajc6JU2pL74ZTuM9ZBenPP82Wdt9zjxsuIL/1uvvlmrr76as4++2w6OztL5a8aGxu56aabxnp8IiITRu1/ZUxsWht2RdrVArEaqJ0V/rurJbx909rJHmFZKrHCRjnpPvlDJN1nJEF6ObKUlwJQ7nHjZcSB69e+9jW+/e1v80//9E+47r6ltBNOOIH169eP6eBERCbaaPt8iwBhesC9N0I2BXVzIFoFxgn/rZsT3n7vjeFxU1ilVtjom+4zmEMp3Wesg/RH/SVjetx4GXEDgs2bN3P88fsXy43H4/T09IzJoEREJpPa/8qo7VwXpgdUNZV6vpcYE96+5/nwuClSeH4wlbrkfjil+4x1Tv4dwUl8nG8SxxvymCwR7ghO4jOjHfQYGPGM66JFi3j88cf3u/03v/kNy5cvH4sxiYhMumL739OOmsGqIxoUtEp50nvDnNZIfPD7I/Hw/vTeiR3XCFXKkvvAWq3AYZPuUwzSO9J5rO0/810M0pfMrC07SDcY/GEqufoYzLDVXsfXiGdcr776aj70oQ+RyWSw1vLQQw9x++23c8MNN3DrrbeOxxhFREQqQ/W0cCOWlw3TAwbysuH91dMmfmwjUAkVNg60cWzNBatK93UFlqhjWD6nbspuKhuNYk7+J+5Yz85klsbqKHHXIesHdKbzIw7S32QeIG59PAwR9k8B8TDE8XmTeQA4Z4xfTflGHLhedtllVFVV8clPfpJ0Os273vUu5s6dy1e+8hXe+c53jscYRUREKsPs1WH1gF0tEEn0TxewFno7YNbK8LgpbKovuZdTBur77znxkE/3Kebkj0WQvsBtx3iWHBHyWJzCR4AhwACGOB4L3Pbxe0FlGHHgCnDRRRdx0UUXkU6nSaVSqu8qIiICYZ3WUz4SVg/obg1zWiPxcKa1twPideH9U7ye60hn8yay1utIykBNpfzb8TJWOfmdsVlYz+Bi8XEAi8VCIWh1CbAYOmOzxuNllG3EgWtvby/WWqqrq6murmb37t3cdNNNrFixgjPPPHM8xigiIlI5Fp8G59y0r45rpjNMD5i1sqLquJY7mzfRtV4rdePYeCrm5B+MvfPPIvnst2kkRQT6ZbIWw9dOatk7/6yDOs/BGnHgev755/OWt7yFD3zgA3R2dnLiiScSi8XYs2cPX/7yl7niiivGY5wiIiKVY/FpsPDVFd85a7jZvMlor6rWzOOjpS3Dr/xXcJH7h/22XxU//5X/ClraMhM9tH5G/BP06KOP8upXvxqAH//4x8yePZsXXniBH/zgB3z1q18d8wGKiIhUJMcJS14tPSP8t8KC1qKhKmxMVq3Xw6lWa0kQwI7HYMNd4b/jUAe4LdnLcWYTQz1zABxnNtGW7B3zc4/EiGdc0+k0dXV1APzud7/jLW95C47j8MpXvpIXXnhhzAcoIiIiU89kLdlP9Y1jY26C2gevcrdwjL+1kN26Pwc4xtnKKnfLmJ1zNEZ8+bd06VJ+9rOfsW3bNn7729+W8lrb2tqorz9EvklERETkgCar1uth1Zp5AtsHv2NWK1F8oLgdq/8HQBSfd8xqHbNzjsaIA9dPfepTXHPNNSxcuJBXvOIVnHTSSUA4+zpYRy0RERE59Ezmkv2Yt2aegKX4EZvg9sG268UxPW68jDhV4G1vexunnHIKra2trF69rw7d6aefzgUXXDCmgxMRAcJfzBW+yUXkUDPZS/Zj1pp5gpbiR2wc2wcPVr6spbuGN5bx2JbuGiazrsCo6rjOnj2b2bNn97vtxBNPHJMBiYj0M1X/qIgc5sa6c9Nox3BQ+bPFpfhsqn/N3eJS/Dk3Td7vmXLaB2c6R9w+eKjyZTPzVWVFhbvyg3SEm0AjDlxf+9rX7peE3dcf//jHgxqQyGSayCLaUoap/EdF5HBWWAU5mb185VSXf1tfw4bd6cpqrzpwKb4Y20Srwq5n3a3h/QtfPTkrPOPQPvhA5cscW0/AgXNIA2CPndz9TCMOXF/ykpf0+zyfz/P444/z5JNPcvHFF4/VuEQm3EQX0ZZhTPU/KiKHqwGrIKudKN+fvozNp7+fbY0vr5yL/nFcih8TY9w+eLiOYx091fvVbx3IAHtt9ehezxgZceB64403Dnr7Zz7zGVKp1EEPSGQyTEYRbRnGVP+jInI4GmIVxOxqYXHnP7H4nJvgiDJWQaZC3vo4LcWPmYNsHzxwBTGw9oDly5aY1rIC1yVmcqsKjCrHdTDvfve7OfHEE/nXf/3XsXpKkQkxkr7XU34G4VAy1f+oiBxuxmoVZKrkrY/DUvyYG2X74MFWEJtrYvTkfJqGqPJwvNlQ1pDKPW68jFng+sADD5BIJMbq6UQmjPpeT1GV8EdF5HAyFqsgUylvfYyX4sfNCNsHD7WC+GJHL6msR2dvnuaa/YPXuZQ3CVDuceNlxIHrW97yln6fW2tpbW3lkUce4brrrhuzgYlMFPW9nqIq5Y+KyOHiYFdBplre+kEuxU+oYvvgYRxoBXFeY4Ln2lK0dWdorI7gmH2vy1pLxrhlDaXc48bLiL8aDQ0N/T6am5t5zWtew69+9Ss+/elPj8cYRcbVYdn3uhIU/6jEa8M/KvlesEH4b3fr1PqjInI46LsKMpjhVkFGMmM7UYpL8bNWQq4HUrvCf2ethHNurLiqJQdaQXQchxl1cQIL2zsz+3Uc67VDXJAMUO5x42XEM67f/e53x2McIpNmsotoywGMMr9LRMbBwa6CTNW89REuxU9lw60gNlXF6Mn6zGusoqMn1698Wcem8v7GdVBh5bCK/vrXv/L0008DsHLlSrV7lYo1FYpoywEcQn9URCrawS6tT+W89TKX4qeqYgWBLbt7sFiynk9VbP8QL+sH1MRc1lywCseYfjXLf/HpZFnnmuWUd9x4GXHg2tbWxjvf+U7uvvtuGhsbAejs7OS1r30tP/zhD5kxY8ZYj1Fk3BX7Xhd3YVZUEe3DQYX/URE5ZBzMKojy1sfFwAoC3RmPrt488xqrqEtES8f1XUFcNa9hv8mY6XSWdb5yjxsvIw5c//7v/57u7m5aWlpYvnw5AE899RQXX3wxV155JbfffvuYD1KmrkOp09SY9b0WETmUjXYVpJI2Q1WIwSoIxCIOrV29bG1PM7shQVNVrKwVxC5bU9Y5k2UeN15GHLj+5je/4a677ioFrQArVqzg3//93znzzDPHdHAytR2KnaYOuu+1iMjhYLSrIMpbHzNDVRBorgk3HG/v7GVPd46cFxBznQOuIN6/YQ/P2nmcxcPDnneDnTfmr2UkRhy4BkFANBrd7/ZoNEoQDL4rWw496jQlIiJ9lb0CN4Z564fSqt9IHaiCQF0iypHTDF1pjw+9bikvW9A05HtTDIDPZ1dZ5z2izOPGy4gD19e97nVcddVV3H777cydOxeA7du385GPfITTTz99zAcoU486TYmISF8jXoEbg7z1Q3HVbySGr0HugvFYNL1myJXEILD8/PEdPLUjyUedHWWdd1mZx42XEV/efP3rXyeZTLJw4UKWLFnCkiVLWLRoEclkkq997WvjMUaZYkbSaUpERA5txRW4p1uT1MQjzKyLUxOPlFbg7t+wZ8LO+dSOJP/wv+u4+e4NrH+xiyCwY37u0QoCy/oXu1j73O4xGdvB1iC/f8MeLv7uQ3z+ly20p3N0lpm7Wm4u7HgZ8Yzr/PnzefTRR7nrrrt45plnAFi+fDlnnHHGmA9OpiZ1mhIREZicFbihzunlLZm8T0c6x5d//xz/8cALU2YG9t7nd/Ovv3uOrXt7CCxURR2Wzjq4qjUHU4O8b7pfTTxCd8bjYbuMU3hq2PM+ZJfxqlGNeGyMqo6rMYbXv/71vP71rx/r8UgF6HuVl3D2b/2mTlMiIhUkCEadb1rOCtyGXd38/PEdNNfGxiQPdbBzprIe2zt68a3FdQy28O9U2Hfx7Xs28m+/f46cF2CMwQFynsO6bV0HNbbR1iAfGPgDdKRzJL3ass7bRXnHjZeyA9evfvWrZR135ZVXjnowUhnUaUrk4B3Om0pk8uz3fZd9DOe+m8Id/kE+3OE/fVnZO/yHW4HLewF7enJc/39P4RgzJnmoA89prWV3dwbfhvW3MeD54DqG2fXxSd13ce/zu/m33z9HNh8QjRgcDJZwgscLAtp7OKixjaYG+WCB/4y6BLM6Oss65zxT3nHjpezA9cYbb+z3+bZt25gzZw6RyL6nMMYocD0MqNOUyME53DeVyOQY+H33SvMk1/rfpMHN4tQ0k6huxnjZsEHALz8clq0aJng90ApcKuuxo6sXP7BUx1zqE9ExqT4z8JyZfEDWC4g4BmMMgbUYAxHH2W/fxUSWO/S8gM/98mmy+QDXAccYwv8g6kA+sOT9gA27ug9qbCOtQT7YxUZtPEK5f7Ejkcn921524Lp58+Z+n9fV1bF27VoWL1485oOSqU+dpkRGR6XkZDIM/L7Lex7v7PkxUXrY5DXh5n0S0V5m1sWprZsTNgi498awbNUB0gaGWoGz1tKWzOD5YdDaUB3FYMYk93XgOb0gwNqwEZfF4geWRNQlEQvHPRn7Lu7fsIcv/fZZNrR1YwEvgMAGRFwH14QBdsQBzw/o9YKyxzbUSs1IapAPdbHRSnmtdnczub+fRpXjKgLqNCUyUiolJ5Nh4PddT86nqesZFkZ20GFrAUNgIZP32d7Zy7zGKmqrmsL0gZ3rDli2aqgVuK5Mnt68j+sYZtYnCvOMoYOdBR14zkTUwQC+tdggnNmcURcvnXOi910ULxLae/YFowYIbJg6QaQQvAIBYXmncsZ2oJWakfwtHupi4/FgUVmv7+H8kWUdN14UuMpBUacpkfKNpJScfq5krPT9vsPA7u4sC0kSw6PThDOh1lpc18EPoK07S820KkymM9ywNYzBVuB8P8B1DHMbq6iN7x9qHOwsaN9zbtjVDQb8wFIVdZlZnyidc6L3XfS9SJhRG6c372N9iyUMXi3hLKsTcQiwWGtZMK1m2LEdaKXmIz96nJl1cfamcmWlHg11sbHU7CzrNS6gvOPGiwJXEZEJolJyMhn6ft9lcgFZz6fL1JMnQgyPLPtm+1zHkPUCMpk0VU40rDJQhoErcO2pHP/y22eG/F4fi1nQvue8d8MefvDAFnpzPtm8jyHMcOhMe+O672Lg0n1gbekiIR5xiEcc/MDH2jBohXDm1fMD/ADiUYdrzjzqgGM70EpNbTxga3ua9p4cRzZXE4+4ZaUeDXax8TdmQ1mv+aVOeceNl7ID12SyfzF5YwypVGq/2+vrtZNcRGQwKiUnk6Hv910xH/RpZyGbmctRbGUXzYUjDU5h5tLJdMHcVWFprDL1XYELAstPH3tx3KvPFM/ZnckzvTbGsztTJDN5AKKuw1Gzarn2rOXjkjc+cOk+4kBVLEJXb55E1AUDtfEoPVl/v8d6ASSiDv/w+qM4ZdmMA1YZGWqlxmLZk8r1TcLAccrPIx54sdH139l90fUBNLj5UbxbY6fswLWxsXG/b7zjjz++3+fGGHx//y+QiIiolJxMjr7fdw2JCMZAYB2+HbyZzzjfZibtJE0tECcS5GmiG2KNYUmsMuu5DnSg6jMdPTliEYeTl4RB08Hujei7jL6guaqUr5vO+SR7xyfI6nvOxuooPRmfvT05csksAFv29hCPOOT9sMIBtn9MGHUNHznjKN536pJhq4wMtVJTnD13nTBH2QsCILwgLjf1qO/Fxg12Eedy77Cvfb09knNG/I6NnbID1z/96U/jOQ4RkUOeSsnJZOj7fdeVyRNxHHKez/3uCj7pvZcPuHeyzG0latNkrUtrfDHN53+6rDquBzLYcnQQBPgWcl7AbfduOejuVkMto9fEIzRbO+6du2rjEV7s6CWT7992NbDQW7gt5jo4BgJr8YIwAK2Oudy7YQ8r59bzyZ892S93Nev5rH+xi4/8z+P8/enLWDWvYdCVmlI1BSfMn40MuMgYaerRQ/lFEC3zuElUduB62mkH9w0sIiIqJScTq7gEnQ8sl716Mb95spWnW7vJeT6eb/lr5Dg+WfMyljtbcHvbycUbueSt5+MsmTnicwy2zD1YHmreD/YFab7P+u1dfORHj/P3r1vGu05cUHpsOU06BltGt1gyuTAtoirqDD7rOAbdwuIRl+0dveSDfXOpxQ1YfeX9sPmAb8Pgck5jFa5j2NiW4l9/91y/oDuV9djdnSHrBXRlLJ//5VOccGQT02pjtHZlmVVnyHoWLwjw/HBzl+9DVcwlEe0//pGmHr3KPDmmx42XsgLXgXmsB6IcVxFRV6gDUyk5mQiDLUEvnlHLR15/FN2ZPL9t2cWurl56PMs6ZyFL5h3b7+KpnJ/joc7xxmNnM7+5uvS4lXPr+dJvnyHvBwOCtCyZvEdXAJ/7xVP85slWPviapQBlNekYuIxefM6sF26IAotjLM88dg+rMlVhkNrbCfd95aC7haVzeQLbJ2gtvDVmQFqABXwfEjGHmXVhxYMgsOzN+2zd28O02njp/Si2rY04hqgDfhDQ0posbPIKeK4tRZ9TUoyZq2MRMvkgLA1mzKhSj15iNg9/0AiOGy9lBa4D81sPRDmuIoe3A+ZrLW4e9SzHoUal5GTMDDJ7eP+m9kHLJz2zs5sXO9KsuWAVl5+6ZMjAtJzuboOVaOrszfPg5r08sGkvtbEINXGXJTNrecPK2f1mRotBWmAtruPgOJYgsDy5PclHfvQ4EG4SG65JR7+NZ3nb5zkNxoGX2yd5v7mTZX9tJddiiDlALgWRONTOCv8dRbcwgKzn4xiDb4ff0WQHJLlm/SB8bCF1YGDbWmMM1kDgQ0MiQkfaI5P39j1b4emKT9nWnaW9J0c84tBQHSXn2UFTjw50MdJpa4Z9HSM5bryUFbj2zW/dsmULH//4x7nkkks46aSTAHjggQf4/ve/zw033DA+oxSRinCgWoP/++P/Ynnj72hKbxnVLIeIDGLT2rDDVZ/ZQzt9GWu730gqu2TYRheDXTyV093tlYun7ZdbWpztDArTgF4QUB2L8XRrN8/t7CbjhSkCFhseZy0R1xTqyEKApT7hsqMrgwWObK4m4cKSYAP1NklXdT3398zrl7O6cm49S2dUE7SuozrfST21POcuwgBv5y6ucH9Kgjx7aSTjxTmSVoyXAetD4IGpgmgVRBIj6hY2sz7OnlSWiGv7pwfYwTfmF8uMbe/oZW5jglTWZ35zNbu6esn5Ya5q37a1QKkbWMRxyPsBXmBZOK0axziksnn29uT2TbkSbvBM53wyXsCKOXX7VVMY7mLkAbuCt5axOesBu4K3DXvU+CkrcO2b3/q5z32OL3/5y1x44YWl28477zxWrVrFt771LS6++OKxH6VMXQeRJySHlgPVGjyzaj0f6P4Gpi2LbZ6JGcUsh8hQDtvUlE1rw5+fbAqqmkqzh17rk7y79xnaqz/IM+al/R4y3G7zcru71cQj/WZQ+waj0YiDtZDzA8Awuz5e2MDkk/V98ExpN3yxu1Vx9rA1mcUr7HOa2/EwV0TuZKnTShQfz0TYaubx/Z0X0LLjGFYd0YCz5R6+4n2JrP8MjsmTj0TosPVYY1nGdqJ4BMYhik+3V4N18hg3CjaAVBvEasPo0JjwPSyzW9iFJy7g03e24Pt9A8ehv1TGgGPC+q3F7mTXnHkU37xnE0+3dlMTc/u1rbWFWq+xSLgZy/MDHAKWehuYHe3hmWycvXY+sUj4uMBaZtUlcB3oyng0VMV45eJ9NXjLuRjZS3krQOUeN15G3IDggQce4JZbbtnv9hNOOIHLLrtsTAYlFWKQK33NoB2+hqo1aGzA2zM/ppYMrUEzMWJUG2fEsxxSYSbooracJe1DUhCEPzfZFNTN2ZdgGa0ik5hJVe92Lsz9hM8kXoI15e82L7e72+NbO/vllvYtzWQKc5C2UKLJGJdptTG2tfeyJ5WjIREp7YaHcKYw7wUEQDHZ8CSnhc+7t1JLhg6/DtwocTwWB1v4R/9mOjYthlwD/PLDNGVT7K2qo7UnoIEejjEvQKFXlWdcwBAnR4xceLMTC98vLwNeL0Srw5NG4lBmt7B3nbiA/3l4K8+0doetZocIWl0D0YiDH1gCG76HBsNlr17MKctm4BjDJ+5YT2c6LNuVDwKCYN+sbc4P2N7Vy4k8yQeid3JUdieRrEcGh82Rudxq38xfWIm1EHENdYko0YjLpt37LkzKvRiZSXn7maaVedx4GfFvkfnz5/Ptb397v9tvvfVW5s+fPyaDkgpQvNLf1QKxmjBXKFazbwZt09rJHqFMsKFqDS72NzLPf5Fupw5byOkqGTjLIYeGTWvhP98CP3w3/OyD4b//+ZYx/71QnEV6ujVJTTzCzLo4NfFIaRbp/g17xvR8U8rOdeHPTVXTvqC1wHUdktQyz9/OYn/jfg890G7zcrq75QOLNZRyS6FPaabCUCz7lrkBEhGXqphLPOLQlfGAMKfVCwKyhaC1yBBwhXsnNSZDq20iS5R8YMiZOLuZRjUZFj/zLfjzl0uBe1VNLa7j0uz0gDGFGc4Ai4PFwSOCwWJsEM62Fhf4A2/fib1sOAFTRrcwxzGct3oujlNY0h/kGEMYtM6uT3Bkcw1HNFWxoLma+qoI85vDYLlYZeSIpgR+YPH7BK2GcJb2Zf56ro/cyjFmKxmTYC+N9NgER5utfMb5Nq8wT/Z7r4tfo+KFSbkXI8vMi8O+bqDs48bLiAPXG2+8ka997WusWrWKyy67jMsuu4zjjjuOr33ta9x4443jMUaZagZe6UerwkvnaFX4eTYV3h8Ewz+XHDL6bpLoqz5IErEeWRvFEOZ69ROJhzP2ZcxySAWYoIvagbNIiagbdg2Kusyuj5PK+ty8dmMp3/KQk94b/txE4vvdVRV1MZE4rs1T73f1uy/cbZ5jZn2CPT1Z1r/Y1e89GurnuKgY9B4/v5ElM2vpSOex1hJxnHCZ24bn8AJLPOKUSjRl/YCamMvfv24Zx85twBhDzrfkfdsvJ9QAK80WlpgddNpawGAJl8IDa/EtZCL11HY9i217it5oA925cJ62LpInSh4fBx83DPwKIbHF4heK8weBh7XhjCxOpPjGQG9HuGpYRrew+zfs4b8e3Eoi6pKIugOvHXCAaMSQ9y07OsNNV3WJKI5jiLnOfhcNyYy333NYwPN9Li8E8TttEzkTxxqXLDF20UwNvVxmfk4iQr/3uu+FSbkXI9UmO+zrBso+bryMOHA9++yzee655zj33HNpb2+nvb2dc889l+eee46zzz57PMYoU80BrvQ1g3b4KnbnKf4hK0o69XgmgmvDHa9V0QGtTkcwyyFT3ARe1JY7i9SyY3KXNcdN9bTw58bbP4gwwKxqg28ibOqtojfvEwSW3rzP1vYekpk8G9u6+cgPH+f9P3iYi7/7UGl2uvhz3N6TI5316M7k6c35WGtLJZaWzKxl1bwGrjhtCbVxl53JLJgwMPL8gHwQ4BrDjLpEv9JMS2bW8q4TF/D+Uxft/3ugwALNppuo8cgOyGb0AovrQGNdLV4+S086zQudHtvae3lhbxoTeBgsARAUAl6HILzFhrf5hFUArJ/DMxHSQYSenhT5rh3YeG1Z3cKKF009mRyvqdvB2xqe4fjIC7gmDBiLm7UcY4g64fl2d2cIgqD0PhRLVBWfK9nr4RiIOmHb3eJ3dDGI7zZ1QPGCwhbeV+i0tSwxOzi5esd+73XxHOVejDwWLD7g6y4q97jxMuIcVwjTBdasWTPWY5FKcYArfWBEeUJy6BiqK1RLsJBNwVyW8QLx2ob+S2rFWY5ZK0fUE70ilZHzORU3GY1oTCO5qD3A5pdylDOLNJKuQeNhLL+e+z3XnONwpi8LZ7Ijif7vt7VU+0mys47BiRxHenearsCSzfuksmF9Uz8IN/vkPId127r6lZk6ddl0Ht7cTns6hyG8EIi5hqjr0lwTLZVYGthMI+I64AU4BqbXxaiOuvTm/X5d4e7fuIcrf/g4qayHAwwWSrXbOvI2QhyPDOGsoQUijmFeYxWOlyGZMwRESBiPvBMPd+UHbpiiUJhN9XGwGCIE+KXMW0OOGA4+PV4U274Dj3DT1x9r38VpwUpOHuZr0bIjSePOB7iZO1iQ2o5rPTKOw+ZomHN6n1lBvjCbHHEMrgOZfMD2zgyN1dF+JaqKF2DVMZdU1sN1Da4Ng25rYYZJETUePWbfbK0X2NLsdpYITcZnppti44D3uniOcltNb0zOK2QGD80CG+28Yd6h8TWqwPXPf/4z3/zmN9m0aRP/+7//y7x58/iP//gPFi1axCmnnDLWY5Sppu+VfrRq//s1g3bYGqor1J9mvIvVmW9QldsN7r7dz/R2QLzuoHqiV4QyNjJOxU1GIx7TBF7U9p1F6tsGs2ikXYPGWtnvXRkXNEM918eOvpRjOz8dbnCs2v/nqunMj/K9ha+kZUeSPz+/m5v+8DzWhkvYTmFGMuuHHabae8KC/4G13HrvZvKFnNWwhr+lN7D4geWiV/Qf/8BmGtva0/zmyVY27e6hLZXt1xUO4B9//ATJ3jyuY4g4lqODzdTbJO22jha7EItDi13IRjuXY5yt7LRNUAg6o65DTcylq3Mvz7OAmGtYGLzAXhvOuudNjGwQJUEOYyBLnDbbwHQ6iZPHJcAnwtPOUXw1ezbtQQ0z3R6iddPY5C6hoyPgt3es5/o3H0tDVWzIC45g01r+MX8ztSYTzoRaH9dmWWk28xnzbT7NZdwbrCTqhjn9NvBZYbbwkhqft756NasXN5eeq3gBVpeIlIJRxxRqLRhI2nryRIjYPL6JM68p/JubzvpkPR8/l8bzI2zJVNHr5Dhr2k4uXFnDiuptEDSD45TdavqWjX8gQ5Qq8kN+X2eI0mjSo/uhGCMjDlx/8pOf8P/+3//joosu4tFHHyWbDZcpurq6WLNmDb/61a/GfJAyxcxeHf7RHeJK/7CZQZNBDd4V6nU4W5bvC94ynWHwNmvloV+FYoiSRX1Lgd0frBy2VM14Ba9DzQqWUz5nvzFN4EVtubNI5XYNGgvF93Kw1qaDvndlXtAM9XX4u/Y6vn7SZzl2021D/lw5hffqup8/iecHRF2DW9jOb4CoA/nAkvcDnt+Z5NN3trC7O4sB4hGnMPMXBq1eYLlz3Q7ee8rifoHcwGYa7zpxwX7fUwAXf/cherIejjGc7LTwfufnLHJ2EMEjbyNstHO52T+PB4KV3OyfxxpzK7NNB522lsCJQb6XbEc73UGCn1S/nVjE5YOprzPN7qWbOnoCly5bS5VpxwDd1NJj43immWkkydsoP6p5J9/ofjW9xfIFHkS6DIlojum1cTrSOf7u9seoijh4AftfcAQBi5/9Fjl66aGaGXYPUfJgwrnjWtJc59zGm5x/Zl5jPcd7T/D2zI9ZYLcz3TdE74vDs8vgVVdBVSML2rdxrNnJi2Yp8YhLJu9j3GKuMKznSDbbuRxjtpJ0ww1cYWewAGstM+lmW3QRb19ex2v3foXa7s2Yh/LwSP/vpXJaTd9ga0qz4INNIxRv75jkBgTG9k1GK8Pxxx/PRz7yEf72b/+Wuro61q1bx+LFi3nsscc466yz2Llz53iNdVSSySQNDQ10dXWpHe1YGuqPcXEG7ZwbD+1gREbncKv7GwThbvpdLf1LFkH4V6m7FTtrJRfnPsZTO1P9StWEh1h2JrMsn1PH999z4pinDQw1k3f5qYsL9SWTIxtTGa+XWSvh3T8dk6/7vqDOH3QWqZyAf6yW84vv5YZd3ezpyeEHlqqoy8z6sMUnDHjvXtOL838fwWZTZKINeCZKxOZJ5Lsw8Vo45yaChady8XcfCr8OtVHm5zZS63eRchvYFlvCzpQXPtclJ+DsemLIn6v1L3ZxyXcfojOdIxpxCmPZV+DeYrEBxKMuWS/Mh41GnFKNVQiPyXsBEdfhR5efxOr5jSN6f9a/2MXl//EIrmNY2P0In3e/Qw29dFJH1kaIkafRpOixCT7hXcYDwUpOclq4wr2To9xWYsYna13yjUtYk3wjz1W/lMBaTgjW8678T5jnb8cEeTxc9th6YhGHJtuFCTw8XDbZuXwzOI+n48ezp6d/+kjE2ZcPu5zNNNFNpG4Gu6qOIhtAR9/vp+pt2B++mz09Oer9dlwsFoNj/bBqQeE5NzKPu2vewFmZ3xAPeuiNNHDE9EaMl4XUrvDvZawWaxz2ZgI2+HP5n8Rb+UVyWThL22d8JzstfDH2HabH8rTlq+i1EaqMTz3dpKnif3k9b+f3zIznidVOG/D3uLZfnewDXaje8J3/5iexzxBl6A6oeVzemvsMv7jhyhF9/ctRbrw24hnXZ599llNPPXW/2xsaGujs7Bzp00mlWnxa+MNwOM6gyeg5zkHnNlaUMnI+87uexc2tp6n66GE3GY1li9gDzeT944+fIOcFNNcMv/Gp35gcJ/z5/+WHh1y+Hsu0kHJmkYZ7D8YiPaPve1kVdcH275Q0r6mK2nik9N5t2pWk549fIZ5O8qLXSDYdYG0WYyDu1nOE30ns3htpiR7HxrYUJ5kW3tnxYxaygygeeSJs6ZnLf7pvYV3balpaU6w6Yuifq/Z0jsCGeZF+Ycm/mAZQ/OoaQ6E8VaHl6IBMR4PBdQye77H1yftZnY2N6OKzuCTelHD5gHsnNfSyi+ZwBAayNsZO28Rs08EV7p08zHIed1fx6bqXsTq6lUS+k135GpYfdQp/vO8Fgky4XL3dLOW3kY/x0ug2nFw7nSZMOTiyvoalwSYyyTa6qOdps5CcD25m3zJ48RW6juEVrOcycydLzA6ixsPmouwI5vPjqrezrv64fd3GXt2N4+doogew+DhE8TDGFrp/hbOSR5pW3p3+T7JE2WlmMa++GmOcsPxWPo318wRAum4RETIs63mBD2e+wW7ey72s7Pfe/cWu5Ivu5VwW/Jw59kXq8PCIsiWykJ8m3sZben9MwkvzojeDRdGq8HUNUSd7sFbTxQ1izaYbZ9C+X/s4WJpN97Bf7/E04sB19uzZbNiwgYULF/a7/d5772Xx4sndaSYTbPFp4Q/D4TSDJoePsZgdLiPn0/rt1PpdE7rJaLiC5Fvbe+nNe8yqH3zcBxzTBF/UDp6aMvys6ahSIQYx8L1MZb1wI5Ex4IDnh0u7TiFodIxhsb8J9jzP9lyCjA3CEnEm7N7Z6wVs9xPM3fksue2PszL7OP9gv0UNvXTYWrKEm5aWma181LuF67KXce+GI0vBSBBYWrZ3ktv+OM10c+QR82muWkhV1CWd88h6YWASbrqi1KLUWqiOu2Q8v9/unGIXJ2vhRPMkl0fu5Ph1u7FPWvK4pOoW0fnSv2PhCWft9573nd1rT+WIuoYjvY0sdVrp8OtKtV73MXTaWo5yW3l9XRvbEkdhjGGDXcrOnixzGuL835O7CmMK28WCIZ233J+fj2+PwEBYLzYWYRtHsaVnHr35ANeAMWGd1OLrL57/hGA9n43cSo3J0GlrydoINdbnSG8zH0x9nW/U/h2Z6mPZ2JZiQ0+cRYHFDbIEjkukUMnAFgLw8P/Ddy5KHku4oaw2HgnfxFQbQeCHdWW9PLs7usiaBBFnGo3+Ht7v3sl9wXJsYbHeNZCIuvwhewy/9paxymyh2XTTYerYFCzl5Mh2jgi2023qyfph5YjqYsWGMjdEtmzvJLJzHa8wLbiDbpfbxyWgaZIbEIw4cH3f+97HVVddxW233YYxhh07dvDAAw9wzTXXcN11143HGEu++MUvcu2113LVVVdx0003jeu5pEwVOIM2FXduyxQzVl3hysj5NG6UlNswoZuMhislVV8VoSebpzvj0TjIeYcd0wRf1A42i3QgQwXuVcawonobfmoPv/79i7xy0bvAOAf8fTHwvSzVMwUcDMZYerIeL+wtLr9aFrkd5IIsGZsozGKGNUqLenDp6e2hwe/g4uAOakwvO21TaSE6w77Zyfc7d/Kx+17CqnkNbNmbpuW+X3B+9484stDutN2NcsSMozin7jy+0z2gSVBx81VBXdwl2WvwfYvjhmWlPD/cpPXKYicrkyFNE7uzLtbLUt/TQvRXV/PFh7ay4ISzmN9cTXN1jK7eHN+8Z1NpNjvihEG5ze4hanxwoziB6fe6XWMITIwIPTSQZKuFjOfT0RMGvd0Zj67ePPMaE+zozOIXymNFChcIxVnk6bXx0td0Rl2C7R3pwoy6g1940aWz2oDLI3dSW2h2UIzaewKHvNvMDNvO23r/l3U1x7I75/MPaz2+1htjAR6BdYkQNjMwxTc0/I7ELTxTwgkwbh6IgtdL4GXIW4cAQ5SAuGPxMGT9gI5CaauVZgtP2sU4BBzrvECjl2SvraOFhTxhF0Oh4YEJAvL+Htyoh2+ihWoRA2ZMh9sQuWkt8373z6zJP0ttpLyAtOIC149//OMEQcDpp59OOp3m1FNPJR6Pc8011/D3f//34zFGAB5++GG++c1vctxxx43bOeTQNxV3bssUU8ZmqrKD1zI2MkZnrcTPraJjZ8+EbTIarpRUfTzCLseQ7M3TUBUt9aLP5ALyvk9XxuPYuQ0HHlPhorZ0obhh74RdKA53cTpY4H5cfh1v6/1f5vkv4lqP/C6Xnd/4L77vvJlfJJcN+fti4HuZiDrEIw69+QDH2DCgom+vetgT1JLxHWKOR9oLt8NUmTwRfDxcrLX0Bg5PbXqBE8wOOgqF+PszpRqeR2Q3cPl/BhzvPVEKLjupIzBRIn6exp0tXB5/gae4mPtYGc6w9nsmaK6JkvUs85ur2bynh5wfUIyBBnayMmmD41iiToIO4jQFezm17T+55M4jqInHiDjQk/OJRxxm1iVKs9k9ySw78jVkoy5R42Ei8TB1wYYz0Uc0VeF6GdI9UXbla2jLZwmCAC+wZPOWXclw5jrvh2ksqaxH1vNLuboRx1CXiJDK+kRch5hjyPtBoaOUpSrq0J0N66UWZ5mLdVL7vsfFd9oLoNutY57/IjPSz9KY6+RDnb+gic5wY1shF7Qw37rv0Y4b1mywFmyADTx68z5kssSCgAAHp/Ao37ilGrlZIjQaj2bTzcmmhQ+4+1IXBm5eC6s9wJ6ghmzg4jo5HGJEgwxkLThu2Mr2QBsiC7/r6nqTdJKgxqYOXAur4GTz1PAHjaMRB67GGP7pn/6Jf/zHf2TDhg2kUilWrFhBbW3teIwPgFQqxUUXXcS3v/1trr/++nE7jxzaxmppUA5hB+j/Pli+2LDKyPk0p3yEDwTLhi1VM5bB3nClpHKBpT4RIRYJi8vHIw6d6VxYficIZzi7enP8ZdPeA/7MjMeF4nBBaTnnHBhsHpdfxwdTX6fapkmaOvImCjbLtL3reS/PUJX4G+6qPZtswH6/Lwa+l6ZQeH97R5qcvy88tNaSD8K2nDurjmJjdi7H2K0YEswwSeLkSsvXGHgmWMCft/mcZHxyNjJo5mEx0KnOd5IO8lweDWcOd9GMtYA1EImzK4gxK9vO5e6d3N9nGRog5jrMbUxQG3VoSj3D3yyq4ke9ae5NzaO4t7xvJyvDvhqjppDe0BHUsMjsYCWbed5bSg7I5gN83+LVWBJRQ8JxWdBcxZb2pWxhLsvsVtr88KKoKuoysy5ObcyFbJKqI4/l6te+nXs3tvPtP28knQs3jFnAt2FQnPUC5jdX4RoHLwgwBjrTeU4/ZhbPt6XYureH7qxHEFgcx1AXjzC/qZq2VJZkJk9VxGFvT35fswO7LxwyhVpUgbVkbZQ6Uizv/SvviNxNPb2kqaGKLBG8PgFrWCPWGDdsKRupAutjvSzbu3J0B4a49TjChukErrHkTIwscfJ+gAUSheoKR9DG+yK/6pe6EMfjGGcra8yt/JN3GfcXgtcng4VsDOawymwihk8s6RfymQ3GjYMbCVdFB1b56fO7LtIwD7w0Njv0pqy+jCnvuPEy6nWbWCzGihUrOPHEE8c1aAX40Ic+xJve9CbOOOOMYY/NZrMkk8l+HyKHfXtIKc94dIUr5nzOWgm5nnBHca4n/LxQfaO4yWj5nDrSWY+2VJZ0NtwxPh4XVEN1OYN9s7wr5jbwL287jjkNcXYmM6TzPmCojoU/M61dWT5xx/pSx6WBiheKT7cmqYlHmFkXpyYeKQV+Qz3uQO7fsIeLv/sQl//HI1zzo3Vc/h+P9Ov6VO45i8Fm1vPJZPO8OfUjqoI0e8w0ciZO3PYyy7ZTQy/T6eSDme/w+dSnOJEn9/t9Mdh7WRuPhHU5CTjWbOJUZx3H2E04hDOFdVVxvuWfh28dFpjdVJEtdXUyWBwsM00nddlWPCJUOYMHCsVAZ6+tY6XZwmKzg07CDkumkMDq+eFsZntQw2Kzg1XulrCZQKFDk7WWl/rr+Uz3p/gX70u84fnPcXPkRr4f+2dOclrC96sQ3OXYF0DbQgvWvB/OFEbxmeakyPlBeMEQCQPc3d3ZUtanMYYZ9VX8V+QtJGrqWZJIsrDBsGhaFbVOPry4K1zMrZzXyK/W76AznScoFNzvywssrV0ZErFwlWJnV5Zkb57fP7WLbe099OTyvMTdwpvrnuGs5p1URx2e2plkVzJDb85nb08eC3SZOvKFvOFiEFpsWwsQsVkCG/AWs5bpppM4OabTjos/yOSkBeuB9cH6eDhkiZDwk1SRI2xIG75XvoW9NOEFxTQRS6NJsdHO4Y3uw6UWrxliWJxSekiNyfAB985SK9sAh7XBcdTYDHGy5ANL1hq8wGLzPZBLwZLX7X+h3ed3nTGGmXXx/TbkDSVhh67zOhHKnnG99NJLyzrutttuG/VgBvPDH/6QRx99lIcffris42+44QY++9nPjukYpPKNpD3kWO7clgozXgX0y8j5HO0mo9EoFiS/9qdP8GJHL1UxN+xvb6Cr1yvN8r5y8TQaqqLUxV0aqmJE3bD3fLG1ZGmn9eJp/Qu0D7P5a6jHHchwKybXv/lYvnnPprLOuXJuPdNqYzyzs5uVbGJuZBt7bDWuzVBnemmkq9A61CWPwSFgib9xv406xd8XA4u75z2fY3of5/Jon6VeImyyc/l2+ny2Rk/gEWclu2lkGknAFsoqQYY4u209tSbDa4O/sMmZw1FsJc2+/Mvi5p8Gk+KZYAEtdiGvdtYXZg5dwJIwOSLGx7MOmSBOnggNxqeZFE6haoBrLSfY9VzV+x1qTC+9kQYiDY1k02mO6d3KmsitfMq/jJRpwCNCbEAnq5zXd6bQpcF28SrW0Ukdz7EY4zjhxUEuoCoWzuzHXYcHzSo2vuILrN5SqD+b6t5vA9/6bZ0809pdSlcYbMo5mw/Y2ZmhI50jsGGaxpz6OLPbH+Y95mcsMTtI5AO8vMvz/hxutufxgF0ZboZzIO9bnvAXsskN66S2O9PA7Ms5riHNEewBDE1OF05hGH6pfcMQjIv1MoDDz3ktS9w9LLDbqcMjbeM4WLJEyQQG33ok8AqlwKr4TXAiH3J/Tucw6SErCnmwhoBTnSdIkyBCQKzQaCHAkCZBzI0S3fhHOOnvCDCl3y8L2rex0M9jCr/rauMR0sNszCpqdFJlHTdeyg5cv/e973HkkUdy/PHH73eFPl62bdvGVVddxe9//3sSiURZj7n22mu5+uqrS58nk0nmz59/gEfI4aAS2kPKFDCeBfTL2Mg40k1GB6u+KsrOZLh0CuEy9tGza7n2rOWcvHQ661/sYtPuHmbUhasUfR3ogm+sLxTLCYT/9XfPsaurt6xzdmfytHWHm3saTZJqMtSbHuLkiNhw2TkwYTgZ4GDw6aaWKpsubdTp+/uib1mulu1dHJN5nOv77FLP2Qgx43OM2cpnnVv5fMowL1rDND/JFjsbp3AmD4dewkDCtxEWm1a+FbyZuWY3swqF+LNE+gU6N/vnYXFKbVIbSNFo0vtSDwxkidFFNb6J0EEdnh9uanJMwAecO6mml91MY36hZFPexEubvy537+Qy/2NssnM5yuzrZAX7AuiZppMAwzXu/xA1PnkbYTNz+bY9n/uClXhBAITfP8WNfc7i0+CUc4a8mPvpoy+SD/ZVQNh3vn0s9KvJ6gWWI7v/ysfNt6gxGTpsLV1BlBgeR5mtXB+5tVQjtlDIAYvDrfZ81kS+wwzbTjd15N0oVUE3s2nHweJF6zD5ZOmkkdJsZ2HZ2vQfEzaglzg56zLX7uKi/EdZHXmRI6syvNBbRdxLcrn7Cxaxg4ZC/uozwQJu9s8jirdf6kJfffNgHQsrzBaWODvodJvJESNOFhcfH5dUEKPeeszb8zxPPLyWf1ufwN21nlq/i2lON38X+FS7aapragubCcuL7RroLeu48VJ24HrFFVdw++23s3nzZt7znvfw7ne/m+bm5uEfeBD++te/0tbWxktf+tLSbb7vc8899/D1r3+dbDaL6/b/ZRqPx4nHh5gtkcPWVG8PKVPEYdIVru/s5fzmKoIAMnmfdN4nmfFKx432gm+sLxQHC4SttWTyYbvSRNRh694eAgvNNQc+556eLLfduxk/sCxormZRai91hT/EXp+AzAEMHj5uuInGidBtw4068/MbaHcW9vt9cfLiZqr2rOe27Y/xHvdH1JpeWm2hTimQsQ47TTOzTTvvsT/jtuxZRKNhgNI357T4HZchQoPx2OJN5xO8lw+6d7LY7KBxQKDzQBDW/GyxC9lLPSvMlnC8hXEbLAmyVJkMTwcLedZZRISwFekxdjOLIuHGpGl18VKjhIgTLpp32FoWsYOlwRb+3Z7Hmsi+TlbFslwzTSc1ZEiRoIeqUj7mUWYrn+XbfNJcxk7nFaWvWb/Nho4Z9GIuCCy/e2pfM6Nyp8o83+dd+Z9S7YTL7MY44UY3oqTZVyP2L8FyAuuUZlDvya/gS1Uf4OLgDub526mx3dTRU8oTjXg9pYH0vSQq/X9hgJ5xw414FnbYZiymUCVgG3/NL+Jxz9BcE6Pdy3F/bgXLC6Wt+ra7PdZsIl94D4uz233FC+kh7baOgDCNI258eomCMWTZN8nnOpDyXHozaR6466d8MP84i0xrWAvYd4nYDPlkK7uD+XRnfWbgED9A84GiLXYmkzkdWHbg+u///u98+ctf5qc//Sm33XYb1157LW9605t473vfy5lnnrnfFe5YOP3001m/fn2/297znvdwzDHH8LGPfWy/oFVkKFOxPaRMQRNcQH8yDDV7WROP0Dxg+X+0F3xjdqFYqKVrN2xiibeHjqpjAEhlPXZ3ZwptL/fV5KyKOsOes7MnXwqCqyKG87KPYD0HU9jrbcKCSaWgz8WjlyoyNgY2oBYPt7edJfOO3ff7YtNa7L03Mv+FJ/mcn6bOSeMRIUM3HYWcUwgH2Ukti9lBPd14DB6g9N2os9fW0WIX85dgOceaLUx3UrTbWp4IFvYLeEsPLAb2feqJhsLb877FMZYZtXGOIkci69NtYtQmIqTzPr5v2ZPKYuk/u3dPsJpPeJdxRWGnezGADjCkSLDNziido2+5rsudO/lk/ngynkuy16Mm7nL5qYv3Sy3pmyLz+LYOdnVlD/y9MYi+m8gskLCZ0uxjL7HSMnux3FSw7yvDn70VPGBWcLSzmZPjG7k0dzsm6A1Th4wT5q0Ow2LwrUMEH5eAFHEa8MMcYceQDyypbJ65jQle7OjlyWDxflF5i13IRjuXY5z+s9vFMzT2SQ8B6KQO30SIkifHvkm7wIbfAxFyZHN53sz/ETc+SVNHN1Gi5Km2GRJksN3bsKaRTqqoZfj81V8Gr+TVwx41fkZUVSAej3PhhRdy4YUX8sILL/C9732PD37wg3ieR0tLy5hv0qqrq+PYY4/td1tNTQ3Tpk3b73aRAynm9E3kzm2pUId4V7iRLOOP9oJvTC4U+9TSXZ7P8i++5cXuI/jv6Fv5ZfcyfGuJOCbsBmUtQWDJ+padXRlm1sUL94c5uUDpnE3V0dJs8GJ/A/OC7bSbZppsB4Uqn+F70effTltD1gtIkCODw/agiqMbE+F7lH0M5/8+gtebJOdDE3lcLC555pm9TKObVttMD1WFHNZwJrWTOjYE+wcoxWCzb4AS3uaw3i6mxnWpT0RwurOFxgWGvBew0mxhmknSaptpNCni5EvF8DPE6bI1TDNJVjsv8HiwiGQmT66+kVw2QpXjsbMrQybv92s32nd2D+CBYCV/CZazsjBT2ESSj0b+hx6qGCofc7HZQV3XMzzFYlzHEHUNt6zdxJa9aeY3V7N1bw8/efRFtrX3ElhLPOLQ1ZsvM9uyv+ImsojNs8jsLbwHoTwu7baGqAkDyeKLtIQTv69bPotnWpM8nVxMY28XxqbxsRgnUmzuVWrYMJi+FzsW8I1D3Ia5v+22tlDjF7JeULjcKGz+csJKCbY0Hoeb/fNYY/af3R6YHgJhVYHn/DmscLbR7sQKtXf3bfgKu1wFRA3sMdNLFzY54ux0ZjHD34nFUEuGWtNTej2+NTxnj+AJu4S/ce/u91pXmc2j+OqMnRGXwypynH0J+r4/uaURZPJUUjH/g20PKYeRQ7gr3MBl/GJ9Vi8I613GIqa0jD/aC76DvlAcUEs3Ut1MPt/JQm8zV3n/Thvv5RFnVam+rA0IW61i6cl5bN7rYYzBASKuQ9R1aK6JcsVpS6hLREuzwfU2ScR6tJsmPBOlKdhLggz75iwdAgs5G6G4GerZYAHr/CN54pEXuatlJ9+NfpGjTZJ8pIZpdjsuQb/YJkGOI8wedtsGckRwCchbl722fkQBSlFvzqcmFgFjSsvSmH1B2y7bSIetpYocUSfAmggZG8O3PnPZy6vMOgLH8mR+Ifd0z+VdZh5LghfYFUQIgr5x2f6ze+GtDk8WiuCf6qwjavwh8zF9J0rU9tBsunGNYXZDgkze58HNe3lg016ijiHjhSFqMVe02ERgNNptHcZajjB7C5vrTGn3fwSfeSZHHpcjaOv3OIPhnud2E1hLU3WMBV4GNx3mHNsg7F7lFAuBDfyW7RMABxgi+GSJkSHGTNPBM8ECnvCPxHXDQDKwsKs73EwWj4SlvFwDXp8X/UCwctDZ7YHpIa6BWCTCzd553BD9Ds3BXtqDGmwhD7rBpPCI4pCnPajFOv1LSVkbsNfWU02G/3LO5aj802xjFo/Yo3kkWMZ0081xZiOvcp7kCLOvCsgKZ9sov0JjY0SBazabLaUK3HvvvZxzzjl8/etf541vfCPOBP1Cv/vuuyfkPDK8SizmP5E7t6XCVWBXuHKUSkH5Pulen/aeHJ5fLFcUbtCqjrmlZfzRXvCN+kJxkFq6Bmiqr2dbe4Rp7OUD7p28z64ksE6pjWpdIsrenizWQizi4AdhAf2s52OxXPSK8JxBYEuzwcmqWsBSZ5NkTYLtzjxqgi5m0oFrwlknayxxE1BHJ6mgim8G5xFxXXzfcmR+I9ODrWwnzlxnNw4BOVzi2H67zqN4zDV78QuF57uoocH0cL9dVVaA0u/tAfb0ZAkspfL3AO3U9cuN7CVObxDGWTWkmWU6iJPnEuf/+Bt7F5vMXH5V+zfc6byDy5NfY6Ztp5NaMmUEz0XFDWFD5WNGbL4w41hHPrBs7+jdVyWA/l2egn0vZdSesgtwTRBeHOAQ65OvWdxI5eLzvsj/scWbQ9JW02y66aSObfmlzGuuxcFSm+8mKBybLyz/B4TL8abPOPvOsoIhioePoZMaZtFBD1V8yz+PSCSCH4SrAtZCY3UEm7YkIjC3d1OY52r25bnC/rPbffNgi+IRh5kNCR7uOJZr8+/lg5E799vw9SDHcrHzK3K4OL5PxA3H2x3EecJbyJPBkTxjj+Tp3AKWm8Wc4DzL37h38y/RbzLdhBvSfuOdwBHuvsB1b1B3cF+og1R24PrBD36QH/7wh8yfP59LL72U22+/nenTp2ZwIuOvkov5j9vO7bHobS+HtYlYwSiWgnqqNVnq2w7hcqlDuEnLYunq3bdxarQXfKN63BC1dGvjEabVxulK1rLI7OAofzNPsZhE1GV6bYw9qSyBtTgG5jQkiDjF2SxDVybPPc/v4b2nLC7NBv/vj/+Lv+n+MTX0EMEjsA5ZYuylkZ7qI6jN78HJp/FxcU3As8F8bvbO42HnWAwGx4H6oItYxKPXRjF+Fq+0pcslWtrqFSqmABSD1+sjt/FP3mU8YFfyl/yBA5SBrA2/Vn2X01vsQjYxl6MH7PyvNb3MZQ8RfDLE2G2mEzUey9nGS+y3+ETve/m32BW8PfNjFpkdNDB88Nz3nEPlYxosDaR4xu6bsR1YJttQTHHoLuTyHvh1D2eF2UqAg18IWg3hLKgpjCecFXWYZpJ8PfpVem281JWq1Z3PuszLOC77VxZ6m3GwhY88Hi6BcfGsS6TwvBbwiGAx5HGJFm7vJY7B8hwL+FZwPg+alSxorAILO7t6cRyHrBfwEu8JPmDvZEl08M5Y0H92ezCNNTHq4lHmNsBfOlbyQG7f91EntWw2R3AcG3i3MfTYKh7zl/GUt4j1wUL22DqOdzbyMuc5zjcPcLyzgSoz+GbJmaaj3+ffDM7m9aP+Kh28sgPXW265hQULFrB48WLWrl3L2rVrBz3upz/96ZgNTqam8ajRWPHGqre9HHLKDUbHYgWjnHPdv3EP2zt7+wWtEAYVgQ13lMdcl2/es4mTl0wvPX60F3wjftwBaunWJiK0p2LE6eGo2hw9sRoSMYdMLghzB02YjBhxnELd0HCTlnFMv/JbJzstrDTfJk+StqCemaYTp7D7fja72ZtuxCdCxjZzu30D9/greMIvBFVBOM8GsNvUkg1cYjaHMeHsG4R1PinUPS0yQJ4oO20zKRLMNh18wL2Tv+SXEwwSoBSDuqGC2YE5oBaHb3gDd/67zKSj0ErWYZdtIo+Db2IQmc48r5N35X/ChyOf5P/yH+NY5wXqbbKs4Ll4ztGkOwCc5LSUZpqHCtxGqtl0E2DYbRuYYzqwfWa+LQYPBxdLFTkcsnRTRbttJI7HMv95VqfX02MTtNlGEiZLFVkcLBHCblQBhh7igGFLMJt/8t6DxdBkeuiwNTjGcFRdng2pBOuDBVj25VjvTuXI+pa4sRybfZxP9ymXVqzEsLzQGatYsivqFBoJDPJaHSil+xRnUePk2WVm0mWacPCpthnW20Wc66/BJeDlzrOc4DzL5dE7OcZsxTXDT3FbC8c7G/vddr7zl1F9fcZK2YHr3/7t345L5QCpPCrmP8BY9raXQ0q5wehYrGCUc657n9/N393+GF3poXcOR1zDjLrYQf0MDwygl8+u4+md3eXNuh6glm5V1KU24pP3IuTiTYW8VvCCoNTtqCoWIRHrHyj1K78VBHT87ksEvd200QyOIR9EmWG6iJMlgs80unjEHs3X8+fzoF2Ja4rzdf212IVsCOZyrLO5sFhsS8Fr8d+wI5aDAbbb6aU6rQMLyfc1XFBXiM/3m8EcmBs53WSJkydDjDaawg1iNkytSMRcWnsTLAi2M7PnOXbZxTzuLyrjq3vgc5aT7nCS08KaQQK3YwYEbiNVTF0oNgnwC7OtFlOYefWJEhDgEGAIcAm7UkVxrI9DgFucmbaNzDN7CpmyljwR2mw9VSZPj61ijX8RT9hl4Yn7NEnYYxJQZzDdGawNc6zTWQ/HCZf2857He92f0WhShRa6lmJnrFbbv2SXHzhhaTITVoPoyzEB1eSo83vIJJPMJk+viZEOYrSTYLHZyaucdZzgPsvLzbPMd3YP+/4F1nDAxgoFRzptwx4znkbUgEAEVMy/n7HubS+HjHKD0eIKRncmT2NVLOxbbsMuQLPr42WtYJRzLoB//PETJHvzuA54A6bsIm64mckPLAQBS/wN2A2d4CweUdrLwAA6sAG+BdcYHBPuKp9Zn+ANK2dzytLp+we1c47DGaKWrrGWmZE064IjuL9nHg01PnHXKbXNdIxhxiCtK/uW3wp2rMPf/Sxd1OI4DnkvIEUVKVtFFeEsWxyPLwfv5K9BGFBGhnjpFodb/HP4F3MLdSZNlACvML/oFuZEPcJ6oRmi9PbJA+1baqpvrHCwQV3f3MjTnHW8N/JrdthpBH1mPb3AsieVw+Ayy3g0FcYw3CxvOecc7rGGgCvcO0stTQcroVUM3IZ6/FDnecouYJdtZJmznWI13n2NWW2pYW2x85VXuKBIkCNOHh+HBDkaSdFJLdvtdGaYLhJkiZGnivywKRQd6TyNVVFesWgabzx2NvObq2lP5fjSb58hmw94h/kDL3eexcWn1mQIy47F2G0bSFG1f8muUhOGsKpFcayBNexqj7GFGL6t4lizszSjeoLzHI19KgQMxVrImSi+NXTbBK1BE6vdF4Z9XDIYpDnLBBp1VQE5fKmYfx8j6W1/CG70kcGNJJ2mZUeSp3Z00ZsLSGbSYV1SE87OzKhLDLuCcaBzzao3bO/M8IVfPU3EMfRkPRxjCl2D+u4fD5/HdQ0n2if5+/QvOdJuZ9qDBh6Nl532MjCAznkBO7pyhU5Nhmk1MTrSeXYmMzzxYic33x3BcUy4a9s4pVnijx19KSs7P43XtYNctAETjWP8LE6mE2K1JF71DxzzXENp01fEhF3ArLXUxPr/ThpYfuuFh7ZR5+fxqCXv9a8A0EucDFFm0UmN3126PecPPgt1ktPCB9xfFvIpbaEM1r4tU5YwgPVxabON9M0BHVhqCg4+qNv39SykHgTwLvvHfq1a++o7hgPN8pYTlA6Xj1nUt9bqgVqarhzhTDTAFe7PWWR2Uk2mdPEQNkA1RPrkuDoEZIiTIY4xhlrbS6TwdTPAHLOXJlLstg1strNoopsmk+In/qv5F/8dBAcInV66oImPvfGYfqsKa5/bTSbv87LgCf4uckfYAKDQlS1MUckxz+xhu51OmjiNxmOa6SrUWc0RxSPAkCVGD1X4OLzMeb4UqK42m4ib4euv+iaGIaDbxsmQoMdUkS/sipthuqhxyqud+3P7Ks4p68jxocBVRkzF/PsYr972UtGK6TSN1dFSd6eI45CIOful09y7YQ8d6XxpR3+YKwm9+YDtHb3MqY+TzvusfS5cnhu4zD5U6k5YpD9LJu/xVGseYyEaKTR1DMt/EhSCZFOoI3kiT/L5yHeotfv61g+V9jJYOkDfABqgtSvcRR6LhP3f21JZHGOIFHL3il26oq5hbkMVsYjD063dvHdXNWck3st5mR+xoHc7rvXwcNli5nG7/1Y6n5vF5acupqEqVjp/V2+OT/7syWHLb7VTR4IIrs2RwBIZ0Gp1sIByMH1nRjM2VpjF8wsbgfbtNnewtNlaAhxqSReK4UcHLTU1kqCuxS48YDDp4LHUvEjORpjltPOCnUEx5ze0r9xVvenhC5HbBp3l/bL5BrtpZBrJMclFLZbtGrqlqct0k+U0Zx0ElF7XgWaiv2y+QYw8daa38N47hSV+iOHj49BLjB6bYIbpIsBhtw0vAmvoZZpJljZcFYPbsIxZGx4RooRpBG91/8xK54UDvvbtHT14QcCfN+wppcU0V8dwsVzu3Fma2S3G98WUhSgeM0wnu4JGNto57LaNOAQkqWK26eQE82wpUD3aeXHY99layBIlWyzBZhLURg25aD2dGcj7Ab41BIA1EfZSz2xT3t+pU80TZR03XhS4yoiNtEZjJdV6HXFlgPHsbS8Vqz2doyfn09WbJ1dY+g9nUV1m1MWpjrql9qO/bQlbWxaX0iEMWaJO+MdlW2cvWPjOvZv57we37pe3OljqTirrFUoPhcvngQ1nm3KFGUZrCYvX+z4r2MI0p5t2W8v7zc+poZc9ZhpHFPrWD5b2cv+m9v3yaWfWJ9i6N0VNPEoq6+H5lkzeLwXjAbaQ8xc2DbCFWcyoGwbQe3uyLJxWQ23cZWt7mh/1LObumuuY0fMsDYUNQ8+YhcxMVJNt7eaTP3uSNRes4rSjZpRe93Dlt4LAsjW6lAT1LOUFjNlXzChcrq2n1mT2CygH1p3vPzPayCKzCwdLlmipZmieCHttLXNNO7NMJwHdhWcJg4X2Qh3XvsHm8EFdmF7wKudJPur8z5A5sJe5/8cHIz+nnjROYYPSSrOVvbaeXTT12zx1i38uH3B/Megsb7dNcKTZTTNJXrCzcGyUBHmOdTbzb+Zmvu+fyX3BsSOqBjCwhFYV2dLFg0PA7ELZrvdGfs277B/ZaOdyi38OH3B/WRpjMRUkS4ydtpFjzDYiBATGDXNbLZhCZQEHizXQW7i4SFKDwdJrqog6hulBZ6nmaxjuUnhUQByfCDl8HNLE6aR22JSNLXt7+PQt/8nsaJp8rAl/1iref9pSTqtvZXH7DnbbeiLGJ0GWPGGN4KftQh4LlvFXu4zHgmXMNh2c4DzLFc4vOMF5jjmmfdj3NUuUrI0QxWOPrSfvJLA4BIWvzCz2YnM5duTq8HDxrIO1xYoLhhwxon02Ex5IOeMZTwpcZVTKrdFYUbVeR1MZYAx621dUYC9l2daeJpX1wFoirhN2jLRhqantHb3MqIuX2o+2JTPEIy55PygEGcVNPWFHHQjTBuY0JMj7lqdbu7n2jvW879WLS/lzfVN3LJbd3WFpqIhb2JU8oKh7YOEk+yQfiN3JYsLgBwv1Jk2X08gRTdWlvvVAv7SXdQ+v5RP3sF8+7fM7k/TkA7oy+8oF+UGYkuA4Zl9noD41MCEMMIodhXrzfiH3Mly92d3jsb3vhiELO5NZ5jclSGX9/XJ/D1R+q/i7qH7Hfbwy6CjtqM4X3vEEWRaYNnbbxv0CyoGr331nRqvIEydfKoUVbgwqlk0KG8lGCPq0JQiD18HsXxc13AFfbFtqCfN8/9b9HVHjD5oDe19wLH/j3o1DgIdLDkMUnwgBM0ySKnIkbU0pV7PbVg0xy2uZaboAcAiYZ/YSDUvyh1ubDFwT+RF/a3/HRjuv7BnYYgmt45xNuPh9ulvZUpDdS5ztdlrpdf2L+SYxPDpsXek9Lo60ihyRwuyqX5jjdkz4/ZPFEMPH4vCT6ndyb3YJ1UE3nzLfYQ4dpG2MOFkCwpa/trBRKtzEtS91wGLYbRuHTdnol8qAh5eLsOXFefzvT97G65c1EO/I0xo08kSwmE12Ln8NjuJZewTHOC9ygnmWv3Xv4qbozdSZ3mHfxw5by5PBQtbbRTwZLCLqGj7p/oB2GyNLNGyc4DhhHncAHdQwlyy1Jke3qcP3g9KGQ2vDigS+cShWBz6QTlsz7DHjSYGrjNpwNRorqtbraCsDHGRv+4oK7KUsQWD5zZOtOIZSL3RDOMtoXMh7AW3dGV6xaFqp/ejM+jitnZlCLmihdFKfelWN1VFcx8F1oDYesL2zl8/94inqExGirqHXC+jJecxvqiaTD8h6Pq5j8ANbai7Q10lOC9dHbqXWZOgoBD/NJkXMeMx0ujDUAwOWyiNxbKaT3z78FKnsUf3yab182G61+PpjEVMqkJ8PbCHk2tc20/YZUnGHvLWQzvmlsed9i1fY4NQ3nPIDy/bODDPrEoPm/g5Wfuve53eHG9PSGb5pfkrEBLxgZzDTdJUCp+LO8922kb8Eyw/4Ne47M1pT6LRl+4wy7NhkmW6SGCw+hjbbVMhWDJetBwt++tZF7baJAeOjMDMcBcLgIYJXCPT2BVTvcO/GwS8cF44pT4Q8lkShD/0V+b9nvV2KxSl0v8pjbLRPKkOMquImIAxRAkzh/50+hbhcwmL/I6kGYHG4JziOk5ynSsG1B8QLRcQs0GVrSjvtd9omFpjdVBHObhcZY3AdQ7WfLb0/fffEG2MwGDwsMQIuP20pq6e/lZvXbuRLO6O8M/cTjmYzLha/8B522yoaTQ8JcgNC+L6fDZ6HOzCVIWddEuRptnt5ac89/Nf61/L1/CdoC+p5qfM8JzjP8fHoDznWbCZqhg8WtwXTedIuYn2wiPV2MS/a6YVXHP6eeWmwARyPvKnHmnBr4KyGKjrSOYLAJ2vq8G0ntTZFytSGF7uexRhD1IEm20Ob38BCZ8+BBwK8wMxhjxlPClzloAxVo7Giar0ebGWAUfa2r6jAXsrWsiPJpt09zKyLs7s7Rz6wRJz+y82BhTceO5tptXGiriHmOsxrqmJ3d5as5xPYfcGd6xjq4mGwksp67OjMEAQWU9iQ5DqGnmSWdM5nW0eamlgkvN/ZV0In6hiME/a0p7DMXWsy7KI5DAAMVFXXQ28XBB4kd0DDERCtLv08WC9Lr++wrt2lKu6WoklrLbu7M/tmbwqvr29XpL41Y01hNgyKQX0h6Cg9H2AGFJ/qH0UQBJbOdI7qWGTY6iV9S4CtNJtYFN1Bh60lQ4zNtmq/Gc1pJjnoxqC++s6MlmZC2VcKK4KPawIiNijNDjaaFLts037lsPqeq1gX9cvmGxxpwvJF+cLOd7dQvClChig+Daan9N5lidJmG/GtQ9T45HEHvGnhm5gnQhU5FpldPGGPAuAI2qinl6bCLvTi83XbKv4/e+8dZ8dZnv1/72dmTt2+WnXJsmRbtuUSwAZMTQdCcRJKEpKQQichFcILJL8UWvKS8r4vYJNgSEgCIeBQDARCAonB2GCb4iLbsiVZvWwvZ0+bmef+/fHMzDln96x2ZUsuyV75BEvas3Nm5syZuZ77vu7rEtxcPpCFKrjXpCZO0Cfz7NWNrJfpZQfHBMsl8iBXm29SI8B5j0YEyW/Y5Bz0So1x7c9+a0ZL9EiNPmrM0JNV5Be6R3SbC0sXSyKu2GJV+aMbaryisoMXyDf5A/8fmafADGV6qOMxmy080u152Gx4qpKIG9odIQTLG7zPUqbG9+0O7rHbuFvPZbc9h7xEXGn28CL9d67w97DDHO9+UbUhUsMDuom77blZRXWqbSEZY6hrjjoBDXI0JWCQOk3NATF4Plgltkojcvr6gAbzlAklYFgnmJNeInEexEM6T0UL3KoXsI2vL7t/pxpOeySwSlxXcVbwuPJ6PRPOAKeZbf+4Ivb/A/Fw5Bup5nRtb56c7zE2V6cRtXSuhcDD9wxbhkoLBh3zlNeUqDctc42QsbmGu/wCZ2K+UAIQW7CqlAOfrUNFDk1WsdaRWwtgHY3yjeCn+lffsNPuZ4c48tZOGOeqdfqTURGNasjkg27x1rOWihaIZka5127hlsYmTL3GVDVkpDePJ5I9HD2BZmwXeU6mUCCKNaN4bhBNiaw7zlLgAUq8VAFKHRExRmhEMaWc7yyulvi8bt47zpuvv5PpxLd2sYZUMiLp/mYZkPlFFlUL0ZkYNUADp/0McdXlgLijqmwRcoSLyE+3IaRv2YsYY4AhXLU2nYavk6ephiGZJ09II0ltkqSSulnGmdd88n7dESfT9Wnu/FVmN6/2/zVR3SohXra9vIRJ452kEb+wSe9OUUDMAPM01edCOcQl8iB36Y5F75220S+UQwzLLDbxTx3VATxiRmTWxZICeZoUaWSfzRxFFGFYZmmqn6RTORlMlVzbglA6buGCdW4BJoBNT+LmveO8/bN3c2y6hmL4sjyDl+hN7DSHmNEyIzKDAUI8TBtJbyYDWiMyQ0WL5HFRtjXrM8QMw8zw4ej53K3b2CgTXGn28GLvG7wnuI6RJDb1VHDpWwHflCfwheYTucduod52XTbVp4EjqnVyRAupm8L343PYZzZyoRziROQjCBPzyf1CoFfnOOBv518KL+bF9X9hU3yEHomoq+E+dalwwzrJS72vLyFkaX3mrtr76GGVuK7irOBx5fV6ppwBTiPb/nFF7P+H4eHKN9rt4nryPuVcucNZQFFqzZihUq77oKNvaETue+N8Sd3CptbWRgcQUfxkYTTfjAljpRHGlPI+vgixOnLotRFuIzAsFXISMycBWPcgWsMMI0zSYZGlERJWsVOHiDXHLL18IvdivKarttaaEYcnY3oKPtaC8TRpz7ZUnJ0DTQlxtUoxMPT2BExWmjQjR8SHy3nEuOs/real7XHVBZVZVWILI705vnd4ird++k5OzNZBIecbdqzt4bXP2s5ff30/M233mMUa0k6kjgKDzPIsc8cprZ9aiVHTTGsP62SKfNK6B+ffGiQUMrU+SskPSvL6ziGkVHM6zCwHdX1CXG0mL9ghx9rOpySVTyFECbCUxdkZLYyDTeElS4Yjuob2AbOjuibRsFpiDBFCIE7PipL4nbYq6mnzXHHVyHRYx6C82/8w745/vkMy0N5Gb6pTpEYIBUJyMsOo9icBAYrF4AF+cgQ91FgnU5jEx3S7nKBOjpPaT6QB/VIlxMcnxiciVg8jzpYsnd0XVex/vIMvTf0443M7MvlMIxauUfc5bpZxCjTaBAvummsmf48RIoX77Sbu1y3cbHdxgHX8gNnvpv1lD08weynJ8pZSagI3+Gg88ArI8Hn4V/wyG3MXs/6OY3zzrknq6khqI6tHLw1ZdE1OMUMPoQ3I2ZBB5qmZEtcXX8qdweXc4V/G5sZe8uEUJ8Iyo+ULODBZx2idv+LaZff/i/ZK/u+yrzp7WCWuqzgreFx5vT4KzgCPK2L/3wErdIs4E/KNbnZxafyoqnJittFhF7fUoGNfMcBaMl/SNB0KaVUoC4HJHARia5HEKzWymlSV3O/5nkGT9v2M9GGNj2cjmgSUtZqRVgVnlZUci2qMa0z6/E359ezLP4l8Y55qM86SqtJqpo0cmQY3TGZVs8EwcKRZEoFrOeejCv3FgFgVT6AaxgSxcOH6Xo5Ou4pue9UyG21SCJO/7B2t8Ec37EZxZC3wDGU87joyw5s+dQfVZtzhwdpZKW1N0KfvsFamsQi/5/+za7mfwvopTYx6q/9xLpDDCVFq7avTtrp/SSuWzuC+wWYZxcfSJGBSy1j8TCf6ifiHsqpwO2Ep0iAgxibH2ln9dEQwl0S7esl/Fx6fT8wMZT5vr+oYMKuT46hKkh6WDse5bXpJFTk18pc20ppKPWyifPVRNpnxDr3rQm/aIs2kUiyEiX52QCpZ1TpOxtgiDD3U2CRj+FiX/qX9rJUZCjTZKuNMaQ/32nP4JpfxK+ZfGWIWjwg/XekAYnzqhRFqB7/Pr8b3sjd6FbfQ+izTz/Ft/se4WA5C8v51fKa1h+/YndyuO/mOvYAJ7eMJZi9Xmj28J7iOi+XgimJTm+phxSP35F/BXPh8pGc9jO9xBZHyGtjwBEyuxPkmz53falLN+8zVo1MV/TuQvq49xew8c4yCVKmJ4T67hS/2/Ax3B5cnNnl17os2ENn15DzDhcU8PfmIH27eespqK8nn/QJzK/DiFe7dmccqcV3FWcHjyuv1DDgDnC4eV8T+8Y4VukWcKfnG6drFQfdBx4W+pKk2NIxdJba34GynTs42HPnz3OR+4Bn6ih6+gUOTNSILqhZjhELgMdNzEQeqmziXA9RwAz0paU14MTbZtZQ2FWnw8trHsJ7PeP4iKo040St2+ohaTSe6U0lAazuecVVgq/ATl25gx0gPKnD55n6MCNO1MGvzX/eNffzpl/cs++BOSWlaYaxHlnpk8YwwV9fEFqmFhVWpae2hgavArpVpytSpUGCe4ooTq0aYcpZLmfVQq1o3rUX6xGlSIzeLTy6hsYrTwm6V8Q4rrueY2wjVW1QV9hLqGCcT8B6WdKDMoNnfv2t38CSzL5EuOG8DLyGtFuHL8ZVcnLTr22UT7elhPpYY5zJR0SKbZDzZ+xbSPzv7KAhQ6gQc0eEOvetCb9oaeRrkKNDE4hEh5IkY1QFyMkOQRK428DlXTiYVZ48T6iJr57RMkTojMssRRniN/h6hdZZSvx58nh/Qe1BiEA8TFKnlhzk07xHaPGtlsqsO91v2Iv6o+Qu8Pfg437EX8D29gDv1XPI4feqVZg+/6n15RVGnVp2VWI0cNc1TJWCNVPDWXEDhyldDrgh+EQY2u+dN2/1/95EZ9o1WWNdXYKhsOTxZZQnVzZJoTzE7v6fBjPTz9coGeuZzlKIG43ONTH/ui7CmJ8/R6RrN2PJEeWBF77HS150trBLXVZwVPJSH96OKi14Io/fC9CEoj0BQWLEzwEPB44rYP55xGm4RZ1K+8dTtw7zqmdv5xK2HODFTc5P1ImwdLvOmH7+ga9W226BjWom959gss/Uwe4hZVU7M1IHOSmQx51EI3HXaV8yxYcC9rpgTnlI4yoZgngnt4X3Nn+Ad3kfYIuMENLPtZPW7tDWf9fuVjfFRXjvzPo7ZV/Ij3nF+1nyNdTIFooQadFQmm3Fno9oz4r7r1tWzPvO9o/QW/A4P2OfsWs/Tdgxz5+FpbrjjODlPqEdLP7U7ht0W/Kx9MGzhFtqrUjvkGAOJD6rB0sBnXPuoJxP5p7I/Eixv9T7OiMyitIaockTJMJUyJPMJ0XStb9NWrYySUFgPpUSdzdJkVPtZJ9Oc1CE2m7GOqnBrCMwRoxhDPhnDSiuUHsq5MkqNHCUaBETJCJQjvFXN86Ped3m2uZOTOohBFxHkVFdaoEmoAR+OfoLf9q9nUObaXDI6P4dcIjFw6WCmY/CsmzftmPazScYJiBPTMPcpVcmTJ6RGno0ySZ4w+wzmaXXDahQYVcNaprnAHuRe2cE37SU0bIlr5b3U8env7adU6uH4RJXYxrS7AVwq+9mnGziPY1gRTuoQ97Cdd0av4Eqzh5/ybuJd5iMMSmXJ6y/FnBa5225jQvu40tyLLzGzWiZMdLHDMo9X7Kf/OW+DNectnqNo6wY1xz2iKCZXylEIPLYOlxmba1BrxsRt7QcjjiAvhTTF7IGasGOkh3JYZ9NAgQdG5wkT55JC4DPSm6cn76OqHJ6qUmyuLDmrxMped7awSlxXcdawUq/XRxXt1bioAWEVpg+6aepceVlngIeKxx2xfzziNN0izpR8o10jO9+MqTadR2o+MIzO1vnrr+/HiKzo+k+noN98/Z0UA49yANP1dGhkweEq1Jox880482AdLObYVf8+r/dvYGPjCH4jIsRnr7eBj8c/you8b3JxMk3eTgRd+xdQIZ2WH6efNczwPvMXFEwjqXKabLL5VJXJ0DrZQHo1zzcjBkoBgW8YnW1wYrbOHYen8V0W7ZLDXe04zUIUCzPufzl8MxfLIZ5u7uYnzU2sk0lAOEdGsyl9R5a62x9dIvu5IEkwSqf4pUtVMtWEpmlO4HSTAXFibOVgiNkgU8xS4t/iK/hZ+c+OqnBaETfACR2kQimrjgY0WS9TxBimKXNSB8jTZJ1MI+okC6F4TNOXVZI3m1FK1PEl5pCOsLA2PSAVTugQz/FupU+qHTKIdg1z+ltHdDgjl+1T9910xRWKHNU1jMgMBRoYlBwRd9ntfDB+IbNa4tnmDl7pf4mjOoTSpSuVvMcAc46MCZSiOWwAs/QykCtRiyyNyGKAmjXcrefxoG5gVkuUaTBoKkka1f38gOxbUWzqCR10llT2XO7Wczmg67I6+yX2QX4x+CrnmJP00MBKQGNoF4M/8Vaic57F5793jKPTVTYNlHjhpevwv/9R+M7fwZwLIbkUn/fZEa5vvIT7ik9MNPIe+8bmO/Tt/YWA8fnlZWSNyA10lnMev/qM7fzpl+4j8IRSzncpfqn8I9HS7x7fykuW3Srska0reNXZwypxXcVZxcIW6EAx8SCshdx1ZObRNdtfWI0rDTnyOj8Gfg6e+TvwpF85o5XWdjwuiP3jGafpFvGw5RvWcsdtN/KZr30PjUoY/zyqjQibVEqakTNtP6Vetq36YgvD3GXP4U+/dB+1ZsTmgQKHpmodBHPRLigcnJjnnOEyPXmfixrf4zf5EOv9kKhnkEgCvGadi+YPsZlRrouex2/6n6ZPaokuUsgTZ83uVM/YJMCopSR1/KRK1sBHkoGZdTLJqA5QltqSlkgp4QFX0Q1jZXK2kaR7QaSO4J6Nu8FSGfdft5fxs95/MihzAFlgazqlf0TXONlAGxETdQT4pd6NBEl8ZypVSE3r2+GTWmK5n7XLBRbCoPRRZU6LXavCe+xWRmSaHqkTqTPGyhOxUWYgGbpKp9HrFDioa9kpjlzv0S2kNNNVMYfYImPkCRfJJgakQqyGEabZbMaSKq+HQRJJAtkgVepsYNvIZXts7lK6YidNKLA5cVp4W/ir3K3bW9eNhZfr18gTU+9CXBdG88YKY7aHhnoUTUiVIjdV1nNTcyN3221UNM8TE33qtbn/y045gllGn6rJYNoUvXw5vpIvxE9ljEHA/XujzZKqQcAR2cDwE36G6f3fwVbGmZY+9s9tJ/cZZXTuK9SbTqP8dNnNBTf8ExfJQUd5xYBfICgMsFMO8cbqB7jW/Dq3yWXMNyPCOMZLqqzFwLCuP89cI6Rxio5Eion5Jrs29jFcdvetwWQoNB0STYdGc74ws9C7eQlMLxOHfLaxSlxXcdaRtkBv3jvOn39lz2PDbP9U1bj+La4ad+/nHXE9i1guxGEVp4d2W6Stk4fZFofICt0iHpZ8Y/+N6E1/xaaDd/OWOMSagAfqG7hWXsjt3qWQkLKZWsg5QyVOzjUX62Xbqv/NZoPZEGrxRvqbL+A+LmHfeJUwtkuS1uwcKIzO1SkHBV5SvZ5eU8cf2EqQHE/V8zgwr6yRSZ7j3c59upVL5cGktdxquqek1SKc1MHEKijVZxpMMsmevm6jTFIjx0VycFkfVAtMVBpuKt1A2Mb3fE9WVHFdCgsrq31S5V3+h7tm3F9h9mSpSR6aeZY6YmZYK9M8qIWMJG1mlI8Gf8bF5iADVDCQKFudvtR0+XTS1nrmkLDMjLigPM+7jVeE/yvTKrbriJ9q7u0gtG7w33Bc+5mn1LGtImGyT8owsy4OFY8oCRmY1RL9zDORnKeBZCDtPruFAeZZbyaZ1jK9UkvOjvu0/Yzia+Ke4Kb4Sc7egFSy2NyldMV9VOmXKvNa4D3Rz3GXntex78sN0rW/R5Cklx3UtfxB81c4wDpyR2OuMHt4prmT3/Y/xSZZxhUGR1RjDDfLE7iXcxi1fRy3g+zRTdSsI6fppP8iSyqglPP5yr1jhPFmBnu2k/MM9dk6R8ergLvWn+Xt5o/NdWzQcWJVYhMQGCCqI/Oj5EsbKFVmeP7sP3N9dC6xSiYL8A2M9BYwYhjuyXNsut7l+um8/u9lGwCD5dbCPAo184xObfp8Y3gKc8ueI4AeXdnrzhZWiesqHhE85sz2z4R36xnCUiEOj3c8klG21iofv/UQ/3TrIUZnnf7qEjnBe62l6FWRXJHYKp4RioHnHoEL3CIesnwjqdxHtVlm4wKx9OJryAUc5J3+h/kj+2q+LZdksaaNSBko+dx3fI6//9ZBnrR1kF2N72G++NvQqFD1+jjSCPA05DwO8k7/Ot4evYqbo+XjNFPUGjG90/dyrhwl1zPcQcKLgUfgeUyHPewwx7kmupotMgbidI2FtmpgSlqdnrLZptBUcm0kL0WeiLxUeLq5m7vjpYkrOCJvBKTtwQwk8+bxIsK2nCUQdK+sFqWBoBxua4fXyTGjJYZlJhl4ksyOCVKy6arJRRr0S5UTdohX+//KoFQoUYcOkg/ShbRCaoUl+MlA1VIeqykswk45nJH/u3V7x0luH74Zkjm2yQl+3f8M0yyO4SxTS97d5ct3EmjJpAeRzHDYruX78Q4eZAOzWuTN/qeY1p5scC/d/85z1IoiiBEKNBmQCvNa5Nr4RYCTVAREfCj6CZ7r3cbF5hC9VPGwxAghHq/zvoBiOiQmpxqk66XCHfF2/ip+CUWagLJLDvKkZJDqSeYB+qS6zJlu6URtYgFmUDyx7GI/N/As7in/ADWbYzb2mZoPl/3sVF3iXTrc2e66AaDW8mr/BvqZx7lOOKcRXzzECNiIoD7OLAOcK8e4WB7kriUWgEPlHFPzTWpha68WXf/4HPU28w+zPw1cyo61Pdx5ZJpqw3VVjLhir7VKLYx5urd72XMGrmL8aGKVuK7irOMxabZ/prxbV9EVj2SU7c17x3nPl+7lnuNzWOsGD/K+xwPF7dwfbuD8mYOMyRBgEHFWTWt7cvQ0F7tFnLZ8o61yXy+so16rExihqa2hnlebz3KrvdjRIoW5RkilHlELY/7qK/fTkxM+KO9mp8wSDGzixESVUAVr8ozaHGtkgtd5N3DLKRKJFsICW/I1eqxCkKcaxh3Efaic4/h0yAARxxjh7dGreJ13AzvkCCMyi5dMdp/UISoUGWE6q7IBWWW2FcjaorQG5TnmNv4mfsGy+2sVbFt1VYCrzN28ynyO7Qva+t0sqdqxMHKzoUlVDzcgVabeMeCT5tsLblAqHaxqh4dlvUwxrwWK0qBHagQJFV05XBs9hkWT+YvOB+5M5tpSmbpv0WSEdlJ6CTVYNGRVppZEzjq0/1eSrYBzBIjUcLE5wKXmQeYoEqtLr2qqzxxFIrzExsptIZUKpJ93BM5PVQPus1sz0vrR4M86FhET2ouqUpMcM1pmliJ54kwf/fbolcxqiWGZZYA5Zujhi/GVXCW7GWOQO/Q8vmfP56Cu4xJzgKu9m7nS7OESeZDcCmJTp7VEgWZSRa6SI0o++/RcuGVTQJOr4//gX6aflBzl8tpXSf6nfbgzdfxIcbEc4FyOUSVPDzVH+xPZjBtg9NCogWApGstFfREzpsTJ2aQ6ikupK+fKiAjr+gocnKiiwDPMbt4ZfJgyNaa0h6b6lL2Y8/Qgbw6vZerB7bz2WVfxqr+/nSi5T0Zx52DjusSPdzms9HVnC6vEdRVnHY9Js/1Hwbv18YzTqZ6eqrr+1s/cxaufuZ0tQ6UzUoW9ee84b/30nRybqYMqOd89lhuR5cRck2vkhbzDu44RJql6fTQ1QMMajakxvN4Bil3cIp66fZhy3uf7h6ZRgSdsGeDSTf3d97Otcu8lxFhVKdAgJxE18pzLMS7iAHdzLgpMVJqoKkaE4Z4cF+o+1swf4qgUyCfRraqKte6ROU0PO+QoV5tvMknfiiqQAhysF5lRqNRnaEoOEWejlfeNmyb2YsLYZ8z2crdu55akivd0czev8L5CIDERHr1UWZNUJtsHhMj+23ow+0kVbbs5wS96/8737A5AGJTKkvttiHihuYXNMk6ROi8w36ZEg2ntwWhMgZBLzIO8W67jQ9FPcIS1i7bVzSu0JxlcSiupads/pW1eG4l0kgiTJSSl8geAAiEqMMIMrHjp0EKAxUuq1S0rq87BpvbPTVCabdrN5dC9pe6O16yAYHu4RLF0X3xiZikySIVNMs4RHel4fZp6llZtAY7bQf4w/hXGtT+TMyxcROQJ2WkO42E5pGupUEq2EFHRAmtkhvcH/9dVP9Vwh93B7bqTr9on8RmezQ/IPq4we3hxcBPnmWMsh1gNRxnhsB3hLnsO/2GfyJDM8Sf+3yXyhtgtEhIXiLYDpKY+2xcM460EqmTDnZVGxOSCAarUYWFWi6ik5F+IY0ts3XXqoRQJicSnnhug1w8QEY5O1YhiS60ZM15p4HuGWr3JUwqHKIZT/IZ3PWVqnNBBjBgCT4gkYMzmGWaCwT1/w4Fzn0k556HWafZTCOB5wvRKNa4rfN3ZwipxXcVZx2PSbP9R8G59vOJ0qqenqq735C1Hp2v8yefvoa/gZwlHD7UKm77XTM1VQ3zPYNLP0SiNSLmJXfyhvIrXmBs4X0/QS4XI+Dxgz+E/Cy/nLdue1UFEljvWRQS+OoFJKvdFMQx4dXojZ+PjHvGO5j2VO/m+PcfpEdVyiXeAdf48RbOOATtHXmKm1CeuzFJOrIXqkkcVfELWyAy/H/wjFrOiCqQCt9Y3szdwhGZGS/iqqPGohXkOTc6zVue4V51G0P2Oq+LdHW/nTt2RtRzXyAwGzWyLTrXMSCtw/czzv/yPZ+e2Ro6qFhbt96u8L/IG/3P0UW1rO8OU9rBBJjMzfBKT+j8OPsocRWoLtpV6hTbUeX+633P7apLzmSekSDOze0pzldqH3SyGBgafKKsqT2oZxdAri/WEK4XLXlLmKDCqA2yX44sIcLovBuWEDmafy3Lo1lIvUaVM/ZSfVTucwb8zzsoT0iSgSp4SDdbJJD4xIV4mFUi3axLitclM8ht8mvfGPwtK2yJigCIhZepJxd69fkRmURXWyjQ5bXKcYf4jfhK3253crueTI06m/ffwav9LrJXpZY+hqjnu0XO4O5n4v0fPoU6eCJ86Oeoa0FCf+3ULl5n9GFqeu+1uGgADMk+V/LLRv37yC1Zd2z2MLY04pmA8xuYa6IJfTh0WLF7iZdtASe9biuJCRgpS50FzHqLKE5rfYdbro17azMlKk1hdJfdpZjev8913tOA36KNKg4B+r0nDtLTOsULd72N47kGaR7+PIPieEFm3kE0X5Kpwu17AM7hn2XN9u17AM5d91dnDKnFdxVnHY9Js3xhnc/WF33KDWO0en2fJu/XxiNPVJi9VXa80Io5N17FWEYG+YoBn5GFpnNP3KuV8Z4jf8ZRu0ZFvcSm3RBfzQ6XjrA+qzJo+dtttzM9aXtBW5b/pgTHefP2dzDci+osBA8WAuUbEnYen+d1P3cEvP20bN+0d7yC1PzJwnN+3HvmogWjMOjuGTczmVQxGXVb6y+XfuIPtqOAeNuYYeWOJKz6TZogcTbbpcXyJsj1vkGOOAmtkFg/LvBaYpbQiU3xwhObr9jKuMHuSbPikLUlAiM+U9nJt/KKuNcRUR/ki803+wP9HIgwDUiHfZWq+9X6dyBNm1KCUGPu37/cuOcBb/E9gEoN5TXSzBhdLaxFCnL9qkGzdx9LLPHmJuEz2Z9sKiChJnRL1hCRK0pZ3JCud7O+hlhHXqG2Uypncu99zpLV1NENSyVrJ3aqkp4MYwx9Hr+DDwV9ksoSF500REKcNHZT5FVXY271pL5N99En1tPYzrfSmDgEellEdYIuMUUiqxU38JGjAJsZekox+uerldnMiq4q7RUTAuXKSAmF2/gyWphoO6Ai364Xcbi/gHruNDWaSK2UPz/Nu5e3mY1l07akwob2ZJdVd9lz26kYifBoatA1R5VBMFn6hwLXxi/hzuYb+xAYuPf4ULgEspkiTKV2sG25H+1C/J4K1ynilyXApRyOKCTxDI2pVNtur43NaoCQ1CskCKd1UhKGuPj1a4a2Vd+NrRIjHA/EGPigv4hZ28aOF+3hr7CraU9pDbHz6tEqOkHV2lBOspUoRq06CMNDbg4QTDDEHUqQRJWl6OLKt6t5/xltZJXWl7gNnC6vEdRVnHY9Zs/3tz3YG9KmPa33ayQPOknfr4w0PRZvcrbrudFnO9sj3hNg6A/1y4C+5nZVIE9L36i34rkVPe1Rp63Wqzm5mf3ABx5P41JxVpuuNrMp/0wNj/Po/fY/ZWogA8824fQPM1iP+7Mv30ZP3WNtbcOk4YcwXTo7wIjPC5fYoubjuJsy9AGJ1aVUoVfIEEvF73sfplSq9UmfO9FJN4la3RgcoJIbeTVzMp+DkBiVx9lc1clgMhcSc/VSm+OnQzmZG+XnvP5KscyFIspsKNPCI+Wr8TL5lL8oOc+E08m7dxhR9eGJxe3tqDeFComSABgabEJsBqfKgrkv2+7NcYg6Qmv6DLNKNuseqXfS+BqdF9YlAXHXvzyM3pOMqw6ZDq5peFwKskRnqmiPEp1+qNDKq7AbT2uUD7UeW7ttKyeDCCl765x5qXCW7maNEmSr5pArpfkeoEVDRAhfIUT4c/IXztF2hxvcWuwtDzIeDP1/hXnYi1b0qLuygRp4jOsxmmcDDkkviZt2VIjQT79q06jqmffRLlV/1v0y/zJFPIhYaGnCHbud2u5Pv6E4O2LVcaI5wpdnDa/0vcrEcxJflJQ1WW/7CER5vC3+Z3bojsaRyk/7NDmfc9t9VgmTRfYvdxTXx1fyJ/3dLVr0FTWQWy3/iAniCI8bJPo5XGlirGC/9Wbp9Vx3/S7mGtYmFmRVt0x274cScRgzH48yZXkIJIG5ygRziHf51vFNezSusq2ifZBBF8BRU3JCjh2WNnWC/bkDE4IngNWcJ44jq9En68zuYmG8iFhfJTPt9c2VuHit93dnCKnFdxVnHY9psf/uznQH9CnLs/6fhoWiTu1XX603bYZ4tovjJ+e22nZv3jnPNf+1jz4k5mrEl5xl2ru/lDT/Y2a4/MDafPDKVvG+ohZbAuG227661Ss73iKyl1oRCznRU+W/eO86br7+T2VqIZ9xwRpr8JEDgCTZ2UaWVekwzrhFbzWxk/p+8gL/grxmxVdR4WJsSLqevHNMBYgwXmCPUyHFc1tInDdbaE+QIk9BLB5+YSFoP6fQGnSNis4xnldgx7V9kit85URzSRw3BclTXUKHIEHNOY0dEQMwv+F/lAnOEa+OrAbr6nP6bfRIlGh2DWStF+wMxdSUo0mRae7hEDtJPlSghP+71i98h14UspxVpDyUgZIcc45nmzqzCGrRVMheTactGmWBc+7nPbuXr9jJ+3vuPxMe1+8PYX4awL3Xs3e4gAZZX+/9Kkxz7dCN91ChRx2KYoYyHZZOM4WNp4lHTHMVM4/sh3ha9eknyKlh+17s+i5cNWPkAWapd9nGxrbVkyCsiYEz7mdUSG8wks1pKgg5aVMvDUieHhyaSgIhvxxdzu+7kNruTCkUuN/u50uzhD+Xv2WZOLr8/Sw6luWvJJ2a9TPNvdu2Kjs8m39UgsVo7omuxmEwDnOp124fWBF1WKpDtU9trhso5egs+dx2ZIYydc4Yv4u4ZuHjZMQYYYhYRSToEEOG74ASZooca9+sWgsS/tqkBNQZZJ1P8lvwzwzqZ6Eydrl40QkTJJcdTosH55iiz9FGK58lVGsTiMfSt9/AONvE+eWF2HbVLZVbixHA6rztbWCWuq3hE8Jg22zfmrFtePapoM7U/HWL+ULTJ3arrkXWtKESJrDPQTmNJF27n5r3j/PYnv+88PpWMHH5rf4MHRud41TPO5esPtNr1c/WImVrIUDlHMwoJreIbpyNNESs0Y8uRqRoibnjC94TLNg9w0fpefuWjtzHfiJzeK9GpQeuGHtqWUs0C9dCS8wVPXK3s5ngXH2n8KL8TXI9YC+qSeuoEjOkAVSlRpEZAxLj2kdcaaxlLKlUOaaXGoPgaYxbQOA9N2rLOcmizjDGhveQlYlhmuUo6J+pFAwZlHlA2yQQT2suwzCVteRdB6hFziTnAX8o17j3EdvicXmb2c6W5pyt5PBXaK5yt8yZ4uJZ8hTw5ce3jdjrcvda5GALJYA0UaZKXKV7j/SteVjvtThwVmNEyFsP/jl7GDfbpKIZ7dCvvD96XnfN23etDWUovRxcDLAF1dsgxvLb3LNLAa2vDD0qFtckZUqAsNd7qfZyr7Tu6ygZ2yQG2ykkUadvKyuAWSTEWL4ltde+aeqV+MH4h75IPMyhziYuA8/H1sBzVIW6ML+c+3cqdup08IVeY+7nC3M+r/S8ytILY1HSh1q1SvRBpfXI9kzzL3LFiu7RmZBEsl8gBnir3dBxHqq9Otx8nJHZghb6m7fs9XW3y5y+9nDd96g4OTLQInp/EHl9uDjLMLIdYT84IRmOseFQ1RxDXGRR35eW1SS1qd70RZrSHjZxAUKaSdn2ZGhtlAlnA9vOEjDCRhCh4HLXD4AXs1EO822/JjNp/a0RmVnS8K33d2cIqcV3FI4ZVs/1HFtYqB27/EgPffT89cw+6aWkvcENpK5BCPBRtcrfqejp4EMXgGcNIb6GjgluP3BT9/tFZbr35P9lZGe18GCXloJOzDd77b3voKwaZ3jbnG47P1BibazBYCqiHLuIx1k7yYaSV711tuurvs85fw70n5tg3WqG/GFALY6y2SCQCot2rP4K4yi7giXJcB5nVAlYC5tWZk7uqlSAKBXHkvoHPBpnA15hEypg99dKqV0o5pO1RnFYSI7yk+a6sk2ksht/0/gUfm03Ug9CDe2CGeATErJUZR8KTCmdasZzREhsTY/Y9upl0jKhEnVLiAXo6BG6xXjO5LhKSHmHoo5qRD5dV7xr0K5mAX7hdR8CdRjZOXFL9LrXb9Bh6pM48Baboy87urJapaYBSZkCqREgi2Hjo7dBTEy/38wJR4nvgyFMxkSqk75qjme1F+nntMgf4Xe+f+Yv4ZxYRtSGZw4hmTqupXvV09npUB6iSX+TH+i17ER+Kn88vyZc5LsJtupPb7UXca7ey0UxyhdnD1d4t/KH8A4UVxKZ2I6qt6/9U564l23ix9w1eLDetWErx1LaORFlqGWENkysm1fjaRFbj4nNPT8spArP1iJv3TVBpRFlL3UuijKPYUrTTBEFEQ33qkYFE3qBopncFXVTpF6ApboDOIgQa0pQca5ju8NddcMKcdEF7maOExFCVQdaZya4Jd/NaWNFxrvR1ZwurxHUVjygeqtn+I2lm/98BN+8d58Z/u55fGPs/WKocoRf1CgzklL7jd+N/4beQF/yfU5LXh6pNXlhdD2N1Ztwow+Uc5XyLBM/VQ45O13ia2c2F//En/Lg9ShAs7d3ZjJW+gk8hcNsYLvns4hhhZZzpeh+H8zso5gLW9eapR5axuQaxVZqxJbbuwVLKeXjG8PUHxjlvXS9hrAwUA6Z846yoYMGg12K4SrDlpfwHL/G/yjqm6KWOzzxFybdVrUCxFGkQ4tNDPRlWaZmft7RtLVITJ7rQ7P3orDSmfw/x2GZO0EeN4zqUbcU99JxOz0WMxjQTLSmQkbL+xAgeJElZsqyVaco0SCf8T3fIp/PvmpAuS4jHepmglOh5XZVPE7J2eiSrPaVKgZyENPAp0OlMktKAVBuZEsT2oZunm7tZI7PZlHlwGvvRDe16xcX73fkzH0sIScWvU0frdxxBC6/x/5XLzINcG1/d8d2Y1F5qmiMvYeJPahJrr6X3BaCJR5MgWRS5BZFLz9rKB6KrqRPwM+Y/OWTX8kb9DS40R7jC7OH1/ufZKYdXFJvaoaOkU6uaDtIFK6oQKx5uATRND43Ev3a5YcWFHr81DeiReqLdjRLBjpd8/s4ma44SE7qyuQsBAt+gqkSx8s+3HabSiBgoBtRCS5QMQBmxDMssBqcbn6UMbVd+1LZUjbrE3OYIXVyvHWSzGWdGS+SlmV07i3sG7k/9UmU8uSdZda4dO7rYfd2vm1d0vCt93dnCKnFdxWMeZ9LM/nQI8OOVLN+8d5y3f/oO3lP9GGVqjMowkQUNlWoIJ00PGxtT6Ff+N4OveeaSsoHltMnlnOHHL17HP9xycJHfaVpd//ith/jErYdoRjGz9YiTc3WmayH9JZ8wskxVQ66S3bzD+zBFrTFFZySnMyV/FTe3PYxqoaWch8vCO3hJ7VNsio/gBRFN9bAD59F46m8yt+FKXv+P32FdX4G8b6iHNsvkLgSGemTZN1phej50ujerjPQWODJZxSZDFqfCU7iL35OPc5EczCogYZLlXqLBFhnjiA4TETAgFWa0zBHWcJEcyh7aKVVrJ2yp3m3hQ34pTGkPDXL0S5UBqdBUj7UyQz4xyfdpJ2+OunlYgkRXO5i1cZVz5ISrJCfUuJ0gr2RfusGRAFdFDFDyCTmxSTs2HYbqRlrT/e4+QNN6fYghT8RJHWCdTNFe923f3yhxKGj/yVVmN6/wvpK4CpjkDD08zGiRXqktoh0Lz6fbJw+fGP80qs0GyyXmQf5cruXv4x/nm/YSduu2ZGJ9E5fKfnKJjrkbLCR+su5zOKojxHiUqfGu8Oc4xgijOsA4feyQ4zzJPMAVZg9XmM+xWcaX3T+rrUVIOt6UHnN6fp1W1cPgTP/debDLXmvpPh/SEeqJO0Sd3KJhRSAbNJzSHl7vfa6jIyEoNXIUaTh5DmmUsZP4xHgcsiMMyyyXsH+RZ/DCIUZokVYFDk26jsd8snDI+YYfLezhFfGn2RwfoZcag1KhyhyjOpAFY7ghTNfJqS0aNFP6qXC/buWv7Qv5E/lwK4Y546nuvEcYfI3bqvcRRZo0xFVKG+rT3yXkwnUilu8YTPEID1IvwCpxXcVjGmcyKvZ0CPAjmfx0JpE6AWxqPMB2c5wZ7Uly4Ft3J6vChC3Rc/I+7rjtRi5/yg8tub2ltMkb+vNUGhHv/OK9mSbUE+Gc4RIvftJmnnHeCDO1Jtd9Yz+VRsTavgL9xZjjs3VqYUxtxj1UBcvrgxsoao3jbXnk7Q+jhalRYWy5LLyDN1TeT0mrTNNLEx+fkM3ze8l/6+3c8QN/TBiXyHmuUlzMeYCHqGV7vJdeO8OBuMhgcVdbVTnPpqEihyeqHcMWApRyhvmmO86rzG7+xPtQ1mJv4OMafu4x3cQjR8SmbAhoC1+2T+Z8jrDLP5htk0XN3k5kGltMUpdq7ZRCIhgwSYNcKNJki4yT5seTDOik7xFg8TNf1NZ2pO3nJO9nWFw5fChLts6AAkfw04l0k1SEu23XIjSSMIBuEoL0d0IMMR4BlhCfce1nvUx1VLEdSTaZBKNGjiGZ41L28TbvY5SkSRU3BHUmlqVGlOO6JhumY9En18KE9jIg8wghIYbCguSurttHkxjaed7kf4pX6pe4T7dwbXx1NrHe12b1tBCafLp1AnbbrXzXXsC9eg77dT0lmjzN3JMQ1ftXGJuattldB+CEDrBWZrPOQvtRp3933+8hRmSGPM2MONbxmdB+mviUqdErNXJtzgsxTudpFy0LJBtW/DnvazzX3JYNGqJumGhM+2l985wswhFxt7Aa035CPPrF2UptkTHeG/x1R/cH6BiARF0k8j/ZH+af4h9e9I1Ov8NPtHfxpuaH6RG3OG+qzyYZ77rIndQ+BFgv0x0xt0PGSTf+2r6Im+0u3q6v4veCf+ZS2Ze9jyYL6LRv0349e20LmTyuq7Uw5GKAuWW/AwJsMCvT/p4trBLXVTxmcSajYk+HAJ9JsnzGscygVeoE8Ox8Db8WUbNlQBe1+WOTw9N5/u22e7j0yh885fl72nlrePK2IT5/53GOTleZb8b8y3cOM15xJMg3glUltMresXne+297uO4bDxIn6U9bh0rMN2NGKw3CuPPBfZlxEYhT2tOlWSyLJucBcgZeUvsUBTvPpJYx2sQQUyXH4aifrdUZtu/5G3LmNzv0uZeG3+en5z/FFnsET12Ot/naZ/m9y17PGyd7s6rypsEihydrbXSLjLSmCU39Uk0IYmoHBBEQqKJiOGKHKUuDz8RP5zLzIL/mfY6y1LLtLaXBhJQwajZq5FqG7Q9vkkeTZa1MZW12L9mKI/Fx16nyhaS1G05nGv10YZJz5vSti6f/FWjg4eMqckd1DQNUGE6SndLljiOiMRaTkaa4YzyrhXTwpk6eGS1SpsHve//AsMzRLxUsHiEmodQPfSgrRQ8NbrG72OSNJ8S5ewXYDQF5BESZnGMlSPWxAIaYQZnjKXIv58tRfjd6HWM6wFDSjvba5BQo7NWNfEsv4hv2Mg7adWwxY1xp7ueXvH/nUtlPXpYnzrEKrRGptDafVlMt62WGCe1ljcx0VDLTfQ8xnEiihCtapEidDTJJjoi9ugFNaEmFEifVSTt6qTIsM3i4IIp+5jN3jUpSrWzgMyJ1fsP7NEY0GzQcpEJAxFqZpql+Vt2cp8iY9jMsc+QIKUmDCI8cIQ0Cpujt6P60DzE2NKBIk4KEDMssf2z+jp/1/pP3RC/vlCoIGE1T3VqL8zo5jrKWEaYo0mhb5Lq4XE/gNcYR5IHE5WO/2cY/51/CXruLwdhyvz4BfuFXmP2X59JX2ZvpvFvXl1s4WloV7vQnA1LhXruVe9nW8fkMnGLB047yqqvAKlbRHWcqKvZ0CDBwxsjyGcf+G1ueszZ0nrMLBq1SJ4BqboAQH19DrOQXbSpHSCwB984E2flbShqxsPo8Ww+TCV0IAoO1ENvWw9kqzNSaxBZ8TxivNJmcb9CMF1OlflwEYkP9rkSqgc/AgpbWpd4BzqntI68NtlDJPFwb5JiIBzhmC6yf2stTS0f59+mNjPTkuCz6Pq+pXZvleDcouyrG2G5GbnwLb7rkD7ju6Dkcmpjvup8pLpH9XCiHMBpn3pMLr4KiNlgrbmDoJd43sodoVQPK0kjoikP7O7Ur05r4nNRBNssYhSQnvVP7SIcur1VNcW3PlZDPR+rq7abr1DYiniJtI3soFpOkjwnHGaKPeQxKSJBUYcFD8BLSVyOPIe5IWHIaSj8bcqmrzzpxgyx9UqXd/qi9OvhwpBHpWV8n0zyo6zhXTnY4HbQTuDpeNlK2XCLZcjAoIzLNH/sfpUSdUe1nkAr36VZutRdxu57PqA5xvhzlSrOHN/uf5AJzdNntpvpUR3wkWax5HeEJEV7SEXAU3cPSKzVGdYARmcag1MkRqU9ewkxPK1jyRPRLlRntIUdIHktnPpmTkwwlbgaKSVwxnLvGJhnP7N7ySTtcRTiia0g/vVrilusl+u0HtUAP9azam+73mO0DEazAiUwv3ur+7JTDAIm37WTm0KFJZ2CnuGn9P4hexc26Kxv0vMS4VLdp7aH9ipqnyDwF+qhQos7/jn4mc7rwDdwcXsTFiSRhml72s4NGA1SdJ3ZfMWCuCR8svIrfqvx/5AizK0mSc6VZFyWgjk9BGwxIhUoydOcZD9Rde7GFdUyu6HpbpxMret3ZwipxXcVjFmcqKvZ0CDBwRsjyGcf+G13KV6PSmfJ1crf792TQKnUCuJdtHJJNnCMPMppMt7eg9GqFg77TxaU2VN2kEc86fw0f+/ahrPocW2VyvtF6mMWaJdK0Iw2LCWNldK6ePbEl+Z9UQ5pGIOaJqLM4OW1hS8sXuKj2Xfq0kjw0TXajLkqTjYxzTIeYqzZo1MeYb4xQqTf4w+B6SmaxHOG4HWR9OMXg967hiPcHKEIjSlK4tKVlm9YSP25u5We9G5MkpVPDkc0QT2L26kaKiea0iUc+afRn56MNYZJiX0hiMlNq1a1CmzbZXUWlVTd5KL6jjzS6+cK2SxrSB+4Ac/SLoaIl+qVKgSYxJvMR9ZNKc01zrJWZhPSmg1suBUtwQ2BrxLU3LW5B5KGJDriT5LcT1tPRvKaygBjDOeYkfxG9hF/3PpsM46TfEbd1g/PcXJcQu4cDg9JIEqMO6xpusbu4024nxOcy8yBXmD282HyDdSuITbUq2bWVVvHTympKgxaGNLj2tOADTQJXvaRBjTzfthfz5fhKjrCWSe2lT+Z5nfd5LpTD5CSiqT732S18MH4hr/O+wIXmUKZDTTGSLDaq5AGhQEiUtMQDYkZkhooWGJEZRGDcOv1lMQnaiLN41SZ5QoaYS7ShmhBaJ0tZa6Yo02Bc+zre31W4m9nntF6mMcmwYfo6p9eN6Zd5XuffwLeji7HqfjbYtjhv32b6pznKFGh2OF24+6eLYEbdsKiJFCOCauu/v/fpO2lGO+jxfo5XRf9EjpDUGSENHjFYqppnncwQqs8e3coH4xdxG7tAwTfOC9bqEs4EXa+Th3fNPlysEtdVPGZxpqJiT5cAnwmyfCaQVUDn6zzx6++lp1FBeje0Rt6DIvgFF1l701/Btmd2OAF8Ivdi3lj7AOuYZJoe91DRkAGpUDdlPp57Mdo0fPXek/z7PScJY8tQ0eciDlCKpzl8rMhfHthC4PlsHSohIszWmh2DS6Fd/gaWWt9Ax/wAAPfoVk7qINvNMca0P4njbL069ZHcra6lta43x7PrtyKiyUSyGzIRMUS4afoRnWZaywx7s/xI7i6K4TQ75Oiiiod7B2FKe9jGMc4J9zLZfzFz9ZCnyl28yf8kW80oJRoUFmhDV4oCIefJ8TailibytJ2Pjr1SJrSfIZllUCpZVSdMqlR9ic2V4Aafmig+qY2Pa9s+3FZ3ul9nqiLbbVsr0dEBDMoc9+g2ytSzY/eToTNHmJx2dUDm8RLpQJ2CaxHLXFfSKdChm+y2vwvbrMvtb/oaZ2EWM0iF/+V/gs/FT2ernORCOUxJGgRJZdc5rdoV0oTuGNN+brM7uU0v5A57LiVp8iR5gGeau/lN/zP0SH3ZbYRqmKMIKvRLhRDB4iUDfN2lJgv/PSAmTHSzJ3UAi7BG5nh/9JP8g/0x2oeafs58jUHmksVV+/fAJUq9W65jvUxl2s4+qpRoEGMY1UEANst4MkznBvwKNNgi40QmR10Vn4hzZZJ8cq7TqnBaDV6TyCgiTPLdSXTsNPFQ1soM/VSZ1h4qFKmTa1vcaObY0H5V2IQAVzXPuRxjpz7I3Thp08LFuW9ceqAmC/4CISGL9abtSD2t8aCY8xnpzVPOeRyerFINYz498FPcNrOJ3zafZKucRJLF3D7dxAfjFzCrZYZkjkZukPs5l56Sz4jCiZkGJqkmqLLiRdTp2aydeawS11U8ZnGmomJPlwCfCbK8UqykPb8j2st743uZ9ksM5mPKeZ9aGBNbl0NdLA4i4w/AiTswG5+QOQHc2LiICftqXsln2W6O0U+FUHwOeOfy8dxP84WZ80Cb/NO3D2E15hXBf/Gz9muM6CQohOJzPxv4SPyTjPEU5hohJ2YbD0kB2SJobZGkMsZzza1sNaP0UKdXatTJcVL7s0GFeS3wZXslzzJ3MaG9FGrCBm+auubIES0gFkKkroXYI4bXhP9IIDEmcNYzruKx+HNL5QjlaIYHqyG/LF/kd/xPJQ++h9fCFZxJfr3NK7I92jR9sFqECGfSn7oQ+OIqJTXc//dSoyx1Us1maxq65U7wWLyhP9Qp/fSaGWSW9Um10EV6unPoqqWakAaLxTCqA0zSxzY5icXQTIhtuy2UQMdnsBAdi6wFWDgl3+13WkSozs94/8WfRS/jy3olv+F/lryYhDSHib41JtXo0mW72blQ2K8buF13crvdyV67kXVmiivNHn7Su4nf9/9xRbGpsboFTojHN6JLuVN3MEUPv+N/Kln8uCpiStQWkvbu2mwlR5xUwl2Ndl4LfFfPz0jrVWY3b/WdC4er3BrqBDQIuNAczqys3ha9Kht+GpAoI5jHdJhqok0d99bSb6fI0UTUfQ/GzFq+EPw4v9j4OJtlgnRAMf3OpQ4LcVKFdxIEJUQSt4uQdvuoAmGSEDZDXfLMJPZp7R0Qt/CQrMKvOEeCPql1SJuc28PGrJrsGYOIZkOz7YvzU8H3DFuGihRzXrYffcWASiMijC3f9S7npc2LuZBOx4NsYEzBNOCc4Tw9eZ9DE1UUZzGYXoODzC57DXEarztbeCze51axCuDMRcWeLgE+E2R5OVirmVXUiVnXSs/5ZlF7vhh4rPUrBHHEVGSoTNXwjbiM6aSFVPBgk98gV3W6o3YngO8evpQb6zu5RPbzBOOmT++Mzuf71W2IOF/VC2vf4/eSh4rEihVDk4BYC1xq9vEuvYZ3TMGXaxclD6rFdjDd5uPbRf9ARyRpSer0UMMijOogc4ywVqYp0GSrjDOlPRy3wyDwa97nshjSSXrJq9PPbZSJxMDeJNUCi5/UQjws8xRpqKvaDEqFzTLBYTXZcEaKdjnChfXv8TuBI61x8lA7E8gRZ56V7QiTR1DqH5qSKitCk4Apelrtw+RBnDb0WvZBNlPNnqkb+iOs3u6KNOFro0wiCPXEhzZNbEqR6vkMlhGZQVXI08xIlLRF6q4E6Wtd+7ttuInuxC3993QMKf3fBoY8Mb/pf5oH7CaMxIxrP+fIaPJZGkIk0/Km7yRAqB736DncZi9M9KmDnGeOcaXs4Q3+59huTix7HFbJrpWUwFkMs1qiV2o8wdvPE2Q/Bksftew1aeW4/RiXJNTJ0ab1xxo+62Wmg4ilHqobEyutBj6Ck8OslWmO6DC9Uuf13g38UvgWvmUvyu4vg8zye/4/EybfRAH8Yh8mP0QY1dDGPI1GnXfIq/lubSu/bP4RD0ujzbPYVeaVPBFV8oQYZrSHgIj1iQxhKXg4D+aiF2OTKqlHK1o13b7idNYWb9G0/qJqctRDhE+BqCPkYbnkr1aiX+vT6C34GCPM1l1Bo9KIXaW3y21roOgTxsrR6ToF39BX8GlElnrUqvzXWDwP0Q0rfd3ZwipxXcVjGmciKnalBBicHvZpO9awd7TCidk6A6XcQyLLp8LNe8d5z5fu5Z7jc1hVPBHyviEfGO45NsttBybxEsI8UwvZS5667+ETUrNCFDuSa4xr79iozlSsnJjwuPy81nmzqrz5+jt5Qnwnr+RznTn0ZiP/6P8UZd/nNz33UEmHgnxVilKnRJ0YQ6/UeJf9K2bMG1FM10z7hUEB3UhruwF4H2561aDJw2sN+3QjReqMyCxTWqZXqtnr0+neTTJOLzUiPMa1nz6Zp5AkDnVWhpxsoE6OGXoYYo4SjWw4o5sc4R7dyvX+n5AnTLSoy09YrxSOmKYtxhaWIsYC9FJjgHnq5OihRp9U8doiQNurfLlTGM0/XpEmYqVetKnJelo9a7XnU91qjgIhQzJL6q1rumhYV4r0s6njU9UCBWmQI0qIQ1qbbKE9ECFGMs/aHhpcbh50A0p4bfTWEUuLUNMct+sFfNdewPfteTTxucQc4ApzPz9lbmKNLF/hihN96r/HT2KXHGCdmUDaaE6dPHNaZK3MECOJgX+6sJvrOJdLE9WljxngHBmjpgW+HF8BuM/s9d4NDEgF55SRJrc5MhlgWSszHNehDveQ3bqNXRxARDmpQ2w2o5zQIRRhdK7B+HyTtT05RnyL7dnGeWGTkYmbsMYk4R02MVJrLXTSinCkPn7yvqcirSkEi9gQ2+Y8Qdt5ctVWZU4LS1ZPb7G7FlWT05CH9nvnqYoCCtSaMaVci7a5QJaAwDdMVBqL7rsk+ygC9cjSCB1JjSJLLXQJgmkhBGCUwWXPx+m87mxBVB9lle1ZxuzsLP39/czMzNDX9+ia5q6iE490GEDHAFJCgFNvVqBjOMmqiw31xOVLt7/24Vhh3bx3nLd+5i6OTdewVvE997iIrCOwwz05TszUXUXNCJ4RjFg+JO/hAnGtJkHI+Z7TJqkyrBPcr+dwzeY/4+9+9akYI1ir/NLf3krh8E283f4NZXHT9E18ctlKP0/d62G9PUmZGjZ5qAaEmYzWqiRaMEuFIk31QEwyme/IZNrSXyq1RrB8NPizrFVWpMk5SSvX4jRzdQIe1PW44YsGW2WMGjkO6wjpo7KHGiMyRU+SvBQiRASZmX66LQvJtk02cdxDjc0yhofliK5hllLHvn8ofj4+Mb/jfYoeqWfbejQQY3hQ17FNRhPLp1aFoVvlb7k28+MVjgCaJF3KdBjUL0SNHMd1kC0ynvnapp/hwz0vYUY23Z/rmqNXqond1GJESRs6PYZUK2vbWtcntZ/v2J18Vy/gHruVsjR4onmAK+V+fsDspSjLa+gjdR6+6ecfAxWKVLXAjfYHeLb5PkVpUtUCtaSef46M4qEc0hEqlLJtnSvHKVHPyOvS58IkopfutCHEY54CVS2wTzfyZXslv+Z9DsU5LYQLzpgTJygHdYR+qfGm8HWE+B2LY4OLIG4QMKYD2T1srUxT9mKCQg8NK1TqDXqpMmF76ZF64hjQchwZ1z7KUuekHWCnOdJhF3ZKCFgvTxxHNDTAI85cKDT7fzeUd0zXLHkfTI+3nZjewzZ849OMbUdHaqmiwIb+Amt6XLVTVTkx2+CiDb382MXreOcX7iW2NvOgFmgR0yQcIYXzt3ZuMFY1S/H7IXM7Hwn+ctlT8qvh7/C37/7D5c/daWKlfG214rqKRwWna/D/UKNi25GmOS0kwN/aP9HVt3VyvknON7ziqnN4xnkjy5Ll5ch1ass1Uw1RVfzk5uHa3BBb957p7cWRVtc8/pBezR/xoWxwQRONZ6/OUZMS1xdfwr7RCvvuvInzexrsq+R58ESVP9PPUJYaJxkCcRXaOoYTOshmGWeDnWKCPnqoowhBYr3Uani6yqUBNxwjUCGPnwwtdEutWdjy2iWddjApAWnXhhUIKdKgRgHBJTu1T/f2UGOTjON8QL3EsVOzoakmJnsIhYkCsjVxXKRCkaO6ho0yQZk6RWkSqs8JO5TJEcpSpZdaUkV55NE+4NNDHUd1Ovel29W3XJXs8Yx0kG25RcS8FpinxBEdzsjrmZNNaEJenZazmKWNdSJrZdOZOqYKD7KBW+1OvmfP54CuY53McIXZw8u8G7nQP4S3TGwqQKTtrfxEUoL7HtXJMZdIANbLNC/2vsEcJUikCLnEiF8xHNe+DtIKMKYDbJbRxNFh8bUUkTo4tHxZo+Rv7c4Ms1rkOEPkibnQHOICOUxeQia0NyHx2rGUyBxBCAnVZzOjvNr/10WdFl9i8oQMModK6soQMh8HBP4AEuSp1ccYYI5hmeWIjmSLnghDjTwF3Hf+Rns5F5rDy57v9BNRFcbjHtboJDNaZpI+hphlSOYWxDIbPhT9BN/q6DwtrqCmTgEprCpPM3fxXv+vKUuDGS1R0yIFQi4xD3ZE2XpJUaK9A/icXeuZrjYpBoZyPsfJuTpGBE8ki9qOo87rS1FEnQV4nDSWAgMXy8Flzwus/HVnC6vEdRWPOB5Ng/+FBPhUHq8b+gucmG1w874JXvusU8sDVkLEU1uuUs6j0ohQdbql1CsRII7atFNtT5Bb7CW8TVutprzOYyXgoH8u1xdfSmCVvwjfwZavjIKxbLGGD4QltnKCeS1QkCZ1nMWX67G4Cdh+mUdVUCFprGn23gurL+k+Fgg7/BOhe1BAiiFxdjBGY4aZTSqkmg0/kbzPJhnnuA4nmj836JAita8JE9sZDzrmenPYZADKZm3YGEOeZkKI81my0v+OXsYUfR0PyYYGFJLZ6EcL6bG4vPip0yKiZ2K/z6STwJnY/nLVv3YUpAmqib+opYGXuHc+fHi4VC63jGvpZbu1ZMFVQu/Trdxmd3K77mRCeznPHOcKs4ffDD6z4tjUlOi1q01TjarBMkspCV1w34nNMpEMMzmP1HnNuwUaHn8f/Tg1zfPrwWeZpmfR+1UoMqYDbJBJYpyOMpUBRMky0bR9P1K9djogmGJIKuSJGNWBbHFcpInFZJZU7XXqdCioJA3uttt4nndbRzQrONu6QzrCepniiK7h/0U/zW94n8nkA/6sZcuQ0PT7qIazlGgwItM8qBvajrAlCbpNL+Tn+So+EWUaS14j6eI6xiDq2F0awzpJH5PaS5FmYrkl9EuVI6zNfn8lFVSAJ3MX7w/eRz/zKGRpZWnXoCw13up/nJfzbqxVRiuNLL0Q4Jr/3EstjKk0IpqxJfCMq66mM1m6+FpdGAQDEFpY500tcTY6sY6Vve5sYZW4ruIRxZlMwzoTOBMhBysl4qktV2/BjXyEcau60U2b1DEvL3BLvCsbXLiwr0lUGGKft52dtTv4zdo1FKmiubVUJGB+ZoyL9UF8nBm48/XLMc4Ac7i86lYWtqWR5Ha7d03es21PWrPrjhB6aFbNhO5BASk2yxgDVFgjM4seEmllCpx2cbOM08AnxM8ecMXEjsoNJMWZtVR7S9ZVoDTxdrSEpNPmJA/W1oPr8/YqdskB3hz8ZyaZ2CCTK9K7PVLodp7O9rehffupPORMoP0afyi/m7bbT4UiTQaZYWNC+IWHLxFIIUA+sSxqj8lIt1/THHfoDm61F3KH3UGIxy5zkCvMHn7a3LSiNKJITVZdTglruv3Wf4UIjxvs03i+921mtZx0N5Rz5QTt3qIBisXLuiFPN7t5b/TSU3omp0NGJ3SYCJ+AkH6ZT5Z86YLQHX83H970zBRpslnGOaJrGNc+tsoYa2SGGS1SkGZiJ+VlUg4X41rmy/bJ/Jr3ua62denieJ1MM0CFdTLFtPYCglUYm2vQV8oxNj3AZhmjRIN+KgskQW4Iak6LVDVPRIkGdYake8xpKgFoEOATJ4uXzv5HOqTkqrlBMpRlebn3NX7D+zQ5cZ2jhvZkCVztFdSrzG7e63+QfuaxmA4Nu0k+Q4NysTnIhy66mz1bXpZVSq/7xn7mmzGDpRwDpYB6aKknulVw5NSIEp8iUGUhitI4o687W1glrqt4RLESorj/5Cz77ryJHaUG+6p5jhUvYKhceEi61uXwcEMOToeIp7Zc6SFkrcQl9i1WRTR9XKSaOcM9bKee6yGOlfHpKr+nn6QgVY7rEIU5JRdPsZ72vHZLjE+BJhsZ4whrmKeIm2r2KUmTMe1js4wnVHHxHqU31fSnC6uZhSWyr68yu3mj9+nsQbeQgLUGQiSZ4nfVi/t1M+tlkooWWC9T+MSLfndh1pZ78LceiJZ03jxmvUwxr0W+bi/j74L3cqEcYjgZ4llpzOGjiUdSBpB+vu1t4fYqYyrxWOk+PZx9XwlpBfepb2qrUq9Iu3gaSCUzgjKpvdxuL+B23cm9dgtFafJEs5enebt5nf/5FcWmNtVL9KmauWCkYQdLD0Y5vXldA0I19FFN2uGujZ56i7YiiN3f024ISIct08J+SkkahPjUyCfEtsik9lGkgY9lQOYYSKqCp0Ia/bpWpjiga4mBXur0SzUjZOlUfoxhj93Kn8YvxyfKjPpb90XtqGoG4ro97Yb+IlBtxlSbMZYiR3SYTTJBWeoUE3lA+xDU08xdFKWZkUWbXOuLj0OS+5LHjJY5oiOsN5Oc0MWBLumiuE/m+aj/pzzZ3JdE+Rry0uSEDjJPqUNW9W27M4mCrSffqTh7X3DXnIclFKfpHbz343xgz+WoCLUkuXDrUJFm5I5/sBwwNhtng1bue9wJT2Ahj22XM4iubLE6cQrP2UcCq8R1FY8oliOKV9q7uDr8JOu/dJLZsEGv9cizib8Jfprp9Vc97OGohXi4IQenU7FNbbnuOjpDOhN5qodAzjOdtleBoRFaPCPUwojR2QYXs4/t/jGmtAfPCPUwYr1MYdAspSkdCXGehZb1MsmoDtAvVe63m+iVGj1SZ1QHWC+THQ/91IDFa6uw5IgIcQ+XtJrZ3zaZf4nsZ0jmmNIeXu99liGZW5bspASlTo4aeT4R/SBv9D/LOTJKi7Yv/p3Ox4fgE3NSBxiQeUo0kql0y312K1+3l/Hz3r/TL1WMxlkrdBWdcBXGKDs77aS1qgGx+ExqiU0y3aHxO1v7cjZeu1KowhFG+La9kNvsBRzVtYzIDFeaPbzE+zo7gyMr2ka6EFBgVPsp0qAkncNQyxF0D0uZBj/r/SdlaWTetamvbTpq5GGz7xG0uiGDUulq8p9WJGe0zBFGWC+TXYitpZdasj0XuZpLPvuFleFUJ1umwU45mv09fU27lOdr8Q/wgfgnuVvPZZccyCrCDXL0Sp01TGVBAunvFKl3VI6t7QzdiAgSSdDPMJW09NPp/KvMbt7lfwSXmmWQ5L8k98nWMJ0jrHOUuMeew7XxiwCWPHfpovhd/kdYIzNZJK6HpUSTbXKSkzrIOAPZQuKF5hZ2yDFmtJxEQWcnKDtbIq54EYthDVNsi/bx3XAbcfL8uO+Ei7wWxP3XGNSewqM4HapI0C5nyJuYvK2d4gpsx6Mpqlolrqt4hHEqonhZeAevn38/Ba0y1uilQYGixFzAQd4SfZB3HlXe9pnqGdXALvR4BaiHlshaPBGmayEXb+xb0rf1dCq2qS3Xb3/y+24gS6Bb8FRW5VJlXV8BT4RYlVozpr8ojPTkeWC0QqTKoKkQJNGJajWLNYySR2KaK+4TZ6v6EjFbZTR56Akfi3+UZ5k72SHHmKOUPaBa7VbtuJ8aHHmNk+0trGammi4U+qWStfAFCBYZQrmHxEkdokqeOgHrZJo+qVKW2inJ5UKi4mOTh5GbMp/VMn8f/xjftJdwj27ls8EfslEmnC5vBWbt/9OxuFkLZQkJsfiUOqpUK5UyuCqQW8Q8uo8+h4X7HauwR7dym+7kdns+09rLdnOcK80efif4NOtleW1fnER9tl+7JlsCwkgSAZu+/+nub4/U2iQyjrwKzhLNJkRsTFuypnaf4rt1e2LL9LlFsavXxlcD8G7fkbOm+vQvsJuzQA7NjOK6fe7tIQ0paU29W72kAZ/el37Iu4NLzQH26UY+GL8gqwjPaYGNpJpdt+R1YQ2W53u3MqF9SfVzMFmWt85QWv28wT694ypLrbnKUueQjtBDnRGZIU+T1CdhngIfiF7ICR1mml4mtK/DkmopSysXWft5BqVCsc3NoF3qsk6mqWmOKgUGJGJzUjme0n5CPHePbr8gko14xDQ0wKfJxfEevi9bs2vMJm8QeGBEaLTNSHjiCh5t/5RVYwGeZnbzrsSisCK91EyOQXv81BdgAnMGrQIfClaJ6yoeUSwVBiBqeXH1kxS0ykmGEITAc63sCc0xrBO8xnyW19Z3nVENbLvH66HJGmFsiWLXtlNVcr7hWeevWfK9Trdi+7Tz1vATl27gb795gIVGdJ4RAs9NjYax4nkecWxpKARGuHhjH69/9g7KeZ9XfvQ2VGGqnsQJSkxd2zVSLcoZJeNMubbKRYOACe1nvZnk5+U/eHv0Sma1lCVaPc98m6eZe0iHJyySWdmk5NMk7dNWNfM/OqaBB6lkiUURzvgmTKxs3L61KjCNpEVZSNJwftX7MmUa2SMzSOzkl4OHpSx17rLbuTZ+UaYJ/gPvH9llDqxWWU8TC4lJOsW+XiYwOHskL6lWLbcdTX5/WnvokXkKK9DQdpOXrHRfV4K6BtyhO7jd7uROu51IPHbJQa40e3hx8A16ZfkKVKpPbVVOF5+L9v1Kf24zwrXyazIlhHWCrOKZdiTSbbWGJt3fT53M1Pneqd/owpSrEL9t0ankliDeKZ1ut8tqVfBTOZDiZV0bR0wvNId4l3yEj8U/yhY5mciWXNfI4Balzt5umB6pM0eJec1n1c9mUv3sP4Whf+puUtMcvdSJMBzQdRRo4mMxxPhYvmkvWzRg2n5+2gMS0mruLjnAxeYAPVQ7dPftBNagrJcpjukaQvU5zhoifHLETGpvsqimVZ9W9/sGF55QIOTX/c/wY/odPhB1DnhFseKb1mJmlxxgrVdhmj6+b7cmRYoWBMvrvBvoSQbhcp7TRudW2EG5jAdX9LqzhVXiuopHFEuFAWxtPsCG6Aiz9CIIvmn7ookwRy+b7VGuKB7mjlHvlMNSp4unnbeGn3/KVv7i3++nmWiHRCDne+R84WPfPsRFG/roL+YWWV2dbirXTQ+M8aW7jndUMNM/W6tYccMGhcCjp+Dzc1duxRjYNFDihZdtwPcNN94/huDkAvfoNg7IRi7gEMcZzOidI5yStQ2BrOoqwFFdQ408RW2wXqb4Y/8jXBNdzST93Gm3c7fdykdz76Unqb7GiRYsfZBZoEqB90YvY79u4F3B3zIglQ7f1Rr5zJImIKaRbKM9oQdSD0QP95Cdw0vewWb/7m7m3gpuqhZ40K7nl8M38xSzh48Gf8YOOco6mV4lrQ8BC4mggY5ghpUOcKUPcQNLDsOsdB8eDqa1zG12J9/RC7jfbqYoTZ5g9vJM725e53+BQJa/xkJ11bEUD2WoTxf893SOMaUnER4GywkdIiBiTeK84SWVyYVDSWmrvD0IJLWbao9d/Za9iGktMyclprWceaZ2W0R0q5ov9T1z0autnzkyJx1DZM8yd/Lh+Pn8vv+PKHFWsa2TY0z7qVAkUp9hZvlAfDXPNbcl1c+YEG+RoX87nm7uTgZEW6OmjWS7cxQRLOtkuuuAaef5N4ssrZ5u7mYA113qpuNPyWuOiGGZ5V7O5QZ7FT9pb0o0xwMMMZv5w9K2jdTrpUaeaXrYKYd4t39dh1+s4lwBFjoZRPjsk41c03ZOAk+4SA9wnnESMxHnQmDVrvhaHvQe3bmAVeK6ikcc3dKwLmCKoonximXq8xEL5KKEBPRqhTUyR3iKYamHAmuVrz8wTk/ep6/fpxY68lrMeRQCw5GpGr/+T9+j6BsiyyKrq+VSuV77rO3sPjbLNx4Y5Zob9zNfjzqlTLRubmFiZ9JX8BmvNPi7mx/EM4bAEz79vSO89lnbmaw0acZugtT3PD4Yv4g/Man2qkwDnyJNIMbZ55QZkWmipDpWJ8BgOU+OJTdK5Tw5wV8Gf02IYZYejusQAEd0hDUySz4ZkHAPkTzj2seAVHil/2XWMcWwzGIRzpUTzGiZMKnP1MlRpp6IEpTUqLt9WKuejFmtlylCDTASMqdFStJIvAXijgrOqaAYtsgYP2v+M7O6sqoPiVysYnk8FFL5cCUCTlVNh5V9t2qrKhxlDbfbndxuL+AoaxiRGa6Q+3mZdyM7guXbolZbIQgp/BVWpU6FFglc+ZBb6/3dWGWawhXjMU0PNQ1OOZTU3ipfaDfVGhr6HOuY4GI5yJwWqVDgXDmJSyLrlGDGdEbipt2dtGq3XAU8Jbg5QoqYTPuZWn3NahEPMh/WFKlm94iO8EvhW9glBxiWOWakjzvic7qKUK4yu3mF9xX8JHo5ShbhBZqZtV/E4rjWlUCwPMfcnnWnui1G0vPmqsgBfyc/Rax+m+Z4mgntZ61MJfeqzoW9xTCmA9TJc4KAdV18sxcuSpoakJfFTgbFwDAUVvCJaOKj2n2G4FQI7arGdRX/A7EwDGBjNU//1/6WurFMJPrxdvIaEBKJz7j2nnJY6qEgHbDK+x6jc00aUZy9v2+EZpLl3DtQZKgcdLW66hZLe+H6Hi5Y18uffuk+Dk9Wma1H2c3cGEg19AtvGr0Fn7G5BhZoRDH9RY9iYLjj8Ayv+vvbyXmGSiPCKmjUZMhM8m0u5HLZxxqZJk/YltxjGZQZTKL+tBjmtMBWGe/6AA6w9FMhL02KNImSaggoPpo9RAaZozdJo2qqn91my9STKVnXPG2ZlGsmEWgfSCH5lzIN7rNb+abdxSv9LzFLiRFmEgK+smZqSmj6ZJ6f87/mtFtaYKuMruC3V/F4QVq5XYhYnRvF7bqT79rzmNUezjUnuMLs4beCf2FkBbGpkabDTq1275myBVuIh0JaU6QRwjEma+CfaigJ2oNAym2T+h413JR8QwOebPZwmXmQXqr0UWUNM4l9lcFgCNq+wxaPiFb4QOrr2ikSWPqb6yeOsWtlitR2KsIDhVDdkrXaxbarXbObVj+NRrzQ3MLTve9zRNfweXsVaQRFStgDiaiSp0BIjCauAWlQyTQ18qeQVCyNXXKAdTJJE+cFnZJ4uny+TXzeH/0Ut+UuZW2v4VtznVGwVQqJRlazDlmdfFZtThf/C32zuy1KjDgLxJMMsU4mM6I714AJegjVybbardFc0WN5/epBXcclp3WWzixWiesqHjV0hAHYYbjzfAond5P3+qhHzsQfAFV6dY4D3jZur2/hwo09Sw5LPRRMVpvMN2OqDUcsPSOIceS5nmQ7e5IkWRnpanW1kIgfnqzyiVsP8dFbDmITB+j29mBsO2/rkrxvbJWJ+VY1eb5pmW/Ws9cobp8AXuV9kTf4n6OPaltF0q3op7SXkjQo0sxuRJr831qZxbA4ISf9u4+lSB0PWCOzDDBHk4ATOphUPmzysAGfKBkW6Xy4uwqNeyi4isHiFqLLlw+Y1zw3xRdziPX4RITqsZbpLIggPfZuaD+G9AHtY9nEKA3NszHRyq3ivxcihFh97tTt3G4v4C7dToxx/qmyh5cE36C0Aq/JUL1MwAIPre3/UPFwJRCp/tERj6WHklIMyRwlqdPHfMekfojHvBbokyo+EfOaxyY/TBfBcSbb8TNbsNTCSxHq+JzUIXKErE0Wygt1rgs7TOl7t1c/AWIxp7TtatfsCpa3e//Iz/j/RZEGqQHeH/IPXBNdzXXx89sIey9zxGyWMYIkSjmVPZVoMKvlrtrY5eACVmKO6wDnyFjiUaCLyGudHLfbC/hY/MOsDwyeMfiecDuX8Gq7iwvsfgZljikt82R/H2801zOhvVQpLrqDLfTN3iWu9d/ugauqiXStRXQvM/sZLBdYZ5pMNAZZry7EQRIJmdItxHgxalI4rXN0prFKXFfx2IAx8IzfRr7wW2yOpzkWF6jFAUWJ6GOOKkX+xv4k5WLA65996hSr08VAMaAexlhVAt8kX2LLhTxIj5lxmdK6Da+tBNwtnCDVvH781kP8v689wGTFpfkERmguMM/rRhqjbhYDC16T4lXeF3mL/wnSpJwYF+3oNIghMYZR7WeLjJN6O4K7UbcPR7WjfX/ab18+ip9YukxoH77YxNpHKCTuAgtvJOlDK8Rkuq10sCdREWOw2YPuZf43sjbb4ors0ujc5xbpGJQasFJrl1U8HjCrJb5jL+BW3ck+u7FNn3oXr5UvrCg2taGt4UA4M23/RxMGZYccpUmOKe09JfHazGjmGJI6jLiFakxRWp2NvsS1QBJyByQa9TRBS6njM6oDGCxladBQn7LUqakb27Jt8oqlvtONZCTK7Y+751iE55jb+GD8Qt4lH1nSeura+EU81dzLO/0Ps11OZO+TLpL7mect/icAuF83Z76vpaTKHNBM7lluAR9h+Pv4x7pqY5fDpLoB2YgcJ3WwTU+f3nMd3OdzNYrh5GwDkxRHVCEC7qKlm9XI8KtBASu+65QtsE9srzqDI88+EY22O7ECqE2GzyJ6ZZ735v+OgXgOP4qwGlOizhYZY1wHaIrzB14JHvS7D689Ulglrqt47GD7s+EF/4fcTX/FhhN7qNWnqVmP+9jK35uforLxKt79g+dlVljWalbhbB+YeijIJvwVniJ382rzWc7lGL7Xiur7XPQy7s8/EXAuCLt0PzYap35YuEufwE37Jvjy3Se49/gsYZyI9AWWep62qq2L86xPteo3RLzB/xwGm9yoWh6p6UNibdL6EpRmkvgTJLZYKVZ6ptL9NLgK7AG7ll5TA5zNVepPuVDTZbAdBDhOHofpni60RDodwvpQJshX8fjCcR1ysan2Ak4wxIjM8CRzPy83X2NrMLbs71uVJEmtFdOaW0Eb9PGC9DvghuWEj8U/siTxEizP9W4jxg1stuQPgm37HmZa+6Rbkv67C0mIST1OT+ogFVw4yD32nMwOaocczbScDTxybf7Piwe70oBmTcKaDaM6wA45zqyWl7SeujZ+EYLyXv+DbJBJgLajcdtqJgl6b/A/xy8330yoPgPMs1am8ZLFfibbSujznBZ5KNit2zoqxDXNsV6myGWmhMoMZd4cvSb7fIwBzxjCyHat8afbvNgcYtYfYaSvgG1UmZmv0bDQL9UOWUNKnlMPXBEoao21mXTMYkQp6UEmGGacQdAGvrjwigHmUAx5CbvszWL0Sf0hnaszhVXiuopHD9bCiTugOgGlYVh/uSOv257JfbfdyJdu3c0dkx53xefgG59dbQTw5r3jmaY0jHXRwNTpYLoWUgw8aqFyhd7FH3kfpkyNqbaV/oXmENsb13Bt7o0AvKT2KTZGR/A0RP89YK/dwDebL+TO5MaU+jyrQqQtvdxCDnuqPOtutiuK4YXmFvqoOj1YUrkM6Ixg9FBKiZ1UOhblpnhPv22uCCE+JqGeRtLHnSQtx+5aPYPSwKfQVtk5U2RzlbT+94JVl+p0W6JPrWiJbeYkV5g9/E7wLwxKZdltREm1yGCZ0B6K0qBEmFXz/jsiRjimwxSkmUzkP6/rote1y48zqgNslMnsXtRtAehhaRAAgt/mu+wTUyfPqA4Q4WX+zenw1y32YnbJAZ5u7uYV3ldYIzOZxMAkC1WbEGdHMFvJbHUCRnWAKvlssv/r9vKu98CrzG7eH7yPAeazfXeEunU8QWKz1UeV7XKcfbqBq8w9WVfGo1Wh1eQ8Pte7jX+yP3LaUgHFLAp22K/r6aNGv8wzr0XeHL2Wm+0l+MbJxKwm6W5dHgoGyxOCQ9zGJVxkjnOuP47MNtG4SRmLiNIg4GYuIx/4NCKbEN0NXGIOMEuZookZ1OkkvMB1zdKa7aBO0RSfafIc0hHWyxRHdA3vj1/CD8mt/IL3n8sec3OZ7uDZxipxPZPoRsTM6X0J/sdg/41w01/B+ANgQzABrDkfnvHb3Gx38dtfjZmc3+4mHlWRKOTWA5Ps/eT3edUzzuVj3z5EpRExWMqR80zXgamVYqiUo5z3yBnlteHn6GeOae1JbmnOOGWeAkNa4ZfnP0zJVilRY0J7aGiZgo04Tw/yDv86fj96Fd+0uxZ5tEJ30vpu/zp6pE5Vc4RacBIFc4i/lGsYY4BhZhcR2s0yjiS6M9duj5Ykjk6LFj+shKO07R/hYwgZkRk0qWycCpPai0dEKWlDrpLNVaRoqsfdup3b7E7u1nMA4SJziCvM/bzE+8aKKj8NbektwT3ww2ShFhPgUU8kKob2AICHgxg6qpPw0Kr/rp0uD0t/Lcn/TlOmoPmOYZ2FcDrMiFkttlUnW9/t9v2ShGTGGGJy+Im/6SEdIUdMWeqLHAvc77pBqbvj7cxpkf8v+EeAzCKqRo4ZLbNWprNF9Kj2U6WQDYgVEjeEtAW+0HrqKrOb9/p/TT/zxHQSmE7y6jSmgmWTTHC/3cwzzd2Lzl96/BXy7JDjS54/9/qlO2Op/+3CCvGddseCcwT5wBDHmlhQde7/07zdvDH/Bc7lGJ5GBLYJddfdUnF39KYENNXnZ+Wr7Lbb+Ibu4mnmXgZknl6q9EvFdfkUIjw8bd2/rThHlyGdYpr1pPrXdTLNqO1l0Cy/QAQ4Lzq4otedLawS1zOFUxAxtj/70d67xxb23whf+C1oVKA4CH4eogac3I1+4bf4YvRKxubOdVU6z2TVyyi2jM42+L9ffYBC4LG+r5D5pnYbmFqpbGDXxj6Ge3JcduILXOnvwSOmR+q0ZkMhXRrviPdTJc8hNmDVxexFJs+JyGedTPFa7wZubrMoWQrpFOigVAgIGUi8Ld0kviEvEUPMclDXt3ktOluTL8ZPRpOH3nJVzNyCn6cOhqcvE7AEyRCLG4JYHkMyuzoYtQrAtWG/q+dzm93Jg3Y9RWnyA2Yfz/bu4DXyRcwy+lRVp4lsb/U7Y7XWFLsbFnTt7BGZyr6BwRkauEo12iklmtMCBYk6hghXCoGH/d1IK6ZFQuoEHcM6rfdxZGsbJ0Cd9tPruKMt3i9wISNRIg6QRBL0R9ErmNCBjLjdo1u5WA7xLHPHIiJ3hLXMUmRGS8lwV+pe4PYhHcRqtkXTLhy8WnzO0sn5RvI5GFgg/UjJq/uz6wod1WGe6912ygVGL1VUhOElPFwXdsZQOMkg/xT9UFalXSqcID0nAnhi2NDvJAnHZ2rEYevafGZwD+/yP0JZa8xKL6EEbNSj7oiMTzM/zLFaQGzyWFWG7ASvMTcQG8u7/I9kYQLDMkdRm8nnGCepZW6gEXXDbzlCCjSoke8Y9KrLytx66ubMufo8FKwS1zOBUxAxvvBb8IL/s0peU1jrCH6jAr0bWp5XQRH8AtHMMZ43/wn+mbfg+z5ptowIBL6hGVoqjZiBUq7D7N+9ZvHA1Epx/vx3eaP3aQKitnjSltdomHz5BSd27/eazMR5fGOItbtFyamwSw5wudlHD9VkCjU5BlotdZM9Jk2H1+Ll5kFmKTBAdVkCudg14PRJK237lE7irsQi6GyT1lWd62MXJ3Ug06eOM8AamXX6VP9rbJKJZX8/VpN4graISSdpJav4S9u/nV1I23sqfVJ37gY4mzmPNF7j7CJtcbvUMihRp0gDFKa0J3vdQrI1kCTZpdtoj2ZdiNRuy0vuQnOUmNCBrPp5ldnN3/nv7SpxusXuSjSXLiOrssDSalQH2CJjyflaOixhIVJ3gBktUZI6dpkz7WGZoYf9uoF1iRZ24R0pDUMxOGeBKXoWbafdH7WhPkUaFKTJMLP8SfBRftb+F++JX84tdteiCnHne8FQOUdP3tGuTf1FDk7OJ9VnyxtzX6Bsa4zLMIiQ07pzZTE5BEsQzdNgLR7O3aYqfZxvj/Fm/1OOtOIcGGL12cxYomd2lXNPFEmeU1Zdp66UjcfFhOozpb0UdGX+6OnC49HCKnF9uFiGiDF33P182zNXZQPgpBTjDziCvzBlQISK9HIux7jUHOQ+zuv8MZL5n0Zxd+KU9wwzpxlQcNeRKX66+inyEiU1HLIbfFqhdENNTimX5k7Psg4RiBPHgIUWJafCM8zd9CbEM30Qpa2r9Kx42fu2zsC09nCROcS8LTJoqis+xnZifDpY+PqUUD8WsEpaHx20KloOqrBfN3Kr7uQOu52qFtlqRrnS7OF3g+vpW0FsalO9TPcIboGYa7vO0sVju+Zyqc9f2/Yt/fvDvVaihJim39cImNQ+SuJIo5doKi0mc/c4G3DRy04d6hPjJdZ0Ln7X583+P3NtfDXAooSsXpkn6NhaZzRrO1rnTKlS5B57TlYF7Za+1UeVy8x+/lyu5c3Ra7nF7lrS0mqeAvMUUAQfl1bVTXqwEKncYVIHGKLiZAXJEFk70nMfY7gmupoBqeIniWjp4jsTWiTdvPTeqws0Xu3+qBUtsEkmEhmFR4jraO00h3i3fIi3Ra9e1pVgrh6ypjeHIBTzHnnfo9qMeWLuMFv1KLPSmz0XxToZjJhkliFu0OuHzEYuZjwkYIAmW2WUCe11n6cIoXpYcU+SCJNUz4NkgeE8it11M006JDtDmV6pci9beT63nfIYAO7TrTxv2VedPawS14eLZYgYxUH38xN3wMYnPDr7+Cijffp/6+RhtsUh4reSUBSohTGxVerqE0jEoJnrvrHkFC9lHdWI7WkHFBzcfQtP4hhj2ocvUWYATVbvTbVQrkYhxmBsk4I0adh8drNbaFHSDa66arna3NRBWtPz0HaISTuxkyQGuMqJbwpUNE/PCrwq27d5Ouj2O6cz+b+KM4PHWmU5Uo87dTs32Us4qOsRlAvNYa40e3iJ93VyK4hNrWuQZKu5q34h+ei2YGp3BwhxFdlCF313t3P1UBdu6e+2dxjcd0AyaygveZVJbO3PBtzdx2TDTa4iarO7VITHmPYn0a0fYo5yhxm9I9dKmHRLFupbu11jaYemqT4fjF+AOmOmDqP7HupskEnyyT2zV6q8P3gfvx7+xqKBpXZLq2nt5e3RrzKrpRW7qbRPzo9pP5tkHIMLRVnYAZqjwP+LXsx18fO5RPZj1aDi7rjuf1vHnna86gQMynxH0aHlAdvDBpnEJLKJFK7qrfRLdVGSVTsMIEaohTEz1ZC+QkAjtvie4Blh2FTwNCKUAKtKZBWfNEI8ee6gDBcM81UIY6UkIYrBE0tTHZUzAnXN0UjCECJcEMGM9NCvswQS46kl1VinWmZBeZf/Yf41fvKS578dh+zIil53trBKXB8uqhNO09pGxDrg56E+7V73PxALp/8vkRO811pKXpVSuYdKI2J0rkEjsqhCnjoF9RmPe1CjHXIAVcXG7gYbxdpmsNz6+XQ15KINvSsOKLh57zjfvGMPT5WIhvYwqgNslbFkZd55c4tUiMQnsK4uW/SVatRqHZ5Kn5VBYBcHGEkGFJI9p9sj1U27dt4EXWa4MqcFV9ldxX97PNqktaIFvqfncZvdySG7jqI0uNzs54XetznPHFv2960KDXyCtkf+Q9WFQuvbMq4DbJApXP7R0i2OxXKZh/a+nf+mrJcp0hz59DUrde1IU+W8JJZ5qeHJ9q018TipQ6yVKUqpWX8iIxrVAeYpgiqbZZwNTHFI12Z7lpLVMMljCrBYJAkI6Ty37ccsQIkar/O+gGKY02JG5HqoZ+QxbiPV/czzXv+DvCl6/SktrbLq5BKnbOEw1D26taOKe1RdhG+eZlYRr5PjI9GP85fxy0iTs3brNg7pOgalkhD31EvAvbcCTQmoaHlR0SGt8hqNydNcdD9OpQbVZYbjjBFGevKMzzeoNmPqkSuwXLZ5gGedv4ZDuycIT3qgTULNoQpVk6emAYWoiRgPD6FYyLMpl2N0tk5PNMdh1jLCFL2+dT6ssfs0x3SATTJOIC4AZs7maGgfGxKZjk3IauvacdZmTzO7u38YC7Bf167odWcLq8T14aI07AaxooaTByxE1HA/Lw0/8vv2KOPmveO87TN3dUz/H43OZ+/cRs6fPci89ZmshsRW8Y1BRBmw89zDFu6y2xC1BJ5pteesi5vaNlzCKpyYbTBQ8rEW6mFMNYwZOI2AgnT/1tcL2Up+niIndYCNMrHogXdSB2howBYZQ8RS8mE6UnI0GZAKlVPos1JYhSEzhxH30Gm1HxffvS0kllcOReoUaNLEZ63MPKIpP6v4n4Mx7ec2u5Pv6PlMaD/DiT71F/2vJu3FUyNUQ4RHjpAYYUZ7KUg6IrJca3rxn9O/t/+7h83iRx0BXJk/60pI60rIbfoN95IKXLsefiXvUaHIhPaxWcbwF5DHFGGimE315XkiNsoEtYRCzWqZaXqyifz0CKuao1/m6aGGoNTIZ7Xt1JJKEca0P/M1TY87wsvkSek+eaJcKAd5t1zHJ+Ifysz8u1UgndOJoSx1Xu/dwC+FbznlwNJSWMom8Ov2MrbIaFbFPaBr6aNKv1SZ1wJvjl7DzfbSbDvuMzH8efwyrjN/Tp4wO6+pq7Qm0ah77cZFRYe0ytsKUVkwV0HqmBDQL7UlZWKFwKNc8IAcv/fcixjqyXV4j9unb+PENR9jYOJeTsoggWcwIkzpIGvtSXwbEnsFPC9PD03K+Vnm8/3sPfe3WHvyY2yt7oXeIWqR5ehUjVpcYkxGWKtjWBV6qIK4hcu0lqlS6Ij7BZjWnhUtRAGeZ76zotedLawS14eL9Zc794CTu52mtV0uoAq1KVi3y73uvym6BQEAXHvjPiqNqGP6P58LuKH3Zbxu7n2UKsfx6cEzeQIa9OocNVPi04WXQtOgCnGbJMCIMNST410/6W5M7/nSvdx/skKY6F19Y9gyuLSJdPt+DhQDrvkvt39z/Rexb7K1kp+kL5t8TQXudQImcavxeQqoCo16gy1BnZmmLKvPasek9lLTHHkJ23xQW8fp4lFBk1trOrwwIrPZg9xLtEmrWMXDgSoc0PXcpju5w+6gQcAWM8YVsoff9a6nvAIpSkN9BM2qhu0G9wZljcxmY4YWYVT7UIR1SddBEaa0jwGZRfGQpCLYQqL5a7veu5Hch3T8XX7/dLeXZsovbL+n3+NuKNEgSIhf+p5K+3c/lQlJVhUzKP0yT6SGquQ5weAiAlimxqDMYVDWySQWjzoBYzpAgxwFmtndpkqBJgElGtnnkJLYVNtvk/2Y0TL9UuU55jZC9eij2rUCmRK5GS13VCB36zZ24cjrLg5wr27mBebbbJZxjugaPm+vyiqk3TS0qavKFhnlY/GP8oPenZxLu+3U9q733/TTuNlewl9GL+V3/E+RJ8wq5U0CQvWZpnvqWBoEcIl5EKXlReuor6v018ihmEUysfaKsQTD3DN/Lhdu7OfqH9i4uLAiho+an+TneZANMsUcbrjN4tGkiKVJU3P0zY/StB73x5v5G3s137pvPU+V5/B2PcBQfJRSzzAb+nKMT89S0CrHdJjroudzTNayRU/wa/5nGGOg68Khgb/iYkiZ1QCCxzeSqFK+8FtuEKvdVaA2Bfle9/P/poNZSwUBPGfXevaNVhjsMv1/V+4H+Ivc63lJ7XrO94+T0yqR+Bz0z+X64kvZG1zOBhqMzTYo590cb+AJF67v5Q1JctbNe8eZrYUUA8NwOUch8DACx2caXb1c2/ezGVkia5lP3AlqEYv0WOOJhirAEmMY034KhIv0WRu1yrzp4/Z4K5JOji0DdzPcxKWyP7HvsR0PgNTC5H7dzDBz2c15v13PuXKCHqkji9b+q1jF8ojUcI+ew+12J3t0CwAXmsNcYfbwYu8b+LL89VvTXNL2d7RgYRpVN61kStAaeFQoUaKJxSPCTer3SA3BENHd27S96poSuxoBDQKKj/KEc6pCHNUBBqSSLEZb+5uOdXaeF6VAE4HMlWBc+4gxDMgcPckxRcnPFMMMRWa0zGYZp4hb9NZpSdTK1Ngio22LBhBiysTkZYxx7ScnTXLE1MlRx6eqOUrSSPbD4JEOMbnPwCXjOfKa+n2e1CG2m+MJse3sS/nJIn+WIutkhiGZ4yrprJ7mCbOBNvdbwh/yD1wTXc2H4+d1aGjTs9buqvIscyev07dwvj1IP7NMaS932W3YZaq418XP5x7dypu8T7LVjGJQaprjpA7xFXsFc1qkM0fMVWvTZ0NZavhEpAO06ZEHhGyQSb5nz+sYYOuoGDd9jnibKe98U9du4O5js3x+9nwmS7/Gy8NPsyk+Qq9WiMRnb3A+H/d/ivGoyC/s7OGfd8/zvWgrA+UCaz3DffET+KPKa3hl87NcVh2lx8QERY97wu38xfxPcIvuwhjhMtNPmOiM6yyeAcknFmgrwUlWJsU7WxBdOEb33wyzs7P09/czMzNDX99ZPNn/A31cu0kBmrFlqhriGag3LZsHi12/qDO1Jken5vnh/hNsCKrMmj72eztQSbKrrXJitsaLn7SFvoLPpoESL7xsA75vsFb5pb+9lXuPz3ZUc8HpXE/MNrhoQy8f/ZUnY4x07GfeN0xXQ+phTGIGkHn/uZvN57hQDpOTMKtMxOqhIossXwACY/nRwZPo/CTHm0XutMu3waBVVRiQCjmibFBFcKkofxm9lA/Hz1uk8fpc8P+xyxzsqOysYhVLoap5vq87uM3u5IiOUJQml5v9XCF72GZOLvv7sUoy6NE8YwulMKlOpgQ1QpBEc9f6/xa048+SVfWO6Bo8YtY/BNnM2Rh4S3WeipAjSip6fiIjWPx9lbbfO6gjgLBZxkkT6oAksc4RxKO6hgpF+qmwQSapkeOgriWl8ufJUYqJdrjd6io91jo+DfLkCJnXghtWUhiQCjFuwt9PlP1K6pLrzvdBXUedgHUyzYej5/EK7yusl6nE6zV1XnH7eUTXEONRps4H4qt5tffFrHraS5V1MpXtVxoY4Sda349GP8bzvNuYp9CVXBVoUqbOH5beys3VLcRWia0uOazbDWkl9Onmbp5jbmOdTHe19GrHVWY37/Q/zHY50fHv7dfRfl3P70evBDodHTxcrGqvadI3OIK88P8s4gQ33j/Gmz55B2t783iibI/30Wdns+dirMLJuTrr+gqcnK13fe6dnKnx3DUn+eMf2YDpGea/Zjbw25+6k96CT87zKPrwvyZ/n/M52LEoSEeD18kUDfXZvAK7ur+Jnstr3/XPKz7nK8VK+dpqxfVMIYkqfaSTs7q16VdqvP9w37ebFCANAjgyXaMWxjSimGJu8WXmlkuG+2QHJ3KLb1BTtSZz9ZjPfPco4Cqun/7eEV7/7B30FpxX60ApoB666qlvDIWcWeTlumtjX7afPXmfY9N1YlWMkczGqvsjzxHVPbqFL8VXcoS1i/RZ6ap6Z/UEgUTUfLPkjW/hoMG37EVtgwtHXOCBwjEd5p3xL3Kz3dVVF/ZP9od5h/nb1WrrKrpiXPv4jr2A7+h5TGsfQzLLk8wD/KL/H85cfRk01ZnOFxIC5AInzmxF01tUsVJsouPspoJtlwVUySXiGWdJ5+QJp7+IW+n3ZyntbbfXpVZ6KWlt4OEn7eWUDIZJjlQ6LBUlzgQWw3qZyrov7ZXPdOhpvUwSY8jTxEcpU2enHGFUB6njZZ/ZwuNL/5wn4j67lffGP8OslhmSOaa0zJv9T3KhOYxVYURmssVDqq117gkx+eSe+E17CXfpubw/eB/9zCdH0IptTQd97rNbeK65ta16CttlJqtQC25orJFQ+zwhP+d/jZCAmnYad6VILQe92iTV5sbT+ixbn5WhV2r8rPefXeUI75breFv0qo57+LfsRckw2DQ5wo5gF5t8tptljPf41zFHiR6pU6HY5rjgyGU4VWPus/+Lwd+8CeO1qptDJWdx1YwthcBjn39+53FH7no4OVOnmPOoNCL3zAvcM09E6C/n+er0Rl5WuoJLN/YzbGcoBs5yqxC49/qX4kv5jdoHOpweCkT0S4UqReY0tyLiuksOnuZZP7NYJa5nEsY8opZXS7XpX//sHacVefpQsPvY7JJSABFhTU+Ow80a45Ummwe9RavDWhjTWwyoNmP6iy13AFVlYr7JiZk6vrE8KXeEETPPhPZy27EtvO0zd/EzV25hvhkzUwtpxjYhwUrgefQVfco5n2Zsmaw2s/0cKAacmHWkNTBC3NZoECw/Z77Kb/ifJS9NpwdTnzwhu8wBzpcjvC/+Saa0zDPNXUxqL31S5V3+hylLnXl6CbWHPBUuM/sSL8PXcbO9BFh60ODa+EV8MH4Bb/I+SV5GMaL0UeMt/idAYVjSuFc3Tfxv9gputhdzQgfZmBhqr+J/LlThEGu53e7kTnsuTQnYLOPOP1X+hcIKYlPrGuBS0dyDMXiY8cArwcJceaHV/k+/le2+qSnSSmZFizQJiKXJuBaoE9BLlbUye8b3tRsBXORj2/YaD83cAiJ8JrWHdTKVeby637PZ8brtOruqPGHmUpu+V7uPc5Fm5kYQoUxqD4Piqq/NJDRluWPpkSoLTfK/bi/nCnM/eWl29ookeYnCZpmgSp677LlIUpn9i/AlvMF3bf0ZLTNLkTwx62WKeS3y5fhKfs2/IYnPFvqZw8u8WtwSJY2XTXemRBMlpCw16uQZ034qtOYWUsvBk3E5+7fTXbYstPTqJkdYaG3lbLGOc0KH2CCT+GhSRzeZ5tUQMyizrGeSMe1l4wLHBYPiaUzfzH1c+5e/zxN+6nez5/SujX3sWNvDvcfnWN9nurrl9OR9jk7XmKmF7rsjkPcNI70FevL+Ig/zbtt8oPxE/h+/xotrn2QbxxiQmFh8jgbb8Z/1OwT/9pYVncM1zJzmWT+zWCWuj1Ms1aa/9/hcV43nmcZktUkYKzmve0U577lVXt43yfR/QN4zNGKbfQl//ilb+di3D2U/DyPL6FydWmi5yuzmDd4N7Jg/Rk5irAk4YjbxN7Wf5F++I1QaEajiey7YL4ohsjG1MMbQwBjh4MQ84DzvrEIjsvhJNTod+krlAU82ewiIXMtMLHNaoFdq5AnxxfIn/kcJ8aiRp6oFitJAUA7rCH3aYCMT5MStrHulxgeDv+Ka6EXMaolX+//adWX/l3INAJ5YJrXPVROocLEcAIEJ7SNWZ8myXia5zOxnmh6mbBmVR98maRWPLGIV7tOt3GovZJ9uRIALzBGuNHv4ae+mFcWmVsmTJ8xa6w/FlurhokVcWl6h4CbaZ7VEURrkuvizpjS2R+pUk+9eup0qRXqpZa3yM7uviwlslHiadlaOnXZwUntZJ9MUCJlKSAtItkBIpRCuOhsnrfYWlesW8NHyDHCV0DoBowwyqoNslnHqGlCUKeDUsc7rZYp3+62K4lVmNz/v/UcSpxu2jjj55RiDMT45DRGaDEqFDwb/N1uAT2g/E/QzzCzrZKbD7iogIpCIpgZ4RihgM/spaMk+DLaDoDtdraVAg00yzlFdQ4zBJ6Zf5rnbbuPO+JzT+BQ70e7N2m00r1sCYmqLJRq0ORO0nn2uKu4q0j1SZ1gqixwXLG6cK0/Es+b+lVd94od444/u5OVP3ooxwuufvYO3feaurs9Lz8BsPSK2imeEQJSLOEBfNMvMVB8zAxdhPK/Dw3ypbd6Zu5xvhDu5xBzkxRcV2bl9G5df+jSM53HPv79tRefQmpVpYc8WVonr4xDLtelPzDa49sZ9PHX78FmTDXS0NrpcxI3YUs55vOGHzuPfdp9g78k5xiNXadg6XOZNP34Bzzh/hF0b+7n2xn3cc2yGqWqIavep0oLGnGMP8Pvy17x18lc5wCWouHMR2U4zKZuco3f/67383JO3EnhCPYxdQkpSRWh/n36Zx8MmVQtX/ShLLTP8JrlF+cSUaNDEp595YgxrmGFY5zDY5GHmKgi91Hiz/8msfXhU12SaLbeyH2CnHAHgft1EP1X6mKdf5rP3G0naaukxgVKkgTVpIsqqHdZ/Z9Q0xx26g9vsBZzQYYrS4FLzID/uf4fN8m/L/n6shjoBRRrZdVRiZYEVZx+dcgFw1d5+mc/IrKsuOjs8D8uYDhBh2CTjFLrQshM63DGcdCbQTSYgsOi7l9JRLxmsrCfT+jHOaqlIIyOksmDbfvK9Tt1C2mNZuzkeCEqOiHPlJGPaz7j2s4aZjnvgUnf9Ke3NrKq+bXdmlcdx7acs9Uy64CVVYR8lUkuIh68Rm2Scce3PFuDrzSTzmucD8dUc0ZEOWdOlsp9YAoriCH2c0I2W7tbt8UJ98rSWGJAqBotHzDlyLxNJ7wAA6xdJREFUIiGGrno5wDxPMfeuyMGlG1IS2tBu9Mepe8tS44nmAXbH7lhSW6xiMni3cFmQykFq5BmUCjkNibrQK0lkIeuYYu38Ht7xhZgv332CN/yg65K++6cuzbqoM9Z1B3euK3NytsHoXIOcZ7jC3sXr/Rs4l2MERDTxOVDZyD94P838pqd3eJgvtc0LNw7w6mc/aVFxa4wBLuLwsudwjIEVnOmzh1Xi+liCtSvSyC7Xpm/XeF66uf8Ub/fQ9bEraW1ctKGXlz95K9uGS/z5V+7n8GQVq8robJ2//vp+jAhP2z7Ek/OHeOf193FvHLCXrbw+XtzGqanhmA6wwUzzGnMD9waXMVO3hEuI8n0DjdDyT7ce4ryRHo5M1TpIK23tomkt0ys10mGs1tSozRpwqYbNoPRKLdFoWdbKDJq1B1s2QOle+UlFZZNMcFQla3sVk1hIIeYiObTsLKdJtpqnwTEdIicRReqZf+QqHv+Y1F5utxfwPT0v0yA+0TzAL/n/Tr8sH+/bUOdRUdAmIq4l/dghqg7p92Ip5b/zAW2RmZTECbBOppKKJBQI2SHHOamD2XeqQpEjOsIWGcuWnN3e/3S+L27AylXXvEU2XS246prBAGtlhmktU5Qm/VJlRkuUpLZA9tC5HwMy35EAlXo8///svXmcHFd57v89p6p671kljfbVsi1LslmNMWATSCAhYCBAFshGgIBZbkJyk1xI7k0IAX7ZCMlNbAhLyAIkQFgMIZDcJJgY29gGbGuxvEjWrtHsM713VZ3398epqu6e6VkkjSQDej4fW9JMbV1Vfc573vd5n2d+KDI0WafGOCmDaGWbm5xE6Kn7ZwnQSUbxJfquJPPoRi1y8WI9BDwlICEj9FvXJUKmJD9rAW5L6z+q7+UX/N9CooVG2tWw8mpOldazMXicugwwTo6V0TXGqYY460p0P0I0pxmgLDnWqTHSkWJFHBgGOGzUI115qEtFuwNXewNYnhqroky5xvBW5wv8sP4Ot4Y3cbfZ0SaLFct+tZ5gbH5QJ0UoOjKWmPsEYtUFlDCoSviB4f7jU7z9n+7nbc/fzquv3ch1WweTefnYRJXPfvsYj49VQCmeqfbybvcjFKgzRdE2/4nPdnWU3zZ/zfQVl82Zw6+/bEXHMbvN9XEs8IhZyw3OnkXv4aNmLRez5fxS4PpEwRmoEixepu/kunTDufJj4zLEOz6/h+OTNbzIus51NHU/JOVort+2gk/ec5QP//chKo2AgXwnpeEzn/0EO/q+Rnr6EG+t1fBxGQ772KBHIj28ufmGSZNnqzrJDnWYfZmtTFS7lwa10mhHaAaGmh/Sk3GoNAOC0E5o7eWiuEtZJS0Ukkws7X8XNEGSEbHhbSwe7swqbcaajC6xtV7IkJpAST8OATka6DkqiIvDwU7gk1IkUA4iwopLDlrfcxCB46zkXnMF+8xmfOWwTo3zNP0Ib1f/TFotLqhflRQ60viFNlmqJ/BKJpa/gu5B5OyFWPvfbfDS+j6m8ZNSchy8xiXnMllCNDnqkeTc3OMtFZIErmHbWND6Mw6+3Khqk8YnrxrsN5uYJsc1+lDXzGnr+PbfM5LHVQE91BZVSdBRU5NHyCo1RUUylNAUVG0ONzg+R4gmxE0anNarsSTz2D4GxgGZLwoXhauEtPiYSO9g9ieZXVrXWjFYSCFa88nUK/gfwV+xigkmpcAovQypyYTjG6Lw2t6HEemFiDoRG0yAdQ2z461BUwfFgharCyHWZo11u0GRpxYpOtj7XiXNFIWOZi0ri/Vh8qqGh6HZtsgyKEalh15V4YgMsUWdIkWYmB20qy5MSQGNMCZFDFBtBFQaAe/+8v6O7Oudj43xkf8+xETFzuOeNrxJ30ZB1Tkl/cSG5A1SnJZ+tqZKbDj0Mbj+xXMSXlqreZNY7bHAr0llSfdwYInbnS9cClyfCDh0u9WBbZQ7dWBP77M/f/EHOoLXpZTp27kus7Gc/FitSMji7T8rpB0+9o3HWN94jK1qBq+wgmH3CkQpMtrhBdk9vLF0C+FwjVMUqZpe0gRs0ScpUKdEdo4ciu1cdelVAao2wYTZ0PH7jglPReUcEcbKTf7nCy7n0/cdY9/JGcsb1a1ykaASPchu+qitrlzLbYo5bvHA2m0ytA0n9q6kosHQpckmdfqc44oidXKqDmjUEnQ3L+HiIxTFw7KB++RyDpm1aAzb9Qmerh/hFe4di+5vxArGpyPTTuCi6pfa74E6o8WXQBKkQPfvzULHms3djO07V6ppypIFDKvUJCGKMelhnRpHAyEO6iwrE4rWAna+TGYrYyhJmb0pHg/KVl7k3E2eWtdzt1d4wJawa+KhlnCh8bnCKPP6sKyjTI7d6nFS+IklbGsprmymD6GfMgickMEk81ij5W8ftf6gEm6VPVeVVOS01Ik4EI5do0SE0VKD6arPMecKptUv81r5PJvVSRyEErlExzVexIQoRqSPsagE3R7cAlEe2YaVtoEwWNBidSG0a7Pa7vp84iBmEw6aUemb06z1C/5v8c7gDbzD+SRX6SOkCTBYg4hpyVNQdSqS5V3BL/Cbzj9yhT7acuciVl3opajqHdbgRmyFMDSGvSeneefn9/AHL9vFh75xiHIjYGUhTc0PuYrDbFUnmaKIwioJuI5KeMM630/z9MPsued2UuufMm9WtT3reveh8Q6pyBrzWNfPfuZ6adudL1wKXC82jLGZ1kYZimtIRi0va524Sqfs7zc/J1lFLbVM3851aZ1uefixdz42xts/fT+jJcufc7T9Asb/Xe0/yNtSX2a9exyPgKDmcsLfwBfyP8kedzcvr36GnNQ4Jf242uZS6qQYlV6KypZsSpKbc964q3S2p3Ty+bETTUttAGZqPp+65wjXblnBoyNl6r6ZUy4qSZa8qi86ucWlQrWo3HX3SXi5kmF2udKiJcg857uEi4OGeDwgW7nPXM4I/WRosls/zo869zHkTi26vy9OxJOsR5SS7m413ZqHLgQ0sN+sp09VIr/6hRGXeZdLsUCwUkoGTZoGvZQpqhoaYVj6WalmkuYYHeX2zpQm0H6u2S51s3mq8bE1Bh+X75jL+Cnn61h5q7mBc7uCQvsxXbW0+xOfK86Qfs1cy4OyLRHK14gdd9GRAJflz25SIzjRNb7CuYNx6WG1nmBY+hmRPpuFxRCIirbzSNNIMoXd7uDsMTneotoM0VrxrdROjvQ8hS3BQaQ6xkhQ4CGzhtfrr7BZDfM0/Yjl2WIzglkaUaNYfK86W81CNB4+WdWY12J1MdxldiZyhFeqo+Siz1gnzRhW0iu+0+0Z5bvMTl5q3s3P6P/gZ9z/YohJUPYzPywbuSW4iXvYyftCzXvVh+lVVaqSpoaHoOlTFSpdrMGN2GP0ZlzKjZA/+bdHGJmp059LkfY0aVfT48/gOpbTanMyNpcbipWLHC4LxaDKx//tPr7tmY4KarcK69aVBaZrzQ6pyNPMTy1sRzNzflWLFsOlwPViY/gBSw/I9jNnqa2U/fnYo3a7SGprsQ7EQtrh5hu3zevQca78WGOEW75+kImK7aL3PPsFbAY2kHqm3se7nY9QMHUmpUATlxQBm4PHeXP5L/l89mWsC44zGQ2E7eNOjTT1yJowS51aMoAACH2q3LFapeO3NqBM9E9pNQrsP1Vm/6ly6z50lIv6It5q3OX6vYXZTS6XcOExLXnuM5fzgGyjJDn6VYkn68f4BfffrUbvIqiJh0GTlQZK2ZJ3YQlB3sV67gphjZokpfxE6mc+tOSj5q8OtAfg8wXj7SPFpBRIRS5MDkJe1TlhVrBej9LA67AjjU0BzsYiuT3AnI8zGyPEZsUfNFu5ztmHE5WK4yufTYGYfdw4uFwqFNaytCppvml2sVe2JsHYVfoIfZSjkraLqwwpCYh5rqPSwxX6GKFoQtGJrudJGWCVmk6sYetkOKg3k/ZnWK0nogaBzhB89phsBJRALuWACDXf4DoOJ1NXIlnhytp3+e3GX7DeHMcRHyVWk3ajGmVE+uYYNsQmBTFso5b9c74ExlJwt+zkbn8HP6f/nV/zPsuYWF0Kq4sKiA3452SU0XzS/Aifaj4/mWsmpch+NhOKfefuYifvDN6QyCD2qhoInJZ+PhX8EHebHckzFFpZV89x6Ms5HB23TYr9uRSVRkhohDEp4IuLh0+dlK38GUErZf+UOqHy0PkV5JXLQ6dKvONzD/L8HUP8y4OnaAQhhbRLNmXt1PeemKbUCBgqphgrNwhFKKu5yaJuKEl+8Y3OIy4Frhcb1XHLaXXnSb27aahP2e3aMF+34I41xQV5qsvBj913coaHh0tIJEclAkas5JRua3o6NUsj75T0s9ZM8sPVr+LSpIl9+cOOBivFaelloxpjpZphRDSNyKauT5W7rlZjLKSX2o3E/1XzdC5Xx9iqTiWltaUGAu0ajpeCxh88nJBB7jNXsN9sIlAOa9U4T9MP8yvqc0uyTS1LBocwEY1PxOPP4GW6mO+eRhhUM0s6f6zb2skYh/be7G5BXbdgz2DLyhP0UJMUvVTIU+fdwc9ySNbyQe8DZKLO75j0M7thybB4dSIusQNkCDqWEN3uu4qOOSE9jEkPfdhmOksTms/iZLZDWHs4uzB8HI7ICgZVmWEZiI5luMvs5FvmCl6i7+KZej/XqMfYok+jxUQKB23aqCKsVpMMywBTJs82dQpPBVRJc9IMcIfs5t/d5zKS3cHqxn28u80Se/Ex2d7BfEpzWe0RLqs2CbMD5MMSN9dvIStVJqRIQ/KkCHAjd6kBVYoWOCppy5tN3nKUNcE9ZoZ4iM3Jz5fouB0dFVytCELNd2R75CTm2tTFLDPRzDxVvlgPN60hnXII650LzbvMTu42O/gZ5z/5Gf2fDKlJhtQEb3Fv40flPj4Y3sRdsjN55K5jTXTE2DfGUYqpms9oqYER4RG9hUOylisibq6gcLVCK4UfhvSrCkfcLRzytiK+vXPHJht87JuHk2uargUoBY5WaGWTUBMVn1AEVyuGZHJJ96+fi6sjfilwvdjIDdpGrKBh6QGzETTs73ODc361lG7B2ZiPHysI9aah2gxAoC/b3bkEbPDbDA3GgBFbko+/6lctopE3YQoMMA5YMfF6JBXjRnJSNdIEeExKgeOyknVqjJQKaIrLAbOBW8OXdg1Cu0lozeeE0h7g5lWd3FnaWS6WjbmE7w8YUTwi67lPLueoGUIpYbs6wdP0w7zMvXPR/UNRVMiQsbL5QPey/5nie+mds8GrLWvH4SvM/xniEK69mSs+TrvWaVY12W82c5t5FkBb57ckDU7urMx1fM75MsWWj5jic+GzuVYdYLM+nThZzb7m2X/3CHi+/u6Snk0ciMdczoDY+La7IkI7ypJmYyRwv16P8kHvAxyUtXzDXM0N+sFk8Y7YcHiCIlNSoEY6qdBIVAYfZIbfDn6J3eoQr3b/i1Vqkl5d5YV8mx3qNB+vvYzb9dX8TvB63hiNm31RYiDWbG0fkyOGLE8O9/AmbmOLd5JUM8T4LilTJ9a/jsP2pkozrIYYlDGOm1X8efgyfsX5Alv0SXI0LXUhCs0VgishvvL4WPo1uMYhDOwzjINWR9kM5uwn21pA2T6M+B3bJ5s5xFquUseY0IOYqA0wCAURQ68q84h0r/LFn7fW7B4xX6cf6rC8bZ+X3qM+wm8Hr+dOsfduIG9d4ephSNbVDPVm2HdyBmMEz9UoXD7CS3kXdgExLQW0SqPCBgOUqakcf+/8BI+P16k2A7oJ7kj8P4HARKoZgUEphePAaQbmfefaMSZL2+584VLgerGx+hqrHnB6n+W0tpfvRaA2CUM77XZdsFC3YDd048eWGwFjpRpbg8dYJyVmVC9/8tUcN//Q5V0zt3HTlwEQ2gbCxTTybNkFBadNPxv0KB5+IjZuUJH9n8NRWUUpoQksnIXodELpI4tPnjohDsPSx2o1lXSgXqcfagtw8/RQSTQCY2L+Un3PL/FKvz/REJc9spVvm+2M0ZfwU1/k3MOguxTb1EjHU+o4qqXr+4MONSsAnQ9xRlNBR9Da2tewUY1QJsuUFDuyfbeGN/F+9Vf0KSv3Pvu4TTQONmN5QlaQoc6QmqEpDqIUDfE4KkN8x2znxc7dpFTAYVlFnjqr1dS8dIN4EbtKTS55/DBRNlFFi3aNbaDy8EkvQBMxQK+qEaIYlj6mKJIm4Gp9iGfq/ZTJJO5//ZRxCemhQolccq0x4jL49XpfhwVqTO/aLkf43+rD4L2Bfw92cqe/o6sV9Wxcy17+wP0oeWpMSoEZ5ZELK6xQVv86Tz1RghARtKOp0csaNcV40Mcfhz/Fe9VHQJVJEeBF3mMKoYHH+/1X8S+NK1CR6UbUo4TnKLSygacxQmiEUOz7NpD3mKmH+KEhFBLLb9D8rX45v6c+zKCMM0ORmrhkVZMi1gr1w/LSeUlkzXD2XbXo5tCliAJ18VitJnmTcxt3mR2kPZeBXKqjR+UFVw2x58T+6B7Zc9zNLn4neB1vcm7jMn0KJ6wQ4HLE3cw/uK/gy6XtBGGw4BsoYB0kHUUYxNld+/OpJVIAynpplILzhUuB68WG1lby6su/ahux2lUFapOQLtrfd9FzXSpmdxO+8Yat/M4X9jI80yDtaraW7uP39W1sdewq3SiPwyfW8U+ffQW88jVzgtcdq4vzZgTm08iLERP5j8lKdnK4g99lG1CsHuE6RlmtnVmr1GNd9ftiaauGeGxRp0knItHQwEvI9bvUoY6BJEuzTSnAJB3Bl/CDhRnJ8W1zOQ/KVsqSoV+XeIo6yC+4/05WLd65XxWr3ZinjlI26+YRLHtK9IlGSznba1loPxN9E50FVABsQGvdln47+KU5Y8GAKs+7r4tt7jklg9TIUCdFmpC/DF/OYVnNBkZ4pXM7P+/+e1IF8lTAtOS6ZopjSkFL+zmWk1q85D8tWcbpYa2aIBPZvY5IL2vUJHQJXNsD+vgq+lSVpngYHFI0I8GrAIUhTz3SZLX60y31hRbi8fhl+g76VZlR6Un4k02V5jQphswkv9X7r9TXPpO7Dk+xN9g678ez12Z4o3MbeWoMSz9KaTytMOIkfQQr1RRlyRBLOgWh4DseBVVmhSpxB9fwv8PX81bvS2yQ49buVhRHZYg/CX8ysdOOryOOQf1QcB2JMoqSZB0NMFaxjGPXUm8xUcaxN+tyeuBa/nDG4TXB59gsJ+jTBsdL8UBtIx8Mb+Ierlr0ec6+D7MduuLn5mqF4DAd2nnpGucIk8Wd1IPOHhXfCIWUS2BM0mysFNzvXs3/KTyN3foIfnmUaYqMZK/g1IxPaIIlkU3sfVG4WgiiDFQQCpOqsKTPd6p5KXC9hK03WsmrWMe1PgXaQ4Z28viVv8yx4CoGjk+fkUFAjPn0Wl/zjI3c/sgYzpFv8HvORyioOtMUqWiPtAq4XI7w9votfOJraa7b+saO8z40XMLRlicTznKt6qaR14Il8g9LP89zvjOHx9Yq5QgFVeNh2ZD8diEf6QFVIqfqkTaqnWwkymRkaDKkJqjj8eP6W1ylDlMRm8mNJ0ebE1t6wDp3ArmE7yUMSz/3mit52KzHVy7r1BhP04/wNvV5nEVsUwFmJItLmMhRZWlekJfhe/V9WyqdJm6imh20StufcYlbsLJIpbZA7Hq9h99w/4kUwbw8VIDjMkglyvbZwM3jO2Y71+mH+DX3M6Qj9U3bLBWSRUgrPzlG+/VIckWt64sD78XQq2ooFLXIB6yBlwTkQVvlJ+6qjwNnjdCM8o9ZmmxWI9F9s9sXaLBFDUfjmiTtYWkaZGm0SR4Jq9QUGsOQspzFvKrRxGNE+mk6eUAxEeTJTR1kfOQ+GotITwmwKwrYJtsCtiAUnEQcSpHGJ0uTenQtRgRXAgJcplQPYuB+7xreILvY4h+kj4UzvDGMtJqEY3ga/OhHJvqfoxW5tMOKQopyI6Q36/H6l/0iU9WfoVR7hFW5BgeraX71tgrToSEIlxIOts7VrfoYN33F816gPVJUWO9WOeGHeKHp6FHZc3yafNohl0ohWJUGgJznkE077PO3Uk1tZFVPhtHxCnU/QGvVlkleGCaaux2tWN+X4fhUnUFmlrRvLpha0nbnC5cC1ycKtt5oJa8i56wHxh3+dE+Gx/6jih8+cMYGAbCwXuuxiSqve9Ymth+/jR7qjKkVaB2VMnAYJ8WAjPO8sU+y78RPsXNdX5K1fXysgkKxvi/L6VKdut8aKOZq5HUS+UPRbFMnk1JY/CUOI0VIlzAq2wtZmnN05WqS4ip1mJv0N7nNPAtBMyl5sjQT21aIfcHjqRA8Grze/QoaoYcKA5SisohEE9XSsdgE/ETLjP0gw4jioKzlXrmc47ISjXCZPsnT9CPc5N616P6B6ISfGgv8Xyr7nxniMWUxlzfFbOGjFlo/tdtYaa2AJ6vH2CPbUBje5f5ty4SBubqvlgokmEREv9UR36sqSdAa0unmFBf042N0Xl8raJXkE1iEEQVpNixfU1MjxXFZyTv9X6Ko6rzJ+RJXqcM42EaqChmmJY+Pyyo1SSrSDU1FBii2ISw2pe48jw1u7Xgcl9hja9k6HmkCVqkp8tQjx6/48wouDTbp04zJAKfDXhQuvdiueiWmgyqwXzbPEQacHbCJ2LRAjRQNlSJDA2iZt8R3tiglHnc2s5/NCFDMOIyVQvaYrfNmETtUZGYFtgrwXB01WwmutpnWlAs3Fk6yyi0zo3vZpzdzaLSCVoobrxgChgDYZoQd376HB45NUzU+wbxZ5tY1VHQP3zGbaLeJjauPIsJQT4Z82iU0gmvqZEyBX3neMzmZu3JOj0pM63vw+BRBKB1Z15SjcR3F1ev7eOMNW/n1zzzAtAFHLy1oBUsXcLSiJ+PyFz/zFPacmCbzpb9c0r7P1PuWfJ7zgUuB6xMJWsPaJ9uA8xt7KDfKZ20QsBS91vvuvp0f5iRl3YNWKiof2KFEK0VZF9loTnDH/XfwR/+2KsnaAszUA9KeZk1PmsPjtY6BpV0jr53IPywDrGEsklrpzMTEmoytspvpaKrIU2V1NHg7CP/b+wdeYe7g1vAmylEGNR56NSaZwNonmngSse4rTTKq2dVlZqlYqJR5CRcHTXHYK1v5jrmMcXrI0WSnPsyLnW8tyTa1Lh4NPPJSw1GWOtLD4vv9IGKpC7S4CSpk4Qlnoe9TnG1sL8u377RLPc4mdTo5X+saWxlRG+gJLgEZVNIR/8HwxfxPxwatTZwoJGxlO1uOeuBHwahunRqJyvEAPi6paHyb37DAcllPSx9DTPJkdZDvyHZ+0f8NXqLv4n97/0BFMkxjy7bZiPlvebAtxI1+psu9U9Hvm7g00aSja0kRMKSm8MWNdEu9DmpVEuyLsEImKEc9B764rFej/K33h4uqtswJ2JL7BKPSy3o1ioOx6gBind96VZkyWT6uXsbGgQJjlSalWkBgZofkLXRTkTnEWm4J7PWkXI1Slj5gVQQ0z1B7eYP6Itvrw1bnVrkc1+v4sLyMierVHcdvl52sNf2u9Iiu1+DF92RHUn0cYQClFKV6wIpC2po7lGZgaCfbr34W27tQAbVW3LB9BXcdHLeBrqMSvfRqM8SJfv/s7St52/O28/tf2k84S1ZhIdJKxtW4jsNVa3vZva6Xazb08Z2vji9J2GKTM774RucRlwLXJxjaA86hYppGIFSaAa7WDBVTnC41l2QQsBS9VlMewyNgxrgEYjBtMiBaKULlkiPgmw8+zEOSSYLoRhgyVWtycqo+7zseS4G0dO4K/Ib7T2zUI22TTzwl2IkgTYuf4wCr1BQiigwNhmY1RuSoc7U+xHvVR/jH8IeokSJHPSLxd28CaS/xx13Jl4LM722UJMt3ZDt7zBaqZBL91J93/31JtqllyWBEUaCGUtYdLY1/6cWYhW7l/qXeohAdZUgttcJKWjm4Z+hm1cp5toT+v2u2AfBk9VjifNQq27fGgfbvfq+qUpMUx81Kvmaexkqm2KiG2zKm7aOTPXOrTG+vPw6FY0tPDxMZqPSwUY0s2OSpMTTEZY2aJEeDX/M+S0UyHJS1fDB8MfvNZq7UR5mONFNblCbrVBZGx27/fN3uY2tMtVsGOLw3+Bkm6KWfGX7T/UfSykdhkoDVjsYtQsaQmqBClmEZ4A3Ol+hVNSqSZlqyCLqrass+2dwh29R+dWUyVMlEDbHWrtYXl8POZk7ufBPHhzdRnakjYh0gFwpa21VkmmKbya5QR3mva6/nPtmFGBsAIvAMtZd36Y+Qp0aZIqEq4uGzKTjMO/kQ/tQVwIuAVl+Ib4TXP2crH/r6Yxybqi94DXEvxhWRYsD/Dl/PR3kpf6A/ylommaFI3RfqtTJZf2bR/hVjhG88OkYu5RAam3ENjc245lIOjtZ849ExXvfsrbz62o18de8p9hyfphFYTmw3ZYUYg3kPUBQzbofm+4SzCoID8+zVwoSzatFtziee0IHr+973Pj73uc9x4MABstks119/PX/4h3/IFVdccbEv7bwhDjjTrubIRJVG0CoPpF1NT3ZxgwBYml7rlOohVC4qbGLoDHCNCJ408ZXDmCmwureVtc1ql0LKYbK2eGAQY6s6yTZ1kmnJkVP1qPxmB+b5Jq8UDTao4UR+urVytxOFE3lWv1DfS1XSlMkwoMrkaHQ9XjsP7VJc8r2JEenjHnM5j8l6AhzWqXGeqh/hud6Di+5rRFHC8lPjdyQfvUOXMD8MCh83CWxSbTSfpdw6u53pmi08U7SPA4+YdYDiBv0Aa9R4ci49D90AYMz08Dfmx3ihvo/1apSb3S8BkKOWBLuCwseJ1E7ag18VXYNmUgr0qCoesU2oYlpy9KkKM+RJ0yRDs4uyqT1Gv6pEdSUVedY7kUTSx/hE+MNsUCMJ1SoO772ocXVcelipphfMprUj5uv6uEzQyzfMNdygHyCr/Mhdy0FBou4ibcSDDE2mpEBeaqzVlgdbUPZeNdosTDv7DjS3LEAXm5Qivx28lhnJJyX+Q7IVc78m7ZZZVczguZpmECYVvvbnT7dufaUItcuISbFKTXCzcxuvC68i43msLKYYK9V5vXwxaRhLKddKYglUyNCvyhQOfAie9qPceWhiTl/IpgHLAW0tZeZeA0Cg00yqNCtkgl/1/oV39f4+HwxyvLL2GdYFxyngo5pZWL3TBq1tVu6zEccCQz0Z0q6m7hsCY3C1JuNp6oHpiAXe/NzLeOfn9yS6rLQ1p7Ujn3JIu05X6uFhGVrCG7X07c4XntCB6+23385b3vIWnv70pxMEAe985zt5wQtewP79+8nnL65zw9mim19we+Z0otqk0gip+QGh2A7EmNBd8w3NoEHWc/nOkckFtVvn02uN0QgNh5ytHGM9G83jnJ6nkeoR2cjp3OVkVJzvEGrNkOn6wkHr7BKKxlCkygkZpBFpt3bjtMVFOksf6EQ8UAc4ke1fiIfPejXGtOQY1CVOSy+b1Oic47Yf42xxibt6YSECh2Qt98l2TsoKNMI2fZKnOY/wEnXPovv74lAmQ5YG6SgIuVT2PzsopM2Jyv6tncM5u4TfnqF1op9bzebOYO5sYIPEPCjFB70PJHql8fkWQkHXeYP6FwqRLWoMty1b24zC7CZu4uJkaQKah80GUIpBZqiSThr0fBxWKNvY0sSJaAduolQSN4wKkCZMqBN1MlSjRrG4+fQG/SC/HbyONzlfisZPnzBSPjkhg5TJYUSxVk1AFCouNDbFtSWPkMlI7mhCihhRaCXJtc3+vGDH2j1mCz/sfDf6nC06Vwaf9WqcEeljmzrJ1c5hRvI7QCnumelOF5uj+yr2ulOiaQaGMBRKXsBEpWkbtjS091q1N391aIWL7YpXCqalwDZ9kucVTnEidyUKxeXhQbZWbcOYUpo8VfrDSbzoE2kU6shdPPbV/8s79109py/k0dEaaU8n/RyzFQMA8imXZmg1UcuqyEY5wbbwEA9617DH3c26xqNkmpO8+QXPYPvVz1pUKag9+aSUIptyiM2+Ya5ZULsp0f6T08zUA4ictbIph20r87ziKevZOJifN25wvVQ3QYs5cL25ikEXEk/owPWrX/1qx78//vGPs2rVKr797W9zww03XKSrOnvM1+Hfvurpy3rUfGvx5kUvLEScJQ3N0DBT9/mL/3wErfS8TVvteq1DRUUjkGS1lnYVU1Wf9f05Pj75Mn5Lf4jVZu7KuKay3OrflNjYlRsBo6UGtWbYdSUXo1sJpYcq/arMejXOmPSQirp0Ne1s17gMp7tmaaAVtBLtlaVJRvlkVZ0MPgVVm5dbdq64FLSeX/jisE82c7/ZxgQ95GiwUx/mx517KKrFG6JqkqJOioJUcZXlSPdRuQBX/v2LOAvpEWCl/HVbUCptAevcoDXWZT4t/VHLpWGbGj7n75HlbbqsVhMdJdo+Ssxvm9IaL7KqSYgixE34tzHX3TZ1kqiG2iDU+sP/vv9zfNI8H6CNApXnav04b3M+T0oFjEkPHgE5NZYEwxJpxwa0+LpEPx+V9qqZskGXOsmM5PgF/7eS86xnhDe4X6Gg6gTiMkmBfkpkaRLgMCEFVqrp6Lgq0kmxmXKDip4fxKPYPtnMURmiXx1MnqNB04iep4fBx2FCilymT6KU0BQ3eco2K22361NlaqS5vOBjChlKdR+hC10ssuA2ots+MaRduFIOMuCVGDdF9pVtg5XnRK1xYjrmmznd+tiKZJRkjLRpQ7zGFHXPkHY0/apESoVM4VFUNVaa0eiNdFCObWAT4zNw3we4krdxvO/pHX0hQ0XFdK254DUI1n2qGRq09ihKmR5jFzMGxb2NTexYs4ttV19rHRAWwVKST55Wia46dJoSjVUaTFV8+nMeg4X0klSJVm7YDo8ueml2u4uIJ3TgOhvT0/aLOTAwv2tDo9Gg0WiVimdmlibvsOwwJlEIIDfInZV1vPML+7p2+M9uuEoq9rPeMSMkX+Cs59CbTSXHeMfn9/CG52xlw0AuWU3dfOM23v7p+3lkpEy7i51S1qXjhTtX87E7dnNL/q28qvEZ1gUncKkS4HLM3cInnFdwV2Mbq33b/XlismZ5sAvUqOYroUxTYIASORoUVY0TMshKNUOGRiIyHrat+n0cNJp0W5MVEGUvHJyoectmaK0DTAaf/gU0HC/hiYWKpPmubGev2UQt4ace5Gfd/8BTiy/7ZySLEUUPVZSyZc3MBZKm+n5De8bOTziUnYjDVtPRg26SSSSulMTDgzUAGYikp4T1aizSFD07rWR7TGtKkFYBx2VFctUOYaQW0L0SZPfVuNG5gyQP3KJCxA2d8fgSd+PXSfH+4FV8wvxIcry9sjXKFhp+Q38GrSS5nnhMClGRFqyK6E2tbKYAp6UvEeGP0cClV9kOfhGdnAfg8WBtRwazXUbLj1pONbHvk/0cEFMMFDVS9KtydDzN+8Of5MP6T0jh40OUd7QZ8lBpmqQYkQHWRZxdrTodqZSywW4OnyYZTgV5an6IVi36l6A5oLYlsomz36nr9D7erG5jq46am7TLQbOWD8tNfEt2E4RmTpJkQor4UYKlqdKISDK/aaXIqADRHn0rVlOdDpg2wmnyKMdjc94lUxtDBSDaw4uUdBCFKAdlmrze+SK/z9M6anaNQDrsZLs1oNWaYdTkLIhp0tQO0/RQ88MOfdalSlp2MwuK0W5UsHNtT8d+Z2pK1I7nXXcd5tHujnIxDIrnXXfdWR1/ufA9E7gaY/jVX/1VnvWsZ7Fr1655t3vf+97Hu971rgt4ZV1w6PaWJqvxEe1RbKziSv8lc1ZycYd/3HA1VfPJeA5VY0sfjm6tJv3QfnMcZX2NtVZktEMhbTgxVeP3v7SfnoxLytVsW1Xghu3tygOScGXj4aOYcfEcxX16N3sLu1nfeIxCOE3Z6eV4+jKqgeDqGtVmyHTNt6UbRy2oadethBJjVPpYr0bJ0cDBcFhWsYIZVqlJDJrT0suQmkKwE1Gci22fDFWUj+20cbSe2+3Z20tl/SceRqWH+8zlHJK1BDisVeM8VT/Kc7y9i+4bimKaPB4BhcgutUjt0kNeZoTYBaTuEmDaIM7Bx+OoWUVRVelVFULRFFU14UjabVtqAhma9KkyTfFoqhSaOnPzR4tDAQEuKUKqkiYp0VJjvRqbtxnKRPvNbmZqH8VCND4aL2qcMsoGtkdliD8NfpJvmu5zTrfxrkaKBh7ZiHSQicgVgiJAo6JgZ4IelFKRXJNFbAgwIcU555qdwZyQIj2qypucL3GlOhrRORRxm5WO2Kp1UpGBAtZly9Xk0y67n/5S/nn/CK+Y/jtS+BiMzaQqlxCPsu7hdq7lNXyFRqQ+YJSDRlmve63QIigTkupbh85fTXW0ajOOUQCnlKW7aa3mBKHP1Pt4n/tR8sq6a7Xbob5bPso7g9cldqgAbtRRv082c5i1XKmPMaHSePg4hFb9gBT9UuEx2cSrXvzj/JR2LKUu+1QG/+srqFMPQFAHx2lliETAhBidZsL0stGcYGt4kINuK6voG2N5oxG66ZUL4DgKx0CfWJm120tryKWDDn3WpaJd1WB4pkFfziPtaBqhOatAeCn49qNHuIZ0MsZ2Q5U0Dzx6hGdf9sxlO++Z4nsmcH3LW97C3r17ueOOOxbc7h3veAe/9mu/lvx7ZmaGDRs2nO/La+HQ7dYFq1FOXLDq9RprGof4HfXX3BqkedC7Jtk87vCPSdYDuRT5lEMh7TJd82kEIdI2Hrva7hOEQqnu0wwNY6UGxthBoifr4WjF/pMz3Ht4grSruXyoQMPvpAqcmK7zqXuOsrKY5vGxCqERHgrWILIapRRpt4ajNVesLjBWbjIz4yeGA8ECPIGFLF/LZDkhK1irxslTJ6ua+OIyTQGPgBWq1Gbx2NkRDK0YxU1yGBYt9lgLl+KZiwsROCyruU+2c0oGcZSwTZ3k6c7DvEjdt+j+DXEpS5YcdTLK8tD6KV+AK//BRPx9sSy6VvPV7N8rhEkp8L7w1QDc7NzGVfpIosnZxKMkaXKqSQafDWqUKQrsN5v4qnk6v+r8M2nVxEd1LD6X+n1tiEdKhdQSUkBLRD9INEtnjxk2++m1LWq7jWC2W1/4VPh87pKdTFHkgNqCKE0x6zDTpRm1+3inKEmWvKq3ZZ/t8ttLGqAiZqp0Lsr7VJmHzEb2yeaun1/ozMIqgbvlKnZxiPd4H2OdGuOEDJKJcrBBpBe7Wk1ywGzkAJvJepqda3v4jRdcAS/4E/7jK9ey+r4/Zi2ncZXQIMNRvY6PyMswmQJF/V9olUfXRkmLQTltkmEmAKUpXv86Pv7U65L+jWMTVf7iPx9lrNTADw2Oo6IyepyrN7zFvY28qnGageSZtBvNxHaoEmV7Xa0xIvih5tbgJv4sdSub5GhHdtCgmFa9fFy/nJ+uh9x4eVt19tlvh8//MkgI4rTeBBOC0gS5Vfgz4FBNSvwxglmmBvPqlRufXlWmpvP8nXk56wfyvOflu9m9rvesAsx23urBkTLTRvC0OqtAeCl4YMLhykihpxsD1wANUjww4fDsZT3zmeF7InB961vfype//GW+8Y1vsH79+gW3TafTpNPpBbc5bzDGZlobZSiuSVZ0gU4zwgCrmeCVtc+wx92NqNZr0U6yfs5lK5LywKbBbBJwNgLDyEwdI6BEGJ6pIdKyunNVJPQsQt5z6ct6TFabdv2tFNmUBhzKjYAjE3XqfsBDp3yyrqbiz8pUiBA0QxwVctM12wgMvP/fH8YIhAuRW1nc8tXHZUx6+aPgJ5mkhwkpcp3ez/9y/3HejMnsr/tsUe9LQerFRyCa/bKJB8w2JimQUw2uUkd5sXMPOdVd5aEdZcnQEI8eKrjK6vAOqNIFuPIfHBjoOhkthvbvVxqfkmTYok5xXFbyJ8Er+T3373B1wKj0UiNFFp+SBLgYelSVo2YVv+j/BoLmR/U9PEM9FAnkt5qBloIQ26jq4xKLzMe2zUHUYtPeJGYS9mb8X7tRymzEvE6Xr5hr2SOXJb/JeoqCp9lYPzRH6L77eCcUVQ1DbCVNxKeEalTe15iIo1ukgUuWgLXpOlNhnlv9m1jIHarzqgE0e7iM9wav4b3uRxhSU0xJgTJp0gSsVpNUJMut4U2EaLJeZ6buR178U9x5xQ/xgf/3NcoTpxmTIof0VrYO9XDzDVvI3PUvcHof9G2A8ojNWBJGEg4aVu2Ep742KVHHDcivvX4z//zt4xwZr3ZU6RSwWx9mqzrJFEVab1hruRHbdO9Uh9krW9HKviWhQMrVYOziuD3oF1o2Ee4s7idgO/hv+E346jui4DW6GjcLhVWk00UK1QmagcO06iy/z9ZHhe565QaPI+4WPpt9FY+zi2qliVbqnLKi7bzVhRqylwOPsTGyDu6+uNNAiiaPsXHZz30meEIHriLC2972Nj7/+c/z9a9/nS1btlzsS1oYww9YekC2v42oai3VlFLMUGRdeHxOGaKdZN1eHjg906Qv55FPuYTGT/hFWoFGdZQuYleP2O4uFEEphR+G1JuGbMoGrScma4iE7FaH6WWGKdPDA2zqOlAagdseOMkfvGw3f/tNj6lagIigVWenZzuWYvl6wGxMXK8Uht/U/9hBC7iEJz6qkuZ+2cZDZiNVMgyoEk/SB3mN+x9Lsk2dkjwi0EMFrawsVV7NX566hHNDu4XoUtEeTkT5Nax253HepT9OmSy+uPSoKqPSi0bYok53CNr7uGxQI1yljrJXtnJr+FK2qxOsVFM4UQNQ7HIXw2/TeG3PnBoUE1KkJHlW6wmGJdWhcQqx+qhEwWGLVxnLb/kRf9XDENBSQ4i5r4+Y9Taj2YZr2cvbwi+zxjs2R3j/7jaR+Xi8i4NpH40L1PEYkT4CHGqkydBkQJU4blYxpCbpUwGh8pju2c77Kz/OXdVtZ/Sc4pt0lyzcyX+32Ymruy8Trt++iuu2/Wz34Mh5e1RFLEHPWhv0+XXwq5Dtgx/5/aRDvlsD8s51PVy9vg8j8OX7T9CT9VhRquBGTW8QTZfJ/KZoiEtfxPVFIIgqfQrIpxRvMrehCTmsN5FWTRwJCZVDQ1L0m3F+WX+RnWveNveDPvW1sP82OPWAvXbHs4GrUigRVrlVHjDrubOyjt58mJTmZxrdudOz6Rs6P8hEcQeiNGkjHV3/54Jz4a2eCXpnDpDB7/hZp6YxZPDpnTkAPOO8X898eEIHrm95y1v45Cc/yRe/+EWKxSLDw8MA9Pb2ks1mF9n7IqA6DsYHtzPjm/Uc0q6m5rv0EHSUIbqRrK/fOsCf3wBfu/dhHpr22CebcRwHRysCIziKeR1FxsoN0p6Dq63LihEIjKHaFE5N17hW9nCzdxtbOIkb8akO6rnuJ2AHkQPDJcQIq/tyjJSncB0VEeG7ByeLWb7GK/84UN6pDnOlOgYoApyoB3ZpGZhLuHAYlyLfNpfzuKwmxGGtHuep6hGe5e1fdN9AdIufKlbov5fKpVXKBUJdPJwlNLvNh1a5W0cBps1fuoRUSONFWT2JyvS2McnmbFL4pJXPs/Re9oWbKUmWj4cv5JXON9igRpNu99icOW7wihuk2puZDpiNvC98DUAyvtQkFXHiBR1xSUekjz5VJoOfjCUhDg/LBm4Lr+d1zlcYUDMRLcme0QbFPbwvfHXHIv6Zeh+/pz5CMawzQScPMxbenz3euW3iV5a739/RhNWIRrk/D3+Cku5jfabK0VqW/cOb8cOlfSniRinoHInbA6lBVWJKFXmIzQgOjhY29GeZaYRdTWzmDY623ggv/kBH3wbagzXXdGiRzmcxfnyyzlR1lNc/Zyv/mXZJew5ecQVB1cUTn0aUqVZK4SgYLKSZKc105foKsLbxGFtSJ5mmiG/A6HRyP0IjlFWBy51h9OkHYe2TZ904Dc/5tU46H2ID8dokqVwv2Wf/Olc+3NtRml/fl+ORke5UpXb6xnonQ39UTe3W9f9Ex7bmw8mCsvX9iyk2KlkAb2s+fFGv8wkduN56660APPe5z+34+d/8zd/wi7/4ixf+ghZDbtB+oYMGeK2BSgGrimnGJms0xGHUFDBGupOso8aua8Ye5erQx085lItb2LfldfzKtwrM1ANmV/bbERphtFRn00AOz4FtwSGGZiqMmgJPkTLvdj9GgTqTUqAZddJ2cz+J4YfCd49P8cKdQ+w5PkUYSkd3Yzev6PksX+do+GE5YillJ5g4I3Qp83pxIQLHWMW3zXaGZQBXhWxRw1zrPMwL1bcX3b8mHmXJJjxmB8MAUdn/0oO94EgpP5I6csicpfA/kGRFg8gSJI2PiXKe7RlSJwoIJeKWaoRX6Nt5lt7LNnUqylo67DcbecBs43HWEIri9e6/0q/KpAhw8ZFIwNrH4RPB83l3+HNJUNkaX04gWMWDKmlGo079MeklS501eorT0s+vNd/Ig7INQbNPNnOz80WuVMdIKZ+meByQDdwavrRjbGpXSDll+nEdBwlNBw/zZuc2fsH/Ld4ZvJ43O7exVZ0kG1FjmpEU2GzlgLgBa4oepnuvYu9UndAs7HTU9Xk4it6sx0wtoBm20yB0m+qBzWY6Kv5EtHoqTkyx2zmcKN+w+pr5tUW33gibn9OhlNO+/VIsxr+6d5itK/McGC5zsridYX8Dm4LDjKk0KNs/kfEcVuZTOOUy+81GHlabW3ze6P0aUCU8AkrY5mI/lMgfTJHxNCsKPaT9cXud832WF38AuePP8E8/jIQTKMfDG9qJevbb2bX1Rv72emHPiWm+e2wKJeCbkD/4l8UdpZxoIbBQ1/8TGT0ZGxIaFAFesgCLzTJ0pN0Rb3ex8IQOXNu7Lb8nsPoaWLHd8oHcTAddoJBySKXrPCwbedDfSLPZmEuyntXYpdw0qaDBQOlRnrr3XTyD1/LdwtWcnplrtZpwfZSiERiurN3PO/Wn2ezFMiNOJP4tHJWVgEIrRV10xyDccj9pYXiqzouuXkMhc8gaI0R8pW4+ze3e1a2V/wx9lJiiSEmyKExyjgkp0hQPHfnIzy5LXML5RyiKA7KRB2Qr01IgqxpcpY/y4849pJW/6P4zkqUhHr1U8FRIBp/MEva7BIvzvVBr2ZTGOckzw9yxRiLzAcs7jbmcs7e3eqBCE4et+jQrmWFU+pKs5Xo9Rr8q82/B07nL7ORQsI63pb7EFk6QlgYimhNqiD9qvpJvmt3zZhafpffy886/4akwcoEypAnoVVXGpJffC1/LHrU9kUzq1p0fc1bb0a4YoLXVFRVRkbRTi4e5Wx/mXnbx835rvPsV559Zr8cSA4z2RqmYLnUsdRnNcoMwUmtpBEsb91JOi6qVcjQinQ1ps5+d1Te1CjWu1qQdzfbgQdb9y59C9Ugrg7pi+8JuTlrPzWBGWIrF+KHRMm/+ocs4PnmIUyWfT6ZewdvNrawwVo9XKY/VWSGcOUmVLB+Wm/BN65nEny+Ww3IkoBnqtu9OxPgNm/bz5AbnvYd3mp18sPlbOM09iZJO2NzNm8x2rgfuPjTeQXnww6XRbHwjZy1/tRQsZmB0zsdf9zT8k24kLxe3OrbRHiMeuFn3tGU759ngCR24fs9Ba/vF//KvQulUoipA0EjKEDt//Hf5YPrJc1+8eRq78LLgZvCmT/KL8nkeZJeVIolW0IKVzUomCwXPYC//o/ZRctSYUkWauBSkYqVr0BSoUyHbtjCYS4Zvx7GJCu/83INUm0FCso9NBgqqTlVS+JJBYeZkb4uqxuucf503uN0nmzkug4l4doutdgnnC3XxuF+2csBsok6KAVXiGn2I1zj/tei+RmCSIgj0UUIrK0u1FIOAS+iO8/m+x0Gxm5Txz1xHVehs6koRRtJJsEpNJfqn0N4s0wql3ChsnpJC0sA0O2t5t9nBw5kn8evOk1lZOUAfnQFlt3sUZxb3hlt5ULZ1VHgCXB6Wjdwa3MSds6pI7fsutEaOFQN8PBylaAYG17FKtsbY5rI+FbLKqfCgb+/SXtmKq6AZerxf3cIV6ticrvcJ6eHW8CbcjMd0pdlR9p8vAG1HxnPIpVxWFNI8OlImEJtRXTTuFUi7ih2N7/Ir4YcoTvuQH2zNUaf32bnrxR9Y0Iq0G5ZiMT5thA0DOd778t3c8vWD3D58FdPm9byOL3KZc5Ier0GKNBO9l/O+xo/wWO5q1Ey7zaqd3x5RWzhk1nKFPspp048X0ehEoO6H1PwJGqt30b/6mq7X0klpuCKhNEwOV3jn5/fwmmds5BPfOtpBeThdWhr/fqYWgHBeuv6XYmB0rnhIbWObrOcqdRiPgDAiDFiTDltVeUTW85DaxsuX5Yxnh0uB63JjNh+oPmVXf0ORN/HmG+BkF1OEeRq7AFAKNz/AtuZJNjYfY0RtQimbMSXKUMYrQjEhb3Rvo6jqnGIArTSuAi0uxmgUwko1TUWyHQOkdRtpkeHb8a/7Ticjqp2UbAmtX5VxCOmNRP8FK4adUgE3O7ehEN7jfjRx0NJis3G79OMdwe3XzLVcox9nIY/xSzh7TEqB+8x2jsoQBs1aPcFT9CM801mcp+SLwxQFUvgUxQr9D1C6VPI/Q7RnVc+2u/9soDr+LgxLPxqre7zUR9jtWuNgbHYjR7y9ROXFdhH+WBC//YriBfPV+jB761ao/hSthbPTFtQthLvNDsqS5in6IFopThZ28bDeyrHJuQHH7B72+RArBnjKpxHaOpBgIj1sZUv+OIyELftxrSxXVHWsDVrhfLIdMF5uEEqnw6Yb9THMd21ZT3PNhn5uvnEb+bTL6/72XlKORivFqZn6wqovStFoBryy+lmKuo7bu3FOgoTSKTt3bX7Oopak7TgTl6dS3dodCMI97OZ+ZxcvHBzh1bvyXHXZFk6Em3ngH75jG+yU1UZFrKKEwmaPbw1v4j3qIwypSaoUCSRFCp8VqkRZsnwifAm/hZrz7i5GaTg1Xeevvn4QV6uO33vzBOSz8dInreWnn75x2TOhdzw6ym989kEqjYDerEdf1sM30tXA6FywuifL+4JX8373FgbUNA4BLkTkH8WE9PK+4NX8SM/F7TG6FLieD8zDB7rz0AS3/s093VdMdG/siqHcND0erHOr3OdDEBrcxBLP2sMO5j3WNx5huzrFtCpgQjBRdsVV1snAiCJNkwwNarTOtZDwtQBaSPI0O9VhrtJHyGF1CuNGDI2QpYlBcZU+zP/m7+hXJRrisl6NRBw5OyjnVY13uJ/kpc13802ziwn5Cr2q3NFdfAlnDhE4wQq+bS5jRAbwIn7qdc4BXqC+u+j+FUlTliwFauRUA5eQFUTZ8EvB6lmhPWSZnb2cHdDG2Y3OAt3Cx40bJmarAMyGRlilpjkuKzkpA6xVE0t+pPPTGaTrdoKigZvw1n3cjvEmRrxg7qOUBF3tWUdHa6st2iWdGPPrn6X38kJ9H0NqAk+FiPY4GT7AJ/RPMJm+gul6kBy340MsErkmCinqKKfpR6FwlCJEEBH6VZlH2cTh1GW4TWFtb5qJqk/dD3izexuOMjws68m2CeTX8Fitpnijcxv3hDsSO+3WJUmilx1fnla20951FDffeBlvfu42XFdz+yOjKBT9uRSVptWH9Ry7b3v8qrABsQEGKw+zRZ0gVRicU9JHKZs4GXvUzl3z0AK6YakuT9O1Jr/zhb1zGri+OrGGO77l8N61G7huax/bVhXYc2I6ClZbclIiVl3gLtnJ/zGv5436NrYzjCcVAuVyxN3CJ7yf4M6Z7bz45MycZrPFKA3ZlMOpqRpr+7Idv3eWGIQ+ZWP/snf/3/HoKG/91HeZqflopaj5IZOuZmUxw+qedIeB0bkGy4WMy11mJx8NX8Sb3S/QSzX5PpbI8tHwRdxldvLySxzX71PM4gPN13EZr5j+/AaHa7o0diUIGqRSaX7uWU/h4Xtc9p8q0QwERwtp1yHjOYxVmlwuU2jPp2zyySSilKIqHnVca4lJXL6L0ZKpmk/4un3rQTVDkWrEddORqHZrpNTYrNyALgPSMiix/yKMJHB2qCP8jPOffCp8HqdkkAF1kex5v4cRiuIRWc+DspUZyZNXDXboI7zIuZfUEjrJpyRvpWeokFIBORpL0l39fsX5yIaqef4+O0wLo2Kcl3gYybwOU9K254QUWaGmoyA2zjK1vo9Bm7yUxrBSTTEsA4nsVMztDCOuaotW0Lq+7qV6kgBb5vxccGg1XM5IruvniBfM410WzPZYnVabMWJ+/VX6CH2Uia1ZJ1Q/RnlsCh7nf/h/RZB+M1+sXxaNPVawvxvyKYdmaPDb9EbbFVKG1CTTFFAqTVb55M0MdZVj6ilv5XfX7uZPvnaAtOeysujQN7mPLYmblu4I2LVSTEuBbfokV4WHeZCtCOBp8E3MXW1dg4JERUYp+NQ9R7j3yAQ337itI8vpao2KA1xX2CGH6ZEZxkyBh9WWJJDd0evT31Ckct2fB27aVgnna2yaB0txeXrjDVv50DcOLdjAFQdgN9+4jXd8fg+VRtCRpAmMRJquwp3hTu53dvO8nmF6zQwzuodDzjZCUfjlRlcZqpjS4GlFrRkmpjwZT0eqBpGyxawX3u0SEM7O3LtaMZhfXgWBOx8b4zc++yAzNWsA5ER6tjXfcGKyxrr+bIeB0bkGzY+cLvFMvY/XOP+PEJcR6UuasxxleI3z/9gnm3nk9OZl+Xxni0uB6wXAUsoTv3dvho/mNlGcfgS3d23nalAEapMwtJNrnn4jX3y64pP3HOVT9xxlZKZBMzRM1Xw0UFK9iY9z7KFsuayKEeljgxqNfLhDNFbovZtM1ULoo4QTTa3t/LZ28e/4J+2I1syRfp+Dh+G1+l85GQWtF6p8+r2Mhng8IFt41KynrtL0UeZJ+iA/7dy+6L6hqCSj3k8JR8kPvCzV7IzntOToUXV0xOFcSubzbGEDPkmCZQcTyTp1D6CtdamtbsQuUCEOCjglgwypSYDk2gWFH33bBatlKihyNOilwsOykZVMkVFNUgR40dFjxPJXkpy/vdTdCrtj0ZwQHQXIsY5qSIimhoejBFd16j9nqbNSzXDIrGa/tATN20cNv4u9dDu/PksDwSoPpAgYYozTsophGWCICX4l82W+PPM/EDShzJ9krTa7L/LaFVIu0ydJS5WGcXgoUkjZ/51+dg4fZ0UxzanpBqt70mwvNkjVQiaj6TVuzgrR1CRNqFNkVJXLiz6jZBgrN+Z1IxRsQOtoWNubJeXqJNnxBy/blWQ5h4op0q7mScGD3KxvY4u2cocBLifdDXwovInRldfxOzc9G/czH1owQbJYY9N8WMzlqZjxFm3gigOw6y9bwftevpv3/etDNkkTWhnIjKvJphwmImH/FcUsh9o00QEaQTivDNVALoURw+HxKr4xiQ16OspghhJ5ms16HK7WSSa8/dkACaWhN+sxWFg+86M4bqg0bDbd0dbOVxEvdKyC0Mb+3LLpxZ6crLbRAAMyKkgC1zpuQgP8x8kfOudznQsuBa4XAAuVJyrNkGoz4IETM/zP1PP5PXWQnsZRUoVBcrlc0thFumg5spE+66uv3cjudb1898gkf3f3ERBhMJ9i79QmHpe1XKGsIHZ7GFkhQ4UMEvHOVutpmuJ0lalaCFMUo8xQ52DfGbR2R5yd8aIM0BY9zF/qPyfPuX/pvh8xLXm+bbZzVFaBUqxR4zxVP8oznEcW3bchLpNSsIsTymglrLiU1e5A+/tq0IzIAI6aIEcdty1oWwrmK6cvrhoQ65dKWxCtqeOiENKR2I9ENALQ+Ag1STNBDwXqpFQzChwtOcgafsZhqJ2MK2QYll5WqhJ/Gb6Mvw9/hOv0Q4msVFY1MaKokWKNmogWp63rjwX9x6WHPlVJfnNa+lipptEIPi4qCsCrpJmQHj4R/jA/6/wHq9QkE5Ge7yo1RYYmgmKDGuXj3h8vaQxql6iakhy9qkyIEwXp1v2qXybx3XVkcysYkJM8JXWMexqbFjluZ1WpHXeZndzLDnaaI/RTYtwU2Bs1jem6zz2HJyikXVKuzRpuSPcSapfesEyfqpKm2dYDkGLa5MARtjqn8b2jPOBs5GgbF7cbB9dzNMWMi0a4KneMsDzG1/7fcd74/BfwO1/cz+lSkx9KHeDX+Sh5aoncYV6HbA4P87vqw0xdsx133YvnVb5pT5DQ1th0Jp3sC7k83f7I6JIauOIA7PrLVvDFtzybT95zlH+85yjDM/YeeVrRk/UQEfKpzprEYjJU07UmlWZIwzd47uwMZpW061DMetT8kF5pST9mUpqMq6k2w4RrCyoKehWuo7lqbc+ySl/FcUNvdD1xkA020Hc1NAJrjrCYXuxSn+FT08e4Sh8hT22OYUmekBCfq/QRnpo+Bjx92T7rmeJS4HoBMF/HZbkRcGyimqy2v964knc6r+NNzm1cNnMKtzlNKpVuNXa1CT3Hq9qaHzJT80m7DhU/xIjmw/JS3hWVt2YbAExJkd8OfomS5BhUJSYosse0pGC66bLOzsKOSw9VyUST19mhZSknHVnbH3SckEG+ay5jVPrwVMBmdZrrnId4vrp/0X1Lkkn4qQVVtxkoNXXer/n7AQK2y11PkKfONDn66S44Ph/iaSCASOm08+fzIc5ehtG/mrickMGoxGzdqEDwxUUrQ1NsR/5KNU0hanxsiEuDCmvVeJvFqA13Xaw1wIj0IThUJMt3zHYEPUcaalIK/Ib7TxRUHZeAPI3kuxpnVjOqSR2XHE2qpJjAStqtVNOkaeBEAewDZluijXpANvO29JfZph7vKO2PSC8+3rxa0rNpCO0SVfHiN84EK6VAOeRUwJY+jXIzSLnEGq8Ci7BftFaYBRqbAqN5gC1zfu5E+03XfDYN5ljXl+XBkY2MhkV2qMMJNSrmLmepk1c1AuPwU9V/JNAeR9U6/tz5ce4yOxEUAzmPmXpAoy093fANW0rf5pf4AuvC4zgS4J92yN/+T/zlM3+ZPzqwkp898TkKqsYpM4BSCqUECPF1liG3xvqDH4XrX7yg8k17ggTOrpN9PiODM2ngaj/Wz163iVdfu7Ej8Iq5svPRErrJUBkjfOgbh0i7mjC0FJSo9QNH2ey+1oa3Pu9yPnXP0TnHdh2FoxW5lENv1kOpKNb3Qwppd9mlr+K4oS/nMVl1qPshyokVO6Lvhlglg2s29M4bNJ/JM3zOGqF3X6Vt0a7aFt7WYa6XCs9ZcyZL+uXHpcD1AqDbF1bEOlm1l4hcV3Mvu7nb38FV6jBPKob83k/eiF57TcdA0s6VdR3FTM2nEYY0y/Zlu1t28buRzEhiABDJw9wSWOs/gUSgOr6CxXRZY+yTzUxSoI+zC1zbv9oOnLEV5fcLjCgelXXsk81MS568qrNDH+XHnHtx1eL3ZFyKNMWljzIZ5VOgTuGSbepZoYnLJD3UJUVR1cjSiDRBrbj9mUAihdOlIP7+2Ywm+GhOyQA1MuSpRZlJH41hWnkckyH+MXguL3TuY7Wa7LBVnqRIUxw2q9M4hJCU+DxGpBeDYpWa5JBZO6s035KG2qUOsU2dYlT6qOMxQIkhNUms3QqKDA3qpDFoAhyy+FRIE8oAK9Q0TTz+KvwJ/j74oWTReze7OJp6En9eeweuChiVXmqkk0n4tPQzNEtLenbQCi2Jqoa4UQkzzgSrpIFJmQBMAEEDXxyO1nJdj9WO+Ur1C0ErcJTCcRV+YDg5VefPXvUkHhuZQW4jSY/F5io64v2CpWGMqX7SBGwJD/Nu/VF+x7yObzu7ma75yfXE132d3sevNz5KUdcp6yK+8lDSpH/8IXZ953f5+HVvJZgcxXdWsi2VRTfLuNURtGna5UYAcvQuTvzHLRzc9FNsuO49bDnw16huyjeLOGGdbSf7Uhu4ugVg3YLhhWgJ3a4rzmCuKmYI8sJoqUEjCBFjH5WVGXO4ftsKdq/rnXPsq9f3ccP2Ffz3IyM4p/dQMNOUdS/h6t286bnbl1X6Clpxgx8KK4tpTkzWCEKrx6uUtXU3IuQX0Is902c4NT6MQ5hQjWK0v40OIVPjw8v6Wc8UlwLXC4BuX9haVK6IYTtH7WpKuS77gq08PKl5hWzhmlnuJKW6T182hR8au2qMSPmxl3NghDvZyTfMlYn1X0n3ssdsQmvdoS/THrS+1/1IIl0Vi4Tv0o/zZ+oW/iJ4GZ8yz08molAcUJ2TwZmuNePy3A8Kt7UhLntlc8RPjfRT1SFe4dyx6L6BaMalBxAGKOEqc0mWapkg2MVTNlLaqJMiQ5M6XlSmP7PbHOsdLv38LdONUemlQpY8NdarMXQkXO+iqEqaITXJm93bSBEwKcU5V1YhxykZYEhN2mYlKRICq9tK8xv1yLyl+fbAEBQNPPyoqdNp+7aPSi+fDH+YG/SDbNMn6Y2arPaaLXxYXsq32BWxd+0VZjzNk9MnGKpPMSL9iZ5rDKU0M6rA5c4pdgWH2SNbuwaasUSV5fCnaUTPKlQOro7vo828UptkJL2VB8KNOLqTX3uuUBA1RNn772iFHxoeOD5NePK7DKoZJqTAQOQE1o4AhYPBlSZNnWUUjwE1zhvd23ij7MSIwnM0zSC+fzE9osYpGcBDRy5bKcJ8H9RH0N/5W1IEtumqWYHKCRAD2ub+Q2NQYZP0N/+Ef7zL5wHvai5b+Vv8+rPqXDMYnpUT1pl2si+lgetMspYL0RK6ob3ymfEU+bRDvWmSBq2UqxgtN5moNrnx8pXdj334G7z+8fcTOHsRfJTj4Xq7UPrXgBuXdN1LRWfckGZdfzYJtk2k3d6T9fjjV17dNWg+m2dYm2kpjUg0MrXaLVuhbG1mYlk/65niUuB6AdDtC1tpBh3kbtfRbSUAlQyE9x+d4poNfYBdMe4/OU2taZipVxPOiwgEkftKaGyuIhRJMikKcIzNSAwWUpyeaXSQzNt5Y3EGp0CtVfpTwv/x/oEfNfdya/hSSpIlp+rRxO4nn+Fs8P0cd81Iju+abRxnJYJijZrgKfpRnuY8tui+NUkxKQXS+FEjlWHVpbJ/V/hRE9HZwmZVDQVq1EhzWnrZpEYTTueZYqkLMVvItVlME00SzUg1cZWaQkee4bZUr6iRZkKKbFSjZKkzLH1djztJkTwNjpuVrFYT9Kv20nwfPu68pfn2wNAhTILnBq4dR6LMYRqffbKZj/o/xpPdI/SYGcbaqEWO7lyUryxm6JUZ0jpkInSjn6ukW9uIYFSKHq/BNq/BaVJMVW3m0VEtbdNEokpbDv+M5MjoJikVogWQEJw01KaoOXn+rPrj1gFoGYNWrVrNOgmiv4oCpzpBTtXJ0UAQGjjoqMxq76GlcWgJqRvLo5yhwDZOsj08xAF9meVRKptj2BXRIyalgAGaga2saaUYnmmwOttDrnTKXoBfh/JIFLS6xFaqNqmhSRHwBv0F/lfqSewfrvArkw7vffmTuH5tZ+CzFCess+lk79bA5SpY35/lhTuHKGY8jJEzCoaXev7ZlU+Flb8i0u6o+Z1NXXOOfeh2+PwbUZWxpDmSEDjyTRh7GF7+oTM2bljss82OGzYOZCnVA2ZqPvm0yx+98mqevX1l1/3P5hn25FIR3z4ex+IRUJIQVqLtLiZ+UJJdFx3xF3bHmiLVRkC5YUuJCvBcjTNHU8/+IW0/vuOxMSarlhYQD/paxQM/BIEgYrXY2o+nsF2TK4opa9cqkvxMq07eWBy0rlNjZGhicGji4GDYpQ/zXvcjPEvvxVMB41KY1Yd85vh+ClxPyQD/Gj6dvw9+mH8Mn8sBNnKdc4Cfdf+Tn3P/gx92vsuA6s6bnJIcJ8wg0yaLCGRoskZNMKBKc6RZLqET7bfnXJhX/apMgRpDkYtbqx///KCJg49HVGdBYUvIWZqk8aPvls3ONUhFnFfFtORwEHro7laWJqAqGX47eC3HZCVlshyS1RyUtZTIJa5VeVWPjEJaUV0cGPapUkfwbO1i7fVUSeOpkJud23A17JGtPNLzDA66l7UqMsbyBlOOsuORVkzTQ4BLRtvxS6vYitaWadcXHbKZDMWBIZqBDVQ9R+M6Gi8aqwTNB8ObMKK5Qh1jSE/hRkEgpmlX8V6OyZ4reKf/S/xH48olPw+FYZc6xA36AXapQx33pR2eVh1Bq4gQhoKrNU/e0Mf6dWvJ0ozsMZ2OkmsrKDAUs2k29GfZNJhjqL+XlArpk5JdLglJ8JZkwaM8U1wBcLWi7huOl0KaoUBxNVRGIajbTGvUeBSEEj3HFFO6j/XmBFfpw6zuSVNuhNx6+8E5/N6lOGH5Z9nJfv1lK/jb117Lh37uafzSs7Yw1JtlZKbOx+44zBv//j5+4W/u4c7Hxs74uIshzmBOVv05dvIxVWHbqkJ3rqgx8O//xy4KiDLZ2o0y2mJ//u//h2VdIdGKG65cXWCq2uTEVJ2aH7J7fS9/8qpr5g1a4eyeYWbztYlSSTfYMcohs/nac/hU545LGdcLiPbSxr1HJnjfVx6yq8tZ280eCMGm/b+2z/JKHNUKWBWRq0dobPlIYKpms6A6WrV7WmNEGJ1pRLwYe57erMtYuTmrPEhbh3A7gV6YkjwFVecV+nZ6qOIo+YF1uzKiOChr2SebKJGjgOWn/qhzH3o+schkXxinl6a49DNDVvn0UqVXVS/Q1X9/Ic4EhJzbgJbCZ70awYmyk4dkJSsoU1RV0vioKCxb7H2P+WFxca1b8GtZq/b7ZRU6bENTr6rQFC9qg1K4hBgUo9LK/MyQYzWT9KoK05Jndujer8ockI0IiiE1xYj0zSnNQ3eb51i79E/UrQyqUuR2FVs+muha+ghwIserozxgtiACQz0ZAiPUfRtI/e6Lr2KoJ82HvnGIgyNl7grXcRhr1en09hIY8EOD52j6si6qdAqGdvJjz3wh//bpB5muC562i3eFzTAqZQO2OHiLs9ZaudYGO13EPPed/MqDV7E/KLOuP00jCKn5CwcU8/H7Pxi2LGPj8wUiuNLKQAXGZkCvWF1g97pewnAF4X/bu5lukwdrPwYo+vMpdCp+Y5voTIYZvxdjsBl4ZSkWFelto0ek0ErhOXYOcAAd+sz4MPCUX0B/44+hMZ1kPEQsE1nQTOkBfDyKUqbHzKDc+TOnZ9NIdSbQWlGq+/zTvUeXjUO7lHOeNVXh1Hdh5KHoQF6bGkPE8Qt9+/tT34V1T122a24hXtrG5fvFZ92zeYZ31dazDi+SzptLBVRAHY+7auvZcY6f6FxwKXC9wIjLDzvX9vD57xxn38kZ/IhjM99ACDbtPzJTJ+06+KGJAsYoeFUKpRQSadBprWxmVdnMRxitAjURHzY6z0TFRwQmaJUHrfyOldax54h7/+1KqyEeW/XppHAQoJPu3u9nNMVhn2zmMbOOpvIYUCWu1od4ubpzCfu6jEkPCmEF07jKWDeq7/ebdp7QPqAGaOqkyFM/58Espgz4uExLjs1qLApY49KUooETfU/mXlP7z2I3K/tNjf+vkj9jt7m4cUfQfC58DuvVGFeqo1Gwa6iTZlR6KdPS3EwTUCJHQ1xWq0mmpUC9TTmkQpZbg5voV5WOBelszGfzfJfZyd+FL+DX3M+iMHgRZaJBilH6qJABDH0qpIcZQmMbXcCOL6koS7qimObZ21dy/bYVCVdw5dT/Iv3f/4vG9EkmTZ5GRDdSpQrpfC/ZZ7+d67eu4m3P3867v7yf0BhMGC3AHUUQhrxBfxE3cqUqqBBNiOCwoqeHgj9G5YHPc3B0I/25FFppVvdmO9RbZmM+fv+V+ijviegU3zI72bQiR6URMFn1O6hWWikGCine8WM70FpxZPgUK3FIRe+OfZKt8mbM7fd9n0yKRIYqt3YnhcaTKZy0EkieY4Xxp5s7ODRjJQ5HGCDttqU6ROijzGNmE6fWvILdNyr46juwN81E72yKKd1PTWVJSYNAucxom1WcLUEV41waqZaC88GhXQoW05qdN1A+fp91tuwIWiMoZbOvxrfbLWPgOl9z1YHhxYP7s3mGcmoPVtW52eHGFyNA0ySFnNoDbOdi4VLgepGgteIdP7aDt3/6fiYqzQUHQmil/Vf1pDk1Ve/oLhRpdcUawESi3bNFlGNelBd1wcb7tPPGKpKJsistNyxbHlAUqNKjrGPWqPQwoMqJI8/3G0qS5X7ZxglZAVj91Kfox3iKc3DRfStiuYgZmgwwg6cC1qiLS2b/fkM8dd9hrsbD51l637IcN0QzLTkG1Qw6WpgJCgeFGwWssV5qjDjDGqCSn8eViIdlPbeHV/PTztepkCFAs0pNJxlcAZp4VCXNJ8Pns082s0sd4r3ex1inxjgevX+0na1PldlvNvHB8CW8yfkS29RJelWIH2kyx1nCXepQR6ZuNhayef6m2cXPy79jtENgdLRAsOLqSinSEuDjMBoWgEgcPRqL6n4IgeHYhK0gtHMF73zsWv6v/zp+ynyWLeoUfVTwcTlgNvJP/it4ldnJ9Vid6q/uHWbvyWl6My6uozk9U+dy0+J7auUQOB5gpYxGKj753n68ycfYGh5iwrkKgELaZUUhzemZ+pzct6uFN7u3UVB1TjOQPNWYTrE6aoY7nH4S73nZbgBu+fpjHBguJdJCV64u8ubnXpYEEONhjjVRpjzOtrZaXCwUQhgCfi2RoVLPfjs3m8ujQCWkL6cRgYov3BrcxHvdj7JGT1KWIj4eHj5FKVHTOT6uXs5P1wJ46mvhoS/BqQcg00dTNMenDRqNEqEoJY64WzjkbAPmz5wudyPVbJwvDu1ScKZNXZ2Yr5q2/JSicw3uz+YZ5oIpDIrjspIVappMmwZxnRRj0kte1ckFU8v+ec8ElwLXCw1jrA90dZzrc4P82auu5pbbDy04EEIr7Z9ydEd3oZwBpUawgW4Q2oYAVwmBaZUH36s+wgo1nchTtQ+0DsLqqDlIAA/DqPREPzt/PMALhRHp436zlXF6SRGwWQ/zDH2AtFpcY3ZCilQkTTEq9/+g2aZeDGWI+LXvp8TvBT/PU1LvI099TuZzKZgdUMQmDc3ExyoqR0fB26j00s80/aoSZU9tv70b0WusTSKkCHin/zr2ylau1oeThqLHJRtxIK2zVK+qcEA2JY1Ne+Qy3hu8hve6H2F1Fy3m2OXuLrOTu8xVXK0P00uJSSmyXzYnxgOzG5m6BcDz2TzH++7kGMO6H4W1knUibmpfWOahaF/P0Ql1KdbY0wq+uvcUr752YzIxxhPxQ8FVPNr/bjY0DlIIpyk7vRxLb2O4FDDWNhG/+bnbkiAu69mAeECXIuc9D89pfR5HKxqBoSYpPAlYoUsMRyXSciNgotJMAut2XCmPs02dpKyLaNGkXRuANwIDoiipAjvcYT74wx7XROPxYkFPqR5Ed0LRxEsqVzF9xItUBtzGJDjFDhmq65kr8yQifFvv5k/TNyc6rkUpEyiXI+4WPuH9BA+EO3lzLmVVAWKd1kaZdLaftCOYoE6/KlNTOT6bfRWi9KKZ07POTi4BS+FfLpcbVIwzMVKYg3VPt9lWExCJqbYg2Ay39ux2y4TlCO7P9Blmelbii4uPy+OyJnF9C7DWxRma+OKS6ZmfW3shcClwvZA4dDvc8Wcw9mhSdrh+xXau+6FfZV/62gW/ULOlMfIrcomUR90PGZ5ZWqAUhILnaMt1bQt67zI7+e3gl/hL7y/mTP7t6gfxn4NqJvJFlyjT9L0TvIrAIVnNQ7KJMjny1LhSH+OF7ncW3deIYoQ+fHEYYIacatJPiX5VugBX/sSDAGXJUlS1C5Z5DyOmaROXITXFk/QhmrikObsBrS3kiigyYRR4hjRRmIg2I1FjVI4Gfxa+il93P2stc6PMqdVLtaX01WqSA2Yje2Vrx8IwDkTreGSUoo8yZcnNsVtutxpNtJjFneNyJ2gedS6jHlj7Sh1Rgay96dzzdguAu9k8x/v+kfNRhpjEzQ8w2VBI0KBHylSU3VcpHQWEEtGcBEfZRtBDo5WOSTWeiNOuw+GJBg8HaxBZE7kPNejNdk7E7ZPu/pMzGIFJKRLgkncCAtV62lpFn9lv4HppCj1DTI77DBUVo6U6odggKRRJbGRdDYOU8AiZFhdHw5reDPm0S80PCY3gqCzZxhgrBlu6vIt1sveqEjVS5KjjRYuTmHoV9w40SHH6ytey/fqXdchQwdyMYF/W44+/9jB3De/icPHJbDOH6DEzzOgeDuqtnCr57FjT1lS09UZ48Qfgjj9DjT3KOrfBZCg8Ipv4bPaVPORcTcMPl5Q5Pbfs5Pw43xza2TgbI4UOrH0SrNoBw3uQsIlRbrJg1xJRh1btsNstE5YruD+TZ3hvbT2DbYvdGu0Wtq3F7r219bz8XD7cOeJS4HqhcOj2ZBXc4VZyeh/6X97O7hd/AC6fX0qja9rf1RDC9BKDVmhxaB2t5kikz0iemqRp4jKgSol7RrvOZHwMaJVDn+hBqy8O+2Ujh8xamsplMOKnvkR9a9F9G+IyKn0oDCuZwlOGISYv8VMjKKBwBkHr2WRE555TCNGMSB95VQeBmqTJqgYu/pyF1lIQAk1SieZm3P3tEdLAdvbXSTFDjiE1xXEZ4leC/8H/53yQvKozLXlmyJImZLWanBMUtgei251T9EmFAIfH1CY+wku5y8xtdZjtatXuZBfrPmdTLmt6M4yXG/RlU4QiOFpxMuo+XmoA3A13mZ38Lr/M29NfZpczQm/GxxeHcnEnB9b9Avu/3U/WGJphy/M961nP95znMFJudEyqE1Vrt1ltWClARyuUbtELGn5ILu127BNPul+8/yTv/vI+JlJXMhxsYHN4mHFJJ3xDI6BESPkzqDW7+LFnvpD//sI+TkzVqfsGR0eUDrHNXbF04BQ9NMUh74YM9BYopO2UmPOiYMqv2UxabnDJ79LDM2mGJEOZTGL5GvWeUyfFtFhDhPvcp7J97ZO7HmN2cBxnn0+VfGq5raTdqORbmif43HojbH4ODD9AqjrO8LjDLXsyPDZaxS83zihzeiaSU0vF+ebQtmNZjBS0hh/5fSr/+Dq85gTK2AZoA4RK4acGyf/I73csQM4VyxncL/UZnqr4S1rsZir+WX2m5cKlwPVCwBibaW2UobimRe72stYvunTK/n7zcxZ88edL+5/J4ldhuIrDDEqJcdVp6WrVBUJOSx+BuKxVE8QNJN1O8USN3SqS5gHZyilZgQBr1QTX6IM8yXl80X1LkmVCiqRpspIpUipgnVp+aZbvJ8TNfkvptl+Od6ZGilHpJ8DBF5fvymUclLX0ziM1ttj5BZiiB18cVqjpjgysLe2GGDSj0pvwQvuZYUJ6+KvwZfyovodt6hRDanrBoPBus5NvmR3sNkfolxkmVZFy305qgUCju+NZu6sV0fU7WpFxNa6j2LKiwOnpGgP5NBmvNbn1ZG3WEBYOgMFKVjXDFp89/uwA+7xrKL3y51D5E1AdJ5UbZGD1Naw9WSK/9z5yqRSgEhH3jBcZrMzSxAToy3rU/RAjgue26VYrW331A1s96st6HfdAa8VLn7SWz333OA+dKvHZ7Kt4S+WvGJRxSli+p2uaDOoKbrYfogav975c896vPMT+UzNIaIfWjOewspgmn3Ko+4bpYAdHa+t4ineSdGpg1s23TVMM7bRZ0SViNH95QtF4XIbI0mwrt6aSbPxo/vIlH/OsyvZaQxQYX3MZfPzp51AqX2acbw5tjOVsAvvw8fXcXvll3qi/yJX6GB7WkfJAuIEPVV7KjcfX84at53S5HbiQwX2M/myKzy1hsfsT2Yur43opcL0QGH7A0gOy/d07ErP99vfDDyQDzXyYnfafKDd5z7/sp9YMF5VgX8zStV183I+0AsJEPHuuheUTJXAdlR4eNFuZoIc0Plv0MM/QD+Oqh5awby8VSdNDhX5VoUCNguquj3kJ86M94Gn9pyJupH0zfRxSZ2ifOhtj0sMpBsjSSOxL98mmRMIpq5rQZaElbX8KncG2wnJlJdK97OS8go/LsAxQJsNGNYpB8RvuP+GpAERxWvr4fHg998oOxqWnIyiM0Srha/aaLVHGD9Zjvc/dBZyd4mvpz3kUMm6HP/oLd67mY3c8PqecWEx7jKkGUTw6JwBuR2hsx35opN1UD89RvO3527l++ypgVcc+s6lLSrWC5oUmVWl/EF34SLM5qDHaA51/q11JM3Mzr27+M+vCE+SlRKhcZNVO1At+MxGBv/6yFbzn5bt5/d/eh+cocimXTKoVMGdTDjUFnwxewVNSf2MTCO3VsKhpime//cwyacqZk7UqkyZN0JGNf6aam0VbCEsu+bb1UbQ7Yp2PzOm54HxyaGMsVxNYEBj+6usHmQ53cp+6ip3mKP3MMEkP+2QjjVCx9+sHee31W3Dd5cm6Xqjgvh2vvnYDn/vuCe4yO/mWuYKX6LtYHzWJfsk8ExOFjK++dsOynfNscClwvRCojltOq5vu/ns3bf2iq+NLOlz7AHT7I6MoZR1Aqs1w3qL9QpIvsYPO3WZHkimYllzSD9teejXYsqrDxQlcReCwDHFANlImS0HV2KGO8sPu/YvuG4jmdJSpG2SavGqwgmlWPFEi8O8xdMtgxoGgj8O05BlQpTYhfem631JK+wKMSw8lMmxTpzrsSz/rvYuvmadzS/hSft39NL1Uk0Vcu4ZqezBq+aytAdByWCWpL8Qd/wbNCRlAcNioRslTp0wGExkFZJTPoJrhSn2MG2Qv/1/w0+ykM7PpOg46aooEcBx7l5SyWs2ZlCbjudSalitXzFpfnpSjWZH3OD7VSLKFNd9Ek3sPN9+4jWLG4+/vOjynnJjxrGh/GOmXxo1MsRZkKNasxAi4jg1ewZoGuI61HH3Shn5efe3Grs/jbCbVqZpP1nOo+YJvBDu/22A5NIJWioynEx3q2WgPdO4c2ck3uJKd7mF29Pq88OlXcc3Tb5wTYO5e18uVa4o8dKrEgNcKWqEVYE+teSbec58E3/yATSDUpyw9oK1p6kxw1doi719C1up1a+eqOSyGRYPPLn0UrNh+Vp/jQuB8cWhjLBdP9EsPnqJU83EdhVIO+2mlVpUC1zGUaj5fevAUL3/KumW5drgwwX07nOg+dUtyvULuSN5dZ577eaFwKXBdRszbtZgbtANI0LD0gNkIGmfMo4oR82D6cimaQR2/i1ZhN0tX6JR8udm5jW+ZK/iqeTqXq2OsUlOEgIePtA33mgvbQR6I5oBs5LCspoHHoJpht36cF6l7F923KqmEnzrEJCkVslYtbXFwCYsj1vLtNsXEMlI+LqPSg4/HkJokR6NrsDs702mAimQYp5f7wy0M6hI71DE2qjFi+9IZydGjqlyjD3G1fpxJKXBcVhIyjqcM05IjRLFWTSbWxO2YPfip6FPF51fR51ipZmiKNZUtk2FCCqxX4+io/Cu4eITsUEf5iPenVCSDKJVUNP7a3MTdZpc9hwIxEIqQTekkA7iymOb4REggQsZzGMilaISGkbLPQN7jD162i95sas7YYox0LScqpejPpjjl15Pz6mgRGhhwlKaYdSJNUhvExQ/AiJWQevNzF87mnOmkOpBLkU87FDIO0zWfmm8wpt1WV6j7LRmt+c7ZGeg8Y8FApzPArpP1nERdIM5a33zjNvS2FbDlhq6ZyjPFdM3ypBejaMTbLRsW6KPgy79qG7aegMHr+cwELxdP9MSUXQy783wdtLIL4RNTy28ic76D+3Y8eGya6/U+3rNAkuu3g9fz4LGdPHlj/7Kff6m4FLguExbsWtx6jV31nt5nOa3tJYuz5FHFiEt2DxybtmNsl3LjbEvXTlgHnR3qCJ/13sVGPUovlVnUgPPTfNUtY1eTFHtkCydlEAWsVePs1o+zWx1e9HiTkmdKCmRospJJsqrJRjVyHq784iHOdj8R0M59jp9lEMkmVSXNn4c/wQv1vVypjzEpRZA+NkbOVO3oDFgVh2Q1nw1v5JtmV6sZKQz4rPcuPBUyKj04COvUWNKl7WDIqQarmUCJYkIKFKiDssGmQ5g0G8Li1YL4983IktVVITkajEovq9R0YoXaCnc1HgEOIaIUh2SINCFX6qO8W32E3zVv4G520gwEE9XDQyNUGjZ4KqRdVvVkGCs38EPDyCINNMYIe45PM1Ft8sKdqzk6UZ2T+WyGBs9RmCi7GogkDVQrCmkmq01rXSpA5ErV/kyWgjOZVNvpBYP5FCem6okTlkJsAI3w4f8+xNYV+c7P3Fb+1rlBdq9delB5/WUreM0zNvJXXz/Iyala8r4Vsx6vecbG1nnaOKHngqlqq1l2IYpG+3bnjGXqo/h+w3LxRNf15dDYRV23eNGIfafW9eWW9wNcYEiU5CqoOqcWSHId5JUX9TovBa7LgCV1LcbaesvFo4qgteKG7Su46+D4vM4wtunKR4lHgSohDjVsUwWAi8+AKlFQNVzCRMf1fENhNVD3mC1MUCCtAraoYZ6uH1nUNhVg2PRTJU0vZfop06cq9KnK+b/wiwhJvJcuPmY38tiAQFElhVGaF+r7+GD4Et6jPsZGNUqOett2saOQSjKzNUnz/uCVfNI8fw5H9Cp1tMO+dIsa7rAlFqxlKwgZ5VPE2qGeNv1k8HF1SJ5awtn25uHaxtcV/zktOSYp0E+ZXlVhSE2hkIT+EMOJjhfg4BGQVQFVSTOuBlmlJngDX+S/m1cS1ytcbUXzT0zWWNefQaMo1+0k+rsv2clMPZiTWY2Dw2MTVb669xSHRivJInmwkKIn4zJebjIdURJW92a46Ulr+Y+HTjNTC8imnCTjOF3zaQSGrOewsS/NhmabpmpqG8PlYMlNK0vNmMXZz3d87kFOTtcRkYjCYPm+jlas7ctQboSd5z7H8vedj43xiW8dxVGwti+LVjaYrzZDPvGto+xc27t4yXUe3mg37D0xs+g1ncl2S8Iy9lF8P2G5eKIvuXoN7/ryPqarPjpyJIuVNEAIQqE35/GSq9cs+2c4ZymvM8D1uRMUdGTwgQLV9jkFpqXANn2SodwJaKNLXGhcClzPEUvuWnztDehIW285eFTt5//Go2Pk07ZLttGlw2M9I/RQoz8K6gRoRJqTIGxUo2iETJdy6nJCBI6xkofNBipkKaoqV+pjPNd9cNF9fXE4JQMEaFYwQ1HVGFKT5/V6n4joZsN3viDYQMw6R1ltUz0rdTS7xB/LVIWRl/2M5CN94P+bWKCGCckAiJq36qR4W/BW7jS7u16LXXxZ+9IsjcSWOIYt2BsUAQEOCqFGmnV6nB6qjEsxMoVQGOZm++NPFVu1KqzpQI00Eolvh5EslkLwZ527xYm1XF5H7P1a1ZOhVu3hsuAUP9w3zD7ZyljZNk052nbSHxlvlRePTVR5/78/ws03bmtzm2pNXJVmSLkRoBWsKqZZVUzTDA2nphvkU5of3bWaex6fYHimzunpOl/bO8xgIUVv1mO83KTUCPC0Yn1/jmMTFZ6XPsCrK59jXXgcV6w26gl/PZ9I/QR3juxcduei6y9bwRtu2Ma7v7wfUTbLqpQk3f6FtHXJShpmmvcvWP42P/5n7Es/ed5sb/v4vKY325Fx683K0rrKzzBwrvtLW/gvdbslYZn7KM4KZxDcX0gsB0/UdTVvee42/r9/PUAjiEe9FhwFb3nutmVrzIqxLFJeZ4DL8g2mtGEidFvNq9HXwsYNLoPasDp/cQ12LgWu54gz6lps09Zbli+3MRx88JusGP4Wz8r18zCbOTTeaWv4TL2PN7hfSaZrP5rUM9gyuk58dpYfoSgekQ08LkP4uKyI+KkvWILQf1kyjEovOuKnplXABjV6nq70ewcXKmidkSw51Uwyixpr8xs7q7U3OsV/r5HilAxQIYvC0KeChNtXkxQlspEYu0MNjyw+TpThdwmZkfy819OueOFG528P4WNqix+FkR4S2bfm6VUVcqpBA48MfmTc2on4eO12rk1SiQB3jTQN0mSpWwcppC0AlmT/eEoLcMh4DtmUw+iMw0oVssarMpxKk/YcRkt1an6kkyyQdjWrezJ4rmLPiWne/un7edvztrN5MMfvfGEv5UZAX85juuaD2HOPlpqkXIdC2mV1j+bYZJVP3nOUfMphIJ9OJrk4qH3zD13GhoEcA7kUY5UGn/6nT/Cr9b8mJ1VmVBFfWRvRTcHjvD28lYr6ZSaqV5/dC7QANgzk6Mm4tnnMWEOUvqyXjJ9Jw0ylDt+av/zdnDrBw59+F2+Sd9I0qmsmas+JaR46NUPK0dR9k8h1wRK7ys+CN7q+v0sfQxcsdbsl4Tz2USwJT/CmsOXgie5c20s25VBuzK3WZFMOO9cuL093OaW8lgpdGCSfzZKrhlSMdVdrR06H5LNZdOE8vUdLxKXA9Rxxxl2Ly8SjigeKDcMH+G2/hgk8jup1vF//OHdG+pHtTVknZAXr1DgeBomyXMsdsNbFY69sZlgGLD9Vj7NTH+YqdXTRfcekhynJk6XBEBPkVd2Ky1/CBUWIdYqaJk+WZhKU2S782HKiBWnbb1j6qWAnTat36tDPDLv1IbKqmXTnx4iDQoVhSE0xoErzkivb7UunxfLI3EhflYhYENMO4uxnGJ3LoMjgc1r6SKnpiOs611QjiLiyNgiF09LZfDAqvaxT1qrVVYYmGi0k1JpQabyocczoDOt6MzYwwyfEZUZbHl0h7ZLzchwaq9CImqJW96TRWjE83aDuB0wbeNdt+8inXQRhQ3+Oum95q66jrXKDEUZLdfKpPChoBkIzMKzrzSaaru2T3L/tPcnHfzSDro/zaNXjtfI5slJlTA8mQWGTNOOkGDDj/KL6PLnsLy7hrTkzHJuoMlMPCI0tuSoFU1U/ybjGDTNra4/MW/4uN0PGGhlWyFGuyR/lSOryOZkogPd85SEmKk20UijVIO1ag4TYaGDBrvKz5I1uX11Y0n1Y6nZLwurz10exKL5HmsLOpQnMGOF9//oQ1WaIoyMqUVRCF6DaDHnfvz7EF9/y7GULIpdLyuuMsPoa0quvYP3JPRwPMtSCNnMRV7PeLZFavfv8vEdngEuB6zniQlvXAclAIY0yDV1klDQZCdgSHuY9ru36u9PsZJd6nCvVUZpimasnZAWr1QRZlsf/eVLy7DObmaBIRvmWn+o8uuh+oSiGZYAaKXqpMMgMg8r+dwkXFw6CjyKMgsAUIYJQI0OvqqCw1qapaAuDlb7yEFaqGcqSA4SVagpB8Zvup8mqBj1USSufYenD4OAQJlzrWNR/QuaXB4otSN+vbokavMJY2CnZJua7ugh1vITHXSdFjgZNXE7IClaqaTI0EtqDDXLjxZzNgo5LD2U6M1dlsoxKH6v0FC5ChgCjNA1SaAI8QgIcZpwB1vXmKKRdqs2AXsoc1ps55GxLjtUIxNqjRpOcb4Sx6RpGBEdrtBbCUJiu+zhKUWmG1lZVQGnLJXY1NAJDrRnSCAyNIOLZms4StFKK56b286oTnyX41CgpFXKZCL5MMoad8NJST55JgzRTWC7bgDoMLF/38J2PjfHhbxxMGsbieK/WDDkxWWVtX5ZyI2THmiLbcqWu5W8BRkoNGuLSo0JW6DLHtOoI0t/3rw8xU/OZrgWJy5g1RjARrzjbESR3HZ/PkjfaLSPXDUvdbknQ2mY3z0MfxYL4AWkK23NimoeHyyjA03ObvPzQ8PBwmT0nprlmQ9+ynHO5pLzOCNF7FH7+bQw0xxknT0PZSteAqRB6vefnPTpDXApczxEXyt0iac6o1HnKN/6YdHWG40EfjVAIjKKMR0X1s0pN8Gb3NlQg/C/nkwyqmah8qfCxjjTduvkXgwicYJBHzPqIn1rjSn2M57j7Ft23IR4nZYAQzUqm6FG1S7JUZ4kzeXYBZ/cFzxCweRYtI0cdwRpSeBhCNONSZFCV8KJ2sTQNeinTo6oUqFMhQyWSj0ornywNNquRKKepEq51gMMes5V9sjk5X4sD2x2mjYsal+c1BgeFQUX8bXunpiVPVjfpo8KY9HJYVtFDlUFVwiWkTBaNwaA4ZlbiKMNqNRmp4XcyYVMq4B6zg2e+6BfQ9/8D4dQJms2Q0ITkqNPEwyjHal75NbL1SWbcPB8xL8PQkpULjM1kiAjZlMNMLcCIWJ3IqPEjiLPdIoyWGgz1pBMpJ6UieoOBE9M1/LBlHjBSaqK1TrKKV/sP8Ob6raSlgu+sJJXLoaoTeASsZIJ+MxPRL6yObQOPSXrp8UDXl+97Gpc+K82QgXyKkZkGYdh6ymEIxyarbOjP2YaZ3LGu5e+abwP1rAoJVCuTDXEmyuWR02WynmZdf5Yj40LdD3GU4Ch774ena2wZzC08Pp8lb9RBLfr+qmi7ZcXWG212c5n7KBbED0hT2HePTVl3OEd1zX46jiIIDd89NrVsgetFSYoBd5qdfMZ/HT9lPsN2jpEioInVIP4n/5W8yuzk+mU945njUuB6jliyTuA5lA/amzO2BY/xR+FDDEuGpjJ29edq/MBgBKYocKU6wh+5H6RHVdskiwSXdpmWhQMgI4pHZC1HGcIXjxVqmp36CM93H1j0eqclx6j04RCymgkyymezOn3Wn/8SoInGi0rSSw1eHZZPPksnZw6pkWZE+qiQpSZpVqkp0vg4CHlVQ1BUyHBUVtIRPKo4yyk0cHGAHA0Mmm+YqzuUBBytOlQyYtqLowwPy3qy+BSo0aOqeDTxEDwMZdKMtFEW4mDzMb2FEgXWhcfpizK83zHb+WD4EmYkx6AqMa162Btu4un6Id7rzu/V/VfBS/l/p5/JC57/Mj7+z18kxRQmP0AfFX6i/s+sC47TmCrhZbOkV+9kbOsvceCuIuW2rubAWFksrRQ9WY/RUgNHqyS0FWLZHVtKj7Opadeh7ocox8pbhSJIYDO3YXS3m2GYZBWLKc0ra58ha6oMM8gqUqhAyKZyKKVxJcShSRMXaeO/r1PjaN27rJzIuPSZdjWjpWbSqdwe4IUGfujKVZajaga6lr9DI4gIParEEWdLRyYbbDDvh4bBfAqtNCuLaY5NVKOmGouab3hkpMJgITX/+HyWvNEnbewjFY3Js9t4Yk6452qetLHvDO7eErHcfRSL4YnQFHYBkIjczDf4yqztlgEXw/I1XlzmmyFp10GFER8cRdrR1Jpm2Xm1Z4NLgesyYMk6gWeB2V2Fm9wabjmgLg6IIFpwlLLBayg0xaVIlZxSeFiB65izF/+9GxrisV82MiwDaCWsVePs0EfZoU4seo3D0s+05MhidTR7VJUetfxCzD+IiHOKo9LHgCovSvOIx814gtRAA4f0GVqtzh6nhVbw+rgMJf+qkOVxydBLhTw1vhI+gxe591CSLO1vW1HVMOiIQUvCta6SJsThBv0gHw1/DEHjKMPV+igFphPR9k4tYtvlXyPNqPSRpUEfJfpVBT8SdFOYjmDzI+lf5JHsk9gSHCTTnORYI8vdtfVkPI+erMNj1YBmaDBY4XjrevRFrlTHSKmAprgcMBu4NXwpd5md3HfPMR4dqfBwsJnVfbZx4hiwN23PEZbH6C+u5l2v/ml2jezlFvM4n9pX4T8nVzMtCldBT9azklBaJRQAsJNSYISMaxvj6kEIYgO2lcU0JyZrNKOFKtiO5lYWVkX2sZb/enXvKdYGxxgzeUJgZKaOUoq0hs3SWip42hIllAIHBxU2QEIY6q7ycDaYqDZpBoaaHxJKqwQaN6gJBj+Eex6fwBhBz1P+dk2dVUxQJctns69CVGdQVvftux7zfOeDsEiUcZa80d3rerl8qMC+kzMosU5kMcJQQMHlQwV2r1veZp4Ey9VHsRRc7KawC4QnbezDczRBaNC63ZLHvkdxk+FyLkYuhuXrvpMz9A3fxW/JX5MPa7Zpk6hpMzzM7/Ah/nBYse/klRfVPvhS4LoMWBadwC4wRrjl6weZqvr0Zq1H+ZgUaOKQVgENSeGHgutEKyJX0RdO4EmAp+zqLx6aY2/2GDOSY7/ZxBS2jLtFDfMU5yBwcMFrCkRzUgYtP1UqrFJTDKnJH0hpqgsBQQjwyKkmp6SfjWos4XfORuz2NPvf56LLq9r+NNjsbR8Vpujko/aoKoLiRc49DFCmV5VZwQynpZ8QTYYmBoXBxcUwLr2UyFIjTYYm29RJdqrDFFWNN7vWatB1gsR96ptmZyKHNRs10tTxcDGcMCsZUKUOi82PchPj2SejlOKQtx08qKVC+nWTvpzHsYmaLd1DUi2J775LiEvQRkqw8ENh36kZVhbSnZkQpTnkbadW2MqOie9S+ZuXUyw9zlXG5/e1x2+u3MKhK34ZvfVGpmtNfucLeyOLU8EYe/7A2MXoqh4bCByfrBKKnRx7Mi4ri2lOz9RtxhZ70ZlIXWCi0ozsU6HhG0x5DGV8muTxHIUTBcmE9Y73xRhDQCx3ZtDKQSsXTu9ZtiBoIJcCZXm5rm6VXKPEMkY0rjaMzDRaDSddyt8Z7fFYeit/5d/EcffqTjKHCFU/xNUarWKahVVaSbt2ORfzazcOZJmph/NnkM6SN6q14h0/toO3f/p+xssN6w4WLSy0hhWFNO/4sR0XNWO1bLiYTWEXEO2LET+IGiSjsSII7dhxPhYjF9rydaJS5zX+58ipGmNqbtPmoIzzmuBzTFR+BrgUuH7PYll0AufBJ+85yr2HJwiNodwIUApO6DW8BttdfYp+RMCPSmB5qgyo6aTj0f7UMtdOST+PmXVUyNGjKlypj3G9+9Ci11CVNKdkgFA0K9UUfarSkqX6Phh3n+hwgGHpwcehGFn29qkS+VnWqe0VrBbvUyU6AJOSx1MBORpLUpPo9mjD6HgDqkRd0kkJfaWaokCdBh6Osk1bMQ1gsxomwMElbAv7FEGUNQWrDdinAp6l9/LTzn9RUHUmpUATl1RkNbhNnUAjpAmoM5fTlSagKhneGbwOQXVYbKZdlzXNMOF8xmW2tX0ZZmoBuZRDLpUi4zlUmgFby9/h/e4tDKiZpIErrXyeoQ6wXd3CrwVv5i6zk2Zg5m2ceLrZw83+raTGAigOgptGBQ2KUw9zzf2/C+veD/k+bnnGJJ/cW+GzJwdohIKrrbNV3PkuImQ9F61txjV21LpidZEj4xUG8ilSjpNYx2ZTDqMlq0xgBI41sviuS94JCbTluCsFaR0iRuGLg6ssv9WLFHbrpJiSXlaZkNQylnh3ru1hdU+G8Uozoq/MzVqlXfubjoaTWeVvlRukVFnHgS/s66BfxJmovqzHhv4sp6Yb9EorUNbKjoVibDY2l3bRWi/cmX2WvNHrL1vB65+9hb/8r4PM1P3oM0JP2uN1z95y1gHHvLbiFwsXqynsAqN9MWIXh6ZtMaIYzKfO22LkQlq+rq09QpETzFDsylmekSKb5QSl2iPA0LKff6m4FLieI86XZMWdj43xf//jUWvbqC3PzQjUfbhVv5g/Vh9ioxplWnKUyJEiYJ0aA8AXzeOymmOsIsBlJdPs0Ee50d276HknpMCI9OESsoZxcqrBVnXqUpB6EdHE4XeC1/Em58tsUyfwcaljyOB3NCfF9ACw0lU6yrQqoKDqHJMBPIzlL57FdcTapcfMSnpULcpqOklDjxepqJo2SSoFHS5V9nqt6kBTPMpkE+msF+p7yas6o2oAx9F4QD3QkdXgBBpDnyoz3GZFaCH0qTIHzEb2yhbLlY2iZB1l+I5PVlnbm8VzNVNVn3wqojo0A9b3txaceU/xjvonE1WEMGoB0wgOISvVFO9wP8lLm+/GUW7XxgklhlfUPmOdugobwIuG2bjTeuoIfPa14OW5yvi8W3u8eWgDfzD1Qu40OxkspMi4DjU/ZKrqM5D3+IOX7aI3m0omLiPCzf/wbdKu01ESL6Rd8mmH6arPTD3giGzjlLOBreYw45Ju8URx7MQbKUaMqUE0IUY5NFUaHTaY8UMGMoPLJpunteKnr93I7962jyAUXEeSrJXNEiv6cilEZG7Dyazy9/XAe1+u581EAbzz83sYLTcjm07bvBafZ2UxnfD2Fu3MPgve6J2PjfGROx6n2gySapcCqs2Aj9zx+FlV4S6kg9IZ4WI0hV0EXH/ZCv7sJ5/ELV8/yMPDJZqhXbhesbrIm597fp/BuUh5nQm25RrM6JBJ43YNDmvi0qcNq3KXDAi+p3E+JCviLG4jCHGj0l4QlZuu0/t4k/NlUgRkqVNQNWpSYo9s5pBZjQI26hEu18e5Qp1c9FwnzUDSOLOWMfpVmX5VXvK1XsL5xzo1zmaG+WD4Yv6n82k2qpGII2qhZv0Zd9jr5Oc2m7ZFjWLgrAMRhdU6fYn/+zw1c5pMc4o+ZvhN99OkVRONFf03GDxmK762MsFNXByElWqasmToU2WOm5Ws1rYZyqAgKpunXU0zMExJkX5K+DgdTVM5HdBLhZLJ8qHwJsQaFZLxHFb3pgHFyEydmh9ycrrGinyKHWuKvHDnam75r8fmLDgvCw9yhT6OiLWhjRHTHDwCLlfH2aUeJxx4EiOl5pzGiS3BQdaFx6m6vQykZg2xzTI0K2BCSPdAbgAVNFhbO8if5v6GD2TezJdmtjNTDxYsCRoj8zZuILb5aH1/ltPTdf45+yreWv0rBmWcEpazFitmKWBEeikbDyLVEa0MQ6rMQbOJU7KZ5WO5wquv3cg/3XuUA8OlDh3XjOewopBKpLCW0nCyWCbqvS///9t78zi5yjLt//ucc2rr6qreu7MvnQBJOiEuLIbVBUFFAVHHQXwH2RSUmUF+6qjjOjrgvLjg6wIoAvK+KjoqiOiIiBpAdmTJxpKNLJ2k03tXdS1neX5/nFPVVb0k3Z1OL+H+fj6QpNanTlV3Xed+7uu6V/G/73uRdbu6cVxfZ5ZO6IIxOLPH0DdayPzc3+fvigzeVt7flxtz5udkT1AaM5NtCpsiJrP6ORUYlXXEojGiGZuM6+9SFH5xe1pToWxi0agMIJjpHI7IikIVt74yQrY7UxwNuMbYwLXWLWg8HveOIUeIWpVmqWrlJPOFgz5uXvtZrhnCVOs0s1Qns4P/hOmJB1h4fML672Ar3iOtoyRVGgcLK5gDVfprs/Tfgx3Npb3OY/1Vq/GnYy1TrTyZayZsLeYE9xkSKl00jZklVd7h8NemcVFEyTFPtdOjK/mjdxyXW/eRIoyhoaYiRMg0qAibtKdy9GQ8tFLc4ZzJycYGlqhWag0XzwixXS3iFuNcNpgrmRM2qQhbxa1zgHh9nLa+HBnb5YITFnLFac387MmdpPMu0ZAZhED5tz3GeQELp5gJOxgXgxAOayLbWHDiudzy0NYhxgk31U5YOSQSleXHQWtItVFU5YblO7KCSmysbw+fTvyBd57zfjozzgG/FEdj3LjghAV8/y+becpYxfcrr+K9mf9mrruLhE5hK5MX3AU0qG7iKoOjTPKECGNTRYqUjnEL5/LBjDPGT8mBKWy5fuaudfRkbCpCfsXYMKC73xmz4eRAlaiTltbzy0W1vPfmR9m23/99GouYxff6cDmz1+3u4aV9qWJ6gNYU+5dDQdrAS/tGn/k5FROUxsVkmsKmkMmqfk4JwQCCpl3Psy0fwi6JqzMMaAxliMw6dsp7lkW4HiKHI7JicBW3ggyvUZt5j/Ege3Uty4ydvNN68qCP06ejtOo6PG3QqLqoVamBWKoj4wTxiMcNpGalyhAnw4t6PgmyKNQQM9ZIDBa1MDRjcjRi1p9AledkYz0b3GYcV7PIaKMi6LctWMCGq7FowEFhBdVfv5VBs1vX8TPnzYSUBu1Pmcp5Ibr6875NKPjCjwYRVo+zil+Hz+ek+G6qtB9h9Uh6Lo3VMayeLDUV4bIv71TOKev5/OFDW7j1kW1oT9OXc0jnbKIhq1iFGwiPG57C5XOrY3zghAU018eHbFfXNMyisq+CiOkGZbYMeA54DtrO+C54BXlPESkc8yDzUrW/zCpzOxx9cAFwMOPGG5rruG/DXjbt6eO55LGsS6yi2d1C0utln13BHzOzeIOxiY9Z99CsWqkijYPJy3oBNzrn8IRawVWx0EHXMVZOWlrPdSXr7ssduLp8KFiWwafOOobP3rWOnqyDMtRhd2Y/u6Mb2/UwFOSDyUPFVh7lt6/YrsezO4bJ/PS8IVXLDa19kz9BSXh1Yhisb76E6m2foolO+owEeRUirG0S9NFhV7C1+RJWygCCmc1ER1ZozyPf1cqpzt9Y2fkSq9RLHBvZRkTZB71vm65iv67CwGUO7SRVlqPVbrQSnToTsfGrhgWTkoGmmhQ5QuggtxQOnOs6+PLBvbDltxwq13zBaeJgYAYu+38y/8jzegmPecs5w3wyyF8dPumg/LHMoj+/U1cSxsXWJh+z7iGk/FzWhO5jF/VkieMFeU9aa6pUihe9BTznLsTMODwTXkQ4ZPo/Y9GB6mLpzkcq57C7y59GpZRCaU3G9nBzLoaimLWZyTvs6nKpi0d43lyCrS1CuOSHHCn/mNtYHHviWzAMNfzW4exKjJ/8Clqf8QWrkwP83Fa0i6cVWaLs6vEIp9M0Fraux5F5ebCty8G/m142l5LTHvuzWTQOj3stPKtbWKFfoYZeukiykYXkNViH8btpMrdcCwJ/cG/issPUm6gLbQGFbE9K0hu0/59S/u3KCMZ40/6yn41qhKD+KLxFl2C7FZM7QUl4VeJ5mv96sYm4+jAfNn/DPG83VTqNY1jsMBbzA+880i828eOTtOS4znQOJbIin83x0ovP0bb+QYzWp5ibXs9b2clb4YDNiJ5W7NCNtOkqkqqf+ewNxqb2DLmbiNaZhxOIVo3GwsMKROps1UmWcHHLerw9q0PF7vA1RhsTN9g2N/DoJ0JIuVxp3kNKR1mi9rBXVzNHdWIcIBnTN2kN5ArXqT4cTOarDrp0JTYJ8jrFLDpZoPazT7t0ESeiHKqDresb3XMAA8eDnV0ZaipCtMytGlJdnJX0K5r7+3LBCFU/vqpgDAtbCrfQ46n8QQeuq9nbm+WPajYvWfNYYbxCCA8HFTQS6OJ7sEXNx5r3uuJrG3brcMmbYftDfi+raeFqE087WPgmt4yqwFAGWdtjd3eGOdUxLC+L8gx2piIs8Ub/xXCw7fLhfjfNr63A6UiTt/3s1PXG4kFGKb8f1I/qOjxM/par9j+hupDhepAc13GyevBrKj/3Kf5ZdrtgjDe5VLkzf98GlrV/njeoi3nBfe2kTlASXn0U2hTjla/nS9ZxxR2aXiPJVnMJ/Y6mfxpU90W4ThCjqiBoTaqvlxeff5Tul/5GdN8zNGc3sHIUPaYZHWaHbqRbx/Gn2+RAGdSoFAvVvqB/8fD8IhYOL8Nv02ts/MqfUWLE8jCCNAH/kvGJVkWvjlClskMudzCwyqqnBUe9PxJ1v67GwWSJauW1ajMh5bBPV2NqTZPqGvVn0AhaBnp1lCxhlIYuEuQxmWd0UKd7CCkbB4tN3gJudM/hUa+FsOnncLqeL3w+clpz8cSwtLoYCxlkbScQpgRRSBRjkTB00L9Vvl5PG1znfoBvKj8OywpyTf3ZXYouktzABw/c++l5sOXPEK4E10G7ObTnBI/ki+AK3U+3qi72x+/oTNNEF5tZyP/3+yzNTz8xYdvmw/1uKqQSqJiiJ2OTc1x0oS0jZFIVDEcoFUPTLopplIxkbHphb+qwGJsMpbAMhV3cMRh6m+LnEPzPy8Pf8kVrYvZADFHQ+xzu28OHjd9wSXoFTYMiFw9Xn67w6qS0TVErxRbrqLLrI6aeFtV9Ea4TyJAKgufStncfW59dS3rrY1R1PMcxzgu8XmUGbjPC7/1ukmyLLmdt/yIes5eyjiXcHPoWxxg76DTqyLu+RLACv7MponUGo4IKaPBFB+zRtdSoNCEc8phEg2qfi4FbzNwsnWg12meCDCH2U0OcvYEwG2gH8DNYVXEtBcGaJcx+XUWKGAqPauWAAlv7Wa7tVJHVYZpUF7Gg57VQ1R1sEHODSrJC0ah62KZjRXtU3qqk1bOoIMVN7rt5ylvKOm8RAzOeFJap0NrDdjxufnArJy2pL27bF6qLG1t78bSfgxsLGcQjFh2p/EACg/KFmFIQKhUZ+JOzrnE+ypXmb1hu7CSEg43FS3o+NzrnHrz3szC/vbIJQjFymRT7e9J4ysTCo9FrI0qWSp2iT1cQ9vJUqRQZo4LfxP+BCiM84W7xwb+bSlMJFtbFyNnan8VuGERCin29+TIxNN2imEYroqfC2NSdsamIWKSyNu4wv5ZNBRURa6CaXfi8xGqGzc5UsRqO7t/La9Ur/L138aRMUCoyTM/tZCQFTOuTpCk6JpNBqdk8ptSQimvO1dOiui/CdQLRWvPKzp3seur3ODueoKHneY7ytvIGVTJuc4SfvT3GbNqrVxFacCJzj30T1QtX81plwBNr2f7A02C38cvQe/ikezP1XicdxMlhYQT2nWnyIy2Mi/IRguAH6kew8VBFMxP42+0uJg4Kk3Kz1eg/A37F3igRyiFcrOB5soSIYpPDYp+uxcEsDgsorM3WFs94S9hi+MMw9uoaUsRI6Ri19NKkujCDSnE+kMIFEdyhk9SrXmwUEWxi5MmpKIYCA0VeRajQabYxi3Vec9lrK2xnG4YiGRtqSilUF3/zbCtfuXcD8YhFVSxE1vboTOeLj+V6AzmzjjdUXTzqtfCYt5yVajsNVpqesfR+DprfbhtR+oLRrnlgv2qgQe8nRhbLy5FXJi96C/h17H1sjryGKBx2t3hpb/6+Xn+CWDxskXM99vXmy8TQdItiGouIPlw52weitiJMPOxPMuvuz5Nz3CBLFiKWOTSrdtDnZQhWhIjRzdVvqOO6lxOTMkEJGLHn9nBns063k6QypuiYTBYFs3l89yN82Libed5uLO3gKItdxly/x3XuSVNe3RfhOoE89q1/ZE3vH1hUeuEw3zeONtgZbqa3bjXx5jcwb/VbmN2wmNmlZ23BD8hr921gpcqRNgxecubz3+qtnMizLFC7qQ4ERJYQFQeZYS9MXwq9lxq/p1QHgm5gtKu/TV0QWmYQ6O9vPZuDtvYPjIsigsNs1RU0IRA8+8DAAhvTr34Soo8YI4f9N3Ojew7XqlvKslX7iZImRowcFg5m8NoyhGnT1XgY1NFbNK34r0cTtkzyjiZu2DiYdHiVpS2BGMoXroUvM8tUviAdtG1lGIpzXzOHXz+zi017+qiKQTRkELEMMraHgS5WWIfRrCWv1GCdbkbZBFVeRtf7OWh+uxkMEClM2rGVRZeq4UfhD/JSKkKXTrCRRSwIJShMe58Mt/hoevOnWxTTWEX04cjZPhilSTOL6isOWs0e/HkZgpMDI8SKpYv58SmvmZxK5AF6brn3an/gwGEQatPtJKmMKTomk4lhKP7tmH1U77qZqNNPHwnyqpKwZ7PA28bn1M10H3OYqvtjQITrBGJWz4feoZf3E2FHdDm5ptdSc8zJzFv1RhZX1g/dFgrwtvwV91cfwcx2gNZYaKpQHKc2cWxkH0+u/k/+7ckOQtlOOklwHmv5kHX/YX51wuHAw59iVAjv7yfCOm8x67zFfMS6t0zM+gYhXwT26DgaRbeuYLGxr2gcOhAagjGtLhlCbNOziZOlUXUTwS6KVw+Tb3vv5h/Vn5kdCNJsMN61WqVIB0YpjcGjXgufdS7jSvMelqjWYJqWxfNeM/e5r+dfrbvIY5EhQoYwBRGcI0yUHMXpVBqS0RBd6Rxxr48t5kI22YuKa/ejhBQ5O+j31bCzsx/TMNjZ2T/ktQ6X9lEXj7CrO1MUraNFA46riUdMqmIjTHYqZdD89ljIJGL5RqyQAQndxyvWYv5onMpOL+ePdQ2yZ0uZDLf4wXrzp6JiORLjEdGHI2f7YIylmg0M+byUfS9o7Y9ObWqBWasnx9B2kJ5b+vb41y86dUK3yKfbSdKgxU3JMZl0PI+VW2+l38qzza7F8wpDY0L0G7UsDvUyb+utcNI7p/R1inCdQCqPPhV2/JAOVU1rfCV67uuZ1XIqjcesYVk4PqJQLeWRl9uY9YtPsMBuw8WvqIGJZYCpHaLZdk555bv8YNbXeHh7F46r8ZTHhTxQjEcSpjculMTbF4RciDwW3TrBTe45XGHeU8w6LfR3ahR20N+aVGk2eAtpUt1s003MV/uJBMMIRsLBJBJUQNM6CijSxNimo8TIB/kBHhYuj7ktvBxayj+H7mGBux3Ts8lrixe8+dzonsujXkvxcQvb6i1qO7Wqj06dYINeBMBZ+mmWGTvo1AlKK7f7dZIFqq2kkuyRzaRYHMnQ6cT5f+p8YuEwTtYpVl1dz08GCJkKQ4Hj+tNcfvjgFprr40MqMYMrirbrH0kPX1y4oxSwpuE3cjQmIvRmRzHZadD8dhWrobEyRHt3L5Vein4V4xeR92K7vtGsdARpKZPlFj+QGJqKiuVIjEdEH46c7dEwpqSZQZ+XsmpepgsiCf/6yRIKB+m5JVbjX7/3uQkdODCdTpKGMEXHZNLZ+xy5vS+yz4mhUIRMVTY5q82OMXvvi0Sm+HWKcJ1Ajjr+rfQufoK6xkXUhUboVzoAj2xu58e/upv/Y28HwA1GMGrA9gAzhOnZqLZNfOKtGT68P0xbbwZQ7PLqWWS0Sa/rDEADW3UTHiY19GEoTUaH2adruM87nga6WKL20KaraVQ9xR5XD1W0KBlonvOWcrb1OEprTDQ5LEy8YU9gCo72wv3jKlvimlLFHlaFR5Pqplb1kozFcfM6MDkdWORpDNbr5iEJQ8O1EkRwqFRZ9utq9utq6lQv1aof1zWxa+fTeOy5/Evi9bw3djQ7OjN8/69baOvLoj0IWX6DgeNpTMNgTnWUVM4dsRJTWlH8+ytdfOcvL1MVtVDKoLM/R2f64HFPRmDk6kjlqYmHR2eEGTS/vdKzCcVMXnKb+YF3Lo/llmEpj2Tg3o+Hy6uB08UtPhUVy5EYj4ie6JztsTCmrNpBnxey3X77QFPLmPsnD9nYNIqe27HmDY+G6XSSNIQpOiaTjZfqIJPNkNVVhErfBwUmiowbIpPtIZTqGPfo8IlAhOsEEopUEJp7zLjuW9gmWZnfhIWDM6gmp/FNJIZhojyb1eplvnpsNZHHv8MS1UpS9YtonYb4OaB+5dRD0a6TRJXNbt3Ah+xPsULt4GRjPWcZT9GkOrnU+h8M7ZFQGVp1Hbt1PQ2qhwh5TPzPQZYwDibb9GxsbRHDDj4jCgcr+H+5eFUMGLt8c5ZNjFyZ6Qp845WDxVHhTj6Y/TEVZOgjQVqbhHFYZuzkWnULn3UuK6u6jsRIrQQveAu4yT2Hp40WWvR23sDzvM16mpr0PozHb+Io40ccFZge1JuW8h+/3Yhn+DFYSmliIYOGRJTKiIVlGgesxBQqip39eRSKaMjCMBRzQjH6825xpHLxWCkwg3xXxUAf7OKGSj511jGj77EbNL89UlFHS9OxfHhPivcGoqInk+dzd6+fdFFVxgFc0lNVsRyO8YroQ8nZPlTGtLU/6PMyHsf6hBibRtlzS8XEzqufTidJQ5iiYzLZbOmPkPBMYsrFHkYexpRD1jPY3x/hqGHuP1mIcJ0mFLZJTghbkB16feELtBDxQ8dmTtj4B3JGD926kpjOSbTANMRC46CLxqQ0MaI6zxK1hxVqBwmV4R/NvxBXGTI6Ql5bRMlj4TBXtbNLN7BNzwqMTl4wP0sRJ8szeilb9BxWGtuKcVoqyFwdDgW06yQJlaGCHBbuoFv4xquXWcD748+QSGdp1QN9TlnC7NU1zFJdXGnew2Pe8mIbg8Ib0ipQuK60laDB6KObKjapRWAaKA0VOs0/WH8lQQYdboRorMz0sOo1XyYZjZGMhfC0xjIMoqEBETXaSszgL0alFLOrYuzqTFOqXS3DN2KFDEV9IkI659LcEOeXH1mDNdZxUoPmtxswRMhMlagCDuqSnsqK5WAORURP5qSuQ2LQ52UsTJixaQw9txPJdDpJGsIUHZPJpjV2NBHmcjSv0KHDQ15nkj5eUgvJxY6eUuE6g7uIjywK2yRbrGU4wZbvcBPlleeCsmD304ScNHt1DWZgmhGmFy5+7moei226iXTgGc9hEVIOdaqXK817qFYpYuSZrTqZpzqoU31oDExcGlQ3ABki9BEjQ5hqlWKLnsN6vZgb3XPo0RXFSKvQoISBgcEF/loSKkN3YOyqUmmi5FF4RMkzS3WR1jF+Zx9HtHcb7V4cb4gGVnTrSpaoVlrUdgDWGBv4cei/uDn0Lb4euombQ9/ix6H/Yo2xoeR+Bi+qZv7qrmaDWgwY/lhMz+UK8x4qVYYeq4FoLA7K8KsaidmQS9H84g+ImH6vaSIaIhY2y77URluJKXwxdvXb6CAVvjJiMa82TrREkGqtiVgGjckotqupjYf41FnHjF20jpKTltbz44tP4Ob/dRxff99qbv5fx/Hji0+YHNF679X+l3E47ufOhuMDLumta4vru/bdq1g+O0F/zqEtlaM/57B8dmJSXd4FEV0ZMdnbmyNju3ieJmO77O3NHVREF6qfpx/dwKp5VdNPtB4Cg41N0ZCJYSiiIZNZyUixncYbTV93oec2Uun33NoZ0J7/Z9+ew9Zze6jv72Flio7JZFMbj/KT0Pn0E6NOdxDWOZT2COscdbqDfmL8xDqf2nh0StcpFddpQqEatFE1s8NcSLO7tZirWTpyUuFBci50vYJrxgDNLNUlxdZpiIlfPA/hEsMubssXclCr6WO5eoU4WRS6WE31mws8DKCCLA10007yAK7+y/mM+VNWGNuLY1cHi1c7GDUQwSaucmz0FtJNnCVqT9n2/Y3uOYRwCCmHrLaCGCpVMibTF97VyqFW9bFGbeBa6xbiKuv3sAYDCZYZO8paCj5wwnwW1cf5xv0vkXc8lPLPmlebO1hi7KFPJWhMRss/x4HpobJvG2+u2cv/dMw+pErMSNVD01DEIxYVEU0yGiKdc4uPPVmVz0kffzpGl/S4KpYTGNRe6Nu0Pc1lpzbzh/V72Lo/PfkV6mnKhBubJrDndixMZVvHQZmiYzKZtMxJ0j1rDV/drYs5rgmdwlEW281Ffo7rrDWS4yr4lG6T3FZxMR9PfZMq3VPc9i1GxZshyHRDPkUcgyXKCKKMfETATi+swBIVIxvEQVHMQe2hkqRKo9DYJeMEClv+4Iu7RtVFLX30UcFGb2Fx/GmBR70WzvW+whfMO/ig9QB+tyvFXFa/49WPujLxyOsQ17kf4HHvGN5lPMo81c4uXc9vvTV4WKxUW4sTsbL48U+qKF4HhHeXruST1i+Iqyx7dU1x/YNbCl4Ir+LsY+dw0tJ6ls9O8vU/vsSOjjQeMN9IE/NcElVJKiPD/DqyIqhsNxe0xHnocfOQt6tH+mJcMSfJlacvmRnbyRPBOFzSYxLXExjUPlzfZnNDJR9901Lm11Yc2e/TKDksxqYJ6LkdD9O6rWOKjslkMXBy389Hsi0cF9tJveqjXSd4KjufeCzEtVNV9S5BhOs0obQa9MfMMvKxq/lA7pcsdF/Bwnc+V5ouKhSFaBXk+0EpIsrB1Lo4/hNmpngdXCU8UvB/wHynfg3pYuTVje45NNKJGeS3Fix4firAwIABBfTpGKbS5LTJTe67hjVFaQx+5Z3GmfppnECihrCpUmki2MFjamws/o/7bgBuD13PEtVKKKi4vkc/zI3uOTzmLWeLHpiIpVHFrfXSAQSgWaJa6SGBoYyS2wAoeoKWgmVs58a1tbyhuY6TltTz5XNCPLujG63gpFiMqr/cjjIH99sGlISvXztn/vgqMYMqfyc1rz7gF+Nk5JFO+Zfy4XRJT2BQ+0h9my/s7WNXVz/XvnvV5EcjTUMOm7HpEHpuD4VJ34EYC1N0TCaL0pP759pM7OB37bI502R6GSJcpxWlH5hH2lp4UC2jJbSd5ckcV/BLzGzrwLZefyfKyeBhYOKVjf70KfjMZwYe0KmTVKk04SGmoYklB4w9rOzQUOign1TzE/ctPOq1cLrxbJDV6hV7VA30kPtWqhweinpl82nzZ5zrfaVofCplg15UJjghRqdOBsYulyqVZr23iO161kG39wdirDrJ6EhQN9bEVI60ruAH7jnUqDQh5Y8D1EHvXOk2ZZ4QVaRpCqV5oi3FT5/YwX0b9pZVzv7cUMG3KxZR0/fSQU0PJxnG2CsxI1T+jFM+zqop2NqbNuMsD5dLegKD2qd1IP00Y1obm4QZx7SueiPmrGlHqVHj+n94Lddc9H4+8e5TSNrtEKtBK0W/7dIfqfcNPEqXecgLb6g9rASavphASkfp0onD/lyTKVoL+akOFlt1EylinGY8j8KjQyfpoyJYkzPiO+abvBQmmhXGK1xgPDDCcxnc6J5DWkeZpbqKxiuNIq6y9OhKbnLfxRXmb4vb+1nCaIzi9n5cZYuJAT9xz8DCY67qYKHazzzVThSbn7hv5hGvhW4S2NrC9AZaVUqLrmFsbEwyVjXpvMt3/vwym/b0Eo9YNCYixCMWG/em+Y/uM8kYsWFNDzpSydZlH2bt5g7W7eoBGL3BZpTmo8miUD0cfAwKru9HNrdP3mIKLulMV/mbBgMnDPVHjd0lPZYWhIMwlr7NVzvT2tgkzEims5lRhOs0ZMgHJutv66Vck23taV7p6Gd7n8EuXU9Wh4v1Vo0vcFyMssD4mTJPq1r1s9Y7dkYJ7tGg0ESwmaO6yGur6MjfoBex0VsAUNbqMRgrSJhwUCg8LrD+7Jv0hqGQm/qCt4A4WZpUN3GyvOAt4LPOpfTqOEtUK926kqHNGQOJARcYD3Ch+ScMdDBTy19fnCzXWL/kEvN3rPP8Cq+faFFoV9G+DtIeVaTYzhw2uAvI5B1ytjes4/khp4Uboh9FN7VAPg2pfZBP05U4mq+ZH+GDD0T4xC+e4yP/9ykuuu2J0Qm8wZW/UGxIWgEPf4thYhPKH6P1Gdj8J//PA932oMuZQNf3RHC4XNKjaUHw7FG1IIymb9OeqkD6ach0SX8QhMONtArMBCrqyHkm+7t7yeowlmGgDMjqCrZ7ESp1imqVptWrJan6iak8nlbs11XMMTqxcIlgj5jvOR3QQEjZ7NANOEF10Z+RdPjJY0EwSnW4KKnBa7Ax6NEVZIhSQy+VavgvzmDzvJixGsGmQXXTT5Ra1YfWBn/wTmCNsbGYHhEa1Cah8c8uIyVrO1rt4gLjAX7qvbV4u5CpcFxfPI40glVjcJrxHCHlkNPD/+j7iQE2F1h/oUaliJHFANyizcwjgs011n+zUS8ccTJWMf3AOYfdORsUxCPmiJWz3/YexTvPeT+rzO3Q38FzHSZXr/Xoy3vUVFhjz6Q81BGNE2gugol3fU9In+zhcElPYAvCtA6kn6ZM9y1eQZgIRLjOALymY3nJncVsvQXHqC8qqcDoTUzlec5bwofsT7JC7SiKlY16AbeHrmeZsYNWXUuj6iFJ/5S+lpFQQAU5Pmrdi8nh3QooNYL5wtA3SDnosnGpivIqaOF+CqhSGaI4OIR4xpvLEmMvaEUegzqVKhO7KqhGOpiYuMTI06UrAdilG0gRK55cDF7b4N5ljV+B/RfrbrY5c4pGLXdQpW6kEaydOlGWGDCYCA5oRRNdhHAwIEg88PEwyOPHan3C/AXvsb/EvzuX8VHrHhZTPhnrB945PKpb/M+phrbeHGHLHJIeUHQ8Zxw4+rV4nubra5+gL99b7G3U2q/kxsMm3f023//r5gP3Nh6K+WgCzUUFJtL1PaF9shPtkp7AoHbp2xwf09rYJAgTgLQKzAA27EnxA+9csqqiLBQ45OVopLOY6+lhsV4386C3mvW6GQ+r2PNYpfrJa1+ATNeteAVEyRWjoEbiQNvqYyVHiDwWxjDGqMHPofDbLuygOlpBjkqy/N5bw3PeUnIqRI5QUWz6IlcXbXIepdVb/9E7dYJ+HWWPruMV3UQnyeLrU4OeG8DFxEURVjZXmvcUWwY8PbpjUjBwFbb3y/ETA/bpGizlEsIOEg8G38p/VQvUPlrUdh71WvhS8j/4XOTTfNK+go/YH+di+994nJXEwhazqqJYpsLTmv19uWIebIHBlbPB1clUzmF7R5pXOtPs7s6Qyjk8sa2Lnz6xY+QXWlr5G46RKn8T0WIwDKXVw+EYbfXwsPTJFlzSS8/w/zyUaJ8JbEGQvk1BEIZDhOsMoLM/z2N6Jd+LX8Ur1mJiZKnVXcTI8GLQuzjS3PiBnsf5JFWmeLl3UHk4+fjZo6NpD1DDzlEey/NAQYRaZIiQogIPAxeFA8GfBrlBDRYeBqFAuvUTIU2U04x13OS+E1cbzFZdIzynJhwMlMgQpkalgXIhmSFMq64bthJaGCKggBwR2nVV2fSq0R23kQ1cpZOzfua9GQ8VCPWhj6rQftuA0tSpPgylcLRiZ/QY/sZqNrGExqoKFtbGWVTv52xGgqlTWdshmx84ooXK2ZLGymLlrLQ6mco57O7KkLHdgfdOge16fOfPL48s1MZrPppAc1Epw03tOtAxGI5p1yc7EoUWhEE9yzS1wDu/NaZqtfRtCoIwGGkVmAEUqjVPGavYkDiWZncLSa+X/W4lf+puwvYOLFke9VpI6Qg/Cn2dpMpg4RQrgTMRhQ7sQkMrk2PJg80TIouFrS3+6B3HecbfCCubcDEJVWMxUGn1MNij63AxcTDIECFKniWqlT5dQb+ODNE6A2v2192mqzHQdAbpCQUhWegTzegwPbqCkCrMuvIrvF5guPPwe5dLp1f5olVhGWC7GqX8CuxwhEzFhtBqvuRexqX6Hpao1iGTsx7zlvNeYy2rja0YeMEMr4EjbKHJY/lrVUkMBZZhYLsurgcVYYO6eEkvp4KGRJTdXf3YrqY/7xCxRh4gUPi85xyX/X1ZHM9Da/AG1WrTOWfkOKRC5e/eq/1KX+mWf6Zr5MrfYco3HWlq11iGKEz4dKTDyQS2IEjfpiAIpYhwnQGU9npFkhG2WEcBvoM7nEpj54fPPVV4rFTbeK3azFK1G0u5dOoKZqmeGStaC+QDE5CLUWZoGsvr0sBeXcss1c3p6jkSKhPEVxnFiqMZ1KZtDEwULiZ9xIqPoHCJqwxnG48x12jHw0AFUq88jt8XrnGVYb3XzAa9qHjdo14LP3HP4KPWb5irOoJGhIF7h/DQeEFkVS0pYkTJY2uLTp0gYhk4ngblj2dVyn8ud5B4NRXEQha18RA71PF8qN03cNUMMnABfN39B24xvkEEm3zwShWakPLFs60ttjKX9d5CIiEDlKYn62AYvoAaLKwqIxb1iQjtfX41tS2VG3GAQOHzvm5XDxnbK4rwQn9x4eQka3tsbO0dWaiNx3xU0mKgQzEytovraUxDEQuZqPHmm3Lo4ywPy3Skw8kEBrVL36YgCAVEuM4ADlStsUyFwdDIqzXGBj5j/ZSj1S5COEBgElJHxpSqWDBNTI1zWIGNgYVHDJtuHWehsa84CKC0OaCg/UJ4gYHLFw1xMjSqbqJBPfRC6wEiOOQx0FiEg2PuP4Yq/t/TfoW1dIDAGmMDF5p/wsGgXSepVb0YEAhYcDCKIloHj1iYXrVRL2JBMkp7Kkcm76IUNCaj9GacoujyjxNUxSxa5lZxVsssvv+XzcyuruDl1BKyztDy7CPeKr7pvI9rrP8OTGMKD0UeCweLPiPJD+xz0MrEMg36cy4r51TRk8mzpyc3MCa2cAy0Ju9oTlhcwyfPWkZ3xh6xclb4vF995zNl6y+8HwoImQau59GbtelIjdDHCmOv/AUtBvnWdexyqsm5vilMKYiYinlWN+E5q8aebxpwKNVDcdkLgiCIcJ0xjFStWTW3it3dGXZ09lPwfawxNvBN6/s0qG40CjtIdY0EsmuyO+AK+bLWYXjm0QrwUsNTweEfwsPEDdbmHzyjeFtV1k5hANmgHzZOhnmqHSO4Tz8R+nWYSpUlhEcegzxWEK9VXj39rfsG+nSM04zniskPV5r3FAcCLFb7UBAYxjQRHEw88liYeH4fKhHSuoIb3XMwzQGX/o7OfgylqAibVMdC9GUdejM2Icvg4pMXc9pRDbTMSfLQ5nZsV9OYiBCxDLa19w/7zvzIPZuNeiGfMH/hC3ulyRFhu5rHT6zz0XPfwJdXzi6bF//Y1o4Dbod/9I1LWT2/+qDv10lL63nPcfO58a9biu+fAr8twTQwlX9kPU/T1W8f+MHGUvkzDNY3X0L1tk+R1PtJqSSOEcLSNpVOH/vcGD3Nl7DyEAxM460eisteEARBhOuMYrhqjet6XP5/n6YpESXvenSls3zUvJs61QMQzGPyN1kL4nEqqq2Ha46XCwytPZVTeOaCKPVNTjqIlnJJkMWgfAJZoUZaKjo1iig5GlV3sfrpYbBfV+Ni0ECvXw3EJYdFjlBx29/ExcNgtbGVM82/Ewr6Svfpauar/XTpBDFsItjB6YVf4bSxsHCLAyUi2Lzozed69/086rVgGdCdscnaHg2JCI2JCB2pPD2eQ8hQHDu/mitPX1L83Dy0uZ3OVB7LgLzrb8MbSuEONjAFx+oRbyXv9VZwamUrnzy1nkhVI7nY0Xw4Hh22Unio2+GlnLC4llse2ornaQylMIxCG4Qfj+Vp7bcmxEOjfsyD4Xma/3qxibj6MB82f8M8bzeWTuEoix3mIn7gnUf6xSZ+fJKe9B7LieiTFQRBmOmIcJ1hlFZrHtnczrW/30RHOudLUwX/qB7gBOOFYh6pn07qM1VfZ4XexMPBaOpepdvMDiYKXaywzlKdZa0BftaqV1Zt9WOsFDu9BupULxVkg8cKsSfoOQXIEiYWNAuY6OLIACPw5msU8w1fpOaCLNVmYy+VZOjT0eBZKDu1cIKe2TZdjY1FUqX5tns+j3otQeuBpj/n0DK3qkyglm5DP7a1g4tue6Is9zPjeKR7sySjFiiwAkNXqamr8JkKmRZvPeNtrHzDQgCOOsjxnigzTX08QjJq0Zt1fIEdvIkeGicQs8moRX184ob4FgxQ8crX8yXruKIRstdIstVcQr+j6Z9CA9REnhgIgiDMRES4zlAe2dzOZ379PB1p34ihDFjDBv7ZvJsQbtnWeEHcTbf4q4mgVJQWMkcLotTBCERoSW9kSU9s4Xi4KIyg61ThYgd16UJV1sTDQ/GMXsK5xqPF42lis0Dtp01X0U41e3Ut81RbsQWh0ErgBXatDBH26los0wRXk8Ngv06SUP00qR5adW2wTl0Ur0bw934iaBQZHaFDJzEV1FVGcD3N585ewbmrZ2Hsex62PsuqijpY6vdxFnI/UzmHmopwcQJVT8amP+/Smx3oxQV/K95QipqKMBVhg56sw8o5VXzghAUHfB+Gm+R0KMLO8/yK6uyqGFnbjw7Lu16x3zRqGZiGwYo5VRO6NV5qgNJKFY2QBSKmnnIDlLjsBUF4NSPCdQoZ79hGz9Nc9z+baO3JgvZjKV3X48Ohe4ioPG5RsJVvdZcKOBjYZj8SzFoKX4CWTr7yt/+NIX2mpfdRaHp0gmqVLopcC6c4SMAKhKOtLf7BfKho4CpQ6DtFQzvVtOka6lUv/TqCoTR5bbFb1zNP7adbJVHKwFAQthSOC1kdJUuYaODdzxEiil2coWUGaQIZwsxSXbzgLWCDXoRSkHNcjp1XzblVL2P85GNDxpN6J1/NjWtjxdzPQk+kY2vyTlCRDz4UhaPmaWioDJOIhejut6mOhfjoGw+8/Tyhk5wGPV4675J1/Ap4dUWYeNjC1ZpM3iURtSZ8a7zUABVRBlnbw/E8LMMgGjKmjQFKXPaCILxaEeE6RRzKl/1Pn9jBxj19oDWWaWApOMbbTrNqZb+uxlIucbLDijUg6M0sXOv/32NmT6Pw8Cutpb20frXSzxy1ShIDBjvU4ypb3OYvRFmFcfFQZAnhoIirPApNlhCRIAdXB/83gEbVQ7tOElYOT3jHcL3zD9SoNJ06QZ3q5frQzdjKQnu+u14phWUoTBTtXg1zVRuzjRR9upKw7iYcVM09FD26ojgcoJhIoCGdc/nHuq0Yv/vfw44ntX/zr1RnLqam4rVF0aopTK+CkKXQGpoSUWzPozdjk3M8OvvzmKPcfh6poluY5DTWkPjBj1dTEaY7Y9PWl6Wr38Z2NfGwyYo5ycOyNV4wQD23swfX88qqvGHTr/Kunj+xVV5BEARh9IhwnUBGW0E9lC97z9P87IkdeJ4mbPlmFQNFg5EipBxy2mK/riai9vvb4oUya4DCj4LaqRvwUMxTHYSLQmzmVF5L16qBXh0rmww2cDtFBGdI20CpYSuKTYeOEVZO0aTVoZPkCBFTOdAKU2VxMCFIaSgcs8Lzm3gsVG106ipudM9lnV5afJKVbMXGIqYcclYEx9VorbFdPx/UDIXxzBoq6xcT79uLm42jnIw/4MnzK78DwwFaMA1F1DKwDFiw6QdoK4VKzAblryhDGDfcgJney4X2r/hqfMBRn8175BwX0/D7aR2tsUxFTTxKQ2WE7oxNf87hk2ct49zXzDlgNXPwJKeCOI4aJrOSBnt7cyMPCBjD49XGw1RXWOzuzjK3Osa1717FqrlVh2Vr3DAUpx1Vz6NbOnA9/9iYhl+J7s+7mIbHaUfVy7a8IAjCFCHCdYIYbQX1UL/sN7T20tabK36ZukFFaL+qxA4MPyli7NINzFEdRLDLxGsWi1ZdT5oYUXxTVz8RQBMPtqtHw2RVaEcS06WXZQljKS8wUZXjYmDgFiuuA0Y1FVQ0/YppXGXZpeuYpbqJKJuIcnE9kxe8hbTqWt5nPlg0W3mD4q4KdOrksON3N+hFtJrzWKJfoYMIpmXgad9gFDYVcyNZVNOxcOEvUfvWYfV3QKyGrW1pvv/7J+g1qthiLMbRBgtMRSjYtp6fe4mG9A6ysRpiSpHKObT15cg5/mciQowFejeN/S+yP7ECoDiFShkUK4lWEO2klKIqGiLneNRWhg8qziZ6ktOBHs9QBvWVEbrS+WLCwOHA8zQPvtxOPGLiuJq86+F6/nGqCJtYpuLBl9u59JRmEa+CIAhTgAjXCWAsFdRD/bIvmEIsQxWD4xUDM++XGTvYq2tIEeNlPZcl7CGicqAUWR2iVddiATGy1Kk+APboOrKEqaWXJtUdDBgdWcAWBGJBvB7OSu1QIVoQnEbRhNWp4zSqXhzMwMFfqISq4JW4xWSDAX+/v+qCpg8FcVVpIrzozufb7vl06CQb9CLOMf7Ge82HypICPAxyGEGCgIuB5tvOu4eIVoC6ijBPxE5hcf9OGr19dKtqbBUmomwq3T7yZjWRUz4OplWWN9qa3s/DOk9jRYTEMCKpXvVh4eCoEKmcw+7ujF8lNAyUAa4XwtIp3FQ7fSGbRDTkX6d8geZqiIV8EVxgLD2cEz3JaTpMhir8fDYmokRCBtl8SY9r2O95nTZjVQVBEF6FzOS2xmnB4ApqNGRiGIpoyGRWMkIq53Lj2i14Qc7QaL6c7QN8ORfMI6Wy0q8k+hOZ0jrKLNVFFL8ns1NXorX/XAaahaqNeaqNZrWXCvzt71xw/tJJkp26gSzloqW0J9bGIF9MTh1Yx3Ay14+MOvSPmAekiPCinkeaGGBgootralI9Qa6qgRtMmfLNWr6vv3SNNiZO8HoLkVcFJ3+D6iGtK7jefT9rvdewXjejMfitt4ZeKrBwh7xSX7xreomzrvoMklGLWMggGbVYXF/BW6Mv8APjWt6X+QUR8sTIMUvvo9Fro4Ism1nAK0df4puqWp8Bb8BcVmoUGo52ncDBwtI2bX05XE8TMn1hChBRDtqw6CLB7u4M/XmHsKWwDMNvU1DQkBio+hdC7Jc0Vo6qh/Ng6xurkWmiH288lP58KhSxsEkiGiIWNlGog/58CoIgCIcXqbgeImOtoB7q2MaWOUkak1H29maxDHCDVAHwZ95/1rmMK817WKJaqQ5C7l/RjcylnTAOhdGd2WCjO0aealJ04QuVFDGU1sxX+/GCmKi9uhqFolF1BaJP4wXmJFV8RJ+CrCuIykIk1KFQMEv90j2Vi8370Ap6dJxeYlSTZlZQJQ7jBLFT/rGzcIOUAV+eFurTLgqFiVWMDfNXv9WbUwz2L8XD4vvOufybdWfQL2viojDRWEGl9nbjfL55wfEYShV7nCt2P0z4f35I3MnQZyToVQlCyqZGd2MT4kHrDSxwXmHRppvgBbeYBsApH4fm0w86Kemp7Hz2RxZQl9tJzk4Ut/yDG5DQfbxiLaYzvBwjbdOTsVHBZC2NJmyamIY/fWo8IfYTPclpOkyGkrGqgiAI0xsRrofIWLc3D/XL2TAUZ7XM4vld3b4pSEHpqPlHvRYe85bTorbTYKbo1pV83LiThOqnR8ex8HCVSb8OA5pj1C4aVTddOkFhY94JIvkNNBnCdJIkRh4dCFkdVDvbdDVVKk0kCN1XwEveXH7lncY55qOsUK8EtycQscMzmgEJFg7/at1Flgg7dGPx1lki7NJ1zFftaOAV3UCGGKCJkcfEpVqlCOEQxsHADUYQQJooPbqCSpVjqzeL99pfwBvhR+IW92wAPmr9hiT9xZisHuJ83zmXJ2e/n38tNQx5HvrPP6THyNLq1RJS/qvP6gh7aGCW3sfZ9n3kjApCsSbQLthZ2PMc3Hs1vPMGjObTDzwpKRpCrfk49uOfo4FO0iSwdYgQNgndRz8x7jDfTdiySEbhqjctZVFDnNqKMD2ZPDc/uPWQQuwnepLTdJgMNR3EsyAIgjAyIlwPkbFWaMbz5Tw4reCkJXXUVITI5L1gW9WXfobyq68ag/W6mQgGLWorS4w9dOsEOcL+trgeGGnapmuYrTqZp9pp11XkgvD9wiZ6m64CFBki5AgTJQf4hqhOEnTqBDFyNKgetnpziuLvR+47+IJ5Bxdafwp6ZkdmUPBBkUI11A76WeNk6QwEdiUZGlQPEfLFeqqJZpbqZo82MXCJYlOhcvToSn7insGF5p+oUmn6dYRsMCagWqXo0gmud/9xRNFa4Bb3bG51z+JdxqPMU+3s0vX81luDxuJTK2eXC6q9z6HaXyZcWYeZ0sVYJa39V2UphzA2jhVB9baCk/VfsQbyfXD/F+Dyvxx0UtLKpfVsDVvs/5+vsUi3kiCFjckmbwE3ue/i0dxRQBrTMDBNxelHNxSXeNKS+kMOsZ/oSU5TPRlqOohnQRAEYWSU1sMMKT+C6O3tpaqqip6eHpLJia+SeJ7motueCCo0kSEVmr29OZbPTvDji08o+7IrSyEIvpyHSyEYLq2guSFOT8amtTtLVcyitSdL3vEwFdieP+V+pbGdRjPFPG8vV1l3sU9XowPLVXmOqReIsAZq6SMUtBd0kKSBbkzl0a0ryWFRQ4pZqhNQ7NG1dBMngkO1SpHWsSGO+pVqK7eF/jfVKhVMphr9R81G4WIGAlph4hDGY4+uJUuYuao9sF0ZQUuDRxgXp3h7L3gci5e8eVznfgCg2EZReJ1b9BxudM8Z1lQ1GgwFNRUhbr/4xHKzzuY/wd0fhcom9qdt9vXmKPyoRcmxUO3DUH5frqkUhmni16Q9cB3/TXr79XD8pcCBo9Y8T/OhWx/D2/M8s600m1MR1uuFGIY/XsJxNYahmFMV5brzjz0s4m+8wzQm6/HGymh/PgVBEISJYbR6TYTrBDCQKuAOW6EZKZf1YF/OI6UVdPXbFDoTXM+fwtTWm8PxNGuMDWXiDKBK9dOuq4Jq5QAaiJInTpYr7H9FY1Cr+ujUCTboRbzB2DRE6HWQIKbz1Kg+DKXJ6DBb9NxhxZ+Bw1ORj1JFGoLYqZEoFdQekCPEQF1YY+IRwqNNJ6lQNlHy2AxUuBUeVjBcVaPo1nEyRMgSpkb1k9JRPutcVmyjKH2dB17ZgYlaBsctquGOS04sF1atz8CdH0SH42zr8cjafnYqQIXuZ7beh4GHh4FLiHDIGGiV8DR4eWhaCR9eC8bB1/fI5nY+c9c6WrszeEH+KCgcT2MqxZzqKKmcO+xJlDA8Uy2eJw3Pg73PQX8HVNTBrNWj+swJgiBMJKPVa9IqMAGMZXtztF+Go8l7nV0VoSoWZtOeXrxAtF5r3UJcZf0qaZDrWq3SzFKd5LRJmgrfkKP9EPxqleIFb0HRQc8I/bK1qo95tPE280nq1B4M5fe57tM13OS+c9iK5Qq1Ay+oiFpFc9TQXla/2cE3O4FfJSWoohayUgv3qVMpNBq37KOrsYKKbmGMa43qp4oMOUK0U0VcZbnSvIenWM5Laime9sp6g8dLzvHoydg8trWj/ORk1mqoPwpnz/qicapQjNfaLFaf3aA27Gm/X9k/QEHQat9eX1CURGSNxElL67n81Gb+47cbUYoge1QTCxk0JKJURiws05AopzHwqhirunUtPPytIeOCCwZBQRCE6YYI1wnipKX1vKG57qAV1NGOeR1NWkFHKs9/nLuSL/92I47rcI1xL5Vulr26hoI8zBFmt65ngWpjntHODppwiBDSeaqCLf7iGNFhKPTLrlEbuNz6fVEUd+pKIjjMM9r5T3Urn3UuGyJea1UfHop2naRJdZc8ZslrYaDamiFMhDxmkL5qBamphdvnMbHwgigsFwKblVUMBBuYZOUGWQdRbObQwX5dzRLVygq1nU1qSRCaNdAbbBrKn2h1kPe5FAOYVRVlT0+Oz961jq+et5KqWHjg/T/5auy7/2WIcapS9+FgYuEMPF9hGoDW4LlgRf3L+ztGvZ75tRUkoxbJWAhP+1O50OBqTSbvErbUYc9BnZZIRXF4tq71jYDDjAsuGARFvAqCMN2YEcL1e9/7Htdffz179+5l9erVfOc73+GEE06Y6mUN4UAVmrGOeR1tWsHzO3to681ycryVhZlWUkYCXH8sQEEU9ekYe3QN9aqX2eEcppGnKwfbjUX8LPwenuo7ilI5qfDKttM36gVcad5DXJWL4ixh9uoaZqkurjTv4TFveZkA7tQJbG3hYOAU+1ULgwFUsL3vZ80q4Nvu+Vxl3k2t6gkqrQOrsjHZrRsIk2eu6iQUGL40iiwWYVwIpmP5z2EExi5NCI8qlSKnIjToNM/bQwVqQ2WEaMikqz9Hd7/fYpGMhkjnHRxvqJw1DcX82hiJSAitNTu7+rnqZ88Qswwcj+JJyT8t+xzJp75bNE45yuKVUDOvmAt4Z/a3WLj4z2aC9nzRqgyIVvtPVFE37Ps/HLUVYcKWgWkotAf7enPkHLdsQlZF2ByIcno1CDqpKA6P5/nHJZeCYFwwAKGYf9LUt8e/ftGpR95nQhCEGc20F64///nPueaaa7jppps48cQTueGGGzjrrLN48cUXaWxsnOrljYrxjHkdbVqBVmC7mrpQH5Z2cFUCy1TYbrnY6qaSiHL5Ceez9JjV/HxDP12JZSjT5JgKTWtPhq60zRsG9cja2mKfrmGB0VZ09Jej6NaVLFGtrFRby/pkN+oFxWleOUJEsUv6Uv1KaZYQSmle8BbyU/ctbNVz+KR5J6uNrUELgUGWEPt1NSliQIwaUkSx2aeryRAFNItUW7Fy65Uky6ogtzWqbHJE2e/GiwMKlILKiEkq77K3N0tlxKIyYjFvbgUAHak8KMjkHX+8rqcxlCIaMmhM+tvvAOm8Szrn4mlNojpGbTxUPCn5akc9VTVfIdnzAs2xDL1mFVvNJQCsyK9nkfcKJhpDO6AVWDGIN0A+BU0tvpgcJYUop+d3ddOf8zNqTUOhDP8zmLVdNJqeTP7VIeikojgye5/z3/tYzYBoLaCUf3n7y6NuVREEQZgspr1w/eY3v8nll1/OxRdfDMBNN93E7373O2699VY+/elPT/HqRsd4xryONk/ytfOrCZmKDp3AURYhbLJeaMgaIsrBUxZPeUfx1z3N7DMzVHoQNX3hlcq6nGxs4KvWLVQM6pFtNlqpJEsfsSFTtQByWDSoLNeGbi1LJtii5/CgdyzzVRth5aCxCQVDAozAROVgktYV3OS+ixa1nRAOd7sns8jYR6+OY2OSIVL2fG26hvlqP5UqS7+OEcKhdJZYqWnLNA1MFMrLs9erZp1ehGmqolGq3y7UfjWup7nyjUu48MSFxfetsz9PdSzEM6908a0/vUxdZZiKsDkwbQrN/j4/McBQ/uMahio7KUnGQuyMHs0L2cC8pxU51+Ob/C8+x000hbOoaCWEooAB2W6IJHwROYZql2EoPnJaM5fd8RSOpwlZwUhb7Q+qCJmKsGny0B9/xcnuzZBLkQ1V4ZhJLG0T3bcBdaQIOqkoHpj+Dv+ExYoMf70V8T+HY2hVEQRBmAymtXDN5/M8/fTTfOYznyleZhgGZ5xxBo8++uiw98nlcuRyueK/e3t7D/s6D8Z4ZrCPNk9y1dwqljRW8mTrfHYZc1ngbKdHV1NeGdVUkeIldwHbws3o3ixNVTF2dWVoSir29+XwPIcrQn47wJ6gHUApRVYb7NdVJFSGRtVNn64Ysv5q0iTIME/tZ7+uLgreZcYO5qs2fuKewWnG86wwXiFBPyYeLopeHWeTXsiD3rFcYf52IAlBQwU50kToZejz2Vh0U8kOr5Em1UVM+e93DgszyHMlGBBgKR3ESxncZZxBUzKGQtGeyuFqsAyFUr4fKpN3+fYDL5PKuZyytL6sR9lQinjEnzRVehKRzXvkHLd4u9LpVaW9yB9901Lu27C3zLyXnnsS3ccsYd7WW/0qYD4FZtivtI6z8lkVCxMPmxgobM/D0dovoAUmLUtp3tz+U7KhHvZ4NeT6PbTOoRREzCTz3G7CR4Kgk4rigamo86vsTs4X84Nxcv71Y2hVEQRBmAymtXBtb2/HdV2amprKLm9qauKFF14Y9j7XXXcdX/7ylydjeaNmvGMkR5tWUBC4P8icy6f1zcxSXcXs1ULOaj8xbnTOoSPtEI+YnNXSxM+f3Mnu7iz9eYcWtrOYVrp0JUXRGySlFWKlouSJkQ225wt4NKouXBQ7dQPD9b+eZjzPh+xPskLtoMnsI6l76dQJOnSSpErzn9atg5IQbKpIMVt1YmuLVJl49ZMQNnoLi49Zp3r5V/NXzDPaSekoDarXH0ygwHX9PtmXvYXcnn8jEdfGI6hAlohQpf0O2Y5Unm/e/yJ3PLKNpU0Dx3mkCrjjeXieP9EhFjKJhsrFXuGkZH5tBT+++ISh5r3tD8KWQT20h5BQ19mfx1AGi+qi5F2N43lYhkE05K+5Of8yC/Ru9uRjZPGvU4b/lFlH0+pGmb33RSIzXdBJRfHABKkX7NvgV6BLxb3WkOkac6uKIAjCZDCthet4+MxnPsM111xT/Hdvby/z58+fwhUd2hjJ0aQVFATu/74vzGd3O1wR9KhWB1v2L3gLBnJWPQ9XaxLRENe+exWf+fXz9PTneK3xMnGVJaMH2gxK7Vr7dBULVDsNqpc2bRRFcb3qwUCXmbYouV+h/3WF2sEGmnnBU0Wzk8Ljx9Z/DWP6irBL17NQ7WeuaucVPatMhBeSEDws1utm0JAnxLXqFipVlr26FgOXiPYnZ/XqONfrD/j9sraHB1imL1oVHsfobSR1Dx0qwYtqEWgTyzSGGOeGq4C7ng5G7yoaEtEhrSClJyVDzHsj9WC2bRx3D2bhJMn2NLGwCZSfKMXcLkxtk1WVhMzS6rDfSpBxQ2SyPYRSHYeQbjsNkIrigTEMv6p/79V+20Tp5y/TNa5WFUEQhMlgWgvX+vp6TNNk3759ZZfv27ePWbNmDXufSCRCJDJClWWKONQxkqPJkzxpaT1n7uzm67taeNRezkq1jdeqzaDgGW+JL/ACPE/zwwe38oETF7A0/Xe+ErqbZWoHCfqJqwxZIuzXVYEZyschRJeuZKduoEl1F0Xxbq+eecZ+uqkcdl05LKqVQ63qw6S8sNOitrNEtdJdWuUNSFPBHl1Lg+qhmhQohorwEh71Wvh351I+af6CBcY+FP5whI16MT/U5/Kwu6KskOm6mpONdXzY+A2LdCsh038925jDTe457DKOZ1YyUmacG6kCnoyF8DyIh8tF4gFPSg5TD+bBTpJeycRwsIgpB2eYH/+Ycsh6Bvv7Ixw16medhkhF8eA0n+6fHBVMetluX8wfQquKIAjC4WZaC9dwOMzrX/96HnjgAc477zwAPM/jgQce4KqrrpraxY2Rwz2D3fM0f9zoC/yTzU182Bh5tKnWsKu7n4f++Cu+Yt5C3MjSrePEyBEjT5Qcc1U7u3V9IF41NSrFppLt+UJygEJzU+gGIjjDGrci+M/fqRNB4P+AeqxVvpErp4f/GPojZfN81z2P7XrWiJOuFHCKtYEPq9/SqLqCUbCK/dTyI30OT7CKkKGxtUchbOENxga+bPyIOBm6CFoUlMsx7OCr1o/4rhflRfW6Ica54SrgPZk8n7t7/dhOSg5TD+bBTpLarSVst+eyjB106MgQQZekj5fUQnKxo2e2cJWK4uhoPt0/OTrSY9EEQThimNbCFeCaa67hoosu4rjjjuOEE07ghhtuIJ1OF1MGZhKj2fYfLxtae2nrzXKatYkvqR8RVxm6SpIBlhk7uFbdwr87l/G0sYq84/Dh0D3B1noNGkWbrmaeascI5l01qG4cbVKtUqSG2Z4Hf7u/EHk1tF1gYDLXBr0ouP2AdC3kvB5Y9Ib4u3dUWcW4FAWsMTbwFTMQobqSXpXA9Gzmqv18Uf2IL3mX87haiWUaaNdDac/PpSVTfO0KRR6z2Jf7AftXfEm/ZkTj3OAK+JhPSg5jD+aBTpLOapnFzx54D//m3ESd7qCPBDb+YISE7qOfGD+xzufD8ejBn2i6IxXF0WEYM7ufWRCEVxXTXri+//3vZ//+/XzhC19g7969vOY1r+EPf/jDEMPWTOFwjZHs7M/jOC4fC/2WuDsgyGDQoADrHi51VxS36bt0ZfF2aWLs0vU0qm6i2FSQo5rUiNvzAKZhcqN7DteqW4Y1hQ2ezFVfGaYjlccDNuhFbNFzWG7sYK+uBQZEraEoPveA6C0fjLBBL0IBVxRFaC0aCCuDHIp91NJEJ5cbd/OEtwKFwlCKE2O7WOK00k0CyzRxXD8x1m8lMEgbCeZ5u2l2t7BeNw9rnBvMmE9KDnMP5kjrAbhvwxq+ulvzYeNu5nm7SWh/MMJ2cxE/8M4jPWsNLXOSox5PPK2RiqIgCMIRxbQXrgBXXXXVjGsNmGxqK8K0GNtZ4OwmZSRQnoEuc6f7RqlmWjna2zbiNn2aGNt0lBhZGlQv33XP4/+6bx1xJKyh4HGvhc86lxUHFwxrCsOvjlZELEzDYG9vFo3Bje45XGf8iCbVWRS9ccOlihRpYtwciN41wwxG2KLn8Afv+KIAV8ofcaqUH1/laU23qmQxrSxnO+tZjFKQ9PqImR55M4LjlhwhpQiZCocwlk6TdHvozo5snBtyLMZyUjIJPZgjrcdvJejnI9kWjovtpF710a4TPJWdTzwW4trTl/DY1o5Rjyee9khFURAE4YhhRghX4eC0zEmyvMrGbLdxjQQRy3fQlw43LTVKjbxNr4mRJ4ZNXod4xlsyomgFf2qXafjmqMe85cWKaJdOsH5QP6phKEKGQTLhJxe09WV51Gvhs/alXGneQ7NqpcZwsbXFJj2fm9xzeIyVrDHWc611y6DILL/94Wi1k4iy6SZByPQrqrarsUxF3oGctqhSLtX04LgehqFwojXEjRg1FRYZwqSyDh3pfCD0FSHy2FhszcSojB7YODduprAHs7SV4Lk2EztoJVg2xxemwJjGEwuCIAjCZCHC9QjBMBRnHb8C9w8WysvjGtEho19LjVKFbfrS3tQ4/pCBCDYmHjYWn7R+wY3uucO2CYC/te9qiIcNwGRDvnnYGFIzCMEv5Jw2JCLEIwYdKZvm1e/g4dDZfO/JB4nZ3XSS4EW1GAyDkPb4qLqnGJmlBrU/zFPtxMgTxqY6HiMWMtndncH1/Hgn03OwMWlzKkEpls1KcPHbziXy6O9g3wYqErOpSESoCJu09eXI2S5x+tiiFmLMPpZr33jU4RNpU9iDeaBWgotue2JM44kFQRAEYbIQ4XoEsfr40+l6Zhl1bRvY44UD01Ghb7TcKFXYpi/0puZ0iEbVjYmHBhwM9usky4ydXKtu4bPOZSOK15pYiP9zgb8V+8lfPk9/ziESMomEDNp6c+QdD9MozznVWtOTcVk1r4r/OKeFdbt7uP3RRTieR8gyigJ1hXqFJcZAZJZfEw3+Uwbdqoo4bTTQQ2cmRn1lhLnVsaIIrVFpNrMQPetYvnziIj5wwgJfcJnl1c7KcIR4lYGT7sa2qmg49dPcftwbDr84m8IezOFaCdbt6hnzeGJBEARBmCxEuB5JGAY1Z34Kfe/VxDN95ENVZHWErr4+knqoUerRYm/qbzjBeBELFxdFrjTHVWvf1GXew2Pe8iFtA5YB71o9h6qYX7H7xvtWF3sjs7ZHZcQirRzCpj8u1fP0iFFRxUptQZ0CNfQSwiEffFRDpoF/c4WhwNMRcl4ER4VJOu1kM1AZrSgToY2nfpp7jjutXIQOU+1URojQ7JWETvk4zZPpOJ9GPZjjGU8sCIIgCJOFCNdpwoQ5uJtPR73zBkIPf4tQ+8uE7Bx59AGD+1M6yo9CXyePRYYIGUojmgamX7Wo7cVYKl80gkLx+3V7uX/jvqJ5Z/Bo055Mnpsf3HrAqKjujE0sZJKxNbansQxfu3aSII9FOOjFLRivCoSwyRoxfhF5H8dl/8Zr8m3g9I1OhIrjfAjjHU8sCIIgCJOBCNdpwCOb2yfWwR0IMq/1OW64+xGezho85czD1cMLshrlT6bq1pV4wxixSk1dBa9XMLWV6oowjYnIQc07Jy2pP6Awr60IE4+YVEZNejI2OcdDa1ivFrKdORxj7GCPV1NWjUVrErqPV6zF/MY6k5+F3sztZ0Y5qjI3ehE6jaqd04FDGU8sCIIgCIebV29paZrwyOZ2PnvXOjbt6SUesWhMRIhHrKIIfGRz+/ge2DDYQDM/7zqKv9sLD5gM0KkT2FhElYs1TJW31NRVSshUNCUjGIYiGjKZlYyQyrncuHYLnlfu0Cr0U55+dAOr5lUNqSYXBFPO0SysrWBhbZx5NTEW1Ca4N/F++okx2+gipLMo7RHWOep0BxlVwX9H30tXxqW5KcmSY0+BpWf4YvRVXDkdL4XJW5URk729OTK2i+dpMrbL3t7cQccTC4IgCMLhRL7ZpxDP09y4dkvRwR0NmaMSgQd7zHW7elj70n6eeqWTnoyNp/2exbDl94cOlhybjcXsseZTa6TQWhfNTz6+qWuLnlMcBFDANA5s3hkLpYJpX18eFMTDFii4P7ucb0U/SrZmOZUqR7XXSVRn2W4u4lvRK/ljZpkIqgmkEJe1fHaC/pxDWypHf85h+eyERGEJgiAIU4q0CkwhG1p7J9TBXdpykLFd8q6H44Fp+I9nAoZloLVvhPK0h6ehMhbhFu88/p2baaSTbg48/QrAMhSup8naHrHwQC9kqXlnrH27BxpV+r7TL2Re8z/z3JNrue/JjWzqCbFBL8JyTZbPnqHB+NOYwzmeWBAEQRDGiwjXKWQ0Du5u1+PpHV0HFQ+FloOu/jx5R2O7Lq7nX+d6YOMRMv2YKaVAK43r+FXTS05exKNbk3x1l8eF3l0sMVqpwsXW5rCmLkMNmLMczwMGhGvBvLOzs5+LbntizH27BxNMq098E6uOf6MIqkngcI0nFgRBEITxIsJ1CjmYg7srk6c34/C9P28GGFH8FVoOuvrz9OdcPK0xDIVpgBO0Gfh/ulimX3F1PY1SimQ0xKlHNXLF6Uv5zbPzuObelawO7SDp9fByKhK0Bxj+RFLte6O0BsfVmKbCKukjLZh3ZldF+OFDW0mPc/LSwQSTCCpBEARBeHUiPa5TSMGQ1NVvB+NGB+jL2uztyaLRVFUc2LRVaDnIOxpX+0NeHVcXRWsBx/Mv97QmYhnEIyYr5iSLFctzXzOH5XOrec5dxH3ZFtbrZjSGHyQQiNZCYTMo5qLRZeYdf4IWpCewb1cQBEEQBAFEuE4pIzm4+/MOu7szAMytjhELWQcUf539eTK2S85x8bS/hT+cLFRAfWWYWckosbBJTUW4zNBUWE/INMg6nt8bG9y38HiGoYqtAgtqK8jk3TLzzuWnLaEjlR9V364gCIIgCMJYkFaBKWY4Q5LWGkMpGquiJKKhstsPZ9qqrQijGMhW9W838PdCMVcD/XmXyohi+ezksP2mJy2t55/WLOKb97/oV1nVgAo2lD+INRIysUyDz71zBfXxSFmv6UOb24+8yUueJ0MKBEEQBGEaIMJ1GjDYkLR9f5rv/mUz1bHQsLcf7Nz3tPad/f02UC5aS0uvhoILjl/AO1fPOaCh6ZSl9dzxyDYs08A0FGbwgK7WWIaBRpPJu9THI0N6TY+4yUtb1w6MhfVsMEJQfxSc8nF/0IMgCIIgCJOGCNdpQqnhaLTir9S5352xi9drXb7F7+eyehxrvMI7KrKsMrLAaoYmuvq0zEmytCkRTE+KDJmetLc3N+L0pCNq8tLWtXDv1ZBLQawGrAg4Odi3wb/8nTeIeBUEQRCESUSE6zRkNOJvsHM/GjLZ3pEutgsUBauCk9QGrrDuYamxh/onFDwTOWDVsNDr+tm71rG3N0d1RYiIaZBzPbr77WHD/kszW89qmcWOjvSo7zst8Ty/0ppLQWL2QBk7FAMrCn17/OsXnSptA4IgCIIwSYhwnYYcTDgOdu4rpdBaUxE26c+7RfFqKDjJ2MBXrR8RVxkyVhVWVfWoqoYHGgYwuDd28OADI+jDnZUM0ZnOH/C+05a9z/ntAbGaQb0X+P+O1fjX733OHy8rCIIgCMJhR4TrNOVAwvGslll8/y+by5z7SikaElF2d2VwPT+sqrEyxD+79xL3MnSoOuYmK1DKGHXVcDTTk4qDD9J5so6HHUw96OrPE7YMLjhhAW88pnHmDQro7/B7Wq3I8NdbEch2+7cTBEEQBGFSEOE6jRlJOI7k3K+MWMytidHWmyVjuyy0t7CA3WSsKuYmK6iMlLzdSkG02q+8PvlDmH/CsG75A4X9FwYf7O/Lkc67Q67P2R4/e2IHb1nWOPMGBlTU+UYsJ+cL/cE4Of/6irrJX5sgCIIgvEoR4TrNKQjHQg/pQ5vb6UzlRzRvVUYsjKooPRmbS1clqXtBYVVV+5XWUnJ9kNoHdj/85VoIV47ZLb+htZeNrb1F0aoK/ytM2AJyjsfX//gSJy2pnznVVvBFfP1RvrC3okPzxTJd0NTi304QBEEQhElBhOsMoLSH1HY1lgEZxyOdd5hfUzHEvNWTcVg+O8lbXl+PsSUytGqY64OeneC5gAHxelDmmN3yHakcPUGaQVG0Bn8qfH2nNezoSBczZ2cMhuGL+Huv9lsqSlMFMl0QSfjXizFLEARBECYN+dad5hR6SDft6SUe8Ue/VkZDeB6kcy47u/qLE7cKY1eLzv05QdUw01UyhUBDqg10sLUfivnV1lDMd8/nUn7fq+eNvKiArn4br3RU7QhTXO2ZNnCgQPPpvohvaoF82q9Q59P+v9/5LYnCEgRBEIRJRiqu05hCD2mqJD0AIGqYLKiNsaMzg1LQn3NGdu4PrhpqF5yMLzINCxJNA084Rrf8np7+svitwl8U5Rp2vAMHSiO2pszc1Xy6b16TyVmCIAiCMOWIcJ3GbGjtZUtbqiw9oIBSisZkhHTW5pNnLaO2Mjy8uCtUDQvTn/Ip0B5YFZCc5VdbSxmlW/6Rze3838d2DHtdqWhVwIK6+JgHDgxujwiZiiWNlVMTp2UYEnklCIIgCNMAEa7TmM7+/LDpAQUipkGPhtrKMKcf3TDyA5VWDXc+AQ9+3a+sjtMtX6gE5x2XeJAdO0KXAJGQwSfOPHpMldJCe0QqGK4QNg3yrsemPX189q51XPvuVTMjC1YQBEEQhAlF9junMaWjX4ejMPp1VNvwharh8Zf7PZqlfa8FCm75+qMO6JYvVIJr4xEak1FCpjHs8NiwafD/vfVoTjnqAKJ6EIPbI6IhE8NQREMms5IRUjmXG9duwfNGksqCIAiCIBypiHCdxhRGv3b12+hBIrMw+nVJY+XYtuELbvlIpd/3amf81gE74/97FG750kpwITs2HjGxDDCV/59lwNVnHMXlpy0Z02s+WHtEdUWILW0pNrT2julxBUEQBEGY+UirwDTmYKNfi+kBB9mGH2JyWnQaRmnfa7bbbw9oahlVjmtpJThqmFRGLOLhOFnbw/E8HE/juh6njqHSWmBU7REzNaVAEKYh08IEKQiCMEpEuE5zDjT6dTRGpZFNTi2c9MFfj8stX6gEb9rTx6ykgVIKpRSxsInWBnt7cyyfnRizIQuGiuLBjKk9QhCEAzKtTJCCIAijQOnBe9BHGL29vVRVVdHT00MyOXYhNV0YT1WkYHLqy9pUhC0MpfC0pj/vkohah2RyGjBQucNWgsf72J6nuei2JwJRHBkyXKEgin988QlSFRKEQ2AkE2TXIf4MC4IgjIfR6jXpcZ0hFEa/nn50A6vmVY2qPeDGtVvoTOfJ2h57e7Ps7s6wtzdL1nbpTNuHZHIqVIKXz07Qn3NoS+Xozzksn504pC+8QntEZcRkb29u5OEKIloFYdyICVIQhJmKtAocoWxo7WVja48v/DRYhkIpP2M163gYymNja88hjWI9aWk9b2ium/D+uENtjxAE4cCMxQQ5o0Y1C4JwxCPC9QilPZ2jN+vgaU3IMIpfTgoIGWB7Hr1Zh/Z07pCep1AJnmgOlygWBEFMkIIgzFxEuB6hdKdtPE9jGGrYioqhFJ6n6U7bA1d43rQabXq4RLEgvNoRE6QgCDMVEa5HKDUVIQzDF6fa0KiSEQEaXRS1NRUh/8KtawfisTzbj8eqP2pU8ViCIMwshksGKVDIiB5vMoggCMLhRMxZRyh1lRGS0RBKKRxX42ntC1atcVyNUopkNERdZcQXrfdeDfs2QDgOlU3+n/s2+JdvXTvVL0cQhAlETJCCIMxURLgeobTMSbJiTpJ4xCRiGUXB6mlNxDKIR0xWzEnSMrvSr7TmUpCYDaEYKMP/MzHbv/zhb/ltBIIgHDEcrmQQQRCEw4m0ChyhlE7dSuUcakNhP1VAQ8Z2qYxYfkVl3/N+e0CsBgb1wqKUf3n7y37v65zXTs2LEQThsCAmSEEQZhoiXI9gBsdK2cVYqeRArNTmZ/2eVisy/INYEX8kbH/HZC5dEIRJQkyQgiDMJES4HuEctKJSUecbsZyc3x4wGCfnX19RN7kLFwRBEARBGIQI11cBB6yozFrtpwfs2wBWtLxdQGvIdEFTi387QRAEQRCEKUTMWa92DMOPvIpUQt8esDOgPf/Pvj0QSfjXT2GeqyAIgiAIAohwFcDPaX3nDX5lNZ+G1D7/z6YWeOe3JMdVEARBEIRpgbQKCD7Np8OiU6fV5CxBEARBEIRSRLgKAxiGRF4JgiAIgjBtkXKaIAiCIAiCMCMQ4SoIgiAIgiDMCES4CoIgCIIgCDMCEa6CIAiCIAjCjECEqyAIgiAIgjAjEOEqCIIgCIIgzAhEuAqCIAiCIAgzAhGugiAIgiAIwoxAhKsgCIIgCIIwIxDhKgiCIAiCIMwIRLgKgiAIgiAIMwIRroIgCIIgCMKMQISrIAiCIAiCMCMQ4SoIgiAIgiDMCES4CoIgCIIgCDMCEa6CIAiCIAjCjECEqyAIgiAIgjAjEOEqCIIgCIIgzAhEuAqCIAiCIAgzAhGugiAIgiAIwozAmuoFHG601gD09vZO8UoEQRAEQRCE4SjotIJuG4kjXrj29fUBMH/+/CleiSAIgiAIgnAg+vr6qKqqGvF6pQ8mbWc4nufR2tpKIpFAKXXA2/b29jJ//nx27txJMpmcpBUKhwt5P48s5P08spD388hD3tMji8l+P7XW9PX1MWfOHAxj5E7WI77iahgG8+bNG9N9ksmk/NAdQcj7eWQh7+eRhbyfRx7ynh5ZTOb7eaBKawExZwmCIAiCIAgzAhGugiAIgiAIwoxAhGsJkUiEL37xi0QikaleijAByPt5ZCHv55GFvJ9HHvKeHllM1/fziDdnCYIgCIIgCEcGUnEVBEEQBEEQZgQiXAVBEARBEIQZgQhXQRAEQRAEYUYgwlUQBEEQBEGYEYhwDfje977HokWLiEajnHjiiTzxxBNTvSRhnDz44IO8613vYs6cOSiluPvuu6d6ScIhcN1113H88ceTSCRobGzkvPPO48UXX5zqZQnj5MYbb+TYY48thpqvWbOG//mf/5nqZQkTxNe+9jWUUlx99dVTvRRhHHzpS19CKVX237Jly6Z6WWWIcAV+/vOfc8011/DFL36Rv//976xevZqzzjqLtra2qV6aMA7S6TSrV6/me9/73lQvRZgA1q5dy8c+9jEee+wx7r//fmzb5swzzySdTk/10oRxMG/ePL72ta/x9NNP89RTT/HmN7+Zc889lw0bNkz10oRD5Mknn+Tmm2/m2GOPneqlCIdAS0sLe/bsKf738MMPT/WSypA4LODEE0/k+OOP57vf/S4Anucxf/58/vmf/5lPf/rTU7w64VBQSnHXXXdx3nnnTfVShAli//79NDY2snbtWk477bSpXo4wAdTW1nL99ddz6aWXTvVShHGSSqV43etex/e//32++tWv8prXvIYbbrhhqpcljJEvfelL3H333Tz77LNTvZQRedVXXPP5PE8//TRnnHFG8TLDMDjjjDN49NFHp3BlgiAMR09PD+CLHWFm47oud955J+l0mjVr1kz1coRD4GMf+xhnn3122XepMDN5+eWXmTNnDs3NzVx44YXs2LFjqpdUhjXVC5hq2tvbcV2Xpqamssubmpp44YUXpmhVgiAMh+d5XH311Zx88smsXLlyqpcjjJN169axZs0astkslZWV3HXXXaxYsWKqlyWMkzvvvJO///3vPPnkk1O9FOEQOfHEE7n99ts55phj2LNnD1/+8pc59dRTWb9+PYlEYqqXB4hwFQRhBvGxj32M9evXT7ueK2FsHHPMMTz77LP09PTwy1/+kosuuoi1a9eKeJ2B7Ny5k3/913/l/vvvJxqNTvVyhEPk7W9/e/Hvxx57LCeeeCILFy7kF7/4xbRp5XnVC9f6+npM02Tfvn1ll+/bt49Zs2ZN0aoEQRjMVVddxb333suDDz7IvHnzpno5wiEQDodZunQpAK9//et58skn+fa3v83NN988xSsTxsrTTz9NW1sbr3vd64qXua7Lgw8+yHe/+11yuRymaU7hCoVDobq6mqOPPprNmzdP9VKKvOp7XMPhMK9//et54IEHipd5nscDDzwgPVeCMA3QWnPVVVdx11138ec//5nFixdP9ZKECcbzPHK53FQvQxgHb3nLW1i3bh3PPvts8b/jjjuOCy+8kGeffVZE6wwnlUqxZcsWZs+ePdVLKfKqr7gCXHPNNVx00UUcd9xxnHDCCdxwww2k02kuvvjiqV6aMA5SqVTZ2eG2bdt49tlnqa2tZcGCBVO4MmE8fOxjH+OnP/0pv/nNb0gkEuzduxeAqqoqYrHYFK9OGCuf+cxnePvb386CBQvo6+vjpz/9KX/961+57777pnppwjhIJBJD+s3j8Th1dXXShz4D+cQnPsG73vUuFi5cSGtrK1/84hcxTZMLLrhgqpdWRIQr8P73v5/9+/fzhS98gb179/Ka17yGP/zhD0MMW8LM4KmnnuJNb3pT8d/XXHMNABdddBG33377FK1KGC833ngjAG984xvLLr/tttv40Ic+NPkLEg6JtrY2/umf/ok9e/ZQVVXFsccey3333cdb3/rWqV6aILzq2bVrFxdccAEdHR00NDRwyimn8Nhjj9HQ0DDVSysiOa6CIAiCIAjCjOBV3+MqCIIgCIIgzAxEuAqCIAiCIAgzAhGugiAIgiAIwoxAhKsgCIIgCIIwIxDhKgiCIAiCIMwIRLgKgiAIgiAIMwIRroIgCIIgCMKMQISrIAjCYeavf/0rSim6u7uneilTwvbt21FK8eyzz071UgRBmOGIcBUE4VXPhz70IZRSXHHFFUOu+9jHPoZSakKndB1IyC5atIgbbrhhwp7rUNi3bx+hUIg777xz2OsvvfRSXve6103yqgRBeDUjwlUQBAGYP38+d955J5lMpnhZNpvlpz/9KQsWLJjClU0dTU1NnH322dx6661Drkun0/ziF7/g0ksvnYKVCYLwakWEqyAIAvC6172O+fPn8+tf/7p42a9//WsWLFjAa1/72uJlnudx3XXXsXjxYmKxGKtXr+aXv/xl2WP9/ve/5+ijjyYWi/GmN72J7du3j3tdO3bs4Nxzz6WyspJkMsk//MM/sG/fvuL1H/rQhzjvvPPK7nP11Vfzxje+sfjvX/7yl6xatYpYLEZdXR1nnHEG6XS6eP0tt9zC8uXLiUajLFu2jO9///vF6y699FIeeOABduzYUfYc//3f/43jOFx44YX84Q9/4JRTTqG6upq6ujre+c53smXLlnG/ZkEQhJEQ4SoIghBwySWXcNtttxX/feutt3LxxReX3ea6667jjjvu4KabbmLDhg18/OMf54Mf/CBr164FYOfOnZx//vm8613v4tlnn+Wyyy7j05/+9LjW43ke5557Lp2dnaxdu5b777+frVu38v73v3/Uj7Fnzx4uuOACLrnkEjZt2sRf//pXzj//fLTWAPzkJz/hC1/4Av/5n//Jpk2buPbaa/n85z/Pj3/8YwDe8Y530NTUxO233172uLfddhvnn38+1dXVpNNprrnmGp566ikeeOABDMPg3e9+N57njet1C4IgjIQ11QsQBEGYLnzwgx/kM5/5DK+88goAf/vb37jzzjv561//CkAul+Paa6/lT3/6E2vWrAGgubmZhx9+mJtvvpnTTz+dG2+8kSVLlvCNb3wDgGOOOYZ169bxX//1X0Oeb968eUMu6+/vL/79gQceYN26dWzbto358+cDcMcdd9DS0sKTTz7J8ccff9DXtGfPHhzH4fzzz2fhwoUArFq1qnj9F7/4Rb7xjW9w/vnnA7B48WI2btzIzTffzEUXXYRpmlx00UXcfvvtfP7zn0cpxZYtW3jooYe4//77AXjPe95T9py33norDQ0NbNy4kZUrVx50jYIgCKNFhKsgCEJAQ0MDZ599Nrfffjtaa84++2zq6+uL12/evJn+/n7e+ta3lt0vn88X2wk2bdrEiSeeWHZ9QeQO5qGHHiKRSJRdVrrFv2nTJubPn18UrQArVqygurqaTZs2jUq4rl69mre85S2sWrWKs846izPPPJP3vve91NTUkE6n2bJlC5deeimXX3558T6O41BVVVX89yWXXMLXvvY1/vKXv/DmN7+Z2267jUWLFvHmN78ZgJdffpkvfOELPP7447S3txcrrTt27BDhKgjChCLCVRAEoYRLLrmEq666CoDvfe97ZdelUikAfve73zF37tyy6yKRyJifa/HixVRXV5ddZllj+7VsGEZx27+AbdvFv5umyf33388jjzzCH//4R77zne/w7//+7zz++ONUVFQA8MMf/nCI2DZNs/j3o446ilNPPZXbbruNN77xjdxxxx1cfvnlKKUAeNe73sXChQv54Q9/yJw5c/A8j5UrV5LP58f0WgRBEA6GCFdBEIQS3va2t5HP51FKcdZZZ5Vdt2LFCiKRCDt27OD0008f9v7Lly/nnnvuKbvsscceG9dali9fzs6dO9m5c2ex6rpx40a6u7tZsWIF4FeJ169fX3a/Z599llAoVPy3UoqTTz6Zk08+mS984QssXLiQu+66i2uuuYY5c+awdetWLrzwwgOu5dJLL+XKK6/knHPOYffu3cV4sI6ODl588UV++MMfcuqppwLw8MMPj+v1CoIgHAwRroIgCCWYpsmmTZuKfy8lkUjwiU98go9//ON4nscpp5xCT08Pf/vb30gmk1x00UVcccUVfOMb3+CTn/wkl112GU8//fQQY9NoOeOMM1i1ahUXXnghN9xwA47j8NGPfpTTTz+d4447DoA3v/nNXH/99dxxxx2sWbOG//f//h/r168vti48/vjjPPDAA5x55pk0Njby+OOPs3//fpYvXw7Al7/8Zf7lX/6Fqqoq3va2t5HL5Xjqqafo6urimmuuKa7lfe97H//yL//CRz7yEc4888yikK6pqaGuro4f/OAHzJ49mx07dozbjCYIgnAwJFVAEARhEMlkkmQyOex1X/nKV/j85z/Pddddx/Lly3nb297G7373OxYvXgzAggUL+NWvfsXdd9/N6tWruemmm7j22mvHtQ6lFL/5zW+oqanhtNNO44wzzqC5uZmf//znxducddZZfP7zn+dTn/oUxx9/PH19ffzTP/1T2Wt58MEHecc73sHRRx/N5z73Ob7xjW/w9re/HYDLLruMW265hdtuu41Vq1Zx+umnc/vttxdfT4GKigr+8R//ka6uLi655JLi5YZhcOedd/L000+zcuVKPv7xj3P99deP6/UKgiAcDKUHN0cJgiAIgiAIwjREKq6CIAiCIAjCjECEqyAIgiAIgjAjEOEqCIIgCIIgzAhEuAqCIAiCIAgzAhGugiAIgiAIwoxAhKsgCIIgCIIwIxDhKgiCIAiCIMwIRLgKgiAIgiAIMwIRroIgCIIgCMKMQISrIAiCIAiCMCMQ4SoIgiAIgiDMCES4CoIgCIIgCDOC/x95OKPOS5yu3QAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(8,8))\n",
        "sns.regplot(x=y.loc[train_id], y=y_train_pred, label='train')\n",
        "sns.regplot(x=y.loc[test_id], y=y_test_pred, label='test')\n",
        "plt.ylabel(f'{target_col_name} pred')\n",
        "plt.legend();"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "9ebd7eb3",
      "metadata": {
        "id": "9ebd7eb3"
      },
      "source": [
        "Бачимо, що точки більше зосереджені навколо діагоналі – це означає модель краща, помилки менші."
      ]
    },
    {
      "cell_type": "markdown",
      "id": "efa7f96e",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-17T10:41:19.079515Z",
          "start_time": "2022-01-17T10:41:19.077257Z"
        },
        "id": "efa7f96e"
      },
      "source": [
        "# Функція підрахунку метрик моделі"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "af252c6a",
      "metadata": {
        "id": "af252c6a"
      },
      "source": [
        "Далі ми навчатимемо багато моделей, тому визначимо функцію, яка рахує метрики на трейні та тесті."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "bdaae73b",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.470985Z",
          "start_time": "2022-01-18T17:44:43.467709Z"
        },
        "id": "bdaae73b"
      },
      "outputs": [],
      "source": [
        "def evaluate_model(model, X_train, X_test, y_train, y_test):\n",
        "    y_train_pred = model.predict(X_train)\n",
        "    y_test_pred = model.predict(X_test)\n",
        "\n",
        "    train_metrics = get_metrics(y_train, y_train_pred)\n",
        "    test_metrics = get_metrics(y_test, y_test_pred)\n",
        "\n",
        "    return dict(train=train_metrics, test=test_metrics)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "f026e62f",
      "metadata": {
        "id": "f026e62f"
      },
      "source": [
        "# Багатомірна лін. регресія на масштабованих ознаках\n",
        "Перевіримо, чи впливатиме нормалізація даних на точність передбачення на валідаційних даних"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "98bdb043",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.475290Z",
          "start_time": "2022-01-18T17:44:43.472905Z"
        },
        "id": "98bdb043"
      },
      "outputs": [],
      "source": [
        "from sklearn.preprocessing import MinMaxScaler"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "8d9f5be8",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.484702Z",
          "start_time": "2022-01-18T17:44:43.476517Z"
        },
        "id": "8d9f5be8"
      },
      "outputs": [],
      "source": [
        "min_max_scaler = MinMaxScaler(feature_range=(0, 1))\n",
        "min_max_scaler.fit(X.loc[train_id])\n",
        "min_max_scaled = min_max_scaler.transform(X)\n",
        "min_max_scaled_df = pd.DataFrame(min_max_scaled, columns=X.columns)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "d5d928e0",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.527951Z",
          "start_time": "2022-01-18T17:44:43.486321Z"
        },
        "id": "d5d928e0",
        "outputId": "443d1252-ec93-4927-d138-7a105126523c",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             MedInc      HouseAge      AveRooms     AveBedrms    Population  \\\n",
              "count  20640.000000  20640.000000  20640.000000  20640.000000  20640.000000   \n",
              "mean       0.232464      0.541951      0.032195      0.030168      0.039869   \n",
              "std        0.131020      0.246776      0.017545      0.018729      0.031740   \n",
              "min        0.000000      0.000000     -0.000303      0.000000      0.000000   \n",
              "25%        0.142308      0.333333      0.025187      0.026588      0.021974   \n",
              "50%        0.209301      0.549020      0.030777      0.028275      0.032596   \n",
              "75%        0.292641      0.705882      0.036615      0.030281      0.048264   \n",
              "max        1.000000      1.000000      1.000000      1.333174      1.000000   \n",
              "\n",
              "           AveOccup      Latitude     Longitude  \n",
              "count  20640.000000  20640.000000  20640.000000  \n",
              "mean       0.001914      0.327858      0.476125  \n",
              "std        0.008358      0.227229      0.199555  \n",
              "min        0.000000     -0.001064      0.000000  \n",
              "25%        0.001398      0.146809      0.253984  \n",
              "50%        0.001711      0.181915      0.583665  \n",
              "75%        0.002084      0.548936      0.631474  \n",
              "max        1.000000      1.000000      1.000000  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-d2eaf600-398a-4caa-b144-61c749324d3b\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>MedInc</th>\n",
              "      <th>HouseAge</th>\n",
              "      <th>AveRooms</th>\n",
              "      <th>AveBedrms</th>\n",
              "      <th>Population</th>\n",
              "      <th>AveOccup</th>\n",
              "      <th>Latitude</th>\n",
              "      <th>Longitude</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "      <td>20640.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>0.232464</td>\n",
              "      <td>0.541951</td>\n",
              "      <td>0.032195</td>\n",
              "      <td>0.030168</td>\n",
              "      <td>0.039869</td>\n",
              "      <td>0.001914</td>\n",
              "      <td>0.327858</td>\n",
              "      <td>0.476125</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.131020</td>\n",
              "      <td>0.246776</td>\n",
              "      <td>0.017545</td>\n",
              "      <td>0.018729</td>\n",
              "      <td>0.031740</td>\n",
              "      <td>0.008358</td>\n",
              "      <td>0.227229</td>\n",
              "      <td>0.199555</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-0.000303</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-0.001064</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>0.142308</td>\n",
              "      <td>0.333333</td>\n",
              "      <td>0.025187</td>\n",
              "      <td>0.026588</td>\n",
              "      <td>0.021974</td>\n",
              "      <td>0.001398</td>\n",
              "      <td>0.146809</td>\n",
              "      <td>0.253984</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>0.209301</td>\n",
              "      <td>0.549020</td>\n",
              "      <td>0.030777</td>\n",
              "      <td>0.028275</td>\n",
              "      <td>0.032596</td>\n",
              "      <td>0.001711</td>\n",
              "      <td>0.181915</td>\n",
              "      <td>0.583665</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>0.292641</td>\n",
              "      <td>0.705882</td>\n",
              "      <td>0.036615</td>\n",
              "      <td>0.030281</td>\n",
              "      <td>0.048264</td>\n",
              "      <td>0.002084</td>\n",
              "      <td>0.548936</td>\n",
              "      <td>0.631474</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.333174</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-d2eaf600-398a-4caa-b144-61c749324d3b')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-d2eaf600-398a-4caa-b144-61c749324d3b 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-d2eaf600-398a-4caa-b144-61c749324d3b');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-e7163db8-bb5f-46ca-a0a6-b6eeb48e5b56\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-e7163db8-bb5f-46ca-a0a6-b6eeb48e5b56')\"\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",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-e7163db8-bb5f-46ca-a0a6-b6eeb48e5b56 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"min_max_scaled_df\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"MedInc\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.240582285081,\n        \"min\": 0.0,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.23246375932104224,\n          0.2093005613715673,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"HouseAge\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.171425753418,\n        \"min\": 0.0,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.5419507143942848,\n          0.5490196078431372,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveRooms\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.28430933918,\n        \"min\": -0.00030304199060018824,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.03219475499440207,\n          0.03077743356493088,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveBedrms\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.267890748089,\n        \"min\": 0.0,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.03016799992455672,\n          0.02827515700306704,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Population\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.2826714572075,\n        \"min\": 0.0,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.03986873915149097,\n          0.03259620505058998,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveOccup\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.290701458718,\n        \"min\": 0.0,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.0019139457156597528,\n          0.0017107176716267595,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Latitude\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.21916990284,\n        \"min\": -0.0010638297872338498,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.3278575993732477,\n          0.18191489361702118,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Longitude\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7297.183151718804,\n        \"min\": 0.0,\n        \"max\": 20640.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.4761250540473758,\n          0.5836653386454191,\n          20640.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 45
        }
      ],
      "source": [
        "min_max_scaled_df.describe()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "bcfc18eb",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.546404Z",
          "start_time": "2022-01-18T17:44:43.530994Z"
        },
        "id": "bcfc18eb",
        "outputId": "51b2b0cd-ac53-49e5-8085-c825478e4d39",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 75
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearRegression()"
            ],
            "text/html": [
              "<style>#sk-container-id-2 {color: black;background-color: white;}#sk-container-id-2 pre{padding: 0;}#sk-container-id-2 div.sk-toggleable {background-color: white;}#sk-container-id-2 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-2 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-2 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-2 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-2 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-2 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-2 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-2 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-2 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-2 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-2 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-2 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-2 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-2 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-2 div.sk-item {position: relative;z-index: 1;}#sk-container-id-2 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-2 div.sk-item::before, #sk-container-id-2 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-2 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-2 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-2 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-2 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-2 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-2 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-2 div.sk-label-container {text-align: center;}#sk-container-id-2 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: <a href="https://github.com/scikit-learn/scikit-learn/issues/21755" class="_blanktarget">https://github.com/scikit-learn/scikit-learn/issues/21755</a> */display: inline-block !important;position: relative;}#sk-container-id-2 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-2\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-2\" type=\"checkbox\" checked><label for=\"sk-estimator-id-2\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 46
        }
      ],
      "source": [
        "lr = LinearRegression()\n",
        "lr.fit(min_max_scaled_df.loc[train_id], y.loc[train_id])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "16260477",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.566508Z",
          "start_time": "2022-01-18T17:44:43.548905Z"
        },
        "id": "16260477",
        "outputId": "8cb366cd-1fb8-4433-ccc9-90f4179f93a9",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'train': {'mse': 0.51793, 'rmse': 0.71968},\n",
              " 'test': {'mse': 0.55589, 'rmse': 0.74558}}"
            ]
          },
          "metadata": {},
          "execution_count": 47
        }
      ],
      "source": [
        "evaluate_model(lr, min_max_scaled_df.loc[train_id], min_max_scaled_df.loc[test_id], y.loc[train_id], y.loc[test_id])"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "626ebf09",
      "metadata": {
        "id": "626ebf09"
      },
      "source": [
        "Бачимо, що скейлінг нічого не дав. Експериментуємо далі."
      ]
    },
    {
      "cell_type": "markdown",
      "id": "804afdd8",
      "metadata": {
        "id": "804afdd8"
      },
      "source": [
        "## Інтерпретуємо коефіцієнти лінійної регресії.\n",
        "Інтерпретація можлива, тільки якщо всі змінні в одній шкалі (від 0 до 1).\n",
        "Коефіцієнт -  це сила впливу фактору х на середнє значення залежної змінної у при зміні фактору х на одиницю.\n",
        "\n",
        "'+' означає, що є позитивний вплив х на у,\n",
        "\n",
        "'-' - що є негативний вплив(зворотній звьязок)."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0a7f8366",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.574500Z",
          "start_time": "2022-01-18T17:44:43.568974Z"
        },
        "id": "0a7f8366",
        "outputId": "4d45cdbd-75e3-408e-8546-cd93cc7cf6bc",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([  6.50587593,   0.49593713, -17.39108272,  19.81593931,\n",
              "        -0.07241483,  -4.38194802,  -3.94604937,  -4.35442897])"
            ]
          },
          "metadata": {},
          "execution_count": 48
        }
      ],
      "source": [
        "lr.coef_"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "2829c6af",
      "metadata": {
        "id": "2829c6af"
      },
      "source": [
        "Виведемо важливість ознак:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "064a93ec",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.802545Z",
          "start_time": "2022-01-18T17:44:43.578690Z"
        },
        "id": "064a93ec",
        "outputId": "947a7312-36cb-44e3-db55-b61a1584f2c6",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 661
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Feature: MedInc, Score: 6.506\n",
            "Feature: HouseAge, Score: 0.496\n",
            "Feature: AveRooms, Score: -17.391\n",
            "Feature: AveBedrms, Score: 19.816\n",
            "Feature: Population, Score: -0.072\n",
            "Feature: AveOccup, Score: -4.382\n",
            "Feature: Latitude, Score: -3.946\n",
            "Feature: Longitude, Score: -4.354\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "importance = lr.coef_\n",
        "for feature_name, value in zip(X.columns, importance):\n",
        "    print(f'Feature: {feature_name}, Score: {value:.3f}')\n",
        "\n",
        "# побудуємо графік\n",
        "xticks = range(len(importance))\n",
        "plt.bar(xticks, importance)\n",
        "plt.xticks()\n",
        "plt.xticks(xticks, X.columns)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "виглядає так, що AveBedrms має найбільш позитивний вплив на ціну, а AveRooms - найбільш негативний. Щось не дуже логічно. Але кількість спалень, точно залежить від кількості кімнат. При чому лінійно. А це вловлює алгоритм лінійної регресії.\n",
        "\n",
        "The interpretation of a regression coefficient is that it represents the mean change in the dependent variable for each 1 unit change in an independent variable when you hold all of the other **independent** variables constant.\n"
      ],
      "metadata": {
        "id": "d5WB-2x6GP5-"
      },
      "id": "d5WB-2x6GP5-"
    },
    {
      "cell_type": "code",
      "source": [
        "X.corr()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "XyyXcTZ7HgXm",
        "outputId": "348f0967-c0b1-419d-f7d8-d770c5b5efe0"
      },
      "id": "XyyXcTZ7HgXm",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "              MedInc  HouseAge  AveRooms  AveBedrms  Population  AveOccup  \\\n",
              "MedInc      1.000000 -0.119034  0.326895  -0.062040    0.004834  0.018766   \n",
              "HouseAge   -0.119034  1.000000 -0.153277  -0.077747   -0.296244  0.013191   \n",
              "AveRooms    0.326895 -0.153277  1.000000   0.847621   -0.072213 -0.004852   \n",
              "AveBedrms  -0.062040 -0.077747  0.847621   1.000000   -0.066197 -0.006181   \n",
              "Population  0.004834 -0.296244 -0.072213  -0.066197    1.000000  0.069863   \n",
              "AveOccup    0.018766  0.013191 -0.004852  -0.006181    0.069863  1.000000   \n",
              "Latitude   -0.079809  0.011173  0.106389   0.069721   -0.108785  0.002366   \n",
              "Longitude  -0.015176 -0.108197 -0.027540   0.013344    0.099773  0.002476   \n",
              "\n",
              "            Latitude  Longitude  \n",
              "MedInc     -0.079809  -0.015176  \n",
              "HouseAge    0.011173  -0.108197  \n",
              "AveRooms    0.106389  -0.027540  \n",
              "AveBedrms   0.069721   0.013344  \n",
              "Population -0.108785   0.099773  \n",
              "AveOccup    0.002366   0.002476  \n",
              "Latitude    1.000000  -0.924664  \n",
              "Longitude  -0.924664   1.000000  "
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              "      <td>-0.027540</td>\n",
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              "      <th>AveBedrms</th>\n",
              "      <td>-0.062040</td>\n",
              "      <td>-0.077747</td>\n",
              "      <td>0.847621</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>-0.066197</td>\n",
              "      <td>-0.006181</td>\n",
              "      <td>0.069721</td>\n",
              "      <td>0.013344</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Population</th>\n",
              "      <td>0.004834</td>\n",
              "      <td>-0.296244</td>\n",
              "      <td>-0.072213</td>\n",
              "      <td>-0.066197</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.069863</td>\n",
              "      <td>-0.108785</td>\n",
              "      <td>0.099773</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AveOccup</th>\n",
              "      <td>0.018766</td>\n",
              "      <td>0.013191</td>\n",
              "      <td>-0.004852</td>\n",
              "      <td>-0.006181</td>\n",
              "      <td>0.069863</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.002366</td>\n",
              "      <td>0.002476</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Latitude</th>\n",
              "      <td>-0.079809</td>\n",
              "      <td>0.011173</td>\n",
              "      <td>0.106389</td>\n",
              "      <td>0.069721</td>\n",
              "      <td>-0.108785</td>\n",
              "      <td>0.002366</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>-0.924664</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Longitude</th>\n",
              "      <td>-0.015176</td>\n",
              "      <td>-0.108197</td>\n",
              "      <td>-0.027540</td>\n",
              "      <td>0.013344</td>\n",
              "      <td>0.099773</td>\n",
              "      <td>0.002476</td>\n",
              "      <td>-0.924664</td>\n",
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              "      buttonEl.style.display =\n",
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              "        const element = document.querySelector('#df-a88f5be9-ca79-4809-8177-29c0a41648df');\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",
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              "          + ' to learn more about interactive tables.';\n",
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              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
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              "      border-right-color: var(--fill-color);\n",
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              "    80% {\n",
              "      border-color: transparent;\n",
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              "    }\n",
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              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
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              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"X\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"MedInc\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.3756046943748933,\n        \"min\": -0.1190339899378567,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          -0.1190339899378567,\n          0.018766247966968946,\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"HouseAge\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.4025579635556543,\n        \"min\": -0.29624423977353637,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          1.0,\n          0.013191356636029718,\n          -0.1190339899378567\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveRooms\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.43989511750557814,\n        \"min\": -0.15327742256198928,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          -0.15327742256198928,\n          -0.004852294991781258,\n          0.32689543164129786\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveBedrms\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.44217816605142113,\n        \"min\": -0.07774728275376007,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          -0.07774728275376007,\n          -0.006181201268673081,\n          -0.06204013383609916\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Population\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.391749811831651,\n        \"min\": -0.29624423977353637,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          -0.29624423977353637,\n          0.06986273036567692,\n          0.004834345627653136\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"AveOccup\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.34957732577951495,\n        \"min\": -0.006181201268673081,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.013191356636029718,\n          1.0,\n          0.018766247966968946\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Latitude\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.519448686801241,\n        \"min\": -0.9246644339150366,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.011172673530611242,\n          0.002366182263750124,\n          -0.07980912745972177\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Longitude\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.5179131701796988,\n        \"min\": -0.9246644339150366,\n        \"max\": 1.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          -0.10819681311244445,\n          0.0024758163767058645,\n          -0.015175865414177248\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 50
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Це явище називається мультиколінеарністю. Стаття на цю тему [тут](<a href="https://statisticsbyjim.com/regression/multicollinearity-in-regression-analysis/" class="_blanktarget">https://statisticsbyjim.com/regression/multicollinearity-in-regression-analysis/</a>)"
      ],
      "metadata": {
        "id": "eoxx3UehJGLT"
      },
      "id": "eoxx3UehJGLT"
    },
    {
      "cell_type": "markdown",
      "id": "7c20e423",
      "metadata": {
        "id": "7c20e423"
      },
      "source": [
        "На intercept_ зберігається деяке базове значення передбачення, без урахування впливу ознак."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0bf10de5",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.812317Z",
          "start_time": "2022-01-18T17:44:43.807028Z"
        },
        "id": "0bf10de5",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "998dd199-c8ef-48aa-fc71-9e03717f4839"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "3.6270717454244346"
            ]
          },
          "metadata": {},
          "execution_count": 51
        }
      ],
      "source": [
        "lr.intercept_"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "103d6a87",
      "metadata": {
        "id": "103d6a87"
      },
      "source": [
        "# Поліноміальна регресія"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "a6bd4c6d",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:43.999474Z",
          "start_time": "2022-01-18T17:44:43.815183Z"
        },
        "id": "a6bd4c6d",
        "outputId": "9cb60fa7-1b9a-4e87-d892-fea52a46aed0",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 522
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "np.random.seed(0)\n",
        "x = 2 - 3 * np.random.normal(0, 1, 20)\n",
        "y = x - 2 * (x ** 2) + 0.5 * (x ** 3) + np.random.normal(-3, 3, 20)\n",
        "\n",
        "# transforming the data to include another axis\n",
        "x = x[:, np.newaxis]\n",
        "y = y[:, np.newaxis]\n",
        "\n",
        "model = LinearRegression()\n",
        "model.fit(x, y)\n",
        "y_pred = model.predict(x)\n",
        "\n",
        "plt.scatter(x, y, s=10)\n",
        "plt.plot(x, y_pred, color='r')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "a7be11da",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:44.008878Z",
          "start_time": "2022-01-18T17:44:44.001969Z"
        },
        "id": "a7be11da",
        "outputId": "7d7bf144-ae07-4dbc-ab73-bfb0a66079ad",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'mse': 253.07218, 'rmse': 15.90824}"
            ]
          },
          "metadata": {},
          "execution_count": 53
        }
      ],
      "source": [
        "get_metrics(y, y_pred)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "c8d78c36",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:44.014759Z",
          "start_time": "2022-01-18T17:44:44.011310Z"
        },
        "id": "c8d78c36"
      },
      "outputs": [],
      "source": [
        "import operator\n",
        "\n",
        "from sklearn.preprocessing import PolynomialFeatures"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "69cee459",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:46:26.636871Z",
          "start_time": "2022-01-18T17:46:26.632105Z"
        },
        "id": "69cee459"
      },
      "outputs": [],
      "source": [
        "def fit_poly_reg(x, y, degree):\n",
        "    polynomial_features = PolynomialFeatures(degree=degree)\n",
        "    x_poly = polynomial_features.fit_transform(x)\n",
        "\n",
        "    model = LinearRegression()\n",
        "    model.fit(x_poly, y)\n",
        "    y_poly_pred = model.predict(x_poly)\n",
        "\n",
        "    display(get_metrics(y, y_poly_pred))\n",
        "    return y_poly_pred, model\n",
        "\n",
        "def plot_ploy_reg(x, y, y_poly_pred):\n",
        "    plt.scatter(x, y, s=10)\n",
        "    # sort the values of x before line plot\n",
        "    sort_axis = operator.itemgetter(0)\n",
        "    sorted_zip = sorted(zip(x, y_poly_pred), key=sort_axis)\n",
        "    x, y_poly_pred = zip(*sorted_zip)\n",
        "    plt.plot(x, y_poly_pred, color='m')\n",
        "    plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "e47a1a07",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2021-10-10T20:19:31.823735Z",
          "start_time": "2021-10-10T20:19:31.818221Z"
        },
        "id": "e47a1a07"
      },
      "source": [
        "PolynomialFeatures генерують всі поліноміальні комбінації ознак до зазначеної включно. Наприклад, якщо у нас є ознаки а і b, то будуть згенеровані додаткові ознаки [1, a, b, a^2, ab, b^2]."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "cc34f030",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:49:07.776129Z",
          "start_time": "2022-01-18T17:49:07.771081Z"
        },
        "id": "cc34f030",
        "outputId": "1429a475-2492-4139-ef7f-728aafa9c294",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 34
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "{'mse': 102.42325, 'rmse': 10.12044}"
            ]
          },
          "metadata": {}
        }
      ],
      "source": [
        "y_poly_pred, model = fit_poly_reg(x, y, 2)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "d110a290",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:49:17.437532Z",
          "start_time": "2022-01-18T17:49:17.433828Z"
        },
        "id": "d110a290",
        "outputId": "f56ec471-757c-47d4-919b-41aa192213eb",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "3"
            ]
          },
          "metadata": {},
          "execution_count": 57
        }
      ],
      "source": [
        "model.n_features_in_"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model.coef_"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kCIKI7MHmvo8",
        "outputId": "315d498c-d4f4-46d9-adc0-622ffc98ff20"
      },
      "id": "kCIKI7MHmvo8",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[ 0.        ,  8.48492679, -1.62853134]])"
            ]
          },
          "metadata": {},
          "execution_count": 59
        }
      ]
    },
    {
      "cell_type": "markdown",
      "id": "2d611408",
      "metadata": {
        "id": "2d611408"
      },
      "source": [
        "У нас три ознаки, бо 1, х та х^2."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "09c1fa80",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:44.244343Z",
          "start_time": "2022-01-18T17:44:44.060305Z"
        },
        "id": "09c1fa80",
        "outputId": "dd438c9b-5332-4e72-f752-30c4ed08afca",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 522
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plot_ploy_reg(x, y, y_poly_pred)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "269ea864",
      "metadata": {
        "id": "269ea864"
      },
      "source": [
        "Стало значно краще!"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "74dd94be",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:44.431954Z",
          "start_time": "2022-01-18T17:44:44.247133Z"
        },
        "id": "74dd94be",
        "outputId": "f1432888-e0fd-4ab6-8115-857431b0e8ad",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 539
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "{'mse': 11.90178, 'rmse': 3.4499}"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "degree = 3\n",
        "y_poly_pred, _ = fit_poly_reg(x, y, degree)\n",
        "plot_ploy_reg(x, y, y_poly_pred)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "7f8ad3d5",
      "metadata": {
        "id": "7f8ad3d5"
      },
      "source": [
        "Стало ще краще."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "7a6fce45",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:44:44.602452Z",
          "start_time": "2022-01-18T17:44:44.441875Z"
        },
        "id": "7a6fce45",
        "outputId": "c2248b86-fd76-4230-c330-b1329badc5db",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 539
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "{'mse': 1.2391, 'rmse': 1.11315}"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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4of+SWJwo1wTXiB4VMNp1be9S6ZWlavpLkyTJmeZU0f8WqfCiQjnch3cKRMUtFSq7ukzONKfmbpo7qEPfd+tt7tXGkzaq6z9dSpyaqFmvzJIrJ3b+HQAYPEr5x1DKAWB02Ohr0RcffFVZfkvNabZsFkMyJhKMqP3N9o8OR/93m8Jt4QGPsVyW0o5P65+Cp38q3cg0cLiOrAj3hNX+ertaXmhR64ut8q/3yw4e+scqy20poeijkv7J0h43Lm7EjyKIxaNSelt6VfHDClU/UC2715acUv738zXx+olyZQ9N+Y2EItp4wka1v96uzIWZOua5Ywb1dxPqCOndhe+q/fV2uQpcOu7fxymhaPCFHkBsGWwP5TgZAEDMqFzXpKt+laCp1U5tLQzr0TMDak632Ud6BIQ6QvKv9/dPwf2v7XkotzPFqbRPp/Ufjp46N1XOBLN7KA/nkRXOBKcyFmQoY0GGJCnc3bd6/DM/2aGOV/xK6pF2pdnKOzJVnzppghKKEhSfHa9gTVDdZd3qKevpu5T3qMfXIztgq3tbt7q3datFLXt+vVTngJL+ydLuTB7aP+tYOyol0htRzcM1Kr+hXKFdfVvnjfvcOE26Y5KSpw/ttnaOOIeOfOJIvTnrTbX8o0U1D9eo4IKC/ecLRLT5S5vV/nq74sbF6djnjqWQA5DEpBwAEAM63u1Q6VWl2vW3XQNu73LbeuyzAV113zxK+RDrbe5bGX334ejtb7cPWJVckuKz4vsm4Cf1HY6efGyyHHFDuzL64djoa9EXH3p1j9tH4siKg50wR0IRBaoCHxX1sp4BxX334mT7E58dv8/SnuBNkMM1+L8bk392B8u2bTU/3aydl+9U97ZuSVLSjCRNvnuyxp02bli/dtV9Vdpx8Q45khya8+4cJU1O2nvGsK3//H//UeMfGuVIdmjm8zOVdjyfSYHRjkk5ACDmde/sVtm1ZWr4dUPfDU6p/rRE/XjcLv1/z7s0qdapZU8lKHF8vUI/St3n/sI4sJ7Kno8WZXuldcC+3bu5i9x9U/APi/jeVh6PJmVNnfu8fbiL5Sxv5h5fY39F3RHnUOLERCVOTJRO2fP1wt1h9VT07LO0h1pC6m3sVW9jr9o3tO/5Ag7JXeDeZ2l357sHnM9u8s/uYLS/066dy3eq9flWSX2r4xf/sFh5384bkR8QFVxYoKa/NKn1hVZtWbxFs16aJcs58N+EbdvadsE2Nf6hUVa8paP+chSFHMAAfHoBAESdQG1AFT+sUO2Pa/v3rc7+araKf1ispClJmuprUVlth9y/bFfgwQbV/axObf9q0/RfT1fq7FTD6aOfbfcdJt36SqvaXu4r4j3le66MnnRkUv8UPP3EdCV4Y+tQ2+KsvR+yvK/bh9PhHgruTHQq+YhkJR+x9+yhttDAQ+I/Udoj3REFKgMKVAbU9nLbHs+3XB+dz55QnKD8TGnuB041Zdjy5UQU/vDIeBN/dnsTqA2o7H/LVPezOsnuOx/fc5lH3pXeEV23wHJYmvazaXrzmDfl/7dflXdVynuld8Bjyq4pU+2jtZJDOvLXR2rcwuGd3gOIPRy+DgCIGr0tvaq8vVJVP6rq3x963GfHqfiWYqXO2nvZbn2pVR988wMFqgKy4i25r8hTzReTVJyTElUTPZPssK2Odzv6p+Btr7Spt6F34IOcUuqs1P4pePoJ6XJlxf6K0J8sw0sXlGjFCJ8XbfpQcNu21dvQu8/SHvAF+n/4tTfbC8K6+Zs9Rv7sPincFVbl3ZXy3epTpLPve0TO13JUvLq47ygDQ2p/Wqut390qy2Vp9luzlXJUiiSp8u5K7Vy+U5I09dGpyj8/31hGACOP1dc/hlIOANEt3BVW1X1VqrytUqHWvgWa0uanqWR1Sf8iWvvTu6tXW8/fqqY/9W195MsJq3acLe/UVM2fmytXjkuuXJfic+LlynEpPjdezmRnVB96fTgigYj8b/j7p+Btr7Yp7P/EyuhuS2nz0pRxUt8UPG1+muJSR+cBdKZXEP/T21W67Pfv7nH73V85Vl86rnDE83xSJBRRsDq419Luf80vhaWUf07TnFMnGMtoR2w1/KZBpStLFagKSJJS56Vq8j2TlT4/3Viu3Wzb1vuff1+7ntklx4xENf00XwX/Dqp7eaUkqXh1sYpWFhlOCWCkcU45ACDqRXojqv1JrSp+WNG/kFXyUckqvrlY4z8/ftClOX5cvIJ35+uxzmp9/Z8ueRuc8jZI2tKt8v8r3+tzHImOPYq6K+fD67muAb+OHx+/x3mi0STUHpL/VX//4ej+Df499s92pjmV/um+rckyTspQ6pzUw96rOVbs7fzukRRNh9HvjSPO0XfoelGCdPLA+9773HvatXaXstcHpVONxFPrv1q187Kdan+j71x5t9etkttKlPPVnKj5wZplWZr242l6edprit/cLd83tiq91CmnLBUuL5R3hffALwJgzKKUAwBGnB2x1fC7BpX9b5l6dvady5wwMUETb5yo3K/nHlIBLm/u0kszQ3q/JKwpVQ6ldVlK67L0mZwsFUTiFWwIqre+V8H6oCLdEUW6I31bUe3lXOo9OPpWGh9Q1D8s8/2//thtzqTD35pqf9PdYGNwwKJsHRs7pIG7kyk+J75/Cp5+YrpSjkmJ6h8sjGazvJlasqBkj8PoY+H0iuyzs7Vr7S41PtmooqtHdtLbXdqt0pWlavxDo6S+LeG8V3lVeHGhnIlmt9rbm//0dunHp3Trgv9L0MydfR+xXz66V2deNC5qfngAIDpRygEAI8a2be1au0ulV5Wq892+1Z3jc+JV9L9Fyj8//7Amt7unjrvSbL0+/aNDtb95QbGO/kT5CXWE1NvQ+1FRbwj2Xa8P7nFbb3OvFFHfrz95HvY+OFOce0zg9zWVjx8XP2DVa2nP86B/cESRvh6X1X84eteWPVdGTyhO6J+Cp5+YrsQpiRSBKLLy9CO1aEae0cPoD8X4/x4vOaSOjR3qLutWYvHwn7cdagup4uYKVf2oSnbQlhzShO9OUPGNxXLlRu86B2VNndpwZFiztoc0/4M4vTUlpMc/G9RRzV06rojF3QDsG6UcADAi2v7dptJVpWp7pW/lZ2eaU54rPCq8pHBItjI7mGlkXEqc4lLilFhy4IIRCUXU29TbX9p3l/n+X3/iNjtgK9wRVrgjrJ7SQUzhnZIr+6Npe0eyrdbqRn0+IV4Tmh2aVunQ+PYmbVHTgKclH5XcPwVPPzFdCYWxtTL6WGT6MPpD4cp2KWNBhlpfaFXTn5rkWe4Ztq8VCUVU++NalV9brt6mvh+AZX4mU5PumqSUo1OG7esOld0/GHz0zID+MbtXZRMiijii5zQFANGLhd4AAMOq470OlV1dpuanmyVJjgSHCi4skHelV/Hj44f865lc1Mu2bYXbwwOm7R8v7Z+cyodaQoN63bBly56eoImfze6bhH86fVj+7IC9qX6wWtsv3K60+Wk67tXjhuVrNK9t1s7Ld6rrP31HgSQdkaRJd03SuNNj69DvaFjtH0D0YPX1j6GUA8DI6y7tVtm1ZWr4dYNkS3JKE749QUXXFjHV/VAk2DeF//jUvXxrm/70jwqldllqTrO1zRPWzvyIfnvJyGyfBXxSoCag9QXrJUnzq+bLXeAestfu2NShnZfvVMvfWyRJcePjVHxDsSZ8b4Ic8bG5EKHp1f4BRA9WXwcAGBGoC6jihxWqfbS2f+/j7K9kq/iHxUqammQ4XXRxuBxy57vlzv+o5OQpTy+eEInJRcEwOrnz3Ur7VJr8r/rV+OdGFV54+Nu4BRuCKru2TLU/rpUikhVvqfDiQnmv9io+I7aPAonF0xQAmEUpBwAMid7WXlXeUamqe6sU6epbCjxzUaZKbi5R6uxUw+liS6wuCobRK/vsbPlf9avpyabDKuXhnrCqf1StipsrFG7vW5Ax6+wsTbptkhInDf8icgAQjSjlAIDDEu4Kq/qBavlu9fWfI532X2kqXl2szJMpk4eKaRuiSdYXs7Rz+U61vtyqYGNQruyDWwXdtm01/qFRpStK+7chTJ2Tqkl3T1LGiRnDkBgAYgelHABwSCK9EdX9rE7lN5QrWBuUJCVNT1LJLSUa/9/jY2pxJgD7l1icqJTjUtTxdoeanmpS/nfzB/1c/+t+7bh0h/zr/ZIkV4FLJatLlPuN3D22AwSAsYhSDgA4KHbEVsPvG1T+v+Xq3tEtSXIXuVV8Q7Fyv5kry8mHbGA0yj47u6+UPzm4Ut5T0aPSVaVq+E2DJMmR5JB3pVee5R45k5zDHRcAYgalHAAwKLZta9ffd6lsVZk63umQJMVnx6vomiLlfz9fDndsrpQMYHCyz85W2dVlavlni3pbe/e5IFuoPSTfrT5V3V2lSE9EsqS8xXkqvql4wKKGAIA+lHIAwAG1vdqm0lWlanu5TZLkTHXKc4VHhZcUKi6V/5UAY0HStCQlzUhS1+YuNf+1WXnn5A243w7bqn2sVmXXlKm3vleSlHFyhibdPUmps1jsEQD2hU9SAIB96tjUobKry9T8f82SJMttqeDCAnlXeuXKOriFngDEvuwvZatic4Uan2wcUMp3/WOXdl62U53vd0qSEqckatIdk1hfAgAGgVIOANhDd1m3yq8rV/0v6yVbkkOa8O0JKrq2SAmeBNPxABiSfXa2Kn5YoZa/tyjUEVKgKqDSK0rV/HTfD+7iMuM08bqJyl+aL4eLU1oAYDAo5QCAfsH6oCpuqlDNIzWye21JUvb/ZGviDycq+Yhkw+kAmJZ8TLISJiWoZ2ePNn1hk1pfapXCkhVnKX9ZviZeO1Hx4/Z+rjkAYO8o5QAAhdpC8t3hU9W9VYp0RiRJmZ/JVPEtxUqbk2Y4HYBoYVmWss/OVuXtlWp9vlWSNP4L4zXp9klKmppkNhwAxChKOQCMYeHusKofqJbvVp9Cu0KSpNTjU1WyukSZp2YaTgcgGv11cpemuG01ZkT0u1OCWnBunFZSyAHgkFHKAWAMioQiqnusTuU3lCtYHZQkJR2ZpOKbi5V1VhYLMwHYq42+Ft270yddLOnDbxMfvFSqRTPyNMvLD/IA4FBQygFgDLEjthr/2Kiya8rUvb1bkuT2ujXxhonKOydPlpMyDmDfypr6VleXteftlHIAODSUcgAYA2zbVstzLSq9qlQdb3dIkuKz4lV0TZHyl+TL4WaVZAAHVpy19wUf93U7AODAKOUAMMq1vdamslVlan2xVZLkTHXKc7lHhZcWKi6V/w0AGLxZ3kwtWVCiNS+V9t+2dEEJU3IAOAx8GgOAUapzc6dKry5V81N9+wdbLksFywrkXeWVK9tlOB2AWLXy9CO1aEaeypo6VZyVTCEHgMNEKQeAUaa7vFvl15Wr/hf1ki3JIeUtztPE6yYqwZtgOh6AUWCWN5MyDgBDhFIOAKNEsCGoipsrVPNwjexeW5KUdXaWin9YrOQjOd8TAAAgGlHKASDGhdpCqryrUpV3VyrSGZEkZS7MVPEtxUqbm2Y4HQAAAPaHUg4AMSrcE1bNgzWqWF2hUHNIkpQ6J1XFq4s1buE4w+kAAAAwGJRyAIgxkVBEdY/XqeKGCgWqApKkpCOSVHxzsbK+mCXLYq9xAACAWEEpB4AYYdu2Gp9sVNk1Zere2i1JcnvcmnjDROWekytHHHuNAwAAxBpKOQBEOdu21fKPFpWuKlXHWx2SpPiseHmv8ip/ab6cCU7DCQEAAHCoKOUAEMX8G/wqXVWq1udbJUnOFKcKlxfKc5lHcWl8CwcAAIh1fKIDgCjU+Z9OlV1TpqY/N0mSLJelggsK5L3KK1e2y3A6AAAADBVKOQBEkZ6KHpVfX666n9dJEUkOKe+8PE28bqISihJMxwMAAMAQo5QDQBQINgRVcUuFah6ukR20JUlZX8xS8U3FSp6ebDgdAAAAhgulHAAMCvlDqry7UlV3VSncEZYkZZySoZLVJUqbl2Y4HQAAAIYbpRwADAj3hFXzcI0qbq5QqDkkSUqZnaKS1SXKXJjJXuMAAABjBKUcAEZQJBRR/c/rVX59uQKVAUlS4rREldxcoqwvZVHGAQAAxhhKOQCMANu21fSnJpVdU6auLV2SJHehWxOvn6jc83LliHMYTggAAAATKOUAMMxa/tmi0lWlan+jXZIUNz5ORVcVKf+CfDkTnIbTAQAAwCRKOQAME/8bfpWuKlXrP1slSY5khzzLPfIs9ygujW+/AAAAoJQDwJDr/KBTZdeUqelPTZIky2Upf2m+iq4qkivHZTgdAAAAogmlHACGSI+vR+XXl6vuiTopIskh5Z6Tq4nXT1TixETT8QAAABCFKOUAcJiCjUH5VvtU/WC17KAtSco6K0vFNxUreUay4XQAAACIZpRyADhEofaQqu6uUuVdlQq3hyVJGSdnqHh1sdL/K91wOgAAAMQCSjkAHKRIIKKaNTWquKlCvU29kqSU41JUsrpEmZ/JZK9xAAAADBqlHAAGKRKKqP4X9Sq/vlwBX0CSlDg1UcU3FSv77GxZDso4AAAADg6lHAAOwLZtNf2lSWVXl6nrgy5JkqvApYnXT1Te4jw54hyGEwIAACBWUcoBYD9anm9R6apStW9olyTFjYuTd5VXBcsK5Ex0Gk4HAACAWEcpB4C98L/pV9lVZWpZ1yJJciQ75LnUI8/lHsWl860TAAAAQ4NPlgDwMV1bu1R2TZka/9goSbLiLeUvyVfR1UVy5boMpwMAAMBoY+xEyPLycn3nO99RcXGxEhMTNWnSJF133XUKBoMDHvfee+/pxBNPVEJCgjwej26//XZDiQGMZj2VPdry3S3aMGNDXyG3pNxzc3X81uM15b4pFHIAAAAMC2OT8i1btigSieiRRx7R5MmTtWnTJp1//vnq7OzUnXfeKUny+/067bTTtHDhQq1Zs0bvv/++vv3tbysjI0Pf+973TEUHMIoEm4Lyrfap+sFq2QFbkjT+C+NVfFOxUo5KMZwOAAAAo51l27ZtOsRud9xxhx5++GGVlpZKkh5++GFdffXVqqurk8vVN6VauXKl/vKXv2jLli2Dfl2/36/09HS1tbUpLS1tWLIDiC2hjpCq7qlS5R2VCreHJUnpC9JVsrpE6fPTDacDAABArBtsD42qc8rb2to0bty4/uvr16/XSSed1F/IJWnRokW67bbb1NLSoszMzL2+TiAQUCAQ6L/u9/uHLzSAmBIJRFTzSI0qbqpQb2OvJCllVopKVpco87RMWRZ7jQMAAGDkRM3mujt27ND999+v73//+/231dXVKTc3d8Djdl+vq6vb52utXr1a6enp/RePxzM8oQHEDDtsq+6JOr0+7XXtuHiHeht7lTglUdN/O12z35ytcYvGUcgBAAAw4oa8lK9cuVKWZe338slDz6urq/XZz35WX/7yl3X++ecfdoZVq1apra2t/1JZWXnYrwkgNtm2rca/NOqNY97QlsVbFKgIyJXv0tRHpmru5rnK+WqOLAdlHAAAAGYM+eHry5cv1+LFi/f7mJKSkv5f19TU6JRTTtGnPvUpPfroowMel5eXp/r6+gG37b6el5e3z9d3u91yu90HmRzAaNPyYotKV5aq/fV2SVJcZpy8q7wquLBAzkSn4XQAAADAMJTy7OxsZWdnD+qx1dXVOuWUUzR79mw99thjcjgGDu7nz5+vq6++Wr29vYqPj5ckrVu3TtOmTdvn+eQARoeNvhaVNXWqOCtZs7wH9++9/a12lV5VqpbnWiRJjiSHCi8tlOdyj+Iz4ocjLgAAAHBIjK2+Xl1drZNPPllFRUV64okn5HR+NLXaPQVva2vTtGnTdNppp2nFihXatGmTvv3tb+uee+45qC3RWH0diC23rv1Aa14q7b++ZEGJVp5+5D4fv7vAe/1xSny4WY2/b5QkWfGWJnxvgoquKZI7j6NnAAAAMHKifvX1devWaceOHdqxY4cKCwsH3Lf75wTp6el67rnntGzZMs2ePVtZWVm69tpr2aMcGMU2+lq05qVSnfFavI7/wKnORKn9qWq9+tuQJhSnKD4rfsDl0fcr9Jt/+3Tma/FKfy9OHbYlWVLuN3I18YaJSixJNP1bAgAAAPYpqvYpHy5MyoHY8ae3q/TQ3e/rml8dWpneODmkEx+crjmn5Q9xMgAAAGDwon5SDgB7MzE9Sec913eo+RtTQ3prWkgpXZa+M8Or8b1O9Tb1qrexV71NvWqv7VGkJaS4iKUtnrD+eFJQOwojKsqKaI7h3wcAAAAwGJRyAFEl688d8jQ61J5o64lFAXUkSUsXlGj+Xs4p3+hr0RcffFXxIan3Y+u3FWclj2BiAAAA4NBRygFEjR5fj8qvK5ck5dzo1Y2nuve7+vosb6aWnFwyYFG4pQtKDnq1dgAAAMAUSjmAqLH9ou2KdEWUfmK6Zi4vkWVZB3zOytOP1KIZeYe8fRoAAABgEqUcQFRoeqpJzf/XLCvO0tQ1UwdVyHeb5c2kjAMAACAmOUwHAIBQR0jbL9ouSfJc4VHydM4JBwAAwNhAKQdgXPn15QpUBpRQnKCia4pMxwEAAABGDKUcgFEd73ao6t4qSdKUB6bImeQ0nAgAAAAYOZRyAMbYEVvblmyTwlL2/2Rr/OfGm44EAAAAjChKOQBjan9cK/9rfjlTnZp872TTcQAAAIARRykHYESwPqjSlX37ixffVCx3gdtwIgAAAGDkUcoBGLFj+Q6FWkNKOS5F+Rfkm44DAAAAGEEpBzDiWv7ZooZfNUiWNHXNVDni+FYEAACAsYlPwgBGVLgnrG1Lt0mSCpYVKG1umuFEAAAAgDmUcgAjqvK2SnVv75Yrz6Xim4pNxwEAAACMopQDGDFd27tUcUuFJGnyvZMVlx5nOBEAAABgFqUcwIiwbVvbL9guO2grc1Gmsr+SbToSAAAAYBylHMCIaPhNg1r+0SJHgkNTH5wqy7JMRwIAAACMo5QDGHa9Lb3acekOSVLRNUVKnJRoOBEAAAAQHSjlAIZd2dVl6m3oVdIRSfJc7jEdBwAAAIgalHIAw8r/ul81a2okSVMeniKHm287AAAAwG58OgYwbCKhiLZ+f6tkS7nn5Srz5EzTkQAAAICoQikHMGyq769W57udisuM06Q7JpmOAwAAAEQdSjmAYdFT2aOy/y2TJJXcXiJXtstwIgAAACD6UMoBDIsdF+9QpDOitE+nacK3J5iOAwAAAEQlSjmAIdf01yY1/blJVpylqQ9PleVgT3IAAABgbyjlAIZUuDOs7RdulyQVXlaolKNTDCcCAAAAohelHMCQKr+xXAFfQO4ityZeO9F0HAAAACCqUcoBDJmO9ztUdXeVJGnKA1PkTHYaTgQAAABEN0o5gCFhR2xtW7JNdshW1hezlHVmlulIAAAAQNSjlAMYErU/q5X/Vb+cKU5Nvm+y6TgAAABATKCUAzhswYagSq8slSRNvHGiEgoTDCcCAAAAYgOlHMBh23nFToVaQkqZmaKCiwpMxwEAAABiBqUcwGFpeaFF9T+vlyxp6pqpcsTxbQUAAAAYLD49AzhkkUBE25ZukyTlL8lX2rw0w4kAAACA2EIpB3DIfHf41L21W/G58Sq+pdh0HAAAACDmUMoBHJKuHV2quKlCkjT5nsmKz4g3nAgAAACIPZRyAAfNtm1tX7ZddsBW5sJM5Xwtx3QkAAAAICZRygEctMbfN6rluRZZbktTHpoiy7JMRwIAAABiEqUcwEHpbe3Vjkt2SJKKripS0pQkw4kAAACA2EUpB3BQyq4pU7AuqMSpifKu8JqOAwAAAMQ0SjmAQfO/4VfNQzWSpKkPT5XDzbcQAAAA4HDwiRrAoERCEW37/jbJlnK/mavMUzNNRwIAAABiHqUcwKDUPFijjo0disuI06S7JpmOAwAAAIwKlHIABxSoDqjsmjJJUsltJXLluAwnAgAAAEYHSjmAA9p+8XaFO8JKm5+mCd+dYDoOAAAAMGpQygHsV/MzzWp6sklySlPXTJXlYE9yAAAAYKhQygHsU7grrO0XbpckeS71KOWYFMOJAAAAgNGFUg5gnyp+WKGe8h65PW4VXVdkOg4AAAAw6lDKAexV5+ZOVd5ZKUma8sAUxaXEGU4EAAAAjD6UcgB7sCO2ti3ZJjtka/wXxivrv7NMRwIAAABGJUo5gD3UPV6ntn+1yZHs0JT7ppiOAwAAAIxalHIAAwSbgtp5xU5JUvENxUrwJhhOBAAAAIxelHIAA5ReWarQrpCSj0lWwQ8KTMcBAAAARjVKOYB+rS+3qu6xOsnq25PcEc+3CAAAAGA48YkbgCQpEoxo25JtkqQJ35ug9PnphhMBAAAAox+lHIAkqfLOSnV90KX4nHiVrC4xHQcAAAAYEyjlANRd2q2KH1ZIkibfPVnxmfGGEwEAAABjA6UcGONs29b2ZdsV6Yko49QM5Xw9x3QkAAAAYMyglANjXOMfG7Xr2V2yXJamPjRVlmWZjgQAAACMGZRyYAwL+UPacfEOSZJ3lVdJ05IMJwIAAADGlqgo5YFAQDNnzpRlWXrnnXcG3Pfee+/pxBNPVEJCgjwej26//XYzIYFRqOx/yxSsDSpxcqK8K72m4wAAAABjTlSU8iuvvFL5+fl73O73+3XaaaepqKhIb731lu644w5df/31evTRRw2kBEaX9rfaVf1AtSRpysNT5ExwGk4EAAAAjD1xpgOsXbtWzz33nJ588kmtXbt2wH2/+tWvFAwG9bOf/Uwul0szZszQO++8o7vvvlvf+973DCUGYp8dtrX1+1uliJTz9RyNWzjOdCQAAABgTDI6Ka+vr9f555+vX/ziF0pK2vNc1vXr1+ukk06Sy+Xqv23RokXaunWrWlpa9vm6gUBAfr9/wAXAR6ofrlbHWx1ypjs16a5JpuMAAAAAY5axUm7bthYvXqwlS5Zozpw5e31MXV2dcnNzB9y2+3pdXd0+X3v16tVKT0/vv3g8nqELDsS4QE1AZVeVSZJKVpfInec2nAgAAAAYu4a8lK9cuVKWZe33smXLFt1///1qb2/XqlWrhjqCVq1apba2tv5LZWXlkH8NIFbtuHSHwu1hpc5LVf7391zLAQAAAMDIGfJzypcvX67Fixfv9zElJSV6/vnntX79erndA6d0c+bM0Te+8Q098cQTysvLU319/YD7d1/Py8vb5+u73e49XheA1Pxssxp/3yg5pKlrpspysCc5AAAAYNKQl/Ls7GxlZ2cf8HH33Xefbrrppv7rNTU1WrRokX73u99p3rx5kqT58+fr6quvVm9vr+Lj4yVJ69at07Rp05SZmTnU0YFRLdwd1vZl2yVJhRcXKnVmquFEAAAAAIytvu71DtwTOSUlRZI0adIkFRYWSpK+/vWv64YbbtB3vvMdrVixQps2bdKPfvQj3XPPPSOeF4h1FTdXqKe0R+5CtybeMNF0HAAAAACKgi3R9ic9PV3PPfecli1bptmzZysrK0vXXnst26EBB6nzg05V3t63tsLk+yYrLjWq/+kDAAAAY0bUfDKfOHGibNve4/ZjjjlGr7zyioFEwOhg27a2Ldkmu9fW+M+PV9ZZWaYjAQAAAPiQ0X3KAQy/+p/Xq+3lNjmSHJpy/xRZFou7AQAAANGCUg6MYr3Nvdp5+U5J0sTrJiqhKMFwIgAAAAAfRykHRrGdK3aqt6lXyUclq/DSQtNxAAAAAHwCpRwYpVr/1aq6n9ZJ6tuT3BHPP3cAAAAg2vApHRiFIsGIti3ZJkma8N0JSv90uuFEAAAAAPaGUg6MQlX3VKlrc5fis+JVcluJ6TgAAAAA9oFSDowy3eXdKr+hXJI06a5Jih8XbzYQAAAAgH2ilAOjiG3b2n7hdkW6I8o4OUO55+SajgQAAABgPyjlwCjS9Ocm7Xpml6x4S1MeZk9yAAAAINpRyoFRItQe0vYfbJckeVd4lXxEsuFEAAAAAA6EUg6MEuXXlitYHVTCpAR5r/KajgMAAABgECjlwCjQvrFdVfdVSZKmPjhVzkSn4UQAAAAABoNSDsQ4O2xr2/e3SREp+6vZGrdonOlIAAAAAAaJUg7EuJpHatT+RrucaU5Nvmey6TgAAAAADgKlHIhhgbqASleVSpJKbimRe4LbcCIAAAAAB4NSDsSwnZfuVNgfVuqcVOUvyTcdBwAAAMBBopQDMWrXc7vU8NsGySFNfWSqLCd7kgMAAACxhlIOxKBwd1jbLtgmSSq4qECpx6UaTgQAAADgUFDKgRjkW+1Tz84eufJdKr6x2HQcAAAAAIeIUg7EmM4tnfLd6pMkTblviuLS4gwnAgAAAHCoKOVADLFtW9sv2C6719a4z41T1peyTEcCAAAAcBgo5UAMqf9lvVpfaJUj0aEpD0yRZbG4GwAAABDLKOVAjOjd1audy3dKkoquLVJicaLhRAAAAAAOFyejAp+w0deisqZOFWcla5Y303ScfqWrStXb2Kuk6UnyXOYxHQcAAADAEKCUAx9z69oPtOal0v7rSxaUaOXpRxpM1Kft1TbVPlorSZq6ZqocLg5yAQAAAEYDPtkDH9roa9Gal0r11RfidfGTbhXXOrTmpVJt9LUYzRXpjWjbkr49yfO+naeMEzOM5gEAAAAwdJiUAx8qa+rU5CqHTt/gkiTN2hGnV47qVfkpbUYPY6+6t0qd73cqbnycSm4rMZYDAAAAwNBjUg58qDgrWZ97PV6S1JQWkSSduClemWf7VHFrhcI94RHP1FPRo/LryyVJk+6cJFeWa8QzAAAAABg+lHLgQ1M7XDpuR5wisnXnV3p04znd6pgWL3VGVLaqTG/MeEONf26Ubdsjlmn7D7Yr0hVR+knpyjsvb8S+LgAAAICRweHrwId8t/skSa7PZujKpVNUnJWsmYUZqv91vUpXlKqntEebv7RZGadmaPK9k5VydMqw5mn8S6Oa/69ZVrylqQ9PZU9yAAAAYBRiUg5I6qnsUcOvGiRJx9wwSV86rlCzvJmyHJbyvpmn47ceL+/VXlluS63Pt+rNmW9q2wXbFGwKDkueUEdIOy7aIUnyXOFR8vTkYfk6AAAAAMyilAOSqu6ukh2ylXFKhtKOT9vj/riUOJXcVKLjPzhe2f+TLUWkmodrtGHKBlX9qEqR3siQ5im/vlyBqoASihNUdHXRkL42AAAAgOhBKceY19vcq5of10iSvCu9+31sYnGiZvxhhma+OFPJxyYr1BrSjkt26M1j3lTzs81Dkqfj3Q5V3VslSZry4BQ5k5xD8roAAAAAog+lHGNe9YPVinRGlDIrRZmfGdzWZxkLMjTnrTma+shUxWfFq2tLl94//X29d+Z76trWdchZ7Iitrd/fKoWl7C9na/zp4w/5tQAAAABEP0o5xrRwZ1hV9/VNpb0rvAe1mJrltJT/vXwdv/14FV5WKCvO0q5ndumNGW9ox/Id6m3tPeg8tT+uVfvr7XKmOjX5nskH/XwAAAAAsYVSjjGt9me1CjWHlFCSoKyzsw7pNeIz4jX5rsmau2muxn1unOyQraq7q7Rh6gbVPFojOzy4LdSC9UGVriyVJBXfVCx3gfuQ8gAAAACIHZRyjFmR3ogq76qU1LfCuSPu8P45JE1L0jHPHKOj/3a0EqclqrexV9u+v01vzn5TrS+1HvD5O5bvUKg1pJTZKSpYVnBYWQAAAADEBko5xqyG3zUoUBFQfE688s7LG7LXHX/6eM19f64m3TNJznSnOt/t1Dsnv6PNX96s7vLuvT6n5Z8tfVuyWdLUNVNlOdmTHAAAABgLKOUYk2zbVuVtfVPywksK5Uwc2hXOHfEOeS7xaN72ecpfki85pMY/NmrDERtUek2pQh2h/seGe8LatnSbJKlgWYHS5uy5JRsAAACA0YlSjjFp1992qXNTp5ypTuUvzR+2r+PKdmnqw1M1Z+McZZycITtgy3ezTxumbVDdL+v0dvku/f2Szere3i3XBJeKbyoetiwAAAAAok+c6QCACb7bfJKk/CX5is+IH/avl3JMio59/lg1/blJO5fvVE95j7acs0WlE8LyNDgkWdp0XqI+lc4/SQAAAGAsYVKOMaft321qe6VNlstS4SWFI/Z1LctS9peyNfeDuXJfmaeeeFsltU7Fhy29VxzSLZEabfS1jFgeAAAAAOZRyjHm7J6S552bJ3f+yG875kxwqvarKVp5frdePrpX2/PD+vmioGRJZU2dI54HAAAAgDkcK4sxpXNzp5r/2ixZfdugmVKclazWVFs/+1xwj9sBAAAAjB1MyjGm+G7vm5JnfSlLSVOTjOWY5c3UkgUlA25buqBEs7yZhhIBAAAAMIFJOcaMHl+PGn7dIEnyrvAaTiOtPP1ILZqRp7KmThVnJVPIAQAAgDGIUo4xo/LuStkhWxmnZihtbnTsBT7Lm0kZBwAAAMYwDl/HmNDb3KvaH9dKio4pOQAAAABIlHKMEdUPVCvSFVHKrBRlfobJNAAAAIDoQCnHqBfuDKvq/ipJfVNyy7IMJwIAAACAPpRyjHq1P61VqDmkhEkJyjo7y3QcAAAAAOhHKceoFumNqPKuSkmS53KPHHG85QEAAABEDxoKRrWG3zYo4AsoPjdeeYvzTMcBAAAAgAEo5Ri17Igt320+SVLhxYVyJjgNJwIAAACAgSjlGLWa/9asrs1dcqY6lb8033QcAAAAANgDpRyjVuVtfeeS5y/JV3xGvOE0AAAAALAnSjlGpbZ/t6ntX22yXJYKLyk0HQcAAAAA9opSjlFp97nkeefmyZ3vNpwGAAAAAPaOUo5Rp2NTh5r/2ixZkucKj+k4AAAAALBPlHKMOpV39J1LnvWlLCVNTTKcBgAAAAD2jVKOUaXH16OGXzdIkrwrvIbTAAAAAMD+UcoxqlTeXSk7ZCvj1AylzU0zHQcAAAAA9st4KX/mmWc0b948JSYmKjMzU2edddaA+30+n8444wwlJSUpJydHV1xxhUKhkJmwiGq9zb2q/XGtJMm7kik5AAAAgOgXZ/KLP/nkkzr//PN1yy236NRTT1UoFNKmTZv67w+HwzrjjDOUl5enV199VbW1tTr33HMVHx+vW265xWByRKPqB6oV6YooZVaKMhdmmo4DAAAAAAdk2bZtm/jCoVBIEydO1A033KDvfOc7e33M2rVrdeaZZ6qmpka5ubmSpDVr1mjFihVqbGyUy+Xa6/MCgYACgUD/db/fL4/Ho7a2NqWlcUjzaBTuDGu9d71Cu0Ka/rvpyvlKjulIAAAAAMYwv9+v9PT0A/ZQY4evv/3226qurpbD4dCsWbM0YcIEnX766QMm5evXr9fRRx/dX8gladGiRfL7/dq8efM+X3v16tVKT0/vv3g8bIs12tX+tFahXSElTEpQ9tnZpuMAAAAAwKAYK+WlpaWSpOuvv17XXHONnn76aWVmZurkk0/Wrl27JEl1dXUDCrmk/ut1dXX7fO1Vq1apra2t/1JZWTlMvwtEg0hvRJV39f0de6/wynJahhMBAAAAwOAMeSlfuXKlLMva72XLli2KRCKSpKuvvlpnn322Zs+erccee0yWZekPf/jDYWVwu91KS0sbcMHo1fDbBgV8AcXnxiv3vNwDPwEAAAAAosSQL/S2fPlyLV68eL+PKSkpUW1t3yrZ06dP77/d7XarpKREPp9PkpSXl6cNGzYMeG59fX3/fYAdseW7re/9UnhJoZwJTsOJAAAAAGDwhryUZ2dnKzv7wOf0zp49W263W1u3btUJJ5wgSert7VV5ebmKiookSfPnz9fNN9+shoYG5eT0Ldy1bt06paWlDSjzGLua/9asrs1dcqY6lb8k33QcAAAAADgoxrZES0tL05IlS3TdddfJ4/GoqKhId9xxhyTpy1/+siTptNNO0/Tp03XOOefo9ttvV11dna655hotW7ZMbrfbVHREEd+tfVPy/KX5is+IN5wGAAAAAA6O0X3K77jjDsXFxemcc85Rd3e35s2bp+eff16ZmX17TDudTj399NNaunSp5s+fr+TkZJ133nm68cYbTcZGlGj9V6v8//bLclkqvKTQdBwAAAAAOGjG9ikfSYPdHw6x5f3Pv6/mp5s14fwJmvboNNNxAAAAAKBf1O9TDhyOjk0dan66WbIkz+XsQw8AAAAgNlHKEZMqb+/blzz77GwlTU0ynAYAAAAADg2lHDGnp6JHDb9pkCR5VjAlBwAAABC7KOWIOZV3V8oO2cr4fxlKm8MaAQAAAABiF6UcMSXYFFTtT2olSd4VXsNpAAAAAODwUMoRU6ofqFakK6KU41KUuTDTdBwAAAAAOCyUcsSMcGdY1fdXS+qbkluWZTgRAAAAABweSjliRu1PahXaFVLCpARln51tOg4AAAAAHDZKOWJCpDeiyrv6tkHzXuGV5WRKDgAAACD2UcoRExp+06BAZUDxufHKPS/XdBwAAAAAGBKUckQ9O2LLd5tPklR4SaGcCU7DiQAAAABgaFDKEfWan2lW13+65ExzqmBpgek4AAAAADBkKOWIer5b+6bk+UvyFZceZzgNAAAAAAwdSjmiWuu/WuV/1S/LZanwkkLTcQAAAABgSFHKEdV2T8nzFufJPcFtOA0AAAAADC1KOaJWx/sd2vXMLsmSPJd7TMcBAAAAgCFHKUfUqry9b1/y7P/JVtKUJMNpAAAAAGDoUcoRlXoqelT/m3pJkneF13AaAAAAABgelHJEpcq7KqWwlLkwU6mzU03HAQAAAIBhQSlH1Ak2BVX7k1pJkmcF55IDAAAAGL0o5Yg61fdXK9IdUcrsFGX+v0zTcQAAAABg2FDKEVVCHSFVP1Atqe9ccsuyDCcCAAAAgOFDKUdUqf1JrUK7QkqcnKjsL2WbjgMAAAAAw4pSjqgRCUZUdXeVJMlzhUeWkyk5AAAAgNGNUo6o0fCbBgUqA3LluZR7bq7pOAAAAAAw7CjliAp2xJbvdp8kqfCSQjkTnIYTAQAAAMDwo5QjKjQ/3ayu/3TJmeZU/pJ803EAAAAAYERQymGcbdvy3do3Jc9fmq+49DjDiQAAAABgZFDKYVzbv9rkX++X5bZUeHGh6TgAAAAAMGIo5TDOd1vflDzvvDy5J7gNpwEAAACAkUMph1Ed73do1zO7JEffNmgAAAAAMJZQymFU5e2VkqTss7OVNDnJcBoAAAAAGFmUchjTXd6t+t/US5K8K7yG0wAAAADAyKOUw5iqu6uksJS5MFOps1NNxwEAAACAEUcphxHBxqBqf1IrSfKuZEoOAAAAYGyilMOI6geqFemOKGV2ijJOzTAdBwAAAACMoJRjxIU6Qqq+v1pS35TcsizDiQAAAADADEo5RlztT2oVagkpcUqisr+YbToOAAAAABhDKceIigQjqrqrSlLfvuSWkyk5AAAAgLGLUo4R1fCbBgWqAnLluZR7Tq7pOAAAAABgFKUcI8aO2PLd5pMkFV5aKGeC03AiAAAAADCLUo4R0/x0s7o+6JIzzan87+ebjgMAAAAAxlHKMSJs25Zvdd+UvOCCAsWlxxlOBAAAAADmUcoxItpeaZP/Nb8st6WCiwtMxwEAAACAqEApx4jYfS553uI8ufPchtMAAAAAQHSglGPYdbzXoV1/2yU5JM/lHtNxAAAAACBqUMox7Hy3903Js/8nW0mTkwynAQAAAIDoQSnHsOou71bDbxskSd4VXsNpAAAAACC6UMoxrKruqpLCUuZnMpV6XKrpOAAAAAAQVSjlGDbBxqBqf1oriSk5AAAAAOwNpRzDpvr+akW6I0qdk6qMUzNMxwEAAACAqEMpx7AIdYRU/UC1JMmzwiPLsgwnAgAAAIDoQynHsKj9ca1CLSElTklU9hezTccBAAAAgKhEKceQiwQjqryrUpLkucIjy8mUHAAAAAD2hlKOIVf/63oFq4NyTXAp79w803EAAAAAIGpRyjGk7Iitytv6puSFlxTK4eYtBgAAAAD7QmPCkGr+a7O6tnTJme5U/pJ803EAAAAAIKpRyjFkbNuW71afJKlgaYHi0uIMJwIAAACA6EYpx5Bpe6VN/tf8styWCi4uMB0HAAAAAKIepRxDZveUPG9xntx5bsNpAAAAACD6UcoxJDre69Cutbskh+S53GM6DgAAAADEBKOlfNu2bfrCF76grKwspaWl6YQTTtALL7ww4DE+n09nnHGGkpKSlJOToyuuuEKhUMhQYuyL77a+KXn2/2QraXKS4TQAAAAAEBuMlvIzzzxToVBIzz//vN566y0de+yxOvPMM1VXVydJCofDOuOMMxQMBvXqq6/qiSee0OOPP65rr73WZGx8QndZtxp+1yBJ8q7wGk4DAAAAALHDsm3bNvGFm5qalJ2drZdfflknnniiJKm9vV1paWlat26dFi5cqLVr1+rMM89UTU2NcnNzJUlr1qzRihUr1NjYKJfLNaiv5ff7lZ6erra2NqWlpQ3b72ms2nbhNtU8WKPMz2Tq2OeONR0HAAAAAIwbbA81NikfP368pk2bpp///Ofq7OxUKBTSI488opycHM2ePVuStH79eh199NH9hVySFi1aJL/fr82bN+/ztQOBgPx+/4ALhkewIai6n/Yd2eBdyZQcAAAAAA6GsY2kLcvSP/7xD5111llKTU2Vw+FQTk6Onn32WWVmZkqS6urqBhRySf3Xdx/ivjerV6/WDTfcMHzh0a/6/mpFeiJKnZOqjFMyTMcBAAAAgJgy5JPylStXyrKs/V62bNki27a1bNky5eTk6JVXXtGGDRt01lln6fOf/7xqa2sPK8OqVavU1tbWf6msrByi3x0+LtQeUvWD1ZL6puSWZRlOBAAAAACxZcgn5cuXL9fixYv3+5iSkhI9//zzevrpp9XS0tJ/fP1DDz2kdevW6YknntDKlSuVl5enDRs2DHhufX29JCkvL2+fr+92u+V2s0/2cKv9ca1CLSElTklU1llZpuMAAAAAQMwZ8lKenZ2t7OzsAz6uq6tLkuRwDBzWOxwORSIRSdL8+fN18803q6GhQTk5OZKkdevWKS0tTdOnTx/i5DgYkWBElXf3HYHgudIjy8mUHAAAAAAOlrGF3ubPn6/MzEydd955evfdd7Vt2zZdccUVKisr0xlnnCFJOu200zR9+nSdc845evfdd/X3v/9d11xzjZYtW8Yk3LD6X9UrWB2Ua4JLeefs+6gFAAAAAMC+GSvlWVlZevbZZ9XR0aFTTz1Vc+bM0b/+9S899dRTOvbYvm21nE6nnn76aTmdTs2fP1/f/OY3de655+rGG280FRuS7Iitytv7puSFlxbK4Ta63T0AAAAAxCxj+5SPJPYpH1qNf2nU5i9uljPdqfm++YpLM7aIPwAAAABEpajfpxyxybZt+W71SZIKLiigkAMAAADAYaCU46C0vdym9tfbZbktFV5caDoOAAAAAMQ0SjkOiu+2vin5hG9NkCvXZTgNAAAAAMQ2SjkGrePdDu1au0tySJ7LPabjAAAAAEDMo5Rj0Hy3903Js7+crcRJiYbTAAAAAEDso5RjULrLutXw2wZJkneF13AaAAAAABgdKOUYlMq7KqWIlHlaplJnpZqOAwAAAACjAqUcBxRsCKrup3WSmJIDAAAAwFCilOOAqu6rUqQnotS5qco4JcN0HAAAAAAYNSjl2K9Qe0g1D9ZIkrwrvbIsy3AiAAAAABg9KOXYr9pHaxVqDSlxaqKyvpBlOg4AAAAAjCqUcuxTJBBR5d2VkiTvlV5ZTqbkAAAAADCUKOXYp/pf1StYE5Qr36Xcb+aajgMAAAAAow6lHHtlR2z5bvdJkgovLZTDzVsFAAAAAIYaTQt71fRUk7q3dsuZ7lT+9/JNxwEAAACAUYlSjj3Yti3frX1T8oJlBYpLizOcCAAAAABGJ0o59tD6UqvaN7TLclsq/EGh6TgAAAAAMGpRyrGHytv6Vlyf8O0JcuW6DKcBAAAAgNGLUo4B2t9p165nd0kOyXO5x3QcAAAAABjVKOUYoPL2vil5zldylFiSaDgNAAAAAIxulHL06y7tVsPvGiRJniuZkgMAAADAcKOUo1/lXZVSRMpclKnUWamm4wAAAADAqEcphyQp2BBU3c/qJEneFV7DaQAAAABgbKCUQ5JUdV+VIj0RpR6fqoyTM0zHAQAAAIAxgVIOhdpDqnmwRlLflNyyLMOJAAAAAGBsoJRDtY/WKtQaUuK0RGWdlWU6DgAAAACMGZTyMS4SiKjy7r5t0LxXeGU5mJIDAAAAwEihlI9x9b+qV7AmKFe+S7nfzDUdBwAAAADGFEr5GGZHbPlu90mSCi8tlMPN2wEAAAAARhItbAxreqpJ3Vu7FZcRp/zv5ZuOAwAAAABjDqV8jLJtW75b+6bk+RfkKy4tznAiAAAAABh7KOVjVOtLrWrf0C5HgkOFPyg0HQcAAAAAxiRK+Ri1e0qe9608uXJdhtMAAAAAwNhEKR+D2t9pV8vfWySH5LncYzoOAAAAAIxZlPIxqPK2vn3Jc76So8SSRMNpAAAAAGDsopSPMd2l3Wr4fYMkybOCKTkAAAAAmEQpH2Mq76yUIlLmokylzkw1HQcAAAAAxjRK+RgSrA+q7rE6SZJ3pddwGgAAAAAApXwMqbqvSpGeiFKPT1XGggzTcQAAAABgzKOUjxEhf0g1D9VI6puSW5ZlOBEAAAAAgFI+RtQ8WqNQa0iJ0xKV9YUs03EAAAAAAKKUjwmRQERV91RJkrxXemU5mJIDAAAAQDSglI8B9b+sV7AmKFe+S7nfyDUdBwAAAADwIUr5KGeHbfnu8EmSPJd55HDzVw4AAAAA0YKGNso1PdWk7q3disuI04TvTTAdBwAAAADwMZTyUcy2bflu7ZuS5y/LV1xqnOFEAAAAAICPo5SPYq0vtqr9jXY5Ehwq/EGh6TgAAAAAgE+glI9iu6fked/OkyvHZTgNAAAAAOCTKOWjVPvGdrU81yI5JM9yj+k4AAAAAIC9oJSPUr7b+qbkOV/NUWJJouE0AAAAAIC9oZSPQt07u9X4h0ZJkudKpuQAAAAAEK0o5aNQ5Z2VUkQa99lxSp2ZajoOAAAAAGAfKOWjTLA+qNrHaiVJnhVMyQEAAAAgmlHKR5mqH1XJDthKnZeqjAUZpuMAAAAAAPaDUj6KhPwhVT9ULUnyrvDKsizDiQAAAAAA+0MpH0VqHqlRuC2sxGmJyvpCluk4AAAAAIADoJSPEpFARFX3VEmSvFd6ZTmYkgMAAABAtKOUjxJ1v6hTsDYoV4FLud/INR0HAAAAADAIlPJRwA7bqryjUpLkudQjh5u/VgAAAACIBbS3UaDpL03q3tatuIw4TfjeBNNxAAAAAACDRCmPcbZty3ebT5KUvyxfcalxhhMBAAAAAAZr2Er5zTffrE996lNKSkpSRkbGXh/j8/l0xhlnKCkpSTk5ObriiisUCoUGPObFF1/UcccdJ7fbrcmTJ+vxxx8frsgxqfWFVrW/0S5HgkOFPyg0HQcAAAAAcBCGrZQHg0F9+ctf1tKlS/d6fzgc1hlnnKFgMKhXX31VTzzxhB5//HFde+21/Y8pKyvTGWecoVNOOUXvvPOOLrnkEn33u9/V3//+9+GKHXN2T8nzvp0nV47LcBoAAAAAwMGwbNu2h/MLPP7447rkkkvU2to64Pa1a9fqzDPPVE1NjXJz+1YLX7NmjVasWKHGxka5XC6tWLFCzzzzjDZt2tT/vK997WtqbW3Vs88+O+gMfr9f6enpamtrU1pa2pD8vqJB+9vtemv2W5JTmrd9nhKLE01HAgAAAABo8D3U2Dnl69ev19FHH91fyCVp0aJF8vv92rx5c/9jFi5cOOB5ixYt0vr16/f72oFAQH6/f8BlNPLd3jclz/lKDoUcAAAAAGKQsVJeV1c3oJBL6r9eV1e338f4/X51d3fv87VXr16t9PT0/ovH4xni9OZ17+xW4x8aJUneFV7DaQAAAAAAh+KgSvnKlStlWdZ+L1u2bBmurIO2atUqtbW19V8qKytNRxpylXdWShFp3GfHKeXYFNNxAAAAAACH4KD2z1q+fLkWL16838eUlJQM6rXy8vK0YcOGAbfV19f337f7v7tv+/hj0tLSlJi478O13W633G73oHLEokBdQLWP1UqSvCuZkgMAAABArDqoUp6dna3s7Owh+cLz58/XzTffrIaGBuXk5EiS1q1bp7S0NE2fPr3/MX/7298GPG/dunWaP3/+kGSIVdX3VcsO2Eqdl6r0k9JNxwEAAAAAHKJhO6fc5/PpnXfekc/nUzgc1jvvvKN33nlHHR0dkqTTTjtN06dP1znnnKN3331Xf//733XNNddo2bJl/VPuJUuWqLS0VFdeeaW2bNmihx56SL///e916aWXDlfsqBfyh1T9ULWkvim5ZVmGEwEAAAAADtVBTcoPxrXXXqsnnnii//qsWbMkSS+88IJOPvlkOZ1OPf3001q6dKnmz5+v5ORknXfeebrxxhv7n1NcXKxnnnlGl156qX70ox+psLBQP/nJT7Ro0aLhih31ah6pUbgtrKQjkpT131mm4wAAAAAADsOw71MeDUbLPuWRQESvFb+mYG1Q0342TRO+NcF0JAAAAADAXkT9PuU4eHW/qFOwNihXgUu538g98BMAAAAAAFGNUh4j7LCtytv7tnbzXOaRw8VfHQAAAADEOppdjGj6S5O6t3crLjNOE87nsHUAAAAAGA0o5THAtm35bvVJkgqWFSguddjW5wMAAAAAjCBKeQxofaFV7W+2y5HoUMEPCkzHAQAAAAAMEUp5DNg9Jc/7dp5c2S7DaQAAAAAAQ4VSHuXa325Xy7oWySl5lntMxwEAAAAADCFKeZTz3dY3Jc/5ao4SixMNpwEAAAAADCVKeRTr2tGlxj82SpK8K7yG0wAAAAAAhhqlPIpV3lkpRaRxp49TyjEppuMAAAAAAIYYpTxKBeoCqnu8TpLkXcmUHAAAAABGI0p5lKr+UbXsgK20/0pT+onppuMAAAAAAIYBpTwKhdpCqn6oWlLflNyyLMOJAAAAAADDgVIehWoeqVHYH1bSkUka//nxpuMAAAAAAIYJpTzKhHvCqrqnSpLkudIjy8GUHAAAAABGK0p5lKn/Rb2CdUG5C93K/Xqu6TgAAAAAgGEUZzoAPvJ22S61/LBMTkmFlxXK4eJnJgAAAAAwmtH6osStaz/QLZdukLOyVx0Jtn5T5DcdCQAAAAAwzCjlUWCjr0VrXizVGa/HS5L+eVyvHtpQro2+FsPJAAAAAADDiVIeBcqaOlVU71BxnVOBOFv/mN3bfzsAAAAAYPTinPIoUJyVrIq8iK47r1ueBofakz66HQAAAAAwejEpjwKzvJlasqBEFXkR/euYkCRp6YISzfJmGk4GAAAAABhOTMqjxMrTj9SiGXkqa+pUcVYyhRwAAAAAxgBKeRSZ5c2kjAMAAADAGMLh6wAAAAAAGEIpBwAAAADAEEo5AAAAAACGUMoBAAAAADCEUg4AAAAAgCGUcgAAAAAADKGUAwAAAABgCKUcAAAAAABDKOUAAAAAABhCKQcAAAAAwBBKOQAAAAAAhlDKAQAAAAAwhFIOAAAAAIAhlHIAAAAAAAyhlAMAAAAAYEic6QAjwbZtSZLf7zecBAAAAAAwFuzun7v76L6MiVLe3t4uSfJ4PIaTAAAAAADGkvb2dqWnp+/zfss+UG0fBSKRiGpqapSamirLskzHwV74/X55PB5VVlYqLS3NdBxg0HjvIpbx/kWs4r2LWMV7d2yxbVvt7e3Kz8+Xw7HvM8fHxKTc4XCosLDQdAwMQlpaGt+gEJN47yKW8f5FrOK9i1jFe3fs2N+EfDcWegMAAAAAwBBKOQAAAAAAhlDKERXcbreuu+46ud1u01GAg8J7F7GM9y9iFe9dxCreu9ibMbHQGwAAAAAA0YhJOQAAAAAAhlDKAQAAAAAwhFIOAAAAAIAhlHIAAAAAAAyhlAMAAAAAYAilHFEtEAho5syZsixL77zzjuk4wH6Vl5frO9/5joqLi5WYmKhJkybpuuuuUzAYNB0N2MODDz6oiRMnKiEhQfPmzdOGDRtMRwL2a/Xq1Zo7d65SU1OVk5Ojs846S1u3bjUdCzhot956qyzL0iWXXGI6CqIEpRxR7corr1R+fr7pGMCgbNmyRZFIRI888og2b96se+65R2vWrNFVV11lOhowwO9+9ztddtlluu666/T222/r2GOP1aJFi9TQ0GA6GrBPL730kpYtW6bXXntN69atU29vr0477TR1dnaajgYM2htvvKFHHnlExxxzjOkoiCLsU46otXbtWl122WV68sknNWPGDG3cuFEzZ840HQs4KHfccYcefvhhlZaWmo4C9Js3b57mzp2rBx54QJIUiUTk8Xh00UUXaeXKlYbTAYPT2NionJwcvfTSSzrppJNMxwEOqKOjQ8cdd5weeugh3XTTTZo5c6buvfde07EQBZiUIyrV19fr/PPP1y9+8QslJSWZjgMcsra2No0bN850DKBfMBjUW2+9pYULF/bf5nA4tHDhQq1fv95gMuDgtLW1SRLfYxEzli1bpjPOOGPA919AkuJMBwA+ybZtLV68WEuWLNGcOXNUXl5uOhJwSHbs2KH7779fd955p+koQL+mpiaFw2Hl5uYOuD03N1dbtmwxlAo4OJFIRJdccok+/elP66ijjjIdBzig3/72t3r77bf1xhtvmI6CKMSkHCNm5cqVsixrv5ctW7bo/vvvV3t7u1atWmU6MiBp8O/dj6uurtZnP/tZffnLX9b5559vKDkAjE7Lli3Tpk2b9Nvf/tZ0FOCAKisrdfHFF+tXv/qVEhISTMdBFOKccoyYxsZGNTc37/cxJSUl+spXvqK//vWvsiyr//ZwOCyn06lvfOMbeuKJJ4Y7KjDAYN+7LpdLklRTU6OTTz5Z//Vf/6XHH39cDgc//0T0CAaDSkpK0h//+EedddZZ/befd955am1t1VNPPWUuHDAIF154oZ566im9/PLLKi4uNh0HOKC//OUv+uIXvyin09l/WzgclmVZcjgcCgQCA+7D2EMpR9Tx+Xzy+/3912tqarRo0SL98Y9/1Lx581RYWGgwHbB/1dXVOuWUUzR79mz98pe/5H+yiErz5s3T8ccfr/vvv19S36HAXq9XF154IQu9IWrZtq2LLrpIf/7zn/Xiiy9qypQppiMBg9Le3q6KiooBt33rW9/SEUccoRUrVnAKBjinHNHH6/UOuJ6SkiJJmjRpEoUcUa26ulonn3yyioqKdOedd6qxsbH/vry8PIPJgIEuu+wynXfeeZozZ46OP/543Xvvvers7NS3vvUt09GAfVq2bJl+/etf66mnnlJqaqrq6uokSenp6UpMTDScDti31NTUPYp3cnKyxo8fTyGHJEo5AAyZdevWaceOHdqxY8ceP0DioCREk69+9atqbGzUtddeq7q6Os2cOVPPPvvsHou/AdHk4YcfliSdfPLJA25/7LHHtHjx4pEPBABDhMPXAQAAAAAwhNWHAAAAAAAwhFIOAAAAAIAhlHIAAAAAAAyhlAMAAAAAYAilHAAAAAAAQyjlAAAAAAAYQikHAAAAAMAQSjkAAAAAAIZQygEAAAAAMIRSDgAAAACAIZRyAAAAAAAM+f8BjZ9MhnstiIEAAAAASUVORK5CYII=\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "degree = 20\n",
        "y_poly_pred, _ = fit_poly_reg(x, y, degree)\n",
        "plot_ploy_reg(x, y, y_poly_pred)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "b556b8f0",
      "metadata": {
        "id": "b556b8f0"
      },
      "source": [
        "А ось це вже перенавчання."
      ]
    },
    {
      "cell_type": "markdown",
      "id": "1d1f5f3b",
      "metadata": {
        "id": "1d1f5f3b"
      },
      "source": [
        "## Застосування поліноміальної регресії на California Housing даних"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "c4f56d80",
      "metadata": {
        "id": "c4f56d80"
      },
      "source": [
        "## Одна ознака"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "d586906d",
      "metadata": {
        "id": "d586906d"
      },
      "source": [
        "Спочатку подивимося як впливає наявність поліноміальних ознак у разі 1 ознаки"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "d8a16076",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:52:54.712302Z",
          "start_time": "2022-01-18T17:52:54.709276Z"
        },
        "id": "d8a16076"
      },
      "outputs": [],
      "source": [
        "X = pd.DataFrame(df['MedInc'])\n",
        "y = df[target_col_name]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "72283c4d",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:52:56.136654Z",
          "start_time": "2022-01-18T17:52:56.133056Z"
        },
        "id": "72283c4d",
        "outputId": "79d0f89d-4f38-4bfd-f796-bf2818716c70",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(20640, 1)"
            ]
          },
          "metadata": {},
          "execution_count": 63
        }
      ],
      "source": [
        "X.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "748c0ce4",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:52:57.435352Z",
          "start_time": "2022-01-18T17:52:57.422573Z"
        },
        "id": "748c0ce4",
        "outputId": "963eb4b3-ce5b-48c6-a963-82dec7280e81",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 75
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearRegression()"
            ],
            "text/html": [
              "<style>#sk-container-id-3 {color: black;background-color: white;}#sk-container-id-3 pre{padding: 0;}#sk-container-id-3 div.sk-toggleable {background-color: white;}#sk-container-id-3 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-3 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-3 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-3 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-3 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-3 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-3 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-3 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-3 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-3 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-3 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-3 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-3 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-3 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-3 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-3 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-3 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-3 div.sk-item {position: relative;z-index: 1;}#sk-container-id-3 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-3 div.sk-item::before, #sk-container-id-3 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-3 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-3 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-3 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-3 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-3 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-3 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-3 div.sk-label-container {text-align: center;}#sk-container-id-3 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: <a href="https://github.com/scikit-learn/scikit-learn/issues/21755" class="_blanktarget">https://github.com/scikit-learn/scikit-learn/issues/21755</a> */display: inline-block !important;position: relative;}#sk-container-id-3 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-3\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-3\" type=\"checkbox\" checked><label for=\"sk-estimator-id-3\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 64
        }
      ],
      "source": [
        "degree = 2\n",
        "poly_features = PolynomialFeatures(degree=degree, include_bias=False)\n",
        "\n",
        "# трансформує існуючий набір ознак на набір ознак вищої розмірності\n",
        "X_train_poly = poly_features.fit_transform(X.loc[train_id])\n",
        "X_test_poly = poly_features.transform(X.loc[test_id])\n",
        "\n",
        "# трансформує існуючий набір ознак на набір ознак вищої розмірності\n",
        "poly_model = LinearRegression()\n",
        "poly_model.fit(X_train_poly, y.loc[train_id])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "f387e8cf",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:52:58.311814Z",
          "start_time": "2022-01-18T17:52:58.307822Z"
        },
        "id": "f387e8cf",
        "outputId": "02a66d95-6c5f-43c8-9dbf-7a2b5d74fdf6",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(16512, 2)"
            ]
          },
          "metadata": {},
          "execution_count": 65
        }
      ],
      "source": [
        "X_train_poly.shape"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_train_poly"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dxWprHv2K_Jv",
        "outputId": "dbc42d19-2bec-4029-b7aa-2545a75e9d21"
      },
      "id": "dxWprHv2K_Jv",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[ 3.2596    , 10.62499216],\n",
              "       [ 3.8125    , 14.53515625],\n",
              "       [ 4.1563    , 17.27482969],\n",
              "       ...,\n",
              "       [ 2.9344    ,  8.61070336],\n",
              "       [ 5.7192    , 32.70924864],\n",
              "       [ 2.5755    ,  6.63320025]])"
            ]
          },
          "metadata": {},
          "execution_count": 66
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "fb8f7d15",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:53:07.616507Z",
          "start_time": "2022-01-18T17:53:07.607528Z"
        },
        "id": "fb8f7d15",
        "outputId": "b082a242-2ab9-4799-aa7b-f6f0efafc85a",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'train': {'mse': 0.69299, 'rmse': 0.83246},\n",
              " 'test': {'mse': 0.70327, 'rmse': 0.83861}}"
            ]
          },
          "metadata": {},
          "execution_count": 67
        }
      ],
      "source": [
        "evaluate_model(poly_model, X_train_poly, X_test_poly, y.loc[train_id], y.loc[test_id])"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Якість не покращилась, але ми вже бачили, що з цією фічею є чітка лінійна залежність"
      ],
      "metadata": {
        "id": "ky2sDgHwKlo_"
      },
      "id": "ky2sDgHwKlo_"
    },
    {
      "cell_type": "code",
      "source": [
        "poly_model.n_features_in_"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ifzNOyVtK0wy",
        "outputId": "3f4375bb-7621-488a-dd11-7786217e08ae"
      },
      "id": "ifzNOyVtK0wy",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "2"
            ]
          },
          "metadata": {},
          "execution_count": 68
        }
      ]
    },
    {
      "cell_type": "markdown",
      "id": "e588bf26",
      "metadata": {
        "id": "e588bf26"
      },
      "source": [
        "## Багато ознак"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "1b9dc8b5",
      "metadata": {
        "id": "1b9dc8b5"
      },
      "source": [
        "А якщо використовуємо на всіх ознаках?"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "995413c8",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:54:05.047111Z",
          "start_time": "2022-01-18T17:54:05.043484Z"
        },
        "id": "995413c8"
      },
      "outputs": [],
      "source": [
        "X = df.drop([target_col_name],axis=1)\n",
        "y = df[target_col_name]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "ad7dcbae",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:54:06.502110Z",
          "start_time": "2022-01-18T17:54:06.498207Z"
        },
        "id": "ad7dcbae",
        "outputId": "1848260d-4891-401c-e760-bd583dff46e4",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(20640, 8)"
            ]
          },
          "metadata": {},
          "execution_count": 70
        }
      ],
      "source": [
        "X.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "61bf97fc",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:54:22.516333Z",
          "start_time": "2022-01-18T17:54:22.503077Z"
        },
        "id": "61bf97fc"
      },
      "outputs": [],
      "source": [
        "degree = 2\n",
        "poly_features = PolynomialFeatures(degree=degree)\n",
        "X_train_poly = poly_features.fit_transform(X.loc[train_id])\n",
        "X_test_poly = poly_features.transform(X.loc[test_id])"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_train_poly"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "33rNtXzLMXgd",
        "outputId": "edd0724d-7741-4a3f-ecb0-49c7f1269beb"
      },
      "id": "33rNtXzLMXgd",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[ 1.00000000e+00,  3.25960000e+00,  3.30000000e+01, ...,\n",
              "         1.06994410e+03, -3.82805130e+03,  1.36960209e+04],\n",
              "       [ 1.00000000e+00,  3.81250000e+00,  4.90000000e+01, ...,\n",
              "         1.14041290e+03, -3.99026320e+03,  1.39617856e+04],\n",
              "       [ 1.00000000e+00,  4.15630000e+00,  4.00000000e+00, ...,\n",
              "         1.20131560e+03, -4.17583680e+03,  1.45154304e+04],\n",
              "       ...,\n",
              "       [ 1.00000000e+00,  2.93440000e+00,  3.60000000e+01, ...,\n",
              "         1.15804090e+03, -4.02847140e+03,  1.40138244e+04],\n",
              "       [ 1.00000000e+00,  5.71920000e+00,  1.50000000e+01, ...,\n",
              "         1.41225640e+03, -4.58325680e+03,  1.48742416e+04],\n",
              "       [ 1.00000000e+00,  2.57550000e+00,  5.20000000e+01, ...,\n",
              "         1.42657290e+03, -4.62380340e+03,  1.49866564e+04]])"
            ]
          },
          "metadata": {},
          "execution_count": 72
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "ac6fd5f6",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:54:28.495839Z",
          "start_time": "2022-01-18T17:54:28.473212Z"
        },
        "id": "ac6fd5f6",
        "outputId": "b7bf51eb-0696-4906-ee8e-011977438994",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 75
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearRegression()"
            ],
            "text/html": [
              "<style>#sk-container-id-4 {color: black;background-color: white;}#sk-container-id-4 pre{padding: 0;}#sk-container-id-4 div.sk-toggleable {background-color: white;}#sk-container-id-4 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-4 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-4 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-4 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-4 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-4 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-4 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-4 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-4 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-4 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-4 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-4 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-4 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-4 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-4 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-4 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-4 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-4 div.sk-item {position: relative;z-index: 1;}#sk-container-id-4 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-4 div.sk-item::before, #sk-container-id-4 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-4 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-4 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-4 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-4 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-4 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-4 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-4 div.sk-label-container {text-align: center;}#sk-container-id-4 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: <a href="https://github.com/scikit-learn/scikit-learn/issues/21755" class="_blanktarget">https://github.com/scikit-learn/scikit-learn/issues/21755</a> */display: inline-block !important;position: relative;}#sk-container-id-4 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-4\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-4\" type=\"checkbox\" checked><label for=\"sk-estimator-id-4\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 73
        }
      ],
      "source": [
        "poly_model = LinearRegression()\n",
        "poly_model.fit(X_train_poly, y.loc[train_id])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "4e73bb08",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:54:32.365968Z",
          "start_time": "2022-01-18T17:54:32.356824Z"
        },
        "id": "4e73bb08",
        "outputId": "5f11169a-9f14-48dd-f650-7e200d464bc5",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'train': {'mse': 0.42073, 'rmse': 0.64863},\n",
              " 'test': {'mse': 0.4643, 'rmse': 0.6814}}"
            ]
          },
          "metadata": {},
          "execution_count": 74
        }
      ],
      "source": [
        "evaluate_model(poly_model, X_train_poly, X_test_poly, y.loc[train_id], y.loc[test_id])"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "d9e18054",
      "metadata": {
        "id": "d9e18054"
      },
      "source": [
        "Бачимо, що помилки значно зменшились, а отже якість моделі стала кращою."
      ]
    },
    {
      "cell_type": "markdown",
      "id": "4eb31f94",
      "metadata": {
        "id": "4eb31f94"
      },
      "source": [
        "Замість 8 ознак у нас стало 45, що більш ніж у 5 разів більше."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "db5e8abc",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:59:11.585307Z",
          "start_time": "2022-01-18T17:59:11.581255Z"
        },
        "id": "db5e8abc",
        "outputId": "79b9071a-35e2-4218-e65d-d551b71eec34",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "45"
            ]
          },
          "metadata": {},
          "execution_count": 75
        }
      ],
      "source": [
        "poly_model.n_features_in_"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "39d509be",
      "metadata": {
        "id": "39d509be"
      },
      "source": [
        "# Регресії з регуляризацією"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0914569f",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T17:59:08.252393Z",
          "start_time": "2022-01-18T17:59:08.249971Z"
        },
        "id": "0914569f"
      },
      "outputs": [],
      "source": [
        "from sklearn.linear_model import Ridge, Lasso, ElasticNet"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "9281f4a5",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T18:02:49.097038Z",
          "start_time": "2022-01-18T18:02:49.094176Z"
        },
        "id": "9281f4a5"
      },
      "outputs": [],
      "source": [
        "models = [\n",
        "    Ridge(), Lasso(), ElasticNet(), ElasticNet(alpha=0.5)\n",
        "]"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "30c2391e",
      "metadata": {
        "id": "30c2391e"
      },
      "source": [
        "Параметри ElasticNet по замовчуванню:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "041d6b2a",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T18:01:58.637666Z",
          "start_time": "2022-01-18T18:01:58.633481Z"
        },
        "id": "041d6b2a",
        "outputId": "27d41803-c692-4358-f997-63fd22bd0fd4",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'alpha': 1.0,\n",
              " 'copy_X': True,\n",
              " 'fit_intercept': True,\n",
              " 'l1_ratio': 0.5,\n",
              " 'max_iter': 1000,\n",
              " 'positive': False,\n",
              " 'precompute': False,\n",
              " 'random_state': None,\n",
              " 'selection': 'cyclic',\n",
              " 'tol': 0.0001,\n",
              " 'warm_start': False}"
            ]
          },
          "metadata": {},
          "execution_count": 78
        }
      ],
      "source": [
        "ElasticNet().get_params()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "1a31bf7f",
      "metadata": {
        "ExecuteTime": {
          "end_time": "2022-01-18T18:02:50.473908Z",
          "start_time": "2022-01-18T18:02:50.339717Z"
        },
        "id": "1a31bf7f",
        "outputId": "e6fa1a8a-3874-4fa6-c8df-8cf205115e1c",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Ridge(): {'train': {'mse': 0.51793, 'rmse': 0.71968}, 'test': {'mse': 0.5558, 'rmse': 0.74552}}\n",
            "\n",
            "Lasso(): {'train': {'mse': 0.94857, 'rmse': 0.97394}, 'test': {'mse': 0.93803, 'rmse': 0.96852}}\n",
            "\n",
            "ElasticNet(): {'train': {'mse': 0.76601, 'rmse': 0.87522}, 'test': {'mse': 0.76456, 'rmse': 0.87439}}\n",
            "\n",
            "ElasticNet(alpha=0.5): {'train': {'mse': 0.68132, 'rmse': 0.82542}, 'test': {'mse': 0.68687, 'rmse': 0.82878}}\n",
            "\n"
          ]
        }
      ],
      "source": [
        "for model in models:\n",
        "    model.fit(X.loc[train_id], y.loc[train_id])\n",
        "    eval_results  = evaluate_model(model, X.loc[train_id], X.loc[test_id], y.loc[train_id], y.loc[test_id])\n",
        "    print(f'{str(model)}: {eval_results}\\n')"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "9d8bd0ec",
      "metadata": {
        "id": "9d8bd0ec"
      },
      "source": [
        "Бачимо, що від вхідних параметрв моделі залежить її якість. Тому вартує знати, як саме обрати оптимальні параметри =)"
      ]
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3 (ipykernel)",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.9.7"
    },
    "toc": {
      "base_numbering": 1,
      "nav_menu": {},
      "number_sections": true,
      "sideBar": true,
      "skip_h1_title": false,
      "title_cell": "Table of Contents",
      "title_sidebar": "Contents",
      "toc_cell": false,
      "toc_position": {
        "height": "calc(100% - 180px)",
        "left": "10px",
        "top": "150px",
        "width": "284.312px"
      },
      "toc_section_display": true,
      "toc_window_display": true
    },
    "colab": {
      "provenance": []
    }
  },
  "nbformat": 4,
  "nbformat_minor": 5
}