diff --git a/README.md b/README.md
index 7cd453b..ea6c483 100644
--- a/README.md
+++ b/README.md
@@ -1,4 +1,4 @@
-# Github-Workshop
+
 
 I cloned / forked this repo. I edited thhis through github. Switched to the docs branch. Merge conflict resolved. Make changes.
 
diff --git a/Visualizing data with Geopandas_Milan course  b/Visualizing data with Geopandas_Milan course 
new file mode 100644
index 0000000..e016ca4
--- /dev/null
+++ b/Visualizing data with Geopandas_Milan course 	
@@ -0,0 +1,1168 @@
+{
+  "cells": [
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "view-in-github",
+        "colab_type": "text"
+      },
+      "source": [
+        "<a href=\"https://colab.research.google.com/github/Sksonu355/Github-Workshop/blob/master/Visualizing%20data%20with%20Geopandas_Milan%20course%20\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 33,
+      "metadata": {
+        "id": "lIYdn1woOS1n"
+      },
+      "outputs": [],
+      "source": [
+        "#map projection"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "import geopandas as gpd\n",
+        "import matplotlib.pyplot as plt\n"
+      ],
+      "metadata": {
+        "id": "oXEUo7-z0ufx"
+      },
+      "execution_count": 34,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "gpd.datasets.available"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "-ulZVfdK0yEH",
+        "outputId": "60ff461d-1c58-45be-e28d-b5e8d58da35d"
+      },
+      "execution_count": 35,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "[]"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 35
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "import geopandas as gpd\n",
+        "from geodatasets import get_path  # Import get_path from geodatasets\n",
+        "\n",
+        "# Load the 'nybb' dataset using the get_path function from geodatasets\n",
+        "gdf = gpd.read_file(get_path('nybb'))\n",
+        "\n",
+        "# Display the GeoDataFrame\n",
+        "print(gdf)"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "0bEbXP4Z0-iU",
+        "outputId": "e76c876e-557a-46b3-9946-6d335611abe2"
+      },
+      "execution_count": 36,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "   BoroCode       BoroName     Shape_Leng    Shape_Area  \\\n",
+            "0         5  Staten Island  330470.010332  1.623820e+09   \n",
+            "1         4         Queens  896344.047763  3.045213e+09   \n",
+            "2         3       Brooklyn  741080.523166  1.937479e+09   \n",
+            "3         1      Manhattan  359299.096471  6.364715e+08   \n",
+            "4         2          Bronx  464392.991824  1.186925e+09   \n",
+            "\n",
+            "                                            geometry  \n",
+            "0  MULTIPOLYGON (((970217.022 145643.332, 970227....  \n",
+            "1  MULTIPOLYGON (((1029606.077 156073.814, 102957...  \n",
+            "2  MULTIPOLYGON (((1021176.479 151374.797, 102100...  \n",
+            "3  MULTIPOLYGON (((981219.056 188655.316, 980940....  \n",
+            "4  MULTIPOLYGON (((1012821.806 229228.265, 101278...  \n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# prompt: mount drive\n",
+        "\n",
+        "from google.colab import drive\n",
+        "drive.mount('/content/drive')\n"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "02QkI7dNB5FK",
+        "outputId": "db56cb15-17cd-40c0-d4d5-df09a70136da"
+      },
+      "execution_count": 45,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Mounted at /content/drive\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "gdf"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 206
+        },
+        "id": "-8q0pB-81tf-",
+        "outputId": "63b95bdd-8432-4377-cae7-9db6fbc346ee"
+      },
+      "execution_count": 37,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "   BoroCode       BoroName     Shape_Leng    Shape_Area  \\\n",
+              "0         5  Staten Island  330470.010332  1.623820e+09   \n",
+              "1         4         Queens  896344.047763  3.045213e+09   \n",
+              "2         3       Brooklyn  741080.523166  1.937479e+09   \n",
+              "3         1      Manhattan  359299.096471  6.364715e+08   \n",
+              "4         2          Bronx  464392.991824  1.186925e+09   \n",
+              "\n",
+              "                                            geometry  \n",
+              "0  MULTIPOLYGON (((970217.022 145643.332, 970227....  \n",
+              "1  MULTIPOLYGON (((1029606.077 156073.814, 102957...  \n",
+              "2  MULTIPOLYGON (((1021176.479 151374.797, 102100...  \n",
+              "3  MULTIPOLYGON (((981219.056 188655.316, 980940....  \n",
+              "4  MULTIPOLYGON (((1012821.806 229228.265, 101278...  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-8b58a940-f470-46fa-b2f6-8c107ba690a2\" 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>BoroCode</th>\n",
+              "      <th>BoroName</th>\n",
+              "      <th>Shape_Leng</th>\n",
+              "      <th>Shape_Area</th>\n",
+              "      <th>geometry</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>0</th>\n",
+              "      <td>5</td>\n",
+              "      <td>Staten Island</td>\n",
+              "      <td>330470.010332</td>\n",
+              "      <td>1.623820e+09</td>\n",
+              "      <td>MULTIPOLYGON (((970217.022 145643.332, 970227....</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>1</th>\n",
+              "      <td>4</td>\n",
+              "      <td>Queens</td>\n",
+              "      <td>896344.047763</td>\n",
+              "      <td>3.045213e+09</td>\n",
+              "      <td>MULTIPOLYGON (((1029606.077 156073.814, 102957...</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>2</th>\n",
+              "      <td>3</td>\n",
+              "      <td>Brooklyn</td>\n",
+              "      <td>741080.523166</td>\n",
+              "      <td>1.937479e+09</td>\n",
+              "      <td>MULTIPOLYGON (((1021176.479 151374.797, 102100...</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>3</th>\n",
+              "      <td>1</td>\n",
+              "      <td>Manhattan</td>\n",
+              "      <td>359299.096471</td>\n",
+              "      <td>6.364715e+08</td>\n",
+              "      <td>MULTIPOLYGON (((981219.056 188655.316, 980940....</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>4</th>\n",
+              "      <td>2</td>\n",
+              "      <td>Bronx</td>\n",
+              "      <td>464392.991824</td>\n",
+              "      <td>1.186925e+09</td>\n",
+              "      <td>MULTIPOLYGON (((1012821.806 229228.265, 101278...</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-8b58a940-f470-46fa-b2f6-8c107ba690a2')\"\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-8b58a940-f470-46fa-b2f6-8c107ba690a2 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-8b58a940-f470-46fa-b2f6-8c107ba690a2');\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-736d880c-0f27-4fe8-a688-7155d4904dea\">\n",
+              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-736d880c-0f27-4fe8-a688-7155d4904dea')\"\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-736d880c-0f27-4fe8-a688-7155d4904dea button');\n",
+              "      quickchartButtonEl.style.display =\n",
+              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "    })();\n",
+              "  </script>\n",
+              "</div>\n",
+              "\n",
+              "  <div id=\"id_978c5a8d-c732-42fa-a6a9-4b616b61d799\">\n",
+              "    <style>\n",
+              "      .colab-df-generate {\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-generate:hover {\n",
+              "        background-color: #E2EBFA;\n",
+              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
+              "        fill: #174EA6;\n",
+              "      }\n",
+              "\n",
+              "      [theme=dark] .colab-df-generate {\n",
+              "        background-color: #3B4455;\n",
+              "        fill: #D2E3FC;\n",
+              "      }\n",
+              "\n",
+              "      [theme=dark] .colab-df-generate: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",
+              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('gdf')\"\n",
+              "            title=\"Generate code using this dataframe.\"\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",
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+              "  </svg>\n",
+              "    </button>\n",
+              "    <script>\n",
+              "      (() => {\n",
+              "      const buttonEl =\n",
+              "        document.querySelector('#id_978c5a8d-c732-42fa-a6a9-4b616b61d799 button.colab-df-generate');\n",
+              "      buttonEl.style.display =\n",
+              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "\n",
+              "      buttonEl.onclick = () => {\n",
+              "        google.colab.notebook.generateWithVariable('gdf');\n",
+              "      }\n",
+              "      })();\n",
+              "    </script>\n",
+              "  </div>\n",
+              "\n",
+              "    </div>\n",
+              "  </div>\n"
+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "variable_name": "gdf",
+              "summary": "{\n  \"name\": \"gdf\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"BoroCode\",\n      \"properties\": {\n        \"dtype\": \"int32\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          4,\n          2,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BoroName\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"Queens\",\n          \"Bronx\",\n          \"Brooklyn\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Shape_Leng\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 249002.45297815563,\n        \"min\": 330470.010332,\n        \"max\": 896344.047763,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          896344.047763,\n          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208563.01458740234, 996875.1547851562 208560.38360595703, 996887.8187866211 208559.3403930664)))\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 37
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from google.colab import drive\n",
+        "drive.mount('/content/drive')"
+      ],
+      "metadata": {
+        "id": "I52qCwMlCCig"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "import geopandas as gpd\n",
+        "\n",
+        "# Replace 'path/to/ne_110m_admin_0_countries.zip' with the actual path to your downloaded file\n",
+        "world = gpd.read_file('/content/drive/MyDrive/Data_Milan_Janosov/outside data/ne_110m_admin_0_countries.zip')\n",
+        "\n",
+        "print(\"Dataset successfully loaded.\")\n",
+        "print(world.head()) # Print the first few rows to verify"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "dGzf0TFj6QIX",
+        "outputId": "b07e9ca2-17e3-48a2-be3e-faa74de7ee09"
+      },
+      "execution_count": 46,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Dataset successfully loaded.\n",
+            "        featurecla  scalerank  LABELRANK                   SOVEREIGNT SOV_A3  \\\n",
+            "0  Admin-0 country          1          6                         Fiji    FJI   \n",
+            "1  Admin-0 country          1          3  United Republic of Tanzania    TZA   \n",
+            "2  Admin-0 country          1          7               Western Sahara    SAH   \n",
+            "3  Admin-0 country          1          2                       Canada    CAN   \n",
+            "4  Admin-0 country          1          2     United States of America    US1   \n",
+            "\n",
+            "   ADM0_DIF  LEVEL               TYPE TLC                        ADMIN  ...  \\\n",
+            "0         0      2  Sovereign country   1                         Fiji  ...   \n",
+            "1         0      2  Sovereign country   1  United Republic of Tanzania  ...   \n",
+            "2         0      2      Indeterminate   1               Western Sahara  ...   \n",
+            "3         0      2  Sovereign country   1                       Canada  ...   \n",
+            "4         1      2            Country   1     United States of America  ...   \n",
+            "\n",
+            "      FCLASS_TR     FCLASS_ID     FCLASS_PL FCLASS_GR  FCLASS_IT  \\\n",
+            "0          None          None          None      None       None   \n",
+            "1          None          None          None      None       None   \n",
+            "2  Unrecognized  Unrecognized  Unrecognized      None       None   \n",
+            "3          None          None          None      None       None   \n",
+            "4          None          None          None      None       None   \n",
+            "\n",
+            "      FCLASS_NL FCLASS_SE  FCLASS_BD FCLASS_UA  \\\n",
+            "0          None      None       None      None   \n",
+            "1          None      None       None      None   \n",
+            "2  Unrecognized      None       None      None   \n",
+            "3          None      None       None      None   \n",
+            "4          None      None       None      None   \n",
+            "\n",
+            "                                            geometry  \n",
+            "0  MULTIPOLYGON (((180 -16.06713, 180 -16.55522, ...  \n",
+            "1  POLYGON ((33.90371 -0.95, 34.07262 -1.05982, 3...  \n",
+            "2  POLYGON ((-8.66559 27.65643, -8.66512 27.58948...  \n",
+            "3  MULTIPOLYGON (((-122.84 49, -122.97421 49.0025...  \n",
+            "4  MULTIPOLYGON (((-122.84 49, -120 49, -117.0312...  \n",
+            "\n",
+            "[5 rows x 169 columns]\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# prompt: visualize above data of world\n",
+        "\n",
+        "# Assuming 'world' GeoDataFrame is already loaded as in the previous code.\n",
+        "\n",
+        "# Create the plot\n",
+        "world.plot(figsize=(10, 6))  # Adjust figsize as needed\n",
+        "\n",
+        "# Customize the plot (optional)\n",
+        "plt.title('World Map')\n",
+        "plt.xlabel('Longitude')\n",
+        "plt.ylabel('Latitude')\n",
+        "\n",
+        "# Display the plot\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 477
+        },
+        "id": "Dv6I2ZwC-ReQ",
+        "outputId": "622982ad-6f79-466b-ce8a-33138ee2ad85"
+      },
+      "execution_count": 47,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1000x600 with 1 Axes>"
+            ],
+            "image/png": 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aFKTb9Bg1StwdqYAKKVp3o1ZGu8qpFQqUiuhug6cjbW5frZPVhxtp84xMcwWbQc2ti3JYWZxCXqIRnVpJvdPH85sq2Freyq4qx6g2dhCi9WombbQxiFGrZFF+AmdNSmJiiplEU/f6stOFLMvsr3VR7/LR5PLT5A7Q6PLT5PZj0qkoTDKRl2iitNHNqkONhCMyiWYtSWYdyRYtyRYdBUkmchOM4+ogORKRaW4PUO/0UdPm5YXNlXx8oAGINp0pSDLh9oeIN2lJ6vh+Vk5OJj/RNMYrP/k0uvy8uq2KTw40sL2ijUD4xOnXNoOaq+dkcuP8bLLiDaOwSkEYn0RQNUgiqBKEnjW6/Nz59BZ2VLYN6XEW5sXz56un85Vnt7G3xtHRnjsaVFn0KlKteo42tdN4gsBtMDRKBak2HTfOz+b6+VkYtZ9nP4fCEd7bW8+RRjcVLZ7on2YPdU7fsK9D6MqsU2E3aDDrVHxhRhpfXJyLahwd/A+3cESm3umLvc4aXX6umZtJgkkLRNM+H151BJcvSCAsE2/UUJRiZkdVG9vKWwnL4A+GOVDnGtDzalQKrp+Xxd0rCojveK7xQpZlKlu8bK9sxe0PkRtvZHK6VXSJHEahcISaNh9/fD/a7Ka/JAlWTEzi5kU5LCtMHMEVCsL4JIKqQRJBlXAqavNEU67MOnVsR2gwQuEIm8pa+HBfA0ca3UgSRGTYXt6KawANExLNWs4sTGRympU6p48XN1d0adAwUGqlRJpNT4pFh0GjRK9RolMpSbLoWFaYSIZdj92owahRnnC3Q5ZlmtwBKlo8/G93LY+vOTrodQn9l2jW8pvLpnJ2cfJYL2VEbSht5tZ/bcIX7LpTYNJGW/ZHZHD5gj3+Phg1SmZm2ZmdbWdWlo1Gtx9vIIzLH8LlC+HuGCUgA3p19PfAoFGiVyux6NUsn5hEZpzYcTjdhSMyD3x4iHd213Kksb3f9ytKMfPut84AwOEJUtnqQatSkG7XY9CI8nzh1CWCqkESQZUw3kUiMvvrnABkxRn6VVPywb56/vbxYQ7WudCqFCSYtGTGGciON5AVF/1TmGwmJ8EYu48vGGZDaTNalRKjVkm6Td/j2e0lv/uYqlZvv9aukODsScmsKErCZtDg9ocobXTz6GelQ65T0igV/OGqaVwyPe2EgZPbH6Kq1UNli5fKjt2Cqtbo35UtXrzB8JDWIgzM9Ewbj940m2SLbqyXMir+s6Oa/3tjD64Bjgw4nlWv5oKpKVw9J5MZmbbTNj1SGLzW9gDbKlopa/ZQ7/RR7/RR54j+7faHYum4Jq2KC6alcuWsDH759j6e3VgRewylQqIoxdwR7Ef/ZMbpxetROGWIoGqQRFAljGe1Di/Pbqig0eVHRibZomNRfgJzc+wnTJc62tTOmztr2FHZRjAcwRMIc7DOFWvJLUlw/bwsfnTBJIxaFaFwhHPu/4yjTZ+fySxKMXP9/CxuXpgTu6yyxcOr26pYV9IcG9Dr9EVrp3RqBXqNEotOzflTU7lqdjrv7qnnX2uPUuf0MZz9HtRKiZWTU/j1ZVO7pAyVNLh4eUsVla0eqlqjQdRQdsWE4ffANTO4dGb6WC9jVLX7Q7y2rYp/rSujdAC7BQkmLQ9cM4PCFBOJJi3+UISy5nYanH4aXH68gRDXzssaV7VTwqlhf62Tbzy/ncMN7h6vN2qU2AwapqZbefCGWUPKihCE8UQEVYMkgiphPPKHwvxnew3v76ujuT2AwxNN8Umx6PjCjDSunZc1qMeNRGTKWzzsrXHQ6PLj8AYpTrWwcnIKEE0bfGN7NVsr2kgya9GoFBQkGkmzGZAkSLXqyIoz9PuM5Lt76jhY5yInwUB2vJHSRjf/WlvG7uqeW4afyPlTUliYH8+kVAuTUi2YtN1TUPbWOHh3Tx37a53sr3VR3da/XTVh9Pz+imlcPTdzrJcxJiIRmbVHmthY2sKeGgfbK9p6bZCSYdfz+yunsSg/IXZZuz/E3c9vjzV4AChOtTA3x87ZxckszIs/pevThNHR7Pbz0pYqdGoFNkN0ZpxVr+n0b7UI5IVTlgiqBkkEVcJIi0Rktle28cG+ehpcPhSShEKCNk+QeqePWxfncNnMjG73q3V42VHRxt4aJ/EmDfmJJvISjaRZ9ShG6YxgZYuH/bVOfKEI/mCYcERmaWEi6TZ9v+6/uayFqx9ZH5tdJUnRA8XW9mC/hthKEhSlWJiRaWNZYQLnTUkd8Pfg8AZpcPpw+kLUOrwcrHNxpNFNo8tPsztAo9s/5LQsYWAmJJn40YWTOLMw8bRNGQpHZP655ih/+uBgt3ortVLirbuXMjHF3O1+nkCI8uZjqaseTFoVk1ItFCab0WuUo7V84TRU0uBiR6WDQ/UuDtS5OFTnwhcKMz3DxhdmpHHu5JQuzYAE4WR1SgZVOTk5lJeXd7v8q1/9Kg8++CBnnnkmn376aZfrvvSlL/Hwww/3+zlEUCWMBFmW2VLeyhvbqzuCqZ472yWYNDz9xfkUp/X/tSfLMofq3Zh1KpLM2mE9Kx2JyCgUEoFQhBuf2EhJgxutSoFWpcCoVTEvN45lhYmxrmUAaqWCwmRT7OB409EWnlpfRnWrl6pWL03uwXf1UykkLpuZTjgiIwPXzctiXm7cgB7jYJ2LBz8p4dNDjaJl+hhKMmuZnBbdYTx2lvuMwgQKkroHDqeTeqePTw818unBRsqa29GplZxTnMyXl+WP9dJOS05fkH01TlraAzi8QRzeIIkmLZfOTD9t09t2VbXx63f2s6G0pcfrc+INxJu02Dp2sK7teJ92+YL4QxEkQJKkjr+jA+N1anECQBi/TsmgqrGxkXD48wLyPXv2cM455/DJJ59w5plncuaZZ1JYWMh9990Xu43BYBhQcCSCKmE4BUIR3t5dwz/XdE9xs+hUzM6OdvLKsBuw6tUszI+n1uHjw3311Dp8pNv1pNv0ZHT8bTOou5zJd3iC3PTPjeyqij72lHQLr31lMRpV/wKrtSVN+IJhfMEIOypb2VreytGm6IGcXq1EqZD4zeVTmZMTh9MXZGNpC/trnbh8QVy+aMexvTUOypo9XR43O97AS19aSLJFR1Wrhw/31RMIRwiEIniDYVo9QVrcAdz+EAaNEpNWhUmnwqhVYdKqiERk6l0+6hz+aOG000ckIjMzy8asjmLoaRnWQXeckmWZPdVO3thRzScHGwZU0yIMnVmn4oIpqSwvSmRxQYIY4CuMukhEpqrVS3N7dGfa7Q91eV+rafOyo7KNkkY3nY+Q1EqJKelWfnbxZGZk2sZs/aOhpT3A5rIWdlW1EQrLSJKEUgFvbK8ZUBr1sc+uvTXOHq9XKiQmpZqZkWljZmb0M7Fz0yRBGGunZFB1vG9961u89dZbHD58GEmSOPPMM5kxYwYPPPDAoB9TBFXCcHJ4guyudnC4wYXLF+oYyKklK85AfqKpS9qePxTmd/87yD/X9t7C26JTcfakZC6YmsrSwgS0KiXVbV5+8OouVh9uAmBZYSJzsu0crHchyzAh2cS3zi7s8fGufng9m8p6Ptt4zIXTUnnw+lm9Xh+JyKw61MA9L+2MDepVKiSWT0xkSrqVpRMSmJVl7zOtyxcM0+YJ4gmE8AbDeANhJAn0ahUGjZIUq25Ez2RWt3lp8wQ6duGUaFUKNCoFKqUClUJCIUnRvxUS4YiMPxQNRH3BMFWtXrZXtLK9oo1tFa0nHIwsdKVSSLx59xImpYr3W2FkhMIRSpva2VPtYE+1kz01DvbVOHtNOdYoFWTHG8hJMJITH63/zIk3kh1vIM2mP+l2qELhCO3+MO5AiHZ/iGZ3gIc/PUKT2x87qeYLRt9z52THYTeq2XS0ZUDt1ofb4oJ4/nLtzC5ZECeD6jYvf3j3AGXN0XTcsCyj6jSLUa2USLHqyE0wkpsQfV3lJRrJjDOgVYnduvHqlA+qAoEAaWlp3HPPPfzoRz8C4Mwzz2Tv3r3IskxKSgoXX3wxP/nJTzAYep/L4ff78fs/PwhyOp1kZmaKoEoYVQ0uH3c+vZWd/Risq+iYDWXWqihMMcfm0Kwvbe6xFmhRfjzP3jG/x6CmqtWDLINBo+TR1aU88mlpt9s8edtczpyYhCzLvLi5kvWlzeyrceILhbl6dia3L83FoFHx3Zd38srWqh7XbDeoMWpVsbTBaJteFW2eIBUt0QG7fb0LmbQqVk5O5ttnF47rOTuyLFPr8HHbvzZzsH5gg1lPRyqFRLxJw/fOLeKK2d3rCAVhMFy+IFvLW9lS1srmshZ2VrV1q1OD6HvptAwbE5PN5CcZKUgykZ9oIsNuOOkCp2MiEZl9tU42lDaz/kgzm8tacJ5kNaJalYJlhYn848bZJ9X/gyzL3PKvzXx2qHHA91VI8KvLpnLdvCxC4Qg/++9eZCDeqCHOqCHRrCXFoiPZoiPJohUB2Cg75YOql156ieuvv56KigrS0tIAePTRR8nOziYtLY1du3bx/e9/n3nz5vHaa6/1+jj33nsvP//5z7tdLoIqYbQdS3lrdgdQKSU0yuhuiUalYFt5G3uqHeyvdbK72hHbDUm36SlMNpEZZ8Ckje7qGDQqjNro3yatiqUTEvpVZ1XdFm2EUdESHeho1atJMGtZVpgIRNvp/u3jw+ysdFDv9BGKRM/A3X/NDC6enka908fP39xLdauX6jYvTe7AsP58Ekwa7r1kMhdNSxvWxx0Jh+pdvLenjnc6ug4KPUswafjlpVMG1XBEEHri9odY9vtPaG7v+f3HoFFyxoREzilOZnlREnFGzSivcHhFIjKvbKviLx8epsntJxCO9HmCajxKteqYnmFjRpaN6Rk2ZmbZTtoaq0AowvrSZv63u5b39tbhC0bIjjeQm2DEbtQgy9HgKyLLRGSIyDKyDDOzbF1GlTS6/OysbGNnVfSzv9UTbebkD4VZUpDIzQuzxe7+KDrlg6pzzz0XjUbDm2++2ettPv74Y8466yxKSkrIz++5yFfsVAnDqdbhZc3hJjyBMO2BEB5/GE8gjCcQQqdWRrf7E4wdhfkSaqWi44/UZxe/l7ZU0toeQKmQMGlVTEg2U5hsGrNaFFmW8QXDBEIRrIaeD0p8wTA1bV7qHD5aPAFaPdEZVpJErOOhUqHApFVi0qox6aJBoEmrIhiO0Oj24/AESe1IlUg0a0+6znCRiMyv3tnPE2t6T+k8HamVEsWpFnRqJVq1kitnZ3DJ9PEfLAvjlz8U5pMDjby2rYqPDzR0GSaukODyWRlcODWVhfnxJ+0Be0/e2F7Nd17eSXg4h/6Ngvm5cdy8MIc5OfZTduh3OCKjkDjpPreE7gYSVJ10/S7Ly8v58MMP+9yBApg/fz5An0GVVqtFqz25cnaF8SvFokOjUvCLt/YNOOUiwaRh+cQkLp+VwYK8uC5vxFfPGfwMn0hEJhCOoFUp+nxzb20P8OH+elKsOiYmm1EqJNq8Qdo8QZItWjLs0bS7sqZ2HvykhNWHm6hz+pAkUHfki9sMajLsejLtBm5cmM2sLDt5iaYuzxMMR2hwRRtQyDLMzrZ3W4vLF0SWYUlBAmqlApcvyIbSFpQKCYNGiVGrwqhRYjdqxvVsFIVC4icXFZNm0/PLt/eddGeQR0owLNPo8nPH0jy+uCR3rJcjnMS8gTDPbargH6uO9NhZdEKSid9fOY2ZWd3fZ8Yrtz9EZYuHmjYvNW1efMEIKqWESqlA3VHb6fGHcPqizTWmpFv7lTo+nmw82sK+WmdHtoWZiSlm4o0a9tY4OW9KCosLEqIn11zRoda+YBiTNtrMyKhVYtaq0an7/kw75kCdE5NWRbxRO6pjBjqnLoYjMhuPNlPb5qPNGyTdpmNhfkKXQfXCqeGkC6r+9a9/kZSUxIUXXtjn7Xbs2AFAaqpILRFGhyxDRbOnXzOXjufwBilv8fDh/jrqHF6QICfeyKSOM/r9e36ZRref6lYvFp2aP31wkP/tqUOWo50Bn7ptHvE9FP6+tauGe17aSSDUve7AblDzw/MncfVcA6FwhC88uLZLK3JZhkA4AmHwOsJoVQq+emYBszoOYsIRmVUHG3h+UyU7KltjaYF5CUaevn0eAHuqHbyytYqSBjclDW7qnD4ACpNN3PeFKagUEl/695ZugapVr+asoiTOnZLCGRMSx+1cntuX5JJm1fGtF3fg7+FnfKpTSLCyOAWbQY1CIZFk1pJm1bMwP36slyac5I40utlX48R53HgEtVLiy8vy+fqKgpOu/uTJtUf54/uHxnoZI87lC3GgLjrjip2fX/7mrhpmZ9n5qNNA654oJLhpQTY/u3hyn7Mar354feyzw6BRYtZFD3tlGUwdzZ/Om5LCjAzbiMx8dPmC/HNNGQfqos1RnL4QoXCEf3xayvKJib02khJOTidV+l8kEiE3N5frrruO3/72t7HLjxw5wnPPPccFF1xAfHw8u3bt4tvf/jYZGRndZlf1RXT/EwYrHJH55gvbeWtXbb/vk2rVsawwkWSLDn8ozO5qBzsq2mgPREcHJJm1/OSi4tiAz8pWL5NSzVw6I500m57SRjdPry8n1arj0pnpmLQqzvvLZ1S2RNvdJlu0LC5IQClJfOOsCd2aPHy0v55Glx+LXs3W8lb+vb48GiB1srI4mQunpXLGhETMOhXL/7Qq9vjHLClIYE6OncJkMyuKkmJBoCzL/Oj13Ty/qbLb927Sqvjz1dNRSBJ3P78dbzDc7TbHXDYznR+cP5E3ttewvaKNZIuWRLOWOqcPg1qFRqVgSrqV86ak9PtnPxZ2VbXxvVd2RQ8iTjMWnYqvLi/g1kU5p1T6lTA2dlW1cd+b+9hS3trtuoV58fzi0ikUJJl6uOfwkGWZh1Yd4f199UQiMklmLUkWHUlmLckWHdfMzeyyU/H46lLOn5rar0HpL26u4Puv7h6xtZ+KNCoFOpUiNvNKp+74t0p5wg63x0zPtPHSlxYMexDe7Pbzwb56XL4QVoMau0GDzaDGblBj1Uf/PZ4zLoRTuKbq/fff59xzz+XgwYMUFn4e3VdWVnLjjTeyZ88e2tvbyczM5LLLLuP//u//xJwqYcRFIjLff3UXL/fS/e54c3Ps/OD8SZi0Sv7fK7tic6b6S5JgYrI51jYdIM6o4T9fW0ytw8c1j67vkmpm1qn48J5l3XLX91Q7+O/OGt7fW9dt1tTx0m161v5gBVvKWrj6kfWxDoT3XTqZS2ek95iG8e8N5fzkjT19Pu6xboZ90agUbPzhWVS3eTna1M6RRjdv7qyJtfzNjNMzJzuOWdl2lk9MjKUqjjcuX5BvPL+dTw4OvDvUySgzTs93V05Eq1JQ1eplV5WDu87IY0q6dayXJpzEnL4gf/+4hEc/696t9IuLc/nJRZNGvI7lRIHPK19eyJyczweTf+nfWyhr8vDut5YiSRKt7QG2V7bS7A4QCEcIhiKEIjJT060UJpu54+ktbO0hYBRGjkmr4rk75zMtwzZsj/n46lJ+/c7+E37GmbQqbAZ1R7Clwarv+u9jgVhOgpH8xJE7WSD07JStqVq5ciU9xYCZmZkD2pEShOF0sN5FeyBEkll7wjlFv7l8KtfOzWTj0RaufHhTj23QT0SW6bbb0dIe4I6ntnDl7AwkoPNvicsX4qf/2cMjN83pcp8p6VampFv54flFlDS4eX9fPS9vqewxwJqfFz1AyEkwct28LMIRmQy7nrwEU68HMOp+pFL0p746EIow8xcf9Hp9ZYuXypZqXt9eDUTrtG5fkssFU8dP6m+z2891j23gUL17rJcyaipbvHzzhR0AzMm285Uz8ykWHauEIVhX0sT1j2/s9XqnLziiAdWxGq4/vnew19t8d2Uhs7Pt+ENhPtrfwMtbKvn0UCMXT09jfWkzP/vPXg439P4+EGfUsDAvHqNGGctaEEbetAxrr00zNpQ24wmEWJAX32XofLs/Ojg66bhGSk5fEL1aybXzsnh+U8UJZ365Ox6nqrXvocoKCb56ZgHfOGsCGpXY3RqPTqqdqpE23naq/rOjmu+/ugu1UkFhspnpGTa+vCyPpHHaLScSkdlS3spnhxqJN2nIjjdQnGolxTo+1zvcZFmmqtXLlvIW/vZxCaWddlImpViYlGrhi0tyserVtHkCHGl0c6SxnbKmdqpavZQ0uDnS6B6xupt3v7WUopS+X9fBcIT/7KihrKkdfyjM9Ewbc3PiSLboeH17FT/7z95utU2zs+3834WTuhWDN7r8/PC1XbEgsLqt7w+M4RRv1LBycgrVbV6qWz34ghG+s7KQy2b2vKs2GmodXg7Uuci0GwiEIry6rYo3tlf32v75ZHb5zHTe3VuH57iDwnOKk3ns5jm93EsYabIs4/SGqHF4MWlVZNj1J1V3Ml8wzPojzZQ2tXO0yc26kui/j9EoFVw6M41bFuUwOW34dkTb/SGe2VDOY6tL+xwXkZdg5KEbZzEx2cyfPzjE3z4uiV33hRlpnDUpmXv/u5eWU/B3/lRg1qr4zspCLp2Zjq2js+2moy3c9MRG/KEIGqWCubl2FJJESYObWke0/teoUZKfZKIg0USNw8uG0mjKoc2gRgJaPcHennLQ61xamMDyiUmcOTGJRPOp03DNGwjz8YEG3tlTyz3nFI6LnblTNv1vpI23oOpQvYsNpc0YNCpSLDpmZNkwacd+c1GWZUqb2tlS1sL2ijakjhbZHx9oiL3JHKNRKfjysnx8wTBNbj86tRKzVsU9KwtPugLigXB4gxyqd1GUYu6z9fmbO2v4yX/20Hbcm65GqUCrVhAMR3ocXDkY6TY9509JYUVREnNy4gZ8puuiv61mT3XPc5c0KgW/vXwql8/qOsTVFwzz/17ZxZs7awa97uE0PcPK7Ow4JiSbmJBkoiDJFPvwHC3/2VHNvlonKoVEikXHkcZ2Npe1sL/W2a+du/FOqZB44JoZLJ2QwL/WlvHPtUdx+UKoFBLJFh0vfmnBuE3RPFWUNLj47f8Osq2iNTa+QSFJNLr8XeoXUyw65uTYmZcbx5zsOCammE+qgavlze38/eMSvMEwvmB0hIU3GMYbCDM/N45vnV2IfRhmUd3/wSH+8tHhft3WolOx7odnYdKq2Frewnde2nnC9GphfJEkmJxmYW5OHK9srRpURslomp5hZWqGFX8w0mWkS3sgFP3aH0IG4gzRYcJxJg2L8xO4cnbGuNvxam0P8PBnRzCoVdy4IKvH5lqjTQRVgzTegqrxIhKReX9fPR/tr6fG4WV/rWtYzrQlmDSkWHWEwjJNbj9GrYrcBCN5CSZyE40km7XRobYd84sy7Hp0aiWeQIiaNi9WvWZEz9DIskxLe4Cy5nYmpVowaFQ0u/188aktFKda+MqyfLLiDV1u7/aHBjw/yhcME4rIePwhGlx+Wj0Bmt0BJAm0KiUt7QE2Hm1m/ZHmE6YX9pdZq2J+XjyLC+JZUpBAQVL3NL6W9gAmrSr2prvsD59QfoKDg/u+MLnLEEOIpu+tO9JEncNHo8tPvctHRYuXiuboDl1ogJFEikUX6xA4HAqTTdyxNI8rZmWM+AHlkUY35/z501MieOpJikXHrYtzyIk3oFQoUCkl/MEwshxNHZ2YbB6RDluno3BEprTRzd4aJ/5QGK1KiVal4LPDjby4ubLX15jdoEajVFDf6b3EpFVx3bxMlk5IZElBgvg/Ok6bJ8DK+z/r9/vv4zfP4eziZOocPi762+phH4YuCMPhmjmZ/O7KacP6mO3+EBqV4pRqviGCqkESQVV3Le0Brnx4XSyVbSxJUjQY6Jx+lmLRMSXdSn6ikUy7gYw4PZlxBtJt+n51GWvsmIERZ9Rg0CgpaXDz8YEGVh1sZF+tM9Y+PN2m58yJiaw62BhLY1MrJa6bl8XXVxRQUu/mzx8cYl5uHN87r4hwRObVbVXsqGzDqFGSYTewdEICuQnGHtNttpa38tVnt1LvHJ6gqb+UCgmjRslrX10c65bV0h7g+U0V/P3jEiQpOqhxRVESK4qS+PRQEy9urmBnD801VhQl8Z2VhWTGGTBrVf1KK3pzZw1v7apBpYieTdeqlWiUCsw6FUqFhNMbRKtWxgp3i1LMzMqys6G0he2VrTQ4/by8pXJYag8un5nOH66aPqKBVVlTO+fc/ynBcNe33clpFlYWp/DmrhpK+qi3ONlolAqWTEjg/CkpnFOcPOq7gqeaimYPz24sZ2t5K/tqnd3SK3ujUymYnGalxuGNZRPkxBuwGtTsrIz+Ls/KsvHjC4txeAP8b3cduYlGLpuZTqr1xB3rTiZ1Dh9PrClFr1GRbNGSbNaRbNGRbNWSYNT2GlDe8dQWPtxf36/neP/bZ1CQaOKKh9exvaJtGFcvCMPnwqmp/OD8olgasNMXpKLZgz8UIRyRCUUiGDUqUqw6Ekza2GejLMt4g2EkpC6jTCpbPFz89zW0eYLYDGoSTFrijRoSzNG/JcAfihAIRfCHI6RYdExIMjEh2UxBkmnczu0SQdUgiaDqc8FwhNWHG3lizVHWljSP9XL6RaWQYrsekgRpVj1LChI4uziZJQUJsV/+yhYPT60rY9Whxi4HsGql1O1gd6DPG2+MduupavV2a08O0eBsTo6dgkQT+Ukm8hNN5CQY0KqUODxB7v/wEO3+EFa9moP1LvZUOwacj23UKMmON2LSqdCqFFS3eilv8RA+7tT1zQujMz46BxFOX5C/fXSYN3fWUuf0dfmZpNv0/OGqaSzMi+e/O2v49Tv7ew0Cz5+Swj9unE2bJ8CWslZWFCX1eLDy2/8d4OFPj/T4GHNz7NwwP5tLZ6b3+f02OH3c/fx2Nh7tX+vc3qgUEj++cBK3LR7ZgbTt/hCbylo40uAmJ97ItAwrSRYdLl+Q2b/8sMd5YScTs07FGRMSWTk5meVFSVgGuHMrdLezso1HPyvlf3tqYztQcUYNKZbobn6jO8DRpt5PfM3NsbO5rGs3ObVSYlKqhYgsY9SocPqClDa68Yc+f5+QpOjIhFlZdhLMWhKMGuJNWuJNGlKtui5F+yeLyhYPf3jvIP/tISXZpFUxM8vGrCw7ZxQmMjMzOrsoHJHZXe2gtT3AQ6tKuv0sO1MpJPbddx4alYKbntjI2pKmU3ZnWjg1JFu0ROToSebeKCSIN2kJhiO4fCHCERmjRslti3O5c2keVoMaWZb5x6dH+ON7Bwf1mk+2aJmcZuWsSUmcMyl53PQPEEHVII23oOr9vXV8tL+BlZOTWVyQMGLzXcIRmd+/e4Dd1Q5CYZlgJEJ5s+ekK6btHNwcT6NSkGLRYTOo2Vvj7BZgjCWFBKlWPel2PYlmbXT7XKngkhlpnFWUxGvbq/nd/w50TJOP/rHoVFh0asw6FRa9GqteTU68AW8gjEGrxBuIUOf0oVJInDUpmcw4PRXNHmocPprdfprcfhLNWi6bmdHjmiKR6CBhtUJBMBJmd5WTylYPV87OwKyLvnle9tA6dlS29Xj/FUVJnDUpiT++d5BWT5DJaRZ+fsnkLm2GZVnmzqe39nn2NzvewKf/b3mfP79mt5//7qzhUL2LQ/VuDta5BjSAOTfByLfOnsDZk5IxjkHNojcQZntFK3/9+HCswPlkU5hsYnlREssnJjE7235KpX6MlUhEZtWhBh75tJSNR1swaZS4O3am9GoF/lAEWY7ucmpUCgKhCCqlgnBEju78qhREIjLN7T0HXJPTLOyt6blGsj9UCon5eXGsKErm7ElJZMcbT3gfWZbxBMJD/j1zeINsKWth49EWPIEQ3zyrsMdUcLc/xPojzXx2qJHseAM3LshGp1byyYEGvv/qrhOm8yWZtZxTnMy5k1NYkBePRhWtc311axW/fHt/r+8zF0xN4fvnFZEdbyQUjnDNoxtEi3ThlGXWqbh1UU5Hqn8ze2ocDEdk8eE9Z1CQZB76Aw2RCKoGabwFVa9sreK7L0dHjRs0SpYVJnLelBRWFqd02XIdqqpWD89sqGBbeSs7Ktt63GE5GQx2p2m8mpcTx82LsrloWtoJbyvLMg98eJh/fHqkx52Ocycn892VE4kzamjzBkmx6E54YHP+X1azv9aJQaNkeoaNlZOTuXlhDkeboh0L73h6y4C+n/uvmd4liHt8dSm/fHt/r7efmGzmqS/OO2H3yMP1LtYdacbtD3HelBSy4gxsLG3hvb11/G9Pbb/qGRRSdPjjGRMSOaMwkeJUy7D+jvWk2e3n689tZ0t5y7h+3WbG6Uky65AAm0FDhl1Pmk1Hmk1Pmk1Ppt1wSnWfGmu+YJg3tlfz+JqjlDS4kYCsOAPlLR6UCgmbXo1OrezWTdNuUFOYbOZwg7tfJ8Qy7XrsBg27qgc2J683BUkmzpqUxNmTkpmZaUPVS2D96tYqfvO/AySYNKTZ9KRadSzKT+DCab2PQGjzBNh4tIWNpS1sPNrMvlonshw9mPveeUUUp5rZW+Pk+U2VuP1BwmGZcEdNbOffrTSrjrxEE2tKmgb8/Zl1KlYUJXHu5BQ2lDbz9PryPm9fmGzi3W+eQVlzOxf8dfWwNRwShNNFfzoWjwYRVA3SeA6qOjNrVVw0PY2r5mQwM9M2rC1xm9x+nt1QwRNrSru1zh7vTqWgKt2mZ1a2nXRb9ABWAjyBz7tbtftD1Dp8HKxz8YUZaXx1eQFtngB/fO8gb+w4cac9lUJiWoaVRfkJFKWaaWkPUO/00dIeQJIkVAqJt3fVdmn3PSPTxtIJCV3aBA/E988r4ktn5BGWZR78pIS/fHS4z7NZCgm+d14RX16W3+ttmt1+Vt7/WWydiWYtm398duz6Jrefqx9ZP6iawCSzlpx4IzcsyOKS6WnD+nvmC4a54fGN4/rs9dmTkvnKmXnMyrKfVG23T2Yvb6nkd+8eoMkdQKWAiSkD303SqRT4BpBCmmbToVcrTzhLZyDijRq+s3Ii187N7Jb229oe4KK/rYkFhROTzaRYdfzkouJYXWdZU7Qj5raKVraUtfY512k8suhU/PPWuczJiSMSkfn5m3t56gRBmCAIXZ2MQdXJlxAt4PKHeH5TBc9vqqAgycSPL5jE5DQLCoWESRutoxnsQVCCScs3z57AVXMy+Mkbe1h1qHFcpcqdLqrbvP2e6/TQqiM8t6kCty/U7056oYjMtoo2tg2giLqkwd1rul9//O7dA6wtacLlD7GzH48TkaG0se+DKZNOxdQMKxEZUi06bl6U3eX6eKOGZYWJgwqqGlx+Glx+NpW18Mb2an552VTSbcNTtP/SlspxG1CpFBI/umASty3OEcHUKAmEIvzirX38e8PnB95T0m2D+n0bSEAFkGk3DLke8XjN7QF+9Ppuksxazi5O7nLdgToXTt/ndaIvfmlBlwYmNW1elv9p1bCkD42FOdl2Hrh2Bhl2A25/iGsfXd/rKApBEE4tIqg6yZU0uNlV5WB9aTOPflYKRHdsTFoVSWYdNy7I4qo5mQOqx2p0+Wl2B/j5FyZj1Kj4+EADf/7g0KgObxUG5vg5VyNhIHVKvTk+7caoUXbr3Jdh13PZzHS+MCM9dua6N1qVkidvm9fjdU5fkB+8uot3dtcNbdHAJwcbWf7HVaRYdLFU3B9eMGnQj3fzwhx2VTl4ZWvVkNc2XBQSzM2J4/vnFzHruEHOY+HYSAOtWolerTyp5icNRJPbz1ef2camss8Dm54aSwyEQqJfheI6tQKHt+9UwUtnpJGbYOJIo5tD9S6ONLr7lREwJd1Cuj16EkKW5ViAvjA/nidvm8cV/1gXffwH13LVnEz8oQjlze3sqR6eeozRppDg6ysm8I0VBTS4/Ly6tYq3dtWIgEoQTiMi/a+T8Zr+l5dg7LWb3DHxRk2XVK3OEkxa7lyay40LsrvV0UQiMvtqnWzuGOS7raKVqtZo8HTjgiwunpZGKBKdI/WLt/aN63kbx4q1hZPDF2ak8Ycrp7OlrIWqNi9pVj2pNh15vbSdHwiHN8hlD66ltI+OaJ3lJxr5xlkTSDLrcHgD/PqdA1S09DyTS6tS8K9b57KoIGHQ6wuGI8z/9Udj3gxGpZBYkBfP+VOjtZojURv17w3lrCtposHlx+0LccmMNK6bl0WcUYMsy+yobOO9vfWk23TMzLITkWX+t6eO/+2u7TI09aEbZnHB1N7rbk5Gu6sc3PXvLV2Gps/LjWPTEHeOZmfb+70TqlcryUkwsL/W1eP1Bo2Sq+dk8sXFuWTFGwiGo8HPwTp3R3MYFwfrXUQicqw18qL86Py79aXNPL2unI8PNKDXKJmcZuGKWRn8a93RUy7YyIozcPakZCx6Ff9YdQS/+CwShCE5GdP/RFDVyXgLql7fXkWcUcuMTBsX/W01lS1eLDoVshxNATwRg0aJRacmzabj+vnZXDw9Fa0qumMVicg8vqaUx1cfHbaBsmNNq1KID7KTxEXTUvnKsnw+PtDAF2akdxmiPBzWH2nmhsc39Lut6+KCeB67eU6sRbQvGOahVUd4eNWRLicz5mTb+f2V08hL7HsHrT8O1Dn57ss7R+XgMsGkpSDJSEGSiaIUC5NSLUxINvV7nthgrT7cyC/f2k+Nw4urU42mVqXgnOJk9lQ7ugROffnh+UXcviS31wYIJxNZlnlpSyU//c/eLu9Z83LiuuxY9ZdZp+LLy/KZkm6lMNlEslnLvloXb+6q4dWt1TS5+36Pz0s0njBFViHBph+fTYKp78DbGwjzyrYqnl5XdtLVQgmCMH6IoOokN96Cqo/216NSKlhWmIgvGCYUkTFpVciyTIPLz11Pb+lxCCvAC3ctYEFefJ+PH47IfLCvnvs/OMTB+p7PUp5MRFB1crh2bia/vmxqrHh7WoYVvVrJyskpXDw9lSTziWdTBEIRfvqfPVS3eQlHZCKyjD8UnZ/h9AZx+oID7raVbNHyzbMKuXh6KuaO2UoNTh9v7qrlnd21XDg1lVsW5QxrGlowHOGn/9nL85sqhu0xOzNrVfzq8qlcMv3EHSRHiizLuPwhShrc3P/BIVYfHnjntWNmZdl45o75J+V8pGO8gTD/98YeXt32eeqnSgFTM2yDGhQ7PcPK36+fRWZc9xMTvmCY+97ax3Mbe399GTRK4oyaWIZCX966ewlT0q2xr9cfacZuVFOYZI41pAiEItz+1OYh/T8LgiC8960zmJgiWqqftMZbUHUi7o6C/+0Vrby7t67LGe83vraYGZm2fj2Oyxfk7x+XsL/ORUm9C5cvRJxJg02vpqzZQzAc4ZziZKamW9lf6+KNHdXjsnmFCKrGvytmZfDLS6eg1yhZ9JuPqOmU9gTRYaMzM20sn5jE0sJEpqVbexwa/Kf3D/bahXBahpWW9kC/DhJ7olEpWD4xkVsW5gwpxa+/1hxu4sYnNo7IY//9+pn9ask/kkoaXHx6qIltFa1sK2/tkuo2EOdNTuHHF07qMXg4WZQ0uPnas9u6ncSanGZhf61zUAMzb1yQxS8vndrlsganj8fXHOW5jRUnrIVUKyWmpdvYWnHidMHn7pzPovzo78TW8hauf2wj/lCEeKOGBfnxLM5PIC/RyCcHGniko8ZXEAThRIpSzMQZNfiCYZYUJHDR9DQKk8c+oAIRVA3ayRZUdSbL0W5uDU4fZp2axQXxw5LWEwpHcPpCxBk1hMIRVh1s5MvPbO13l7nRJIKq8cWkVTEp1YxBo8KqV3Pb4hxmdjRAaHD5mPerj7rdR6eODmk+lhL20A2zSLHqmJJmRaP6PO0rEpFZd6SZBpcPk1aFSafCrI0OQ04wazFqlOyqcvD27lre3Fkz6AP50ajjcXiCnHP/pyOShvvqVxYxO3vsm05AdB7eP1Yd4aUtlf1qdJBo1jIvJ465OXbm58UzKfXkek/urMHp4++flPD8poou33uGXY9FFx3ovaW8dcANGi6clsq3zprAhI6Dj4pmDw9/doRXtlQNeN7g5DQze2v6zliIN2qYmxPH3Nw4zp6UxIubK3lo1ZGBLVoQBOE4GqWCu87I455zCns8kTqWRFA1SCdzUNWTA3VO3t5VS5xR07HblEJOvGHAwZYsy+ytcWLRqdlQ2syv3tmPwzvy3eYGSgRV48eF01L5xRemEGfUdLuupMHFU+vKCYYjvLilElmOpiBdPiudu1dMwKxT8eAnJeytcVLa2I7DG+TWRTl886wJg3qzjURkPtxfz9ee29bjwbxVryYv0ciuKke3HdgEk4YPvr0Mew/fx3DaWt7Cbf/aPKyz4W5dlMO9l0wetscbDk5fkNo2HzVtXmoc3ui/HV7qHD7c/hCT0yzMzLIzLyeO7EG8V403re0BHvmslCfXHe2Wjhpn0BCW5QG/lyokOH9KKnefVRCrN/AGwvzu3QM8vb5sULtdCSYNDm9wwHP+RHMgQRCG048vmMSdZ+SN9TK6EEHVIJ1qQVUgFKGipR2zTs36I828u6eOUETmzqW5zO+j3qqkwc3LWyrxBcNMSrXwnx01rC9tHsWVD44IqsYHjUrB4zfP4YzCxBPe9vHVpSSatZxTnIxBE60XDEVkFJKEQgJJkrq0Yx4spy/I69uqeW5jRY/1g+k2Pd86ewIA7+2tY/XhJvyhCAoJPvnumWTHG4f0/P1R3ebl2y/sGFSjgs4W5MXxjbMmsDBveHarhYFpdPn5YF897+6tY/2Rpl4DlVlZtgHNiTNpVVwzN5NbF+V0SYGsc/i44fENQx7em2zRkh1nZGdVK/6QOCwQBGH0qZUSP714MjctyD7xjUeJCKoG6VQLqgaj3unjln9u4kDdyde4QqdWDLg5gTA8tCoF31lZyJWzM7Eb1IM6mK9s8fCj13ez+nATqVYdP75wUp/1QO3+EDur2ki36cmwG7o1kPAFw93ms8myzNGmdtaUNPHZoSY2lDZ3qTlZPjGRn1xUTGacgQO1Luqdvm7DS0dSOCLz0CclPPDR4UHVLf7hymlcNSdzBFYm9CUSkXlhcyWvb6/qdxrftAwru3ppNHS8+blxPHbLHCwdDVQ6u/3JzXx0oGGgS+5VcaqZfb20VxcE4fSQZNaSZtMTCEXYVzuyHWpTLDrijBpqHV5aPUEUEmz7yTldhoKPpYHEBidvCyVh2H1yoIFvvbhjXKb2CePXtAwr918zg/whthnXqhUsn5jEFbMyuGBqapcaqqNN7Vz36AYun5XO984rAuCiv63haMccKo1KQV6CkVSrjniTlj3VDkoa3CwrTOS6eVmsKEpCoZCQJIm8RBN5iSZuXphDMBzhcL2bsuZ2jja1U9rYzo9e380vvjCFqRlWpmLtca0jRamQuPusCZh0Kn7+5r4B3/+zw00iqBplDS4f33h+OxtKB7bDOJAukj84v6jHgArgnOLkYQmqUqw6EkyaU25+lCAIA5Nu0/PON5ZiNaj5yjNbhz2oMmqULOyYZbdkQiL5iZ/PpvQEQji8wXETUA2UCKoEIHrW/56XREAlDMz0DCvP3DE/1oJ8KJLMOr64JLfH6zLter59zgSWFyXFLitKMceCqkAowoE6V7cd1o8ONPDRgQYmJpv59jmFnDclpcv1aqWC4jQLxWnja2f6loU5fLCvnnVHBpZ2a9IqT3wjYViVNXkGHFAB+IMRLDrVCevozp6UFGvw0pNLZ6bzo9d3D6qWCqLpNrOy7GyvaKVukA1dBEEYvyw6FRNTzGTGGci0G8iKM6DXKPnmC9u7pSdPz7By3xemYDVEa+j/t6duyM+vUSm4YlY683LjyIk3MiXdirqXeYMGjeqkHplx8q5cGFZGrYqXv7yQO5/eGjtQHWnpNj3Xzs1kTUkTG48OrY5EGH2TUi089cV5wxJQnYhKqeCauVldLpuRaev3G/7BehdffXYrty7KxWZQY9AoyU80dQnSxhOFQuKft87liTVHeeiTEtoD4RPeR6dW8K2zC0dhdUJn2YMcXL2v1sn83LgTvvc1uPw4vEGs+p5/z0oa3IMOqKamW2huD4j3X0E4RV0xK4OfXlSM1dD9/aO00c0f3z+EUiFx/pQUblucy6wsGxBtnvR/b+wZ0nPbDGpuWpDNzQtzSDT3PTT8VCGCKoFIJNocoCDJzLLCxFEJqn52cTHeYJi/fHi4W3MJs1bF47fMYVKahWZ3gDe2V/PO7loON7hHfF1C//3xqmljukW/vCiJ3/zvQL9vH5Hhn2uPxr4+d3LyuA2qAHRqJV9bXsBXluVz7JhZlmVq2nz88f2D/HdnTZfb37ool2TLiQcnC8MryawddD1nfzIDdlU5uOHxDfz56hk9zm2xGzXcsjCbt3fX0uQO9PgYSoVEpl2PUavCoFFi0KjwBsNsEsGUIJySEs1afnPZ1D5rgr+8LB+1UsHF09NIs+kJhSO8tauWx9ccZWdlW7+eJyfewKRUCx/tb4iNcShOtXDrohwumZHWra75VCcaVXRyOjaq2FHZxs/+u5edlW2cNzmFh2+aTXlzO/d/cIg3dtSQYNKSHW9gT7VjWDrr2Q1qfnpxMecUp7DwNx/hOi71RatSkJtg5Jk75pNg6npmo7U9wNbyVjaXt1DZ4sGsVWPSqWhw+dlV1UZ5s4dEkxa1UiLJokWlULCjshXREHD4zcuJ46UvLxzrZXDX01t4f1/9oO67dEIC/759fp+3WXO4iYdWlfDQDbPGXY73jso2XtpSiUapwKBRctcZeeNujaeLlfd/yqH6gZ30yU0wUtni6ffMP6VC4o9XTeOymRk9Xt/aHuC2JzfT4PSR0ZHmMynVzIxMG5PTrOg1XQ9uHN4g9/53L69vrx7QugVBGN8um5nOzy4uHtDnwerDjfzsv3sp7dRFVJKINd0pTrWwuCCep9aXMyPDxlmTkjhrUnKsHqrO4eOx1aVEZJmfXlR8SnWeFd3/Bul0DKqOaXD6iDNqUHXKc+3cPa200c3Zf/500Gkm8UYNd52Rx40LsjFqVeyobOPSB9cC0UYHV83OYGF+ArkJxgEVcHfW5gmwp9rJ7moHH+6vZ2t5K5lxerQqJSUdu1xJZi25CUZaPQFk4PAAD4SEqIumpfL362eN6RpKGlzc8s/NVLd5B3V/vVrJzp+t7NIQo7NPDjZw+5ObicjRIPLp2+eddmfdhP75xvPbu+0cHk+tlDBqVbR5gkzPsHKw3jWg3a0JSSZe++qifqXbyrJMebOHA3Uuah1emt0BUm06cuOjB0DeYJjnNlbw4f7BnZAQBGF0mbUqLpuVzoQkE40uPw0uP69srep2UsakVfHwjbNZMiGhX49b0+bll2/v453dXVPpz56UzMM3zqLJHcDlC1KQZEKSJPyhMFrV6fU5KLr/CQOW1EPaUOcDSE8gHAuoFubFU9HiodUTwHNcrYdBo+x2GUAoIpNi1WHURl9yxakWXrhrAcVpll67Wg2UzaBhyYQElkxI4MvL8lhb0sz9Hx5iZ2Ub83PjgOjZ/WP1Azq1gvm5cWwpa2GAMy9Pe55AmNJGN2k2/ZgEGpvLWrjjqS1DaqziDYb5z45qVk5O6VavsrfGwdef3RZ7zW8qa+HOp7fw6E1zup3xF4TzpqT0GVSdOTGRn15UjEqh4Edv7GZjaXO/B+1KEkxMNvPwjbP7FVCtOtjAPS/tpKW991TA2Vk2NpW19uv5BUEYPnaDmstmZpBs0ZJg0pJojv6dYNYQZ9AQDMu4fEFc/hBuXwiXL0QwHGFBXnyXz55QOMKLWypRKyWsejWJZh1pVh1pNj17axzMyLJh0vZ+iC/LMi9vqeLeN/d2O2bLTTDyk4smoVIqSLHqSLF+fnx4ugVUAyV2qjo5nXeqTsQXDLO2pIncBCN5iSZKGlzYDRru//AQF05Nw+ENkGTRcdfTW3rM608ya/nrdTNZ0MfQ4ZEgyzJrSpp4al0ZG4+2dEs3hGgr4Qybni3l4iBjMC6ensbfrps5qs+5s7KNH72+m701w9Pq9YpZGfzqsikcaXTz8pYqXt1W1eNrZWFePE/cOuek7k50uqts8fDY6lLijBp8wQhpNh03LcgeUrqKJxDih6/t5r29dV12n7LjDfz0omLOmvR5XcO2ilYuf2hdvx53arqVZ++cP6ATTxXNHu769xaONLp7DNwGMh9LEIThIUlw3bws/t/KidiNQ0/TjkRkfKEwerVywO9dre0Bfvjabt7d273R0/KJiTxw7cxeG+OcjkT63yCJoGpo7ntzX5dGAAAJJg1XzMrg9iW5NLcHqHf6KE619LgzNtLCEZnSRjeeQJhQRCYYjuD2hVh7pIl/rS3rVycuoWcffPsMJvRQRD+SQuEI/1h1hD99cGhYHs+qV/dr52tBXhxP3iZSAU9GtQ4vVz28nqrWaMroxGQzz905n3jT8HSmcvmCfLi/Hr1axaRUM5l2A4oe0pm/9O8tvLf3xKl3d52Rx48umDTgdYQjMk+vL+OZDeUoFRKHG9yx2giDRkkwFCE42FxuQRAGZFqGlV98YQrTM21j8vyhcISjTR2zGJva+eeaozS4/D3edt9954qThscR6X/CqNtV1RbLz1cpJK6dl8lZk5JZnJ/Af3ZUc+1jG2IFkMsnJvLYzXO61G+NBqVC6vHAf9nERD471MjGoy3MybaLHatB+OXb+3nytrmjWpyqUiq4+6wJ1Dp9PLexYsiP199Uwg2lLdz9/Hb+ccOsUX8NC0PzwAeHYwEVRNNcvvXiDly+EGadiqdum9djENRfZp26x0YSbn+Ip9aVoVMruX1JLv/v3CI+PtBwwhTAWX3MpzpGlmXe2FHNK1urOGdSMrcuzkWpkNhZ2caRjvfcFIuWrHgj4YiMSaPk08NNg/sGBUHoN6tezf87dyLXzcsadK34cFhd0sRt/9rcr9vOuO8DJqWY+cNV03vsNir0TQRVwpDUtHm5/4NDvLy1Coi+iXzlzHy+vCw/dhtfKEJ1q5czJyZyw/xszp6UNK46w6iVCh68YRbfeWkn2ypamZZuZVe1SI8ZiE8PNXLn01toaQ9Q3uxBr1EyJ9vOnJw45ufGjegu1k8vKh6WoGogPthXz/0fHuL/nVs0qs8rDJ4/FOadPbVdLuuc/nLx9LQhBVQ9eeyzUtYdaeJgnYsah48X7loAQEGSie+fV8Qv397f6321KgVzc04cVP1rbRn3vbUPgLUlzRxpbCfNpmdNyeeBU53TT53z8zPT0zOs7BQpgIIwYq6ancEPzi8atl3wwXp/bx0/eG13v28fCEXYWeUgIpLYBkUEVcKg7K1x8OAnJby3t55wROasoiRuXpTDovz4bpOyb1qQzTVzMnvtsjYeFKVY+M/XFvPkujIe+PAwc3PsHKh14vKfeOiqEPXh/obPv2iHqlYvb+yIFu9PSrVw/fwsrpubOey7O/5QZNBzgoZiRVHv8z+E8UelULCyOIVXt1V1u6441cJ9l0we1ufbU+3gV+90DZpe3VrFpFQLVr2aLy7OZW1JE58cbOzx/nevKOjXAdkzG8qBaKp1OCLzyrYqgqEIFr2aBJOmxxpXxTg6qSUIp5IJSSZ+ddlU5nU0xxpL0frKrYO67/EjbYT+EUGV0C/BcIR1R5qpd/qobPHwyGelBEIRNEoFF0xP5Q9XTuuzxmQ8B1THqJQK7liax/ojzXx0oAG1UmJmpo1WT4CyZs9YL++ktr/WyU/e2MMrWyq5dXEOs7LsZMUZhrxjGQpHuOfFHaMeUAF87dlt3Lggi2vnZYkPoJOAUiFxz8rCbkGVSiFx2cx0tlW0sqJo+HbRj++oNTXdyuWzMvAHw/yvpImt5a2cPyW1S1D168umMjnNQkt7gEUF/WvqU5Bkos0b7BY8tbQHMKgVTE23oFYq2F7ZhizDpFQzSqXE1HQLeo2SfdVO2gNhxHlpQRg8nVrBN88q5PYluePmeOfNXX2PeTieWinxt+tmEmfUEidmHg6KaFTRiWhU0Z0vGOatXbX89aPDVLV6mJcbx9mTkilMNuP2h1icn4DVcGp1iVlX0sTP/ruXwx2zreblxrFJNLAYdikWHVfNyeALM9JJMGnQqZVoVYp+H9Ruq2jlR6/t5kCda4RX2jeDRsl3V07klkU5Y5o3L5yYyxfk9e3VHKp38cyG7imj931hMjcvzBmW56po9rDiT6sIRWTMWhVrvr8Cq0HNr9/Zz6OflQLwlWV5HG5oxxcMMz3TOqh00nte3MFr/RjgOyXNQlWblzZP19pBq16N2x8iL8GIUgEH6sTsvhMxapSk2vS0tPtpaR/8WAfh1HBWURL3XjKZzDjDWC+li4v+tpo91f3vkHvD/Cx+ddnUEVzRyUl0/xskEVRFybLM6sNNvLC5glUHG8lNMHLt3EzOn5p62pyRl2WZ9Uea+evHJRysc9LqER+co8VmUDM3J47Hbp7T7bo6h49PDjbw0f4GPjpQz3h690q2aJmYYqEg0cSMLBsXTEkRjSzGUCQi8+ymClYfbqSi2cPNC3O4Zm4mCgkufWgdOyvbut1Ho1Tw6lcWMTXDOixreGhVCe/sjtZx/eTCYubnxSPLMh/sq+eNHdX8+eoZJ+wi6Q+FKW/2kGHXx7pyOTxB3txVw+ayFnZVOTBolJi0KsqbPdQ5fd0eY2KKGZ1awc7KvuuoZmba2N7Dz+V0p1MrSLXqsenVqJUK9tU4cHfsRKqVEtMybGwVDY5OO6lWHfdeMpmVxcnjqk78mFv+uYlPD/WcXtyTGZk2XvrSwnGz0zZeiKBqkERQFfXi5gqa3AEKkkxMTDaTHT/0NK2T1W//d4CHPz0y1ss47VwyPY2/Hjf7yukLcudTW06atvfTM6y88bXFp+3vzljaWt7KfW/uZWeVg9nZ9tgB7x1Lcvm/i4qB6OuppMHND1/dzcH6z3c7E0wazp2cwrfPKRzySaT399bFahpmZ9tZWZzMpTPTSbboaHb7+eRgI2dMSOg2YqK8uZ2PDzSw6mAjm4624A2GkSS4clYGM7PsHG5wsbmslXZ/iHAkggIJJEi26NhU1tLlZINerUSllHqcu3a86RlWdlc7OJ27rZu1KqwGNXFGDbIsU+fw0+juuf30MVqVBEhY9GosOhVHm9p7/Rlm2vXUu/wEQqOfsiwML41SQbxJg92gYemEBH5wflHs/T4YjqBSSD2+/ze6/Ji0qhEfJP+PVUf43bsH+ryNVa/milkZrChKYm6uXQz37YEIqgZJBFWnt3te2oE/FMEfDPPoTXNQKCR8wTAPrTrCw58eER+Co2heThwvfXlht8tD4Qgr7/+M0qb2MVjVwD10wyzOn5IiAqtREonIfPflnV3S4aakWdCqlRjUSv52/Uxsx9UKtHkCLPrtx91qoG5ZmM3PvzBl0OsIyzKH6l1c8ve1hDsdYc/PjcMXDLO/zkUgFEGSYFlhIt86awKfHW7ivztrKGkYfArelHRLlwOjg7XO2K5KfxQkmahzeHGf4k160qw60u16AqEInkAYpzdIiydwwjb3vbEZ1LHUSpNGSXG6NZY2btGpmJhipqU9QL3DR1GqRYzuOAXduiiHlZOTCYVl7nlpJy3tfuJNWn556RTOnZwSu93LWyqJyDLXzM0a0fVsr2jlshMMGv/Ssjx+eP7AZ+GdTsScKkEYhKIUM79+5wBnFCbGWivr1EruOaeQcycnc+Ff14zxCk8fW8pbaHb7u3U/UykVXDA1lb9/UjJGKxuYrz67DbNWxU8uKubquZljvZxTnkIhdWsFvKcmWlNg0qow66L1n81uP4+vOYpFp0alkLoFVADPbqzg1sW55CYY+3xOWZbZU+3kowP1tHmChCMyz2wsJ82qp8nt7xJQAd12WmUZVh1spKrVO6Rg6piSBjdqhTTozqUlDW7USumUH4aeYtWxpax12Bp0dK5VcwfC1LR5mZNtxx8Ks7/Wyeayz4OoLeWtTEg24faFqHV0T9cUBketlMi0G7Aa1Kg7dolkIBiKUOf0jfjP+sl1ZTy5rqzLZY0uP1/691buXJrL984r4qP9DTz6WSlWvXrEg6qp6VaMGiXtfZxUOXuS6GI7nERQJQgd7jojn5x4I//dWYMsy112F4pTLaRZddSID8BREZHh/g8P8ctLuxfNnkxBFYDLH+KJNUdFUDVK7liaF2vl39nkNAvRxAyJTUdb+MeqvtN6QxGZb76wnTuW5pGfaKQw2dxtXES908flD62juu3zgcIzMm3IMl0u6w/9CWqr+ssXjDBtCM115uXGUd7Uzo7KU3cnRSFBeyDMxBTziDW6qWr1dhk0fbzD9W7SbDqsenW/B48LvZuRaaOyxdNnFoNVr2Ziipmjje0nTOkcbo+tPopeo+KN7dVUtES7CVe2eEa0uYVKqWBhfnzXcSfA/zt3IlPTrUxINpFyXOqxMDSiGk0QOlk5OYXzpqTwy7f3dznDLEkSH35nGQ/dMIuFef1rdSwMzTMbKthY2tzt8gSzhpOtyZ7TJw6aRoMsy/z94+4Bd0GSiUdumh1rHHJOcXK/fo93VTn4xvPbufCva3o88P31O/u7BU9q5eBenLurHUwbhgYZs7Pt7K5qG/T9q9u81Lv8WPUaMux6ilJMaAb5PY1X+YkmDte7xrxzaE2bjySzFq1oDDBkFc3tJ+y+6vAG2XS0BYt+bPYTHJ5Al8+CypaRH9WyvCipy9dZcQa+emY+ZxQmkmrVi9T0YXbS/Cbfe++9SJLU5U9R0eftZ30+H1/72teIj4/HZDJxxRVXUF9fP4YrFk5WF01L40cXTOp24G7QqLhgaioLRFA1ar78zFZe315F59LPBz8uOakK6YtSzPxikLU5wsCsPtzEoQYXRo2SJLOWWxfl8PKXF/L+t86I1VIdbWrnjN9/wvoeAvbe/PiCSd2aVmwsbeY/nXbEksxaZmfZ2V3Vd4e9vuiGoUi8ssWDNxghN8HIvBw783LszM62MyXN0ufBpEmrZGaWDYNaSX6ikQaXn6pWLwfq3OQkGMc8sFIrJQwaJWadakjdyYpTzdQ5fePmPeRwg5uiFDPj8djWqFEyN8fOtAwr4z2uNutUhPr5n3qksZ25OfYRXlFXerWS6+dno1J8/todje6wyyd+HlQpFRK3L8kVgdQIOqnS/yZPnsyHH34Y+1ql+nz53/72t3n77bd5+eWXsVqtfP3rX+fyyy9n7dq1Y7FU4STX1xmvhfnx3P9hr1cLw6jVE+TbL+7k9e013HNOIZ8caOC5Td3nC403OfEGZmbZWTohgcoWD3947yBZ8QYKk81jvbRT2hmFiXz8nTMBuqXwHpObYOTRm+ewu9rBG9uru3XL60kwEok9ZlWrlzWHG3ljRw0zs2xolAoO1buIN2nYWjG0lLmqNg9qpTToZgkATW4/0zKs7KpycLSHVKgUqw6DWolVryYsy2hVChQdtSe9pQy2B8LEmzS0tAfwh0Y3Gkmx6Ei36dha0UYw3NHGXBEdXqxVKTnS6B7QyIt9tS50agVzc+yUN3tocI1uGlhPdlY5mJdjZ1NZKxNTzNQ5fGOeEmjUKEmz6WO1YCatihSrDotOhUqpoNbhpbJlYCmuI2VKmoX9da5u9Yt92VHZRkGSaVjqGPvjN5dPZWKKme+sLOSHr+0GYENpM/Ny40b0edNses4pTqa61cvvr5zGlPThGRch9OykCqpUKhUpKSndLnc4HDzxxBM899xzrFixAoB//etfTJo0iQ0bNrBgwYLRXqpwinJ4ghSlmvnmWRN4YXMF9c6x/0A+HXx2qJHPBjBvYyxoVQruOaeQq+ZkEmfUUOfwceMTGylpcPPzSyaLgGqU9XY2VpZl9tY4uO/NfXiD4Y7bEgus4o3RtDdJkpBlmbMmJXPzgmy+9cJ2dlS1YdSoKGlw4+/UDdTW0YJ7UOsEitMs6NRK2v0hEkxafMEwdU4fTu+J26AfLyJHH7M3dYOoC63uqA1Kt+tpcvlGJbCKM6rJTzSxvaK12+ytYERmd6ehpkUpJiw6DSWNLvQaFelWPU5fgLAMckTGolfTHghzuN7FtAwbIOMLhvu9szEaNpW1MiPDxo6qNtRKidnZNpAlVEoJbyCMQiHR3O4fdCCjUUqk2w09Bto9KU6zdGmu4faHugQgOfHjY9BtVpyesmbPgAIqgGBYJjKK//8XTksF4Oo5mTzw4SHqnX6e31TBV8/MH/Edq99cPhVrx4w1YWSdVEHV4cOHSUtLQ6fTsXDhQn7zm9+QlZXF1q1bCQaDnH322bHbFhUVkZWVxfr163sNqvx+P37/5wfFTmf/J08Lp6c9NQ5ufGIjuQlGlhUmkmLV4Q2E2VnZxqayU7ew+3SiUkhMTDFj1avRqBTIMkRkGZcvRKPLT4PLF9tJkCSIN2qZnGbh3ksmxzrFRTqaHJQ0uLliVga3LMoZw+9IOMbhCfLD13exs9LB0gkJ1Dl93Looh4X58VS2eJmQZMLeQ3C06mBDl+YXBUkmnN5gbJejzROMBR79pZRgVrad5vYAe2u6f/ZMSDKRG69Ep1ZS0eLpd+eyNKtuxGbNVLd6KU41Y9KqafEEMOtUtLgDlA9TbUiGXY/doGF3tQODRtXloL4vB+o67Ta09/5/YTOo2TGOhxvv6KiFC4Zltpa3dbs+2axlQpKJkkZ3vwafqxXRwcShSIQDdS6ONrWTaNaSbtMhSRIqhdTrz7imzdfnrmlZs4d5OXG0B0IcrHOikCSy4gyYdepoXaEEgaBMWUt7l86I/WU3qAmEIn12rgNIMGmpGGSgWdrUTnGqhX21I3vsZ9KqYgGNUiHFUgBrHT6e31zJTQuyR/T5hzpvT+i/kyaomj9/Pk8++SQTJ06ktraWn//85yxdupQ9e/ZQV1eHRqPBZrN1uU9ycjJ1dXW9PuZvfvMbfv7zn4/wyoVTyeKCBB6/eQ7bK9p4a1cNZc3Rg4mbF2Zz/YJs/vrh4ZNmhpLQnUWn4uEbZ7OoICF2mcsX5PHVR0myaJmSZmVymgWnL0QoHCHOqOnxLOPzmyvYeLQFtVLiaJObc+//jOfvWjDo3QxheOg1Sm6cn83913Qfcplq1dPmCcS+DoYjrC1p4u1dtby3t+vnSEmDG6NGyZwcOwop+rVWpcCgVuAJ9m+eXViOBmOljT2/XxzutCuQYtExNd1Ka3uAqj66Ck5IMlHv8rGpbORaoe+r7drcQauKptJJkkQgFKGq1UOTO9DLvXunVkqolQp2VzuYnGZhXw+B5lAN5uB+PKl3+al3+cmOi+6kalVKdGpFt4HNZp2K4lQLhxtc3VJSG11+GjulPOYlGjFpVagUEiqlAl8gjFql4ECt84RpqMdeZzq1gkAoQkkPr2WdWsH83Dj2VDtOGCABpNl0pFn17KhsIxSRmZNjR46AQiEjIXGksZ3m9gAZdj0pFh27qgdfwwjR112cMZraOlKO7/DnD33+c/jz+we5ZHoaVr16xJ5fGD0n7fDftrY2srOz+fOf/4xer+e2227rsusEMG/ePJYvX87vfve7Hh+jp52qzMxMMfxX6JfqNi9Prj3Ky1uraPMEOXtSErcvyaWmzctfPy6hvHnkO/uMhcw4PVqVctRy0UdDuk3PRdNTuWFeNhl2PS5fCIc3SCgSIS/RhNMX5IVNFawpaabB6eOKWRnceUZej49V6/Cy8s+f4fJ/nrpl0ChZWZxMfqKJdUeaWVqYwI0LsrHoxAfpeHL389tRSNFA4b299f2ua9GqJCalWlApJA7Vu3H6+pe2l5tgRK9W9utMeV6CEatejTcYxqBRolIqYml+MlDV4kGhkPps4z1apqRZYvPB+mtWlo1tFW0js6BT3LGB0jq1kmA4wr5aJ75+BvejJSvOgN2oBjm6E9fS7sflC5GbaMSoUREKy7j8QUoa3D02EZmTbY8NTM6066kc5te5zaAm3aZHr1YO+2DmLy/L5wfnRxurNbv9zP3Vh0Tk6JD7PTUObpifxY8vLB7W5xSGz2kx/Ndms1FYWEhJSQnnnHMOgUCAtra2LrtV9fX1PdZgHaPVatFqxbaoMDjpNj0/vrCYa+Zm8rP/7uWzQ018uL+BS2ek8cG3z+Df6yt4dVvlWC+zXwZyZqXdH0ajlIg3amgewbN7o0GS4N6LJ3PTgmxKm9p5en0Zr26r6lL4fvakJP501QzuOiOfu87IJxTuPSVlR2Ub33xhe5eACsATCHdJHzvc4OKG+dm9NlMQRlY4IrO9opVD9W5q2ryk2fTkJxopSjHzh/cODvjx/CGZHZWfnzE3apRMSrOw5QTpa8fqW5YVJrKn2kGKVUf4WA2QP4Q3EMaoVaHXKNlf6+xzF3xWlo39NUM7az8cilPNAw6oAFHvMUhxBg1Nbj9N7gDt/iCh8RVLxVS0eKjoYQN1T/WJXyvJZi37O514GO6ACqK7mMd2MguSTARDYcqHqRHHssLE2L83Hm0hIsPCvHiev2sBoXCk33Vuwvh30gZVbrebI0eOcNNNNzF79mzUajUfffQRV1xxBQAHDx6koqKChQsXjvFKhVNdQZKZZ+9YQJsnwO/ePUCcQUMgHOHaeZnc/+Eh3P6BF5ufLJQKiVSrjnijBo1KQWWLB5NOjVKC8mYPvo5P+KIUM+2B0LjpFgXRtI8/Xz0Dg0bJtY9t6LHzmVmn4gsz0rEaPt9RUikVWPXdDwBlWebFzRX92qH0BMLM+eUHvPONpUwQDSxGXUSWuebRDQMubu8vu1HDjn7uuszLtfPpoUaUEj2epNCpFLHfI4gGbJlxBqx6NTsr28hJMGDVa1BKUp8H1PmJRpLMWvyhCEqFxMF616AaYZyIo5+7dJ2plRIVLeLAciBy4g1o1Upq27wc6Ui7K0610OYNUNN2ag2ptxs11I9il8aSBjcTe3hf1igl8pNMmLVqkGS2lLWesDX/jEwbs7M/b99u0ETTjo/V2aqUCvEZcAo5aYKq7373u1x88cVkZ2dTU1PDz372M5RKJddddx1Wq5Xbb7+de+65h7i4OCwWC3fffTcLFy4Unf+EUWPVq6lq9fL8pkr+ubaMN762mNnZ0QOmU1U4Em0x3SXlqKMjokKKpmk4faHYkM3CZBMWnZrd1W2j3pq5M6NGyYM3zGJzWQsPfnKk19tdNC2Ni6en9esxD9S5eG1bdbfL9WplrMscRHc4G91+gmGZFzZX8pOLRNrHaFMrFfz28qmsPtzE+tLmLjUmwyHFqqPR5WNiigVvINzjDlO6XU8wFMEXiEZCPZWvTEg2IUfkjuYZEr5giN3Vzi5Da481aZiUamZ6po3SJjcJJi1qpQKDRolMtEHH4QY3DS4/8UZNrBZ0ZpaN7cOUcjcl3YJBoyIQigy4aUcwLOMNRpiZaSMQDnOwzjVud1zGC4tO3a2eaF+tE7VSojjVglmnotbhHXQTh/HErFMxL9dOKCwTCEdQICEjE5HpscnLcDhY72JeThzhjgoZlULiQJ2L/R01hfNy4k4YUM3LjeOft87tMlct0axFqZCYlW0bkXULY+ukCaqqqqq47rrraG5uJjExkSVLlrBhwwYSE6Pbqvfffz8KhYIrrrgCv9/Pueeey0MPPTTGqxZOJ5IkccfSPFYfbsIbDPPLt/fFzkqdjiJy9zSNQ/XRA0CjRsn0HCu1ztGfdZITb+D+a2bw2OpSmt0BpmVYUSsVbO0hj/7Tgw39TtGblGrhwC/OIyJDKBIhHJHRqpQoFRJVrR7ufn47OfFGfnnpFC762xqONrVT1Xpq1t2dDK6ak8lVczKRZZl3dtfxf2/sHtC8o57o1QpyE0wcqHXhD8mxA765OXYaXX70GiWNLj+B8OeBR3svO9lKCVrcgejuVS/NLI6Zlm7tcoDd0t7z9+HyhTBpVcQZNLR4AhysczEz08r2yqGlDRanWgiEIrh9vljANlBtniDbPW0ATM+wdmu+cDrLiTdgN2pocfupbvMSkUHdywDkYFiO1ehpVQoKEo09NpA4mfTVBXJ+bhxbyltHZNe5t4Yvs7JsbD5BM5ilExJ49KY56I87BnB4goQjMrf9azPP3blANKg4xZy0jSpGwkCK0QShJ+GIzMz73u93oboAU9Ot7Kl2DKiua7BUConlRUkcbnChVSo5WP/5Gf/CZFMs6OvspS8t4PlNlfzi0imYtF3PQ7X7Q6w70sw5xcl9Pm9Jg4uKFg/LJybhD0W446ktlDS4eeSm2UzPtA3L9yYMTWWLh2seWU/NIOY4ASSZtWhVih7rPfRqJYUpJqw6Nf5QhOo2L05vkNwEI3UOX5fUpgSTBrNOHR14W96K9wQNB9JsOtr94QENi82JN8SCnySzFpVSoqbNh0WnItWq7/J7cTylQiIn3oBFr+bCqamsKEpie0Ura0qaWXWwYciB6TEJJg1N7gBqpcSKoiSump1JskXHZ4cb8QbCtHoCPLtx/A8CHw6dg2alQsKiU/X755ybYDylanbijRqSLTp0agVKRbTjZEt7YETqrHqTatX1OeIgzarj4++eiU7d/aTqW7tq+Ppz20m2aJmWYeOxm+eM5FKFYXBaNKoQhPFIqZDITTCys2rsC8ZPFrurHeQmGIkzathV2UZwBE9PhyIyH+yr79JJ6hipl5GpD606wrmTk/n+q7tweoNY9Gp+dMEkksxavvLsNhRS9KxkTx+gxxQkmSlIiubN69RKnrlj/vB9U8KwyIwz8NydC7jm0fWDGuqtVStIteipdfhiQ2V1KgXZ8UZMOhUKKXrGvXMq6LH3iYIkI+GIjFqpiAX2gZCWnAQjKoXUZdCtUorOcwrL0YCozuEbUEAFxA4I5+XGIcsyjS4/iwvieeb2+URk+PU7+znc4Kak3oU3GEapkGhyB7h0RhrfP7+IVKs+9lihcIQHPznC69u7p74OxeQ0K19fUcDUdGuX362pGVYAfMEwz2+qOOV3s5LMWvZ0akASjsgDClwTzdpTIqgyaZQUJJvZVdU2pg2SOp+Q6IkkwffOK+r186Aw2czNC7P5/nlFPL/p9DgpcDoRQZUgDLPMOIMIqgboaFM7R5vamZNtH/F6K41SotHd/aBZrew5qFp1sJF1Jc2snJzMGRMScfqC/HPNUXZXO9h0tAWzVsWbO2u4ak7miK1ZGB05CUZuWpDNH98/NOD7VrZEU1nPmJCALxShzROgutXL0eZ2An0UCC3Ii0MBbO2obdKqFGTa9V1SjyYkmYgzalBI0flV5S1e9BolcUbNoHbWDBolSWYt28pbCEWijWQeuGYmkiShlOAnFxUjy9E0sl+8tY8NpS1k2PXMy43rElBBNKX3owP1A15DbyanWZicZuGuM/IpSDL1ejunN3jKB1QQ3WlqGELNn68fs6HGM6UU7cbnD0XGxeBmk673w2adWsED18zkvCm9d50uSDTx04uKUSkV3LG057EcwslLBFWCMMxUCtEie7C2lLdi0akoSDKMSAHy3Bw7Le2BWLeszqravMzJtmPUqki2aDFoVCgVEh8faOBoUztv7arlrV21sdsXJpv42vJ87liS19FIQDgVDGZwbWf+UKTHTpI9eevuJUxJt/L+3jq8wSMopGjAv73SQapVR6IpOvKj1uGjujXaTXNOtp0mdwBvIExVq4d5OXY2naB1+/FaPUFSrXoSTFrMejV/vXYGNkPX1/DOKge/f/cA28rbAKhq9fLjN/bw2rZqdGolP7qgiNe2VfPKtqphG6p766IcfnZxca81jO/vrePD/fWEI6BR9f4+m2nXk2zRIQN1Dh9tngBT0q0caXQP+f93pElAVnz0/wZZYlvFwP5vj+f0BZmdbcftC9LcHqDZHRiVVOuBUEjR77tzs5ZZWTb8oQilje0c7CEtezQoFRLT0q2oVQoCoTBalZKNvfxuJ5g0PH7LXGacIJ372Y3lxJu0XDA1dQRWLIw1EVQJwjAbzdzuU5HTFxpUgw+1UmJWlp2yjp2BiEyXhD6Zvgue2/0hFhck8O1zCgmEIryxo5qHVx2Jpc6YtCpWFiezZEICSwoSSLLoBrxGYfwbaifA/o5QUCkkMuMMACybmEheopGCJDMr7/+UBJMGhzfYrW4jwaTpMs+ppT3IpvZWJqdZaHT5cfuCePo59HVfrZOvLy/gvCkp3QIqiLaCfu7OBXzt2W28vbuWqelWblmUw+KCeFIsOiRJIiLD5vJW2joaTAzFlbMzeg2oWtsD6DVKntlYwWcn6KZ6LLX3+PfhjUdbUCkkZmfbaXD6xuX79MxMGwfqXJQ3eylvHp71lTV7uqSrKaRoXVJ+ool9NQ5c/rHfyZqRaWNnlYOcOD3xJi0t7f5xMQh6dra9XydIJiSZ+Oetc2O/z315YXMl+2qd/OTCYr64JHc4limMIyKoEoRhVtEiOroN1UBrWvITjQTDcq9nEU9034umpXH9/CySOwKlP7x3gMdWHwWiNQnfPruQL8xIw6gVb5mnuuFor56bYOBok4er52QwIcnMq9uqurRBh2h938bSZlZOTkGrUsZq7v541XQu+ftaJqWaOVjn6pLi1uQOkG4PoVEpuqQU7q1xYtAoSbXpe9yFPSbDpkdGprrNhyTBnWfknbD72M8uLuZLy/KYmm7tFvBMSbfyn68tpqypnde3V/PIZ0fw9TOoO97eGidOb6jLTLhjPthfzy/e2oerHw2A+tqFCUXkWJfPOdl2tpa3jqtdm/21TgzariMYhltEjr6OmtwtmLQq5uREd7GOteYfbcfSscMRuVsAONZ668zZ2dIJCTx4wywsuhN38XP7Q+yrdSLLcN9b+3h3bx23Lsph+cQk9tVGu13OzYkbjqULY0R0/+tEdP8ThsrpCzLt3vfHehmnBJNWibuHs6hxRg1xRk1sF8qkVbGnxkGwp0E/vShIMnHt3EzOnJhIfqKp28HiP9cc5eFPj7B8YhI/umBSjwd6wvjW4PLx4b4G0u16suMMaNUKZDnaKMRuUPe4I7KupImb/7kp1mhisG5amM0ZExJjXSFlWaa0qZ2V93/WpfWzQoru0Hx35cQuO5+vbK3iB6/uojjVQnmLp0sjCpUENqOmWxpbklmLWikRb9KiUyuRZRlZjg46liSJ/bVOPIEwkgTTM2zkJxr509UzhvR9Hq+sqZ3vvbKLzWUtgwpWpmfaeP0ri1D0kEK9/kgz1z224YSP0VMTmt6fz8rBWhd2oxqrPjrAXKWQUEgSZc3tY5IqOC/XzqajQ0v5G6hUq456p2/MatTm58YN6oTYSCtKMXc7GdLZZTPT+f2V07rsHvelt9ewVqXAH4pw1xl5/OiCSYNerzAyRPc/QRgj/xnmDlinq0y7vtf0nESzloN9fNCdSFacgRfuWhCtWejFF5fkitSMk1RLe4CHPz3C0+vLet01sRnUpNv0eANh/KFI7GA62aLrV0A1PzeO2dl2ZmTaCEdkyls8lDd7aHD6uGNpHgvz47vdJz/RxIK8ONaWNMcui8jw0pYqjja189KXFsYCvStnZ7C4IJ739tTxyrYqLB4Vla1epqZbaHQFSLfrcXiCTE6zcqjeiScYocHlZ26Ovc8UVwBZjnYo+8WlU074fQ5UToKRF+5awD9WHeH9/XVIgEYVTeVtdvv73EUDKG9u7zGgAliYH8+FU1N5e3dtj9cf04+RcjE7O+Zz1Tr81Dq67lDqNUrm5cSxpbxl0MHGzEwrapWSemf/0/kqWzyoldKAThINVa3DNyaBTaZdj0qpGJcBFUQbuigkuHh6GmtLmmJBdmGyiTuW5HHl7IxeX6+dPfzpEbaUtfTahdGkVTEv10JOvHFY1y+MPrFT1YnYqRKG6pZ/buLTE+T8C31TK6Nt6Y+fGaVTKZicbqHe6adqCPUQf79+JhdNSxvqMoVxqs7h47KH1vY5R6YvVr2a3AQjGqWE2x/GpFNR2qnBQV6CkY+/e2a/HisUjvC7dw9QnGbhspkZ7K5ycNuTm2nqofvk/zt3Il89M7/bDpovGOaFTZVs7jgo21frJMGkoTjNwprDTaRYdGhUChpcflRKCaf3xClLz9+5oMfAbzjJssxr26r5wWu7YgFChl1PmlWHJxBGpVBQ0eqhpVN7bKVC4rGbZ7OiqPe5b40uPy9tqeQP7x3s8fo5OXa2HBdYzsy00tQeGNSg8QnJJg73o1HCvBw7YTlaK+f2B/GHIpQ0fH4QnWLREQxH8ATDqCQJpVJCr1Zi1CjRa5R4A2HavEFa2gNjtmM0L8cee/1FZBlfMIzLF6LNG8SoUWLWqVEpJVraA9S0Dfz3SyFFZ7blJRrRqZXsqXaOaKrjYMQZNWTZozvbSWYtd581gcJkM3UOHx8faCAn3sDC/Ph+DYQH2FzWwlUPrweir+/seAOlnU4u/OziYm5dlNPvxxNGn9ipEoQxcv6UFBFUDdGMTFvsbPvkNAtGrQpfMMzhBjdbOzqRDUWdw4fLF8Tcjxx44eSTYtUxLd1Khl1/wl2bnji8wW6tmxVSNBXIHwrH6u76Y31pM4+tPsqdS3O5bGZ0xtJ/v76Yb76wvdva/vDeQbZXtPGHK6d16SapUyu5dXEOtyzKZk1JE7/93wEO1DqpbfORYtWRZtWjUkokmrXUObx9BlXpNj1GrZLDDa5+B1WeQAhfMEIoEkEi+jz9IUkSV8zO4L29dby/L9pyvarV2+2EyPRMa2zHKByR+coz2/j37fOZl9tzbUmiWcui/HhyE4xkxxnwhcIEQhG2V7Qh07U5TaZdj82gYXvH409MNuEJhAfUpOJELcmTzFryE43RmrA+ar7qnN2DkDa6dk1clB/HuiNjt2vTVxfJaIfHz7+HBJOGvEQTRxrcPc6NOjYGwBuMdqls9URb4LcHwl3mro0HOrWCwmQzOpWCsmYPTl+QW2Zlc+OCHJQdO1EpVh3Xz88a8GN33p26bGY6v79iGqtLmvjX2qNMSDJx22KREXEqEUGVIAyjmVn2sV7CSc8XjDA3x06jyz/sbdUlCR78pIRGt59vnVWIfhBdBoXxzxeKsLmslZmZVgLhCL5ghCZ3YMBDco+JyHCgzoVGpeCLS/o/W2Z6pg2bQc3yiUmxy9Jsel64ayEPf3qEv318uEuK4of765n/64/QqBQ8ctNsFhckxK6TJImlExLJSzCx/E+rONzgJife0KV+qDjVwrED3ziDmrZOs5zOmJDAZ4ebAHj0s1LOm5JCkrnnALG00c2T68rYWNrCwfquqbbTMqxcPy+LS2akYdD0fQghyzIJZi058Qbc/lCPNUo7Kx0ds73CbDraij8U4f4PDvLDCyYxLcPW4+O6/SG+MD2Nb5w1gfve2seT68q61VLNy41j09GWLgHUwXo3c3PsAwqqKlu95CYYu6VuxRnU5CeZOFjnwhMI9xlQ9SXZHB3yXNnqGdOAaqCONbtQKiQy7NHZZWadCoNGhdMb5HDD2DS+6K8Ek4a8BBO7qx0UpZrZ3tFtMDvewOtfXTxsdbQTk80Up1pQKiS+vrwAhUJiWWEiywoTh+XxhfFFpP91ItL/hKE60ujmrD99OtbLEDoUpZjJTzRh0av4wox0pmfY0KkVItXiFPfCpgp+8Nru2NcTkky0eYOD6uxn1auZnGahMNnM9fOzKEw2D+j+60qaKE6z9Ni2vLrNy392VFNS7+a14+oxE0warp6TyfXzs8iwf96q+WCdi3Mf+AyAnHgDZc0e4oxqsuONqBUS3mCEQCjCoQYXKRYdGXY9obCMQiHFOt8lmLRYdCq+d95Eyps9mHQqrHo1Fp2a9/bW8cLmyi4NNXpi1qo4Z3IySycksLggAZNWRUWLB6c3RJJZy47KNp7oGJIN0d2+2dn2aA2bUoFSIREIhVGrFPiCEfbXOJmaYUWlULCprAWzTsV/vraYvMTuA4BlWaaixUN2vJFAKMK9b+7luY0VTMuwolJIhCMyDm+wx05yyRYt2Z1qVzYfPXFTjdnZdkAmIsPOyjZSrTpaPEG8HbtY0zKs6NVKXL4QJq2SXdWOPrsgptl0JBi1aFSKMWuIcTpLsepQSRJVbd2D6zMnJvLkbfOG9fne3VPLB/sasOhV/OziycP62MLIG0hsIIKqTkRQJQzVf3ZU880Xdoz1Mk57CSYNZ0xIjA5vzLAyI9PO5DRLv4qKhZPfO7tr+eqz22JfD7YIXyHB01+cz5IJCSe+8XECoQgX/nU1hxvcLC6I56nb5qHqo0vYu3vqeHFzBZ8c7Jo+LElw2Yx0fnBBEUlmHeuONHH9YxuB6OvcpFVR3ebt0thgTradry0vYHK6hWZ3gKoWD996cQcWvZrfXTGNMzrOkj+59ij3vrlvwN/bUMzLiWNTWfT/4lhQ2Jup6VZ+f+U0ilLM3U6E3P/BIVy+EGk2HW/uqmXncSmb/TU7y8bWAcxEmpNjx+UNoVUrkACXL0R1mwd/KPrztxvU5CQYYzsfx6TbdHgDEcJyBFlm0DtbQs8kCS6dkc6NC7L4744anlpf3u02yRYtGXYD2ytae6xbm5pu5f8unMT8vOGrNzzS6Oa8Bz4jGJZRKiTW/WDFgFKIhbEnaqoEYYwYNCokKdphSxg7Tl+IX1425YTpScKp6cP99V2+7u9A3uM9eP2sQQVUABqVgvxEE4cb3KwtaSYYllH1kW163pQUzilO5qf/2cNLWyoJhmWunpPB15YXsOloC9c9uoH3v72MyalWZmXZ2FbRRoJJ02W+0K8um8JzGys4UOdCq1KQZNaRZNYxKdXCb6+Yhlal4Dsv78TpDRIMR8akIYI/HKYgyUhJQztlzZ4+OxaWNbXzwb56jBoVWfFdB6uuP9LM9srWIXfJa3QHBtRtb0tZKzqVAqNWSYJJh8sXZEFeAr6Ohgt7qh2xgEqnUjAt08rRJg/VHY0dFBJj1ojiVDUl3cKvLp3K9EwbkYjMxwcaut1marqFo03tsd3aziYmmzlrUhJ3r5gw7Cnhre2B2GsrHJF5eUslX18xYVifQxg/xBGHIAyjc4qTuWtpHo98VjrWSzmtXTQtVQRUp6maNi9rOmqHAKalWznUMPAW/MsnJnL+1NQhreXYAZpFp+rXwZpSIfGry6YSb9Tw149LMOvU2I0arpqTycrJKSgVElaDmpe/vIi7n9/GO7vrutx/XUkzb929pMf0Vm8gzLdf3DHkGVxDtbPSQZJZy9mTkihraicYjnSpWcpNMFDd5iMQijA3N45vnNXzAegLdy1g6e8/obqHFK6BqGjxkGbVEWfUsOcENZw58QbUKgV6tZKjjW5kZFKteipbPV06uh0zLcPGpuN2SEVANbwumZ7Gn6+eHtsFfn17NQ9+cgSVQuKqORnMyY5jeqaVWoePl7dU8eH+ejydmo/cMD+LX146ZcRSwo9PXy0fR8ONheEnjjoEYZiJZhWjz6RV4faH+MqZ+bR5gtx7SfFYL0kYI3947yANnWqnPMFQn/UtvclJGPrMmMlpFprcfi6aNrDg7GsrCvjfnjqeWHOU/EQT18/Pwqr/vHBeqZC4YX427++t7xIk/W9PLasPZ8bS+zrLijdg1at77NQ22jLsej471EhBkhmVQoHbFyLRrCXVqmNXlYMZmVZ2VDq4bGZ6r4/hC4U5a1ISL2+pGnJb7hqHjxqHj1lZNg7WuWjvoeOfBBi1qi7Nc1ydWq1b9Coy7Xr8wQjtgRAOT5A279j/rE9F0zKsXD4zHYtezcXT02IBVSQi0+oJcMWsDO48I5eilM9TtQqSzMzPjWfZHz7pElSFIzK+YGTEmhbtOy5QH473FWH86t8YaEEQ+m1FUZLo7DPKLp0ZnTv1zIZyfn3ZFLR95VkJpzTNcXVLukG+FjaXtRAMDzwY6+yOpXk8/cV5XDN3YK2Y3b4QdU4fj940m6vmZPR4m8UFCfz2imldLovI8PGBBgKh7uvOSzQO+fsZLpIkEQjLHKxz0uYJkG7X4fYF2VXlQCmBNxjhloXZXDy993lyBo2K+74whTk5w3cSa1tFG1q1kvm5cRiPO8iWgb01zh5bvWtVCpzeEHtrXJQ0tlPr8OMJRrDo1RSnmgc0kFg4sT9fPZ1bF+dy+awM1Mf9vt++JJc/XT29S0B1zPrS5m7z617YXMlVD6+jvoeW90MlyzJ/+uDzeWoXTUvlK8vyh/15hPFDBFWCMMw0KgX/uHEWi0Z4uKYQZdGpKEw2MzvbznmTU8Z6OcIY+9klxXyzU8qYwxtErRzYUW2SWcsrX17U7YBtMPpKK9pc1sLr26tYdbCBt3fV8vjqUn7x1j7e3VPHpTPSWTk5pc81XDk7gxVFSV0ue3JdGZf/Y223224rbx10bdlwO9ZZMCxDSWM7OyodeDt2E8MylDa4cfr61/6+rPnztDujRolVr2J6hpUZmTbsg2iL3dIeYOPRFiIyzMy0MTPLRueXT+i4wHRSqhmJYx0Cu9pS1sq+WhezRPbCsPruy7vYXeXodvJAoZB6/X2TZZkHPjzU5bL5uXEUpZhpdPu556UdRIYxNzMSkXnks9JYfV1ugpE/Xz1DNEs6xYn0P0EYAQaNiqe/OI9Fv/24SyqSMPycvhD7a11cPSeDS6ani3bppzmDRtVlNyHVqhvQXKIp6RZuXpiDTj3yu52rDzfx8KojBDodqM/NsfOTi/qfvnrWpKQuhflfOTOfKWnWbrc7b0oq/759Pjf/c9MJ26WPtCa3H40yulvVk2BE5vXtNawoSmZhfjwJpt4HDlt0asDLlDQLZc0eHN4QO6uibdzVSok52XZcvhB1Ti+OPgYjH88bDOMJhKlxeLEbNbG258dmnVn1aiYkm3B5g/hCEWodXV9jaTYdbl+IUERGLQ6kh9WOyjYu/vsarp2byW+vmIYsy7y0pZKn15dz+awMlhUmkmLVYdJ+fogrSRKvfHkR6440EWfU8INXd3fpCFrv9POPT4/wteUFQ15fVauH772yi3VHmmOXWfRqNCqxj3GqE0GVIIwQlVLBnUvz+NU7+8d6Kae8Jref5UVJYpivAESLwdNteprb/UxKsxCMyOyucpywScOXzsjjhxdMGtRzHqxzsfpwIxFZJi/BxML8eMqa2/nvjho+2FdPcZqF310xjYoWD5NSo6lJ95xTyO2Lc3lrdw2rDjay+nAjEgM7AL9sZjp/fO8grZ4gZ09K5ttnF/Z68La4IIGbF2bzr7Vlg/oe+8tuUJObYEQhSSgUEgaNkl1VDlQKCZshOg8rL8HEZ4cb+3ycu5/fDsDlM9O579IpXQ6SATyBENMyrLR5gj02mQiG5S4DgfvbWr8gyYRZp+JwR32VrFGSFWcgw6YnGImg7JiFtaVT10K1QoEkQU68EbtBzbaOHYo0qw6FJJGbYOBok2hSMJxe2FwZHcqtVMTa9O+t2ccvgC8ty+OH53f9XVYqogO0AX56cTHXPbqhy3vCg5+UcOuiHIzagR0ay7LMb989wLVzs9hc1sJ9b+7rtitsGIWTNMLYE3OqOhFzqoThFgxHuOAvq8f9dPlTwZ+ums4Vs3uuPxFOL7IsR+t2QpFYgHHfm/v459qjAGTFGbh5YXZ0UKwMSgnMOjWXz+q+09nmCfDxgQYO1ruod/ioc/poaQ/Q7g/jCYTQqBSkWHSx3ZHOUq26WA2HXq0kxarj4RtnMzGl5wHCjS4/pY3uAc/J2Vfj5A/vHeBAnYv3vn1Gx+5NzxzeIK9urUKtlNhd7eCVrVVE5GhTjatmZ+ALRXhjezUH6j7vmChJ8N2VE0m36dle0crGoy0EwhHijRpcvhBlTe3kJRrRqpV4A6FYm3dJghmZNvZUO7q1LFcpIMGko66ftSxalYJ0m550ux61UsHhBhdVrd4Bj6+YnGZBkqDJ5afO2XMWwZxse5dgrL9mZlnRKJUEwxHa/WHaPAHqOzIVFFK0iVFPLb2F4TEx2czXVxQwJd1Kdpyh11S7eqePKx9eR2VL9x3sZ++Yz+KCgY1R+HBfPXc8vSUWbPfkwetnceEAG9YI44OYUyUI44RaqeC3V0zlusc29lg8LgyfQ/UDb5stnJqOBUadd2y+s7IQhzeILMv8+vKpJ0zvc3iC/Pbd/by0peqE6XL1vRyc+zp1pfMGwxSnWXoNqAASzVoSzb2nuvWmOM3Cv26b16/bWvVqvrgkN/b17Uvy2F3tYHFBPKlWPQBfXJzL85sqCIQi2AxqCpJMsa6ml0xP4+pH1hOR5S7zpfbVdv/9m5Bk6jYE95hQBFKtWhrd/n6lI/pDEUqb2ilt6t66fCCOde+bm2PvElQpJMiwG0i16thROfDAZ3aWna0Vvd8vIkO9wyfmGI6QWVk2/n79LNJs+hPeNtmiI8Gk7TGoGmhqrC8Y5r639p3wvilWMfD3dCCCKkEYYbOz43jkptnc9fSWIQ+qFHrX5ulfYbtwetKqFDS3+3H7Qmwrb2V+XjxuXwizThU7o320qZ0HPjzE9oo2Kls9Qz74TbZoae30unx7Vy13LGkd0bELsizzxJqjXDozPbZTF2fQ9HrWfmKKuVugp1EpuGVRDt5AmFAkwuEGN25/CJM2+rMqTDbx3KbKE67lRK3st3fMrPKHIrFapdE0Jd0Sa3k9PdPG9oo2KloGl6LX3H7i2tmqNi8mrZK8BBM6jZLSRnesVksYHKNGyd+un8nyiUkDqqc9szCpx4A/3qTp8faVLR721jgpbXJztLGdVk+AwmQzLe2B/8/eeYe3VZ1//Huv9h6W95K3E287sbMHBAg7g733pmUUCi39USgtpWzKLntT9iozQBZJnJ3YSex47ylbe+v+/pCtWLZsS7LklfN54Hmiq6tzj+0r6bznfd/vd9x7RsJjIyqIzRLCzIMEVQTCJLAyKwr3nDoHfxvY0SKEliSlEHevzprqaRCmMR/vbsGvVe4enote2eHJGEj5bBQkyhEvF+Dj3c0IZULZVwYrQhTexRXDuE1nf6jsxP8OtsNoc6BUrcSlC5ORoBD6Pc6LG2uxrbYHVocL1y1N9epnqunyL1sUI+OPu+C0OpxTYoHgcDGoaNVBKmDDbHOOmlHzF38X9AarE4fadShIkIPHpqEQcrwCb0Jg/N+Zc3FCdnTArzvYeqxcl8umUZgoxxn5scjxIfKy4XAnbnp3D6zDPhx+Otw14tzhLEhV4ncnZCBR6f97jzBzIUEVgTBJnJYXg28PtqNRY0I3UQQMCSfPjcYZBXFYnhEJWRDyyYTjgy69Bf8YJhgzmIXSWRzYfLQHAJAbJ/UpeBAMxUlyj1gBALBpCvecmo1E5fjlSROBpimUpihRmqLERWWB+WMNZXGaCmyawik5MV4LQoZhECvnQx0hREPv6AETRQE6P7JPMgE36OxQsHDZNI60u//OugAUAcfC4sOAOCtaApoGRFx3hs/lYsCiKfQarJ5SwVSVCDaHy6fhMGF8nvzxKGxOBufPSwxIXS9RKUBBggzFyQrcuCINUZKR5Xk9Bite+LUWb/zWAKeLAZumkBwhRKJCgESlCBuruz33LoumcPWSFMTK+BBwWOBzWChJVpBg6jiDBFUEwiQRKxPg4xsXAQB21PXiu8oOvPlbA6ZY3XhGEiPl49KFybhpRRqRUCeMSVu/GX/4aD90lvEXz4Gqfo1GdozEK6ACAAmfjcsXqWfM/ZqXIENewshd+7e3N2JzdTcipb57RDgsCgUJcrRrLV5iF76IFPMmPaAC3GIVE81MAYCAy8LcWCloCl79ZYPIBGyU+zg+lLoeY0iD+eONDp0Ff/m8AmAYXLpQ7ffr7j8zZ8zny+s1uPOjfWBRFObESnBiVhTkIi6qO/X46XAX1hQloFNnQZPGhAgRF89dXIwFAQrMEGYfJKgiEKaAstQIlKVG4PS8WDz2QxW2140v80tw839nzMWVi2fO4pQwNTRrTHh1Sz3eL28aUbYzGuE0x+0z2TH/7z/hgbNycHZhfNiuE04sdiee+ukoYuUCj+DDIAIOjbwEGWq7jH4r53UbrCMyepOB2eYc0ycrkHGsdueoAVGnnxUJ/t6fhNF5d0cTLlmQPOHvhW69Fd9XduCJH6sh4LDw5AUFKEyUY+3zv+FgqxYLUyNgsTkRLeXjobW5SIkU4bKFasT7IZBBmP0QSfUhEEl1wlRgdThx+WvlJLAaBw6LwjVLU3H3KVkkoCKMyYc7m/CnzyoCVvJi0RQkfHZIRE9K1UrsadKM6NHic2hcvlCN/AQ5lmSoYLE7ESnmjSokMR5OFwOHyzUpfUnvlzfhtS11qO8xefx9WDSF4iQFmnqNMFgdAZexCTk0UiLFI4K0cFKqVnp8jYKFHpCL39fcP2a1QUGCzKfc/lCyosWo6iS2GxPlX+fk47x5iRMa44GvKr183Fg0hV//sAIXvbIdp+XG4t7T5kBvsUMyhm0BYXZBJNUJhBkEj83CNUtT4WIAF8PA4XTBbHdBLuCgsk0Lg5XU2s9LVuCRc/KRFime6qkQpjnb63pxz6cHg1Luc7oYZEZLUO6HQex4lDdoUJqiHDGWxe7C1toevLSpznNMzGOjNEWJ0/NicVJO9Jg+U4N06Sx48OtD+OlwJ2wOFxIUQuTFy/D4eQXjysUHyxf7WhEt4UMh5EJjskPMY6FHb8POgQAlmKyTye5CZZsOKSoRxDwWDraGP7gy2SaekSxJVvgs+RtOQ68JJcmj+1PlxEkg5pEFeij429eHsDhdNaGs0e0nZUJnduDzfa1wuhgUJsqRqBTi1z+shNXh/i4mARVhNEhQRSBMA1ZkRuL+LyrR2u/tm8GmKeTGSyHgsFDbZYTGdPzJ767OicHTFxZOiUIYYebx1f62gAOqkiQFbE4n+s127A2hOWt5vcYrK8KhKeTEy7Cvud/rPIPVgZ+PdOHnI11Q/o+LjXetGHPhprPYcdazW72Mc5s0JjRpTAOeUyqUJCuQGS1GfoI8JD9LbbcBDAPYGWZEnxCXRSE9SgIum0ZZihIWuxNHOnSwOvz/Q9T3GMFjU4iXC0Z8DoaaijYdhBwapnEk38eC9lvtzwE2TYGm4DOjxTAUdoQgiCcAeosDV75ejo9uWASZILjAR8rn4JH1efihsgN6qwPnz3dnvlg0BSGXLJkJY0PuEAJhGsBm0bhxRRru+7zCc+zrW5dge10vdjf24duKDgBuM02FiIsunQVmmxMU5VbZAtxf8A4XA9NAX0i0jA+d2T6jfVBSVCI8cX4BCagIfqGz2PH53la/z09RCeF0MWOatk6Uuh53WVdWtARWh3NEQDUcjdGGZzYcxe0nZY66iGvrN3sFVENp0pjQVN6E98ubIOWzcVZBHJwMA4YBcuJlWJ4RiaQIb0WyilYtttT0QGe2Q60S4ZzihBHliC/8WgsXw8A0pLwvJ04Cp8sdcB1q984wyQQcFCZKcKhNC72f2Xarg0G8IvxBFQDkJsjRrbei3g8zYYoCxFw2MqMlMFgdcIHBLj/LB0uS5WMGTUe79EiOEKJxDCVFgv9Udxrw3o4m3LgiLegx6nqM0FsdiJcLcHpebAhnR5jtkKCKQJgmXDA/Ee9sb/QoZjlcDK5ZmoprlgJ//uwg3t3RhKNd/tfd13UbIeKyMC9Z4Xfj+HTjpLnRZHeQ4DdVHfqAenpUYp5fJVwTocdgQ4yUB5mQg/L6sdXwBvnP5nq8trUBOXFSrMiKwonZUciLl3kCnUSFEAIOC2YfMt5DyY6R4p0dTccO7HQb9qZFirBqTjRKkhX4rrIDX+xr8+o/+2p/G/pMNixOUyFSwsO+5n6U12vQpbciXnGstKqqQ4+5sTKfpuZasx076jUQclmYr/avVA4Y3B4KP+X1GsyNHb93mqKAokR3WWNwwffYP5HdyaBFY0JZihL7mvuJaMUE4bLpCdsWZEZL8M7VZShMkodMEZRwfEDuFgJhmsBm0bjv9Lm45NUdAIAj7ToUJsoBAEszIvHu0MWRnxhtTuxq7ENZinLKSkziZHzEyPgw2Zzo0FkgF3AQJeHjcLsO+nHU1ogeBSEQsmMkfp1XmqJEs8YY9oBqkPRIMXqMgWWMnS4GB1q0ONCixTMbjiI1UoQblqVhbpwU931eMW5ABbh7NH1R221EbXedz+cAeHy7Kob0N5WlKMGiKbT2HcsiOVxAt8ECEZc1ajBrsjmxs6EPBYky1HUboR9H2r66Uw8em4aLYXwGa6GCogABd3xfo1SVKGh1wuIkuV/9eU4G2FGvgVLIQUGiHAea+5GoFKK+x+gRBCH4x19On4Mz8uMmPM6SDFUIZkM43iBBFYEwjViSocJJc6Px46FOfLGvDetLEsBh0ThpbjTmxkpHlNj4y56mPkRJeOgaIvHLoSnwOPSEhTB4bHrU3dXceCm+umWJT7U+k82BP39Wgc/3teKkOdFYkBqBFzbWehkjb67uwb2nTmh6hOMIPocFlZg7aslrrIyPRKUwJEIUgaC3Osb1bBqPum4j7v7kQECvcU5A3Hf4+7pRY0KSQoB2rbvsUMJnIzNaDK3ZgXbt+NLh+5u1UIm5SIyV4FC7799FaYrS43O1pigezRoTDFYHnt5wFHXd45fpBUKp2r+NJrmQCyDwa+fFB+6FpTHZ0dBjhDpShCPteiiEHKRHiSct+J8NPPNzDRQibkgCKwIhUEhQRSBMMx44KwcUgB8OdeKW9/bg6QuKwOew8PQFhTjj31uCKg+xOxlESXlgGLc3TLycD63ZAYPVgewYCQwWB1oC6GNYVxyPc4oTUJysAJumsLOhD1aHEzIBBw99c9ijdNWtt0JndkAmHNk0LOSy8fi5Bbjn1GxEDxiJLkqPwHkvbvMYtR5q1+FQmw5z44jFAWFs7E4Xbn1vr1dAxWPTKEiQQW91oEtnRbvW4gkKJpPKNu2Y2ZxwMZFE70lzo/H1gXbP406dBXNjJZAJ2HA6GSQphdjd2B/QmD0GG3oMNpSmKLG7QYOhiah5yQpPsPvEeYWIlvKRGe3OPAq5bFz71q4J/DQjsTlcyImVQMTjoN9sg5jHdpdXMgBNAwwDNPaaRlXtGwshl4V2rQXBhLQSPhtHBoLOPpMdOxv6kBUtgYDLQmWbNqTZO4py3yMuBkhQCKC3OKA1T9xOYCrp1lvx0a4WElQRpgTiUzUE4lNFmE68u6MR931egROyovD8JcXgsVm45b09XgudQGHRFObGStFvsqF5SBlPvEIAjcEK8zhqWBwWhQfOysVFZUmjnuNwulDdaQCfQyNOLgCXRQfkwfPLkS5c+cZOz+NTc2PwwiUlfr+ecPxR1aHHX7+sxLa6XgDu+7wkWYGqDh205vAZ+gZCokLg9Z6bDCYigDBfrYDV4cKBAY+lswvj8FttL7r1VrBoKmAPsOHIBByI+WzwWDQ4bBp8Ng0eh4Xyeg1euWweVs2N9pzLMAwueHl7yEuYfUneh4J5agV2BZFdUkcI0TDG32ueWoHDbbqQBOc5cVIYrQ5oTDYkK4U41KZDboIM+5vH9tSaCfzuhHTccXLWVE+DMEsIJDYYv6CYQCBMCReXJePC0iRsONKFv39zGADwyPp8lKYogx7T6WJwsFU7YnHX2mdGXrx81NcJuSzcsDwNG+9aOWZABbh7w+bGSZEaKQafwwrY1HR5ZiQkQ5qDv63owJ4wqrMRZjY/HurEmue2egIqABBx3Yvz6RJQcVjUlGTIJsLOhj4sSVdh8O1bqlZ6SnMnGlABbiGL1j4z6nqMqOrQY3+LFuX1GuQnyPBthffGEUVR+Of6fAi5oVUB3d3Yh5JkxYSFDYZSmqIMKqAC3J5WKSoR5qkV4LBGfm7uauiDyeZEbpwUKSrRmGOxacrn74vPoVGUJEdlmw4NvSbozA4cbNXBybgXhJnRYsTK+IgZqB6YiZw0N2aqp0A4TiHlfwTCNMRsc6Klz4QdAwvFt7Y14tqlqUhUCvHWVaX4989H8fWB9pDK8O5u6kNBggz7W7x3KiNEXLx9ddmkleDVdhtGCFhUd+hRnKSYlOsTpj/VnXo89n0VmjQmVHXqR/hSTbf6CxGPjX7TzCur+r6yA/86pwD/2VSHE+dEgcvOx72fHgyreMKgOMdVS1KQEyfzHE9RifDwujw89M1hr77LieB0Mdjd2IfCRBmaNcFlEaMkPKhVIlAD400081XfY0R9jxHREh4SlUIcbNV6lXwzcPtsAUC8nI8oCR8ctrtekaYpOJwMeo02GK0O9BltmBMr8dx/Ih4LOrNj1F6vvQNZqpIkOep7TRBwWTBPcsnqRFiWGYl/X1gUtEcVgTBRSPnfEEj5H2G6YHU4cfO7e/DT4S7PsbRIEb6+dSkEA7uPX+5vw+/e3xvS67JoCglyPhqHLDDuO30OrlmaGtLrjIXd6cIJj//qtcgpTpLj05sWT9ocCNOXDq0FJz2xcUzlyMIEGZr6TNAYp0cgM1wkZrIIhf/R39bk4sL5iWCz3IUt/9lUh7//73AopjcmKjEXf1+bh1NyvLMOrgFfsbs+2j9mqVwgpEaKgvL0i5Px4XQx6Azj31YqYCM7RgqzzQmj1YFeo23Uvqe5sVJw2RSaNGZohqlNyoUcuBgGujGytyIuC3wOC70Dr42S8NBnsoVVhTFUSPhs/HD7MsTKQpd1JBCAWVr+9/DDD2P+/PmQSCSIiorCmjVrUFVV5XXOihUrQFGU1/833HDDFM2YQAgeHpuFFy4pwbMXFSE9SgzALYN8zVs70TfwhXdqbgwuWTB2KV6gOF0MYoZ9KU32lxSHReOBs3K8ju1p6kddt9uj63C7Dp/vbcWWoz3jGqkSZh8PfFXpFVClRYpQlqJEWYoSxUly5MZJobc6YHcyKEmeHtlN8Qz2unnx11ovwYVrlqZg1ZyosF+3x2DD3R8fwKd7WjB075emKcxXK/HlrUuwrigefI57GUNRwOl5sXjxkhJ8f9uygOZY120MqtxNLuSENaACAJ3ZgfJ6DQ62alHXY4TZ5kBhohy+qqpFPBaOdhqQESVGolKA/AQZChPlmBsrRaJCAOsoMvwyAQelaiVsDpeXYmSX3goBZ2YYr993+hwSUBGmnBmTqVq9ejUuuOACzJ8/Hw6HA3/6059QUVGBQ4cOQSRy1xavWLECmZmZePDBBz2vEwqFfmedSKaKMB1xuRhsq+vFPZ8eQLPGjPXFCXj8vALP81trenDxKztCdj0hl4UkpdAjAf2vc/Jx3rzEkI3vL9e/vQvfV3Z6Hn/zuyXIiZNhY3U3NEYrChMV+GR3Cy5dmOxRDyTMXjq0Fvzz28P4fF+b1/HMaDGqO71NsZUirmenPjdOih6DDR26qetpyo+X4UDr5AsAhCJTBYz8DNAYbVj+r1/G9ZkLFVv+uBIJCqHP5yx2J3Y39iFaykd6lBh2pwstfWZ0660476Vt445dmOguMaxs1cEeYFkjl00jXi5AfU9o5d79gabcFgFREj64bBoMgPZ+MyJEPOxv6Q9IeTBawhs1OBTz2DBM0t85WOarFfjwuoUB9+8SCP4QSGwwY7bPvvvuO6/Hb7zxBqKiorB7924sW7bMc1woFCImhjQpEmYPNE1hcboK39+2DGc8swXfV3bgIVuupwww1PXjJpsTRzr0SFQIECcXeOR9J5v7z8zBoXadpwwwSuIOnJZnRnrOOSUnBlES3pTMjzB5MAyD2z7ci+113v0qK7IiYbI6UOZDvGVQKa6iTQc+m0apWoGdjX1T0m/FD7HAwmTzxA/VOCUnxvNZoxRx8ftVGXjom/CXAQKAhMfB95Ud2FrTgwfPzvV6js9hYXG626jV4XTh4f8dxml5sZiXrEBuvBRH2vWj9oClR4mxbwJqdzaHCxFi7pQEVS4GaO23oLX/2GZBTpwU+1r6kTDw2e1Pf5dMwIHe4rucME7On/YCK2yawkNr8khARZgWzJjyv+Fote4PQqXS+8v03XffhUqlQm5uLu69916YTKPv0lmtVuh0Oq//CYTpipDLxjy1AgarA0/9VO05nhMnxVPnFyJjoEwwVDT3mbGjXoPM6NCO6y9xcgE+vG4huCwai9IiEDkkeLI7XbDYnchLkPk0FibMLnqNthEBVaSEB7PNgfKGPuyo14z4fygWhwvlDX1IixQjOcJ3xiOc7GrQIEU1+dcNFR06Cx79/ojXsWuWpuKckoRJuf4/vzuMN7Y24IchmevhWOxO/P6DfXhtawPi5ALQNIWvb12KqodOxZY/rsSLlxTjhuVpODE7CskRQtCUW4QHcAeJSUohUlUipEeJkRcvw6o50bi4LAm3npDupUY6nKOdBqRHja3EN1lUtulQmqJES58ZTb0mxMv5PssEh5IWKYLJh5VGepQYJptz2om+DOfPp89BVozE87hDa4ErjEIqBMJYzJhM1VBcLhduu+02LF68GLm5x3atLrroIiQnJyMuLg4HDhzAH//4R1RVVeHTTz/1Oc7DDz+MBx54YLKmTSBMmMFm8Ve21OPC0iS36hRFYU1RPFbnxuDcF7fhYAjLjHhsGmuK4kM2XqDEyQXYf//JYA1bGXxf2YHP97bhlcvnTdHMCJPJPh9qZeNJSg+nVK2Ew+UCAyBWysfupr5Ja8B3MUCkhI/6ntCpdU427+1owpn5cShLjfAcW50Tg493t4T92u+XN2NpugrFyXKfz/ebbLjmzV3Y1diH+WoF9jT2IU7u7q9h0RQSFEIkKIRYnRvreY3F7kSf0YYIMQ9c9tj7yydkR+Gy18qht4wsg9Oa7VMSqPsiLVKEJo37Hhssd6UpdzaHpikUJMiwc4jcO4umsGcUJUCDxTHtFSvPKojDFYvUnse7G/twxevluH1VJq5akjJ1EyMct8zITNXNN9+MiooKfPDBB17Hr7vuOpxyyinIy8vDxRdfjLfeegufffYZamtrfY5z7733QqvVev5vbm6ejOkTCEHzwFk5+NvZOeCxafx3VzPa+o8p5PE5LLxy+TwUJclDdr2CRDn4U9yoLOCyRix6UlVi7G/pR5d+epemECZOeb0Gf/2q0vOYpoIzbXUxDPY09WNvUz+212sQI+OHPLs7FhUt/ShKlKM0RRFyv6XJwMUAN727B61DPnOWZ0Vi4ZAgK5xsr++F3eGC1mSHyeaWCzfbnNAYbbjoPzuwq9EdLPQabXjg60Pjyq7zOSzEygXjBlQAUJSkwE0r0j2Pc+KkHnGUshTltBFz4HNYIzagXAzgcDGgKbfY0VAG+8l80WOYfLXKQLiwNAn/XJ/nqVRo7Tfjsld3QG9xhPQ7kEAIhBmXqbrlllvw9ddfY9OmTUhIGLv0oKysDABQU1ODtLS0Ec/zeDzweKQfgzBz4LBoXLpQjeWZUbj6zZ34cn8bPrtpsac0LlrKx4fXLcRfv6rEezuaJny96WoAOTdOittWZcwIqV9C8FR36nHVGzs9jfJSPhsJimO9IoH89YcvNgd79UpTFDjYooN5FGW0UGGyu7B3QK0yRSVCS59pxt2/vUYb3tneiD+uzgbg/jx6/7oF2FjdjVve3RNW4Qq7k8Gv1d1Y8/xWNPQafZal5cfLcLTLALPdiVOe2oSrFquRlyBHqVrp6UENlgtLE9Gps+Bopx7b6noxHSvMKtt0yIuXoXWYuXtevAxHO/Ue8ZZ5yQowAFo0vjOnbNq9odZvskFjtKFvGmWsYmV8PLI+H8uG9NYCwN+/OQSjzYlUlQiFifKpmRzhuGfGZKoYhsEtt9yCzz77DD///DNSUsZP7e7btw8AEBsbO/aJBMIMIylCiI9vXASni8GDXx/yeo7LpvH3NblYVzzxsj0Jf2r2XUw2B9q1ZljsTowmUHpxWTLi5URCdzbzt68PeSmPZcdIcahdj1gZD6VqBYwBLOKdo6yCy+v7IOWzkTNJ5taAuxyrKFGO+WoFYmQjNy6KkuTTdmGYoBj5nlueGYnfr8oI+7XtTgYqMXfUPh8WTXmCY43Rhsd+qMblr5Vj3kM/orJtYmXRciEXfz0rB09fWOQlljPdGJSYHwqXTSM/QYb5arfFAIumsLuxb1TFP4fLXUpX222EOsAy20SlAInK0H8us2gKVy9JwQ+3LxsRULlcDH465PZ0XF+SQPpsCVPGjMlU3XzzzXjvvffwxRdfQCKRoKOjAwAgk8kgEAhQW1uL9957D6eddhoiIiJw4MAB3H777Vi2bBny8/OnePYEQuiRCTi4/8wcZA9p0h2Eoij8c10+OrQW/FbbG/Q1Bhu5J4OjnXq8ua0BB1u0sDpc6NBZPDX96ggh1hTF49qlqRDNYM8fgv84XQy2Dbt3bU53Q32MVIDyIb0h/jBWJqpTb0Wn3oqSZAWqO/U+e2dCQYyMj1gp35OxGiQrWoy2fguSIoSw2J3YO9DnkqgUIFLMw77m/mmTGXlxYy0KEuTIjfcuHbtkQTJe2Vwfdun6mi4DipPk4LBoWOxO9BisaO23QMCmRvxeBzHanLj+7d1eWf1gUYl5eO2K+Xj+11o8+n3V+C+YZIaXPa4pjIPR5sTmo91IVbnLXbVm/02O9zf3j1puK+WzPXYWYh4bHBaNPU0acFg0ipPkYBiM+jfxB5WYixSVCPFyAa5fnoY5sb43PmiawpxYCSrbdCHZTCQQgmXG+FSNtvPw+uuv44orrkBzczMuueQSVFRUwGg0IjExEWvXrsV9991HfKrCxOF2HbKiJUTKdBrTrjVjxaO/wuoYqe7kD/edPgfXLE0N8axGsqOuF1e/uQtzY6X4x7pcpEdJ8PyvNXhnWyM6dBbPgjI7RoI4uQBGqwP3nJqNoqTpYe5KCD1f7m/D797f63ks4rLAZlHQmt09E3tHabAfjUSFAM3DyqJ8oRRykRQhmJDU9nAkPDbmxkmxp7FvVC8kMY8Fg9Xp0zMoVsZDvEKI/c39AZUMhsqnajhcNo2H1uSO8K8b7i03WXDZNKR8NlJUIi8hhuEkKATY8scTQnLN/c39OP/lbbD4UM6bagQcFsx2J9g0hW33nohICQ/3fHIA/93VjDiZAFaHC90B9EzlxktR0XpMHVnMYyMrRoIOrdlL0n0489WKMf8evpDy2fj72jxUdehx88p0v8s2t9X24qsDbfjH2ryArkcgjMes9KkaL/ZLTEzExo0bJ2k2BMDt0TH4V2ntN5NSrGlIrEyAE7Kj8G1FR1Cv/2JfG65anBLWwFlrsmN7nQbvX7sAeQnHdr9vWpGOm1akw+50YWeDBm/+1oAtR3tQ1akHwwDnvrgNd5yciRuWpZHAfpaxva4Xd3y4z+tYWpQYB1rcgQ6XFXjleo/Bv915jckGjcmGwkQ5mjQmTx9KMLBpCsVJChzp1I2QeR+OwerOpEVKRwZV7Vor2rVWqMRcpKpEONCq9Xsxr1aGR5nu+V9qUJQoR0b0sUw5hal5H9ocLvQYbOOagP/uhNCVKBptDrCmUZmZTMCBWiUCj03jgbNy0KG1gKYpT2budydm4IOdzZAJ2KgM0Huwz2jzZHFTI0U40q7H7sY+ZMdIQFGWUcsx9zb1oSxFiQ6dBV06K1JUIlR3+vYNy4uX4ezCOJxVGIcoCR9nFvgYcAwWpkUQgQrClDNjMlWTAclUBc+HO5uwLDMS7VoL8uJl4ASx6CGEh9puA058PPgNh+cvLsZpeYH3JZptTvxwqAPl9RpUtGrhHPiocbmAb363JKi6d6eLgcPlwqKHf0bvwGJ3SboKVy9NQWGCHIpJLFckhI//7mrCl/vaQQ1s2zBwe5NhYNFutDpQ0Ra4r6CEx4Le6r8ghYTHQlaM1KMsFwipKhGcLgaNo4gBjIY/u/tyIQdZ0RJUtGphtI3+84QrUzXInSdl4tYTjwUqL26sxT+/PTLGK8LLPLUCu0b53V0wPxH/WBtak9j9zf244vVyj5ADm6ZwSm4MNlZ1e/UChptPblyI4iTFuJ+pl766A4fbdX5vMPiiVK2E3mpHi8YEvdWJokT5uCV+F5Ym4u7V2VAIuTDZHHhvRxMe+uYwFqQqcfuqTKREijzm7gTCdGNWZqoI05vz5ycBcGdG3vytARnRYixKU03xrAgAsOVoz4Re/2tVV8BBlcHqwIpHf/Upy5sXH7xhL4umwKJZ+PeFRXh1Sz32t2ixpaYHW2p6ECHi4h/r8pAdI0FyxPQw4yQER0G8HM9sqEGLH+V6gaAU8aC3+h9k6K1O7GrsQ06cFD0GKzp145dMsWgK85IV2NWgQTDifjsb+pATJ0Fl2+jZhH6THTvqNRDzWChLUeJIhx5a8+QrtKmG9SddsUiNz/a0oqozsExIKKApd7+VL4qT5Hh4XV7IBQwKEuX45MZF+PpAO1g0hXNLEhAl5eOi/2yfUC9roEj5HL9+thOyorB5At8H85IVKG/wzrh2G6yYp1aAAtDWb/GS3I+T8fHYeQVeawEhl+2x6biwNMnL94xAmOmQdAIh5Fy+SI2saAkOBbGTTAgtDMPg072tExrjkz2t+PlIYH0S9d1GnwGVUsQNiWHvonQVXr1iPh44K8dzrNdow/Vv78YJj2/E61vrJ3wNwtSRFSvFi5eUhHxcqSC4fcTKNh2kfA44rLEXrklKIdQRQuyoDy6gGkRr9i/LYbA6saNeA6vdiVK1clKFZQCMKPvic1h47uIiLM2Y/A21ObFSn2a1L19agucvLgmbIlxqpBi/OzEDN69MR9RA+WFq5ORs6tCUu+91aAnmWFy2SI1Vc6ICvk6cnI8ytcJn9q2lz4xdDX3Y2dAHlfjY/ScXcvD2NWU+N1dPz4vFzSvTUapWBjwXAmE6QzJVhLDwa1U37vxoP25flTkpUrsE31AUhRuXp+GGd3YHPYbTxeDmd/di410rPIuG8ajp9r1TfVZB3Lh9D/5isTvBZlF475oyCHls9A4EcW5TV/ci4+PdLfjxUAfUESLEyvjYVteLGCkfZxbEoTBRDjYpU522hKNHcyJG1ke7DFCKuMiIEmN3Y59XXwibplCcrMDeMYQoAiFOLggoS2dxuFDeoAGHpjBfrQCXTeNwmw59puDLvPyh2kdGKj1KgreuKsX/fVGJt7c3hvX6gFs5USbgoGaYsS0AZESJcXJOTNjnMJxw95Zx2TTOm5eA65amISnC/545Fk3hmQuL8PrWBrzwa+24JYoFCTLwOSzsb+5HW78Fc0dR3wMAIYcGb8j768VLSpAW6W2u7XQxeGbDUXxX0YGqTj3e2taAnX9eNeUG8wRCqCBBFSEsREp4iJcLfHqaECaX1bkx+NvZOfjX91VBS0Wb7U78Z3Md/nz63HHP7dZb8cpm35miUC7y+BwWThlnwXROSQIq27R4aVMdChJl2D+g6PbmtkasKYzDpQvVKEkmCoLTEQGXBS6L9siohwJ6gtkKjdGGHfUaJCmFYNGAQujema/u0PuUnA4We5A/s93FYGdDH0rVCmgmwbD116ouMMzcEVkgiqLw4Nk52Frbgzofwc5EyYwWQy7gor7HiKpO3yV/AHxmyyeD4UbToSRW5jZ4DySYGoqQy8ZNK9Lw4c7mMYOqRKUA+1u8FTAPt+sQJeGhz2QboUKZGy/3vAfSo8RY4KOs7/Wt9Xh6w1HP47tXZ5OAijCrIEEVISwsTlfhu9uWQsLnTPVUCAAuXajGmQVxeOS7Krxf3hTUGP/ZXA+7k8HyzEiUpSoh5B77+NCa7Chv0GBrTQ8+29s6an/Hqbmh2zVmGGbUkp7qTj1EPDZipXzcvDIdX+1vA4/t/eX9+b42/O9gB5ZlRuLfFxZBwGV5VEaJeeTUw+ewkKAQoK4ndItyX6pjwdA0ID4hiGXhUIBKav7QM4opq79MlvpUQ68Jh9v1mOvDOJmiKKwtjMfjP1YHNTaXTSM9UgwRjwWaomBzuqC32OFyAUc7DWP+jBI+G39cnY3F6VPT1zsn1r9yvEBRiXl495qyoAOqQSiKwiPr83Hhf7aP8jwQLeGjWeOdLWXg/t12+bg/yxs0SFYKIBVwUdttQF23AanDMlVDrT0yosS4YH7i8GEIhBkNCaoIYYFFUySgmmbIhVz8Y20u0iJF+Hxfq5fviL+88VsD3vitAXNjpbioLAk/HupEZZt2XDWpshQlTs2NwbLMyGCn70VlmxbnvbgNYj4bc2Ol+P2qTBQmyj3P/3ykC5/vbUV+ggwUKJSmKGGyOREj5eOOkzPR0mfG0gwVHE4GNd0G8DnuMsA/fHQAn+xpgYTPxr8vLMKKrMD7DwihI0bGD2lQZR5DKW+6wOfQfvlpTRfOf3kb7j8zB+uL40dsRly1JAUf7Gz2Ei/wh1K1AjVdBhxq9/0ZVZwkx54xfMrOLUnEJQuSA7pmKJkXhl6haCkPb15VOiJQCZaFaRG4sDQR75c3j3guL142quKlVOD+Xpfw2NBbHUiOECJGyofe4sChdh04LAtiZQL8/oN9+OTGReCyj5VYX75IjUgxDyabAxeVJYdUJVhnsWPRwz9DJuBg1ZworC1O8PpOIBAmAyKpPgQiqU44nug32bClpgf3fnIQ+hDK/0ZLeEgY8Mah4C7j2lbbi/euXYDSlNAtNmq69PhqfzvmxkmRHCFEdszY79ndjX3oMVjHLBkczLDRFCDison/1RRz9rNbRpQgTYQERWC9SuMxN1YS8kxVklLoyYQFSzCmqxOhOEmO65alYnXuSJXQ3Y19uPndPejQWcBhUeOaF5ckKbC7aey5qyOEaPAhFX/nSZmYp1YiL0EGMW/q9owZhkHx3370SK1PlMJEOV68pAQxstDKjv90qBPXvLXL53OZ0WJU+yitzIuXQshlY39zP8R8NkxWB0x2F9g0kBUjRWWbDuoIIVr7zbhqcQruPW1OSOc8Gh/tasZdHx/wPN5890okhsmjjXB8QSTVCQTCuMiFXJyRH4cFqRF46qdqfLy7xW9D0bFQq0ReRqelaiUcLgYiXmhr59OjJLj9JP/LbPzpnZIJSHZ1umB3ulAfwiwVEI4em9AH3UN39oNlsrZKi5PksDpcONCixTMbanBKTsyIbFVJsgL/Oicfl71WjuIkBXqNVlgdLjhdDIQcFuRCLli0u7xPY7ShunP8DHpDrwn58TIcaHUH3AIOC3FyPq5emuJVljxVUBSFgkQ5fq3qntA4XDaNP5yciasWp4RFVEetGj3o0JrtUAq50Azrgz04pMLBMqRCweFyb9QB7r9PaYoCL22qw9KMSCyZBDXImm7vAPCDnU2465TssF+XQBjK1H/6EAiEKUUl5uGhNXm46+RsfLq3Bdtqe7GrsQ8aY3CiEkc7DciOkeBIh3sH3zWwwouVEdESgv98sa8NOosDFOU20jXZnGjXWiY0psXugoTPDlqwZSgSPhvdYRBCEHInvvkwGTEVn017leAdatdha02vzwX00gwVTsuLQbvWgpqu4YFycIFzvEKA4mQFLixNQkaUGC6GmVZqngUJEw+q5qsVuG5ZWohmNBJfRsnXL0vF/pZ+bK/TIDNaPCKoGouhFQ/l9X3IjZPijv/uwwfXLQhZ2eJo6Ib18ZINMsJUMH0+gQgEwpQiE3Jw5eIUvHzZPGz94wn4yxlzkRHl/UVIUe4F0kVlSSOeA9x+JgoRB7whu+12F4OH1+VBOcxDx+ZwgWEYOEMkHkCYXXBYFGJlPESIuKjtNqJTZ8E8tQJJEyzpSVWFxkMoVSVC9wQFJYZTkqxAdUcIygkn4S2V4OPv8OOhDp/nUhSF1Tmx2DtGH1QgPHdRMV64pAR/PSsHWTES0DQ1rQIqAChMkgf92rRIEf5yxly8dOnEPf3GYmhFQXKEEG9fXYp7T5uDO0/OAgBUdxpQkCjzezyd2eFVEVDdqUe0lIfTntmMt7c1hGzew9l8tNsrq12QIMNZBfFhux6BMBokU0UgEEYg4LJw9ZIUXL0kBZ06C77c1wa91YGzCmKRHnWs5O63mh7c9fEBtPabESnmoc9oR5vdO5vQ0W/GnsY+HGzpx5EOPeLkArBpCpuO9oCmAKPViYxoMW4/KRMriTAEAQOm1Xta0a49FrS4GPfOOp9Nj9pTA7jvXTZFAe7/POVoA4egC0GWKlrCQ22IpcJD0QclE3CQESXGZIhXDt8kAYCPdrdg1dxoLM0YKUjTawxNAKoSc3FyTnRIxgonS9JVmBsrHVVswxcyAQc/3L4MURLepCiQPrwuD6fmxqBLb8U5JQkeefOiRDk4LAoMgxEKgOOxt6kPufFSVLTqYHMyONyug4jHwV++qIRcyMWZBXEh/zlqugzYXucOEBVCDj67aTHphyVMCSSoIhAIYxIt5ePaZak+n1uUrsJHNyzEJa/sgErMQ3nDSK8ehYiLLTU9ntItX6pdB1q0uPL1nVhXFI+/r82FYBr0RRCmji/3t2Fjte/SKYvDBbPNiUgJD0arAzIBGwkKISiKgsXuRGWrFuYxMjXjiQfQlNtnp7HXCKuDAZsGipOU0BitMNmd6DfZ0RniDJVMwPFZihUo6VHiUVXbQk2vj9JHk82JK1/fid+dmIGbVqR5ZY9ME1Be5LFpLEyLwNmFcTgtLzakqnHhgsOi8ei5+Tj72a1+S/mfmhsTMnN0f+BzWD7NkdksGolKISJE3IADfRfjFvkZxOECUiNF2NvUj3s+OYAT50SFvO8tY8hGX0a0hARUhCmDrFwIBMKEiJML8OH1C/F/X1T4fJ7DosbshSlJVoBFU7A7Xfj5SCd47IJwTZUwAzjQ0o97Pz045jmdeivi5QKkxMlQ3qDxymgFC4tyS2HXdhtQ3WkAh0VhQaoS2+s0PjcLQklGCIKheIUAuycpoALgsVGIk/MRIeLBxTAQclno1lvxn021+PlIF548vxApA+WWa4ri8ej3VQFdoyhJjltWpmNRmgqCEPSaTTY5cTJcszQVL26s9ev8scx4J5s5sdKgy1sHzatVYi56DDaYrO6A2mhzYk9jf8iFKxanR+CckgS0a8041KaD08WE1YCZQBiN6b/dQyAQpj2REh4eP68AF5clgTuwi8ymKcxXK2C0OpCkFGD4d5yIy0JevAxH2nUor9dgb1M/BFw27K6JKxASZi75CXLcfUrWuOe19psD9j8aDTGPhcIkBXbUazzBgt3JwOaYnHtRb3VAyJnY17F8khvzlSIu5sZKIeaxcbBVi8o2HXY29KGh1wSbkwGHReHCl7ehutPdIxYvFyAreny1TjGPDaWIi8sWJuPD6xbixDnRMzKgGmRtkf+9PTVdIyXMp4ql6SrsatAg14ex81DKUpSYGytFpJiHKAkPOQPnp0eJoTHakBkthtZ8TOxie11vyOdKURQePScfdd1G9JnsuOy1Hbjp3d2499MDONoZenNuAmE0SKaKQCCEBCGXjb+vzcNDa3Khtzrwy+EuPPtLDVr6LKBpgKYoREu5aNdaMS9ZgcPtOhxs9fYgOqckATz2zF1AEULDRWXJ+Olwp0fi32J3QshlgQG8ypFiZfwJBVZs2r0hYLa7fGZ59jX3Iy9e6iUjPQiLAoqTFdCZHTDbnYiV8dGkMQWsUJgdI0ZVhx5pkSLUTKBPSzSJgYdcyBlT7t7qcGFnQx8KEmS49q1dePPKUqhVIpyWF4uqURa5Qi4LJ82Nxn2nz0WkhBeuqU86GVFij1HueITSQ22iLM+KBIdFo0M3+v08L1nhJXYBAF3DslvVnQbMVyvQoXMf31Ef+qAKcGf5bj0hHRqjDQkKIf713RFozXa8X96Mp84vxJoAglsCIVhIUEUgEEIKRVGQ8jk4uygeZxfFo1tvxTcH2tBvtiNVJcJrW+tR0aqFxUcWYDYtpgjBQwFwuhjQNIU+ow0NvUakRYrRPMwUt6pDhxSVKCg/q1K1Agdategx2EY1pHUxQO8o1gIZ0WKvAK9JY4KIy0KpWgmKGuwhYnCwVQcOi0JRkhwWuwsdWgukAg6UQg6cjNsctzRFibpuAwoSZEGbHRsn0LMUKJlREr9KIve3aJEXL8Ulr27Hf69fBLnQO5uWFS3Bo+fmI14ugEzAmXYKfqGApinkxEs9QgpjYbQ54Bq476eaWJkAd52ShYe+OQwBh8acWCk+umERHvyqEm9uawQAWB3+3XPUED+3UBkiD6eqQ48/f16BW0/IwJqieMxTK+BwMrj4lR3Y19xPgirCpECCKgKBEFYiJTxcsTgFAHCwRYuWPrPPgAoAunSh9/0ZxOZwhcRYlRB+OGwaeosDLsadFSkUygG4+zwYhoHGZEd9jxEM3H0bwQRVeqvDL7Prdq0FGVFiKIQcHO7QezyuWPTIe8loc44INpQiLhxOF8rrjwVgw3fzD7ZqUZggC1oJXcBlgTUZkn8ABBw6oOzgwVYdFqdF4MZ3d+PGZWm4YpEaPA6NNJUYZxXGeRTnZjPLMiP9CqqWZUROi4BqEOlASWmkhAelyG3SnBMnw00r0vBrVbffghM257H3mUIYnjLVeWolbl6RDvbA7y9B4Zb8//a2pfh8byvK6zUw2hxYnKYi3wOEsEGCKgKBMGnkJcjw9a1LcdEr21Hno9Tp9PzYsFy3olWLS17dgeuWpeKmFemo6TJALuRAJSaZsenKuuJ4PPj1Ya9jYh4bJps72Bo08XW6GJSlKLGvuQ8ZURI4XAwEHBp7m0fP+JSlKEeULY0GwwBHB3pdlqRHwOpw4VCbDrXd/vW/+GOibbY53WarMRKIuKyAs05mmxONGt8S88Eg4NBIjRRDxGOjfMjvSSZgQy7konEUOXtfcGgK7ToL6rqN+KWqG4+ckx/wfBxOd3lmWWpEwK+dDly5KAVv/taAznE2jS5bmDxJM/IP00DJYrSUj8yBfrjz5icCAP5wchY+3dM65vtIKeIiI0qMA0PKvBXCkVL8oeKOkzLRb7aDYRiPJL2Uz8FlC9XYcrQHV7+xE3eclIlbTsgI2xwIxzckXCcQCJNKjIyPly+dh3i5wOs4h0WFPMix2J3457dHcMFL27AoLQJL0t2qUx/tasaTP1ajrtswaWIEhMC4YlEK1hcnQMJz7/3lxkuRHSPBoDr1YMZoT1M/dtRr4HABFW06HOnQo1FjGnF/DZIdI/E7oBokWspDaYoSW2p6sbOhDyoxz68sVyDw2DR6DdagF51GqyNkxsY2hws9BqtnUT1IZrQ0oIAKAIqS5ajrNiJRKcDNJ6T59RqXi4HWbMOhNh1e3lSLc1/ahuve3h3QdacTAi4Lfz0zZ9zzJlNO3R/OLIiDiMsCTVFYV+xdPkfTFNaXxCMv3rc58Hy1AnqLHTvqNTAP2SQItfLf8DkpRVx8V9GBJ36owhf7Wj3PxSsEWJAagZ8Od4Xt+gQCyVQRCIRJJz1KjHeuKcO9nx6AyeYEBbeaG3+CCmg2hwsf727BvuY+VHXo0WOwobXfjNIUJdIjxeg12nDbB3ux4XAX9FYH3t3RhFK1Ei9dWgKFDzPT8SDSveGDpik8fl4BWvsz8eSP1fh4d8uY5zuHeAFpjHakqHz/PSX8kV97yRFC8Nksz9/SxTAQ89iwDgTcDpfLK2PT2m+CTMCB1hya/hAJn40YKR9HuwyIlQW3sZAcIUSiUoi6IEohh+Nk3FnBof5KAg6NvU2BS7brzA4UJ8nBoimc+e+t+OLmxVD7CP70Fjt+qOzErsY+fF/ZgUSlAPuHZBvnxo6tQjfdOTUvFkszVNh8tGeqp+I3LsadWXK6GC/T90EoisLdq7Nw6avlx47B7U1IUZRXr6JcyME/1+Vjde5IX6yJ8MnuFqwrjvcyS3a4GDzzcw3OKojD8sxIdOqseHFjLSR8Nk6aG00+twlhgwRVBAJhSkhWClHbbfR4oSQqBXh9Sz1+tyoz6DFveGc3fj7ivRM5WOol4rKwsbp7hBBAeYMGD3xViUVpKlidLvTorUhQCHBOSQIoigLDMPi/LyphsDpgsjlQlKTA2YVx+PNnFaAAvHrF/KDnSxifeLkAj6zPx64GDRoCyJIohBzUD/ybTQOxcgGaNWafJrRmm3NEBkbKZ4OigOwYKXbUe98zDhegFIUuqEqNFHkCiESlMGDfrflqBXY19qFTZ0W8nI/Wfm/FNg6LGlWMY7Txdjb0gc+hMTdWiuY+dxAZjDrdkQ632l9xkhxasx03vrsH/1yXB6PVgS01PTjYqkWH1oJGjckra5yk9M40RklnfqnuefMSZ1RQtaWmG7FyPs7Ijxv1nKUZkXjy/AJsqu5Bj96Kwx069Bhsnk0IDovC5QvVuPWEDMhC3E+lNdvx2A9VOCknGlL+sbGlAg7+csZc1PcY8KfPDkIh5OLxcwuw9vmtuGyhmgRUhLBBgioCgTAlUJRbRjlGykePwYpmjRnP/lKLwiQFlmVGBjye3mLHL1UjSztquw1g0xRuPTEDvxzp8qmu9vm+Nny+r83r2Gd7W1GQKMdvtb3Y39zvOS4TcNDRb4FCyAlqnoTAYdEU7jw5C3/67KCn7A8A5sZKIOKx0dhrGiH+0GOwYU6sBGIeB0arA9WdeuTGS9Heb0FmtBjVnQZIeGyY7E5I+OwRr9dZHJivVqCyTYf0KLGXhxCbBjpCYDgMuIO/gy1axMn4EPLYsDsYsGl34OYPaZEi7G7sA8O4ZaVFvGPCD1nRYrT2WxAn56Ou2+BzzAgRF7EyPlwMcKhdh+IkuUfV0GJ3obpTj+IkOcobJmYsrDXbwaYpHG7X4ezntgb8+kvKple/UTCcNDfaZ89cjJSPr3+3BBFBZMvDSZSEhwMt/Xjp0nljnre2KAFrixLQrDHh2rd2ebzeuGwar14+D0szQv856XQx+Oe3h/Gfy+Z5BVQAsDwzEnNiJDjr2a0wWh1446pS0DSFv63JHeGXSCCEkqBrbWpra3HffffhwgsvRFeXeyHz7bfforKyMmSTIxAIsxeKovDznSvw5PmFuP2kTEj4bNicLtz3eQV+qOwYcX633oqnfqrG1poe9Bi8F7QMw2BPUz+YYZvxiQoBegw2MAAixTwUJsr9nt9vtb144ddar4AKAP67qwVrX/gNG6t7iKfWJHJmQRw+u2mRRz1sbqwUh9r12NnQN0KqG3CX8FV16LGzQYND7To4XAwqWnXoNdrQ3m9GXrwUeqsDUj4bESLfO+iDgQpvmFpYUZICZntoJMwzot19YrFyAWq6DNjb3O93QCUVuEv0hlTpeWV7eBwWDFYHqjsNyImXYb5agdIUJYoSZYiW8JAfLwOfy0JFmw6H2t3y9MO94xwhkviu7TaiKEnu9/lDy7lYNIWyVOWE5zDV8DksnDgnesTxyxYlQyXm4esD7fhknDLXyaS60wCrg/EK1MciUSn02GKIuCy8dGlJWAIqu9OFP316EGcXxiN3lJ6u3Y196NBZcM3SVJQkKwC4jcXfL2/GkY6RvnMEQigIKqjauHEj8vLysGPHDnz66acwGNw7ePv378f9998f0gkSCITZC4umsDAtAjevTMfGu1YiSSmElM/GDe/sxncV7egxWNHUa8LdH+/HCY//ik3V3bjro/0o+8cGPPljNVwuBgzD4B//O4zLXysfMT6bRSM3Tgqni8EfPzmAp346GrK59xisuP3DfV69PITwkh4lwePnFqBUrcCh9mMLo+pOA5TDdvlb+syYEzuyDwQA9Fanx9C3z2QHA99Bw6AUdHWn3pNFKElWePlTTZSqgfK46g49cuJ8z3cQhZCDshSlJziyO5kRZYuDvwchh8bRzmPZtf3NWuxs6EN5vQZ7m7Xo1FtxoFWL1iElffU9Rp9lgo4ASgfHYmdDH/LjZciPl41ZgsVj09AM2ThZmBoBCT88UtyTzXCF01NzY5A50K/0w6FO3PnRfi+Bhalkw4Cow9rnfsO7OxrHPZ9hmIEMsRRf3boEK7OiQj4nu9OFez45iNPzY7FgDDXIU/Ni8exFRbh+eapnbhuru/HT4U6c9e+tsDuJQBEh9ARV/nfPPffgoYcewh133AGJ5NiXwAknnIBnn302ZJMjEAjHD0oRF/PVSlR36uBigBve2QM2TXma5dcUxuGJ8wphc7pwySs78PSGo2jqNaFNax5Vza2+xwh1hBA8No3fantDPmez3Ym/fFGBeUkKrCmKn1YeM7OVE+ZE4w8fHxhxPCNSBJOc7wmWpHw2aD+9m4aWFA6lWWOCmMeCweoEl+0eK5RqkUOl3fVWByrb9ChJkmN3U7/P89MixeMqF9Z2G5EXL4PN4UJVp37Cc1SKuDDafP9+gmFQXlsu5CAzSgyNye5VWgkAOXFS7BnyO7h8kTpk159qTp4bjeuWpeLlTXVYkKrEC5eUAHCXs2052g0AuP/LSqzIjAp5D1IgMAyDijb33+pQuw5P/3QU55YkjunxRFEU/n1hERIUgrD5jx1u1+FPp2Ujwg+l2AWpEXj25xrcvDId3xxsxx8+2u95rrbbgOyYmS1+Qph+BBVUHTx4EO+9996I41FRUejpmTlNmAQCYXrx+HkFaOw1QibgYFttL+759CC0ZjsuXZCMv63JBQDwaRbOLIjDrsY+NPeZsKtx7KxBQ6/J00MTDn6o7MCexj68sa0Bj6zPx5wZrlI2EyhLUeLbimMlojw2Da3FgSMdepSqFShv6EOcXOAJsMaDzfIdfPWZ7EhWCmCwmjG4sR2qzGRRosxngKTzEeDx2BTyE+R+Z8gOtmrBpoHSFKWXamGg5MXLcLBV65fXVqD0m+yePq0EuQDxCgGcDAMuy3sDJDlCiBOyQ5/xmCooisK9p2YjVsbHqiGlgBqjDX0mt/BJv8mOt7c3TKmfEkVR+NvZufiusgPfHGhHl96KXY0aLEobWxI9PUoc1nnlJ8j9Ou+pn6rxn011MNqc+M/mOo+S5yA1XSSoIoSeoMr/5HI52tvbRxzfu3cv4uPjfbyCQCAQ/CM5QgS5kItT82Lx0Q0Lsb44Ad9WdHhUAgGgLNVdAtXa758aXCDKZ4GSoBDiSIceB1q0uPiVHSN23Qmh5/4zc5CkFHoez42VelTmnAxQkCgLyO/J7vB9f0h4bDRq3OVxx0rgQnMvmUfxueo1WlGUJMd8tQLzkhXIT5ABoAIuOXS4gPJ6DZIjhOOfPAo1XQZkxUigDKNhKwC09LuzzRQwIqN804q0WafWRlEUrlycgsQh93CEiOuVBXp3R9NUTM2LM/Jj8dT5hThxIKjdFcKy13BypEOHZzYcRVGSAo+dW4A7ThqpKBuo3xqB4A9BBVUXXHAB/vjHP6KjowMURcHlcmHr1q34wx/+gMsuuyzUcyQQCMcpmdES/PWsudh890pPAzTglrm+bVUmOnX+KbBpjFaUpihRlqJEqVqJ4gAa5seDMyTLoTHa8OmeFjhIvX5YiZHx8fnNi3HZwmSkR4mxd4iYyO7GPuxv1vqdUVKKOKOWyVmdLgz+eZ3MoGdVcEFVTpwU89XuhvmMKLEnCBxOeqQEe5v6sbOhD7sa+3CgRTtilz0Qeg1W5MQFtyNvtjtR1aFHdJDeWYEwVHVwkDgZH2uLEsJ+7ekATVNehtVi3tSLM1MUBQ6Lxv1n5oCigGd/rsF3FR1T9vm2r7nfr6xpt96K168sxTvXlOGckgQkKI4Fr6vmRGN1TgyEXCIyRAg9QQVV//jHP5CdnY3ExEQYDAbMnTsXy5Ytw6JFi3DfffeFeo4EAuE4RsLnQODjC3Bxugonz/XPSFJrdqC8XoMd9RqUN2iwp6nfs8CdCLnx0hELwed/rcW5L21DXxhKpgjHUIq4ePDsXLx1VSlSfZjJas3+/f6HZryGY3O4BjJFQKLSfY1As55cFoXSFAWOdLiVCqOlPBwdJZsZLeFhX0t/QOOPh8HqRHWHHik+fkf+crhdj8xoMcZop5kQBQky7BumsgkAd56cNWYPz2zjzCEiFgvTRhdhmGySIoR49JwCFCXJced/96HowR+xvS70PapjcahNh3Ne+A3nvbQNOsvY/nBLMyKxfIjdxVDD7+JkOS4oTcSZBaN7bxEIwUIxzHARYv9pampCRUUFDAYDioqKkJExdfW/oUCn00Emk0Gr1UIqJbW2BMJ05+mfjuLJn6qDei1Nuev/rXYnKIqC2eZEr9HmdyZCLuTA5nD5NJMFgFSVELeflInMaClMNgd2NmjApmmUpigxJ1Y660qappJuvRX3fnoQPx3u9BxzCyFIUN4wdk9RRpR41CAHcCvP5SfKsCRdhRSVCCoRD6DcypVVHXpc/lo5escIoEvVynHnMEhBgsynj1ooyI+XoapTP6Gs12C/WiiZGyvF0U497MPed0VJcnxyw6LjSvzFbHPilc11KEuNwHy1wktWfqphGAbLHv0FIi4bVR16LEyLwAnZUbhmaWrYr92ps3iVVv/1zLm4ZEEy2Cz/Am6Xi8HLm+vw8qY6ZMdI8N61C8I5XcIsI5DYYEJB1WyDBFUEwszi4le2Y2tNaHZMixJl2Nsc2IJ2LCGACBHX52JbwmdDJeZhQaoS581LRFHSxDNmBPei7/N9rbjnk4NegYNKzPWYkY7G3FgJDrUfK8fjc2isLYrHOSUJKE4ae3Fb0arFGf/e4vM5FgXIhb7vA19kxUg8EuvhIELEhVTARn1PcP0kGVFiiHhsn1mlYMdr6TON6C+jKODzmxajIABfOULw7KjrRXOfGbEyPhIUAsTKBCMyhAzDIP+vP8Bkd4JNU5732D/X5eGC0qSwze1wuw7XvLkLrf1mr+PRUh7OLozHbasyIOT6VyppsjnQa7B59bIRCOMRSGzgd9HuHXfc4fcEnnjiCb/PJRAIhGDJipaGLKiyBSFmUV6vQVqkCDIBx0sCWiniIkUl8rmYnhMjRXmDBvU9Rvx3Vwv+dNocXLVYPa12pWciFEVhbVECUlVi3PDObrRrLZDy2Z6AKkrCw9qieGTHSqCOEEHC56Bda8auhj44XAz6TXbYnC6cnBODm1akefVhjEVuvAwnzY3Gj4c6fT4XSOZJ4IcM9dxYKfgcGgdbtaOWIqaqRIgQc+FiAL3FjhaNCZESPngcGiya8rIq8Jd4hQB9JtuYWb3xoCmgOEnhyT4dbtP6FOz4/YkZJKCaRFr6zF5y42IeGx9evwA5cceMdSmKwhkFsXi/vNmrX/Ghbw7jhDlRiJLwQzonp4vBUz9VY8PhrhEBFQC4GLeZciAZfyGXDaFy6nvVCLMXv++uvXv3ej3es2cPHA4HsrKyAADV1dVgsVgoKSkJ7QwJBAJhFELZbByo/1BWtARiPgu7G/tRlCQHTbm/6AEgPVI0apmUc0hxgNPF4G9fH4LB4sDvV83s8unpQkGiHL/etQKf723FpuoeMGCwtigBK7IiwRlWLpQeJcbSDHfvxR9OzoSLQVBlmY+sz0dj7zY09JpQlqJEklKIlVlRcLoY3PTeHr9FMygwoChgtPqRkmQFdg9YCCiFXKRGilDXY/Q07+fESWCwOFHXY0Rdj9HrtY2aY9mpeckK9JvtkAk4YNMUuvSWMbNXSUoBDBYnNCb3dUqSFGDRFFr7zT4XvCN+LgpQCLmIkfLGtUBYmqHCrVMoJX48sq44HtWdery0qQ4AYLA6cMXrO/HJDYuQNEQ98vz5SXi/vNnrtQarA5VtOkRlhS6oYhgGj35/BO+XNyMrRgIhlwWFkAsGDDRGGyx2F9IiRbh9VQbZjCJMK/wOqn755RfPv5944glIJBK8+eabUCjcpSt9fX248sorsXTp0tDPkkAgEHygEodO6lkh8j3WvGQFXAwDmqZgsjrBZdNo0pi8FOP2NvV7e2GN8UVv9tGDtb2uF43/NeKJ8won9DMQ3PDYLJw/Pwnnz/e/LImiKIxiVzUuShEXP9y+3Odz1yxNwWtb6v0SuNjbrPV4Q/mibYiFgMZkg6bRHeRIBWwkyAWobPOvdHB4YBMv50MdIURDrwkcFgW7k4GAy4JCwEG0jA+bw4WWvmPB0+4m9+t5bGpEz5iAw0J+ggw1XQakR4lBUUDlgNfVeMpt6gghnr6giPQbTjIUReGeU7NhsTvx5rZGAO4+xfNe2obXr5zv8d7LiBJDwmePMMv2J8MaCK9tbcCLG+sQK+OjvF7jZZJNAfj7mlxcvCA5pNckEEJBUD1V8fHx+OGHH5CTk+N1vKKiAieffDLa2tpCNsHJhPRUEQgzi/s+P4h3tofGz4VNA1IBBxqjt7JUpITn5ZHli1SVyCszIOGxECMT+CyVoim3oqHW7L5OlIQHvcUOq8OF8j+vgkocfvlqwuTy4c4m/PGTg36dm6QUoNdgg9HmREaUGP1mO1RiLkRcNvY09iFcYtZcFoWCRDkOt+sQLxeipkuPoXHgvGTFqFmmRKUAUj4HYh4bZrsTBwZKHvkcGtESnsfrayzkQg4+u2nxhFQKCRODYRh8vLsFf/6sArYB2XQxj43Hzs3H6ly3MuFvNT249LVyr+zrO1eXYUnG2KbA/vK/g+24+b09XtnaBIXAE9QfjwImhKklkNggKK1SnU6H7u7uEce7u7uh14evyZZAIBAG2VjdHbKACgCKk5UjAirAv7JA5bAsl97qREufyeeOe1qU2BNQAUByhBBmuwsuBvjJR18OYeazrjjB7+xLk8YMmZADCZ+NDp0F3XorDrfr0dxnCltABbh7CnsMNhisTlR1egdUAGAfw5uoWWNGZZsOO+o1noAKAHLiZH4FVAIOCy9fOo8EVFMMRVE4d14iblqZ5jlmsDpwwzt78EG5+7N2UboKJcne4jpHOnRBX5NhGGyt6cETP1Thmjd34bYP9nkFVKUpSq8saZ/RBr3V4WMkAmHqCSqoWrt2La688kp8+umnaGlpQUtLCz755BNcffXVWLduXajnSCAQCB5cLgbnv7QNV75eHtJxK1u1Pj2LtGY75qsVmJc8ukpft94y4pjZ7vK8Zr5a4TEfjhgQsRBwWEhUClAxpNTru8qOEPwkhOlGQ68RCYpBZTUe0qNEiJXxoBRyoFYKESXhQS7keM5v67cgN07qVWY1lp9WqBirjKuyTec1R39o7DWOe06iUoDPbl6E0hRlQGMTwscNy9NQNuzv8efPK/BrVRcA4PmLi3Fq7jGPwEe/r/L6HAuEbbW9uPiVHXjm5xr8dLjTkyEDACmfjT2N3uqqDb0m3PPJgaCuRSCEm6CCqhdffBGnnnoqLrroIiQnJyM5ORkXXXQRVq9ejeeffz7UcwyY5557Dmq1Gnw+H2VlZSgvD+3ii0AgTB16iwPlDRoEKF42AgGHBQGXBT6HBodFYU6sFHFy383WNqdrzIb8Ro0Z8QqB17HCRBlcDIOyFCVMNqfHfHhnvQZNvUaoxFz06q1e6mdba3rw06FOOMbIChBmHluP9qCx14yWPjN6DDbUdBnRrrVCY7IjUspDl96KfpO7zG++WoGcOKmXsASLpnCkPfhsgD9QAES80YMqh4vxabI8EU7Li8GXNy9Bdgwpt59O8DksvHftAtx1SpbnmNPF4IZ3duPUpzfj6jd24vz5iXj6gkKIuCxYHS68uLHWr7EZhsEH5U041KZDp86CL/aN3i6SFSOFr0KBoZn+iXKoTYdfBoJFAmGiTMinymg0orbW/UZKS0uDSDT1qfsPP/wQl112GV588UWUlZXhqaeewkcffYSqqipERUWN+VrSU0UgTG9cLgYPf3sYr2+t9/llGwi5cVJUtHkvVBenR2B7ncbTLyDgsJAdI0Fbvxmd4/RVRUl4iJXzwWXR6DPaUNM9/i79aGy+eyXxUplFXPLKDmyp6QGAEXLm6QPN/zaHc1ShiUSFAM1945fRTYTCRBn2jeHTJuaxATAwWH2bXfsiUsxDt2Hk+0Yp4uJvZ+fi9PzYYKZKmETOeeE3n710NAX8fW0e5qsVuPOjA5Dy2Xj76rJxx3t5Uy3e2d6Idq3FS7wlLVLkKaPu1FmhEHGgMdhGve+vX5aKu1dne5XVNvWakKAQ+Oy3auo14YWNNfjH2jwvxcC/flmJr/a34dKFybhtVea48yccf4TFp8oXIpEI+fn5Exki5DzxxBO49tprceWVVwJwZ9W++eYbvPbaa7jnnnumeHYEAiFYvq/swPO/1GB/ixZxcj5iZXzsbuwPejy91YGcOCkqhwRWW2t6UZAgg8ZkQ6SYh4OtWuz10+i0S29F1ziBlz+kRopGVSIkzEwyo8Vo15pBUwADCjVDBEwG/z28T2UoMgEnrEFVUaJ83Ps8K0bikXP3F18imAtSlXj2omIiyDJDuGpJis+gysUA939RiS9uWYwvbl7s93gbDnehSWNGVrQYQi7bbXNAMdjf3I/aIRtRTb491QG4PyNb+83YfLQbK7Lcm+Vvb2vA/V9WIkbKR2mKErFyAVRiHhxOF3QWO94vb8ZLl5aMkGBv0pjQa7QFfG8TCL4IKqhauXLlmN4AP//8c9ATmgg2mw27d+/Gvffe6zlG0zRWrVqFbdu2jTjfarXCaj22CNLpwlteQSAQguf5X2s9Rqpt/Ra09VtQqlbC4nCCQ9OobNPC4mf6KkLEhcZgRVPvSG+ewWs0+9FgH2pUYi7evrpsICtAmC38Wt2NunEyl2bb6M33ruALSvxjHA2N4iR5SBadF5Ul4YGzckb4hRGmLydkR0HEZcHowwrC5nThmjd34aG1uViZNXYl0CCDhuhVncGZSLNoCm9eWeqVyf/fwXZ8sqcV581LhELEBZdFg8eh0aWz4ECLFiIeC/9cl4f56pF9e/kJMjT0GDEvmfT0ESZOUN/chYWFXo/tdjv27duHiooKXH755aGYV1D09PTA6XQiOjra63h0dDSOHDky4vyHH34YDzzwwGRNj0AgBMmOul7s97GTPtQfJ1rKw/xoCVr7zeMuYBkwsDhcCPNSNWA0Rhv+s6kOCQr3LqtaJUJhonyqp0WYAEc79ePejwDG7BEU8wMTiAgUi33skj7TGAHfWAyN1c4tScDf1+QSs9YZBp/DwnMXF+P6t3fD6mPTqrXfjHs+OYAtfzzBr2A5QSHwytQGijpCOKI0+r0dTfj4hoVgBxGsl6qVEPPYuGZpatBzIhAGCSqoevLJJ30e/+tf/wqDIfg3y2Rz77334o477vA81ul0SExMnMIZEQgEX7xfPr50eqfOiuQIERp7jMhPkHlJOw9HY7QjP16GA0EqVoULFwO88VuD53FRkhxvXVWK93Y0YZ5aicJEOTFGnWG8trXBr/N6xzDGNVhC15g/nFgZH4fbx7NCmdg9d0J2FB5el0cCqhnKiqwovHFlKS5+ZbvP4H9tUYLf2ceVWVH4tWqkJY+/WOzegV2nzoL9Lf1o7TcjOcLd1293ulDXbcThdh3mpygRLxf4GgoAsCA1At9WdMDmcIHL9v4ZNEYbjrTr8Na2RlR16rEwLQKL0iKwak40+CE2PCbMDkJaY3LJJZegtLQUjz32WCiH9RuVSgUWi4XOTm+vl87OTsTExIw4n8fjgccjdd0EwnTm24Pt+PpAu9/nOxmgvseIoiQ59jb1j3peZbsONDV2hmCq6dJZce6L23Ckw73olQs5OC0vFuuLE1CcJCeL1BnAoTb/AvduvRUSPttLRl3KZyNRKfTq+ws1Qg4LYh4LhYkKaM02UAMBlMPFwOFyweZwQcChESfjo0070jpgLNQqEQxWB566oDCoLAJh+rAwLQLnlCTgv7taRjz34sZa1HUb8OfT53gCm9G4qCwJb21r8Oqf8peMKDGevqDI69i3B9uhtzhwwcvb8crl8/DszzXYcLgLUgEHT19QCDF37GUuTVN44KycEeIWGw534uo3d3kdq+8x4r0dTfjX+nycN59swBNGEtJPuW3btoHP9y1JPBlwuVyUlJRgw4YNnmMulwsbNmzAwoULp2xeBAIhePhclpda2mioI4SoaOkH4JZd39fUP6a3D5umpnVABbhLawYDKgDoN9nx3o4mrH/hN5zw+MagvWEIk8ftJ/mnKEZT3mV4NAXEygRhDagAQCJgw+ZksLNBg7Z+Cw60anGgVYtD7TpUdxrQ0GvC3mYtuvTuHkZJAP1+h9p1eHh9HqRhLl8kTA63n5QJHtv3svGHQ53YcHh8aXIOi8bnNy8eU5hlNL64ZTHmxnmrr22vc5eAt2stOP2ZLfiusgMrsyPx1lWlWJyugswPbzVfaoEnzonGj7cvwyPr80b0uO4f+J4ZTlWHHp/sbsFX+9ugC2N2mTB9CSpTNdzgl2EYtLe3Y9euXfjLX/4SkokFyx133IHLL78c8+bNQ2lpKZ566ikYjUaPGiCBQJhZmAYknBVCDvpMvr+o0iJF6NJbYRpSGsLAvdMvE3DgdDFIjxJDY7TB6WLQ2m9GgkIQ1G7pdKG+x4jbPtyHn+5YjkFnDJK5mn6syIrCaXkx+N/BkcbO85IVaNSY0K23Ii9e5hFJAYCCxLEzraGAw6LQ1m8BBXeB31i3j8Pl7mGUCtgoVSuwu6nfYz3gi4woMd69pgxR0qnbaCWElliZADcsT8PTG476fP4/m+twWl4soqW8MT+LJHwO8hNkAYmfsGgKwmFZJ5vDNSLAkfDY+MsZc5GgmLglRUa0BBnREoh5HGw47K6Aqu81oqrDu1y2td+MR787gi/2t2FQU0bIZWFdcTyuX5ZG7DGOI4IKqqRSqdcbhqZpZGVl4cEHH8TJJ58csskFw/nnn4/u7m783//9Hzo6OlBYWIjvvvtuhHgFgUCYGazOjcFzFxXDbHfiDx/t93ouRspHUoQQla1an+pUgz5UNAXsGxC6oACUpijhdM18g12rw4lb3tuD32p7IeCwsDRDhSUZKixOU0HMZ8PudIFhABFRE5xSHlmfj6oOvSeIz0+Qocdgxa7GPnBYFCJE3BELNbOP+znUpKhEaO4zI1bGR4SIi91+BHE6swPlDX1IUAigFHF99i6WpSjxxPmFJKCahdy8Mh3fV3Z4ZdAHaddasODhDUhUCvDlzUvGtIaIk43e5+SLaMnIVo3Xt9ajfaAkVSbgIDtGgh31Gvz+g3344LoFfvd5GawOdGjNsNhdUIl5iJF537excj64bBrb6nphsjlhsTmhNdshE3Cgs9hx6Ss7UNfjvUFnsjnxzvYmvLujCSkRIpQkK7AkQ4VTcmIm3I9ltjnx8LeHcVFZEjHOnmZMyPx3tkHMfwmE6YnObMNpz2xByxCvnpJkRdAyzzlxUoh4bJTXj2GGMkugKeD8+Ym4/aRMREnIIneqaOo14cL/bEdrvxmpkaJxFQFTVaIRC7VQw2fT4HNo9JsdoCm32bWvzYmxmK9WYGeD9/vwvtPnEDW1WUxbvxnnvPDbmD12d56UiVtPzBj1eYvdiSaNCRqjDT0GK+78736UpiiRnyDDO9uboDV7VyWsK47HE+cVeh37an8bbn1/LwDgkfV5MNmceOCrQwCAf67LwwWlST6vva+5H99XdiBFJcJ58xJx/xcVeGt7IxRCLgxWBxIVAjxwVi6WZKgAAD0GK+799CB+PHSsXz9CxMUfTsnCL0e68MOhTp/XGUq8XIDWfjPkQg7WFydgfXEC5sRKgq4uMNuceHVLHfRWB/5wchaxKQgjgcQGQQVVqamp2LlzJyIiIryO9/f3o7i4GHV1dYEOOS0gQRWBMP1o1phw3+cHsbG6x3OsOEmOPUGWRiUqBTBaHUhUCL3KrWY7Ii4Lt63KxDVLU0iZ4BTRrDHh0td2IErM97IDGE6EiAsnw6B/lHLXUJIVI0FVhx6lKcqgNhmiJDw4XAw0A+qFaZEi/O/3S8FjE3W02UxNlwFnPbsFplGC8BcvKcbq3Fi/x7M6nJ57xmJ3osdgxdVv7EJDrxGrc2NwQnYUzi6M93qN08Vg89FuXPH6TvzptGzMiZXimjd3wepw4U+nZeO6ZWk+r9Wtt+KVzXWIkvJx9ZIUAO42FoqiwDAMjnYZ8FtND65YnOJ5zfa6Xlzw8nbcsjId31V2BCwL70voJUEhwMlzY3ByTjTKUpRBfS5vq+3FNwfbcN/pc4kiYZgIe1BF0zQ6OjoQFeVt9tbZ2YmkpCQvQ92ZBAmqCITphcXuxLJ//YIUlQi13Qb0GNwLt4ns4ufFyyATsFHdaUCXfmZ+Vk2Ec0sS8I91eWRnc4po6DHizGe3eKn8DSVJKYTN4USHbnLuzbx4GTgsKuhNCgCQCdhQq0TY36zF7asy8ftVo2coCLOHr/a34Q8f7ffpX7X57pUT7iVq1pgg5XMgE7r7Yn3ZSVgdTsz5y3e4cUUa7jolG79WdeGK13eCw6LwwXULgxLE8AXDMNhW14uFqRGwOxm8sqUOz2w4OkLifTRiZXxPqaIvTs+PxT/X5UESgKjL1poebKvtRbSMB4PFiRtX+A4iCRMjkNggoEL7L7/80vPv77//HjKZzPPY6XRiw4YNUKvVgc2WQCAQRmFTdTe69FZP8FOaogTDMCPKjcYjTs5HtISPmi49Dh7ninkf7W5Bh86Cx84tQDTpeZl01CoRHj+3AI9+fwQOFwOZgAO7kwGXTaPPaIPObIdmEjJUgwi5NHbUB1dGO4jW7MD+Zi0uW5iMm1eShd3xwpkFcciLl+FPnx3Eb7W9Xs/J/VDdG4+hQdlo/nx6iwMM3KIVAKCOEOHMgjhkx0hw+4f7sOnulROeB+AWAVqU5i4H5LIp3LQiHVcsUqNDa8HW2l68vrV+zJLe8bIX3xxoR123EW9dVYpIH/1jvjjQosWzv9Rg932rUB/mUmGCfwQUVK1ZswaA++a6/PLLvZ7jcDhQq9V4/PHHQzY5AoFwfLM4XQWliOspLQqmPKk0RYG9jf1o6w/MY2c2s/loDxY+vAGlKUpES/lYkRWJtUUJUz2t44aTc2Lw5f42dOosAW8QhJpQ2gqckR9H/KiOM9QqEd69pgxP/XTUSxVwuJFuuNhU3Q2GGRJUqUT494VFuP7tXbA6wif2wjAMhFw2UiPFSI0U4+LSJGw62o3/bK7D1ppeHy8Yf8zD7Tp8tLsZN61I9zrucjEe2ffXttTjysVqPPZDFZ77pRZri+IRIeYhQnwsEPvlSBdWZEWSMu8pIKCgyjWglpWSkoKdO3dCpVKFZVIEAoEAuFXrlmWo8Pm+tqBez2XTONppgH26G1JNAS7mmMfLF/vasCwj0uuLmRBe1hcn4I8f73cb68qPKaEN3qoOlwvNGvMorw4dg2a/EyVRKcB8dWhKrQgzC4qi3B5WHBrfHuwAm0VBa7aDYewQ89hhVR89Iz8OfA4L+Qkyr+N/Ozs3bCXOB1r6saNOg2uXHRNjoWkKK7KisCwjEmc/t3VERYTLz06bp346iso2Hc4pScDSdBXYLBp//aoSm6q7weewUNdtxJM/VYMC8P61C3yWN3brrfjLFxV4aE3ehH5OQuAEdafX19eHeh4EAoEwAqeLmVBANDdWgn3Nx3e5n7/8VtuLMwvipnoaxw0lyQowFAWz3eXTL42ixvZmCxV2Z2isBZRCLtkZP865aUU6blqRji6dBauf2uypMFiZFYkrFqegLEXpJaYwKA4xEbhsGqfljRTECKec/ye7WxAt8z0+TVO465QsXPZaeVBj2xwufHOgHd8caEecjI8f7liOB8/OxeF2HT7f14rkCCEWpkbg3HmJowarZxfF4bWt9Xh5Uy2uXZpK3peTiN9B1TPPPIPrrrsOfD4fzzzzzJjn/u53v5vwxAgEAoFFU3juomKcVdCB2z7YB7Pd/3IOhZADFk1Kkfxly9EeElRNIlIBB5cuSMYTP1b7fJ5hgIwoyagqgVIBG0aLA84JJmEPtGpRmCj3+LgFy/4WLW7/cB8eXpdHVMiOc94vb4ZcwPEEVb9UdeOXqm6sK4rH4nQVRDw2xDw2PtjZhJouAxalqbAoLQKL0iNGGPxOR06cE42FaRGjPl+WqgSXTXtKEgG/qv+8KEiQ4YrFaljtToh5bMyJlWJOrH8Cajw2Cy9fOg9//vwg1hcn4LfaXpyQHUX8CicBv9X/UlJSsGvXLkRERCAlJWXU8yiKIpLqBAIh5Oxp6sO653/z+/zSFAXKJ9iAfzyRHCHExrtC09RN8A+zzYmiv/0wqoKYSsyF2eb08o5KVAogE3BwtNOAgkQ5GIZBl86KRo0p6HnQFBArc/voTAQhl4UdfzoxIAUzwuyEYRhc9cZObK3phc3PbOj64gQ8fl5BmGcWfrRmO9Y8t9VLPCJSzEO3wX9Fz3i5ABvuXB6SDQqN0YYPdzbjqiVq9BhsEHFZkAtHN2YmeBMW9b+hJX+k/I9AIEw2xUkKLM1QYfPRnvFPBmD1U+qW4CZ+SF8PYXIQcFlYmhHpZSo6lB6DzePJFiXhQcJnQy7gYneTe7NgULilNEU5oaDKxbgVMicaVC3NUJGAigDAvcH++pWlsDqcqGjVYW9TH6KkfJisDuxu7MMPhzpHGPx+sqcFTRoj4uUCxCsEWJ0Ti7xhvVLTnaZeE059etMIE+3ReqrSIkVYWxSPaCkf31d2YFN1D2xOF1r7zVj/wm/494VFSI0UT2hOShHXI7euFHLx8LeHkaAQ4PJFauInF2KC8ql68MEH8Yc//AFCobcHgdlsxqOPPor/+7//C9kEJxOSqSIQpjftWjPOfnarX/5SGVFiHA3QoPF45vcnZuD2kzKnehrHHR/tasZdHx8Y8xwRlzVikTaUObESHG7XB3ztODkf0VI+uCwaNAXUdRvQqbcFPM4gZ+TH4tmLioN+PeH4we50YXdjHypatajrMUJrssNsd4LLonGkQ4eGXvcmwen5sXhkfT7EPDYYhkGzxoz3dzZBHSGEQsjFyTkx6DFY8dOhTlAUcHZhPHqNNny1vw0lyQrMVyu9rut0MajtNqDPaEOjxoRzihM8ynqh4JXNdfjxUCfkQg6uWJSCqg4dPtjZjC691VMOOcj1y1Pxx1Oyva7frjXjpCc2wWB1+9hFiLjYcOfykGeWfqnqwqE2HW5emY5N1d1YmqEivVejEHbzXxaLhfb29hHmv729vYiKioLTGT4Zy3BCgioCYfrz1rYG/N8XlX6dS0oA/efda8qwOJ0ouk42j31fhWd/qZnQGIPZrECIEHGhNdvhGCIEw2PTyIuXweZ0obJVG3C/VihLlgjHLwzDYE9TP7r1VqzIivTcT98caMdtH+5FRpQE2bES5MXLcMUiNXY19uHtbY3oHthsy46VICdOhtW5MRAP9BE5XQw+3NmMf357GCabE6fkxuCGZWmTkgnTWey4/cN92HC4y+v4basycNuqkRtZr2yuw0PfHPY8vrgsCX9fG3olv0GhkCd+qMKSjEiUpijHf9FxSNjMfwcZTbFl//79UCrJH4VAIISP8+Yl4pkNR9FjGH9HvVNnhYTPht7imISZzVxWZkViYerojdeE8LGlxr9y1rEIRqsiRsZD77Cdc6vDhV2N7k2IOBkf6ZFi6CwO7Gvp92vM1n4zPtzZjMsXqYOYEYHghqIon1Lhp+bG4NTcUz2ZncHMldXuwpPnF45qEPzZ3hY89n011CohbluViTPyY8OqDjgcKZ+D5y4sQk23EWa7E4fbdRBwWDir0Lcw0NVLUtDWb8FrW92tNu+VN2HD4S58f9syyEJgqjzI95WdYBgG1y9Pw2M/VCE/QUY2RCZIQEGVQqEARVGgKAqZmZlegZXT6YTBYMANN9wQ8kkSCATCIHwOC1cuTsGj31eNe27jQAlJTpwUlW06REl4iJHxcaBldJl1dYQQEWIu2DSNHUGYDc80cuOleOr8opCWwBD85/z5iRNW3jvUpoM6QugpmfKH2q6RMu5DadNaoDPb4WAYlKYo/Tbefnt7Iy5bmExKiQghZ/hnlM3pwo+HO/HcLzVIjhDitcvnQyHyLpOr7tTj7o8PQC7k4pH1+UhQeLetTBZ8Lhu58e6s2PCSxOFQFIW/nDEHiUoB/vb1IbgYoENnweJHfsaLl5RgSUZoKgqEXBa+3N8GFwPcvDIdOoudBFUTJKDyvzfffNOt6HLVVXjqqacgkx1Lm3K5XKjVaixcuDAsE50MSPkfgTAz0FnsWPzPnwPKQHFYFBgGkAs5PrNcSiEXaVEi7Gxw79RHSXh+9W7NZAoSZHjrqrKQ7n4SAsNid2L5o7+gUzexey1QWfQUlchLnWw08hNkqGzTgc+mx+zrGsq1S1Pw59Pn+j0XAmEi6C12/FDZiROyo0YEVeX1GlR16nFidpSXyfZMoaHHiCMdOtT1GNGsMeObA22Yp1bi1cvnhXTjoltvxW+1PThpbvSMkLWfTMLeU7Vx40YsWrQIHM7s+iImQRWBMHN47pcav7JVw4mR8dGptSBaygOHRcNgdSA9Sox9zf2wD2ki4bJpOJ2uCfsATVcKEuV466pSyASz63N8JvLV/jbc+v7eCY1RnCRHu9aCKCkPFIAmjXlEY/xQihJl2OuHMXaMjI8OrcUvMQylkIP0aAl2Nmiw88+roBLzAv0xCIRZzxtb67G2KCGozaxuvRUcFhUWSfR3tjdCHSEKWSZsthD2nqrly5d7/m2xWGCzeX9wk4CEQCCEm6sWp+DN3xoCziZ1aC3gsWl06KzIiBajuc/syU4NhaYA2ywNqHhsGs9fXEwCqmlCpGTiwcegUEW71oIkpRByIQfqCCHYNIVyH/c3xw8p5QSFAC19bpl1uZCDzGgxzHYnmjXHpNdz4qQQclkw2dy9IoNlgixS/keYBbhcDF7/rQG7GjS4fnkaChPlExrP6nDiH98eAZfNwkVlSQG/PhSfFaNxyYLksI19vEAH8yKTyYRbbrkFUVFREIlEUCgUXv8TCARCuBFwWfjdiRlBvdY64HQ/1sLPYnfNWjWka5emEl+qaUTbBP2hhsNl06jrNmJPUz/KG/pQkqzAPLUCRUlyZMdIAAB2hxN8zthLAPaQHhaT1YnqTgOaNWZI+WwkKtz3T2WbDjsb+lDZpoMrxJsQzlAPSCAECE1TuHpJCmiawjkv/IaHvj6EXQ0aVLRqwTAM2rVmHGjp9/s9/MuRLtgcLnx9oA0ucn/POoLKVN1111345Zdf8MILL+DSSy/Fc889h9bWVrz00kv45z//Geo5EggEgk/On5+It7c1oqozcI8eADjSoUdevBQHW3U+ny+v1yAvXgaz3YGOfgsMfvaUTGfmxkpx08q0qZ4GYQCzzYmXNtaFdMx+k3f1yO7GY5kqMY+NubFS9JnsEHHZyIsX+czUAu5gj01TcLgY1HYf67/SWRzQjdPP2NxnGtHfEgi/1fTgvfIm/PvCIiJ6QZh0GnuNeOS7I6AoCh1aCw62aOFwMXhlSz1e2eJW5UuPEqOx1wi7k8GCVCU+uG58TYFP9rQCAH6r7cXRLgOyBjY5CLODoDJVX331FZ5//nmsX78ebDYbS5cuxX333Yd//OMfePfdd0M9RwKBQPAJh0Xjn+vzMJE1l9E6dqB0sFWLmi4jDDYnChPlkM9gUYe0SBFevWIeaUSeJjhdDH7/wd6gNwUGkfLZmK9WoFStwHy1AmmR4lHPNVgdONSug8nmhM3pwv4xxC0KkxQeH6tAM5s9hokJb+xs6MPXB9rxfWXnhMYhEAKlz2jDhS9vx/8OduCbA+3Y3dgHm9M14ryaLoOnD3dNYbxfY1vsx75vHvzaP79FwswhqKBKo9EgNTUVgLt/SqNx11AvWbIEmzZtCt3sCAQCYRyKkhS4bAK14M19/stQ72vuh9ZsR0GiDLlxUiQrp0aeNxjEPDa+vnUpYmWk7G+68Na2BvxwaOJBQ4SYh50NfShv6MPOhj6/rAC69FbIBBxkRo++U17bZfD8Wy7kgMPyf/fC5gi+tKnfZMNHu5sBAO/uaAx6HAIhGHbU96JNa/H7/KcvKMQFpeP3R1nsTmwd4ktX3WkY42zCTCSooCo1NRX19e70Z3Z2Nv773/8CcGewhsqsEwgEwmQgCDLzQlPwUvzzB4YB9jdrUdGmQ6PGhPnqmdFHWpaihIBLPEimCwzDeMw9J0qwFmMtfWZUtPkufWVTbhGKwUBqR70GCQoheGz/lg2+dvb9YXejBmue2+oRyNjT2IcgRIoJhFGxOpz4vrIDj35/BJ067+BpX3M/bnx3j99jiXlsLM2I9PO6Lq++Q5PVAZONGNPPJoIKqq688krs378fAHDPPffgueeeA5/Px+2334677747pBMkEAiE8bioNMmrqd5fpCFQv7MHuXicbJxkYTqt2Nfc76WiNxHoEPUcRUt4mK9WoChRDiGPjU1He5AcIUKpWgkxl4X6HqPf6md13cHtwm+q7vEyMTbanOgdQxqeQAiEvU19uPSVclz/9m4890stTnx8o1f26JkNRxHIR+U9p2ZD6WfvoJjH9tqUMNqcePyHalz5ejkqWse3N5gukE2O0Qlqe/f222/3/HvVqlU4cuQIdu/eDZVKhXfeeSdkkyMQCAR/SIoQ4sVLSnD7h/ugt/q/85cWKfZq4g+GUC2Mw415FohszCYOhnARFYqgKlEpQLPGjM5hFgU1AyWA89UK7GzoG9P7aigWe2CbDQ6nC4//WI0Xfq0d8dzWmh6c7WfPCoEwGu/uaMSfP6vwOmawOnDtW7tw/vxEiLhsWB3+f05SFHDinCi/z6cpQCXmoXWIUuCrA6IXuxv78N61C5AbP/2rva59azf+c1kJEZDxQVCZquEkJydj3bp1kMlkePXVV0MxJIFAIATEqrnR+PLWJVicHhHAqya+45aiEk14jMlgaIM0Yer5cl9byMaayNqGw6KQqhLB7hg7CBpcCPoTnHNYFC4OwIPHYnfi2rd2+Qyo1BFC/FbT6/dYBIIvvtzfhvu/8C0MYbI58frWBjz7Sw22BnCvMQxw2tOb8eV+/+TR+0x2dOl992rpLA6/NyymmqNd+hmzmTjZhCSoIoSHLr2FpFkJhABIUYnwztVleObCIr9MEkPx9qru1Afd0zKZyITBy1sTQkuvwYpdE8yQhoLUSBEiRFzU9RgRLeVjXrK79M8Xg4vGGBl/3HEvW6hG4jgiLgzDYHejBrd/uA+nPr0Zv1R1+zzvwbNzcWEQJqkEwiA2hwuvbq7zKFmGkj6THb97fy9WPv4rPtvbMuaa7buKjjF7eKs6JqYCOln8+ocV6DVOTN1zPBxO14zcCCS6utOYfpMdUZLxv8AIBMIxKIrCWQVxWJEVied/qcWbvzXAPMqHc7/ZPuHr6SwOxMsF4LFp0DQFmYAz4ZLCcDAnlvihTBdqukKr+nWkQ4/8BBkOtPhfUpgTJ4XBYkeHzr042j/ktXnxUnBZLOxuOnYfx8gEkAs54waDq3Ni8MfV2WOeU9GqxboXfoNtnOwYANR2G3Dl4pRxzyMQhnOwRQs2i8LFr+yAYRxftYnS2GvC7R/ux6bqHjy8Lg98zkhRoM1HfW8cDLKlpgfXLksN1xRDBkVR2N3Yhzi5ANHS0K5RW/pM+GR3K3463Il/X1gE9QypBBmEZKqmMWNJ3RIIhLGR8jm459RsbP7jSly7NMWnaplKNH42yx9a+82o6zG6fUv8WChOBXNipFM9BcIQpHw2ipPkKEtRhsQA9GiXAemR/i1ASpIVONSmQ+MoJTwHW3XY3dSHFNWxbNO+5n4vAYnhLEhV4oWLi/HsRUXgjqMQ+ENlh18BlYTHxsK0QMp5CQQ3O+p6sf6F32AaKFcNVo0yUD7b24qTn9yE+7+ogHbIpl2nzjKufcLWmh7872B7uKcYEq5ZmhrygApwB6fxCgHeu7ZsxgVUQICZqnXr1o35fH9//0TmQiAQCCFHJebhz6fPxbXLUnHyk5vQb3J/0SUqBNjVOL6fT6Ac6dSjLEXpl1fQZJIRPbohLGFySVAKYLY5saep33OsIFEGxgW4BsqHGDBgGAouhgHDMGCzaFjsTtR2G32OabE7QdMUFqQqYbY5YXW4IBNwUN6g8SpzLU6SB5BJ9a5rHS4+QVHA+fMSceXiFL8DQ5vDhRc31fl1bmGSHNlkM4AQBE9vOAqb04ULX94+aQHVIE0aE97c1oi6HiOuXpKCVJUYf//fITjHKT90uBi88VsDTsuLnaSZTg9cLgavbqmH3mJHUbIC55QkTPWUgiagoGo8DyqZTIbLLrtsQhMiEAiEcBAl4ePJ8wrx4NeH0KwxQSHkQsxn43B7aOvYbQ4XdtRrkB4pQs0oC+DJJkUlQlokCaqmCxEi3oBy1rFF1v7m8Uv3WJT7b8lj0+CyaXBoGjTt7j8ARYHLouF0Megz2REl4aG+x4gytRLtWjNkAi74XBb2BlCa6nCNvhilKeDx8wqwtiiwBVAgBsIxYdgJJxwf9A1snk12QDWUzUd7sPloz/gnDqG17/gTgDDZnXj0hyrYHC783xlzsTJrqmcUPAEFVa+//nq45kEgEAhhZ2V2FBanq3DZqzuwvV6DubHh2wVns6ZPdfWNy9N81vgTpgY+h4WH1+Xhzo/2B/Q6JwPU9xwL1BOVAnTpLLA6vHfAacq9Ww4AOosdMj4HjZrAJNzlQs6oCl9cNo2nzy/EqUHsqFOUW23wiB9N+SfNjQ54fMLxDcMwePbnGhxu921qPd2xOpyw2J3H1ee1mMfGgftPhtXugkw4ce/IqWT6fOsTCATCJMBl0x4Fs6ZeI6L8UAkMFJmAE7T5aThIihhbiY0w+awvScAVi9QTGoNNUyMCKgAYWmVkCXKhMpp6ZnaMBJvuWhlUQDXI6tyYcc8R89hYlhkZ9DUIxydbanrw+I/VUz2NoOkx2PDQN4egNU1cRGkmweewZnxABZCgikAgHIekqNylcAabE0Ju4DuCNAXkJ8hQmqJEcZIcmdFiZEWLMV+tgFLIRVa0BLYxpHMnE5qaOV5axxtXL5mYqp2/pr/VnQaUpSgDGtviw4+qJFmBd68p80tWfSz8MfJdnRtzXO3WEyYGwzDY2aDBnf8NLPs7HXlnexMWP/IznvihakbKih/PEEl1AoFw3BElPbYLHynhjalq5ouSZAV2NvjuTRFwWBMyYw01d56cFRaVJsLESVQKsSwzEpuqx5ZaHo1AbrMd9RqUpihR7qeASr/J24hUymfj4xsWDvSCTYyWvvHfb2uLxg+8CMc31Z16vLejCWabE7/V9cwqQ1qD1YFnfq7BtxUd+Nc5+ShKUkz6HFwuBtvrelGaopxW5ezTGRJUEQiE446h2Sl/d/uHMrSvZThmu9Oj4DbVrJoThRuXp031NAhjcPWSlOCDqgDv3fJ6DXLipGjrN3sa+UdjbpzMS8GSx2HB4WICEprwhdPF4LHvq8Y8J1LCw4JUIqVO8Ka+xwi704VdDX14r7wRVR36Mc10ZwNHuww458Vt2PnnVVCKJtfAnaYpvFfehIe+OYxnLixCehQROxoPEnoSCITjDiH32H5Sdafep4fVaHBYFHoMtjHPmSYxFR5elw+ankZpM8IIlmWoUJgoD+7FQfxpK9t0SFaOXQ7KZ9M42uUtJNGtt+LVLfWBX3AYO+p7vYyGfXFqbgxY5L4lDHCkQ4eL/rMdKx/7FSc/uQl/+uwgKlp1sz6gGsTpYvDAV5VwjSPJHg4eP68AKgkPa57bil+quib9+jMNElQRCITjjqF+IX0mO/Lix7aLGIo/ioHBZL9CTaSEN6rYAGH6QFEU/rE2D+wggohgv8C7jVaUqpWI9dEbxaaBtCgxNMaRmaz/bKpzy7cHyaE2HS5+Zce45/kjZEGY3TAMA53Fjje21uOcF7bht9reqZ7SlPLFvjZsq5v83wGPzcKrl8/D2qJ4XPXGTjz+Q9W4flvHM6T8j0AgHHc0a7x7OoZ6mWRGi2GxO6EU8cBl09jZ4JZeF3JZoCjKry8Ui92JzGgxeg02xMsFONwxubuqCiEHd5yUOWnXI0yMuXFSPLwuD3d9fMCv8+PkfFhsrhH3sb+09pnR2meGmMfGkvQI6MwO9JltoAEoRTzsbe73+bpeow3b6zRYkqEK6rr7mvvHzeIqRVyUqgMT1SDMLnoMVmw+2o2/f3MEPQbrVE9n2vDZ3lZESXjIiPbPaDtUcFg0/rYmFyfnROOBrw6hS2fFI+fkT+ocZgokqCIQCMcdDb3ePVFHO/XgsCioI0Ro7zdDb3WiaaDpuTRFibY+Myrb3L4naZEiKEUcnzv5gxxoPVbe1Gu0IVrKg8Zgg30Sdvi4LBrf374MURIiTjGTOKswDn/67KBfwTebpqAxjV2COhYUBRQnydHWb8GWGu/d7/Hu0f0t/UEHVQo/JJNPyI4iTfHHOV/sa8PTP1VDZ3FM9VSmFZ/sacHHu1twVkEcnr6gMCSiMYGwNCMS39+2DAbydxmVGfHJ1dDQgKuvvhopKSkQCARIS0vD/fffD5vN5nUORVEj/t++ffsUzpxAIExHGoep/ZntLrAoCnwODb3VW8K2vF6Dlv5jqlK13Ubw2DTi5QK/r9epsyJ6gjLUo5ERJcYlC5LwxHkFePGSErxx1XwSUM1AeGyWV69fuJDy2ciOkWB3Yz/atZYRzycqxvY0kwqC95JZlKaCYByZdOJNRVCKOCSg8sFglvfL/W3onqIMHoumZoWfVLiYEZmqI0eOwOVy4aWXXkJ6ejoqKipw7bXXwmg04rHHHvM696effkJOTo7ncUQEURAiEAjeDM9UAYDF4Rp3wTdIu9YKmYCNjCgxjnb5Z/IrF3DQ0hc6yd/lmZH429m5xNh3FjFRZb3xkPLZEPPZONyuH/WcDu3Y96h8AkGVTMjBqXkx+HRPq8/nKQpYkh5cFowwe/jlSHBqmMcTb29rxB0nZU56toowNjMiqFq9ejVWr17teZyamoqqqiq88MILI4KqiIgIxMSQJlcCgeAbi92J1n7vhSNFAQUJclR1jr7YHI7W7IDJakRmtBgKIRcHW7Uw+TBMPXa+HWmRIqjEPC+p6kDIjZfiykUpWJQegViZ/5kywswgWsofV1lyImTHSsf1qWrUmJGiEqK+Z2S/FoumIJ/gLnXCGBneJemqSZeNJkwv+ow2fLm/baqnMe3598816NRZ8NCaPHADUK8lhJcZEVT5QqvVQqkc2cx61llnwWKxIDMzE3fffTfOOuusUcewWq2wWo+lUHU6XVjmSiAQpg8NvcYRzfJxMj72jdKcPxZ2F4PqTnemSiXmIitGMmozfvNAlkohDHzRyKYp3HJCOm5emQ4O6TeZtRQlyT29e2MRaGdetJSH5AgRdjX4F8zLhmWjWDSFVXOicN2yVJQkT0xEIi9BPupz581LnNDYhJkPn8NCqkqEujG8AAlu/rurBa39Zrx6+Xzw/ayyIISXGfntXFNTg3//+9+4/vrrPcfEYjEef/xxfPTRR/jmm2+wZMkSrFmzBl9++eWo4zz88MOQyWSe/xMTyQc6gTDbqe0a+WXdqRvZ7zPRyQAAR2BJREFUWxIoPQYb9jb1I1LMQ2nK6AvPQKs1aAp48ZIS3LYqkwRUs5yiRIVf51EA5qt9n+srk5SgEKK8XgN/dVJ6je5smYjLwjVLUrDxrhV46dJ5Ew6oALch9b2nZiNG6u77oyngtLwYPH1BIU7JIVUmxzsCLgvXLkud6mnMGLbW9OL6t3dPyOqAEDoohpk6m8p77rkHjzzyyJjnHD58GNnZ2Z7Hra2tWL58OVasWIFXXnllzNdedtllqK+vx+bNm30+7ytTlZiYCK1WC6l0fC8aAoEw8/j3hqN4/Mdqr2N8Ng2LI3RfSnw2DSfD+FRyW5wWgQaNCa1+9lf93xlzcdWSlJDNjTB96dBasODhDeOel6QUoEljHtHTV5aixI56DZKUAkRJ+LA7XeBzWNjf3O/X/R0l4SFaykOH1gIBl40PrluAuAAEWQLB5nDhx0OdyImTQq0a24yYcPzgdDGo7zHgDx8dCKp64Hjl9SvnY2VW1FRPY1ai0+kgk8n8ig2mtPzvzjvvxBVXXDHmOampx3Ys2trasHLlSixatAgvv/zyuOOXlZXhxx9/HPV5Ho8HHo+YYxIIxxMdw7JSHBYFJuCCqrEpSJT77JuKlwuwtbYXiUr/FqqREh6uXKwO6dwI05cYGR9FSXLsber363yF6FhWap5agb1NfQCAJo3ZYwkQCLEyPva3aDEvWYFOvSXgrGogcNk0Ts+PDd8FCDMSg8WB//uiMuyiLbONnw93kaBqGjClQVVkZCQiI/2TT21tbcXKlStRUlKC119/HTQ9fhnMvn37EBtLPrQJBMIxuvXeUrSREt6IYxMhPUqEnaP0rsQrBGjtN0NnHt3jaiiJCgFRdzrOKE1R+h1UMYxbUl8m4GBXQ9+ErstlUTjc4RZqYdEU5AIu+ow2IohCmFQEXBb6TXYcaic97oFgsBIJ+unAjBCqaG1txYoVK5CcnIzHHnsM3d3H5DYHlf7efPNNcLlcFBUVAQA+/fRTvPbaa+OWCBIIhOOL4f4eURI+unWhC6rkAi6SI4D6YY3Wg6VZCiEH6ggR9vpR2lLZpoPLxYCmSWB1vLA8MxIvbazz69ydEwykhmJzMsiOEYPLotFvssNgdSA7hpTBEyYXLpvGv87Jx5rntsIxCWbps4Xh4jKEqWFGBFU//vgjampqUFNTg4SEBK/nhraE/e1vf0NjYyPYbDays7Px4Ycf4pxzzpns6RIIhGmKw+lC85CyqIIEWcjr9nc1uhe6fDaNGCkffC6Nlj4zdtRrMC9ZgaNdBr8CKsBdDkYCquOLhakRWJwega01vZN+7SMdxywFzi1JIPceYUrIjZdhTqwUB1u1Uz2VGcM3B9tx1ylZEPFmxLJ+1jIjpKSuuOIKMAzj8/9BLr/8chw6dAhGoxFarRY7duwgARWBQPDi6wPt6BnIVClFXJ8mwKHC4nChQWPCkQ4DrA4XihLl2NXYB62fpX+A2zuLcHxBURSeuaAImdFiFCTIkBY5NSIOaVHiKbkugQAAq3OJEmQgdOutxN9rGjAjgioCgUCYKAzD4PlfazyP0yJF0JrDX4cuE7CRovKv3G8oUj4b1xFp4eOSCDEPb19dhiaNCRa7CykqEQaTRklKIST8iZX68Nk05qkViBjFaDdGyse5JQk+nyMQJoObV6ZjXrJ/FgMEN2ySWZ5ySFBFIBCOCyiK8siYc9k0DvthsjpRpAI2FEKuxyDYX+LlAnx16xLkxsvCNDPCdCdayseNK9LQ2m9GfY8RYj4biUoBmjUmvwyCRyNRIUCEmIddDX1wMsyIwGpFViT+9/uliBATZVzC1HLzyvSpnsKMYk4s6YGcakhQRSAQjhuiBgxHOTQFg80Z1mtJeCyoRDw09JoCfu3D6/KQHEG8e453LluoRvyAT5TO7ECzxjwh8X8JjwWb04XWfvfmQoyU7zH6BYBlmZF45bJ5UI6SwSIQJpPlmZEgyRf/SI4QIieOBFVTDQmqCATCcQHDMLAPuM4bbU6ww/zpV5AoR6SEB26AFzq7MA7LMv2zmiDMbvgcFv58+pyQjae3OpGgEAJwS7drhgRUfA6Nf63PB5tFlgWE6QEDQEyEF/xiZVYUsd+YBpBPTwKBcFywr7kfLQPlf/OSFXC4wnctdYQQW2p6saNegwS5AFkxEr8WBzIBB385Y274JkaYcZyaG4OlGaqQjbe7sQ/ZMRKU12vQNcSf7cGzcxEj44fsOgTCRGHRFE7Pj5vqacwI5EIiqT4dIEEVgUA4Lhg0R+RzaNR0B9bjFCiDZYYAUNdjRFWHHlwWheIk+aivkQk4ePXyeVCRXhbCECiKwr/OyYeUH7od+6HS6QBw44o0nDcvMWTjEwih4tYT0sEl2dNxSVGRcvHpAMmrEgiE44LUSLdEtM3hCrtKktGHu73GZIemqR/5CTI09pq8pNWTI4T4z2XzkBktCeu8CDOTWJkA1y9Pw6PfV4V87D+dlo3rlqWFfFwCIRTEyQU4JTcGX4VRLpzDolCSrMCyzEiUqpWQC7kQ89gQ8VjYcrQHT/10FFWd+vEHmiIEHBaWk5LxaQEJqggEwnFBrJQPPoeGxe5CWqQY+1vCZyzZPaSsajgHWrSIlvDAEnGgMdqxIisSz11UTEwbCWMiCWGmCnAvJB9Zn491xUQ6nTC9UUcIQzYWl03jnJIEREv4MNocKEqUY0mGalSbglPzYnFqXiwcThcOtevw4sZafFvRAWYiijEh5pIFSZALibjMdIB8ixMIhOOCboMVFru7kSpQ8YhAocdpGO7UW1GaosTOBg3uO30OCagIY8IwDN7Z3hiy8eLlAjx5fiFKU5QhG5NACBeNQSioDqckWYGlGSpcVJrkVZ7tL2wWjfwEOZ6/uARP/liNpzcc9Xkeh0XB7py8iOvC0iT8flXmpF2PMDakUJVAIBwXbKzu9vz7cLseCQNS1aEmPUqEbsPomSoAoABUdehx3dJUpEeRkj/C2FAUhXNLJt7zlKIS4e7VWfjpjuUkoCLMCFwuBl16y4TGyE+Q4ZMbF+G2VZlBBVTDuXllOs730YOYFinC/WfmTHh8f7mwNBEPr8sjConTCPKXIBAIxwW/VnV5/m2wOpAcIUBLf+ivoxLzUNNlHPMcBsDvT0zHVUtSQz8BwqwkQjx2eU+sjI/0KDHkQi4EHBpVA2IUaZFiRMv4OLswDlnREiK7TJhRLP3XLx5ftdGQ8NmIlfERLxdAwufgULsOZpsTMTJ3yfd9p4dWUZXLpvH3tblo11mwaWCzblFaBJ44rxCf7GkJ6bVGg8OicD3phZx2kKCKQCDMenoMVvx06FhQRVNAv8k+xiuCp1StRFqkGHub+tHcZ4LeMlK0YtWcaFyxKCUs1yfMTs4siEO71oLXt9ajx+D2lypJVqA4SY4lGZFYkq4CizilEmYZ589PxNvbG332qQq5LOTGy/DCxcWImGTVVDaLxpL0CGyq7sb64gQ8dm4+NEYbnvixGkIuC6Ywm8vfuDwN6hmg+Od0MdCa7ceNoTjFMNOp3W5q0el0kMlk0Gq1kEqJMzWBMFt4ZsNRPPFjtedxqVqB8oa+sFyLTVP43YkZuHFFGqwOFz4ob4LO4oDeYkezxoSrFqdgYVoEyRgQgkJvseOVzfXIT5DhxDnRUz0dAiHs6C12PPnjUfx3VzOcLgZmuxPnlCTgnlOzp9SCwu504aNdLViYFoEUlQhP/VSNDYe7cOnCZNz98YGwXnvrPScgPkwl7KHEaHVgzXNb8c/1+ShJVkz1dIIikNiABFVDIEEVgTD7sDlcWPLIz15Gp0lKAZo0Y5eUTJRlmZF466rSsF6DQCAQjjdcLgb0NMvKmmwOVLTqkBsvxZf72nDPpwfDdq2zC+Pw9AVFYRs/1Px8pBPXvrUbBQkyvHBJCaJD0Nc2mQQSGxChCgKBMKv5+UinV0AFuIUiwo3LRfarCAQCIdRMt4AKAIRcNkpTlBBy2ViaGYl3rynDqbkxIb8Oj03jb2tyQz5uODkhOxp/PXMu9jT14/vKjqmeTlghQRWBQJjVfLTLu3G4NEWJxjBnqQBgS00P/vG/w2G/DoFAIBCmD/FyARanq/DcRcUoSpKHdOwVWZGQjuKpNZ25dKEafz1zLt7Z3giL3QnnLN10JEEVgUCYtXTpLfh1iJR6TpwU5fWaSbt+ZVv4DIYJBAKBMH2h6dBYIQylOGlm9iUBwBWLU0CBwuM/VOG8l7bB7nRN9ZRCDgmqCATCrKTPaMOJj2/02hGbTG0IIZeFB86aWWUaBAKBQAgdSzNU4HNCt9ROVApDNtZUcPfqLLyypR57mvo8tg+DzIaSeSKpTiAQZiViPnuEnHmXbmxT3lDy97W5SI8ST9r1CAQCgTC9SFQK8caVpbjlvT0eK4Th8Ng00iLFONSu8zpOUcCJ2dE4ITsKAi6NVJUYBYnySZh1+EiNFGNQHu/8l7bhrMJ4FCXJUdttwNvbGvHN75YiZQZIxY8GCaoIBMKshMOiES3loXNIINWlt0IdIURDryks1xRwWDglJxrrihOwLDMyLNcgEAgEwsxhQWoEdvxpFfY192NvUx+OdOjxa1U3egxWpKhEeOXyeTjSrsf9X1aix+D+vkpRifDiJSXIipFM8exDS9sQI2ejzYn3y5vwfnkTAEAl5iJ5hmfiSFBFIBBmLcszI/HfIUIVJckK7G6cmD8VTQF3npyFfpMNLgaIkfIRJeUhRspHbrwMIh75WCUQCATCMVg0hZJkhceryeVisLe5H+mRYsiEHKRFinFyTjT+u6sZlW063HNq9owUpBiLmi4DXtxYO+rzlyxInpbKjoFAvv0JBMKshc06VsseJ+NPOKACABfjVhCcr1ZOeCwCgUAgHH/QA0HWUDgsGheXJU/RjMLPbR/uRUWrbsTxf63Px+n5seCxZ77Mw8z/CQgEAsEHB1u0eG9Hk+dxvCI07vMUBaRHkl4pAoFAIBD85Yubl+Cdq8tG9BqnRIog4rG9NkFnKjP/JyAQCAQfbK3t8XocKl8MCpiVUrAEAoFAIIQSrdkOvcUOwF0CuSRDhdtXZXqeP29ewqyq+iDlfwQCYVZyeJiSktZsD3iMggQZzp2XiC/2taKqQ4/kCBFOyYmGVDC7at0JBAKBMHVc+PJ28Dg0Ts+LRUmyAvua+7GjTgOjzYEHz86FUsSd6ikGzJEOHa54bSfWl8TjmiWpaOg1Ijdehpc31wFwi3Hcf2bOFM8ytJCgikAgzEqGB1XiIAQkSpKVuGRBMi5ZMHvr3AkEAoEwteQnyvDSxjr8WtU94rmbV6bPuKCKYRi8sbUBHToLXtlcj3e2N0HMY+N/v1+KubESxMn4+OPq7Fkn7DS7fhoCgUAAYLY5UdttBJdFwzZQqhdMvXZFmxZWhxNOFwOHi5l1akwEAoFAmHpuX5WJbw92oEkz0u7D5ph55eaP/1CND3Y2AwCsDhesDhdWZkVCJuDgH2vzQFEzW+VvNEhPFYFAmHUcbNXC6WLww+3LcN68BKRFioJS/iuv12DJI7/ghMc24sPy5jDMlEAgEAjHO3wOCyuyRnobnlUQN+MMfyvbtHhpk7d0emGiHA+vyweAWRtQASSoIhAIs5C9TX1IUgqhVonQa7Chpc+MYO0vFqRG4MPrF+DaZamhnSSBQCAQCANcvkgNAYflebw0Q4XF6RFTOKPA2XC4Exe8tB125zFhqLmxUrx2xXwIuKwxXjk7IOV/BAJh1nHJgmScOCcKTheD8noNrA4XSpLk2N3UH9A4t6xMx50nZ87qnTUCgUAgTD1pkWI8em4+PtvTihgZHw+clTNjZMZb+kz4+zeH8W1Fh9dxigKevqBwxvWEBQsJqggEwqxDZ7EjVSVGRZsWeqsD/9/encdHWd37A/88s2eSWTLJZF9IWBJkByXiziJgsa6tVq1C63Jdilatote6oLWiXrXeqtW2V7St1+1HpV5rVUARhMgeFgmQQFbInsy+z5zfH4EpMSEkmSSTTD7v12teMM/zzDPfmTNJ5vucc74HANz+3o9LXzAhjQkVERENiksnZ+DSyRnRDqPHNpU345M9dVi1ozY8fxkAdGoFrj0rG+ePM0M5TBLD/sCkiohiztL/3YXqVhfSjf9e8LeixYmJmfouV3TvikouQ545fqBCJCIiGpa8gSCe+Pg7vHuKucZv3DQD54xOHuSooo9JFRHFlEAwhO+O2eD2B9Fo94a3p+nVONbmOe3jZ+aZMD5NhzGpuj6VYSciIopVjXYPbn17O3bXWrvcPyFDj1n5w2suWH/hNwYiiinlTQ64/cEu97W6fN0+9okfnoHF54zikD8iIqLvCYYEfvleySkTKgB4ZNH4Efs3dOQMdCSimGd1+/Ho6n1d7kuKV3f72LzkeCZUREREp9Dm8uFQgwPyLsrpJqgV+PWi8SNy2N8J7KkiopgQDAk88tFebKvsej2qYEh0uf2EZocXX+xvwIIJaQMRHhER0bCWnKDG9l/PgxACpXV2rNxUgVanD5mJcbh77lgkJ3R/8TLWSUKI7r9pjCA2mw0GgwFWqxV6vT7a4RBRH9g8fvzqg934Yn9DeJspXgWvPwinr+thgSe75swszClMxdn5Jhi1I6MMLBEREXXWm9yAw/+IKGa0OX24652dHRIqAMhN0vYooQKAD7bX4va/7UBNq3sgQiQiIqIYNGySqlGj2uc6nHxbsWJFh2P27NmD888/HxqNBtnZ2XjuueeiFC0RRcPrXx/GxrLmTtvdPUyoTriowIyJmeytJiIiop4ZVnOqnnzySdx6663h+zqdLvx/m82G+fPnY968eXj99dexd+9e/PznP4fRaMRtt90WjXCJaBD5AiG8u7W603atSo5j1p71Ok3PMWLZwkLMzDOxYAURdanR7gEEkKLXRDsUIhpChlVSpdPpkJbW9STyd955Bz6fD2+++SZUKhUmTJiAkpISvPjii0yqiEYAmQTYPIEO20ab4yGXSTjU4Djt4+NVcrxx45kw60b2RFsi6t57W2vwylflKMozYbQ5AU9cNiHaIRHREDBshv8BwIoVK5CUlIRp06bh+eefRyDw7y9QxcXFuOCCC6BS/Xti+YIFC3Dw4EG0tXVdDczr9cJms3W4EdHwpJDLoNd0vE6kVsh6lFABwO0XjmZCRUSnJQSQnxwPpzcAo1YZ7XCIaIgYNj1Vd999N6ZPnw6TyYTNmzfj4YcfRl1dHV588UUAQH19PfLy8jo8JjU1NbwvMTGx0zmfeeYZLF++fOCDJ6JBkRiv6tBbpVHKT/uYSZkG3HZBPhZOZCl1Ijq9e+aNxT3zxkY7DCIaYqLaU/XQQw91Kj7x/duBAwcAAPfddx8uuugiTJ48GbfffjteeOEF/P73v4fX6+3z8z/88MOwWq3hW01NTX+9NCKKgmvOzO5w3+YJYFKmHumGrnugxqfr8eHts/DDKRlQyodVxz0RERENIVHtqbr//vuxZMmSbo/Jz8/vcntRURECgQAqKytRUFCAtLQ0NDR0LKN84v6p5mGp1Wqo1RzuQxQrbj4vD69+VQ7X8Wp/5Y3tQ/+m5xhRZ+18ASYYCvWoN6s7QggcbnIiN0kLq9uPL0sbccW0TKgUTNKIiIhGiqgmVWazGWazuU+PLSkpgUwmQ0pKCgBg1qxZeOSRR+D3+6FUto9xXrNmDQoKCroc+kdEsWd7ZVs4oTqZhK4r+R1qcKCswY6xqbou95/O5sPNeGnNIWyvaoNOrYBMJsHi8qOk1oLfXjmpT+ckIiKi4WdYzKkqLi7Gli1bMHv2bOh0OhQXF+Pee+/FT3/603DCdP3112P58uW4+eabsWzZMuzbtw8vv/wyXnrppShHT0SDZWaeCePT9Sit61h0Zkd1GwrTdFArZFDIZZBLEtQKGbRqOf5rzUEs/+FEpBl6Xx7ZFwhhbKoOL/9kGj7bVw+5TML0nEQUpvctSSMiIqLhSRJCiGgHcTo7d+7EnXfeiQMHDsDr9SIvLw833ngj7rvvvg7D9/bs2YO77roL27ZtQ3JyMpYuXYply5b1+HlsNhsMBgOsViv0ei78STQcef1BrC1twBsbjmBPrbXT/kxjHK6YlgmFBOw9ZsOFBWbcdHYu16UiIiKiDnqTGwyLnqrp06fj22+/Pe1xkydPxsaNGwchIiIaqlQKGeyeAHJNWswuSMHfvq1Ci9MX3v/m4jOx9L1d4VLrDo8fCpmEG4pyoxUyERERDXPDIqkiIuopSZLwk5k5SDfGYen/7sQZGXosMCegzuLBMYsbG8ubO61d9fQ/SzErPwn55oQoRU1ERETDGctTEVFMunCcGV/ceyHykhPw/rYafH2oEQDwm3+WdjrW5Qti4e824qFVe3C4qWeLBRMRERGdMCzmVA0Wzqkiik3VLS68uakCH2yv6VQdcHqOEY12L4RoLzzR5PAix6RFQZoOd140GtNyWD2UiIhoJOpNbsCk6iRMqohim9Xtx87qNlQ1O7GhrBlfHWzEid+ARq0Syy+bALlMwq5qC8w6NW45Lw8KLgpMREQ0IjGp6iMmVUQjS6vTh4pmJ7yBIM7MNXHBXiIiIgqLuep/REQDwRSvgileFe0wiIiIaJjjZVkiIiIiIqIIMKkiIiIiIiKKAJMqIiIiIiKiCDCpIiIiIiIiigCTKiIiIiIioggwqSIiIiIiIooAkyoiIiIiIqIIMKkiIiIiIiKKAJMqIiIiIiKiCDCpIiIiIiIiigCTKiIiIiIioggwqSIiIiIiIooAkyoiIiIiIqIIKKIdABFRrGiwefD+thpUNjsxZ3wKLp2cEe2QiIiIaBAwqSIi6qNAMITyJgeONDmxtrQBn+6tg1IuwwXjzMhK1EY7PCIiIhokTKqIiHooFBJw+AI4ZnHjw+21kABMy0lEVmIcfjglAxcVpOCSiWlQyjmymoiIaCRhUkVEdBqNNg/+tPEIPtxRC41Cjod/UIgHFxZArZBHOzQiIiIaAphUERF1Y99RK67707ewewIAgOd+NB6XT82MclRERNEVDAk02DxIN2ggSVK0wxl0b2+uxJzCFGSbONSb2jGpIiL6nmBI4LN99XhnSxWKj7RAiH/v21zejMumZECjZC8V0WATQqCi2Yn9dTYcaXKizupGm9MPjVKGxHgVUvUaFKbpcO6YZA7DHUA7qtrw+Mf7sO+oDekGDS6bkoHF54xChjGu1+dy+QKwuPxw+YLYXWNBdasLRXkmzBqdNGSTtUabByv+dQD/2leHd289e8jGSYNLEuLkrwsjm81mg8FggNVqhV6vj3Y4RDTIhBD4+lATfvPPUpQ3OsLbE9QKLJiQhmSdCtOyE3FRgZlJFdEgOlBvw1ubKrHuQCOa7N7THl+YpsNnv7xgECIbGr490oJVO2rx9JWToFIMXDK5taIVb2+uxD/31nXap1LIcENRDm67IB/phu6Tq2BIYEtFC1bvOop/lByDNxDqdExRngn3zB2LWaOTEAgJSAAUPUiUgyGBHVVtaLB5oJRLyEtOQLpRA51aAbc/iCNNTrj9QchlElJ0aqTqNVDKZQiFBCpbnChvdKCyxYlWpx8efxDBUPvXZKc3gHqbB80OL+qsnvDohfsuHoelc8YwsYpRvckNmFSdhEkV0chlcfmw9N1d2FjWHN4mk4Afz8jGffPHIVWviWJ0RCNLk92LRrsHALCzqg1/3HgENa3uXp1jYqYeP56RjatnZCFBHRsDc4QQaHP50WDzQK2QQa2UY8OhJrzwxSE0O7y4cJwZi8/JxaRMI5LiVZAkoNXpg9MbRGK8EglqBSRJgt3jR6vTB0OcEoY4ZaeEQAiBVqcPwZCAWadGTasb//XFQXy8+9hpY1TKJVw2JRM5Ji0UcgkySUIgGEKD3YN6qwc1rW7UtLng8gV79JrlMgnBkIBOo8CiSekoyjdhSpYRuUnxkMv+HbfV5cffd9Xi7c2VqGxxdTqPWiHrMnmTJCApXg23LwBnD2P6vilZBszINUGnUcDpDcB9PBkLhAQcngAc3gAE2r9uB0MC/qCAXJKgVsqgVshhiFPCrFPjqumZGJeq61MMNDCYVPURkyqikeupT/bjf76pCN9PN2jwyvXTMSM3MYpREcW+JrsXHn8QqXoNtla04t1t1fh8Xz0Cof75eqLTKDA+XY8UnRqTMg340YwsJCWoOx23o6oNXx9sxOQsI8Zn6JGqU/eoZ6S/hUIC/9xbh8+/q8fOqjZ4AyGYdWp4AyHUWz1w+3v2xV8mAUp550RCIZM6vLc5Ji0mZOhR0+ZCs90HAHD6AuGeGI1SBn9QhHtshgpJAgxxSsSrFLB5/OF4h7PR5nisve9C9noNIUyq+ohJFdHItbWiFde8URy+f/N5eXj00jOiGBFRbPIFQthZ3YavDzVh/cEmlNbZBvX5FTIJ54xJxpm5idBrFGhyePFNeQt211g6HCeXSUg3aJCVGAezTgOTVgmVQgatSoGlc8b0a8LlC4RQUmPBtspWfLavHnuPWvvt3DS8nJGux/wJqZiWk4ip2UYY4pTRDmlE601uEBv94UREEaq3eTrcf2tzJVJ0aiw5dxRLp9OI1WT3Yv3BRuQmxWNiph5aVe++NjTZvdhZ3YbqFhcONzlwqMGOA/X2Hg/9GgiBkMCGQ03YcKip2+OCIYHaNjdq2zoPO3R4A/1y0aW6xYUX1xzE59819LgHimLb/job9h+/0CBJwLgUHSZmGpCbpEVukhaZxjhkGOOQ0kVPakWzEyqFDJl9KBhCkWNP1UnYU0UU2zaXN2P9oSb4gyHce/E46DXtVwC/PtSE2/+6o8svNVqVHOeOScaPZmRhbmFKVIYDEUVD8eEW3PaX7bB724dVFabp8MCCApydnwSZJMHpCyC5i2F0Gw41YVe1BZsON2NbZSti9VvGqjtmYUauqc+Pr2h24qrXNqHN5e/HqGikUMol5Ji0yErUQqWQwRcIYWNZE0ICmJRpwE9mZuPSSRkwaNnTFQkO/+sjJlVEseuTPcew9N1d4S9454xOwl9vLsIxixsXPv8VejJd4Pyxyfjz4jPZc0UxSQgBi8uP2jY3/rWvDis3VZ629+T8sclYcs4onDc2GdUtLnyypw4vrysbpIijRyWXYd39F/Z4jaIThR+OWtyobHGhvNGBtzZVwBYD84Bo6JJJ7QlWblI8TPEqJCeokKLXYGKGAWdk8HtuT3D4HxHR91Q2OzuuN3W4Bb9evQ+3np/Xo4QKADaWNeNPG47gF3PGDkyQNOyFQgIf7qjBoQYHLioww+Lyw+kN4MrpmZ2S8XqrBxvLmlDe5ECcUg5TvArXzcxBZbMTn39Xjzpre/lmbyAEXyAEuUyCUi5DUrwKaQYNjFoVdBoFFk5MC/e69obLF8CuagvW7G/ArhoLDtbb4PF3ro7WnY1lzdhY1gyZhB7/HA1nCyak4rqZOZiZZ+p2KKTN48ey/7cH26vaYHX74eui6hzRQAsJYHetFbtrO87RU8gk3Hx+Hs7OT8LULCMS41VRijC2sKfqJOypIopdK/51AK9/fbjT9mevnoRDDY4Olf+6I5dJeOKyCfhpUQ4rNI1woZDAoUY7SutsqGpx4UCdHVsqWroczjU2JQErrp6E6TmJqLd58HHJMaz47ECnoXHZprhelw7PNMbhF3PGYEKGHuWNDhxtc8PtD8IXCEEAEAIICYFAKIQWhw9VLS4ctbhhdXPYWW9MyTbid9dORTAUQn5yAmSyrn/+/cEQrv/Tt9hW2TbIERL1nlwm4dLJ6Vg0KR2jkuORolMjJNrnFMar5YhTyiFJEkIhAUnCiPu7x+F/fcSkiih22Dx+HGlyAgDkkoSfvbUVzQ5fp+OMWiWKH5qDO97ZifUHu5+4frIXfjwFV8/I6rd4KTIn/pR9/w++1eXHC2sOAgCmZBm7bDOPP4gmuxdWtx8apRxJ8arwlVshBJrsXhxqcKC61YWjFheOHi9ecKjB3uvhWzqNIiZKP49kM/NMeP+2szt91gLBED7YXotXvyrHUUvvEmOioerEx1yI9gRMr1EgMV6FTGMcckxaTM02YnpuIvKS4k95oWE44/A/IuoRhzeAYEhAr1HEzNWnv++sxQfba7ClomcT5F3eIHwBgVeun45L/3tjl4tGdmVDWROTqiEgEAzh5XVleHdrDSwuH7QqOS4+Iw3XnpUNjVKGN7+pwOqS9gVLJakKf99Vi3iVAkq5DLUWN6panLB8r2dJo5ThgQWFOFRvx5cHG9Fk9/ZbvEyohrfrZuZg+WUTOv2+9AaC+I+/7ujVhRmi4eDkv6PBUPvi022uf1+0fGdLNYD2ok4nCmRcOW1k/m1kUkU0QrU5fbjuT9/iQL0dcUo5UvRq6DQKJKgVMMWrkJWohSFOiSa7F3EqOe6/eNywqHy3o6oN2yvbIASQqFUiMzEOiVoVNpU3d5jzoT5edvanZ+eGqyOdNzYZlS3VPXqeXdUWePxBaJQsWhEtlc1OPPXJfqw70BjeZvMEsGpnLVbtrO10vBDApvKW057X4w/hqU/292usNPxJUnsSv7Wi9ficNiXqrR4cbnLgja+PhMtgE41ELl8QWypaYYpXjdikisP/TsLhfxTrhBD49kgrcpK00Gvar9aXNTiw96gF/qBAcoIKaoUcvmAI3kAQCpkMaoUM/qBAQVoCxqToevV8Hn8QG8uaMbcwZVCHBVjdfijlUngi+Z5aC0rrbAiEBDIMcShI0yHdoAlfbQ6FBP65tw4P/30vHN6e9yQsv2wCFp8zaiBeAp1CvdWDDWVNWLO/AV8eaERwJFRHICIaBu6eMwa/nDcupoYBxtzwv/Xr12P27Nld7tu6dSvOOussVFZWIi8vr9P+4uJinH322QMdIo1AwZCAwxsYVqudS5KEj3cfxbtba7rcr5LLkGWKw5m5iZhdkIL5E9Ig7+aXo8MbQIPNg0abF0atEuNSdeHjLS4fbv3LdmyrbMOkTANmF6ZgtDkeeo0SbS4ffIEQLpmU3qP3r7zRAb1GgRS9pkev8/vnnJRpQHaiFs0OL1qcPuyqtuBfNg/qrW6UNTqwq9rSp0n7b3x9GNecmY04FXurBoIQAtur2lB8uAXfHbNid4210yLNREQUfffOG4d75o3syrjDoqfK5/OhtbW1w7ZHH30U69atw+HDhyFJUjipWrt2LSZMmBA+LikpCUplz770sqeKeip4vGfj64NNCByvBFWYrsOM3MTwYpihkMCNb25Bq9OPvGQtshO1yEyMg0Yph8MTwJXTMk9bxrTJ7oVOo+jXIWa1bS7Mf2kDXL7u158B2tegOTPXBK1KDrlMQqPdiwabBzWtLlS2ODsVftBpFDBqlbB7ArB7AqftRdCpFTh3TDI0ShnUCjkS41VI0amRbdJifLoORq0K722txu/WlsHtD+KCscnQqhWwuvzwB0M4I0OPc0cnY85JPWGhkMCRZidKaizYcqQFO6vbcNTi7nWp6J7IMGjwzbI5MXVVbqhw+4K45S/bejRcj4iIBpdcJiHdoEGGMQ5XTM3E9UU50Q5pQMR89T+/34/MzEwsXboUjz76KACEk6pdu3Zh6tSpfTovk6qRQwgBjz8EjVLWYcKxP9j+xVt5irlD3ZUUFULA5QtCq5KH9wshsLO6DQfrHXB4/fD6Q5iSbcTUbCP219lQ1uhAbasLCrmEcak6ZCVqUWd1o6LJiY1lzdhW1Qpzghorrp6EOYWp/fb6q1tceLu4Em0uH1ocPmwoa+pRUYfBJknoUVz55ngY4pSwuPxotHng7EHCGKnZBWasuHoyUnvYe0a94/YFsa2yFf+7pRqffVcf7XCIiEY8hUxCXnI8puUYce/F45BuiIt2SAMu5pOqVatW4ZprrkFVVRWystonw51IqrKzs+HxeDBu3Dg8+OCDuOyyy055Hq/XC6/331WdbDYbsrOzmVTFGH8whCNNTnx3zIq9R63Yf8yGA/V2WN1+qOQymHVqaFVyNDu8aHP5IZOAdEMcMhPjoJRLCIbaE7AmuxeNdg9CAjDGKWHUKmGIa7/FqxUIhgS8gRACIQGFTIJMkqCQSZAfvwWFgC8QgssXQEm1pVdf/BUyCdfNzMHkLAM2ljXD4vZj3vgUXDjOjHRDHFSKyApIbD7cjN98UsqJ1t0YbY7HjWfnIs2gQbZJiwkZhmiHFNPKGx34/Lt6vLW5sl+r7xERUe9IEnDP3LG486IxEX/fGG5iPqn6wQ9+AAD49NNPw9uam5vxl7/8Beeeey5kMhlWrVqF5557DqtXrz5lYvXEE09g+fLlnbYzqRp67B4/qlpcUCtkGJuq67B9T60VJTXtc2KCIQF/MASbu73kZ73VgyPNDviDw+5j3it6jQJ5yfE4c5QJZ6TrEQwJuHwBtLn8qG51obrVhZAQUMllUCvlSE5QIVWvQbpBg6zEOGQnavG3b6vwdnFVtF/KkGPUKnFDUQ7uuGgMEtTDYhrqsOQPhlBaZ8O2yjb8o+Qo9tRaox0SEdGIJknAvPGpuHfeOJyRMTK/Fw+bpOqhhx7Cs88+2+0xpaWlKCwsDN+vra1Fbm4uPvjgA1x99dXdPvamm25CRUUFNm7c2OV+9lQND898Woo3NhwB0P4Dft6YZNg9AdS2ubpczJWoL+QyCbmm9nlvmcY4FKbpcPboJIxL0XHOVD8TQqC61YV9R23YXWtBSbUFe45aBmTeGxER9V66QYO//HxmhwvZI9Gwqf53//33Y8mSJd0ek5+f3+H+ypUrkZSU1O2wvhOKioqwZs2aU+5Xq9VQq9U9ipWiZ9Hk9HBSJQSwsaw5yhHRcKeQSZhdmILxaTqMTknAuFQd8s3xUCtYxS8S/mAI9VYPLC4/fMEQfIEQHN4AmuxeNNm9qGlzobzRgcONDth7UbqeiIgG1x9vPHPEJ1S9FdWkymw2w2w29/h4IQRWrlyJm266qUcV/UpKSpCenh5JiDTIhBAoa3TgywONKK2zhYfxEXVFo5RhbmEqcLwjSSWXIV4tR7yqfQ0ufygEf0AgEApBIZNBqZAQp5TjqmlZyEnSRjf4YazN6cMne47hcJMTtW0uHLN40Gj3sOeYiCgGZCXGYVIW5w331rCaIPDll1+ioqICt9xyS6d9b7/9NlQqFaZNmwYA+Pvf/44333wTf/7znwc7zBFHCIErX9uMwjQdLpmUjjilHHaPHzaPH21OP1qcXrQ4fJicZcSPz8wKV9YLhQSOWtwob3LgYL0dJdUW7KxuQyMnpVMPtVdwlGN8ug4ZxjiMSopHQZqu27W1qPdODNfbUtGK4sMt+HRvHbwBDtUjIopFFpcfO6raMCM3MdqhDCvDqlDF9ddfj6qqKmzatKnTvrfffhvPPvssqqqqoFAoUFhYiAceeAA/+tGPenx+llTvu199uBv/b0ftaY9L0akRp5LD5vbD1oN1jIh6S69R4PxxZtw7byzGpMTO0IVAMIRGuxemeFW/rlv2fR5/ENWtLlQ2O1HV4sKeo1ZsrWhBg40XO4iIRgqZBKy64xxMyxnZidWwKVQx1DCp6mx7ZStanD4kJ6hgilcjTa9BnKrzF7qKZid+t/YQ/rmnDgEmSjQIErVKTMw0oDBNhxSdBg5vAA5vAL5ACDNyE3He2OTwQszDkcXlwwtfHMKRZgfqLB5Ut7oQOL5OWoYhDuNSE7BwYhoWTkiHQduzBc674g0E8dfiKhQfbkFZowM1ba4huWYZERENLp1agdsuyEeqQYNErQqmeCWmZieOqNEgTKr6iElVRzWtLix9dxdKaizhbSq5DOeOScLlUzOxaHJ6p0VyT6zB9E15M/5SXAUHJ6PTAHn9pzOwcGJatMPod0IIfLC9Bs99dhAtztPPUVLJZfjfW4tw5ihTn55va0UrrnmjuE+PJSKi2KfTKGBOUCMpQYXbLhiNi89IjXZIg4ZJVR8xqeosFBJ4b1sNVm6qQFmjo8O+UUlafHL3+adcu6fJ7sXuGgucvgCc3iAcXj+sbj9anX5YXD5Y3X74AqFwlbBWp4/zqajH7rhoNH5yVjZyk+KjHUq/sXv8eHT1PqwuOdarxxWm6fDZLy/o03OW1Fhw5WubOvROSVL7AteJ8SokalXQquRQyWVQyCW4fEFW4CQiiiEqhQw/O2cUUvQaKOUSFDIZdBoFRiXFIydJC0Nc30dDDHdMqvqISVX36q0ebKtshVIuwahVwahVItcU3+VwwL5qtHuw76gVu2us7evX1FhgYfU/6sbCCWn4/fXTOvWaDoaKZidW7zqKy6dmIN+c0OfzWF1+rC45ij9uOIKjFnefzvHd8gWI7+PixB5/sENSpVLITjm8o9HuwZWvbu5znERENHSk6TX4681cj+pUmFT1EZOqocfq8mPui1+j2cEeLDo1nUaBC8aZcc7oJCQnqJGoVSFRq4QpXgVTvAqS1Lvx36V1Nuw7aoXi+BU7pVyCRilHvFoBrUoOtUKOj3bV4s8bK+ANhKCUS9jw4GykG+J6dP43v6nAd8dsqGlzoabVhXqbp1fzmGQSkGPSYlyqDlOyjZiYacC5o5OgGKTEss3pw+Mff4ePd/euR42IiIaW3145CdcX5UQ7jCFr2Cz+S9SVNqcPu2rasK2yDR+XHGNCRadl9wTwzz11+Oeeuk77dGoF8s3xyDcnYHy6DtNyEjEp09BtBb3CNB2Otrnx1cFGFB9pgdsXhFIug0ohg1IuQzAUgs0dCPfm/Py8vB4nVIFgCDaPHzVtLpRUW+ALdi5NrpBJMOvUMOvUSNGpkZWoRVZiHLIS45CXnIDcJG2/VwAMBENocnjR5mwfpmt1+2Fz+9Hq8qHN6UOr04c2lw+1bW4caXJ2GTcREQ0POo0CK66ajEWTuZ5rf2FP1UnYUxU5IQSa7F4cqLejtM6G0jobZFL7PAyL2werOwCryweFXIbpOUbMGGWCXqNAeaMDhxrsONTgQEWzM9ovg2KcQiZhtDkB49J0KEhNwGhzAoxaFfRxCug1SujjlNCpFZD1oMKRLxCCXCb1qRqSEAL+oID/+LxCfzAEhVwGY5yyR8/d3XnrrB7UtLoQEu33QwIICQGnN4A6qwf1Ng+OWdyos3pQZ3Gjwe7lEgdERCNIQaoOZ+eb8OMzszExk4v9doXD//qISVX/q2l14W/fVmHfMSvKGhwsREHDhkImIVWvQbpBg3RjHDIMGuQkaVGQqsPYVF2/T9x1egM40uTE4SYHqlpc8AWD4URICEACEK9WQKdRIEGtgE6jRKJWiQxjHNIMGijlMtS2ufDsZwex5UgLf9aIiKhHVAoZ7pk7FtfPzEFivCra4QwpTKr6iEnVwKtucWHui+vhD/JjR8NbukGDwjQdCtP1GJ+ux7mjk5B0mnWx3L4gDjXYcaDehiNNTtRa3Khtc+NomzuiYa6SBKTqNLB5/HD5gn0+DxERjVxqhQznj03G+WPNOHdMEkabE3o9JznWcE4VDVn/2lfHhIpiQp3VgzqrB18dbAIAxCnluG5mDu6ZOxYGrRJWtx9bjrSgtK49iTpYb0dFi3NAFtYVAqi3efr/xERENGJ4AyGsLW3E2tJGAIBRq8T0nERMzTZiSrYRkzMN7MnqBnuqTsKeqoG1Zn8Dbv3L9miHQTSgMo3tBSW2V7VxjhIREcUUs06NXJMWOUla5JricXa+CUX5SdEOa8Bw+F8fxVJSFQoJOHwB2D0B2D1+2NwBKOQSJmTooVb0b9WwntpR1Ya9tRa0On1oOV5N7JjFjd211qjEQ0RERER9J5dJ+OXcsRiTkhBeMD5Rq4RRq4JKMfjrR/Y3JlV9NBSTqoP1dvzXFweRFK/CuFQdCtN0sLr9WFvaiL1HLZicZcRFBWYU5SVhd40Fn+6rw4ZDzWhxerscZqRWyDAjNxFnjTJhem57l260V8red9SK/9tzDK0OHyxuPywuH9pcflhcfljdPgRCYkCGTBERERHRwDgjXY/rZmYjzRCHZocXTfb2W7PDC5cviGxTHHJN8chJ0mJUUjxyTFrEqaJz4f9UmFT10VBLqjaVN2PJyq0DPgcpRadGcoIayTo1khNUMCe0r4+TbdIi93j3brQ/5CdKQgdDAiEhjpeGDmLei1/D6vZHNTYiIiIiilyqXo3cpHi8eM0UZCVqox0OC1XEijqrZ1CKOjTave3llzuvmxqWqlcjRaeBPk4BnVoZXs9Hp2n/v1Ylh8XlR+PxqxCNdg+a7O1XIuJUcsSr2o+JVx//V6WAVi2HTq1AhjEOOSYtsk1apBs0UMhlcHgDqLe6ccziQf3xggANdg8abV402T3h5wlwzgoRERFRTGiwedFg88LhDUQ7lF5jUkU9cuJDPtDkMglapRz2YfjDREREREQj0/CfQUYxJRgSTKiIiIiIaFhhUkVERERERBQBJlVEREREREQRYFJFREREREQUASZVREREREREEWBSRUREREREFAEmVURERERERBHgOlVDWLpBgzmFKdEOg4iIiIho0MSrhl+KMvwiHkHOHZOMc8ckRzsMIiIiIiLqBof/ERERERERRYBJFRERERERUQSYVBEREREREUWASRUREREREVEEmFQRERERERFFgEkVERERERFRBJhUERERERERRYBJFRERERERUQSYVBEREREREUWASRUREREREVEEmFQRERERERFFgEkVERERERFRBJhUERERERERRYBJFRERERERUQSYVBEREREREUVAEe0AhhIhBADAZrNFORIiIiIiIoqmEznBiRyhO0yqTmK32wEA2dnZUY6EiIiIiIiGArvdDoPB0O0xkuhJ6jVChEIhHDt2DDqdDpIkRTucEcNmsyE7Oxs1NTXQ6/XRDmfEYjsMDWyHoYHtMDSwHYYGtkP0sQ2iQwgBu92OjIwMyGTdz5piT9VJZDIZsrKyoh3GiKXX6/mLYghgOwwNbIehge0wNLAdhga2Q/SxDQbf6XqoTmChCiIiIiIioggwqSIiIiIiIooAkyqKOrVajccffxxqtTraoYxobIehge0wNLAdhga2w9DAdog+tsHQx0IVREREREREEWBPFRERERERUQSYVBEREREREUWASRUREREREVEEmFTRoHr66adxzjnnQKvVwmg0dnmMJEmdbu+9916HY9avX4/p06dDrVZjzJgxeOuttwY++BjSk3aorq7GokWLoNVqkZKSggceeACBQKDDMWyH/jVq1KhOn/0VK1Z0OGbPnj04//zzodFokJ2djeeeey5K0cauV199FaNGjYJGo0FRURG2bt0a7ZBi2hNPPNHpc19YWBje7/F4cNdddyEpKQkJCQm4+uqr0dDQEMWIY8OGDRvwwx/+EBkZGZAkCatXr+6wXwiBxx57DOnp6YiLi8O8efNQVlbW4ZjW1lbccMMN0Ov1MBqNuPnmm+FwOAbxVQx/p2uHJUuWdPr5WLhwYYdj2A5DA5MqGlQ+nw8//vGPcccdd3R73MqVK1FXVxe+XXHFFeF9FRUVWLRoEWbPno2SkhL88pe/xC233ILPP/98gKOPHadrh2AwiEWLFsHn82Hz5s14++238dZbb+Gxxx4LH8N2GBhPPvlkh8/+0qVLw/tsNhvmz5+P3Nxc7NixA88//zyeeOIJ/PGPf4xixLHl/fffx3333YfHH38cO3fuxJQpU7BgwQI0NjZGO7SYNmHChA6f+2+++Sa8795778X//d//4cMPP8TXX3+NY8eO4aqrropitLHB6XRiypQpePXVV7vc/9xzz+G///u/8frrr2PLli2Ij4/HggUL4PF4wsfccMMN+O6777BmzRp88skn2LBhA2677bbBegkx4XTtAAALFy7s8PPx7rvvdtjPdhgiBFEUrFy5UhgMhi73ARAfffTRKR/74IMPigkTJnTYdu2114oFCxb0Y4Qjw6na4dNPPxUymUzU19eHt/3hD38Qer1eeL1eIQTbYSDk5uaKl1566ZT7X3vtNZGYmBhuAyGEWLZsmSgoKBiE6EaGmTNnirvuuit8PxgMioyMDPHMM89EMarY9vjjj4spU6Z0uc9isQilUik+/PDD8LbS0lIBQBQXFw9ShLHv+393Q6GQSEtLE88//3x4m8ViEWq1Wrz77rtCCCH2798vAIht27aFj/nXv/4lJEkSR48eHbTYY0lX338WL14sLr/88lM+hu0wdLCnioaku+66C8nJyZg5cybefPNNiJMq/xcXF2PevHkdjl+wYAGKi4sHO8yYVVxcjEmTJiE1NTW8bcGCBbDZbPjuu+/Cx7Ad+t+KFSuQlJSEadOm4fnnn+8w5LK4uBgXXHABVCpVeNuCBQtw8OBBtLW1RSPcmOLz+bBjx44On2uZTIZ58+bxcz3AysrKkJGRgfz8fNxwww2orq4GAOzYsQN+v79DmxQWFiInJ4dtMoAqKipQX1/f4X03GAwoKioKv+/FxcUwGo0488wzw8fMmzcPMpkMW7ZsGfSYY9n69euRkpKCgoIC3HHHHWhpaQnvYzsMHYpoB0D0fU8++STmzJkDrVaLL774AnfeeSccDgfuvvtuAEB9fX2HL/sAkJqaCpvNBrfbjbi4uGiEHVNO9R6f2NfdMWyHvrv77rsxffp0mEwmbN68GQ8//DDq6urw4osvAmh/z/Py8jo85uR2SUxMHPSYY0lzczOCwWCXn+sDBw5EKarYV1RUhLfeegsFBQWoq6vD8uXLcf7552Pfvn2or6+HSqXqNPczNTU1/LuI+t+J97arn4WT/wakpKR02K9QKGAymdg2/WjhwoW46qqrkJeXh8OHD+M///M/cckll6C4uBhyuZztMIQwqaKIPfTQQ3j22We7Paa0tLTDxOPuPProo+H/T5s2DU6nE88//3w4qaKu9Xc7UP/oTbvcd9994W2TJ0+GSqXCf/zHf+CZZ56BWq0e6FCJouKSSy4J/3/y5MkoKipCbm4uPvjgA16coRHvJz/5Sfj/kyZNwuTJkzF69GisX78ec+fOjWJk9H1Mqihi999/P5YsWdLtMfn5+X0+f1FREZ566il4vV6o1WqkpaV1qvzU0NAAvV4/ov8A92c7pKWldap4duI9T0tLC//Ldji9SNqlqKgIgUAAlZWVKCgoOOV7Dvy7XajvkpOTIZfLu3yP+f4OHqPRiHHjxqG8vBwXX3wxfD4fLBZLh94qtsnAOvHeNjQ0ID09Pby9oaEBU6dODR/z/QIugUAAra2tbJsBlJ+fj+TkZJSXl2Pu3LlshyGESRVFzGw2w2w2D9j5S0pKkJiYGL5SP2vWLHz66acdjlmzZg1mzZo1YDEMB/3ZDrNmzcLTTz+NxsbG8LCCNWvWQK/X44wzzggfw3Y4vUjapaSkBDKZLNwGs2bNwiOPPAK/3w+lUgmg/T0vKCjg0L9+oFKpMGPGDKxbty5ccTQUCmHdunX4xS9+Ed3gRhCHw4HDhw/jxhtvxIwZM6BUKrFu3TpcffXVAICDBw+iurqav2sGUF5eHtLS0rBu3bpwEmWz2bBly5Zw1dhZs2bBYrFgx44dmDFjBgDgyy+/RCgUQlFRUbRCj3m1tbVoaWkJJ7tshyEk2pUyaGSpqqoSu3btEsuXLxcJCQli165dYteuXcJutwshhPj444/Fn/70J7F3715RVlYmXnvtNaHVasVjjz0WPseRI0eEVqsVDzzwgCgtLRWvvvqqkMvl4rPPPovWyxp2TtcOgUBATJw4UcyfP1+UlJSIzz77TJjNZvHwww+Hz8F26F+bN28WL730kigpKRGHDx8Wf/vb34TZbBY33XRT+BiLxSJSU1PFjTfeKPbt2yfee+89odVqxRtvvBHFyGPLe++9J9RqtXjrrbfE/v37xW233SaMRmOHSpjUv+6//36xfv16UVFRITZt2iTmzZsnkpOTRWNjoxBCiNtvv13k5OSIL7/8Umzfvl3MmjVLzJo1K8pRD392uz38ux+AePHFF8WuXbtEVVWVEEKIFStWCKPRKP7xj3+IPXv2iMsvv1zk5eUJt9sdPsfChQvFtGnTxJYtW8Q333wjxo4dK6677rpovaRhqbt2sNvt4le/+pUoLi4WFRUVYu3atWL69Oli7NixwuPxhM/BdhgamFTRoFq8eLEA0On21VdfCSHay4BOnTpVJCQkiPj4eDFlyhTx+uuvi2Aw2OE8X331lZg6dapQqVQiPz9frFy5cvBfzDB2unYQQojKykpxySWXiLi4OJGcnCzuv/9+4ff7O5yH7dB/duzYIYqKioTBYBAajUaMHz9e/Pa3v+3wh1MIIXbv3i3OO+88oVarRWZmplixYkWUIo5dv//970VOTo5QqVRi5syZ4ttvv412SDHt2muvFenp6UKlUonMzExx7bXXivLy8vB+t9st7rzzTpGYmCi0Wq248sorRV1dXRQjjg1fffVVl38HFi9eLIRoL6v+6KOPitTUVKFWq8XcuXPFwYMHO5yjpaVFXHfddSIhIUHo9Xrxs5/9LHxxjnqmu3ZwuVxi/vz5wmw2C6VSKXJzc8Wtt97a6SIP22FokIQ4qVY1ERERERER9QrXqSIiIiIiIooAkyoiIiIiIqIIMKkiIiIiIiKKAJMqIiIiIiKiCDCpIiIiIiIiigCTKiIiIiIioggwqSIiIiIiIooAkyoiIiIiIqIIMKkiIiL6nsrKSkiShJKSkgE5vyRJWL169YCcm4iIBh+TKiIiGnKWLFmCK664ImrPn52djbq6OkycOBEAsH79ekiSBIvFErWYiIho6FJEOwAiIqKhRi6XIy0tLdphEBHRMMGeKiIiGla+/vprzJw5E2q1Gunp6XjooYcQCATC+y+66CLcfffdePDBB2EymZCWloYnnniiwzkOHDiA8847DxqNBmeccQbWrl3bYUjeycP/KisrMXv2bABAYmIiJEnCkiVLAACjRo3C7373uw7nnjp1aofnKysrwwUXXBB+rjVr1nR6TTU1NbjmmmtgNBphMplw+eWXo7KyMtK3ioiIBgmTKiIiGjaOHj2KH/zgBzjrrLOwe/du/OEPf8D//M//4De/+U2H495++23Ex8djy5YteO655/Dkk0+Gk5lgMIgrrrgCWq0WW7ZswR//+Ec88sgjp3zO7OxsrFq1CgBw8OBB1NXV4eWXX+5RvKFQCFdddRVUKhW2bNmC119/HcuWLetwjN/vx4IFC6DT6bBx40Zs2rQJCQkJWLhwIXw+X2/eHiIiihIO/yMiomHjtddeQ3Z2Nl555RVIkoTCwkIcO3YMy5Ytw2OPPQaZrP1a4eTJk/H4448DAMaOHYtXXnkF69atw8UXX4w1a9bg8OHDWL9+fXiI39NPP42LL764y+eUy+UwmUwAgJSUFBiNxh7Hu3btWhw4cACff/45MjIyAAC//e1vcckll4SPef/99xEKhfDnP/8ZkiQBAFauXAmj0Yj169dj/vz5vXuTiIho0DGpIiKiYaO0tBSzZs0KJx8AcO6558LhcKC2thY5OTkA2pOqk6Wnp6OxsRFAe29TdnZ2hzlTM2fOHLB4s7OzwwkVAMyaNavDMbt370Z5eTl0Ol2H7R6PB4cPHx6QuIiIqH8xqSIiopijVCo73JckCaFQqN+fRyaTQQjRYZvf7+/VORwOB2bMmIF33nmn0z6z2RxRfERENDiYVBER0bAxfvx4rFq1CkKIcG/Vpk2boNPpkJWV1aNzFBQUoKamBg0NDUhNTQUAbNu2rdvHqFQqAO3zsU5mNptRV1cXvm+z2VBRUdEh3pqaGtTV1SE9PR0A8O2333Y4x/Tp0/H+++8jJSUFer2+R6+BiIiGFhaqICKiIclqtaKkpKTD7bbbbkNNTQ2WLl2KAwcO4B//+Acef/xx3HfffeH5VKdz8cUXY/To0Vi8eDH27NmDTZs24de//jUAdBhWeLLc3FxIkoRPPvkETU1NcDgcAIA5c+bgr3/9KzZu3Ii9e/di8eLFkMvl4cfNmzcP48aNw+LFi7F7925s3LixU1GMG264AcnJybj88suxceNGVFRUYP369bj77rtRW1vbl7eOiIgGGZMqIiIaktavX49p06Z1uD311FP49NNPsXXrVkyZMgW33347br755nBS1BNyuRyrV6+Gw+HAWWedhVtuuSWc6Gg0mi4fk5mZieXLl+Ohhx5CamoqfvGLXwAAHn74YVx44YW49NJLsWjRIlxxxRUYPXp0+HEymQwfffQR3G43Zs6ciVtuuQVPP/10h3NrtVps2LABOTk5uOqqqzB+/HjcfPPN8Hg87LkiIhomJPH9weBEREQjzKZNm3DeeeehvLy8Q1JERETUE0yqiIhoxPnoo4+QkJCAsWPHory8HPfccw8SExPxzTffRDs0IiIahliogoiIRhy73Y5ly5ahuroaycnJmDdvHl544YVoh0VERMMUe6qIiIiIiIgiwEIVREREREREEWBSRUREREREFAEmVURERERERBFgUkVERERERBQBJlVEREREREQRYFJFREREREQUASZVREREREREEWBSRUREREREFAEmVURERERERBH4/xEfxiVzcPjkAAAAAElFTkSuQmCC\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "world.head()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 533
+        },
+        "id": "i3rmGO32CVWE",
+        "outputId": "b0afa4fb-65f2-4237-ba33-66454865454a"
+      },
+      "execution_count": 48,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "        featurecla  scalerank  LABELRANK                   SOVEREIGNT SOV_A3  \\\n",
+              "0  Admin-0 country          1          6                         Fiji    FJI   \n",
+              "1  Admin-0 country          1          3  United Republic of Tanzania    TZA   \n",
+              "2  Admin-0 country          1          7               Western Sahara    SAH   \n",
+              "3  Admin-0 country          1          2                       Canada    CAN   \n",
+              "4  Admin-0 country          1          2     United States of America    US1   \n",
+              "\n",
+              "   ADM0_DIF  LEVEL               TYPE TLC                        ADMIN  ...  \\\n",
+              "0         0      2  Sovereign country   1                         Fiji  ...   \n",
+              "1         0      2  Sovereign country   1  United Republic of Tanzania  ...   \n",
+              "2         0      2      Indeterminate   1               Western Sahara  ...   \n",
+              "3         0      2  Sovereign country   1                       Canada  ...   \n",
+              "4         1      2            Country   1     United States of America  ...   \n",
+              "\n",
+              "      FCLASS_TR     FCLASS_ID     FCLASS_PL FCLASS_GR  FCLASS_IT  \\\n",
+              "0          None          None          None      None       None   \n",
+              "1          None          None          None      None       None   \n",
+              "2  Unrecognized  Unrecognized  Unrecognized      None       None   \n",
+              "3          None          None          None      None       None   \n",
+              "4          None          None          None      None       None   \n",
+              "\n",
+              "      FCLASS_NL FCLASS_SE  FCLASS_BD FCLASS_UA  \\\n",
+              "0          None      None       None      None   \n",
+              "1          None      None       None      None   \n",
+              "2  Unrecognized      None       None      None   \n",
+              "3          None      None       None      None   \n",
+              "4          None      None       None      None   \n",
+              "\n",
+              "                                            geometry  \n",
+              "0  MULTIPOLYGON (((180 -16.06713, 180 -16.55522, ...  \n",
+              "1  POLYGON ((33.90371 -0.95, 34.07262 -1.05982, 3...  \n",
+              "2  POLYGON ((-8.66559 27.65643, -8.66512 27.58948...  \n",
+              "3  MULTIPOLYGON (((-122.84 49, -122.97421 49.0025...  \n",
+              "4  MULTIPOLYGON (((-122.84 49, -120 49, -117.0312...  \n",
+              "\n",
+              "[5 rows x 169 columns]"
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-b0c19a44-403f-45eb-97c3-f21c87cbaac7\" 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>featurecla</th>\n",
+              "      <th>scalerank</th>\n",
+              "      <th>LABELRANK</th>\n",
+              "      <th>SOVEREIGNT</th>\n",
+              "      <th>SOV_A3</th>\n",
+              "      <th>ADM0_DIF</th>\n",
+              "      <th>LEVEL</th>\n",
+              "      <th>TYPE</th>\n",
+              "      <th>TLC</th>\n",
+              "      <th>ADMIN</th>\n",
+              "      <th>...</th>\n",
+              "      <th>FCLASS_TR</th>\n",
+              "      <th>FCLASS_ID</th>\n",
+              "      <th>FCLASS_PL</th>\n",
+              "      <th>FCLASS_GR</th>\n",
+              "      <th>FCLASS_IT</th>\n",
+              "      <th>FCLASS_NL</th>\n",
+              "      <th>FCLASS_SE</th>\n",
+              "      <th>FCLASS_BD</th>\n",
+              "      <th>FCLASS_UA</th>\n",
+              "      <th>geometry</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>0</th>\n",
+              "      <td>Admin-0 country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>6</td>\n",
+              "      <td>Fiji</td>\n",
+              "      <td>FJI</td>\n",
+              "      <td>0</td>\n",
+              "      <td>2</td>\n",
+              "      <td>Sovereign country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>Fiji</td>\n",
+              "      <td>...</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>MULTIPOLYGON (((180 -16.06713, 180 -16.55522, ...</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>1</th>\n",
+              "      <td>Admin-0 country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>3</td>\n",
+              "      <td>United Republic of Tanzania</td>\n",
+              "      <td>TZA</td>\n",
+              "      <td>0</td>\n",
+              "      <td>2</td>\n",
+              "      <td>Sovereign country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>United Republic of Tanzania</td>\n",
+              "      <td>...</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>POLYGON ((33.90371 -0.95, 34.07262 -1.05982, 3...</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>2</th>\n",
+              "      <td>Admin-0 country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>7</td>\n",
+              "      <td>Western Sahara</td>\n",
+              "      <td>SAH</td>\n",
+              "      <td>0</td>\n",
+              "      <td>2</td>\n",
+              "      <td>Indeterminate</td>\n",
+              "      <td>1</td>\n",
+              "      <td>Western Sahara</td>\n",
+              "      <td>...</td>\n",
+              "      <td>Unrecognized</td>\n",
+              "      <td>Unrecognized</td>\n",
+              "      <td>Unrecognized</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>Unrecognized</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>POLYGON ((-8.66559 27.65643, -8.66512 27.58948...</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>3</th>\n",
+              "      <td>Admin-0 country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>2</td>\n",
+              "      <td>Canada</td>\n",
+              "      <td>CAN</td>\n",
+              "      <td>0</td>\n",
+              "      <td>2</td>\n",
+              "      <td>Sovereign country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>Canada</td>\n",
+              "      <td>...</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>MULTIPOLYGON (((-122.84 49, -122.97421 49.0025...</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>4</th>\n",
+              "      <td>Admin-0 country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>2</td>\n",
+              "      <td>United States of America</td>\n",
+              "      <td>US1</td>\n",
+              "      <td>1</td>\n",
+              "      <td>2</td>\n",
+              "      <td>Country</td>\n",
+              "      <td>1</td>\n",
+              "      <td>United States of America</td>\n",
+              "      <td>...</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>None</td>\n",
+              "      <td>MULTIPOLYGON (((-122.84 49, -120 49, -117.0312...</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "<p>5 rows × 169 columns</p>\n",
+              "</div>\n",
+              "    <div class=\"colab-df-buttons\">\n",
+              "\n",
+              "  <div class=\"colab-df-container\">\n",
+              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-b0c19a44-403f-45eb-97c3-f21c87cbaac7')\"\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-b0c19a44-403f-45eb-97c3-f21c87cbaac7 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-b0c19a44-403f-45eb-97c3-f21c87cbaac7');\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-57de3de6-b045-447d-a187-41bf65f854f7\">\n",
+              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-57de3de6-b045-447d-a187-41bf65f854f7')\"\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-57de3de6-b045-447d-a187-41bf65f854f7 button');\n",
+              "      quickchartButtonEl.style.display =\n",
+              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "    })();\n",
+              "  </script>\n",
+              "</div>\n",
+              "\n",
+              "    </div>\n",
+              "  </div>\n"
+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "variable_name": "world"
+            }
+          },
+          "metadata": {},
+          "execution_count": 48
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(nybb.crs)\n",
+        "print(world.crs)\n"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "C5sW4-SICe35",
+        "outputId": "2d57ad2b-579e-409a-f2cf-00a4c59fc044"
+      },
+      "execution_count": 50,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "EPSG:2263\n",
+            "EPSG:4326\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "world.crs"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "t7GCRW0DC3k9",
+        "outputId": "4b1f6ef9-1c34-46f0-9927-e7fc3219243d"
+      },
+      "execution_count": 51,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "<Geographic 2D CRS: EPSG:4326>\n",
+              "Name: WGS 84\n",
+              "Axis Info [ellipsoidal]:\n",
+              "- Lat[north]: Geodetic latitude (degree)\n",
+              "- Lon[east]: Geodetic longitude (degree)\n",
+              "Area of Use:\n",
+              "- name: World.\n",
+              "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
+              "Datum: World Geodetic System 1984 ensemble\n",
+              "- Ellipsoid: WGS 84\n",
+              "- Prime Meridian: Greenwich"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 51
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "#global and local CRS"
+      ],
+      "metadata": {
+        "id": "bYqxMI-_DJaZ"
+      },
+      "execution_count": 52,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [],
+      "metadata": {
+        "id": "Yd_asY8ZDP14"
+      },
+      "execution_count": null,
+      "outputs": []
+    }
+  ],
+  "metadata": {
+    "colab": {
+      "name": "scratchpad",
+      "provenance": [],
+      "include_colab_link": true
+    },
+    "kernelspec": {
+      "display_name": "Python 3",
+      "name": "python3"
+    }
+  },
+  "nbformat": 4,
+  "nbformat_minor": 0
+}
\ No newline at end of file