CardioGoodFitness.ipynb

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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns \n",
        "from matplotlib import pyplot as plt"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "mydata=pd.read_csv(\"https://raw.githubusercontent.com/Premalatha-success/Datasets/main/CardioGoodFitness-1.csv\")"
      ],
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        "id": "nX4pzpK4VZAE"
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      "execution_count": 3,
      "outputs": []
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        "mydata.shape"
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      "execution_count": 10,
      "outputs": [
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            "text/plain": [
              "(180, 9)"
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          "execution_count": 10
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        "mydata.columns"
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        "outputId": "80da5893-d3b3-425c-8c91-13ae10bf8001"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['Product', 'Age', 'Gender', 'Education', 'MaritalStatus', 'Usage',\n",
              "       'Fitness', 'Income', 'Miles'],\n",
              "      dtype='object')"
            ]
          },
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        "mydata.info()"
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          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 180 entries, 0 to 179\n",
            "Data columns (total 9 columns):\n",
            " #   Column         Non-Null Count  Dtype \n",
            "---  ------         --------------  ----- \n",
            " 0   Product        180 non-null    object\n",
            " 1   Age            180 non-null    int64 \n",
            " 2   Gender         180 non-null    object\n",
            " 3   Education      180 non-null    int64 \n",
            " 4   MaritalStatus  180 non-null    object\n",
            " 5   Usage          180 non-null    int64 \n",
            " 6   Fitness        180 non-null    int64 \n",
            " 7   Income         180 non-null    int64 \n",
            " 8   Miles          180 non-null    int64 \n",
            "dtypes: int64(6), object(3)\n",
            "memory usage: 12.8+ KB\n"
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        "mydata.isnull().sum()"
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            "text/plain": [
              "Product          0\n",
              "Age              0\n",
              "Gender           0\n",
              "Education        0\n",
              "MaritalStatus    0\n",
              "Usage            0\n",
              "Fitness          0\n",
              "Income           0\n",
              "Miles            0\n",
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        "mydata.describe()"
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              "              Age   Education       Usage     Fitness         Income  \\\n",
              "count  180.000000  180.000000  180.000000  180.000000     180.000000   \n",
              "mean    28.788889   15.572222    3.455556    3.311111   53719.577778   \n",
              "std      6.943498    1.617055    1.084797    0.958869   16506.684226   \n",
              "min     18.000000   12.000000    2.000000    1.000000   29562.000000   \n",
              "25%     24.000000   14.000000    3.000000    3.000000   44058.750000   \n",
              "50%     26.000000   16.000000    3.000000    3.000000   50596.500000   \n",
              "75%     33.000000   16.000000    4.000000    4.000000   58668.000000   \n",
              "max     50.000000   21.000000    7.000000    5.000000  104581.000000   \n",
              "\n",
              "            Miles  \n",
              "count  180.000000  \n",
              "mean   103.194444  \n",
              "std     51.863605  \n",
              "min     21.000000  \n",
              "25%     66.000000  \n",
              "50%     94.000000  \n",
              "75%    114.750000  \n",
              "max    360.000000  "
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              "      <th>25%</th>\n",
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              "      <th>50%</th>\n",
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              "      <th>75%</th>\n",
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            "text/plain": [
              "               count unique        top freq          mean           std  \\\n",
              "Product          180      3      TM195   80           NaN           NaN   \n",
              "Age            180.0    NaN        NaN  NaN     28.788889      6.943498   \n",
              "Gender           180      2       Male  104           NaN           NaN   \n",
              "Education      180.0    NaN        NaN  NaN     15.572222      1.617055   \n",
              "MaritalStatus    180      2  Partnered  107           NaN           NaN   \n",
              "Usage          180.0    NaN        NaN  NaN      3.455556      1.084797   \n",
              "Fitness        180.0    NaN        NaN  NaN      3.311111      0.958869   \n",
              "Income         180.0    NaN        NaN  NaN  53719.577778  16506.684226   \n",
              "Miles          180.0    NaN        NaN  NaN    103.194444     51.863605   \n",
              "\n",
              "                   min       25%      50%      75%       max  \n",
              "Product            NaN       NaN      NaN      NaN       NaN  \n",
              "Age               18.0      24.0     26.0     33.0      50.0  \n",
              "Gender             NaN       NaN      NaN      NaN       NaN  \n",
              "Education         12.0      14.0     16.0     16.0      21.0  \n",
              "MaritalStatus      NaN       NaN      NaN      NaN       NaN  \n",
              "Usage              2.0       3.0      3.0      4.0       7.0  \n",
              "Fitness            1.0       3.0      3.0      4.0       5.0  \n",
              "Income         29562.0  44058.75  50596.5  58668.0  104581.0  \n",
              "Miles             21.0      66.0     94.0   114.75     360.0  "
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              "      <th>Education</th>\n",
              "      <td>180.0</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>15.572222</td>\n",
              "      <td>1.617055</td>\n",
              "      <td>12.0</td>\n",
              "      <td>14.0</td>\n",
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              "      <td>16.0</td>\n",
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              "      <th>MaritalStatus</th>\n",
              "      <td>180</td>\n",
              "      <td>2</td>\n",
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              "      <td>107</td>\n",
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              "      <th>Usage</th>\n",
              "      <td>180.0</td>\n",
              "      <td>NaN</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>3.455556</td>\n",
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              "      <td>3.0</td>\n",
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              "      <td>4.0</td>\n",
              "      <td>7.0</td>\n",
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              "    <tr>\n",
              "      <th>Fitness</th>\n",
              "      <td>180.0</td>\n",
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              "      <th>Income</th>\n",
              "      <td>180.0</td>\n",
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              "      <td>58668.0</td>\n",
              "      <td>104581.0</td>\n",
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              "    <tr>\n",
              "      <th>Miles</th>\n",
              "      <td>180.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>103.194444</td>\n",
              "      <td>51.863605</td>\n",
              "      <td>21.0</td>\n",
              "      <td>66.0</td>\n",
              "      <td>94.0</td>\n",
              "      <td>114.75</td>\n",
              "      <td>360.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-22e1585d-6d9c-40a4-89bf-29608927892a')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      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",
              "    [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-22e1585d-6d9c-40a4-89bf-29608927892a 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-22e1585d-6d9c-40a4-89bf-29608927892a');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot(x=\"Product\",data=mydata)"
      ],
      "metadata": {
        "id": "9GZj3djUY-4M",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "outputId": "2813ae2a-3b70-49e2-aae7-62acf21226fa"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='Product', ylabel='count'>"
            ]
          },
          "metadata": {},
          "execution_count": 22
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot(x=\"Gender\",data=mydata)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "XBRRYsc2BzdU",
        "outputId": "f5affcf4-fd13-4ca0-f3ca-f67e2be224c8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='Gender', ylabel='count'>"
            ]
          },
          "metadata": {},
          "execution_count": 23
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot(x=\"MaritalStatus\",data=mydata)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "GcsymqfBKRUV",
        "outputId": "5ce2a193-f723-42cd-8d3e-e20a12388826"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='MaritalStatus', ylabel='count'>"
            ]
          },
          "metadata": {},
          "execution_count": 26
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot(x=\"Product\",hue=\"Gender\",data=mydata)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "TgOfY0gjKXe0",
        "outputId": "5034562e-8743-43e0-aa12-1c3f386dad3a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='Product', ylabel='count'>"
            ]
          },
          "metadata": {},
          "execution_count": 28
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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hZmaFk+9VPU+lXYiZmRVGvlf1fEDuKh6AHkB34KOIOCCtwszMLB35HvH3ahpOHql4DnBCWkWZmVl6Otw7Z+Q8CIzd3nySviDpSUkvS1op6eqk/RBJiyWtTv49uHOlm5lZZ+R7que8FqN7kbuuf9MOFmsEvhURL0rqBdRJWgx8A3g8In4k6XrgeuA7Ha7czMw6Jd+rer7aYriR3EPSz9neAhGxFlibDH8gaRW5Hj3PAaqS2e4GanDwm5kVTL7n+P/bzqxE0gDgWGApcFjyRwHgr8Bh7SwzBZgC0K9fv51ZvZmZtZDvg1jKJC2UtC55LZBUluey+wMLgGkR8X7LaUkXEG12AxERsyKiIiIqSktL81mVmZnlId8fd+8CFpHrl/9w4P8kbdslqTu50L83Ih5Imt+W1DeZ3hdY19Gizcys8/IN/tKIuCsiGpPXXGC7h+HJZZ+zgVUR8dMWkxYB1clwNfBQB2s2M7OdkG/wb5B0saRuyetiYMMOljkZ+DowWtLy5DUe+BEwRtJq4PRk3MzMCiTfq3omA3cCt5M7J//v5C7LbFdEPMtnj2ps7bQ812tmZrtYvsF/E1AdEX+D3E1YwG3k/iCYmVkXku+pnhFNoQ8QEe+SuzzTzMy6mHyDf6+WXSskR/z5flswM7PdSL7h/RNgiaTfJOP/ANySTklmZpamfO/c/ZWkWmB00nReRLycXllmZpaWvE/XJEHvsDcz6+I63C2zmZl1bQ5+M7OMcfCbmWWMg9/MLGMc/GZmGePgNzPLGAe/mVnGOPjNzDLGwW9mljEOfjOzjHHwm5llTGrBL2mOpHWS6lu03SjprVaPYjQzswJK84h/LjCujfbbI6I8eT2S4vrNzKwNqQV/RDwNvJvW+5uZWecU4xz/FZJWJKeCDm5vJklTJNVKql2/fn0h6zMz26MVOvhnAl8EyoG15J7s1aaImBURFRFRUVpaWqDyzMz2fAUN/oh4OyK2RMRW4JdAZSHXb2ZmBQ5+SX1bjJ4L1Lc3r5mZpSPvRy92lKT7gCqgj6Q1wA1AlaRyIIAGYGpa6zczs7alFvwRcWEbzbPTWp+ZmeXHd+6amWWMg9/MLGMc/GZmGePgNzPLGAe/mVnGOPjNzDLGwW9mljEOfjOzjHHwm5lljIPfzCxjHPxmZhnj4DczyxgHv5lZxjj4zcwyxsFvZpYxDn4zs4xx8JuZZUxqwS9pjqR1kupbtB0iabGk1cm/B6e1fjMza1uaR/xzgXGt2q4HHo+Io4HHk3EzMyug1II/Ip4G3m3VfA5wdzJ8NzAxrfWbmVnbCn2O/7CIWJsM/xU4rL0ZJU2RVCupdv369YWpzswsA4r2425EBBDbmT4rIioioqK0tLSAlZmZ7dkKHfxvS+oLkPy7rsDrNzPLvEIH/yKgOhmuBh4q8PrNzDIvzcs57wOWAIMkrZH0TeBHwBhJq4HTk3EzMyugvdN644i4sJ1Jp6W1TjMz2zHfuWtmljEOfjOzjHHwm5lljIPfzCxjHPxmZhnj4DczyxgHv5lZxjj4zcwyxsFvZpYxDn4zs4xJrcsGM7Pd3Rs3DS92CR3W759e2un38BG/mVnGOPjNzDLGwW9mljEOfjOzjHHwm5lljIPfzCxjinI5p6QG4ANgC9AYERXFqMPMLIuKeR3/qRHxThHXb2aWST7VY2aWMcUK/gAek1QnaUpbM0iaIqlWUu369esLXJ6Z2Z6rWMH/9xExEjgTuFzSV1rPEBGzIqIiIipKS0sLX6GZ2R6qKMEfEW8l/64DFgKVxajDzCyLCh78kvaT1KtpGDgDqC90HWZmWVWMq3oOAxZKalr/ryPi0SLUYWaWSQUP/oj4C/DlQq/XzMxyfDmnmVnGOPjNzDLGwW9mljEOfjOzjHHwm5lljIPfzCxjHPxmZhnj4DczyxgHv5lZxjj4zcwyxsFvZpYxDn4zs4xx8JuZZYyD38wsYxz8ZmYZ4+A3M8sYB7+ZWcYUJfgljZP0qqQ/Sbq+GDWYmWVVMR623g2YAZwJDAUulDS00HWYmWVVMY74K4E/RcRfIuI/gXnAOUWow8wskxQRhV2hdD4wLiIuSca/DhwfEVe0mm8KMCUZHQS8WtBCC6sP8E6xi7BO8b7r2vb0/dc/IkpbN+5djEryERGzgFnFrqMQJNVGREWx67CO877r2rK6/4pxquct4AstxsuSNjMzK4BiBP8LwNGSBkrqAVwALCpCHWZmmVTwUz0R0SjpCuD/At2AORGxstB17GYycUprD+V917Vlcv8V/MddMzMrLt+5a2aWMQ5+M7OMcfDvJEm9JS1PXn+V9FaL8ZB0T4t595a0XtLDyfhgSUskfSrp2lbve7WkekkrJU1r0X5jq3WML9jG7oF2Zv+1aD9OUmNyj0pT263J/quXNKlF+2mSXkze/1lJRxVmS/c8O/nZu67FvPWStkg6JJnW3mevXNIfkmVqJVUWfKN3lYjwaxe9gBuBa1uMfwgsB/ZNxs9Mxh9Oxg8FjgNuabXcMUA90JPcD/C/B45qax1+FW//JW3dgCeAR4Dzk7azgMXJvtuP3JVsByTTXgOGJMP/CMwt9nbvCa/O7LsW834VeCIZ3t5n7zHgzGR4PFBT7O3u7MtH/Ol7hFwQAFwI3Nc0ISLWRcQLwOZWywwBlkbExxHRCDwFnFeIYm0b7e6/xJXAAmBdi7ahwNMR0RgRHwErgHHJtAAOSIYPBP5fGkUbsON9RxvTtvfZ22P2nYM/ffOACySVACOApXksUw/8l+SrbE9yRxctb3q7QtIKSXMkHbzrS7YW2t1/ko4AzgVmtlrmj8A4ST0l9QFO5bP9dwnwiKQ1wNeBH6Vcf5bt8LOXfL7GkfvjDdv/7E0DfizpTeA24Lvplp8eB3/KImIFMIDcUcUjeS6zCriV3FfLR8l9Rd2STJ4JfBEoB9YCP9mV9drn7WD//QvwnYjY2mqZx5J5/53ckeQSPtt/1wDjI6IMuAv4aVq1Z12en72vAs9FxLvJMtv77P134JqI+AK5/Tg7rdrT5uAvjEXkjhDa+6q5jYiYHRGjIuIrwN/InRsmIt6OiC1J2PySXG+nlq729l8FME9SA3A+8K+SJgJExC0RUR4RYwABr0kqBb4cEU1HnvcDJxWg/izb0WfvgtbT2vvsAdXAA8nwb+jCn73dtpO2Pcwc4L2IeElSVT4LSDo0ItZJ6kfuHOMJSXvfiFibzHYuua+mlq42919EDGwaljSX3A+HDybPnDgoIjZIGkHuNMNjyawHSvpSRLwGjAFWFWgbsqrdz56kA4FTgItbtbf52SN3Tv8UoAYYDaxOtfIUOfgLICLWAHe0bpf0d0AtuR+MtiaXjg2NiPeBBZJ6k/vh9/KIeC9Z7J8llZP7oakBmJp2/VnX3v7bju7AM5IA3gcuTn4oRNKl5PbtVnJHk5N3cbnWwg723bnAY8kP8C2199m7FPiZpL2BTXzWbXyX4y4bzMwyxuf4zcwyxsFvZpYxDn4zs4xx8JuZZYyD38wsYxz8lklJb4xNPTP+Jrk9v7PvVSOpww/slnSQpH/s7HrNOsvBb1n1SXJn7THAfwKXtZyYXKudtoPI9dBpVlAOfjN4BjhKUpWkZyQtAl6WVCLpLkkvSVom6VQASftKmidplaSFwL5NbyTpwxbD5yd39CLpMEkLJf0xeZ1EroO2LybfPH5cyA22bPOdu5ZpyZH9meQ65AIYCRwTEf8h6VtARMRwSYOBxyR9iVxnXR9HxJCkS4YX81jVHcBTEXFu0qXD/sD1ybrKd/FmmW2Xj/gtq/aVtJxclxlv8FlPi89HxH8kw38P3AMQEa8ArwNfAr7Son0Fuf72d2Q0SffNSSd7G3fNZph1nI/4Las+aX2knfSt07rflo5q2QdKyU6+l1kqfMRv1r5ngIsAklM8/YBXgaeBryXtx5DrfbPJ25KGSNqLXCdgTR4nd4oISd2SniE/AHqlvRFmrTn4zdr3r8Bekl4i13f+NyLiU3KnbPaXtAq4Cahrscz1wMPkHsKytkX71cCpyXvVkeuFdQPwXHJJqX/ctYJx75xmZhnjI34zs4xx8JuZZYyD38wsYxz8ZmYZ4+A3M8sYB7+ZWcY4+M3MMub/Axx4pBrp9GnUAAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.countplot(x=\"Product\",hue=\"MaritalStatus\",data = mydata)"
      ],
      "metadata": {
        "id": "dHD3CarIKsKA",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 299
        },
        "outputId": "c1193dfc-d5fa-48d6-a60a-ec17d6cbd4ed"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='Product', ylabel='count'>"
            ]
          },
          "metadata": {},
          "execution_count": 12
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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R+JnAD+KqQURE6oq1jd/MMsysBNgAzAPeAT5198polrVA9zhrEBGRPcUa/O6+y93zgGzgJOC4ZJc1s4vMrMjMijZu3BhXiSIiwUnJVT3u/inwv8DJQHszq7pxLBtY18Ay09w9393zs7KyUlGmiEgQ4ryqJ8vM2kevWwODgZUk/gGMiGYrBJ6KqwYREakrzi4bugIzzSyDxD+YP7v7XDMrA2ab2RTgdeC+GGsQEZFaYgt+d18OnFDP+DUk2vtFRCQNdOeuiEhgFPwiIoFR8IuIBEbBLyISmKSC38zmJzNOREQOfnu9qsfMMoGvAJ3NrANg0aSvoq4WRESapX1dznkxcAXQDSjmy+D/DJgaX1kiIhKXvQa/u/8O+J2ZXebud6aoJhERiVFSN3C5+51mdgrQs+Yy7t78nmwuIhK4pILfzB4EvgGUALui0Q4o+EVEmplku2zIB3Lc3eMsRkRE4pfsdfwrgH+JsxAREUmNZM/4OwNlZraUxLN0AXD34bFUJSIisUk2+CfFWYSIiKROslf1vBx3ISIikhrJXtWzhcRVPACHAy2BL9z9q3EVJiIi8Uj2jL9d1WszM+D7wMC4ihIRkfg0undOT3gSGNL05YiISNySber5YY3Bw0hc1789lopERCRWyV7V870aryuBchLNPSIi0swk28b/k7gLERGR1Ei2qScbuBM4NRq1EJjo7mvjKkzC1O+a5tX90xPt9j2PyMEm2S93pwNPk+iXvxvwTDRORESamWSDP8vdp7t7ZfQzA8iKsS4REYlJssG/yczGmFlG9DMG2BRnYSIiEo9kg38s8CPgQ6ACGAH8e0w1iYhIjJK9nHMyUOjunwCYWUfgFhL/EEREmqX3J/dJdwmN0uP6N5pkPcme8edWhT6Au38MnNAkFYiISEolG/yHmVmHqoHojD/ZTwsiInIQSTa8/wdYYmaPRMMjgRvjKUlEROKU7J27D5hZEXBGNOqH7l4WX1kiIhKXpJtroqBX2IuINHON7pZZRESaNwW/iEhgFPwiIoGJLfjN7Gtm9r9mVmZmfzezidH4jmY2z8xWR7877GtdIiLSdOI8468E/svdc0g8n/dSM8sBrgXmu/s3gfnRsIiIpEhswe/uFe6+LHq9BVgJdCfx5K6Z0WwzgR/EVYOIiNSVkjZ+M+tJoouHV4Eu7l4RTfoQ6JKKGkREJCH24DeztsBjwBXu/lnNae7ugDew3EVmVmRmRRs3boy7TBGRYMQa/GbWkkToP+zuj0ej15tZ12h6V2BDfcu6+zR3z3f3/KwsPfNFRKSpxHlVjwH3ASvd/dYak54GCqPXhcBTcdUgIiJ1xdnD5qnAhcAbZlYSjfsZcDPwZzMbB7xH4gEvIiKSIrEFv7svAqyByWfGtV0REdk73bkrIhIYBb+ISGAU/CIigVHwi4gERsEvIhIYBb+ISGAU/CIigYnzBi4RCUi/ax5IdwmN9kS7dFeQHjrjFxEJjIJfRCQwCn4RkcAo+EVEAqPgFxEJjIJfRCQwCn4RkcAo+EVEAqPgFxEJjIJfRCQwCn4RkcAo+EVEAqPgFxEJjIJfRCQwCn4RkcAo+EVEAqPgFxEJjIJfRCQwCn4RkcAo+EVEAqPgFxEJjIJfRCQwCn4RkcAo+EVEAqPgFxEJjIJfRCQwsQW/md1vZhvMbEWNcR3NbJ6ZrY5+d4hr+yIiUr84z/hnAGfXGnctMN/dvwnMj4ZFRCSFYgt+d38F+LjW6O8DM6PXM4EfxLV9ERGpX6rb+Lu4e0X0+kOgS4q3LyISvLR9uevuDnhD083sIjMrMrOijRs3prAyEZFDW6qDf72ZdQWIfm9oaEZ3n+bu+e6en5WVlbICRUQOdakO/qeBwuh1IfBUircvIhK8OC/nnAUsAY41s7VmNg64GRhsZquB70TDIiKSQi3iWrG7j25g0plxbVNERPZNd+6KiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEpi0BL+ZnW1mb5nZ22Z2bTpqEBEJVcqD38wygN8D3wVygNFmlpPqOkREQpWOM/6TgLfdfY277wBmA99PQx0iIkFKR/B3Bz6oMbw2GiciIinQIt0FNMTMLgIuigY/N7O30llPnI6CzsBH6a4jaTdYuis4aDS7Ywc6fjU0u+PX+GN3VH0j0xH864Cv1RjOjsbtwd2nAdNSVVQ6mVmRu+enuw5pPB275i3U45eOpp7XgG+aWS8zOxw4H3g6DXWIiAQp5Wf87l5pZhOAvwIZwP3u/vdU1yEiEqq0tPG7+7PAs+nY9kEqiCatQ5SOXfMW5PEzd093DSIikkLqskFEJDAK/gNkZp3MrCT6+dDM1tUYdjN7qMa8Lcxso5nNjYaPM7MlZvZPM7u61nonmtkKM/u7mV1RY/ykWtsYmrKdPcQcyLGrMb6/mVWa2Yga434dHbsVZjaqxvgzzWxZtP5FZnZ0avb00HSA771rasy7wsx2mVnHaFpD7708M/tbtEyRmZ2U8p1uKu6unyb6ASYBV9cY/hwoAVpHw9+NhudGw0cC/YEbay3XG1gBfIXE9zAvAkfXtw39pOfYReMygJdIfF81Ihp3DjAvOm5tSFzF9tVo2irg+Oj1JcCMdO/3ofKzP8evxrzfA16KXu/tvfcC8N3o9VBgQbr3e39/dMYfv2dJhAHAaGBW1QR33+DurwE7ay1zPPCqu29190rgZeCHqShW9tDgsYtcBjwGbKgxLgd4xd0r3f0LYDlwdjTNga9Gr48A/hFH0VJtX8ePeqbt7b13yBw/BX/8ZgPnm1kmkAu8msQyK4DTo4+yXyFxdlHzprcJZrbczO43sw5NX7JEGjx2ZtYdOBe4u9YypcDZZvYVM+sMDOLLYzceeNbM1gIXAjfHXH/o9vnei95fZ5P4Bw57f+9dAfzWzD4AbgGui7f8+Cj4Y+buy4GeJM4qkrqE1d1XAr8m8dHyeRIfUXdFk+8GvgHkARXA/zRlvfKlfRy724H/dvfdtZZ5IZr3/0icRS7hy2N3JTDU3bOB6cCtcdUuSb/3vgcsdvePo2X29t77f8CV7v41Esfyvrhqj5uCPzWeJnGG0NBHzTrc/T537+fu3wY+IdE+jLuvd/ddUeDcS6K3U4lPQ8cuH5htZuXACOAuM/sBgLvf6O557j4YMGCVmWUBfd296qxzDnBKCuoP3b7ee+fXntbQew8oBB6PXj9CM37vHbSdtB1i7gc+dfc3zKwgmQXM7Eh332BmPUi0MQ6Mxnd194potnNJfDSV+NR77Ny9V9VrM5tB4kvDJ6PnTbR3901mlkuiieGFaNYjzOwYd18FDAZWpmgfQtbge8/MjgD+FRhTa3y97z0Sbfr/CiwAzgBWx1p5jBT8KeDua4E7ao83s38Bikh8YbQ7unQsx90/Ax4zs04kvvi91N0/jRb7jZnlkfiiqRy4OO76Q9bQsduLlsBCMwP4DBgTfUmImf0HieO6m8SZ5NgmLldq2cfxOxd4IfoSvqaG3nv/AfzOzFoA2/my9+BmR3fuiogERm38IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfBLkKLeGKt6Znwkuj1/f9e1wMwa/dxWM2tvZpfs73ZF9peCX0K1Lbq7tjewA/jPmhOja7Xj1p5EL50iKaXgF4GFwNFmVmBmC83saaDMzDLNbLqZvWFmr5vZIAAza21ms81spZk9AbSuWpGZfV7j9Yjorl7MrIuZPWFmpdHPKSQ6aftG9Mnjt6ncYQmb7tyVoEVn9t8l0SEXwIlAb3d/18z+C3B372NmxwEvmNkxJDrr2urux0fdMixLYlN3AC+7+7lRtw5tgWujbeU18W6J7JXO+CVUrc2shESXGe/zZU+LS9393ej1acBDAO7+JvAecAzw7Rrjl5Poc39fziDqwjnqZG9z0+yGSOPpjF9Cta32mXbUv07tflsaq2YfKJkHuC6RWOiMX6RhC4EfA0RNPD2At4BXgAui8b1J9MBZZb2ZHW9mh5HoBKzKfBJNRJhZRtQz5BagXdw7IVKbgl+kYXcBh5nZGyT6z/93d/8niSabtma2EpgMFNdY5lpgLokHsVTUGD8RGBStq5hEL6ybgMXRJaX6cldSRr1ziogERmf8IiKBUfCLiARGwS8iEhgFv4hIYBT8IiKBUfCLiARGwS8iEhgFv4hIYP4/2+5ZFXr46x0AAAAASUVORK5CYII=\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "mydata.hist(figsize=(10,20))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "YJ1TD1bjYLEK",
        "outputId": "ee9e537f-e9d8-401b-b7d0-2f5ff5ffd4b6"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<AxesSubplot:title={'center':'Age'}>,\n",
              "        <AxesSubplot:title={'center':'Education'}>],\n",
              "       [<AxesSubplot:title={'center':'Usage'}>,\n",
              "        <AxesSubplot:title={'center':'Fitness'}>],\n",
              "       [<AxesSubplot:title={'center':'Income'}>,\n",
              "        <AxesSubplot:title={'center':'Miles'}>]], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 13
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x1440 with 6 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(x=\"Product\",y=\"Age\",data=mydata)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 296
        },
        "id": "w9z8DD7UaltI",
        "outputId": "47c8efcf-a262-4b7e-8263-c50effa1c522"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='Product', ylabel='Age'>"
            ]
          },
          "metadata": {},
          "execution_count": 14
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pd.crosstab(mydata['Product'],mydata['Gender'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 174
        },
        "id": "VqJNwJ66oEO0",
        "outputId": "768039aa-8fec-4ac9-835f-34fc50f1c25d"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Gender   Female  Male\n",
              "Product              \n",
              "TM195        40    40\n",
              "TM498        29    31\n",
              "TM798         7    33"
            ],
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              "      <th>Female</th>\n",
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              "      <th>Product</th>\n",
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              "      <th></th>\n",
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              "      <th>TM195</th>\n",
              "      <td>40</td>\n",
              "      <td>40</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>TM498</th>\n",
              "      <td>29</td>\n",
              "      <td>31</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>TM798</th>\n",
              "      <td>7</td>\n",
              "      <td>33</td>\n",
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              "      border: none;\n",
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              "\n",
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              "        const buttonEl =\n",
              "          document.querySelector('#df-3c3e0727-4b45-4e2c-9d3b-49fe23b22a52 button.colab-df-convert');\n",
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              "\n",
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              "          const element = document.querySelector('#df-3c3e0727-4b45-4e2c-9d3b-49fe23b22a52');\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",
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              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 20
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.pairplot(mydata,diag_kind='kde')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "PidwNytVoaQZ",
        "outputId": "93b76578-1f88-47a5-b046-920811d37452"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.PairGrid at 0x7ff393f484c0>"
            ]
          },
          "metadata": {},
          "execution_count": 21
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x1080 with 42 Axes>"
            ],
            "image/png": 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          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        " "
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "cxFOI2fvpCLR",
        "outputId": "cb38ff0b-e755-48e5-e370-f41ac1a334a5"
      },
      "execution_count": 26,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                Age  Education     Usage   Fitness    Income     Miles\n",
              "Age        1.000000   0.280496  0.015064  0.061105  0.513414  0.036618\n",
              "Education  0.280496   1.000000  0.395155  0.410581  0.625827  0.307284\n",
              "Usage      0.015064   0.395155  1.000000  0.668606  0.519537  0.759130\n",
              "Fitness    0.061105   0.410581  0.668606  1.000000  0.535005  0.785702\n",
              "Income     0.513414   0.625827  0.519537  0.535005  1.000000  0.543473\n",
              "Miles      0.036618   0.307284  0.759130  0.785702  0.543473  1.000000"
            ],
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-83d12991-c77e-4dc0-8372-642309785aab 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-83d12991-c77e-4dc0-8372-642309785aab');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.heatmap(corr,annot=True,cmap=\"YlGnBu\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 286
        },
        "id": "wvDPKI6NpIBQ",
        "outputId": "b4cc9bf8-8d31-4539-e419-8438b18d9e65"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:>"
            ]
          },
          "metadata": {},
          "execution_count": 27
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ],
            "image/png": 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CEdkiIttF5KHjLG8pIj+KyGoRWSciF9W0Ti0KSinlTTap3a0GIuIH/AsYBXQErheRjkeFPQp8YYzpAVwHvFFjenV+QUoppU6d1PJWs77AdmPMTmNMBfAZcPlRMQaIsO5HAvtqWqmOKSillDfV39FHzYDqx/VmAv2OinkS+F5ExgFNgPNrWqm2FJRSypv8pFY3ERkrIiur3caewrNdD7xvjGkOXAR8JDVcJFpbCkop5U21bCkYY94G3j5JyF6gRbXp5ta86m4BLrTWt0REgoGmQO6JVqotBaWU8iaR2t1qtgJoJyKtRCQQ10Dy9KNidgPDXU8rZwPBQN7JVqotBaWU8qZ62hU3xthF5C5gNuAHvGeMSRORp4CVxpjpwF+Ad0TkPlyDzjcbY8zJ1qtFQSmlvKkeT3NhjJkFzDpq3uPV7m8EBtVlnVoUlFLKi8yZfpoLEXEA66vN+swY8/xRMUOA+40xl9RXYtY6K4wxi63p24HDxpgP6+s5TlXa8k188fo0jMMw6OJ+XPB7z6O8fvjiJxbNWoqfn42wyDBueOA6YhNjAPhq8nQ2LN2IMYYOvdpzzbgrEB+fIGvyS7cxangP8vKL6T3iAZ/mcjzZa9NY89EUjNPQashAOlx2wXHjMpevZukr7zDs6QeJaZ3i5Swhd10aG/77BcZpaHneINpdevw89634hVWvvcPgJx8iqnUKFQdLWPn6OxTt3EWLwf3pcuN1Xsn3vJbRPD64LX4ifL4xizd/OfaspRe3jePevikYA5vyS7jn+800Cw/irVGdsIngbxM+WLeXj9OyvJLzlhWbmDH5K4zD0GdUf4Zc6/nZW/rNIpbMWIjNJgSGBHHlPdeSkJLIoeJDfPz0f8jcupteI/py+V1XeSXf4/oVnBCv1BjTvaETOY4hQAmwGMAYM9kHORzD6XDy2StfcvdLtxMdF8Xzt0+i68DOJKUmumNatGvGw5PHExgcyPyvFzHtrRmMeeImdmxIZ8eGdB79t+uLd8Ldr7Jt7Q7O6t7WVy8HgI+mzGfyB7N5d9IdPs3jeIzTyer3P2fww3cTGhPF3MdeILlnVyKaJ3nEVZaWsf27H4lpk+qzPNd/+Bn9H7ibkJhoFjzxPIk9uxLezDNPe2kZ6d//SFS1PG2BAbS/8lIO7t3Hwcwaf1tUL2wCT53Xjj9+vY7sknKmX9OTOen5bC887I5JjQzhjl4tGP3lGorL7cSGBACQe6iCK6eupsJpCA2w8f31fZiTkU/uoYoGzdnpcPL1v6Zyy3N/JrJpFK+Pm8jZ/TuTkFL12es+tBf9L3H1lmxcsoGZb/2PPz17OwGB/oy86SKyM7LIyfBOATuhxl0TTn3IwzrnxmYR+QW4str8J0Xk/mrTG0Qk1bp/o3X+jbUi8pE171IRWWadm+MHEUmw4m8H7hORNSIyuPp6RaS7iCy11jVNRKKt+T+JyAsislxEtorI4FN9fSeSsXk3cclNiUtuin+AP72H9WDtog0eMe17tCMwOBCA1h1TKMwrOrItqKywY7fbsVfacdgdhEeH13eKdbZo+WYKikp8ncZxFezIICwhjrD4ptj8/WnRvxf7Vq09Ji5t6gzaXzoCW2CAD7KEwh0ZNImPo0l8HDZ/f5L79yb7l2Pz3PzldNpePBK/gKo8/YOCiG3f1mNeQ+ueEMGuA6XsKS6j0mmYsS2Xka1jPWKu65TEh+v3UVxuByC/tBKASqehwukaqwz0s3ltx3fPll3EJjclNsn12es2pAcbl6z3iAluEuy+X1FW7v4CDgwOIrVza/wDG0GPeT2d5qKh1GYLhYjImmrTzwFfA+8Aw4DtwOc1rUREOuE6D8dAY8x+EYmxFi0E+htjjIiMAR4wxvxFRCYDJcaYCdbjh1db3YfAOGPMfGuk/Qng3iOvyRjT1zrx0xPU4hd8dVG0v4jo+Cj3dHRcJOmbdp8wftGsZXTqdzYArTul0r5HWx4a/QQGGPK7c0hKSajP9H51SguKCImNdk+HxERTsCPDI6YwfTel+YUk9ejClpk/eDlDl7JCzzyDY6Ip2pHuEVOUsZvSgkISundhx6w53k7RQ0KTQPYdLHdPZ5WU0z0hwiOmdVQIAFNHd8dPhJeXZzB/dyEASWFBvHdJZ1IjQ3h28c4GbyUAFOcfIDKuahtHNo1iz+Zdx8Qtmb6ABV/9hKPSwa0v3tngedVZI+8+qk1LodQY073a7XOgA5BujNlmHd7031qsZxgwxRizH8AYU2DNbw7MFpH1wF+BTidbiYhEAlHGmPnWrA+Ac6uFfGX9vwpIPcE63L8U/Oa/39Yi9VOzbM5Kdm3Zw4hrhwGQuzeP7F05PDvlSZ6b8iRbVm9j27odDfb8vwXG6WTtx1/S9Q+jfZ3KSRmnk42fTKXT9T7sy64jP5vQKjKE66atZdzsTTw39CwiAl1Xd8sqKWfUZ6s477/LGd0hgaYhvmmhHc+AywbzwPuPMeqWS5n3yfe+TudY9XfuowbRED9esx+13uATBVpeA143xnQBbqtFfE2O7P44OEFLyBjztjGmtzGm9yV/HFWnlUc1jaIwt8g9XZh3gKimkcfEbVq1he/+O4c/P3MLAVaTdc2C9bTqmEpwSBDBIUF06ns26WkZdXr+35qQmChK8wvd06UFhYREV21ve1k5xXv2Mf8fk5h1z6MUbE9n8T8nU7Dz2D3IhhQc7ZlnWUEhwdFRnnlm7mPxcxP5YfwjFO5IZ/nLb1Lk5TyPyDlUQXJ4kHs6KSyInEPlHjHZJeX8kLEfu9OQebCM9KJSUqNCPWJyD1WwNf8QfZKP/QzUt4jYSA7kVW3jA/uLiDjOZ++IrkN6kLZ4/QmX+4y/rXY3HznVZ94MpIpIG2v6+mrLMoCeACLSE2hlzZ8HXC0isdayI91HkVT9NPumaus5CBzT4W6MOQAUVhsvuAGYf3RcQ0np0ILcvXnsz8rHXmln5bzVdB3o2bjZsy2TTyZO4c/PjCGi2phBTHw0W9dux+Fw4LA72LZ2B4nafXRS0a1TKMnO5VDufpx2O3uWriKpV1f38oDQEC576yUueuUfXPTKP4hp24qBf7nd60cfRbVO4VBOLofzXHnuW7qSxB6eeV74xgTOn/gM5098hug2reh775+J8sFRUgBrc4pJjQyheXgwATbh0nbxzEnP94j5fud++jeLAiA62J9WUSHsLi4lsUkgQX6ur46IIH96J0eys6i0wXNu3r4l+Xv3U5Dt+uyt/Wk1Hft7XjN5/96qH+tuXr6Rps3iGjyvujJSu5uvnMqYwnfGmIeskzPNFJHDwAKqvsC/BG4UkTRgGbAVwPql3TPAfOsw19XAzbjO4jdFRApxFY4jRWQGMFVELgfGHZXTTcBkEQkFdgL/V/uXfHr8/Py47u7RvPbAWzidTgaO6kdyqyRmvPctLdu3oNugznw5eTrlpeW88+T7AEQnRHPHM2PoeV43tqzexj/+9CKI0KlPB7oOrIcLgZ+mD14bx+ABZ9M0Opzty17n6YlT+eDzn3ydFgA2Pz+633wtC154HeN0knreACKbJ5M2dQbRrVJIrlYgfMnm50fnG69j6YuvYYyTFucOJLx5Mpu/nEFUq5Yk9ux20sf/MP4R7KVlOO0Osletpf8Ddx9z5FJ9chh4/OftfHh5F/xE+GJjNtsKDnNf31TW5x7kh4x85u8uZHDLGOb8vjcOY3hu8U6Kyuyc0yKaRwa1dq/rndWZbMk/1GC5HuHn58dld47mvb9Nxul00ntkPxJSk/j+g1k0P6slHQd0ZvH0BWz/ZSt+/jZCwkK55v7fux///I1/p/xQOQ67nbQl67nl2T97HLnkNT4cRK4NqeEXz7968/bNOuM2wMX9P/J1CnUy/qsxvk6hzsodjfuDezxTV/j5OoU6mXTJ4ZqDGpkrUked9huj9W1f1uo7Z+dbo33yJmwEx2cppdRvSCNvKWhRUEopb2rk56bWoqCUUt7k17irghYFpZTyItPIf7ymRUEppbypcTcUtCgopZRX6UCzUkopN+0+Ukop5XamX2RHKaVU/THafaSUUspNi4JSSik3HVNQSinlpoekKqWUctOWQuM2LLmtr1OoszPtrKMTr3zX1ynUWcKtXjsbe71p2T2o5qBG5P7HDvg6hTq7oj5OUOzDC+jUxm++KCillDfpaS6UUkpVadwNBS0KSinlVdpSUEop5aa/U1BKKeWmRUEppdQRRs99pJRSyk3HFJRSSrlp95FSSim3xl0TtCgopZQ32fR3CkoppY7QoqCUUspNGvlAcyOvWUop9esiUrtb7dYlF4rIFhHZLiIPnSDmGhHZKCJpIvJJTev0aktBRFKBb4wxnavNexIoMcZM8GYudfXzz6t45pl3cDqdXH31CMaOvdpjeUVFJQ88MJG0tB1ERYUzadIDNG+eQGFhMXff/TwbNmzjiiuG8/jjt7sfc8MND5ObW0hwcCAA7733FLGxUQ3+WrLXprHmoykYp6HVkIF0uOyC48ZlLl/N0lfeYdjTDxLTOqXB86qtyS/dxqjhPcjLL6b3iAd8nY7beW1iefyCDviJ8PnqTN5cnHFMzMUdE7j33DYYYFPOQe6Ztp4BKdE8NrK9O6ZN0yaM+2od32/Ja9B8+8ZFcXfn1tgEZu7O4ePtez2WX9g8njs6ppJXVg7AVxnZzNydQ9uIJozv0pomAf44jeGjbZnM27e/QXM94twuiTx2Q0/8bMLnP+3krW82eSx/5A896H92PAAhgX7ERgTT4/avAEiKDeW5W/qSFBOCAW6Z8DN79x/ySt7V1VdDQUT8gH8BI4BMYIWITDfGbKwW0w54GBhkjCkUkfia1qvdR7XgcDh46qnJ/Oc/T5OQEMtVV41n2LB+tG3b0h0zZcr3RESEMWfO28yc+TMTJrzPyy8/SFBQIPfc8we2bdvNtm27jln3hAl/oUuXdl57LcbpZPX7nzP44bsJjYli7mMvkNyzKxHNkzziKkvL2P7dj8S0SfVabrX10ZT5TP5gNu9OusPXqbjZBJ668Gz++PEqsovLmD6mP3O25rG92pdOakwodwxqxej3l1NcZic21LUzsGRXIRe9sxSAyGB/5t81mJ935DdsvsB9XVozfmkaeaUVvD24GwuzC9hVUuoRN2/ffl7esNNjXpnDwbNrtpF5qIzYoEDePbcby3MLKbE7GjZnEZ68qTc3vfAj2QWlTHtqBHN/2cv2fcXumGc+Xu2+f+OIdnRMiXZPT7itP29MT2PRhhxCg1wFzRek/vpn+gLbjTE7AUTkM+ByYGO1mFuBfxljCgGMMbk1rbTRdB+JyN1WE2ed9eIQkb4iskREVovIYhFpb80PFZEvrPhpIrJMRHpby0Zaj/lFRKaISNjp5rZu3TZSUpJo0SKRwMAALr74XObOXeYRM2/eMq64YjgAF1wwiCVL1mKMITQ0mN69OxEUFHC6adSLgh0ZhCXEERbfFJu/Py3692LfqrXHxKVNnUH7S0dgC2wceVe3aPlmCopKfJ2Gh+7JkewqPMyeolIqnYYZadmMbO+5U3Zdj2Z8uGIPxWV2APIPVxyznovOTuCn7fspszsbNN+zo8PZe6iMrMPl2I1h7r48zkmMqdVjMw+VkXmoDID88goKyyuJ8sL7u1ubGHblHGRP3iEqHU6+Wbqb83s1O2H8pQNSmLHUtSPWNjkCf5uwaEMOAIfL7ZRVNGwRO5Hadh+JyFgRWVntNvaoVTUD9lSbzrTmVXcWcJaILBKRpSJyYU35NaaWwkNAK2NMuYhEWfM2A4ONMXYROR94FhgN3AEUGmM6ikhnYA2AiDQFHgXON8YcEpEHgfHAU6eTWE5OPomJTd3TCQmxrFu39ZiYpCRXjL+/H+HhTSgsLCYmJvKk6/7b317BZrMxcuRA7rjj2gYfhCotKCIktmrvKSQmmoIdGR4xhem7Kc0vJKlHF7bM/KFB8/m1SIgIZl9xmXs6q7iM7s08//atY5sAMPXmPviJ8PLPO5h/VIvg0k5JvLsso8HzbRocSG5pVVHKK6ugY1T4MXHnJcXSLTaCPSWlvJ6WTm6ZZyE7OyqMAJuw91DZMY+tbwnRIWQVHHZPZxeU0q3N8QtZcmwozeOasCTNtWPcKimc4sMVvHH3IJrHhbE4LZsXP1/nk9aCXy13xY0xbwNvn+bT+QPtgCFAc+BnEelijCk60QO83VI40V/AAOuAj0Xkj4Ddmh8JTBGRDcAkoJM1/xzgMwBjzAbrsQD9gY7AIhFZA9wEHNMZXr0Cv/3256f9ok7VhAn3M2PG63z88fOsWpXG11//6LNcjjBOJ2s//pKufxjt61R+dfxEaBUTynUfrmTctPU8d3EnIoKq9sviwgJpHx/W4F1HtbU4p4Br5q7k/+avYeX+Iv7Ww7ObMzYogEd6nMVza7ad8IPtK5f0b8l3y/e4v/T9bEKf9nE89+karnjie1rEhzH63FY+ya0eB5r3Ai2qTTe35lWXCUw3xlQaY9KBrbiKxAl5uyjkA9FHzYsB9gMX4xo06YlrwMQfeBr40RqYvhQIrmH9AswxxnS3bh2NMbccHWSMedsY09sY03vs2GtrTDohIZbs7KqBtJycfBISYo+JycpyxdjtDg4ePER0dESN6wUICwvlkkvOO6b10RBCYqIozS90T5cWFBISXbVHay8rp3jPPub/YxKz7nmUgu3pLP7nZAp2HjseoqrkFJeRHFH19kyKCCbnYLlHTPbBMn7YmofdacgsKiW94BCpMaHu5Zd0TGT2llzszob/it1fVkF8SKB7Oi440D2gfERxpZ1KK5dvduVwVmRVT2yovx8v9OvIO5t3sdFLXXk5haUkVdteiTEh5BSWHjf2kv5VXUfgalVs3F3EnrxDOJyGOav20in16K8i7xCRWt1qYQXQTkRaiUggcB0w/aiY/+FqJRzpSTkL2MlJeLUoGGNKgCwRGQYgIjHAhcBCoIUx5kfgQVwthDDr/yOV7+Zqq1oEXGOtoyPQxZq/FBgkIm2tZU1E5KzTzbtLl3ZkZOxjz55sKioqmTnzZ4YN6+sRM2xYP6ZNmwvA7NmL6N+/60n/sHa7g4IC1zVqKyvt/PTTCtq1a/gjfKJbp1CSncuh3P047Xb2LF1FUq+u7uUBoSFc9tZLXPTKP7jolX8Q07YVA/9ye6M6+qgxWruvmNSYUJpHhRBgEy7tlMicrZ5jet9vyaV/iqu7IzokgFYxTdhdVPWldlmnRGZsyPJKvpuLDtK8SQhJIUH4izA8OY5F2QUeMbHVxgkGJca4B6H9RXimdwdm78llfpb3WjXrdhaQmhhO87gmBPjZuKR/S+b+cvSOMbROCieySSC/bMv3eGxEaAAx4a7rWA/oGM/2vb65RrTYaneriTHGDtwFzAY2AV8YY9JE5CkRucwKmw3ki8hG4Efgr8aYk/7RfDGmcCPwLxGZaE3/HdgN/Cgikbj29l81xhSJyIvAByLyKDCz2jresOZvxDXukAYcMMbkicjNwKcicuQq5o/iajKdMn9/Px5//HbGjHkCh8PJ6NHn065dCq+88l86d27H8OH9uOqqEfz1rxMZMWIskZFhTJpUdajksGG3UFJymMpKOz/8sJT33nuK5OR4xox5gspKB06ngwEDunPNNSNPJ81asfn50f3ma1nwwusYp5PU8wYQ2TyZtKkziG6VQnK1AtFYffDaOAYPOJum0eFsX/Y6T0+cygef/+TTnBzG8Ph3m/nw9z3xE+GLtXvZlneI+85rw/qsYn7Ymsf8HfkMbh3LnNsH4jCG5+Zupai0EoDmkcEkRQSzdFdhDc9UX/nCyxt2MqF/J2wCs/bkklFSyp/at2RLUQmLcgoY3SqZQYkxOJyG4ko7z63ZBsDQ5KZ0i40gItCfC1u4BtOfW7Od7cUNe3inw2n4+4ereP+v52Gz2Zj680627S3m3is7sz69gLmr9wGuVsI3Sz1btk5jeO7TNXz00FBEYENGIZ//eNId5gZTn8OGxphZwKyj5j1e7b7BNa46vrbrFOOjw7JOh3V8boAxpkxE2gA/AO2NMccezlGjrWfcBnhk5Z6agxqRiVe+6+sU6izh1v/zdQp11rJ7E1+nUCd7vziz3scAOz667rS/0rt/vKBW3zlr/jDYJz99bkxHH9VFKK6WRQCulsUdp1YQlFLKuxr5mbPPzKJgjDkI9PZ1HkopVVeN/NRHZ2ZRUEqpM5UWBaWUUm7SyPuPtCgopZQXaUtBKaWUm15kRymllFsj7z3SoqCUUt6k3UdKKaXc6vF6Cg1Ci4JSSnmRthSUUkq5NfQ1U06XFgWllPIiPfpIKaWUWyNvKGhRqHAW1xzUyJQ7Gvm76ihn4hlHc975j69TqLPkl+/0dQp1IoftNQf9CukhqUoppdy0KCillHKzSeO+hIsWBaWU8iJ/bSkopZQ6QlsKSiml3HRMQSmllFsj/5mCFgWllPImbSkopZRyEx1TUEopdYQefaSUUspNjz5SSinlpmMKSiml3PToI6WUUm6/6ZaCiDiA9dVm/Q74xBgzUERSgYHGmE8aMof6snDBWl549iMcTidXXjWEMbde5rG8oqKSvz34Jhs3ZhAVFcZLE8fRrFkcAFu27OapJ/7NoZJSxCZ8NuVpgoICefXlL5j+9QKKiw+xfNV7DZZ77ro0Nvz3C4zT0PK8QbS79ILjxu1b8QurXnuHwU8+RFTrFCoOlrDy9Xco2rmLFoP70+XG6xosx6Od1yaWxy/ogJ8In6/O5M3FGcfEXNwxgXvPbYMBNuUc5J5p6xmQEs1jI9u7Y9o0bcK4r9bx/ZY8r+V+PJNfuo1Rw3uQl19M7xEP+DSXI/olRHFv19b4iTAjI4ePtmZ6LL+oZTx3dmlFXmk5AF/uzGJGRo57eai/H5+M6MnP+/KZuHanV3I+t3sSj/6pD3424Yu523lrWprH8kdu7kW/zgkAhAT5ExsZTM8bvwDgr3/swdBezQB4fcp6Zi3e5ZWcj/ZbH1MoNcZ0P2reQOv/VOD3QKMvCg6Hk2eefp+3//0wiQkxXHfNYwwd2pM2bZu7Y76a+hMRkU2YNXsi385cwqQJnzJh0t3Y7Q4efuANnnvhz7TvkEJR4UH8/V2b/bwhPbj+9yO4eNRfGix343Sy/sPP6P/A3YTERLPgiedJ7NmV8GZJHnH20jLSv/+RqDap7nm2wADaX3kpB/fu42DmvgbL8Wg2gacuPJs/fryK7OIypo/pz5yteWzff8gdkxoTyh2DWjH6/eUUl9mJDQ0EYMmuQi56ZykAkcH+zL9rMD/vyPda7ify0ZT5TP5gNu9OusPXqQCuLoz7u7XhnoUbyC2t4N9Du7MgK5+Mg6UecXMz8074hT+2Ywpr9h/wQrYuNpvw5K19uempuWTnH+arF0Yxd0Um2zOrcnjm/VXu+zeMak/HVtEADOnZjE6tY7j0LzMJDLDx8VMj+Xn1PkpKK72W/xGN/egjr3dviUiJdfd5YLCIrBGR+0TkZhH5SkS+E5FtIvJitceMFJElIvKLiEwRkTBr/vMislFE1onIBGve1SKyQUTWisjP9ZHz+nU7aNkygRYt4gkI9GfURf35cd4qj5gf563issvPBWDEBX1ZtjQNYwyLF63nrPYtad8hBYCo6HD8/FybvVv3dsTFR9dHiidUuCODJvFxNImPw+bvT3L/3mT/svaYuM1fTqftxSPxCwhwz/MPCiK2fVuPed7QPTmSXYWH2VNUSqXTMCMtm5Ht4z1iruvRjA9X7KG4zHVO/vzDFces56KzE/hp+37K7E6v5H0yi5ZvpqCopOZAL+kYE07moTL2HS7Hbgw/ZOYxOCm21o9vH9WEmKAAlucUNVySR+nWNpZd2QfZk1NCpd3JzIUZnN+n+QnjLz0nlW8WZgDQtkUkKzbm4nAaSssdbNlVyLk9kk742IZkE1Orm680dFEIsb7014jItKOWPQQsMMZ0N8ZMsuZ1B64FugDXikgLEWkKPAqcb4zpCawExotILHAF0MkY0xX4h7WOx4ELjDHdAM8+nlOUm1tAYmLVByYhIYacnELPmJxCEpNiAPD39yMsPJSiohJ2ZWQhwG1jnueaKx/hvXdn1EdKtVZWWERIbFXhCY6JpqywyCOmKGM3pQWFJHTv4tXcTiQhIph9xWXu6aziMhLCgzxiWsc2oVVsKFNv7sO0/+vLeW2O/UK7tFMS09OyGjzfM1FccCA5VrcQQF5pOXEhgcfEDWnWlA+H9+CZfh2It5YLMK5La17bkO6tdAFIiAkla/9h93R2wWESYkOPG5sc14TmCWEs2eDq7tqc4SoCwYF+RIcH0a9zAkmxTbyS99FsUrubr/ii++hk5hpjDgCIyEYgBYgCOgKLrAteBwJLgANAGfBvEfkG+MZaxyLgfRH5AvjqeE8iImOBsQD/evNhxoy9sm6vqg4cDierf9nKp1OeJjg4kDH/9ywdO7Wi/4DODfacdWGcTjZ+MpXut97k61TqxE+EVjGhXPfhShIjgvnixj5c+NZiistdLYe4sEDax4c1iq6jM9XC7ALmZOZR6TRc3iqRx3qdxbiFG7iydRJLsgvIKz22ddZYXDIohe+W7MLpdO1xL1ybRZe2sXzx7AUUFJezest+HE7f7I3/pgeaT0F5tfsOXPkJMMcYc/3RwSLSFxgOXAXcBQwzxtwuIv2Ai4FVItLLGOPxzWCMeRt4G6DCubLGd0Z8fAzZ2VWryMkpICHBs9snPiGa7CxXi8Jud1By8DBRUWEkJMTQq3cHoqPDARh8bnc2bczwWlEIjo6iNL+qVVNWUEhwdJR72l5WTnHmPhY/NxGA8gPFLH/5Tfre+2eiWqd4Jcej5RSXkRwR7J5Oiggm52C5R0z2wTLW7D2A3WnILColveAQqTGhrMtyXV71ko6JzN6Si91HH/zGLq+sgoSQqtZXXEjQMV/yxRVVl8uckZ7NnZ1TAegcE063phFc2TqJEH8/AmxCqd3Bm2kNO3CbU3CYpKZVLYPEmFBy8g8fN/aSQak88e5yj3lvfrmBN7/cAMDEeweRnuWbS/E29kNSfZnfQSC8FnFLgUEi0hZARJqIyFnWuEKkMWYWcB/QzVrexhizzBjzOJAHtDjdRDt3ac2uXdlkZuZSWWHn21lLGTK0l0fMkKE9mf61awhjzuzl9O3fCRFh4Dld2bZ1D6Wl5djtDlau2ESbNs1ON6Vai2qdwqGcXA7n7cdpt7Nv6UoSe3R1Lw8IDeHCNyZw/sRnOH/iM0S3aeXTggCwdl8xqTGhNI8KIcAmXNopkTlbcz1ivt+SS/8UV3dddEgArWKasLuoapD0sk6JzNigXUcnsqnwIM3DQkgKDcJfhPObx7Ewq8AjJja4aizpnORYMg66voD/vnIrV363ktGzV/L6+nS+3Z3b4AUBYN32fFKSwmke34QAfxsXn5PK3JWZx8S1bhZBRFggq7fsd8+z2YSoMFf3V/uUKDqkRLNwjW/eH/42U6ubr/iypbAOcIjIWuB9oPB4QcaYPBG5GfhURI7s2jyKq6h8LSLBuFoT461lL4lIO2veXODYUdU68vf342+P3sztY17A4XRyxZXn0bZdc15/dSqdOrdi6LBeXHnVEB5+8E0uumA8kZFNePGf4wCIjGzCDTeP4vqrH0NEGHxuN84d0gOAiS99wsyZiykrrWD4kLsYfdVQ7rhr9Omm68Hm50fnG69j6YuvYYyTFucOJLx5Mpu/nEFUq5Yk9ux20sf/MP4R7KVlOO0Osletpf8Ddx9z5FJ9cxjD499t5sPf98RPhC/W7mVb3iHuO68N67OK+WFrHvN35DO4dSxzbh+Iwxiem7uVIutIkuaRwSRFBLN013HfUj7xwWvjGDzgbJpGh7N92es8PXEqH3z+k8/ycRiYuGYHkwZ1xk/gm105pB88zJizW7K5qISFWQVc3SaZc5JicDihuLKSZ1Zu81m+AA6n4e/vruA/jw3HzyZMmbeDbXsOcM91XdmwvcBdIC4ZlMrMRRkej/X3Ez77x0gASkor+csri3zXfVSP6xKRC4FXAD/gXWPM8yeIGw1MBfoYY1aedJ3G/Lab17XpPmps/rbCN83eUzX1e3vNQY1Mzjv/8XUKddbj5Tt9nUKd5H6c4esU6mz7l3887RGBB5bPq9V3zot9h530uUTED9gKjAAygRXA9caYjUfFhQMzcY3H3lVTUWjs3VtKKfWrImJqdauFvsB2Y8xOY0wF8Blw+XHingZewHVgTo20KCillBfV9pBUERkrIiur3cYetapmwJ5q05nWPDcR6Qm0MMbMrG1+je3oI6WU+lWr7Z549aMkT4WI2ICJwM11eZwWBaWU8qJ6PLJoL55HVza35h0RDnQGfrJ+45UITBeRy042rqBFQSmlvKgef7y2AmgnIq1wFYPrcJ1PDgDrh8BNj0yLyE/A/TrQrJRSjYhfLW81McbYcf1odzawCfjCGJMmIk+JyCmf4kdbCkop5UX1ebI768e7s46a9/gJYofUZp1aFJRSyov03EdKKaXctCgopZRyC2jkI7laFJRSyot+65fjVEopVY12HymllHKrzeGmvvSbLwojvy2vOaiRyUhv7G8rTy27B9Uc1Mgkn2FnHAVYfe+/fJ1CnXSdeOZt4/qgLQWllFJuAT68gE5taFFQSikv0paCUkopNy0KSiml3LQoKKWUcvPT3ykopZQ6opH/oFmLglJKeZN/I68KWhSUUsqLtPtIKaWUmw40K6WUctOioJRSyk2LglJKKTc9zYVSSim3Rn7wUcMUBREpMcaENcS6G4O+cVHc1bE1fgIz9+TwyY69HssvbB7P7R1S2V/mOgPrtF3ZzNyTA8CLfTrSMTqc9QXFPLxyk1fyPa9lNI8PboufCJ9vzOLNX/YcE3Nx2zju7ZuCMbApv4R7vt9Ms/Ag3hrVCZsI/jbhg3V7+Tgtyys5942L4u7OrbEJzNydw8fbj93Gd3RMJc/axl9lZDNzdw5tI5owvktrmgT44zSGj7ZlMm/ffq/k3C8hinu7tsZPhBkZOXy0NdNj+UUt47mzSyvySl05f7kzixkZOe7lof5+fDKiJz/vy2fi2p1eyflkJr90G6OG9yAvv5jeIx7wdToA9E+IYnz31thEmJ6ew4dbPLfxxSnxjOtatY2nbM9ierVt3MTfj89G9mT+vnwmrPHNNtbuo18ZG3BPp9bcvyyNvLIKJp/TjUU5BewqKfWI+zFrP6+kHfum+2znXoL8bFzWMtE7+Qo8dV47/vj1OrJLypl+TU/mpOezvfCwOyY1MoQ7erVg9JdrKC63ExsSAEDuoQqunLqaCqchNMDG99f3YU5GPrmHKho2Z+C+Lq0ZvzSNvNIK3h7cjYXZx27jefv28/IGz21c5nDw7JptZB4qIzYokHfP7cby3EJK7I4Gz/n+bm24Z+EGcksr+PfQ7izIyifjoGfOczPzTviFP7ZjCmv2H2jQPOvioynzmfzBbN6ddIevUwFc2/ivPdowbsEGcg9X8P7w7izYl0/6Udv4hz15J/zCv61TCqt9vI39GnlRaNCWjIgMEZGfRGSqiGwWkY9FRKxlfURksYisFZHlIhIuIsEi8h8RWS8iq0VkqBV7s4j8T0TmiEiGiNwlIuOtmKUiEmPFtRGR70RklYgsEJEO9f2aOkSFs/dwGVml5diNYd6+PAYlxNT68b/kH6C0gb+gquueEMGuA6XsKS6j0mmYsS2Xka1jPWKu65TEh+v3UVxuByC/tBKASqehwunq/wz0syFeejOfHR3O3kNlZB12beO5+/I4J7F22zjzUBmZh8oAyC+voLC8kqiggIZMF4COMeFkHipjn5XzD5l5DE6KrfmBlvZRTYgJCmB5TlHDJVlHi5ZvpqCoxNdpuHWMCSezpIx9h1zbeM6ePM5Nrv027hDVhJjgAJb5eBvbxNTq5iveaCn0ADoB+4BFwCARWQ58DlxrjFkhIhFAKXAPYIwxXawv9O9F5CxrPZ2tdQUD24EHjTE9RGQScCPwMvA2cLsxZpuI9APeAIbV54uJCw4kr7RqTzmvrIKOUeHHxJ2bGEvXmAgyD5Xy+sZ08soadu/6RBKaBLLvYNWFhLJKyumeEOER0zoqBICpo7vjJ8LLyzOYv7sQgKSwIN67pDOpkSE8u3hng7cSAJoGB5Jbi218XlIs3WIj2FNSyutp6eQetY3PjgojwCbstYpEQ4oLDiSntGo755WW0zHm2JyHNGtK96aR7Ckp5ZV1O8ktrUCAcV1a8/eVW+gTF9XguZ6p4kM8t3FuaTmdjrONh1bbxpPWVm3ju7u15snlW+gTH+W9pI9Du49guTEmE0BE1gCpwAEgyxizAsAYU2wtPwd4zZq3WUR2AUeKwo/GmIPAQRE5AMyw5q8HuopIGDAQmCJVu7THveSXiIwFxgK0u+uvJF94eb29WIDFOQXM3ZdHpdNwacsEHu7WjvHL0ur1OeqTn01oFRnCddPWktgkiC+u7MaFn66kuMJBVkk5oz5bRXyTQN6+qBPfbs9jv9WS8KXq2/iylAT+1qMd9y6p2saxQQE80uMsnl29lcZyrMfC7ALmZLpyvrxVIo/1OotxCzdwZesklmQXeOxsqFOzIKuA7/e4tvEVrRJ5os9Z3PnzBka3SWJxVoHHzoav+GtRoPr1Lh2n8ZzV1+OsNu201mkDiowx3WtakTHmbVytCobMXFSn74y8sgriQgLd03HBge7BziOKK+3u+zN353Bbh9S6PEW9yjlUQXJ4VW1MCgsi55Bnvtkl5azJKcbuNGQeLCO9qJTUqFDW5R50x+QeqmBr/iH6JEfy7Y6GHbjdX1ZBfB228Te7crj97FT3dKi/Hy/068g7m3ex0UvdH3llFSSEVG3nuJCgY77kiyuqcp6Rns2dnVMB6BwTTremEVzZOokQfz8CbEKp3cGbabu8kvuZIrfUcxvH17CNv07P5q6uqQB0iQ2ne9MIRrdJItTaxoftDt7Y4P1t7K1u2FPlq6OjtgBJItIHwBpP8AcWAH+w5p0FtLRia2S1NtJF5Grr8SIi3eo98QMHad4khMSQIPxFGJYcx+KcAo+YmGp92AMTYth91ACpN63NKSY1MoTm4cEE2IRL28UzJz3fI+b7nfvp3ywKgOhgf1pFhbC7uJTEJoEE+bneIhFB/vROjmRnUcO/ls1Frm2cZG3j4clxLMr23Max1bbxoMQY9yC0vwjP9O7A7D25zM/yfJ0NaVPhQZqHhZAU6sr5/OZxLMw6KufgqpzPSY4l46BrsP/vK7dy5XcrGT17Ja+vT+fb3blaEI5jU+FBWlTbxiNaxPHzSbbx4ORYMopd2/iJ5Vu5fNZKrvh2Ja+uS2fWrlyfFAQAqeXNV3xy9JExpkJErgVeE5EQXOMJ5+MaA3hTRNYDduBmY0y51L60/sF6/KNAAPAZsLY+c3cYeGXDTl7q2wmbwLeZuWSUlPJ/Z7VkS1EJi3MLGJ2azMCEGBzGcLDSzvNrt7kf/+qAzrRsEkqIv40pw3rz4rrtrNhfVJ8pHpPv4z9v58PLu+Anwhcbs9lWcJj7+qayPvcgP2TkM393IYNbxjDn971xGMNzi3dSVGbnnBbRPDKotXtd76zOZEv+oQbLtXrOL2/YyYT+rm08a49rG/+pvWsbL8opYHSrZAYlxuBwGoor7Ty3xrWNhyY3pVtsBBGB/lzYIh6A59ZsZ3txw+btMDBxzQ4mDeqMn7haL+kHDzPm7JZsLiphYVYBV7dJ5pykGBxOKK6s5JmV22pesQ998No4Bg84m6bR4Wxf9jpPT5zKB5//5LN8HAYmrNnBq4M7YxOYkZFDevFhxnZsyabCEhZkFXBt22QGJ8XgMFBcUclTjXAbN/aWghjTWHpcfaOu3UeNQUa6veagRqRlypl35LO98ox7W7D63n/5OoU66TrxTl+nUGfLrjrntL/Sf9k/s1Zvrp5NL/ZJ+TjzPq1KKXUGEz11tlJKqSP0kFSllFJujbwmaFFQSilv0paCUkopt0ZeE7QoKKWUNzX2Q1Ib+6m9lVLqV8VWy1ttiMiFIrJFRLaLyEPHWT5eRDaKyDoRmSsiKbXJTymllJfYpHa3moiIH/AvYBTQEbheRDoeFbYa6G2M6QpMBV6sMb+6viCllFKnrh5Pc9EX2G6M2WmMqcB1BgePs3saY340xhy5eMpSoHlNK9WioJRSXiRianmTsSKystpt7FGragZUv4xipjXvRG4Bvq0pPx1oVkopL6rtOHP1szmf9nOK/BHoDZxXU6wWBaWU8qJ6PPpoL9Ci2nRza95RzyfnA48A5xljyo9efjQtCkop5UX1eI3mFUA7EWmFqxhcB/y+eoCI9ADeAi40xuTWZqU6pqCUUl5UXwPNxhg7cBcwG9gEfGGMSRORp0TkMivsJSAM1xUp14jI9Brz+62fOtthNpxxG2D6rj01BzUi9z92wNcp1JkcPrNOTw4Qe32qr1Ook3Xjz6xTfQOU7v70tPfz9xyaUavvnBZNLtVTZyul1K9dI/9BsxYFpZTyJj0hnlJKKbdGXhO0KCillDfZ9MprSimljmjsZ0nVoqCUUl7UyGuCFgWllPKmxv7jMC0KSinlRdp9pJRSyk0aeVtBi4JSSnmRiBYFpZRSbo27/0iLglJKeZFoUVBKKVVFi8JJiYgBPjbG/NGa9geygGXGmEusU8B2NMY8LyJPAiXGmAneznPBgtU898x7OJxOrrpqOLeOvdJjeUVFJQ89+CppaTuJigpn4sTxNGsez7p123ji8cmuIGO4865rOX9EP9J37mX8+Inux2fuyWHc3ddx402X1HvuW1ZsYsbkrzAOQ59R/Rly7fkey5d+s4glMxZiswmBIUFcec+1JKQkcqj4EB8//R8yt+6m14i+XH7XVfWe24mc2yWRx27oiZ9N+Pynnbz1zSaP5Y/8oQf9z44HICTQj9iIYHrc/hUASbGhPHdLX5JiQjDALRN+Zu/+Qw2fc/ckHv1TH/xswhdzt/PWtDTPnG/uRb/OCa6cg/yJjQym541fAPDXP/ZgaC/XlRRfn7KeWYt3NXi+/ROiGN+9NTYRpqfn8OGWTI/lF6fEM65rK/JKXddlmbI9i+kZOe7lTfz9+GxkT+bvy2fCmp0Nnm9NJr90G6OG9yAvv5jeIx7wdTonpGMKNTsEdBaREGNMKTCCalcPMsZMB2o8B3hDcjgc/OOpd3j3vcdJSIjl2qsfZOiwPrRtW3XRoy+nziUiIozZ3/+LWTMX8s9/fsTESX+hXbuWTJn6Iv7+fuTlFnLF78YzZGhvWrVuxrT//dO9/iHnjWX4+X3rPXenw8nX/5rKLc/9mcimUbw+biJn9+9MQkqiO6b70F70v2QQABuXbGDmW//jT8/eTkCgPyNvuojsjCxyMrLqPbcTsYnw5E29uemFH8kuKGXaUyOY+8tetu8rdsc88/Fq9/0bR7SjY0q0e3rCbf15Y3oaizbkEBrkj9MLp4e32YQnb+3LTU/NJTv/MF+9MIq5KzLZnll12vBn3l/lvn/DqPZ0bOXKeUjPZnRqHcOlf5lJYICNj58ayc+r91FSWtlw+QJ/7dGGcQs2kHu4gveHd2fBvnzSD5Z6xP2wJ++EX/i3dUph9f7Gc1r0j6bMZ/IHs3l30h2+TuWkGvvRR40lu1nAxdb964FPjywQkZtF5PWjHyAibUTkOxFZJSILRKSDNf9qEdkgImtF5Of6SG79uu20bJlIixaJBAYGMOqic5g3d4VHzLy5y/nd74YAMPKCASxdsh5jDCEhQfj7+wFQXlGBHOcg5aVL1tOyRQLNmsXXR7oe9mzZRWxyU2KTmuIf4E+3IT3YuGS9R0xwk2D3/YqycnfrNjA4iNTOrfEP9O6+Q7c2MezKOcievENUOpx8s3Q35/c68fXILx2Qwoylrj3rtskR+NuERRtce7SHy+2UVTgaPue2sezKPsienBIq7U5mLszg/D7NT5zzOal8szDDlXOLSFZszMXhNJSWO9iyq5BzeyQ1aL4dY8LJLClj36Fy7MYwZ08e5ybH1vrxHaKaEBMcwLKcooZLso4WLd9MQVGJr9OokdTyn680lqLwGXCdiAQDXYFltXjM28A4Y0wv4H7gDWv+48AFxphuwGUnenBd5OQUkJjU1D2dmBhDbk6+Z0xuVYy/vx/h4aEUFR0EYO3arVx6yT1cftl4nnjyNneROGLWrEVcdPE59ZHqMYrzDxAZV7UXHdk0iuLj7N0tmb6AF29+mm/fncFld4xukFxqKyE6hKyCw+7p7IJSEqJDjhubHBtK87gmLElzXWmwVVI4xYcreOPuQUx/+gIeuq4bNi/8WighJpSs/dVzPkxCbOjxc45rQvOEMJZYhWtzhqsIBAf6ER0eRL/OCSTFNmnQfONDAskprbpcb25pOXEhgcfEDW3WlP+e34Pn+ncg3louwN3dWvPquvQGzfHXy1bLm++y8zljzDogFVcrYVZN8SISBgzEusQcrmuQHtm1WgS8LyK3An4nePxYEVkpIivfeXvK6b+AGnTrdhYzvnmFL6a8wDtvf0V5eYV7WUVFJT/OW8EFFw5s8DxOZsBlg3ng/ccYdculzPvke5/mUheX9G/Jd8v3uLuI/GxCn/ZxPPfpGq544ntaxIcx+txWPs7S0yWDUvhuyS6cTlfOC9dm8dMv+/ji2QuYdN85rN6yH4fT92fSXJBVwO++XcEff1jN8pwinuhzFgCj2ySxOKuA3NKKGtagjkdEanXzlcYwpnDEdGACMASoqR1rA4qMMd2PXmCMuV1E+uHqjlolIr2MMflHxbyNq6VRq8txJiTEkJ213z2dnV1AfIJnignxrpjExFjsdgcHDx4mKircI6ZNm+aEhgazbetuOndpC7gGsDt2bE3TplE1pXFKImIjOZBX6J4+sL+IiKaRJ4zvOqQH015r+EJ5MjmFpSTFVO1lJ8aEkFNYetzYS/qn8OSHK93T2QWlbNxdxJ4818DynFV76d42linzGzjngsMkNa2ecyg5+YePG3vJoFSeeHe5x7w3v9zAm19uAGDivYNIzyo+3kPrTW5pBQkhQe7p+JAg8o76ki+uqLok6dfp2dzVNRWALrHhdG8aweg2SYT6+xFgEw7bHbyxoeEHx38dGvfRR42ipWB5D/i7MWZ9TYHGmGIgXUSuBhCXbtb9NsaYZcaYx4E8oMVJVlUrnbu0ZdeuLDIzc6ioqOTbWQsZOqy3R8zQYX343/9+AuD72Uvo178zIkJmZg52u6tPe+/eXHbu3Euz5lVjB7NmLmywriOA5u1bkr93PwXZ+dgr7az9aTUd+3f2iNm/N899f/PyjTRtFtdg+dTGup0FpCaG0zyuCQF+Ni7p35K5v+w9Jq51UjiRTQL5ZVu+x2MjQgOICXd94Q3oGM/2vQ0/GLpuez4pSeE0j29CgL+Ni89JZe7KzGPiWjeLICIskNVbqnYybDYhKszVNdM+JYoOKdEsXNOwA/ubCg/SIiyEpNAg/EUY0SKOn7MKPGJigwPc9wcnx5JR7CpyTyzfyuWzVnLFtyt5dV06s3blakGog8Y+ptBoWgrGmEzg1To85A/AmyLyKBCAa1xiLfCSiLTDVY7nWvNOi7+/H488NoZbb3kap9PJFaOH0a5dS1579VM6dW7LsGF9GH3VcB584FUuGHknUZFhTJh4HwC/rNrEO+9Mw9/fH5tNeOyJW4mOjgDg8OEyFi9ay5N/v+10UzwhPz8/LrtzNO/9bTJOp5PeI/uRkJrE9x/MovlZLek4oDOLpy9g+y9b8fO3ERIWyjX3/979+Odv/Dvlh8px2O2kLVnPLc/+2ePIpYbgcBr+/uEq3v/redhsNqb+vJNte4u598rOrE8vYO7qfYCrlfDNUs8vI6cxPPfpGj56aCgisCGjkM9/bPjDJR1Ow9/fXcF/HhuOn02YMm8H2/Yc4J7rurJhe4G7QFwyKJWZizI8HuvvJ3z2j5EAlJRW8pdXFjV495HDwIQ1O3h1cGdsAjMyckgvPszYji3ZVFjCgqwCrm2bzOCkGBwGiisqeWrltgbN6XR98No4Bg84m6bR4Wxf9jpPT5zKB5//5Ou0jiHH79VuNMR44XC9xqw23UeNzfRde3ydQp3c/1jjOWyxtuSwveagRib2+lRfp1An68b/y9cp1Fnp7k9Pexe+zLGkVt85wX4DfNJcaDQtBaWU+m1o3GMKWhSUUsqLGvuP17QoKKWUV2lLQSmllEXPfaSUUspNu4+UUkpVo91HSimlLHqRHaWUUm6+PK9RbWhRUEopr9IxBaWUUhYdaFZKKeWm3UdKKaWq0ZaCUkopS2M/+ug3f5bUhiIiY62L+ZwxNOeGd6blC2dezmdavo1N427HnNnG+jqBU6A5N7wzLV8483I+0/JtVLQoKKWUctOioJRSyk2LQsM5E/s0NeeGd6blC2dezmdavo2KDjQrpZRy05aCUkopNy0KSiml3LQonAYR+Z2IGBHp4KXnc4jImmq3h44TM0REvqnn5x0iIgOrTd8uIjfW4/pTRWTDUfOeFJH76+s56stx/gapIrLYWpYqIr/3dY7ViUiJr3OoD9bn7L/Vpv1FJO/Ie11ELjvyeWis750zhf6i+fRcDyy0/n/CC89Xaozp7oXnOdoQoARYDGCMmeyDHBqL4/0NjhTMVOD3wCfeTOg34hDQWURCjDGlwAhg75GFxpjpwHRfJfdroi2FUyQiYcA5wC3AddY8m4i8ISKbRWSOiMwSkausZb1EZL6IrBKR2SKSVI+5XGg95y/AldXme+wxicgGEUm17t8oIutEZK2IfGTNu1RElonIahH5QUQSrPjbgfusPePB1dcrIt1FZKm1rmkiEm3N/0lEXhCR5SKyVUQGn+Jru1tENlrr/8ya11dEllh5LhaR9tb8UBH5woqfZr2W3taykdZjfhGRKdbfr15U2xt/Hhhsbaf7RORmEflKRL4TkW0i8mK1xxw3HxF5vtrrnWDNu9r6260VkZ9PMcch1t9kqvVe+VjEdWY2Eeljbce11t8rXESCReQ/IrLe2s5DrdibReR/1vs7Q0TuEpHxVsxSEYmx4tpYr3uViCyQ+mlNzwIutu5fD3xa7fXdLCKvH+d1HzeP+timv1rGGL2dwg34A/Bv6/5ioBdwFa43rg1IBAqteQFWTJwVfy3w3ik8pwNYU+12LRAM7AHa4brO3xfAN1b8k8D91R6/AdfebCdgK9DUmh9j/R9N1RFpY4B/nmA97mlgHXCedf8p4GXr/k/VHn8R8MNJXlcqsOGoeU8C9wP7gCBrXpT1fwTgb90/H/jSun8/8JZ1vzNgB3oDTYGfgSbWsgeBx0/x7179bzDNmldi/T/kyLa3pm8GdgKR1t9pF9DiRPkAscCWan+DI693PdCs+rw65Fs9twNAc1zvzyW4dmoCrRz7VN+2wF+w3qNAB2C39RpuBrYD4UCctc7brbhJwL3W/blAO+t+P2DeaX7eSoCuwFQrjzXVt7eV1+vHeX8eN4/T2aa/9pt2H52664FXrPufWdP+wBRjjBPIFpEfreXtcX1JzbF2zvyArFN4zmO6LkSkO5BujNlmTf+Xmn/mP8zKcz+AMabAmt8c+NxqxQQC6SdbiYhE4vpAzbdmfQBMqRbylfX/Klxf/CdyouOiDa6i87GI/A/4nzU/EvhARNpZMQHW/HOw/ibGmA0iss6a3x/oCCyytn8gri/FU1HXLry5xpgDACKyEUgBok6QzwGgDPi3uPrKj4wNLQLeF5EvqNqmp2K5MSbTymUNrr/JASDLGLMCwBhTbC0/B3jNmrdZRHYBZ1nr+dEYcxA4KCIHgBnW/PVAV6vVMxCYIlWniQ46jbyx8lhntVyvx7XzdVI15FFf2/RXR4vCKbCayMOALiJicH3JG2DaiR4CpBljBngpxSPseHYRBtcQ/xow0RgzXUSG4NrjOh3l1v8OTv5ey8fVSqkuBldRuhg4F7gUeEREugBP4/piusL6kviphjwEmGOMub5O2deP8mr3j2yHE+YjIn2B4bhamHcBw4wxt4tIP1zbYpWI9DLG5NdTLqei+nqc1aad1jptQFEdi2dtTQcm4GolxNYQe8I86nGb/uromMKpuQr4yBiTYoxJNca0wPUFVgCMFtfYQgKuNy64ugTiRGQAgIgEiEinesplM5AqIm2s6epfNBlAT+s5ewKtrPnzgKtFJNZaFmPNj6Rq8O6maus5iKu7wIO1B1woVeMFNwDzj46riTGmBMgSkWHV8rkQ1yB+C2PMj7i6WCKBsKPyvLnaqhYB11jr6Ah0seYvBQaJSFtrWRMROYv6d9ztdBzHzcfas400xswC7gO6WcvbGGOWGWMeB/JwdUHVly1Akoj0sZ4rXET8gQW4ukixtlVLK7ZGVmsjXUSuth4vItKtnvJ9D/i7MWb96eTRwNv0jKZF4dRcz7Gtgi9xjSNkAhuB/wK/AAeMMRW4CskLIrIWV3/oQOouRDwPh3zeGFOGq7toprgGmnOPyilGRNJw7XVuBTDGpAHPAPOtfCZa8U/iamqvAvZXW88M4ArrOY8eML4JeMnqqumOa1zhVNwIPGZ1a8wD/o6rH/u/IrIeWA28aowpAl4EnhOR1Xju7b6Bq/huBP4BpOHa/nm4isenVp5LcPWT17d1gMMavLzvREEnyScc+MaatxAYbz3kJWvAdwOusam19ZWw9d68FnjNei/MwdWifAOwWdv+c+BmY0z5idd0jD8At1jrTAMur6d8M40xr9ZDHg22Tc90epqLeiYiYcaYEmsvfDkwyBiT7eu8fgtExA8IMMaUWS2nH4D21hefUqoWdEyh/n0jIlG4Bg+f1oLgVaHAjyISgKvf/g4tCErVjbYUlFJKuemYglJKKTctCkoppdy0KCillHLToqCUUspNi4JSSim3/weqKN5SD5cCHAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "R7C_9LeNpS5X"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}