ANALYSIS_ON_WORLD_EXPENDITURES.ipynb

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        "<a href=\"https://colab.research.google.com/github/Kishankumar1328/-DATA-ANALYSICS/blob/main/ANALYSIS_ON_WORLD_EXPENDITURES.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n"
      ]
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    {
      "cell_type": "code",
      "source": [
        "df=pd.read_csv(\"/content/WorldExpenditures.csv\")\n",
        "df"
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              "       Unnamed: 0  Year                   Country  \\\n",
              "0               0  2000                 Australia   \n",
              "1               1  2000                 Australia   \n",
              "2               2  2000                 Australia   \n",
              "3               3  2000                 Australia   \n",
              "4               4  2000                 Australia   \n",
              "...           ...   ...                       ...   \n",
              "25728       25728  2021  United States of America   \n",
              "25729       25729  2021  United States of America   \n",
              "25730       25730  2021  United States of America   \n",
              "25731       25731  2021  United States of America   \n",
              "25732       25732  2021  United States of America   \n",
              "\n",
              "                                           Sector  Expenditure(million USD)  \\\n",
              "0                                  Total function                153122.633   \n",
              "1      Agriculture, forestry, fishing and hunting                  2195.583   \n",
              "2          Mining, manufacturing and construction                   905.018   \n",
              "3                                       Transport                 11417.379   \n",
              "4                                 Fuel and energy                  2251.241   \n",
              "...                                           ...                       ...   \n",
              "25728                           Social protection               2827585.060   \n",
              "25729                     General public services               1291640.230   \n",
              "25730                                     Defence                759321.990   \n",
              "25731                     Public order and safety                459973.190   \n",
              "25732            Recreation, culture and religion                 62528.780   \n",
              "\n",
              "         GDP(%)  \n",
              "0      37.36193  \n",
              "1       0.53572  \n",
              "2       0.22082  \n",
              "3       2.78584  \n",
              "4       0.54930  \n",
              "...         ...  \n",
              "25728  12.07255  \n",
              "25729   5.51474  \n",
              "25730   3.24197  \n",
              "25731   1.96388  \n",
              "25732   0.26697  \n",
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              "(25733, 6)"
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              "   Unnamed: 0  Year    Country                                      Sector  \\\n",
              "0           0  2000  Australia                              Total function   \n",
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              "   Expenditure(million USD)    GDP(%)  \n",
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          "metadata": {},
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    {
      "cell_type": "code",
      "source": [
        "df.tail()\n"
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        "id": "9eXXLN4bQxcr",
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      "execution_count": 9,
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              "       Unnamed: 0  Year                   Country  \\\n",
              "25728       25728  2021  United States of America   \n",
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              "      <td>2021</td>\n",
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              "      <td>Recreation, culture and religion</td>\n",
              "      <td>62528.78</td>\n",
              "      <td>0.26697</td>\n",
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              "                                                    [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",
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              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "    </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",
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              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
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              "\n",
              "  .colab-df-quickchart {\n",
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              "\n",
              "  .colab-df-quickchart:hover {\n",
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              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
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              "\n",
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              "  @keyframes spin {\n",
              "    0% {\n",
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              "      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",
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              "        document.querySelector('#df-f21d752d-9c59-49d5-b964-12f17c0e08cf button');\n",
              "      quickchartButtonEl.style.display =\n",
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              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"Unnamed: 0\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 25728,\n        \"max\": 25732,\n        \"samples\": [\n          25729,\n          25732,\n          25730\n        ],\n        \"num_unique_values\": 5,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Year\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 2021,\n        \"max\": 2021,\n        \"samples\": [\n          2021\n        ],\n        \"num_unique_values\": 1,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Country\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"samples\": [\n          \"United States of America\"\n        ],\n        \"num_unique_values\": 1,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Sector\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"samples\": [\n          \"General public services\"\n        ],\n        \"num_unique_values\": 5,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Expenditure(million USD)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1074867.4596722575,\n        \"min\": 62528.78,\n        \"max\": 2827585.06,\n        \"samples\": [\n          1291640.23\n        ],\n        \"num_unique_values\": 5,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"GDP(%)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 4.589214345720844,\n        \"min\": 0.26697,\n        \"max\": 12.07255,\n        \"samples\": [\n          5.51474\n        ],\n        \"num_unique_values\": 5,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.sample(7)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 321
        },
        "id": "-bqIOEl5RAst",
        "outputId": "268d7e37-4997-4299-c2c8-53252f0c635b"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       Unnamed: 0  Year                     Country  \\\n",
              "18027       18027  2016                      Brazil   \n",
              "7537         7537  2007                       Malta   \n",
              "12803       12803  2012                    Colombia   \n",
              "21861       21861  2018  Switzerland, Liechtenstein   \n",
              "2977         2977  2003                     Estonia   \n",
              "17513       17513  2015                      Poland   \n",
              "14643       14643  2013        Moldova, Republic of   \n",
              "\n",
              "                                Sector  Expenditure(million USD)   GDP(%)  \n",
              "18027                        Education                 93317.099  5.19672  \n",
              "7537                         Education                   412.377  5.17052  \n",
              "12803                        Education                 13317.967  3.59051  \n",
              "21861                    Communication                    57.246  0.00771  \n",
              "2977           Economic affairs n.e.c.                    14.818  0.15007  \n",
              "17513  Housing and community amenities                  3376.461  0.70769  \n",
              "14643                           Health                   415.270  4.37277  "
            ],
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              "      <th>7537</th>\n",
              "      <td>7537</td>\n",
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              "      <td>2018</td>\n",
              "      <td>Switzerland, Liechtenstein</td>\n",
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              "      <th>2977</th>\n",
              "      <td>2977</td>\n",
              "      <td>2003</td>\n",
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              "      <td>Economic affairs n.e.c.</td>\n",
              "      <td>14.818</td>\n",
              "      <td>0.15007</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17513</th>\n",
              "      <td>17513</td>\n",
              "      <td>2015</td>\n",
              "      <td>Poland</td>\n",
              "      <td>Housing and community amenities</td>\n",
              "      <td>3376.461</td>\n",
              "      <td>0.70769</td>\n",
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              "      <th>14643</th>\n",
              "      <td>14643</td>\n",
              "      <td>2013</td>\n",
              "      <td>Moldova, Republic of</td>\n",
              "      <td>Health</td>\n",
              "      <td>415.270</td>\n",
              "      <td>4.37277</td>\n",
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              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
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              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-bc7af15a-14b9-4cfa-8c43-7e2f86da3957');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "        element.appendChild(docLink);\n",
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              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
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              "      --disabled-fill-color: #666;\n",
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              "\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",
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              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
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              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
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              "    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",
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              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-cf3f3569-210d-4df6-ac64-35bc70cd0e43 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",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 7,\n  \"fields\": [\n    {\n      \"column\": \"Unnamed: 0\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6512,\n        \"min\": 2977,\n        \"max\": 21861,\n        \"samples\": [\n          18027,\n          7537,\n          17513\n        ],\n        \"num_unique_values\": 7,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Year\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 5,\n        \"min\": 2003,\n        \"max\": 2018,\n        \"samples\": [\n          2016,\n          2007,\n          2015\n        ],\n        \"num_unique_values\": 7,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Country\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"samples\": [\n          \"Brazil\",\n          \"Malta\",\n          \"Poland\"\n        ],\n        \"num_unique_values\": 7,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Sector\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"samples\": [\n          \"Communication\",\n          \"Health\",\n          \"Economic affairs n.e.c.\"\n        ],\n        \"num_unique_values\": 5,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Expenditure(million USD)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 34496.05470454139,\n        \"min\": 14.818,\n        \"max\": 93317.099,\n        \"samples\": [\n          93317.099,\n          412.377,\n          3376.461\n        ],\n        \"num_unique_values\": 7,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"GDP(%)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.3676851994149417,\n        \"min\": 0.00771,\n        \"max\": 5.19672,\n        \"samples\": [\n          5.19672,\n          5.17052,\n          0.70769\n        ],\n        \"num_unique_values\": 7,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.dtypes"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "s2VzS2KmQxe_",
        "outputId": "c5257dcf-78a6-430a-995c-b791b56f374b"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Unnamed: 0                    int64\n",
              "Year                          int64\n",
              "Country                      object\n",
              "Sector                       object\n",
              "Expenditure(million USD)    float64\n",
              "GDP(%)                      float64\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VlYee17JQxh6",
        "outputId": "d7d1f441-eb83-44c6-e62b-d1f6bc89eece"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 25733 entries, 0 to 25732\n",
            "Data columns (total 6 columns):\n",
            " #   Column                    Non-Null Count  Dtype  \n",
            "---  ------                    --------------  -----  \n",
            " 0   Unnamed: 0                25733 non-null  int64  \n",
            " 1   Year                      25733 non-null  int64  \n",
            " 2   Country                   25733 non-null  object \n",
            " 3   Sector                    25733 non-null  object \n",
            " 4   Expenditure(million USD)  25173 non-null  float64\n",
            " 5   GDP(%)                    25173 non-null  float64\n",
            "dtypes: float64(2), int64(2), object(2)\n",
            "memory usage: 1.2+ MB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.isnull()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "jTKE0KTcQxlZ",
        "outputId": "403f61cf-e7b5-477b-955d-c12e5372d86a"
      },
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       Unnamed: 0   Year  Country  Sector  Expenditure(million USD)  GDP(%)\n",
              "0           False  False    False   False                     False   False\n",
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              "4           False  False    False   False                     False   False\n",
              "...           ...    ...      ...     ...                       ...     ...\n",
              "25728       False  False    False   False                     False   False\n",
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              "25731       False  False    False   False                     False   False\n",
              "25732       False  False    False   False                     False   False\n",
              "\n",
              "[25733 rows x 6 columns]"
            ],
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              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "          + ' to learn more about interactive tables.';\n",
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              "      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",
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            }
          },
          "metadata": {},
          "execution_count": 24
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe().T"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 212
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        "id": "SYbkx3cgRWQL",
        "outputId": "a8e9a338-618c-4acd-f406-f43424a8ac21"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                            count          mean            std     min  \\\n",
              "Unnamed: 0                25733.0  12866.000000    7428.621575     0.0   \n",
              "Year                      25733.0   2011.256558       6.147376  2000.0   \n",
              "Expenditure(million USD)  25173.0  36561.908826  246497.236856     0.0   \n",
              "GDP(%)                    25173.0      4.534506       9.776998     0.0   \n",
              "\n",
              "                                 25%          50%          75%           max  \n",
              "Unnamed: 0                6433.00000  12866.00000  19299.00000  2.573200e+04  \n",
              "Year                      2006.00000   2012.00000   2017.00000  2.021000e+03  \n",
              "Expenditure(million USD)   132.80000   1171.59500   8350.32700  1.047608e+07  \n",
              "GDP(%)                       0.23185      1.05285      3.89143  1.313769e+02  "
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              "      <th>GDP(%)</th>\n",
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              "\n",
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              "\n",
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              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
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              "      const quickchartButtonEl =\n",
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              "      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",
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              "      }\n",
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              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "\n",
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              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 4,\n  \"fields\": [\n    {\n      \"column\": \"count\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 323.31615074619043,\n        \"min\": 25173.0,\n        \"max\": 25733.0,\n        \"samples\": [\n          25173.0,\n          25733.0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"mean\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 16780.333150617134,\n        \"min\": 4.534505534104,\n        \"max\": 36561.90882616295,\n        \"samples\": [\n          2011.2565577274318,\n          4.534505534104\n        ],\n        \"num_unique_values\": 4,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"std\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 122057.99859894153,\n        \"min\": 6.147375886699868,\n        \"max\": 246497.23685579968,\n        \"samples\": [\n          6.147375886699868,\n          9.77699815598414\n        ],\n        \"num_unique_values\": 4,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"min\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1000.0,\n        \"min\": 0.0,\n        \"max\": 2000.0,\n        \"samples\": [\n          2000.0,\n          0.0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"25%\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3003.066676160711,\n        \"min\": 0.23185,\n        \"max\": 6433.0,\n        \"samples\": [\n          2006.0,\n          0.23185\n        ],\n        \"num_unique_values\": 4,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"50%\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 5959.5556839790415,\n        \"min\": 1.05285,\n        \"max\": 12866.0,\n        \"samples\": [\n          2012.0,\n          1.05285\n        ],\n        \"num_unique_values\": 4,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"75%\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 8682.687769908935,\n        \"min\": 3.89143,\n        \"max\": 19299.0,\n        \"samples\": [\n          2017.0,\n          3.89143\n        ],\n        \"num_unique_values\": 4,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"max\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 5233406.452308201,\n        \"min\": 131.37695,\n        \"max\": 10476081.77,\n        \"samples\": [\n          2021.0,\n          131.37695\n        ],\n        \"num_unique_values\": 4,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "kk=pd.get_dummies(df[\"Sector\"])\n",
        "kk"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 513
        },
        "id": "KtesrP1wRvGL",
        "outputId": "1d153533-6599-4e18-a8dc-55ba7d86015d"
      },
      "execution_count": 33,
      "outputs": [
        {
          "output_type": "execute_result",
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              "       Agriculture, forestry, fishing and hunting  Communication  Defence  \\\n",
              "0                                               0              0        0   \n",
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              "0                            0          0                       0   \n",
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              "       General public services  Health  Housing and community amenities  \\\n",
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              "2                            0       0                                0   \n",
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              "        document.querySelector('#df-40a9f348-544c-4310-bf7e-b6fedfc4a624 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_f7491dbb-24cc-48ff-acd5-00539ecebbfe\">\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",
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              "      [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('kk')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
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              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "      const buttonEl =\n",
              "        document.querySelector('#id_f7491dbb-24cc-48ff-acd5-00539ecebbfe button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('kk');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "kk",
              "summary": "{\n  \"name\": \"kk\",\n  \"rows\": 25733,\n  \"fields\": [\n    {\n      \"column\": \"Agriculture, forestry, fishing and hunting\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Communication\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Defence\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Economic affairs n.e.c.\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Education\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Environment protection\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel and energy\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"General economic, commercial and labour affairs\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"General public services\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Health\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Housing and community amenities\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Mining, manufacturing and construction\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Other industries\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Others\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Public order and safety\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"RandD Economic affairs\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Recreation, culture and religion\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Social protection\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total function\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          0,\n          1\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Transport\",\n      \"properties\": {\n        \"dtype\": \"uint8\",\n        \"samples\": [\n          1,\n          0\n        ],\n        \"num_unique_values\": 2,\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 33
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "k=df[[\"GDP(%)\",\"Expenditure(million USD)\"]]"
      ],
      "metadata": {
        "id": "MuSMOKWueGlb"
      },
      "execution_count": 17,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "custom_palette = [\"deeppink\", \"skyblue\", \"yellow\", \"green\"]\n",
        "sns.barplot(x=\"Country\",y=\"GDP(%)\",data=df.head(700),palette=custom_palette)\n",
        "plt.xticks(rotation=90)\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 646
        },
        "id": "K1rfqX-WSPQp",
        "outputId": "24e6f09f-25ec-4ad7-81b9-5d8e071073a5"
      },
      "execution_count": 51,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-51-04f39057e62b>:2: FutureWarning: \n",
            "\n",
            "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n",
            "\n",
            "  sns.barplot(x=\"Country\",y=\"GDP(%)\",data=df.head(700),palette=custom_palette)\n",
            "<ipython-input-51-04f39057e62b>:2: UserWarning: \n",
            "The palette list has fewer values (4) than needed (49) and will cycle, which may produce an uninterpretable plot.\n",
            "  sns.barplot(x=\"Country\",y=\"GDP(%)\",data=df.head(700),palette=custom_palette)\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.barplot(x=\"Country\",y=\"Expenditure(million USD)\",data=df.tail(640),palette=\"Blues\")\n",
        "plt.tight_layout()\n",
        "plt.xticks(rotation=90)\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "WP3KoqYJU8TN",
        "outputId": "2813c640-baed-448f-f2de-6e6857bcf775"
      },
      "execution_count": 57,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-57-8b5b174ca3fa>:1: FutureWarning: \n",
            "\n",
            "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n",
            "\n",
            "  sns.barplot(x=\"Country\",y=\"Expenditure(million USD)\",data=df.tail(640),palette=\"Blues\")\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "([0,\n",
              "  1,\n",
              "  2,\n",
              "  3,\n",
              "  4,\n",
              "  5,\n",
              "  6,\n",
              "  7,\n",
              "  8,\n",
              "  9,\n",
              "  10,\n",
              "  11,\n",
              "  12,\n",
              "  13,\n",
              "  14,\n",
              "  15,\n",
              "  16,\n",
              "  17,\n",
              "  18,\n",
              "  19,\n",
              "  20,\n",
              "  21,\n",
              "  22,\n",
              "  23,\n",
              "  24,\n",
              "  25,\n",
              "  26,\n",
              "  27,\n",
              "  28,\n",
              "  29,\n",
              "  30,\n",
              "  31,\n",
              "  32,\n",
              "  33,\n",
              "  34,\n",
              "  35,\n",
              "  36,\n",
              "  37,\n",
              "  38],\n",
              " [Text(0, 0, 'Ireland'),\n",
              "  Text(1, 0, 'Israel'),\n",
              "  Text(2, 0, 'Italy'),\n",
              "  Text(3, 0, 'Japan'),\n",
              "  Text(4, 0, 'Kiribati'),\n",
              "  Text(5, 0, 'Kyrgyzstan'),\n",
              "  Text(6, 0, 'Latvia'),\n",
              "  Text(7, 0, 'Lithuania'),\n",
              "  Text(8, 0, 'Luxembourg'),\n",
              "  Text(9, 0, 'Maldives'),\n",
              "  Text(10, 0, 'Malta'),\n",
              "  Text(11, 0, 'Mauritius'),\n",
              "  Text(12, 0, 'Moldova, Republic of'),\n",
              "  Text(13, 0, 'Mongolia'),\n",
              "  Text(14, 0, 'Nepal'),\n",
              "  Text(15, 0, 'Netherlands (Kingdom of the)'),\n",
              "  Text(16, 0, 'New Zealand'),\n",
              "  Text(17, 0, 'Norway'),\n",
              "  Text(18, 0, 'Philippines'),\n",
              "  Text(19, 0, 'Poland'),\n",
              "  Text(20, 0, 'Portugal'),\n",
              "  Text(21, 0, 'Romania'),\n",
              "  Text(22, 0, 'Russian Federation'),\n",
              "  Text(23, 0, 'Samoa'),\n",
              "  Text(24, 0, 'San Marino'),\n",
              "  Text(25, 0, 'Serbia and Montenegro'),\n",
              "  Text(26, 0, 'Singapore'),\n",
              "  Text(27, 0, 'Slovakia'),\n",
              "  Text(28, 0, 'Slovenia'),\n",
              "  Text(29, 0, 'South Africa'),\n",
              "  Text(30, 0, 'Spain'),\n",
              "  Text(31, 0, 'Sri Lanka'),\n",
              "  Text(32, 0, 'Sweden'),\n",
              "  Text(33, 0, 'Switzerland, Liechtenstein'),\n",
              "  Text(34, 0, 'Thailand'),\n",
              "  Text(35, 0, 'Türkiye'),\n",
              "  Text(36, 0, 'Ukraine'),\n",
              "  Text(37, 0, 'United Kingdom'),\n",
              "  Text(38, 0, 'United States of America')])"
            ]
          },
          "metadata": {},
          "execution_count": 57
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.scatterplot(x=\"Sector\",y=\"GDP(%)\",data=df.sample(320))\n",
        "plt.xticks(rotation=90)\n",
        "plt.title(\"sector and GDP(%)\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 818
        },
        "id": "htBQnKOcWgkS",
        "outputId": "7d9063dd-552c-4780-b29f-f29983bbbd82"
      },
      "execution_count": 77,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'sector and GDP(%)')"
            ]
          },
          "metadata": {},
          "execution_count": 77
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.boxplot(x=\"Sector\",y=\"Country\",data=df.head(400))\n",
        "plt.xticks(rotation=90)\n",
        "plt.yticks(rotation=360)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "V-lpPZeTX36_",
        "outputId": "9838e48c-75dc-4d94-f4eb-5dec35b74611"
      },
      "execution_count": 76,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "([0,\n",
              "  1,\n",
              "  2,\n",
              "  3,\n",
              "  4,\n",
              "  5,\n",
              "  6,\n",
              "  7,\n",
              "  8,\n",
              "  9,\n",
              "  10,\n",
              "  11,\n",
              "  12,\n",
              "  13,\n",
              "  14,\n",
              "  15,\n",
              "  16,\n",
              "  17,\n",
              "  18,\n",
              "  19,\n",
              "  20,\n",
              "  21,\n",
              "  22,\n",
              "  23,\n",
              "  24,\n",
              "  25,\n",
              "  26],\n",
              " [Text(0, 0, 'Australia'),\n",
              "  Text(0, 1, 'Austria'),\n",
              "  Text(0, 2, 'Belgium'),\n",
              "  Text(0, 3, 'Bolivia (Plurinational State of)'),\n",
              "  Text(0, 4, 'Brazil'),\n",
              "  Text(0, 5, 'Bulgaria'),\n",
              "  Text(0, 6, 'China, Macao SAR'),\n",
              "  Text(0, 7, 'Croatia'),\n",
              "  Text(0, 8, 'Cyprus'),\n",
              "  Text(0, 9, 'Czechia'),\n",
              "  Text(0, 10, 'Denmark'),\n",
              "  Text(0, 11, 'Estonia'),\n",
              "  Text(0, 12, 'Finland'),\n",
              "  Text(0, 13, 'France'),\n",
              "  Text(0, 14, 'Georgia'),\n",
              "  Text(0, 15, 'Germany'),\n",
              "  Text(0, 16, 'Greece'),\n",
              "  Text(0, 17, 'Hungary'),\n",
              "  Text(0, 18, 'Iceland'),\n",
              "  Text(0, 19, 'Indonesia'),\n",
              "  Text(0, 20, 'Ireland'),\n",
              "  Text(0, 21, 'Israel'),\n",
              "  Text(0, 22, 'Italy'),\n",
              "  Text(0, 23, 'Kazakhstan'),\n",
              "  Text(0, 24, 'Korea, Republic of'),\n",
              "  Text(0, 25, 'Latvia'),\n",
              "  Text(0, 26, 'Lithuania')])"
            ]
          },
          "metadata": {},
          "execution_count": 76
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "sns.pointplot(x=\"Country\",y=\"GDP(%)\",data=df.sample(500))\n",
        "plt.xticks(rotation=90)\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "9IYKknDiSGAu",
        "outputId": "c69eeb5b-77da-4ce6-f385-4f172e9c023f"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "([0,\n",
              "  1,\n",
              "  2,\n",
              "  3,\n",
              "  4,\n",
              "  5,\n",
              "  6,\n",
              "  7,\n",
              "  8,\n",
              "  9,\n",
              "  10,\n",
              "  11,\n",
              "  12,\n",
              "  13,\n",
              "  14,\n",
              "  15,\n",
              "  16,\n",
              "  17,\n",
              "  18,\n",
              "  19,\n",
              "  20,\n",
              "  21,\n",
              "  22,\n",
              "  23,\n",
              "  24,\n",
              "  25,\n",
              "  26,\n",
              "  27,\n",
              "  28,\n",
              "  29,\n",
              "  30,\n",
              "  31,\n",
              "  32,\n",
              "  33,\n",
              "  34,\n",
              "  35,\n",
              "  36,\n",
              "  37,\n",
              "  38,\n",
              "  39,\n",
              "  40,\n",
              "  41,\n",
              "  42,\n",
              "  43,\n",
              "  44,\n",
              "  45,\n",
              "  46,\n",
              "  47,\n",
              "  48,\n",
              "  49,\n",
              "  50,\n",
              "  51,\n",
              "  52,\n",
              "  53,\n",
              "  54,\n",
              "  55,\n",
              "  56,\n",
              "  57,\n",
              "  58,\n",
              "  59,\n",
              "  60,\n",
              "  61,\n",
              "  62,\n",
              "  63,\n",
              "  64,\n",
              "  65,\n",
              "  66,\n",
              "  67,\n",
              "  68,\n",
              "  69,\n",
              "  70,\n",
              "  71,\n",
              "  72,\n",
              "  73,\n",
              "  74,\n",
              "  75,\n",
              "  76,\n",
              "  77,\n",
              "  78,\n",
              "  79,\n",
              "  80,\n",
              "  81,\n",
              "  82,\n",
              "  83,\n",
              "  84,\n",
              "  85,\n",
              "  86,\n",
              "  87,\n",
              "  88,\n",
              "  89,\n",
              "  90,\n",
              "  91],\n",
              " [Text(0, 0, 'Latvia'),\n",
              "  Text(1, 0, 'Ireland'),\n",
              "  Text(2, 0, 'Türkiye'),\n",
              "  Text(3, 0, 'Iceland'),\n",
              "  Text(4, 0, 'Mauritius'),\n",
              "  Text(5, 0, 'Lithuania'),\n",
              "  Text(6, 0, 'Germany'),\n",
              "  Text(7, 0, 'Slovenia'),\n",
              "  Text(8, 0, 'Maldives'),\n",
              "  Text(9, 0, 'Canada'),\n",
              "  Text(10, 0, 'Sweden'),\n",
              "  Text(11, 0, 'Serbia and Montenegro'),\n",
              "  Text(12, 0, 'Croatia'),\n",
              "  Text(13, 0, 'Poland'),\n",
              "  Text(14, 0, 'Kiribati'),\n",
              "  Text(15, 0, 'Singapore'),\n",
              "  Text(16, 0, 'Armenia'),\n",
              "  Text(17, 0, 'Sri Lanka'),\n",
              "  Text(18, 0, 'Belarus'),\n",
              "  Text(19, 0, 'Portugal'),\n",
              "  Text(20, 0, 'Ukraine'),\n",
              "  Text(21, 0, 'United Kingdom'),\n",
              "  Text(22, 0, 'Guatemala'),\n",
              "  Text(23, 0, 'Japan'),\n",
              "  Text(24, 0, 'Seychelles'),\n",
              "  Text(25, 0, 'Korea, Republic of'),\n",
              "  Text(26, 0, 'Romania'),\n",
              "  Text(27, 0, 'Cyprus'),\n",
              "  Text(28, 0, 'Netherlands (Kingdom of the)'),\n",
              "  Text(29, 0, 'Russian Federation'),\n",
              "  Text(30, 0, 'Italy'),\n",
              "  Text(31, 0, 'Philippines'),\n",
              "  Text(32, 0, 'Peru'),\n",
              "  Text(33, 0, 'China'),\n",
              "  Text(34, 0, 'Indonesia'),\n",
              "  Text(35, 0, 'Slovakia'),\n",
              "  Text(36, 0, 'Greece'),\n",
              "  Text(37, 0, 'Bolivia (Plurinational State of)'),\n",
              "  Text(38, 0, 'Luxembourg'),\n",
              "  Text(39, 0, 'China, Hong Kong SAR'),\n",
              "  Text(40, 0, 'Timor-Leste'),\n",
              "  Text(41, 0, 'Egypt'),\n",
              "  Text(42, 0, 'Hungary'),\n",
              "  Text(43, 0, 'Yemen'),\n",
              "  Text(44, 0, 'China, Macao SAR'),\n",
              "  Text(45, 0, 'Bulgaria'),\n",
              "  Text(46, 0, 'United States of America'),\n",
              "  Text(47, 0, 'South Africa'),\n",
              "  Text(48, 0, 'Finland'),\n",
              "  Text(49, 0, 'Austria'),\n",
              "  Text(50, 0, 'Czechia'),\n",
              "  Text(51, 0, 'Norway'),\n",
              "  Text(52, 0, 'Kazakhstan'),\n",
              "  Text(53, 0, 'Denmark'),\n",
              "  Text(54, 0, 'New Zealand'),\n",
              "  Text(55, 0, 'Moldova, Republic of'),\n",
              "  Text(56, 0, 'Spain'),\n",
              "  Text(57, 0, 'France'),\n",
              "  Text(58, 0, 'Chile'),\n",
              "  Text(59, 0, 'Malaysia'),\n",
              "  Text(60, 0, 'El Salvador'),\n",
              "  Text(61, 0, 'Switzerland, Liechtenstein'),\n",
              "  Text(62, 0, 'Panama'),\n",
              "  Text(63, 0, 'Brazil'),\n",
              "  Text(64, 0, 'Costa Rica'),\n",
              "  Text(65, 0, 'Belgium'),\n",
              "  Text(66, 0, 'Australia'),\n",
              "  Text(67, 0, 'Estonia'),\n",
              "  Text(68, 0, 'Colombia'),\n",
              "  Text(69, 0, 'Thailand'),\n",
              "  Text(70, 0, 'Uzbekistan'),\n",
              "  Text(71, 0, 'Serbia'),\n",
              "  Text(72, 0, 'Albania'),\n",
              "  Text(73, 0, 'Paraguay'),\n",
              "  Text(74, 0, 'Malta'),\n",
              "  Text(75, 0, 'Kyrgyzstan'),\n",
              "  Text(76, 0, 'Azerbaijan'),\n",
              "  Text(77, 0, 'India'),\n",
              "  Text(78, 0, 'Myanmar'),\n",
              "  Text(79, 0, 'San Marino'),\n",
              "  Text(80, 0, 'Georgia'),\n",
              "  Text(81, 0, 'Samoa'),\n",
              "  Text(82, 0, 'Afghanistan'),\n",
              "  Text(83, 0, 'Cook Islands'),\n",
              "  Text(84, 0, 'Israel'),\n",
              "  Text(85, 0, 'Nauru'),\n",
              "  Text(86, 0, 'Somalia'),\n",
              "  Text(87, 0, 'Iran (Islamic Republic of)'),\n",
              "  Text(88, 0, 'Marshall Islands'),\n",
              "  Text(89, 0, 'Mongolia'),\n",
              "  Text(90, 0, 'Kenya'),\n",
              "  Text(91, 0, 'Vanuatu')])"
            ]
          },
          "metadata": {},
          "execution_count": 10
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.jointplot(x=\"Expenditure(million USD)\",data=df.head(420),kind=\"kde\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 639
        },
        "id": "qftpY6KSbXm1",
        "outputId": "21930bca-9394-4fb7-edff-79c512af5278"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.JointGrid at 0x7e8626513fa0>"
            ]
          },
          "metadata": {},
          "execution_count": 6
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "sns.jointplot(x=\"Sector\",y=\"GDP(%)\",data=df.head(420),kind=\"reg\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 911
        },
        "id": "RdwfRz1jcQO_",
        "outputId": "61810023-5389-4389-aad5-799d32cdcdc5"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "error",
          "ename": "UFuncTypeError",
          "evalue": "ufunc 'multiply' did not contain a loop with signature matching types (dtype('<U42'), dtype('float64')) -> None",
          "traceback": [
            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[0;31mUFuncTypeError\u001b[0m                            Traceback (most recent call last)",
            "\u001b[0;32m<ipython-input-14-79a9f6fe5021>\u001b[0m in \u001b[0;36m<cell line: 1>\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0msns\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjointplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"Sector\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"GDP(%)\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhead\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m420\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mkind\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"reg\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/seaborn/axisgrid.py\u001b[0m in \u001b[0;36mjointplot\u001b[0;34m(data, x, y, hue, kind, height, ratio, space, dropna, xlim, ylim, color, palette, hue_order, hue_norm, marginal_ticks, joint_kws, marginal_kws, **kwargs)\u001b[0m\n\u001b[1;32m   2324\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2325\u001b[0m         \u001b[0mjoint_kws\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msetdefault\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"color\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 2326\u001b[0;31m         \u001b[0mgrid\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot_joint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mregplot\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mjoint_kws\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   2327\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2328\u001b[0m     \u001b[0;32melif\u001b[0m \u001b[0mkind\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstartswith\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"resid\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/seaborn/axisgrid.py\u001b[0m in \u001b[0;36mplot_joint\u001b[0;34m(self, func, **kwargs)\u001b[0m\n\u001b[1;32m   1830\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1831\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mstr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfunc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__module__\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstartswith\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"seaborn\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1832\u001b[0;31m             \u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1833\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1834\u001b[0m             \u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/seaborn/regression.py\u001b[0m in \u001b[0;36mregplot\u001b[0;34m(data, x, y, x_estimator, x_bins, x_ci, scatter, fit_reg, ci, n_boot, units, seed, order, logistic, lowess, robust, logx, x_partial, y_partial, truncate, dropna, x_jitter, y_jitter, label, color, marker, scatter_kws, line_kws, ax)\u001b[0m\n\u001b[1;32m    773\u001b[0m     \u001b[0mscatter_kws\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"marker\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmarker\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    774\u001b[0m     \u001b[0mline_kws\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m{\u001b[0m\u001b[0;34m}\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mline_kws\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m \u001b[0;32melse\u001b[0m \u001b[0mcopy\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcopy\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mline_kws\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 775\u001b[0;31m     \u001b[0mplotter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mscatter_kws\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mline_kws\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    776\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    777\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/seaborn/regression.py\u001b[0m in \u001b[0;36mplot\u001b[0;34m(self, ax, scatter_kws, line_kws)\u001b[0m\n\u001b[1;32m    382\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    383\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfit_reg\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 384\u001b[0;31m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlineplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mline_kws\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    385\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    386\u001b[0m         \u001b[0;31m# Label the axes\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/seaborn/regression.py\u001b[0m in \u001b[0;36mlineplot\u001b[0;34m(self, ax, kws)\u001b[0m\n\u001b[1;32m    427\u001b[0m         \u001b[0;34m\"\"\"Draw the model.\"\"\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    428\u001b[0m         \u001b[0;31m# Fit the regression model\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 429\u001b[0;31m         \u001b[0mgrid\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0myhat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0merr_bands\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfit_regression\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0max\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    430\u001b[0m         \u001b[0medges\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mgrid\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgrid\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    431\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/seaborn/regression.py\u001b[0m in \u001b[0;36mfit_regression\u001b[0;34m(self, ax, x_range, grid)\u001b[0m\n\u001b[1;32m    207\u001b[0m                 \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    208\u001b[0m                     \u001b[0mx_min\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mx_max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_xlim\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 209\u001b[0;31m             \u001b[0mgrid\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlinspace\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx_min\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mx_max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m100\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    210\u001b[0m         \u001b[0mci\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mci\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    211\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/numpy/core/function_base.py\u001b[0m in \u001b[0;36mlinspace\u001b[0;34m(start, stop, num, endpoint, retstep, dtype, axis)\u001b[0m\n\u001b[1;32m    127\u001b[0m     \u001b[0;31m# Convert float/complex array scalars to float, gh-3504\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    128\u001b[0m     \u001b[0;31m# and make sure one can use variables that have an __array_interface__, gh-6634\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 129\u001b[0;31m     \u001b[0mstart\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0masanyarray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mstart\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0;36m1.0\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    130\u001b[0m     \u001b[0mstop\u001b[0m  \u001b[0;34m=\u001b[0m \u001b[0masanyarray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mstop\u001b[0m\u001b[0;34m)\u001b[0m  \u001b[0;34m*\u001b[0m \u001b[0;36m1.0\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    131\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;31mUFuncTypeError\u001b[0m: ufunc 'multiply' did not contain a loop with signature matching types (dtype('<U42'), dtype('float64')) -> None"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "source": [
        "sns.heatmap(k.corr(),annot=True)"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "40LC31qgdM3U",
        "outputId": "b360da79-f777-492f-bdff-739491b7b87f"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "plt.fill_between(df[\"Year\"], df[\"GDP(%)\"], color=\"skyblue\", alpha=0.4)\n",
        "plt.plot(df[\"Year\"], df[\"GDP(%)\"], color=\"Slateblue\", alpha=0.6, linewidth=2)\n",
        "\n",
        "plt.xlabel(\"Year\")\n",
        "plt.ylabel(\"GDP(%)\")\n",
        "plt.title(\"GDP Percentage Over Years\")\n",
        "plt.grid(True)\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 480
        },
        "id": "QJ6ftORmewdZ",
        "outputId": "0a63b67c-3034-4baa-dc57-45545df28851"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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R29u7U2/R9OnTIYTA1KlTMWPGjKFOt4AdPUkeGzZswObNm/GjH/0In/nMZ/zXd6zq88QSvcTzIB988EHB79OnT8e6detw8MEH93vTHoiamhrMnz8ff/vb37B169Y+ulUAsHr1aui6jmOOOabg9cWLF+OHP/whWlpasHr1alRXVxds4x2/urq6sgznUhk/fjxqa2th2/agn/vMM89g2rRpuOOOOwqO2W233VbSZ9bU1GDJkiVYsmQJdF3HxRdfjJ/97Gf45je/SWLoMbsmXH3GMAR84xvfQHV1NVasWIHOzs4+73tP8MXy5JNPYtWqVZg3b95OQzRhcMQRR6Curg733HNPvxVUwRDIzjj++OMhhChQ6/bw9sPxxx+PSCSCO+64o8++EUL0yYcpBq+0fcfKNc+TFfwcIQQefPDBgu0mT56M5uZm/OEPfygIbf3v//6v77XzWLx4MSzLwl133dVnHqZp9pnDjnzrW9+CEALLly/vIwuwZcsW3HzzzZg4cSLOPPPMgvdOOOEERCIRPPXUU1izZg2OPvroAs/PAQccgOnTp+MXv/hFv+G5Yo7fUIhEIjjhhBPwzDPP9NlXO36u5/ULHo833ngDr7/+etGft+P5EY/HMWvWLAghBqz8Y5jBYE8RwxCw99574+abb8Zll12GE0880Ve0FkLgo48+wp/+9CfIstxv7s8zzzyDmpoaGIbhK1r//e9/x7777ov//u//HtbvUVdXh2uuuQbf+973cPrpp2PJkiUYP348tm3bhrVr1+Lggw/G1VdfPeAYCxYswGmnnYZf/epX+OCDD3DEEUfAtm289tprmD9/Pr70pS9h+vTpuOSSS3DLLbdg69atOO6441BbW4uPPvoIf/7zn3HGGWcUnZDuMX36dDQ0NOCRRx5BbW0tampqcOCBB2LmzJmYPn06fvSjH6GtrQ11dXV45pln+jVcLr30UlxwwQU466yzcPrppyOVSuHXv/51n0Trww47DGeeeSbuuece/Pvf/8bChQsRi8WwefNmrFmzBldeeSVOPPHEnc71E5/4BJYtW4YbbrjBDzkFFa1t28a9995bkPsDOB68+fPn45e//CWy2SyWLFlS8L4sy7juuutw7rnn4uSTT8bpp5+OyZMno62tDevXr0ddXZ2fj0bNZZddhvXr1+OMM87A0qVLsc8++yCZTOJf//oX1q1bh//93/8F4HhVn332WVx44YU4+uij8dFHH+GRRx7BPvvs029eXn+cc8452G233XDwwQdjwoQJaGlpwUMPPYSjjjqqT94bw5QCG0UMQ8Rxxx2HJ598Er/4xS/wyiuv4PHHH4ckSdhjjz1w1FFH4ayzzirofeZxzTXXAHByO5qamrDffvvh+uuv77f32XBwyimnYNKkSbj33ntx3333Qdd1P5/l9NNPL2qMG264AbNnz8Zjjz2Gm266CfX19TjggAMwb948f5vzzjsPe++9N+6//37ceeedAJyE6oULF/YRSiyGWCyGG2+8ET/5yU9wzTXXwDRN3HDDDTj99NPxs5/9DNdddx3uueceJBIJfPrTn8Z//Md/FFS0AcCxxx6Ln/zkJ7j99ttxyy23YO+998YNN9zgV1sFufbaa3HAAQfgkUcewU9/+lNEIhHsueeeOPXUU4tqz/HVr34VBxxwAH7xi1/ggQceQCaTwcSJE3HiiSfi/PPP7zesBjgaRn/9619RW1uLo446qs/78+fPx6OPPoq77roLDz30EHK5HCZOnIgDDzywj+eJkt122w2rVq3CnXfeieeeew6/+c1vMG7cOOyzzz4FeU+nn346Ojs78eijj+Lll1/GPvvsgx//+MdYs2aNbzgNxplnnoknn3wSv/zlL5HL5TBlyhR8+ctfxgUXXBDW12N2ESRRql+fYRhmF+O0007D+PHj8ctf/nKkp8IwTIhwThHDMIyLYRgwTbPgtfXr1+Odd97xW6kwDDN24fAZwzCMS1tbG772ta/h1FNPxaRJk9DS0oJHHnkEEydOLFnkkGGYyoONIoZhGJfGxkZ8/OMfx6pVq9Dd3Y2amhocddRRuPzyy9HU1DTS02MYJmQ4p4hhGIZhGAacU8QwDMMwDAOAjSKGYRiGYRgAbBQxDMMwDMMA4ETrkhFCwLbp07BkWQplXCYc+HhVDnysKgc+VpVFJR0vWZZ22h8xCBtFJWLbAt3dfXsKlUM0KqOpqRapVA6mWXrHbmZ44eNVOfCxqhz4WFUWlXa8xo+vRSQyuFHE4TOGYRiGYRiwUcQwDMMwDAOAjSKGYRiGYRgAbBQxDMMwDMMAYKOIYRiGYRgGABtFDMMwDMMwANgoYhiGYRiGAcBGEcMwDMMwDAA2ihiGYRiGYQCwUcQwDMMwDAOAjSKGYRiGYRgAbBQxDMMwDMMAYKOIYRiGYRgGABAd6QkwDMNUEqsfb4dmCMzerxb7H1Q30tNhGIYQ9hQxDMMUiWUJZDSBjCnw/jvZkZ4OwzDEsFHEMAxTJLYtYLs/CzGiU2EYJgTYKGIYhmEYhgEbRQzDMAzDMADYKGIYhmEYhgHARhHDMAzDMAwANooYhmEYhmEAsFHEMAzDjFEyaRNrft+B995m+QSmONgoYhiGYcYkL6zuQkfWwutvZKBr9uB/wOzysFHEMAzDjGkMWyCTtkZ6GkwFwEYRwzAMwzAM2ChiGIZhGIYBwEYRwzAMwzAMADaKGIZhGIZhAADRkZ4AwzDMrk7bdg3r1vZCloBTzpgESZJGekoMs0vCniKGYZgR5n9f6kXaFEiZAh99oI70dBhml4WNIoZhmFGCEICuiZGeBsPssrBRxDAMwzAMAzaKGIZhGIZhALBRxDAMwzAMA4CNIoZhGIZhGABsFDEMwzAMwwBgo4hhGIZhGAYAG0UMwzAMwzAARpmi9QcffID77rsPb7zxBt577z3MnDkTf/rTn/z3M5kMfvnLX2Lt2rXYvHkz4vE4DjzwQFx66aWYPXt2wVjpdBo33HAD/vznP8MwDBxxxBH4/ve/j0mTJg3312IYhmEYpgIYVZ6i9957D2vXrsVee+2FWbNm9Xl/27ZtePTRR7Fw4ULceuut+K//+i+k02mceeaZ2LhxY8G2l1xyCV555RVcc801uPnmm7Fp0yace+65ME1zuL4OwzAMwzAVxKjyFB177LE47rjjAADLly/HP//5z4L3p06diueeew7V1dX+awsWLMCxxx6Lhx9+GFdddRUA4B//+Adefvll3HfffVi0aBEAYMaMGViyZAmeffZZLFmyZJi+EcMwDMMwlcKo8hTJ8sDTqampKTCIAKC2thbTp09He3u7/9pLL72EhoYGLFy40H9t5syZ2G+//fDSSy/RTpphGIYpm9//phUPrPwAm97LjfRUmF2YUWUUDYVUKuXnH3m0tLRgxowZfTpNz5w5Ey0tLcM9RYZhGGYAeroMZAyBlG7hjVdTIz0dZhdmVIXPhsKPf/xjSJKEs846y38tlUqhvr6+z7aNjY19QnJDIRqltSUjEbngf2Z0w8ercqA+VkIAkgRIsgRJlsjWAmc85+dIhG7cSsG2ASEBEgBZCme/RqO73n4Nk7G6Dla0UfT444/jt7/9LW688UZMmTJlWD5TliU0NdWGMnZDQ/XgGzGjBj5elQPVsTJ0G7FYBMIWSCQiZGtBIhFDVDhFIPX1VaGtMaMVJSsjGpVhCyAWj5Lv14gkobGxBk1NCZJxmTxjbR2sWKNo7dq1uPrqq3HBBRfgs5/9bMF7DQ0NaG1t7fM3yWQSjY2NZX2ubQukUrQx70hERkNDNVIpBZZlk47N0MPHq3KgPlaGYcMwLJgC0CDQ05MlmCWgaQZMUwAA0mkVPT0RknErhVRKg2nakCMyDN0k3682gGQyh0iMq4+pqLR1sKGhuiivVkUaRa+//jq+853v4DOf+Qy+853v9Hl/5syZWLduHYQQBXlFmzZtQnNzc9mfb5rhnACWZYc2NkMPH6/KgepYmaYNIQBhCwibbi1wxnOMIssSu9x5ZZk24Hx92ILu+/v7VQJMc9fbr8PBWFsHKy4Y+P777+Ob3/wmFixYgB/+8If9bnPkkUcimUxi3bp1/mubNm3C22+/jSOPPHK4psowDMMwTAUxqjxFiqJg7dq1AICtW7cik8lgzZo1AIDDDjsMQgicc845SCQS+MpXvlKQNF1XV4d99tkHADBv3jwsWrQIK1aswLJly5BIJPDTn/4Us2fPxvHHHz/8X4xhGIZhmFHPqDKKurq6+oTDvN8ffPBBAPBzhb761a8WbHfYYYfhV7/6lf/7rbfeihtuuAFXX301TNPEokWL8P3vfx/R6Kj6ygzDMAzDjBJGlYUwdepUvPvuuwNuM9j7HvX19bj++utx/fXXU0yNYRiGYZgxTsXlFDEMwzAMw4QBG0UMwzAMwzAYZeEzhmEYKtJJE2uf7UYiHsWJp08Y6ekwDFMBsKeIYZgxyfr/6UWvIdClWdj0njLS02EYpgJgo4hhmDGJkrX8n3MZa4AtGYZhHNgoYhiGYRiGARtFDMMwDMMwANgoYhiGYRiGAcBGEcMwDMMwDAAuyWcYhmGYMctzT3ZCzVn41Mm7oaY2MtLTGfWwp4hhGIZhxiDbtqhoT5noNQTWvdgz0tOpCNgoYhiGYZgxSCppwhbOzyxLURxsFDEMwzAMw4CNIoZhGIZhGABsFDEMwzAMwwBgo4hhGIZhGAYAG0UMwzAMw4wCTNOGptojOgfWKWIYhmEYZkRRchaefqITtgA+uagRe0yrGpF5sKeIYRiGYZgRZcPbWWRNAcUSeOu19IjNg40ihmEYhmFGFBGImtkjGEFjo4hhGIZhGAZsFDEMwzAMwwBgo4hhGIZhGAYAG0UMwzAMwzAA2ChiGIZhGIYBwEYRwzAMwzAMADaKGIZhGIZhALBRxDAMwzAMA4CNIoZhGIZhGABsFDEMwzAMwwBgo4hhGIZhGAYAG0UMwzAMwzAA2ChiGIZhGIYBwEYRwzAMwzAMADaKGIZhGIZhALBRxDAMwzAMA4CNIoZhGIZhGABsFDEMwzAMwwAYZUbRBx98gKuvvhqnnXYa9t9/f5x88sn9brdq1SqccMIJmDNnDk499VS88MILfbZJp9NYsWIFDjvsMMybNw/f/va30d7eHvZXYBiGYRimQhlVRtF7772HtWvXYq+99sKsWbP63eapp57CVVddhcWLF2PlypWYO3cuLrroIrz++usF211yySV45ZVXcM011+Dmm2/Gpk2bcO6558I0zWH4JgzDMAwzdunq0GHbYqSnQU50pCcQ5Nhjj8Vxxx0HAFi+fDn++c9/9tnmtttuw0knnYRLLrkEALBgwQJs2LABd955J1auXAkA+Mc//oGXX34Z9913HxYtWgQAmDFjBpYsWYJnn30WS5YsGZ4vxDAMwzBjjKd/14GkZmN8TQpLPrfbSE+HlFHlKZLlgaezZcsWbN68GYsXLy54fcmSJVi3bh10XQcAvPTSS2hoaMDChQv9bWbOnIn99tsPL730Ev3EGYZhdiGyGXNMegmY4tB0G6YAcubYOwdGlVE0GC0tLQAcr0+QWbNmwTAMbNmyxd9uxowZkCSpYLuZM2f6YzAMwzCl8+ZrKTz1RBee+G07G0a7OGPx6I+q8NlgJJNJAEBDQ0PB697v3vupVAr19fV9/r6xsbHfkFypRKO0tmQkIhf8z4xu+HhVBpIsAZazbMuyRHLdCgFIkjO2RDQm4I3n/ByJ0I0bBh+2qNABGDbQ1W5g96lVZY8ZicqA+wwrS+Hs12h0dO/XMIjIsnMdAOTnK1yDmGodlN1ryvt5pI5VRRlFowFZltDUVBvK2A0N1aGMy4QDH6/RTSIRQ1Q4hRXVNXGS69bQbcRiEQhbIJGIkK0FwbnW11eFtsZQ4M1VAlBXV42mppqyx1SyMqJRGbYAYvEo+X6NSBIaG2vQ1JQgGbdSqKszEI1mAQCJBOF+jUehwAJAtw7W1qqIRlUAQFUV3VxLpaKMosbGRgBOuf3EiRP911OpVMH7DQ0NaG1t7fP3yWTS32ao2LZAKpUra4wdiURkNDRUI5VSYFk26dgMPXy8KgNNM2CaAtGoDCWno6cnW/aYumZD1S3kLIEa2CRjAvm5AkA6raKnJ0IybhgUzlVBT0/5QZRUSoNp2pAjMgzdJN+vNoBkModIbNeqPs5knP0KOPuCbL/qJkxTIBGRydbBbDY/V1WlOwc8Ghqqi/JqVZRRNHPmTABOzpD3s/d7LBbDtGnT/O3WrVsHIURBXtGmTZvQ3Nxc9jy8A0eNZdmhjc3Qw8drdCMC+S62LUiOVTZrwrIFLCFg2xLZ8Re28OdrWTRzDQtvrpLkrIUUc7VM209QsQXd9/f3qwSY5ujer2Fg2bZ/Xgmb7t4VvLao1kE7cA1QXa9DoaICrNOmTcPee++NNWvWFLy+evVqHH744YjH4wCAI488EslkEuvWrfO32bRpE95++20ceeSRwzpnhmHGDrpmQ2BsJpgyDDPKPEWKomDt2rUAgK1btyKTyfgG0GGHHYbx48fj4osvxuWXX47p06dj/vz5WL16Nd5880089NBD/jjz5s3DokWLsGLFCixbtgyJRAI//elPMXv2bBx//PEj8t0Yhql8NNVmg4hhxjCjyijq6urCd77znYLXvN8ffPBBzJ8/HyeffDIURcHKlStx7733YsaMGbjjjjswb968gr+79dZbccMNN+Dqq6+GaZpYtGgRvv/97yMaHVVfmWGYCsL3FLFlxDBjklFlIUydOhXvvvvuoNstXboUS5cuHXCb+vp6XH/99bj++uuppscwzC6OptkQbBExzJilonKKGIZhRhJddSqZGIYZm7BRxDAMUySOp2ikZ8EwTFiwUcQwDFMkmmqxp4hhxjBsFDEMwxSJqnH1GcOMZdgoYhiGKRJNZZOIYcYybBQxDMMUico5RQwzpmGjiGEYpghMU3DojGHGOGwUMQzDFIHueonYMGKYsQsbRQzDMEWgazZssFHEMGMZNooYhmGKgDWKGGbsw0YRwzBMEXAzWIYZ+7BRxDAMUwS6asPmpCKGGdOwUcQwDFMEum7DAgBppGfCMExYsFHEMAxTBJpqwxZsEzHMWIaNIoZhmCLgnCKGGftER3oCDMNUDqpqYd2LvYhEJXzy6CZEo7uO30RVneozCZxWxDBjFfYUMQxTNFs/0NDabWB7u4HONn2kpzOsqOwpYpgxDxtFDMMUjapYsNwCLMvadUwEIQRUzWnzIe06zjGG2eVgo4hhmKJRFSfZeFfDNAUs2zWKRnoyDMOEBhtFDMMUjaY6rS52NTQ3n4glrRlmbMNGEcMwRZNTrF3SLtA1UZHGYE+XgTf+LwXTrMTZM8zww0YRwzBFs6smG+sV2PfMsgReeK4bb76bw9OPd4z0dBimImCjiGGYorAsAV0Xu6RR5IQNK+ubZzMW1F0xAYxhyoCNIoZhikLXnCTrSrrNmraAZTv6SuXgfXeJS88YZkzD4o0MwxSFn2QtKqcGyxCAJASSPWZZ42gat/hgmF0B9hQxDFMUnqJzJXmKbKJEoF216o5hdjXYKGIYpii8vJpKMYoE6Aw4r+8Ze4oYwBExbd+ujfQ0mBDg8BnDMEXhdYmvFCjnqrrhM5kbn+3yGLqN1X/shG4Ds2dVYd78xpGeEkMIe4oYhikKTbFRSZ09KD1FquoEz+QKWzEtjvmRs/0jDVlTwLAFPtqsjvR0GGIq7BJnGGakqKS8GstyxBYpjCIhBDTNCZ/FErxk7upU0HMBMwT4CmcYpigUtXLUrFXFa8tR/liGLmDbzlDxOC+ZDDOW4SucYZiiUCpIzVpTLTJPkablpQhiVbxkMsxYhq9whmGKQlUqpwLLb+BKQLDFR5Q9RQwzpuErnGGYQTFNG4YpKsYoUhUbFpF8QDCXKlZVCd+eYZihwkYRwzCDoqnCzdGpjAAapXyAo1HkDMaeIoYZ2/AVzjDMoHg5OpWCqtAZRbruSBFIksTVZwwzxuErnGGYQaHM0RkOVIXOiNNV4fc9i7JRxDBjGr7CGYYZFFVxWnxUCgqhEVeQUxTnnCKGGcuwUcQwzKDoWj6EVAl4lXIkY2mOPhN7ihhm7FORV/jzzz+PpUuXYt68eVi0aBG+853vYMuWLX22W7VqFU444QTMmTMHp556Kl544YURmC3DVD6qm7hcCSaRbQuohA1cvbEiUQlypBL2AMMwQ6XijKL169fjoosuwj777IM777wTK1aswDvvvIOvf/3rUNV8H5qnnnoKV111FRYvXoyVK1di7ty5uOiii/D666+P3OQZpkLRFCeEVAkmgZcYTWkUAUAsUQnfnmGYcoiO9ARK5amnnsIee+yB66+/3nfljx8/Hl/5ylfwz3/+E4ceeigA4LbbbsNJJ52ESy65BACwYMECbNiwAXfeeSdWrlw5UtNnmIrEa/FRCWaB5ofOyg+g2baArjsF+XEOnTHMmKfirnLTNFFbW1uQ21BfXw/AadwIAFu2bMHmzZuxePHigr9dsmQJ1q1bB13Xh2/CDDMG8HN0KsAqUgk1inTdGYubwTLMrkHFeYpOP/10/PGPf8Svf/1rnHrqqejt7cVPfvIT7L///jj44IMBAC0tLQCAGTNmFPztrFmzYBgGtmzZglmzZg15DtEo7eIYicgF/zOjm13teAkhoOmOm0iWAEgSZAmIRmTya4ECywAgARIkeN4iWZaGNFfbtNyxgHh1xM8pkiRAkunWAkmWILlDRSJDm+uORCMyJFnyxw9jrtEozTkQicq+wS1LYc2VZtxIRAplv4ZBRA7vHPCePKjWQVnO79ehXq8UVJxRdOihh+KOO+7AZZddhmuvvRYAsN9+++HnP/85IpEIACCZTAIAGhoaCv7W+917fyjIsoSmptoh//1ANDRUhzIuEw67yvHSNRtyJAJZBuIRCbYlEI3LqG+oCu1aKIdtERNyNIKIsCG7xfSJRHRIc9UUFdFYFBHbQl19HDXVcecmIIBEPEb2/ROJGKLCBADU19PsVwm6f2MZ6vfvD2+uEoD6+mo0NdWUPaaSdYwrWwCxOP1cI5KExsYaNDUlyh6zq14gGk2749PNtatDwzNPtGHOvEbMObiRZMy6OgPRaBYA8TkQj0KBBYBuHaytVRGNOnnBVVV0cy2VijOK/v73v+N73/sezjjjDBx99NHo7e3FXXfdhfPOOw8PP/wwqqqqQv182xZIpXKkY0YiMhoaqpFKKbCsStIN3jXZ1Y5XOmVC00xYloAJCaYlYOoC6ZSKnp6Rnl1fOjty0HQLthCw3adZTTPR05MteayOdgWa7nx3W7KQU3RYlpN0runGkMbsD00zYJrOXNNpFT09kbLHTPWaME3bHz+cuSro6Sk/VplKaTBNG3JEhqEP7Vj1hzdXG0AymUMkZpY9ZjqthLJfn1jVil5DoPvlDuw+PYIIQaVjJqOFcw7oJkxTIBGRydbBbDY/V1WlOwc8Ghqqi/JqVZxRdN1112HBggVYvny5/9rcuXNx9NFH449//CPOPPNMNDY6VnY6ncbEiRP97VKpFAD47w8V78BRY1l2aGMz9OwqxyubMWHZ+Zw9CAFbSDBH6ffPZS2YQhTkWdu2GNJcc1kLlhAQQiASdbxkgNMCTth0a4GwBYRrwFnW0Oa6I6Zl+2OGMVdJcsakGNcybf942YLm+wOB/SoBpkkzrmWJUPar6Y6rA8hlTVTXlG8YW3Z454D/GUTrgB24BoZ6vVIweoOhO2Hjxo3Yd999C16bMmUKmpqa8OGHHwIAZs6cCSCfW+TR0tKCWCyGadOmDc9kGWYMEFR0rgTxQkVxKuUoZqprrj6TJFXEd2f6YgpUVN8+ZmSpuKt8jz32wNtvv13w2tatW9HT04M999wTADBt2jTsvffeWLNmTcF2q1evxuGHH454PD5s82WYSsfpOO88wVVCBZai0lXKaVpetDIaH/3fnemLLgQ0WyCdLD90xox9Ki589oUvfAHXX389rrvuOhx77LHo7e3F3XffjQkTJhSU4F988cW4/PLLMX36dMyfPx+rV6/Gm2++iYceemgEZ88wlYfnKQq7S7xh2IjFyhtfCAFFoVOzDopWsnhj5WILJ+zFMINRcUbR2WefjXg8jt/85jd4/PHHUVtbi7lz5+LWW29FU1OTv93JJ58MRVGwcuVK3HvvvZgxYwbuuOMOzJs3bwRnzzCVhxZo8RGrCscoev1/k2hpUXHQvHrMmj30aibTFE5uBojUrDU73/csLsMy+cbKMGOZijOKJEnCWWedhbPOOmvQbZcuXYqlS5cOw6wYZuyiKlbAW0JvFFmWQEuLiowpsOUDpSyjSFMdIwZCkDSvVTXH6xSLO33P2ChimLHNkIyijz76CM8//zz+/ve/Y+PGjejp6YEkSWhqasLMmTNx8MEH49hjj+WEZoYZAyiuoSHLQCRGH0LyPFGuLVMWqkKnZg04cwOAGOcTMcwuQUlG0QsvvIBf/OIXeO211yCEwPTp0zF16lQ0NzdDCIFUKoV33nkHzz77LG688UYccsghOOecc3DMMceENX+GYULGy9GJJWQQOF/64HmiKGyZYKVcuViWgG44GjexKs4nYphdgaKNojPOOAPvvPMOPvWpT+HWW2/FJz/5SdTV1fW7bSaTwSuvvIJnnnkGl1xyCfbdd188+uijZJNmGGZ4sG0BzQ0hxUPKJ1JyrqeIwCoKVsqVi67lQ3HxRPmaMQzDjH6KNormz5+Pu+66C7vtttug29bV1eGEE07ACSecgI6ODjz44INlTZJhmJHB0IUj3IjwusSrikVmyKhKvlKuXDxjEBIQjbOniGF2BYo2ii677LIhfcDEiROH/Le7Cts/UtHyro69PxYb6akwTAGqarlhLRFa5ZmSs90uSuWjqRYsQVN5pqv5/KTh0GcS/fzEMMzwwtmDI0w2Y2L9//Ti7bdSWPfiKGwkxezS+NVcCK8cX83ZoJKQIdUo8jxFGB4lb8UWUG2BbR9qoX8WwzD9Q1KSb5omfvazn+HJJ59EW1sbdtttNyxZsgQXXnghEonyuxKPZdq26TBtIKNbULez4iozuggmLscSckHPIypyblsOChS3+iwSQdm9Hfz8JDF8St4CTghwV0PAOVymJSpQKIYZS5CcfjfeeCP++te/4pvf/CYmTZqE999/H3fffTc6Ojpwww03UHzEmMYWApAksrwKhqFiR8NAV6gCXXlyWYtObNEtoY8nZJhlGhe6Jvz8JM4pCpeudh2q5TWs433NjBwlGUX/+Mc/+lWE/vOf/4zbbrsNBx54IABg0aJFAIC7776bYIoMw4wUmurk+8huiw9qo8i2hd+rrNxboWUVVsqVbxQFlLwroOdbJWPves4xZpRS0pX+9a9/Hf/5n/+J9vb2gtcnTZqE9evX+7/bto3XX3+9qEo1hmFGL1ow2TiEnCJNtf3qtnLxjBghBIl8QFDJezhyihiGGXlKutKffvppWJaFE088EXfffTd0XQcAfO9738M999yD4447DmeddRaOOOIIrF27FldccUUok2YYZnhQA4nLYTRE9UroBUHo2BsLAGJV5esKaV7fMwmIhqDkzTDM6KOk8NmUKVPwk5/8BK+++iquv/56rFq1Ct/73vdw4okn4vnnn8cLL7yAjo4O7LbbbjjqqKMwfvz4sObNMMwwoLieomgEkKP0hoGSc5KsSdSstXylHImnSHMay8bjEiS58owi2xKwAGi2wLgKyNOhyitjmHIYUqL1oYceiscffxyrVq3Ctddei4ceegjf//738ZnPfIZ4egzDjCSKm0MUr5JJBBF3RFVsWES6PJpiwyuij5bp1RJCQFXz7U0K3itr5OEjm7FghFAtyDBjmSE/TkmShDPOOAPPPPMMPv7xj+OMM87A1VdfjZ4e1tphmLGAZQnouujXMKDCUbOmqjxzx5Kksj1FliVgWv1/d9ON0YWVG6yGUOHHMExxlLxyrF69GpdddhkuvPBC3HvvvYhGo7jiiivw+9//Htu2bcPxxx+PX/7ylzBN1txhmEqGOnG5PxRXuJFEbFHJj1WuEaepItD3bHjUrNmnwzAjT0lX+913341ly5YhHo9j2rRpePDBB3HeeecBAGbNmoWf//znuOmmm/DII4/g5JNPxtq1a0OZNMMw4eMLN0o0icv9kcvlvTvl4vc9Q/mVcrqWT9oejsozlihjmNFBSTlFjzzyCM4991x8+9vfBgCccMIJ+OIXv4iNGzdi1qxZAIBjjjkGixYtwgMPPIDLLrsMr776Kv2sGYYJHb/Fhwin8gwAcjm6thyKGqgWK9dTFEjaHg6NIqcCz5k7wzAjR0lXu67rqKur83+vra2FEAKGYRRsF4vF8I1vfAPPPPMMzSwZhhl2HE+RYxmEYRgIIZDLEapZK85YsbgEucxqMV21Ibyk7ZDVrC3LUc5mZxHDjDwleYqWLFmCu+++G5qmoaGhAY888gg+9rGP4WMf+1i/20+YMIFkkgzDDD+qW44vSVI4wo1aXrhRksoLIQkhoKjCV7MmmdswqVl7sgQMw4w8JRlFy5Ytw4QJE/Diiy9CVVUcdNBBuPjiixGJhJNvwDDMyOGpWYdlGKg5zw9Vvq/I0AUsi84o8nKKJEkKPadIyboJ7aF+CsMwxVCSURSPx3HBBRfgggsuCGs+DMOMEry+Z0A4LT5Ut6M9RfxM9ZLChaBRsw62Nwkpn8pDyVmw4Va7cU4Rw4wo3NCHYZh+UVUnrCMjHE+RkrNIhRs9o4JEzTrQpDYaDz98ZobgJgpW0FFjCrhyDSF9AMOMEEVf7eeccw7+7//+r+QP+Nvf/oZzzjmn5L9jGGZkybl9zyIxCXIkpL5nROX4vnwAaEroveozWXa+f5jksnmvFCXZjOPnC8Nu0YWAZgu0b9dDGJ1hRo6iw2fTpk3D1772NUybNg1LlizB4Ycfjv322w+1tbUF22UyGfzrX//CX//6V6xZswbbtm3D5z//efKJMwwTLprqmBnhCTdaZMKNjpq1k5hD6SmKJcJpbxIklzND8egouXCVsQUAm9uIMGOMoo2ia665Bueccw4efPBBPPzww7jrrrsgSRIaGxvR0NAAAEgmk0ilUhBCoLGxEaeccgrOPvtsTJs2LbQvwDAMPaYpoBtOqXiYRhFVGo2X/yRLUtmhvsK+Z+En+WRD8hTlso6pxSEuhimekhKtp02bhiuvvBLLli3Dq6++itdffx0tLS3o7e0FAIwbNw4zZ87E3LlzccghhyAWi4UxZ4ZhQiYv3Bhem4usGz6LxSTYtoAow7HhJ22j/KRwwxCwXamAWMj5RI5Wkx1KiEvJUmVsMcyuQ0lGkf9H0SgWLFiABQsWUM+HYZhRQDBHJ4zKMyEEFNcYiFfLULPlhXo84UaqFh/CmWRoXjIPTbX9xrPU6LrNXiKGKZEhXfEdHR14/fXXsXnzZuLpMAwzGtDUvKBgGDo9hi5gmo4xUFVd/viKW0IfiUqIRMsLeQXL8UPXKMrlpQSoYe0jhimdkjxFuq7jiiuuwOrVq/3X9t13X9x+++2YOnUq+eSYoZPNWHj1r0nMPqAWU/ZIjPR0mAoj2OIjDG+JoliuJ0ogXh0BYAz8B4OOR5cU7nuKEH74THEb4lIjhAitHJ9hxjIlXfG//vWv8dRTT+HjH/84vva1r+FTn/oU3nnnHSxbtiys+TFD5C9PdSLVY+BvL/WSVoikUybatmtk4zGjE01121yEpOis5vLCjfEyPUWWtfOkcBtwqtJKQNOEbxCG7ymySp5fMei6YE8RwwyBkjxFf/jDHzB//nzcf//9fpnqPffcg1tvvRVtbW2YPHlyKJNkhoYhgKwpkNJsjKsuX+U3kzbx4tNdsASw7wG12PeAusH/iKlIwm7xoShBT1R556aqBJLC+/EUWSVaBnqw51vI1We5rGN8ypIEShPGT7JmlWyGKYmSVruPPvoIxx9/fIFux5IlSyCEwEcffUQ+OaY8PAeRQeQp+mCjAkMAaVPg7X9mScZkRieq4vb+Qjhl6aqnUSRJZXuKNNXyQ0VUzWA9gzB0NeusBQv0dksua7GniGGGQElXfDab9TWJPOrqHG+BrrOy6a6AZ1+xZtvYRnFL8iUpnBCSr2aN8sNnvnwAaOaqa4GebyGHz7I5y9/PlDjCmHyRMkyplHzF70zdNWzVV4Zhhg9fvDAuQZYLr20bKPuGm8tZeU9Umd4dVbH9HmokataKYxJJCD+nKJulE7AM4oXlGIYpjZJ1iq688kpcffXVfV4///zzIcuFC4gkSXjttdeGPjuGYYYdIYSTp4OdGyzlegpzbtVVNCqV3VtMK8gBIjCKNCdJORoB5PJT8XaKadrQdCdBfEiCcQOQy5oIt8kHw4xNSroWP/vZz4Y1D4ZhRgmmIXxBwTDUrD0VZwBIVJffWywYiqMQmlTdnm9h9z1TvPYeQpB/TjYzPMKN3PuMGWuUZBTdcMMNYc2DYZhRgqblBQXD0CgyDeG00oBjFJWLqtCF4mxbQNPyzWDDRHHziahjZ0IIJ1eJdtj8+IGfs2n2RzFji3CveoZhKg6/xB3htPhQlIDRRSAVobqJ1rIMROPlWRhGQN8n7HJ8JefmQhFbL4YuHJ0i2mF9BFe1MWOYIYey161bh5dffhlbtmxBNptFbW0tpk+fjkWLFg1LT7Tf//73eOCBB7Bx40bU1NRgzpw5uOOOO1BVVQUA+Mtf/oJbb70VmzZtwh577IHzzjsPn/vc50KfF8NUOgV9z0IRbsx7SMqtPAMcI8vz7JQbhtKCfc8SISYUwasQoy9SUXJ5tXBqhBCwgFA8XAwzGijZKGpra8N3vvMdvPHGGxD9BK3vu+8+zJs3D7feeismTZpEMskdufvuu7Fy5Uqcf/75mDt3Lnp6erBu3TpYluPKffXVV3HRRRfh85//PFasWIG//e1vuPLKK1FbW4sTTzwxlDkxzFgh2OIjFKNIoWshYtvCr5QjafFBXN4/EL5RRDyup1EUhjtH11gpm4H/0KRZY6+ZTMm9z8477zy89957WLp0KU477TQ0NzejpqYGuVwOGzZswB//+Ec89thjOP/88/Hoo48iFouRTrilpQV33HEH7rrrLhx11FH+6yeccIL/8913340DDzwQ1157LQBgwYIF2LJlC2677TY2ihhmEILVXGEYBoriGQPlCzfqulN6TpUU7udTIfzwWbjl+OGYLdmMxT3VmDFtFJe0ivzpT3/Cu+++i5tuugnXXnstDjnkENTX1yMSiaC+vh6HHHIIrr32WvzoRz/C22+/jaeeeop8wr/73e8wderUAoMoiK7rWL9+fR/jZ8mSJdi4cSMrbzPMIARbfISRaK3mbN9DEiuzxYemeD4nQZL/pGv2sPU9y7rVZ7Ey86B2RMk5KtlyCJVzuYyrlD2W74rMLk1JnqJnn30WBx98ME4++eQBtzvllFPwm9/8Bs888ww+85nPlDO/Przxxhtobm7GXXfdhV/96ldIp9M44IADcMUVV+Cggw7Chx9+CMMwMHPmzIK/mzVrFgDH0zR16tSy5hCN0i2WkYgEyRXHk2SJbGxJliALAUmWEInIJONGIjJkyR1bot0PlUQkIhf8P9YwdMcskCUgXhOBHMnfXJ2fnXM2OsTzSlPz41fVOeNLkgRJEpBLvAZMExCS43VK7DBXSZYguQqGxY5rGgAgQZaBeHXheADcuToK1OVcA7YtoCg2IAFVtRGoKQuSJCB5+7aMa0vNuS1a3KlLEt3a4rV/cdxbEuQIzbiR4Dkm0a6DEiRAcj6Daq5hrNmyLEFyh4pGidZsWQ7n/hK4LKjWQef7S/7PI3V/Kckoevfdd7F06dKitl20aBFWrVo1pEkNREdHB/75z39iw4YN+MEPfoDq6mr87Gc/w9e//nU8++yzSCaTANCnHYn3u/f+UJFlCU1NtWWNEaSuzkIsloNm2IjFImRjJxIxwLKhGzYaGqrR1Bgve8zaWh3xhArdsBGPyaT7oRJpaKge6SmEgi1SkKMyZElC47iqgkTgqoTh31zqG6qGdA5YdhJyVEZEzo8fjciwJIGqqnhJY/Z0CESjEURsG/WNCdTWJPz3olEZkukYRYlEtKhxo1ENUkRGVBJobKxCbU1h+F+XLciy83AQjxc3Zn/ksiYi0QhkE2gYF4eZ0yCZAnJEQiIRK+vasqwU5IiMCCRItgVZLn9MH6ECERmyKRCJSKgu8XjtjNpaHRE5CxtArIz9uiOJRAyyrkOWJNTVDe183ZGueoFoNO2OTzfXeCKKqCu5OW5cDWpqy5f0rKszEI06fSpJ5xqPQjecQCrVOlhbqyIaVQEAVVV0cy2VkvZ6T08PJk+eXNS2kydPRk9Pz5AmNRCO8FsO//3f/419990XAHDQQQfh2GOPxUMPPYRFixaRf2YQ2xZIpXJk42UyKgzDaQlpGBZ6emgarWqaAd0SMG0glVJQZRtlj5nNatA1E6YN6LZNNtdKIxKR0dBQjVRKgTUGEw17e1WYpo2qahk5pbCnoaoZsCwBU7KRTqkYyiXe3a3CMG3E6yL++KZlw7YEVFUv6bzqaM9C1S1YtoAlWcjmNP8907TdYhAJmmYWNW5PlwLddEJEhjCQzRUeX0OzYduOh0fXixuzP7o7dWi6CcsSQFT4c7Ut59ot59rq7FJgmDaiEiBsARui7DE92tqy0A0LthCwLEAp8XjtjK6OHCzbEbE0ytivO6JpBmxLQEgCmYyKnp7yKwrTaQWmafvjU81V10yYrhHf25uDppc/10xGC2WuqnsfiEZlsnUwm83PVVXpzgGPhobqorxaJRlFqqoiHi/O4xCLxaBp2uAblkhDQwPGjRvnG0QAMG7cOOy///54//33cdJJJwEA0ul0wd+lUikAQGNjY9lz8A4cBZYlIGwByBKELcjGFrZbJWILWJZNMq5l2f6YtiSR7odKhGq/jiachw7LzXWRYe/QQMv5XUDYjiFT6vc3TRuq24U+XpUfXwgBIZyHjlLGzGYdg0gSQDQmFcxX2MJPCC123GzWhGvzQI5I/X5/T6fHFkNfC9Ip56YihEAsITtzFYCQRFnrgK7n96+HcK9ZinM1lTLzlW2SgG3RjNvb4zy0OfuVdh0UcM4Pi2iu/poNONcB0VxtOz+uadowzfJzwizbDmmugc8gWgeD37/UdYCSkv1ziqKgt7d30O1yOTpvSpB99tkHH374Yb/vaZqG6dOnIxaLoaWlBUcccYT/XktLCwD0yTViGCaPrglYtiteWEWfqOsLQwpBomatKYGO9hQtPlydomhM6pNPRImSdbwtAJCoodNDUlyDFnDykyixLIGcn9hOSzZtOV49bixeEYRTNzk6KNko+sEPfoAf/OAHg24nQujnAwDHHHMMfve73+Hf//439ttvPwBOWO9f//oXvvrVryIej2P+/Pl45pln8JWvfMX/u9WrV2PWrFllJ1kzzFjGS4IGBOJlVob1h5LLezHKrTwDAEV1hCBl0GgqqVq+71mYKG4FniyVL0tQMK7fT82tnjPp2nDkK8/CEYVkKgd77NpEpRlFF110UVjzKJrjjjsOc+bMwbe//W1ceumlSCQSuPfeexGPx/HFL34RAPCtb30LZ599Nq655hosXrwY69evx5/+9Cf89Kc/HeHZM8zoRguIF4alZu1VL5GqWcfL9+xYloChC3+8MMnlnC72Emj2gz9u1oLX9SxeIwM5OqMo64lChoAfkQtneIYpmoozimRZxr333osbbrgBV199NQzDwKGHHopf//rXmDhxIgDg0EMPxe23345bb70Vjz32GPbYYw9cd911WLx48QjPnmFGN2G3+FAUR1hwR+FGzxAr5Z4rhMgbRVQaRSKf5xMm2Wy+XxtlfzlPJVuWJDcsV36BhUcukze4qPFUstkoYkaaksNn27dvhyzLfhWapml4+OGH+2w3efJkLFmypPwZ9sP48ePx4x//eMBtPvWpT+FTn/pUKJ/PMGMVVXVzXUQ4zWDVQGuLoDCkKYCI+3+xmKaAaQkyNWvd63smhSNaGcTrYp+oLr9fW5BcJrB/a2i/QzaTN7goNY1t22leywG0ysEew+lfJesUffazn8WKFSvwpS99CYCTUP2jH/2oz7aRSASzZs3C7NmzaWbKMEzoaKrtqyGH4ylywmdO2CifU2TDMYpKSS3xQ31CkBgxmjY8fc8Mw/a72FMmWQNu6xABSDK9YZfLmKH0avPyzDitiBkNlHTVPProo9hjjz383J0gN998M55//nk8//zzeO655zBp0iQ8+uijZBNlxi6ppIm/rO5C+3Z6CQemNLwWH0A41We5XD5sFO2nt5hVolGUnytFM1jhhw6j8cHHG2p+jZ9sLgQS1bRGUcbtp5aoovVAAUDaTbSm9hD4Cdy0wzLMkCjJU7R+/Xp8+tOfhiz3XTAmTJiAPffc0//95JNPxl/+8pfyZ8iMeV5c04WkIZBc24vPfqE4cVAmHLyO8xLCySnK5fId7cu9afstJ0AzV02z86HDIprBiiHexv2yeYk2xGUYNjTXA1VVS2tsCSGQydih5P1k0iasIe9NhqGlpCty69atfXR+otEo9t13X9TWFkpyT506Fdu2bSt/hsyYx/MOGGNLB7EiURTHixGJAHKUXufG0wEi0ShSbV/rhyJU5DSDBaQiQ4dDvYkrObfprACpp6jAA0UcllMV28/fojaKclmrpFwyhgmTkhOtd9STqK+vxx/+8Ic+20mSxNoTDFNhqGpep4c6/KIqTr6LGCBsVMqK4XmKJEkiCZ954TgJxeUUDTl8lnWToSWJ1FOUC5TMJ4iTrP2xQ9Cfy6TNksKmYxXeBaODkq6cyZMn45133ilq23feeafoPmkMw4w8ti2cZGOEU30VFG7cmTaPWcKDlKbmK61IjCItnwQeKyKnaOieokCFGKlwY75knjyBO2M53q0QKo7S6fD0jyoJ3gWjg5KuyIULF+LJJ59EV1fXgNt1dXXhySefxMKFC8uaHMOUw+v/m8Lf1vbC5hW3KDxPiSCq5toRNRfIAdqJp6iUdkeeRhFV/pOqOv3HJADREMUbPRFEGYUVeOXi5SpJxCrZgJMMbQqQtw6x7XyuEsOMBkq6cr7+9a/DNE189atfxVtvvdXvNm+99Ra++tWvwjRNfO1rXyOZJDO2EQB0UZqXYDC2bFLw7/dzeP8jFf/8e3rwPyiBsRoW1gI6PaGoWSv5fl8UN23VzX+SI0AkVv7N2vv+0bgESQ7PKMq5FWLRhIQIYd5WLmO7hgu9pyiXtUIpx/dzlcboNcVUHiXlFE2dOhU/+clP8N3vfhdnnHEGpk+fjubmZtTU1CCXy2HDhg348MMPUVVVhZtvvhnTpk0La97MCGCZAroQsFCayN5gGLaAKQQUm27Jbduu+16Htm062bgvrulCd6+JieOrcMySJrJxvZtCGP0Ci8UvcQ9JuNFRs3b7fRGMr7j5T3Gi/Cev8q7Y7z6U+7ht55uqVhGX42dzpiN3INEfPy/ERX1WZDl0xowySk60PuaYY/DEE09g5cqVePHFF/Hcc8/5702cOBGf//zn8Y1vfAN77bUX6USZ0tFt2jLXDzYqyJpOyW8RKRdF4yVZUnqKwqK710TOBpJZk2zMTNrEn59yQtLHnTQBdfUlX5b9YtsCbdt0TNkzXpTRoCm2XxgdinBjziLr90Wd/2SaAobp9T0LT7hRVWxYtptsTpwM7YWhElVy2X3g+o6dV+C2VLoy0WzGDK11CMMMhSGtvtOmTcO1114LAMhkMshms6itrUVdXR3p5HYFOtt1GMKpZDEI1wYbgGY7/1vE9a4VYLv4N2AIJ2xDhffVKZ9u//n3NNLuMXrrtTQOP5rGA/WnVe1ImwL1UQmnnjl40YOm2n5VVBieolzOVVvuJzwn3FYPuWRxxiZ1/pOuBdSxQ1Sz9jWKQBviMk0bqispUFVLO3/DCI4dQZbUKAq0DqmEhYXxsYQYmgExyin7O9XV1bExVAapXhOGAFTTBqmAsHBOWkgScnRODdhwQmejvYS2t8uA5lsudDvWFkDOFKglXMDNgDVsEhqwul2asa0GStLDFG5MVMl9cnYs4ZxbxS5IBcKNVeUbF2E3wvVQAsnmtJVneY2iqhDyiZxLSaC6NoJsF12T2Uza9POgdnVG+ZJagACgWYAkV9KsiyPcrodMUXj5JNTJhs465uQBkY0pCv/f1fBCfNpotwqHgK45fc8A+pwUyxJ+zk6/wo2i4L9BCfYpK0Z9ejD0gr5n4d2iHY0i4TZspTNecgUq2cRGUcbyc80SxErZXq7SWG0uWhIVtKR4y58+BhPC2CgaBXgnGOV91huKLnDEAIH8J8LFIGhgjqSxqbjiijLovSUF4S4KNWvFVYUGlUZRvvKumL5nwNDuYb5GEXHZvJK1QlHJBrwQl6t/RBiaC5bjh2UTBY+RrrFkPhVjzxTKMxZDghWHvcP/lGNWApUk8e9VtFEaL73dBhTXyEp204UmSsXT/YnGJPJEXVWx/HOS4qatqgFNHpJmsIG+Z8VWnw3hc3LZvEAkpfGSy9qhqGQDeY0iWZIK8qDKvQSC5fhhVV0GG81aY9C7O1KM5T3JnqJRgOd0GIOeyKKoJAPO87wZIYQ6R/rwq4ESd2qCatYknh23vJ8q/0lzQ4eyJA1afVZOsn02l9dWogzTBVWyw1GzdscmDJ8Fy/HDMIksy0ne31VD/WEShq5Ud6fzQGgDMEewESYbRQxTAv5iMMYWWssS0A3nJjKQ0aK5ydICpT15hyLcCLoWH7qWN9qKNVZKXbaFEMjlHLM6UR0h9Y5kMkGVbGKNInfsaEwiVfrOBtqShEEm5fRUq5RLtVLmGRbZtAkLgGoL0krsUmGjiGHGKN5NvpiHOk0NlKQPYGS0tygwbECxBd55K1v0XJRc3hND0dpCcecrScU1bx0MTaVtGdIfhiGg647hWUUc4sq6KtnxalqNItsW/thVNbRNgrNuI1hJog/XAkA6ZflGUSUYHAICOdsRx91VvVve9x7JqAkbRQwzRvGeuLQiVpiCEvcijQKtBP0nNWf7Ser9eTJ8r0ux8gGK5QotSpAJWnJ4RpYsl9AypMSFW8l5eVWCNJ8oWNlHbWwpubzYZBVx5Vk27eYqAUjURcgtl0zKdKpFQ/AWhWlombaAqlRSUsHYgo2iMUol5SdV0lwrCUs4uU/FuKJ9TxHCafGRK7KyrZhbgRACiirI1KyBvKcoGqf1hgTx86oESJOhPUFIRyU7LI0ioKqOduxU2oQtgEiE7jgGSSfNUIo4OrbrUG3hF0eMZjpbdWi244GqBLxcTXUE58tGEcOMUUSfH3aOpgVK3MMQbnRDMDGCFhSGLmBZdEaREAKq5o4XskaRt48pQogevuEihdAINuPm/RCPHSzHr6qNhJJp3Zs0Q3ngUpRwMqHCCJn1dBkVJcvi7YKRDB+yUTTGEcJpocAwA6EpVmgtPmxbOOEp7ES4sURUT31aCBI1a9PIG1lhq1l7+5iy75mStR3DhdgDBeTbcEiQSCvPguX41GE5wAkpev3aqAnrhs0Bs9EBG0VjGK8lhzJy0jdMhaAFW3wQVhh5Y1s2yDw7fqivnx5qQxrPE24UImSjKF82T+0p8o0tYuFGf2wQl+Nn8mG56np6oyibsWDa4ZSOh6Ulxo+uowM2isYw3npg7aqlDEzReN4XqhL3grGVvGeH4qat+eMRluO7P4dpFGWz4ZTNF2gUETeDzbh5P7JEO+dsJl+OTx3yA5wk67Ad5Lyqjk3YKBqjBJu2pitJMpoZEVSvxB00Je5BlJzlG+gkGkVqQPOIxPMkAn3PwjWKnBAdbQl6tkCjiLg3mTvnRLVMUuXnESzHp07gBoC0W3kWVtI8r6hjFzaKRhhDdy4vameOHRiQcuyx3AhwV8Zv8ZGgKXEPoiq27xUYzCiyizhZNTWgPk1gxOiBJHNKccIgti38fUztGckQJrEH0TUbuuboKlUTGy4F5fgh5BR5lWdhHE1WyR7b+U9sFI0wpuH0XNJtUdQNYbRQOTOlxfveY2lRECKvcxNGiw9HzdpN4h7MKCpqPOKWIa6atURkZPWHN2enbJ7uMywrb2xRaxR5fdoA+mRorxxfjtArcANAMmn5YT9KhBAVpZLNlA4bRaMAscP/lGNWApU017FkDHmYpoBp0ur+BPGrrgDEB6kWK+ZcUFUroD5d/l1PDyaZl2AUlXLeBvV+KD1FQY2iqhB6nlmurhKlN0eIwnJ86hCXbQukUqafI0dJLusZt8QDg71PowU2isYolXR9hVEhwhSPJ1w4WIuPoZLL0SYYK67XJRKVEIkReYrcn0vJKSrlrPXVrCXavB8lm/eaxUPQKPK817SGXL4cvzqE0Fkua/kq3NRGUTpZWf3UmNJho2gUYO/wP8MMJ145PhCScGPOU4umSTBW3BYIVEKLBX3PSsgpKs0osmEJ4ej9EFee2b64Ir1GkSmc3K3QyvHDSLJ2DReA3lOUSrqtQ5gxCxtFowBvgeDcZWYkCPY9o66+8jrDUwk3WpaAbjjJv1S5KIprFMoRQI6WYBSVcHMs1Cii28e5rOUmFEvknqJsNh+CojS4skGV7DCSrFNWaIZLqtcIpXVIpTGWdwEbRUxJjMVE412dYPUVdfhM0/LCjRQaRariCjcKMWh+UrFomnM2x0Lse+YlLUugDXMViCsSe4oyacejE4tLiMYJDbmM6atkh1GO7zSCdTxc1PT25r1QzNiEjaIxjHftFtMQlNl18SqjJEki9xSpOc/cEiQeEk2lFVoUQvjhszDyqTw84cZIhLbs38vXolbJtiyBbC7Qm4yQTMjl+MmkGUrlmWUJpNPhtA4Bxrb3pZJgo4hhxjiDLbYFLT7CULN2K5gobtqamheCJFGz1vMl1tTtTTycEGJeo4jSG5Vxb9LxhIRICaG/wQhWtVEnQ6ddD5QcoTdEncozKxRtpUzKDK11CBBOFTJTOmwUMcwYxcurGEz/SlXyoR3qRGslZxUt3FgMTv4TXahPV4N9z+i9FoAj0GoYgiyvysO2BXIhCULmvGRo4rwfIYRvyFXVRiARu3OUnA3DdCrbaoh7qqWSZqgtkzg1YXTARtEowLvOKK83LpBgPAY7FbwWH7JMr+gcDM2RCC2q+U7zZM1gfc9TOJ4ivxwfgry0PVSNIghyjSJVsWGEWI6fTrk5PxJQXR+lHdtTyQ6rdQiv2aMCNooYZhdHcb0lYSQaU1dd+UYW6JvBUiYTB/GMFwhivZ+gICRxI1g/gVuSaCvP0vk5h5Jk7XlzBFBN7ClK9pp+LhQzduHjyzC7MMEWH2F4SpRcXn2apnkrbajPSbJ27tJhtfigDiF65AIaRdSNYMPqTRYsx6dO4Aa8cnyn8qyK2FPU22u6Xk/SYX3YUTQ6qHijKJvN4sgjj8Ts2bPx1ltvFby3atUqnHDCCZgzZw5OPfVUvPDCCyM0S4YZnei68Evmw6i+yrqenWiMRn1aUWhDfbqWD8dRV955eC0+ZEkiNYoUvxyf1psDAJmM5e9nyvMiGyjHD6PyLJUyYLmVZ5SeKF23kcs5XsWKv2kyA1Lxx/euu+6CZVl9Xn/qqadw1VVXYfHixVi5ciXmzp2Liy66CK+//vrwT5JhRoBiEjf9Fh8QiBMnGgshoGRt0gRjr/lpLC6TJOn6zWBRevVZsU/2Xu83gFqjyA5oFBEnQ2fDSYb2yvEl0IfPhBBIJi2/OS5lNZ6vkh1C6xAP9hSNDiraKNq4cSMefvhhXHzxxX3eu+2223DSSSfhkksuwYIFC3Dttddizpw5uPPOO0dgpgwzcgy02GqKTVriHsTQhZNUCxqjyLYFVI1WU0hXhR+OK9VTVOxNLJvNd2yn9LrkAorTlB4oTbN91fAqYg9UOu14oCIhlOMrufy8axpoQ2epXhPhKRQxo4mKNoquu+46fOELX8CMGTMKXt+yZQs2b96MxYsXF7y+ZMkSrFu3DrquD+c0GWbUEhRDpA4fKYqV90IR5Lzouk0e6lO1vO5RWInWuaynJSST9H7zyLjNYGNxmtCkRy7jnhNCoKqWzrgQQiCTsVxji74cP5My3YR2EUrlmWGHo5LtwzbXqID2zBlG1qxZgw0bNuD222/Hv/71r4L3WlpaAKCPsTRr1iwYhoEtW7Zg1qxZQ/7saJRuAZJkKd+1UKIb21lwhP8zxbjBRUwCzZjeuJJ7ZyYd092xVN8fcL63d7wikQqYq8vOxjRd/Ryvymiwm7Z3XkmQBp2roQFCyuePDGoQSAOfV5Zhwdv98ZrBx5NkCZIbt5J3MldNd2I50VhxJf7eZ0qSm4c0yLGyLMe7BTjhop3NWZIlSFJx+xVwvGaKYjul5zsZV3LtUEkq7bzyG+RKEqob+o7trFnOXOVI8eMqOQuWezxq6gvHlaT8dSUXsV/7I5e1Yblj1TRGIUekgrlGIvKQr6102jHmZCmctdUZDJCEsxOiUbo1e1dfB0ulIo0iRVFw44034tJLL0VdXV2f95PJJACgoaGh4HXvd+/9oSDLEpqaaof89zuSSMQguV2/JYlu7GhUhuR2LozHIiTjBucqR+jmGpFlCMmZK9WYiUQMsusRTCRiZOMGF/KGhmqSMYdjrjsbMxrVIUVlxCyBhnFVqK1JDDhmNCpDNgXkiDToXDtbbUSiEURsG42DjC3JEmRZgiztfK5KVkE0FkXEtlDfmChqrt41kEhE+x1XiG5EIhZqa6ODjgcAumz5c40MMFePdMpAJBaFbFloHLfzOXtzLWa/AkAmbSISjUA2gYadjFuVMP25lnJefbTJhBSVERUC4yZU9xk7eA5UV8WLHldXVcju8dtx3EQ86stBxOL9H6vBsE0ViMiISQITJlWjtibuzNUSkGUJtbWJIY3rKJJ3QY7IqKmNwtJsSKZApMT9OhiRaASy5ayvjY01aGoa/HwcjEpdB6NRmfQ+WwoVaRTdfffdmDBhAj73uc8N+2c7MvI5svE0zYAQApIkQQiBnp4sybimaUO4giC6YZGMq2mGP6YNkM3Vsm3YrqeIakxNM2C7T6WaZpCNa7uZrbIsIZVSYFnl68+GOleXnY3Z1alAN5wqJlOYyA5yapumDdt28jYGm2tHexaqbsG2BSzZQjan7XRbYQvYrgdqZ2N2tCnQdBOWJWBLA4/nzdVpySBB08w+49q2QDqlwbQEEBGDjgcAhmb7c7Wknc81P2fdn7OI2jv9DG+utlXcOdDZrkN1x5Vi/c9d1XR/rqWcV22tWai6DVsI2P0cN9N037MARdWLHnfbRzl/zogV7gtNN/1jZeh9j1VR42/LQjOcohsRdebtn68CyGa1IY2by1hIpXUYpkCiFkhlLQhbwCpxvw6GaVr+OphM5hCJmWWPWanroCnZZHP1aGioLsqrVXFG0datW/GLX/wCd955J9LpNAAgl8v5/2ezWTQ2NgIA0uk0Jk6c6P9tKpUCAP/9oWKadELswnYbL7keWaqxPePF+5li3IIxQTOmN643Mu2Ywv+ZbFwI38VtWTbZfg1rrh47GzObNX1hwUhMKjCkdjZXb+zB5prNWLDc8zsWH3xsCEBIOx8zmzFhOhLOiBY5V78Cr5+5qqoFy4YvGTDo/JA3NB19wMGPVTplwHKPbywh7/QzhC2cMaXB92t+XAw4rnCLcoUo7bxKuXMGnOT7Hcf21iwhCdhWCeMm3eMHJzE8OK5wBRcBpy1NqdeAEAI9vQZsAVRVO5WJtiUK5jrU67W7W3d6nsHJVUq2GfnPpbxeRf6aNU26Nbsy10Ha+2wpVJxR9NFHH8EwDJx33nl93jv77LNx0EEH4ZZbbgHg5BbNnDnTf7+lpQWxWAzTpk0btvkyg8O9fkYOxdURikRAWsIMeOKCdOrTqkrfMsQz8UIVbnR1eUiFG7MWLOF41uLUGkVub7JEFW1ZezZt5svxiTWKNNWGpjkezNoG4ga2vQGVbOKxmdFHxRlF++23Hx588MGC1/7973/jhhtuwA9/+EPMmTMH06ZNw9577401a9bguOOO87dbvXo1Dj/8cMTj8eGeNjMAXHQxcqiqY5LGE/QtPnJup/VoVEIkRqAppDiJtACN+rSuirwcQVhGUUBLiFJ1WglJo8g0BXKusVhN3DrEL8eXaSUEAEfJ2q88oy7HT5owXPFN6rGZ0UfFHeGGhgbMnz+/3/c+/vGP4+Mf/zgA4OKLL8bll1+O6dOnY/78+Vi9ejXefPNNPPTQQ8M53TGHU6o70rNgKLBt4TREBb1mjJOcmhdupDC4FNVVWQaN50nz+p4J+ka4HkFvGaXqdC5rhaJR5KlvCyFIvTlCCKTdcvwaYkFIwCnHN92FqbounPYeETmc1iT9UUwolwmHijOKiuXkk0+GoihYuXIl7r33XsyYMQN33HEH5s2bN9JTq2hsvlbHDJobjhKg95SYhoBh0Ak3AkE1a4lE70fXnIRhIDxPkSfcSOUt88i448ZiEqm+Uq6gySydAaAqNgzTOR+qQ2gEm06asGyv5xnd+JYlkEo5Ipl19UXISpRBcGn1zktm+BkTRtH8+fPx7rvv9nl96dKlWLp06QjMaHTg52/zBcb0g64FWnxQqwsreQFAqrCR37iWyIDxhCuH2vdssKuqwFtWQxeetG2BbDbfzoKSXCbfvJa6EawX3grD25JKmY5GEYDqnRhFqlJ69mImbTpJ1kKQq2Qzo5OKVrRm+sfa0fXKNhHTD17iMkDf4kN184mcDu7lj20YeU8DWYuPYN+zEDxFuib8OVdRtuFQXWVvIUjziQCvYtDxuFCOnc1YsOHs7DAawSaTzvmWqJJJPWfpXsvvW8dG0a4BG0VjkN5uAwKAKZwcIMHlXUw/ONVX4YSPVMV2boKCxojRVLdHm6DzavmeIoSTU6Tk8m1OKA0ML58IoM9xyabzHhdST5HfCFYibwSrqbZj4AOoIa4OSyVNmK6OHCdZ7xqwUTQG6ek08noPAhBESXthOJx03Q5tbGZgNMWtYBL0RpGiWH75PIWnSAvBq6VqjqHlGEX0S6HiecsEfeWZty+oq7i8XKVIBIglKqMcP53Kd7Cn7nmW6jVgusn9XI6/a8BG0SjAvZ7J6O40/EWT0tjwknIp6ek0/LGZ4UUj1v0JoubyJeOxqvJvJqqSb1xLZcB5OUpRosTtHVFytqNvA+LKs5ynUURbju80bHX2SVVthFSiIZ0Jrxw/k3I72Es7zycaKr1J0xf3pJ43MzrhozwKsAT8xbNchBDo6DQQdA5RDJ3LOu5varo7DfYShUAxyfV+STroPUXBUnQyT5F7plCFz7xGraEKN8LJz6H1FLmCkJKEOKFRpCo2TEv4RhEVQgi/oWpVCOX46ZQF0wZk0Fae6bqNbM72BSGpdbyY0QkbRWOMbMaCotoFKtEU1Wc9XY4bmbqQrbNDJx+Tcc4DYGDPnqJYfoXiUKqvBiKXc7xQcoQmX0dVaL1aluVIBtigDRMFyWXySbqUqtPZbDjaR2FViBWU44eQZJ1OBivP6MJn6WQ+LMdJ1rsObBSNMbo7DZhCkIejujsMGMSDWpZAV5fJnqIQ6OoYPCzptfiIxiT6Fh+KY5QlqmhK0TXVyofjKNSstUDidiKcXJFszhWblGir+7y8n2iMVvvISeCmrxArMLZC0ChKuiGuWEIi9fqlvPYeEjjJeheCjaIxRk+nAd2mz/3p7NDJw2fJHgO6JdhTFAJd7fqg54DX4oNcuNG0oeuOF4Yq50V1hRup+qh5lWeQwlOzzmbzauEyUchICIFcllYp3COXyVeIURpFuRDL8XXdRs7NN6shTrJOJ00/LDcsniJeCEcFbBSNMTo7dFArxBuGjZ5ek7xxa3eHAdMW7CkKgY4OY0AvkWUJ6G74iFq40Qt1QQhaNWs3HEfSR83zFIFeowlw9q/q5mxRCixqajh5P4CrUSTow3KZYDk+8ZwzrmgjhEANcZJ1sjcQluPKs10GNorGELpmozdl+U0zqejpMnxVV0q6OnXobBGRk8taTrXPANsU6P5Ql+Pn3LElmsozAFDcSjGqxrW6avv7J6xyfG//0moU5ZXCqYUbM26YS5Zoq9qymXw5fmIn4TNDHdojl9MIlj7EJYTwK88S1bSCkMzoho/0GKKn24Blg9wN291pwCAeUwgxqDeDGRrdHU5e2UCHTAsk44eiZu1VihF4isJoXKt5fc9C0GgCAlpCErFGUc4KT6PINaTjVTKpREE6nS/H35nn0B5ibD6TMn0vFGU5vpKzobkh4NpG9hLtSrBRNIbocY0X6gyJ7g4DhgAihPkLmZQFVRPc+DAEujp1GIM8ePueIoQh3OhpFNEKNwohhjzXHbuO61qw71k4ataUhqGH07BVkCtOG4bth/soG7YGy/ETNfTl+I7itHMjqwqj8gwCNQ0xsnHHAvmIwdhcu9koGkN0degwhKOLQoVtO7pHnludCq9KjqGnvW3wpHg1oPsThqfIy02havHh2XhDHS+bLQwqa6ogrWbbESUXSFomzM9RXL0wSZLI8rUANxnaNQKqSgidKbmBrW9NDZTj19HvZ7/yLC6RSiukkm7lmaBvHbIzKmU1zLnX0ljtHsVG0RjBtgU6u5wFgjKxM9VrQjeF/3RKRXenDt2mNeAYQFUtpIrIK9PUfBuOUFp8wBNuJFCzVumTojU1oNFUQr6IKDLeq+TyzWYpw2dBjSJK4cZcNt+SpBQPlDWI9R0sx6+uo63gMoy8uGJNPbECd9L0HzC5HL+Qjrax3YWAjaIxQtB4qR9P5+7184kkkBpFHR2OGGSUw/WkdLv7dbC8Mk0NtOEgDh/l3ERrWQZJaEpT6L1aft8zydH7oSZXYLwQCzcKIBKVSKUEnMozZx8nagnnmw6vHD+TsvwQF3XPs94e5wEzIiMUbaVKprNVqxiv1lBgo2iMEDRe6ifQGUVdHU5+ikxoEik5Cyk3z4DSgKtUbNA9dXV1GNDdrt4DoSn5DvHU4bNcLp8UTfH0rga8WmQtPtzqs1hcIs9zAYBMLi+wGI3RzFkI4WsfJWoG37eDeXGCeBpFskSrUZTNhFuO7yXLUyZZ27ZAMmX6+VVh9MWrVIQQaG3TQ/ESCYwO7xMbRWOE7s688VJHZGgIIdDZ4fRRixE+TXd7vdmEIDXgKhFds532KUTjdbTrMG1gsHVcUcPpEB/U56HKedGUvFeLoh2JEAKa6uS5hJFPtKPAIhWals/PKSZEbpdwh8lkgq1D6AyMTNrMax8Re1zSqXx+FaWnKJO2fAmS2kYOnQVJ9ZpQNHrBXdOkXQfLgY2iMUKna2hEoxJZYmAuayPrehTqm+gWh+7OvDdjV/cUdbpGDMUTkq7b6HVFNusGWczD6hCvKgF9HqJcGlXNe7UoPEWmKXzRUGqNJsAxXjyBRdok66BGEe3N2tMoisZow3LptOWHoSgNRABIp4xA5RmdweW093B+5nyiQjradBiCXnC3q8MgWwfLhY2iMYCSs5BxF8yG8VGycEB3p+5UiBF7dDo78t6M2vG79qLT0aZDJ1oJujsNGO4TbsNuOz9eQghHIRr0atZegjFAV4ruqVlTeYp070m3jBL/gQjLePGToUFrbNm2QDZruSrZdK1DhBC+9lEY5fjJZD6/ilL2IJ00YboPbcNVeVYpOOtVCOO26tBHSTUyG0VjAKe8HY7xQuh56XFvsrIkkRlFhmGjp8fxZtQ2RMjyLSoRIQRatzsyChR0dzhPcdIgx8s0he/JIG/xkQuIQlJ5ihTnxhpNSCQ9xIIl/hRG1o74atag9Y4orkYRQBviUnI2LNeYpsz70VTbbyVDXY5vmnmDi7ryLNWb90CxpyiPZQm0t4cjuNu2XRtUW2242HXvSGMIL8lakujyiYB8hZgsAbVNNOP2dpl+vL5hQpxkzOGCWrQsm3HacVCtBR3t+cW8bgCjKNjig9pToip5cUGKp3chBBSV1oDTtfCEKwHHKPIquSgrz5Sc7SdDkwpCZvIeKEqjKFiOX1VLa1xk3VwlAUHerLW31/RDidSq4UUzOpwmBfR2G9BMAZt4ckrOQk+Svj3VUGGjaAzQ1RkIRxHl/ui6jd6k0xCxblwUkShdSM5rGVI3obKewtIpWtGyjlZ3XxC4jU3TRne3k1dW2xAZ8GbvKUQD9JVnvpo1UaWYoQtYFm3+j6blS/wp82c8lKyzDxzjhbaHWBjJ0LmsBa9THmnPs0A5PnVZezrpluMTV54Zuo2M6+2sbaD1QA2ElxTvrQTmENue9IcAjY3V2abDsOmzoTva8mkaowE2iioc08yHo2rqI2SVRD1d+T5qDaQl/vmWIZVWeda2TQNAWCnWSidg2dNpwrA8D9zA+7Wg7xl5M1jL7yxO1uIDcBrXEjWX1dW8sGIYnqJcYB+Qdpv3NIoiNPpPHo5GkauSHVI5PrVGUTqVz/uhNIrSKdOvjKX2QA1Edwe9IKIQjmo7la3R3qqTt3sCgI5WbVQJ+bJRVOH0dhV/MywFp98ZbUgu2DKkqkYmfYoeDlq3aaB6ULJtgbZ2HZYYvHy+GLoCHrj6AZKsAc/QoBVD9Mi5+TSSTGNwhKJmXdD3LASjKGv54pVURpcQwtd/StTQejAKuthTGkWBcnxqjaJ0Kj9nynL8VNINfUrDm0/Utl0j8+h4ZFzJAgpDyzBsdHY5nugaQiNUCIG21nyaxmiAjaIKp7sr30NsoDySUnFusm5+ClGFWLInr7pNacANB7pmo6PDIFu0ersNKDpd+5TOdr1oD5wXPgujxYcv3JiQSaqNPJFJgM4o0rVA+DCEZrCZbL7bPFXFla4L6EbxGkWlkMnkjTjSKq5MvhyfMrcKyPc8i0aI59zr5DzKkIbVU7Rtq0beS6xtuwadqHy+u8PwH77HTaTLBU31msiqNmwhRo0xMlrmwQyR7g4dupu/UEeUDG1ZAl2dzlMepUcnLNXt4aB9u1M6T+Xe7mh14/Mov32KZQl0userunbw46Uq4YSPLEv4+kdUVVeOmrWbtEysZk0tXAk44WxNF35XeCqUrJf1I0jHDZbNV1XLJNV93rjpdL4cn2pcwDnPvLGr62lL/ZNJww99Vg9TOX4mbSKZssirutq2aWTl853tuq8t1zCRsJjHWweJ20iVAxtFFYwQAp1dTjgqkZDIehYle0xoloCAQOMgoZhS6A60DKH0ag0HbdtVUn0Oyvh8b7cB3RIQQqBxt8Gf4jTVCqXFh+eBEoTCjZpqw4Jj9FPl0XghOVkGIsR9z3ydJiFIPTrBhq2UjWANXUB3jTjScnwtUI5P2EsNyOdACSFQS+jNEUKgx608S1TL5Abzzmjb5nh0KI0iXbfR7nYjoKC91Vm7I9Lg4flSx9UFbRupcmGjqILJpCwoWj4cRZVn0NOlw3STZyhbhnR05luGUCZHho1tC2zfroOqIMTQ8/H5WoL90N1hOMcLxS1YSsAooGyG6pTjOz9ThTSClXLkfc8SdEKFHr5GkQTSnLlgmT9l8nY245VC02oUZd3ehhACVXW0Yah0Mq84XUWYT6QqNjRN+JVnw0XrVjqPjkdHqw7dCsqIDB1NtdHdk69EpjIWTVP4hls1cXi1HEbPTJiScXqIuflEhPpE3W6FGKVoYzZjIafYrgEXHbZSVwp6ugzkNDp9js52w1+wxk0uPz7f6YZQI1JxHjhV8Vp80OW8AK6XxP2ZTs3a8kNdFKE+IQQ0zTOKQirHh/NAQaolFFKZf9ADRV15Zruh8jAawVpe5RlhqX/KN7YEaoap5xm1R8ejbZsGzRYkFV2d7bovDtxImE/U3aFDNx0P97hJo0ezjo2iCqany/BLGSk9Ot5FGo9LZD2FHNVt15tRYaKNbdvcVhxU+URtGll83rYFOjoM3+U/mBfBEUP0WnzQGgWecCNA5yVR3PynSFSCTKCVZRgCto3Q+p45Hh1Xp4lUS8gMpcw/l3E8UPSVZ4FyfHKNokDlGaFHJ93rGFsQw1d5RunR8Qh6timeeTrdVkQydT5RWz5PqZGNIoaCjg7nxI9EgNpxNBdxNmNBcasB6sfTeXS6O/IGXKU1gd2+VYVhA1Eir0pba15ss1xPXKrXhGYUH0I1dOG0dAC9UaDk8vk/VLlKiur4nuIJieRc1LW87lF4atau8ULoKcpm3JBnhDYPrECjiFK4MWOFVo7vJSVHZNpk9lTS9D3klGX+A9G6lc6j49HbbSJHWNHV1ubmP0ZoIxJt2/N5SpTGVrmwUVShaKqNVMryO6JTdToPy6PT0eFq8sh0qtvDQTaTl6BvIJAmyGYsJFPueBNiiJTZ+62rI1/RN1ATWA8vn4ZSDNEfO2f7YQCK0JFl5ZOAKXOUvIfy0DSKQCdeCThehGzOreSqptco8lWyCROi02knYVkmLse3bYFUynT7qdFWnnntPWSZViV7ZzgeHQ2mm2dJRft2zW8yXe6o2YyFlJsf1jA+RtbZQFUs9PQ63s96wjwlCkbPTJiS6Olym8Bi4I7opRL06FDpE3kGnJeoR2XADQft2zW/Fce4KYmyx+sMSNpTxNG72vMVfcV4nXyjQApBuFFx9W4kIuFGJd+jLZ6gq2bzAhWxEBbirFt9FotLZRu8HgUVYiFoFHnzpWrOHCzHpyzzB1wPlNs7kbKDvW0LR/sIjrE1HGtUd2c+V7FpMt0avt0txaeobA2uV5T5RB1t+RZHoyl0BrBRVLH4TWBBp08EAJ2djkdHloHacTTjOt4ngNqAGw5at2nQXCNx3JTyL9721vx4DZPK2xdO/pdeUv5Xvm0GvafE85LEEjLJTaWgHQmVcKOeT5in/v62LZDNeh4dykawXtNgWo0iyxLIumKboZXjE+cTZVL5yjPKEFcmbfmNquuGKZ/I9+gIoInggQtwzpWubtcDQ+CR72jLt+Cg1ifSidZBatgoqlC6OvV8R3SiOK+m2Ui6oaL6EJrASqBLCB8OTNNGW1u+ZLRcl7ptC7S15Y2Y2jIrXNIBSYbG3YqTZNDcXAOAtvrKtvMJ3FQGgaZa9C0+VCug5k3rDdBU28/Xom7Y6leIUQpC5ixfV4rSeMllQizHT1lOzzPQGkXBMv/hSrLe9pHm5yo2ElShAo7IrOfZaSrzIU4IgbY2ww/vUeWtCiHQ2urcv6JR2od6CtgoqkAsS6Cry1UwrpPJbhg9nkdHCFLF6c4Og9yAGw46Wg1obslo05RE2bkcyR4zb8RMjJWdD9HV7i6AJSRse8KNlMnQzri2H9YgU7NW8j3aqDSKdFX4CcDUniJfkoBQvBLwyvFD0ihyQ6mUxlYmnS/HJ28E61WeETeCTfUGGswOg0ZRJm2iN5BbSJVT0xbwbJdraKWS+YTtxt3KX6+C42ZdeZZxu8VGXToFG0UVSLLHdBSMIdAwnlA3ojPfBJaqQsw0Bbq73UaCDZFQKn7CwnNvS0Shs462fGsPijh6V4frgi4ynwhwjRfP+0J4LFQlqFFEqGYtaHu0ec1gAfqcIs/zAtAmFys5y6/qIy3zz1i+phKl8ZLL5MvxySvPkvlkaMo5p5L5B7fh6HnWts1r4Fy+R8fDsgS2tzqe6ESVXLZnp7MtX8RBmU/U6eUTSUDDKMsnAtgoqkh6vCawoshmrUVKYHR10IfkervzjQQbK6i1hxAC27ZpMAQQixRX2TUY7a2aL7JY7iIjhEBHe14hvFixOUXJ9/2iNIp8JWfQVV0Fe7RReXU01dFvDsdTlNdpIg2fBcrbSTWKspYvCElZeVZQjl9HW3mWdituq2tpk6F7ex2DNhqVyJvX9ofv0QHNAxfgeI49eY7xk+Nle7Y7WjW/iIMyn8jpI+mM2zjK8omACjSKnn76aXzrW9/CkUceiblz5+K0007DY4891kf8atWqVTjhhBMwZ84cnHrqqXjhhRdGaMb0+D3EilQwLkYXzLKEk6AnnORIqtBKsMS/kkJnyR4TmZzr4p0UL3sBNgwbHZ6kfV2k7KfcbMbyXdAN46NFu7ZVt22GHKHt+6Uq+RAPVagr2KONakxFzYtBUuXM+WPngqrTdEtrJpvvYk9pyGbT4WgJpVOuNyeEVieG2+OvhjB0Zhg2MlnnXKtpoJU86PfzdBtt7Y5Hp6ZWRhVRPlfb9oAYYpmGlmXlRXwTVTKZiK9lCbS7D3PV1XTfnZKKM4ruv/9+VFdXY/ny5bj77rtx5JFH4qqrrsKdd97pb/PUU0/hqquuwuLFi7Fy5UrMnTsXF110EV5//fWRmzgRfXqIEZ1UBU1FCT06XSW2oBgttG3X/FAXRSuOro68x4yiFL+7I6AnVUQTWA9F8cQQaft+qUogV4msxYdTki9JQDROM1dNc5PMicYLElSdpjSK8hpFtG1Z0hkrLwhJZGwJIZxx4cgHUHpz0ikrlGTodNIdV4iyix+KoT2gYj1+9/JzFQFnrO3bvMRtoLFMz05vtwHVcCo1x02k66vZ3ZHP0xw3qXxvVhhUjoqey913343x48f7vx9++OHo7e3FL3/5S1xwwQWQZRm33XYbTjrpJFxyySUAgAULFmDDhg248847sXLlyhGaOQ25rO30EAOK9xAU4Snq6cw3FaXy6Ni2QGen24KiavAWFKOJ1m35UBeFe7uzNfAUR+CK7goqhBdpbNp2sO9XCGrWfviMqMWHV82WoDEGwvz+AJDN5hvt0kkI2NDdJqWUITkhhKNRBKCmhk4EUdcEND2kcvyk6XsjKZOs09640vBUngX7klGFzjIpR2TREgLjdouXrZHV2e7mPwqa/EcPv7UHMOpK8T0q5y7lEjSIPPbbbz9kMhnkcjls2bIFmzdvxuLFiwu2WbJkCdatWwdd14drqqHQ44WjhCjaeBH24FZRV6fj0XFCcjQLQzplQtW9FhSV0wRWVS10djpVLnWNEZKbfJsbn49IxXWyHwyvxUu0hBYvuuaEjgTowlEeOTfJWCYa27aFr75NNVdDF/nvH4ZRFPToEJ3rQY2iKkKjSNNsGKZwNYoo84nMfDl+LXU5vun285JIS/1TSROmm+MSduWZbTu5il6Ze3ANLzL1s1/atjv9FCEBTQSe7fZWt7WHJJGsVx7eOujoHo2+JGugAj1F/fHaa69h8uTJqKurw2uvvQYAmDFjRsE2s2bNgmEY2LJlC2bNmlXW50WjdIuIJEt5LXZp8LGTPSZMIUGWgYaJO891Ca7JkiwNOK4QTom/gOPRqWns34BxniaFO9WBxwSAZLdTNSO5icWDudKLGbNYJFmC5O7Ywb7/jnS3azDhHJYJe1b1mbf3WyRS3JhKzmntYQMYPyHWx8jy9qsEqai5KjkLGTdEMVg5ryTl96tpWoDkJewOLVF1Z3NVFGdBjiXkoZcXB+aqKvnE7UT10MIwkixBct1XsiTBMuF///gQx/T+JrhfAScvxTA8I6P0fSvJEiSp737VVQHhflZViUrLnpK0JPW9BjTF9PdFdX1pKvPOmuXMVZYL1yw15+wDr7S92HGD66As9X8NpN12ExHZeRAoZuzCue5k3JTpVvcBdU2Dl4iXsrbuSFeH7jwoAhg/JV5wrUjuLvDOq1LGDRoxTXsk8uepf70WP1fTsNHV5Ri3tfWRnetBufuh2HVQU2309Drjjhsf7eP5LLi/lLhfKal4o+jVV1/F6tWrsWzZMgBAMpkEADQ0NBRs5/3uvT9UZFlCU1NtWWMESSRikLJuRYw0+NiZdAoiIiEuyZi0Z+1OpfllWQZs27kBxCIDjpvsMWDaMiRZYOKUKtTVVvW7XTQqQ5JsSJJzcxhsrmo2B1uWEYsKTJpai9qa/p8MJFmCLDkLLNW+TSRikF2vYCIRK2nct3pysNx57753XcG8nZuXsxo0NFQXNV5PRwaIRhCxbUyeXovamkL12mhUhmQKyBGpqLkmu7P+eM5+7V8Nd8f9qmQVRGNRRGwL9Q2Jnf7dQESjMuQd5iqEgGVJkCMy6hriQxpXkp2bliw5c+2xdUTjzlzrGoc+V8n0coiiSCQS/vevG+r3h9VnrgDQ26M7Y1sWGsZVlTz2zs6B9m025IhzrBvHlzZuIqH7c93xvOrtBGT3HBpX4rjBcyC+w7gfCgNSVEYUAk27VRc9biwWgSSZzs/xaJ9rQAgBVZUgRWTUN0RRX9//GtXvXC0BWZZQW5Pod9xcrhtyREZ1TQSN4wa/pqPRCCRDINLPfh2MD97XYUdkRG2B3WfUFewfWZKctVWWUF9fjaammqLG1HUbvb1O3HZcQxS7Tc7Pxz+vSpjrti0KEIlAloEp0/pfX7y1BSh+Hdy8MQspEkEkYmNyP+N6c424BhHlfbYUKtooam1txaWXXor58+fj7LPPHpbPdBoS5sjG0zTDL5EWQqCnJ7vTbQ3DxrbtWRimQMO4KDTDgGbsbJ6OtK4AYFj2gONu3piDopkwLYF4g4xsTut3O9N0ciYEANsaeK4AsHlzBpphIRqTIMXtnY4rbAFbErCFNOiYxaJpBmzXS6BpRtHjWpbA+++noRoWqhIy5KrCeQtbQMgCgIxUSoFl2TsfzOX9DUlkNadcO9Eo9dkPpmk7+6DIuW7amELOHS9Wh4H3qywgWc5+7WhToOkmLEvAkqyd/t1AmKYNe4e5qooFRTFgmgJydOfHeSCc7+880ff0ZNHWpkF15yrkoY3pnK/O1WXoJjraM9B15zy3MLTvryuWP1cgf762bcvPF0PYB95cbavwHGhvzUI1LGefy6XNWdMMf647nlet2zNQdWdcUeJ8TdOperQtQN9h3LbWrDOuAOxI8fM1DKvgWO14DeQyFjIZHaYpEKva+Tnf71xtJ2yazWl9xlVyFlIpDYYpMK4mWtS4pumcA1Y/+3UwNryTRE5zPLY7rgWWEJAFYAsgnVbQ01NcQG3rhyoyqgHDFKjbrfA75NeW4ue68b00spoJ2+5/vQLya0sp6+DGDUlkilgHLQiYJsjuBR4NDdVFebUq1ihKpVI499xzMW7cONx+++2OZwRAY2MjACCdTmPixIkF2wffLwfTHPwEKBbhJTm4nsOBxu5s02FYjmFW3xTzb/r9jiuCP4sBx+1o1aFZAjIct/TOxg3mJgkMPGYuayHl6pU0jYs6xtQA8y1mzFIQtiNu6f1c7LgdrToUzVlIGyfF+p2395tl2YOO6+sd2cKpFmyI9Nm/3n4VEEXNtXW7CsMWkGWgpnHnx8v5fEBIzpjZrOkk0wuBaEwa8O92Ol4/c82knVwPAYFYQh7SuO6g+blmTDh2vUCkjLl6f2ULASVn+fl4Qx3T+5vgfgWcrvCW7VTVRBOljy1s4Y8ZPAfSKbcAQjjJ26WMa9uBue5wXqVThp9IGy9xXG/NEpKAbReuWcmkAct2QkGlnAv+OgjnWO14DfT06E5vMjitQ0od15lrP+N26X7Ps/6uzX7HDK6tJawt2YyFrh7nWhk/3mmjVPB5AhBSfh0sdtytHypQTWf9bphYeF/IX6/Fz3X7VhW6JZxw4vgB9rX7ctHr4FZn3fLyIHe2Dno/U95nS6HiEq0BQFVVfPOb30Q6ncbPf/5z1NfX++/NnDkTANDS0lLwNy0tLYjFYpg2bdqwzpUSr4cYALJkaMBpAmsKIFJC0u5gdAcSwilbhhSDbTutHIrIL++Dl7AoSRJJk8ZUb6FUfrkdwzV16P3pvAarkiSRChfmu9kTqlm7ukeSoNQ9svN9z6jVrF0hREmSSFt8ZAMaRZTJ8U4rDjcxniiBWwiBdDqccvxMyvQFaymToVNJ05e2CLvyrG2b5neGp2oAK4RA6/Z8H7Fy11pNtdHd6+RY1TVGydqPpFOWr/vWOApbewSpOKPINE1ccsklaGlpwc9//nNMnjy54P1p06Zh7733xpo1awpeX716NQ4//HDE46Mz470YujoNP5mOqmxeVS2k3CTg+iKTF4uhuzMgMDnMoo1t25zOzqUaRc7TTL5KjKJktKPVLW2VaEpbu10DFkKgoQR9IiBvFAC0N1inDYUzMJmadcCAIVOz1ugVsj2UXF4IkVIROZO1/AIISo0iL1E/ViWTiVgGy/Gp23ukk5ZfeUZZ6u/1UpMlibTBbH+0BvqSUZXi93abyLoPXU2Tyjc2OtsdzxmEIFWb7nRL8anWwTCpuPDZD3/4Q7zwwgtYvnw5MplMgSDj/vvvj3g8josvvhiXX345pk+fjvnz52P16tV488038dBDD43cxMvEtgW6uhzNn6pqmezmU9gElrC/TbvbS0gC6pqG9zR7750clEDopFgyaVfrA8CE3WI7TWIvhfZWV+oAElG/s0B/uhKfClXF8iO11J4iz4ChOi811Ybl/kzqKYLX4oT2SdWTJHAq22hu2oZhh2JkmKZwvJcAqkMqx68mLJkHgFTKUduXAVQRGi+9ve64Eq320Y4Yho22toCKNdFntbn9GQFgHIH3qbNd9/s9lvrQNRDt2/MtQ9goIuaVV14BANx444193nv++ecxdepUnHzyyVAUBStXrsS9996LGTNm4I477sC8efOGe7pkBDV/6sfTaf4Em8AW1UetCHTdRm/SWSAbx0XLFhIrhe5OHW0djketVNo9rQ+iJo2mmZfKr6mRSfpLdbTrvier1OPltbiIEre4KPCSkKlZu2Ej0AkhaqqrkA2QhQU8sllXUylOt2+VnOvZE4I0JJfLWv64lFpC2Uyg9xuhsSWEQDJp+mE5qv1r2wLJpOMlrytR7qBUOoIq1lNoVKwBYPtWzY8eNBLoE7W5pf3RCMg6EFiWQJvb2qOKsGVIWFScUfSXv/ylqO2WLl2KpUuXhjyb4cMXbZRA69Hx+qiBTsm6p8vwkxcbhjmfaOM7OaiWwFCWnNatmt+okMK93d2hQyeUtDd0Gz09jrHZ0Bgp+cauqG6LjxCEGz0PVKyKSM3abVwbjUlkNytFox8TcG6u3j6gFFj0jRfQGhm5TDjjZtNOiEuSJNKeVqqS95jVEOYTZdP5Xmq1IYs2tm6lV7FWcha6u53w37imaNnXdS7reMptAE3jY2TGZ0+n09rDJloHw6bicop2Vbo7Dd/9SOXRMU2B7m7nJltTHyFrfdAdCPEMZ7+zbMbEhx857TlKvZ513c57dQgatgIBSXuJxmXcHTA2G0t0bVuWgO7eWOJVxKEjN3wWI/SSUKtZA46nCKBv8aGpNiz3uFC2slGy+VwtyhYfuazlt8ugOM89spm8x5By3Ewq79mqIQydpZKm35qmpjG8dcq2BbYTJkN7OIKNXuI2QSuiNt0vjmkkVJvuaNP9PpKUeUphwUZRhdDp5v5EI0ANUZVEb3e+SSmlR6er03HBUnqfiqHlXQWK5ZTil3piF7q3aZ5m2rbnQ10NFP3O2g3fyCrV2PRCRxAC8QRtDy0lS9yOw8i3oKA0ijzF6ThxPlG+FQet8aJ4eUqEuVpA3niRJYl0vum06VS0SbT7IZ0yYbrGIWU+UdqtPPPUt8Oit9vwK1ApkqE92gKJ2xShs442Ld9Pkbq1hxviG62tPYKwUVQBqErerVmMDH2x+GXzANnTi2UJdHU6T2DVdTJ5qGZn6JqNlhYFug3EhyAPH2zSSLHAqIqFHre0tX4cTWlrp9vvTEbpx8tLMgZoPSWGLpwQBJx2HBQUGHCE548j0SRCaYbrV/URGi+5jO2Eo0BrZGTTznkpgS6BO1iOP9S2LDsjk3J7k0kSaTJ0qtf0928p5fjF9JIM0rZN95Ohm3anKcW3LIHWVidxO5GQypZSEUKgrdXwe7LVEhXHaJqN7m7nflDXGCHLDwyT0T9DBt2dTlgHxB6d7o5AE1gij06yx4TmemsaCHOfBmPzRgVZw3kam7xXcS0APAqaNBK5tzva8q5titCZaTrVh5YYWqjTNzRAl7gMuAnRAABBp1EUkA6gnKsA/P5slDi5P64kAaXxkjOdZHOJdj+k3ZyiSFRClMhrpuv58CxlyTzgVJ55VYOUuUq9SdMvPKAMe+7INjdXMSrTPHABgR5qRInb6aTll/ZT6Kl5dLY53nIhBMYRffewYaOoAujpoq8QE0Kgo9Mp8U8kJLKEy+5O3VfgpZrrYFiWwMYNOWiWs/BMmVVcLx6P3m4TiuYmAk6m8cR1tOq+K5pC76inKx/qbByCa9vxFDk3bkqjQPUrpAg1ipRwvFqeoRWGRpGndUPpKcpk8mFJKs+LEMKvlKuqkcmSXrOulAWEIO1gL4RAb69jvCSqy2g2vAOGYTvGIZymp2El/+ayAY9xU5TsfG7fFshXJMgn8h/iJJCGuJx10PHAV0LoDGCjqCLo7DD8sEltE41HJ520/CeNhgkxuhJ/txxeHoKOzlDZ+oGKZM5JHp2wR7zkJE9H7NF1bxNofQjhuLa9xMo6gmPW3ZFXMx/KflXVfH5KjDDRWlHyxhapp8gbk9pTBISiZu15MqhK503ThqrZrkYRraaU6VZcUWofZTOmb3RSzlfXBFRN+MUgVKSTlu99r2kM7+EtLBVrp3UQXb5iR1teR4hiPMBbB918oghdikbYsFE0yrEsge7uoYdNdkZ3V7DEn+4iaO9w4tzxOG1Z7kCf+d47WaiuV2b3fYrrLB2k1VXAjhBViaWTFrKK54qmUQnv7ND9ZMWhJEHqqvArg0iFG3P59hZUBkxQDJJyrrbbJoIqZOSRyTrzlSN0YyvZvEYRZZl/NlCOT3l9OsnbgrwcP50y85VnhG040knTqcCT6ApX+sOX+SAsxQ+KzDYSiMzatkC7qyOUSNDlbWXSlnttCDROGN2tPYKwUTTK6e02/JgsdT5RvsSfZtxMynKe6oi9TwPR3qqjK2nBtAXG7RYt+bvksk6TRgtAQ1OUJHcj6IpunFT+06FlCXR2OMmKVTXykDwyqpL3ZlB6X3wDBnThM02182KQlInWcD1l1DlFOUd7O1FNF4bxFLIh0eYp5TKW44UjrhDzNYpAW46fTpq+LAGlsZVKusnbCK/yzDBstLnK/tU1MtnnUIvM9nYbUA0BG04pPtU53FmwDlZG6Axgo2jU09PpdslGaeXtg9VHdHQESvyJ3MdhVLMNhifWOFQvUXtrXpuD6kmuvTUvAkmhy5HsMfzk9VL1iTyUkNScc7m8sRUjyykKikHS5hQ5LT4oq+9sP8G4ilijyIbj2aJWs3aMF4nWeAmpHD+TtgKVZ4QaRb2GX4EXViPYzjYdmiveSqli7Xm2qURmO9ryeaCUxkvhOshGEUNEd6cRqBCjuXiVnOUnGdKW+OeTi4fDKEr2GNjm9harrYsMqbqhdasaaNJI49Vpb8v3qKN4uu3qMPxFa6j6IZ4YYjROq+bseTQihK1DFMUx4OQIEIkRKk+D3ihUcl5SOHUrDjsfliQ0toICi1S5P2GW4zueIs94oZMP6HGTt+NVMrnn0MMrxZcIQ2eGbvuhrpo6mVBk1tMRImzt0RYIyYWsGE4JG0WjmGCFGGWOTlgl/mF4nwZi47s5KJbj5dl9n+qSu4ibpqPNYbkGTE1j+fu3OyBp30Qkad/VnpdOGKqx6RlF1DohuZzt3wypnoQVT806QTem6wyEJDmGIRV+mEuA1HgJ9pMj9bxk8h4dqsT4MMvxvbL5eEIiM2Y11faTt8Nq7yGEwDa3L1ksSieG2NFG20PNNG10uEr+1XUy2bkWDMlVQmuPIGwUjWKyGctt4inQMJ4uR6enc+jKyDsjLIHJnaHkLGz+QIUugKqEjAnTStMmAhxjwzdgJtNcuB2u9L4EkJTi23ZAOqFq6E1lfYVo4qdiTyWaSrgRcATfBIjL8QHfU1aq8TwQfpgLdEYGAGTchGgZtIKQnkeHssy/oByfMCSna7Zb3UibDJ1KBpK3Q3p46+02fd0fWhVrnVRktrsjL/UxjrgU3/BCchWiT+TBRtEoJpijQ9lDrLNTh+l1WidSLg3L+7QzNr2Xg+LG63efVT2k0I2nYk3p3m4PSOVT6HKkkqYvndC4W3TIhlsYCtGAY2xQd3H3lKdJy/Gd9TkUNWs/zEXZiiPrGi+E4ShDzzdWpfToFJTjE46bcZW3qXueee09gPAqz4IyHxRhecC5Jra7IrNUPdQ62/N6R5Q6QgWtPQhbhgwHbBSNYno6Df8GS9cENt9pvaa+9E7rO6O7c/iawBq6jY3vK9BsxzU9aUZpYo1AQOvDDfdRLAiaaqOr21nI68bRyCd4zXUd6YShzzEMhWh/XIkuyRpwDS2JuvIsHE9ZYZiLMHym2uQeOEd5GwBoPTq5QDk+beWZ5ZfNV5G298iLbVK2DQmyfWte5oNKyTkM71Nbq1eFPPR8xR3RNRtdXU61bG1DhNSDOhywUTSK6XQ1f2QZqB1Hc8L2dJmhNIHt7Mg3P6XyPu2MDzcpyGjO4jBpWtWQjI9U0kTa1dAYt1uMJEm4s93xwEE4cXQKutrz0gnlLFphKEQ74zouGGqvDgRxiw/XUxZOiw8vzEXZaBchCCzm858ojZdsJl+OT61R5FXKURovyV7DbYgbTuVZGDIfgFuK73mfJpfvfdK0/AMy1UMc4KyDhg0IVE5rjyBsFI1SdN1Gb8qJ1dc3Rskqe7o7y1NG7g/DcJr+eYmLlNU9O2LbAu+/m4NqOU9hU/Yp3UsEODL5hlujTeXe7mjNx/spPE9CCLS158Uwy7kx+C0+QvAUOaEjwvBZCHP1JCqo1ay9MFcsQVvV53ngKJOsc1nX8wJar1ZY5fiOwKJzk6Iqx7dtgd6k5YcQw8h9bNum+TIfVA1gAWD7tnxIqnFy+Wu398BFnk/U5lbdQUJjhbT2CMJG0Silp8uA5XodKMvbu9w2HBHCJrC9XY4QmhCirBBPMWzboqE3YzstPXaPD3mx3L5Nc8pQQePe9iTtveo7imNGKYbpt/ggNgp8kUXK8JmgF1n0PGXUatY5xQ1zERoDABzBQkG7X3OZfNiIVqMonHL8pKtmHYvTNa7NZiy/zUlNSJVnTq4iyJKhAaeQpavL8ZzVj4uSPIR0tuUlA+qJjBchBFq3635aQtipFGHARtEopcfL0UFpoo0DYdsCnYFKJqoS4kLvU3ihMyEE3n83C8X1xgzVS6RpNjrdxPDahgjJDaJA0n43mnh/V2c+n6jcZEVfuJDY++KrZBPevK0w5urlPlGHD90wF3WXdS95m7YcPy+0SRWWE0JA0+iTtw3DRtbVgKohbNjqeZ+AcJKsTdNGa5urYk0k8wEA7dv1QA81GgOmrc3tzyjTRQ2ymbwGXuMEmrSE4YaNolFKl9vrijLJOp00oRme52HolUw7Eob3qd/PaTfQ0WXCtAUamqJDvpC92LwgbNLoleJTdpnuas83aSz3ictXnSbuOm8Lp9ljGCKLpInWApAEbd83b1wgBE+Rl7xN2FzVK/OPxiTS4xVGOX4m5TZsBW3Ps5RbeSZJUihGUWeb4atYN02h0+eh9j7lshaSXnrGeDrjxV8HhajI0BnARtGoxLYFOrsc1/FQe131h1/iLwF1RGEuZ66u96maTvyrP95/JwvFcha03fepHvKC07Yt0KSRyL3d0UYraS+EQIfbNykalVBbpp5KGMKFXp5OnLDnF4BQ2pFYCCd86IXlSJOsgVCSt738p6paOlFMAKGU4zuNYJ2Bq0jbe5gwRHjtPZwGsJ7MB80Dl2UJbG/VfXXoWoJCls62fHujRiIVa8AxinxJkgpq7RGEjaJRSKrXhO6KCtYTel78NhyQUE/kfUr1Br1P4XmJ0kkTH21zlJ1ramSM32NoC45tC2zf7riN43EaL1yBpH0VTePHXNZGxg0fNE6Ili046Gn0UAoX2u4/yrJxwBVZJE9cdm6w1DlFlhviptwHtqepRCiwCACWTV/RBiCUcvxMSJVnvW57j2hUIvXCAYUyH7EIyFpmdHcYvlYZmchsm06qpwY4a6tXGJJISGShw+GGjaJRSHdnUJuGtg2H5S4IlE1gw5jrjmx8NwvVrSfefVbpLT08ujsNKHpAfp7ASCiQtJ9Iozze1ZF/kqNIXnc0emgNAk8VOAyjiFpPKIxmsABCEW701LcpG8wCAY9OLa2HxC/HJ9Uocowip/KMZlzLFMhkHG9ZLWGekkdvt4ms4sp8TIrTqVhv13yBRQrvkxAin08UpfE8Ac466K2tjRMrq7VHEDaKRiHdnXltGqocnVzWTQQG0DC+fM+DR1dHQEcnJKNIVS1s3uyEpxIxGRP3Kr2lh4enNCsJoGl3otBZCJL23R0GaXNdAdocHSCfvEwtzhbGXAFH74sylwYI5D8Rho295O2qMCraQJunZAP5cnxCoyiZyuc/USXce7pHAuG092gL6ggRJUP7PdRcDTiK1kHplIWc4hWFRCET3QsK1sEKDZ0BbBSNSrzKqGhUIisb7ely8lMoS/yFEL73KRYLTx1283sKcoZzEU+ZUYVIbOin7XZvgZFpcn+AcCTt29udJ7lIBDRPckIgVkV7fMLSPnLakdAbWrE4bS4NkE80p8zV8jw6lIYWEE5Fmxfqo+ylBsD36FBWnuUylh9GDSOfaPvW/DpAlauYzTg9JS0AjbvFEC1j7fPobMsXhVAmQ7e16nkdJQLjbaRgo2iUoeTC8eh0dxgw3ARASu+T98RBOdcgpinw/ns5qDYQlSVMnjm0MnzA6aXkCWI2TIiSJPLqOr2kvZLLN9etJ2yuG0roCLShIw9qQ8sTWKTG0ygiTVyGcIUbaeUTwghz2QJ+2TwllufRIUyyBuAmWdM9bHooOQtd3a6OUBONjhDgNIDVXYl3qlL8YFEIVT6Rsw4aFdvaIwgbRaOMYGNVyiTrzg7X80DZBLYj37A2LNHGLZsUZNx+PxOnJcq62Aq1PmgqQzrbAqqwVKGzYHNdwmaK1EaBL9wYQqiL3CgS9EYhAPL+ZAD8BGNKT5F72iMiE2tKuYPTJ28DELQ9z4Q7rgx6T1Hb9nwOIJXxAgQqZUFTim/bAu3thp8MTVEUAjjq2LrbPoqqxdFIwUbRKKO70/CT6sry6Ij8j7Yh0NPrtuFojJQVfgrSHWxYG4Joo9/Sw22suPs+NWWN1xrQ+qArxc+rwpLpE3UElGYJ87TIW3zAE26kfyoMw6sThlEEiPA0igg9RV7ydqKauALR02kiNoo8LSGq9h6As19t4RQcUJ8LrVtV8rXFMGy/mqumViaRPOjtNv1KtkaiohDAK8WnXQdHCjaKRhldnU5T0YhUXi5JwCaC2ptvw9EwnrDHjduwNkLYsDZI2zYNPSkLpu10hS4nOdIwbLS1OfOtrpVJnkCFEGgLSNpTGTCePlFEolEzF6BvmwE4ngdZpi1zF8K5sZDnKSEko0jQel6AfKUcaT85N8wVVjk+pUYRkA/1UeYpWu4+KFfza0dMU6Ct1blmq6pl1IyjGb+jNe99aZqSIDFgnGatzt2B0nhpbQ2oYxN6t0cCNopGGV7X4pr68hqrBi8fpdvw23BQenSSSSc/p24cXcPaIO+/k/NbepTrJepsyy8w4yfTLDDZjIWUK2nfQKgK25t0OmzXU+1Xrxw9hDydeBV98jIQTkiOWs3ag9pT5OU/UV5TYYW5QstTch80qFoReeNC0CpkA46h4alYjydUsW7f7jSYdkrxqSpl3Z6PEl2z1mzG9JPBGyq0tUcQNopGGYZ746YUQtSzll8VQBmOMQUAhCPa2N1poNVtH1LXECm7FLVtmx5QmiUsxfdUYQnj6KYNAIJM/M2tnKfv+wXaEA8Q0lxdtym1mrXngaP2FDkaRcSVgiGFuTzlbcpxLSHcyjO6VkQA/PxH8nyibRq58SIEsG2r02A6FqVbtzs6Td9bTnXM2luD6tiVHToD2CgadZi+R6e8i0Ds8LPtunYpXfJOw9ry+3L1x8Z3s1AtRy14j4/VlL04+kqzUYnMvev0UHP7ERFK5Xv7ldKAlYn7kwFwhRvpvSSRqASZ+GlTkujVrD0PHHXpfDgNZl3lbWKjSMAJH5Iqb7s6TdQVYqYbmqUed9vWvIp1/W40RkGyx0TWLTAZN5GuAlV3PVqUxkv79nyuJoWO0kjDRtEoQgDQ3Qu3rqm8kyt4CTkCa3T6RAAAAV9xlroJbDZj4sMtjpu3ukrG+D3LrxTzlWYJFxivH1E8LpHlEdiAL9RGtV/D0ugB6PNpACcRlrSXmvs/eU4V3P5kIYT6yIUbQ9AoApzztZo4n8hX3iYux7dckUnqcTM5b22Jk4WOPJFZgE4IEoBTxANaccXWwDpIna81ErBRNMqw3VJJStVZT3mY0iiy4SwyNfUR8ptNywYFqiUgIDBlVjWJERPGAqPqnqQ/XRWHnwzaUF5O2Y6EceMGQC4IKUQIyttwG8yGYBRRixYCcFTCQzBenNwf6vNAkBtFpmvAUYvBeonm1DkvRghrSyplkgtBeg9cskTnLQcARcs/cIahVTfcsFE0inDCXE6ODq0YHG3LEMCZK3XuEwDomo2WjQo0G4hHZUzae+gtPTxsgHyBAQDdbZHeOIlG8whAvkqQyA0PhGNoAF6FVAieImJDC3DzlAhVpz3CyamSyMe1hZu8TSTH4SNCKscHSMvxAee6qiUOndmAn7hMaRSZtmMc1o2jE0I03QeuukbaB1nDXQcbKlyfyIONolGEm05EHo4ScNpwUMbSPRc3db+zDzbmW3pM3quKxFsSxgIDON6niCSRJUQDbj4RcUI8EE7fM0mSQvHqhCHcKAHkeUpC0FeehZanBKA6hDElSSKvaPNap1AbhgDIe56FtbZQi8wC+Qcu6r5kmrsOVnK/syBsFI0iBNx8ImqjSNC2DAFc71MIc31/Qw6q5bT0mDJr6C09gngLzHjCBQbItzegvDEabp4WpVEkEE45elieojA0iiQJ5DlVAuFV31GrZAshyLWEPAOOelwbQE1dhHS98gw46sqzsNYWaiFIAKGJK3p5ZeQPCCMEG0WjCAG3AShR0m6QMNpwJKpk0twnAEjmLFhCYMIecTK3vLfAUHWw9xAC5JL2fp4WsWEQRpKxJNGOG2ZCdFhQq3l7+5U8zEXcxR4IJJqTV9+BXEvIM+CoK8/8tYUwdAbAb8NBeS/wBGGpvdC2AJrGiJcIYKNo1FHXGCVP3JQA1I2njs87TVWpn75Vd5EpV6wxiL/AEPV8A7zwEci7QYeRpwWEI9woAaEkVtJ7igSoZ+kZWmF4ykJZlAW9mrVvwIUg1heG90mW6MOdlnAeDqkfZG23lyLl9WXBiRhQHi/hVvSNhVJ8jzFtFG3cuBFf+9rXMHfuXCxcuBA33XQTdF0f6WntFAGQNgD1xoQE1JZZ4t9nTIC0Ya2HaQuMmxAlDcvZrnubusw7ItM/dQHhyOSH0eKC/FboiSyG4tWi1ygCQvAUheDW8sLylOrQQD5XixyJXmARblia2oi3iVWsgfz5SplP5FbGkOf9eOsg9X1rJKl8UYGdkEwm8ZWvfAV77703br/9drS1teHGG2+Eqqq4+uqrR3p6ffCevMvVJwqO5/0QxtOcJJUvMLkjTi8tCbt/jM5L5C0w1O5tWwintQdhmMMWQFymTbL2brJhJS+Tjun+H0ZSODXekGHlFFFD3YojOC4lnueBuhw/jP0qhGNkUVadeeNGJJAWcHiGMWVVKxDOOjjSjFmj6JFHHkE2m8Udd9yBcePGAQAsy8IPf/hDfPOb38TkyZNHdoI7IYzKs2gILn6AvpLDEkBtXYQ0udAWzpMMpeI03NJWynm6w4bi4gcqK08nGkLpfFiQq4SHgBfqDSOESo1wQ51h9JOjtooEPOOF2tBw1gFKnTJvbaFMIQCcuVLnVY40Y8e824GXXnoJhx9+uG8QAcDixYth2zZeeeWVkZvYAFA27XS9pQCABGHoDAiUOFNWhwhnzrvvU01bdeK6zSmfZIT7j9wVLegvSO/GVQlNGr25koY4BO3N27b9YQGEEJYLAT//KwSVcGq8mzdlXqU3V+qQnNf3jfTaEuGsLd5cqferAMgLWEaaMespamlpwec+97mC1xoaGjBx4kS0tLSUNXY0SnfrkmQJkPKGhkl0zgbvK/EJUZJx7cAYAnRz9cYDgHHTq0jnKgAIiXauHvFG2v0q3J/DmCvVmMFzoCLm6o5lC5px7R0u/dG8X8UON8Aw5oqIRDdXyXuQoxkTKJxr1Tia61VIhT+HcQ3UTYnTr9kVsg4Czn2R8j5bCmPWKEqlUmhoaOjzemNjI5LJ5JDHlWUJTU215UytgEQiBilr+Yt3JEHj1amJydCF81hbs1uCZFwpIkOWLQBOfJpqrrGonE+yraV56pAiMmKu+0mKhDPXSBXNmMMyV6IxpYiMmO00jSCfKwQg6MYMzjXRECUZNy5H3P3q+F9o5+ocrN1m1JCMO356DWJv5wAhIEVl2rm65+u0uQ0k4+6+fz161vX6Makw9uvEWbUk405uroPybjbU63XC3rWIJMoPIUZiEcSEXVHrYASO44HyPlsKY9YoCgvbFkilcmTjLT59AvRH2rApZ2FWQxTNcRrH9HtRCZKQoFgCp82oAoXDe58zJ+EPj7ahTbXxiX2qyea6sUpCm2pjYlwmG3Pm0on4zW/aYEvAkuPHo4lqv8YltOs2ptbHsV+VBMuLp5TB1NN2w2OPt0NIwGdPnYgawrm2qjamVNHt14nHN+GJ1V2ISgJnLp2EaIxurm2awJRqiWyu9Uc04tkXelAVlbH0tIkQFEGfuISWuIRWVWDWRLrrNXZIPV78WxIJWcKJixpAEqCaFMXmKNClAx/bM042V3O/Gqx7I4PqiIQjPl4Dirk2f6wKW/4XyNnAQc01ZHNN75XA6+8pGBeTcOjUOEjmOr8eD23IQLOBww6qw8eI5to2OYYN23VMTEiYM859SCiTj505EQ/9qhW6ABbMq8esUbwOzlw6EasebUfOFDhmUSN6erIEM83T0FCNSGRw75MkRBi1GSPP4Ycfjs9//vO47LLLCl4/4ogjcNppp+Hyyy8f0riWZaO7m/ZgeVZxT08Wpln+ycWECx+vyoGPVeXAx6qyqLTjNX58bVFG0ZhNtJ45c2af3KF0Oo2Ojg7MnDlzhGbFMAzDMMxoZcwaRUceeST++te/IpVK+a+tWbMGsixj4cKFIzgzhmEYhmFGI2PWKPrCF76A2tpaXHjhhXj55Zfx+OOP46abbsIXvvCFUatRxDAMwzDMyDFmjaLGxkY88MADiEQiuPDCC3HLLbfg85//PJYvXz7SU2MYhmEYZhQypqvPZs2ahfvvv3+kp8EwDMMwTAUwZj1FDMMwDMMwpcBGEcMwDMMwDNgoYhiGYRiGAcBGEcMwDMMwDAA2ihiGYRiGYQCwUcQwDMMwDAOAjSKGYRiGYRgAbBQxDMMwDMMAACQhhBjpSVQSQgjYNv0ui0RkWNbo7zTMOPDxqhz4WFUOfKwqi0o6XrIsQZKkQbdjo4hhGIZhGAYcPmMYhmEYhgHARhHDMAzDMAwANooYhmEYhmEAsFHEMAzDMAwDgI0ihmEYhmEYAGwUMQzDMAzDAGCjiGEYhmEYBgAbRQzDMAzDMADYKGIYhmEYhgHARhHDMAzDMAwANooYhmEYhmEAsFHEMAzDMAwDgI0ihmEYhmEYAGwUlc3TTz+Nb33rWzjyyCMxd+5cnHbaaXjssccghCjYbtWqVTjhhBMwZ84cnHrqqXjhhRf6jJVOp7FixQocdthhmDdvHr797W+jvb29z3Z///vfceaZZ+LAAw/EMcccg3vvvbfP5zF9Ge5jdfvtt2P27Nl9/v3mN78J9XuOFaiOl67ruOmmm/Af//EfmDt3LmbPno3u7u5+P5OvraEx3MeKr62hQ3Ws3nzzTVxxxRX49Kc/jYMOOgjHH388brnlFuRyuT6fWUnXVXSkJ1Dp3H///dhzzz2xfPlyNDU14a9//SuuuuoqtLa24qKLLgIAPPXUU7jqqqtw/vnnY8GCBVi9ejUuuugi/PrXv8bcuXP9sS655BK8//77uOaaa5BIJHDrrbfi3HPPxeOPP45o1DlUH3zwAc455xwsXLgQl1xyCd59913cfPPNiEQiOOecc0ZiF1QMw32sAKCqqgoPPPBAwTymTZs2LN+30qE6XqqqYtWqVZgzZw4OOeQQvPzyy/1+Hl9bQ2e4jxXA19ZQoTpWTz/9ND744AN84xvfwN577433338ft912G9544w08+OCD/udV3HUlmLLo6urq89r3v/99cfDBBwvLsoQQQhx//PHiu9/9bsE2Z555pvjGN77h//73v/9dNDc3i//5n//xX9u4caOYPXu2eOqpp/zXrrrqKnHMMccITdP812655RZx6KGHFrzG9GW4j9Vtt90m5s6dS/01dhmojpcQQti2LYQQ4vHHHxfNzc39js3X1tAZ7mPF19bQoTpW/Y3zxBNPiObmZvHWW2/5r1XadcXhszIZP358n9f2228/ZDIZ5HI5bNmyBZs3b8bixYsLtlmyZAnWrVsHXdcBAC+99BIaGhqwcOFCf5uZM2div/32w0svveS/9tJLL+FTn/oU4vF4wVipVAr/+Mc/qL/emGK4jxVTHlTHCwAkSRr08/jaGjrDfayYoUN1rPobZ//99weAglSCSruu2CgKgddeew2TJ09GXV0dWlpaAAAzZswo2GbWrFkwDANbtmwBALS0tGDGjBl9FoSZM2f6Y+RyOWzfvh0zZ87ss40kSf52TPGEdaw8VFXFggULsP/++2PJkiX47W9/G+K3GfsM5XgVA19b9IR1rDz42qKD6li99tprAOBfR5V4XXFOETGvvvoqVq9ejWXLlgEAkskkAKChoaFgO+937/1UKoX6+vo+4zU2NuKf//wnACe5t7+x4vE4qqur/bGY4gjzWAHA9OnTcfnll2P//feHpml48skncdVVVyGdTo/OWPooZ6jHqxj42qIlzGMF8LVFCdWx6u7uxu23345PfepT2HvvvQFU5nXFRhEhra2tuPTSSzF//nycffbZIz0dZgCG41iddtppBb8fffTRMAwDd999N84++2zEYrFQPncswtdW5cDXVuVAdawMw8B3v/tdAMA111xDNLuRgcNnRKRSKZx77rkYN24cbr/9dsiys2sbGxsB5C3m4PbB9xsaGpDJZPqMm0wm/W0878SOY+m6DkVR/O2YgRmOY7UzFi9ejHQ6jQ8//LDs77GrUO7xKga+tmgYjmO1M/jaKg2qYyWEwIoVK/Dmm29i5cqVmDRpkv9eJV5XbBQRoKoqvvnNbyKdTuPnP/95QWjFi6XuGDttaWlBLBbzS0hnzpyJTZs29dFu2LRpkz9GTU0Ndt999z5jeX+3Y9yW6ctwHSuGBorjVQx8bZXPcB0rpnwoj9WPfvQjPP3007jzzjux7777FrxXidcVG0VlYpomLrnkErS0tODnP/85Jk+eXPD+tGnTsPfee2PNmjUFr69evRqHH364n5F/5JFHIplMYt26df42mzZtwttvv40jjzzSf+3II4/E888/D8MwCsZqaGjAvHnzwviKY4bhPlb94R2r6dOnE32rsQvV8SoWvraGznAfq/7ga6s4KI/Vvffei/vvvx833ngjDj/88H4/r9KuK84pKpMf/vCHeOGFF7B8+XJkMhm8/vrr/nv7778/4vE4Lr74Ylx++eWYPn065s+fj9WrV+PNN9/EQw895G87b948LFq0CCtWrMCyZcuQSCTw05/+FLNnz8bxxx/vb3fOOefgySefxGWXXYazzjoLGzZswH333YdLL72UZGEZywz3sTr99NPxmc98BjNnzoSqqnjyySfx7LPPYsWKFZzzUARUxwsA1q5dC0VR/ET4F154AbW1tdhnn32wzz77AOBrqxyG+1jxtTV0qI7Vk08+iVtuuQWnnnoqpk6dWjDO9OnT/ZL9SruuJLFjDIApiWOPPRZbt27t973nn38eU6dOBeBIpq9cuRLb/n97dxMSVffAcfyrzUhIlE3BbJxgoCLcFVQQBr0Q5KIIw8jekEoQpuiFFgmBiwGnjcJQSUKrFpELE3JKpJYurEXEQAWuggbpZXSmDIbMl2f1zIPo//+H/qY0z/ezmnvvufeew+Fefpx77p3RUaLRKFevXmXv3r1zyk9MTJBIJHj27BlTU1PU1tZy48aNeUn+1atX3Lx5k3fv3hEKhTh58iTNzc1+3+N/WOq+unz5Mul0mmw2S1lZGZs3b+b06dMcPnz49zWyhCxmf/2nY124cIGLFy8Wl722fs1S95XX1q9brL66fv06fX19Cx4nkUhQX19fXP6TritDkSRJEs4pkiRJAgxFkiRJgKFIkiQJMBRJkiQBhiJJkiTAUCRJkgQYiiRJkgBDkSRJEmAokiRJAgxFkkrE+fPn2b59O9lsdt62iYkJamtraWhoYGZmZhlqJ+lPYCiSVBLa2tr4+fMniURi3rbOzk5yuRzxeJzycm97khbm3UFSSYhEIsRiMVKpFENDQ8X16XSahw8f0tTUxJYtW35rHX78+OFIlPQH8w9hJZWMqakp6uvrKRQKpFIpAoEADQ0NfP36lVQqxejoKMlkkuHhYQqFAps2bSIWi7F///7iMfL5PN3d3QwNDZHJZCgrK2Pbtm1cu3ZtTqh68eIFZ86cobOzk5GRER49esSXL194+fIlq1evXo7mS/o/BZa7ApK0WAKBAPF4nOPHj9PV1UUoFOLNmzfcu3ePTCZDY2Mj4XCY5uZmKisrGRgYIBaLcevWLQ4cOADAhw8feP78OQcPHqS6uppsNktPTw+nTp3iyZMnhMPhOefs6uoiGAxy7tw5JicnCQaDy9F0SYvAkSJJJScej9PT00MwGGTfvn10dHTQ1NTE2NgYvb29VFRUADA7O0tjYyO5XI7BwUEAJicnCQQCc+YeZTIZ6urqaGlpIRaLAf+MFEUiEVKpFCtXrlz6hkpaVM4pklRyrly5QlVVFeXl5bS2tpLP5xkeHqauro7v378zPj7O+Pg4uVyO2tpa3r9/z6dPnwCoqKgoBqLp6WlyuRyVlZVEo1Hevn0771xHjhwxEEklwsdnkkrOqlWriEaj5HI51q9fTzqdZnZ2lmQySTKZXHCfsbExwuEwMzMz3L9/nwcPHpDJZJieni6WqaqqmrdfdXX172qGpCVmKJJU8v5+I+zs2bPs3r17wTIbNmwA4O7duySTSY4ePcqlS5dYs2YN5eXltLe3s9BsA0eJpNJhKJJU8iKRCADBYJBdu3b917KDg4Ps3LmT9vb2Oeu/ffvG2rVrf1sdJS0/5xRJKnnr1q1jx44d9PT08Pnz53nbx8fHi79XrFgxb0RoYGCgOOdIUulypEjSv0JbWxsnTpzg0KFDHDt2jEgkQjab5fXr13z8+JHHjx8DsGfPHu7cuUNraytbt25lZGSE/v7+4miTpNJlKJL0r7Bx40Z6e3u5ffs2fX195PN5QqEQNTU1xdfsAVpaWigUCvT39/P06VNqamro7u6mo6NjGWsvaSn4nSJJkiScUyRJkgQYiiRJkgBDkSRJEmAokiRJAgxFkiRJgKFIkiQJMBRJkiQBhiJJkiTAUCRJkgQYiiRJkgBDkSRJEmAokiRJAuAvF5iJI9tuBMwAAAAASUVORK5CYII=\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.hexbin(x=df[\"Year\"],y=df[\"GDP(%)\"],gridsize=20)\n",
        "plt.colorbar(label=\"count\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 451
        },
        "id": "f4ezEJ8Sh2zj",
        "outputId": "0cb3bbd3-d384-4cea-fef5-f3ae59edeeff"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7c996a74ab60>"
            ]
          },
          "metadata": {},
          "execution_count": 22
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}