happiness-index-analysis/Ingredients_of_Indian_Sukh.ipynb

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        "# Import necessary libraries\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "%matplotlib inline\n",
        "import seaborn as sns\n",
        "sns.set_palette('RdYlGn_r')\n",
        "import warnings\n",
        "warnings.filterwarnings('ignore')"
      ]
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      "source": [
        "happiness = pd.read_csv('world-happiness-report-2021.csv')\n"
      ],
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        "id": "uPExweH5lwBA"
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      "execution_count": null,
      "outputs": []
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      "source": [
        "happiness.info()"
      ],
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            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 149 entries, 0 to 148\n",
            "Data columns (total 20 columns):\n",
            " #   Column                                      Non-Null Count  Dtype  \n",
            "---  ------                                      --------------  -----  \n",
            " 0   Country name                                149 non-null    object \n",
            " 1   Regional indicator                          149 non-null    object \n",
            " 2   Ladder score                                149 non-null    float64\n",
            " 3   Standard error of ladder score              149 non-null    float64\n",
            " 4   upperwhisker                                149 non-null    float64\n",
            " 5   lowerwhisker                                149 non-null    float64\n",
            " 6   Logged GDP per capita                       149 non-null    float64\n",
            " 7   Social support                              149 non-null    float64\n",
            " 8   Healthy life expectancy                     149 non-null    float64\n",
            " 9   Freedom to make life choices                149 non-null    float64\n",
            " 10  Generosity                                  149 non-null    float64\n",
            " 11  Perceptions of corruption                   149 non-null    float64\n",
            " 12  Ladder score in Dystopia                    149 non-null    float64\n",
            " 13  Explained by: Log GDP per capita            149 non-null    float64\n",
            " 14  Explained by: Social support                149 non-null    float64\n",
            " 15  Explained by: Healthy life expectancy       149 non-null    float64\n",
            " 16  Explained by: Freedom to make life choices  149 non-null    float64\n",
            " 17  Explained by: Generosity                    149 non-null    float64\n",
            " 18  Explained by: Perceptions of corruption     149 non-null    float64\n",
            " 19  Dystopia + residual                         149 non-null    float64\n",
            "dtypes: float64(18), object(2)\n",
            "memory usage: 23.4+ KB\n"
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        "happiness_report = happiness.drop(['Standard error of ladder score', 'upperwhisker', 'lowerwhisker',\n",
        "       'Explained by: Log GDP per capita', 'Explained by: Social support',\n",
        "       'Explained by: Healthy life expectancy',\n",
        "       'Explained by: Freedom to make life choices',\n",
        "       'Explained by: Generosity', 'Explained by: Perceptions of corruption', 'Ladder score in Dystopia'], axis = 1)"
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        "happiness_report.describe()\n"
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              "      <th></th>\n",
              "      <th>Ladder score</th>\n",
              "      <th>Logged GDP per capita</th>\n",
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              "      <th>count</th>\n",
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              "      <td>149.000000</td>\n",
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              "      <th>mean</th>\n",
              "      <td>5.532839</td>\n",
              "      <td>9.432208</td>\n",
              "      <td>0.814745</td>\n",
              "      <td>64.992799</td>\n",
              "      <td>0.791597</td>\n",
              "      <td>-0.015134</td>\n",
              "      <td>0.727450</td>\n",
              "      <td>2.430329</td>\n",
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              "      <td>0.114889</td>\n",
              "      <td>6.762043</td>\n",
              "      <td>0.113332</td>\n",
              "      <td>0.150657</td>\n",
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              "      <td>6.635000</td>\n",
              "      <td>0.463000</td>\n",
              "      <td>48.478000</td>\n",
              "      <td>0.382000</td>\n",
              "      <td>-0.288000</td>\n",
              "      <td>0.082000</td>\n",
              "      <td>0.648000</td>\n",
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              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>4.852000</td>\n",
              "      <td>8.541000</td>\n",
              "      <td>0.750000</td>\n",
              "      <td>59.802000</td>\n",
              "      <td>0.718000</td>\n",
              "      <td>-0.126000</td>\n",
              "      <td>0.667000</td>\n",
              "      <td>2.138000</td>\n",
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              "      <th>50%</th>\n",
              "      <td>5.534000</td>\n",
              "      <td>9.569000</td>\n",
              "      <td>0.832000</td>\n",
              "      <td>66.603000</td>\n",
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              "      <td>-0.036000</td>\n",
              "      <td>0.781000</td>\n",
              "      <td>2.509000</td>\n",
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              "      <th>75%</th>\n",
              "      <td>6.255000</td>\n",
              "      <td>10.421000</td>\n",
              "      <td>0.905000</td>\n",
              "      <td>69.600000</td>\n",
              "      <td>0.877000</td>\n",
              "      <td>0.079000</td>\n",
              "      <td>0.845000</td>\n",
              "      <td>2.794000</td>\n",
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              "      <th>max</th>\n",
              "      <td>7.842000</td>\n",
              "      <td>11.647000</td>\n",
              "      <td>0.983000</td>\n",
              "      <td>76.953000</td>\n",
              "      <td>0.970000</td>\n",
              "      <td>0.542000</td>\n",
              "      <td>0.939000</td>\n",
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              "       Ladder score  ...  Dystopia + residual\n",
              "count    149.000000  ...           149.000000\n",
              "mean       5.532839  ...             2.430329\n",
              "std        1.073924  ...             0.537645\n",
              "min        2.523000  ...             0.648000\n",
              "25%        4.852000  ...             2.138000\n",
              "50%        5.534000  ...             2.509000\n",
              "75%        6.255000  ...             2.794000\n",
              "max        7.842000  ...             3.482000\n",
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              "      <th></th>\n",
              "      <th>Country name</th>\n",
              "      <th>Regional indicator</th>\n",
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              "      <th>0</th>\n",
              "      <td>Finland</td>\n",
              "      <td>Western Europe</td>\n",
              "      <td>7.842</td>\n",
              "      <td>10.775</td>\n",
              "      <td>0.954</td>\n",
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              "      <th>1</th>\n",
              "      <td>Denmark</td>\n",
              "      <td>Western Europe</td>\n",
              "      <td>7.620</td>\n",
              "      <td>10.933</td>\n",
              "      <td>0.954</td>\n",
              "      <td>72.7</td>\n",
              "      <td>0.946</td>\n",
              "      <td>0.030</td>\n",
              "      <td>0.179</td>\n",
              "      <td>2.868</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Switzerland</td>\n",
              "      <td>Western Europe</td>\n",
              "      <td>7.571</td>\n",
              "      <td>11.117</td>\n",
              "      <td>0.942</td>\n",
              "      <td>74.4</td>\n",
              "      <td>0.919</td>\n",
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              "      <td>0.292</td>\n",
              "      <td>2.839</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Iceland</td>\n",
              "      <td>Western Europe</td>\n",
              "      <td>7.554</td>\n",
              "      <td>10.878</td>\n",
              "      <td>0.983</td>\n",
              "      <td>73.0</td>\n",
              "      <td>0.955</td>\n",
              "      <td>0.160</td>\n",
              "      <td>0.673</td>\n",
              "      <td>2.967</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Netherlands</td>\n",
              "      <td>Western Europe</td>\n",
              "      <td>7.464</td>\n",
              "      <td>10.932</td>\n",
              "      <td>0.942</td>\n",
              "      <td>72.4</td>\n",
              "      <td>0.913</td>\n",
              "      <td>0.175</td>\n",
              "      <td>0.338</td>\n",
              "      <td>2.798</td>\n",
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              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-a008770f-f228-419c-a75d-87bfbe7d988c button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-a008770f-f228-419c-a75d-87bfbe7d988c');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "  Country name  ... Dystopia + residual\n",
              "0      Finland  ...               3.253\n",
              "1      Denmark  ...               2.868\n",
              "2  Switzerland  ...               2.839\n",
              "3      Iceland  ...               2.967\n",
              "4  Netherlands  ...               2.798\n",
              "\n",
              "[5 rows x 10 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cols = happiness_report[['Ladder score', 'Logged GDP per capita','Social support', 'Healthy life expectancy',\n",
        "       'Freedom to make life choices', 'Generosity',\n",
        "       'Perceptions of corruption']]\n",
        "plt.figure(figsize=(20, 8))\n",
        "sns.heatmap(cols.corr(), annot = True, cmap='RdPu_r', mask=np.triu(np.ones_like(cols.corr())));\n",
        "plt.title('Correlations between factors', fontsize=20, fontweight='bold', pad=20);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 654
        },
        "id": "y2JjeypbmEdn",
        "outputId": "2ce4c913-8146-42cd-b8c2-f39d205de729"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x576 with 2 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12, 6))\n",
        "sns.regplot(x='Ladder score', y='Generosity', data=happiness_report, ci=None);\n",
        "plt.title('Correlation between ladder score and generosity', fontsize=20, fontweight='bold', pad=20);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "HG33iF6FmINQ",
        "outputId": "d8f2c1f1-6602-4d03-9583-608e8b9d20ce"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12, 6))\n",
        "sns.regplot(x='Ladder score', y='Perceptions of corruption', data=happiness_report, ci=None);\n",
        "plt.title('Correlation between ladder score and perceptions of corruption', fontsize=20, fontweight='bold', pad=20);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "cV1rXEg2mNIm",
        "outputId": "b3324864-8f60-4836-e17f-c29220694478"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "happiness_report_older = pd.read_csv('world-happiness-report.csv')\n",
        "india_1 = happiness_report_older[happiness_report_older['Country name'] == 'India'].reset_index(drop=True) \n",
        "india_1 = india_1.drop(['Positive affect','Negative affect'], axis = 1)\n",
        "india_1 = india_1.fillna(0)\n",
        "happiness_report['year'] = 2021\n",
        "india_2 = happiness_report[happiness_report['Country name'] == 'India']\n",
        "india_2 = india_2.rename(columns = {'Ladder score':'Life Ladder',\n",
        "                'Logged GDP per capita':'Log GDP per capita',\n",
        "                'Healthy life expectancy':'Healthy life expectancy at birth'})\n",
        "india_2 = india_2.drop(['Dystopia + residual', 'Regional indicator'], axis = 1)\n",
        "india = pd.concat([india_1, india_2])\n",
        "india.reset_index(drop=True, inplace=True)\n",
        "india.rename(columns = {'year':'Year'}, inplace=True)\n",
        "india"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 596
        },
        "id": "6TvZk4tvmRTj",
        "outputId": "237d328c-3bcf-4904-daa2-cfb7eff90d4f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-65edad6d-2313-4637-864e-7e5d147614ca\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Country name</th>\n",
              "      <th>Year</th>\n",
              "      <th>Life Ladder</th>\n",
              "      <th>Log GDP per capita</th>\n",
              "      <th>Social support</th>\n",
              "      <th>Healthy life expectancy at birth</th>\n",
              "      <th>Freedom to make life choices</th>\n",
              "      <th>Generosity</th>\n",
              "      <th>Perceptions of corruption</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>India</td>\n",
              "      <td>2006</td>\n",
              "      <td>5.348</td>\n",
              "      <td>8.145</td>\n",
              "      <td>0.707</td>\n",
              "      <td>55.720</td>\n",
              "      <td>0.774</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.855</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>India</td>\n",
              "      <td>2007</td>\n",
              "      <td>5.027</td>\n",
              "      <td>8.204</td>\n",
              "      <td>0.569</td>\n",
              "      <td>56.140</td>\n",
              "      <td>0.729</td>\n",
              "      <td>-0.051</td>\n",
              "      <td>0.862</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>India</td>\n",
              "      <td>2008</td>\n",
              "      <td>5.146</td>\n",
              "      <td>8.220</td>\n",
              "      <td>0.684</td>\n",
              "      <td>56.560</td>\n",
              "      <td>0.756</td>\n",
              "      <td>-0.072</td>\n",
              "      <td>0.891</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>India</td>\n",
              "      <td>2009</td>\n",
              "      <td>4.522</td>\n",
              "      <td>8.281</td>\n",
              "      <td>0.653</td>\n",
              "      <td>56.980</td>\n",
              "      <td>0.679</td>\n",
              "      <td>-0.026</td>\n",
              "      <td>0.895</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>India</td>\n",
              "      <td>2010</td>\n",
              "      <td>4.989</td>\n",
              "      <td>8.349</td>\n",
              "      <td>0.605</td>\n",
              "      <td>57.400</td>\n",
              "      <td>0.783</td>\n",
              "      <td>0.058</td>\n",
              "      <td>0.863</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>India</td>\n",
              "      <td>2011</td>\n",
              "      <td>4.635</td>\n",
              "      <td>8.387</td>\n",
              "      <td>0.553</td>\n",
              "      <td>57.700</td>\n",
              "      <td>0.838</td>\n",
              "      <td>-0.038</td>\n",
              "      <td>0.908</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>India</td>\n",
              "      <td>2012</td>\n",
              "      <td>4.720</td>\n",
              "      <td>8.428</td>\n",
              "      <td>0.511</td>\n",
              "      <td>58.000</td>\n",
              "      <td>0.609</td>\n",
              "      <td>0.067</td>\n",
              "      <td>0.830</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>India</td>\n",
              "      <td>2013</td>\n",
              "      <td>4.428</td>\n",
              "      <td>8.478</td>\n",
              "      <td>0.553</td>\n",
              "      <td>58.300</td>\n",
              "      <td>0.740</td>\n",
              "      <td>0.084</td>\n",
              "      <td>0.832</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>India</td>\n",
              "      <td>2014</td>\n",
              "      <td>4.424</td>\n",
              "      <td>8.538</td>\n",
              "      <td>0.621</td>\n",
              "      <td>58.600</td>\n",
              "      <td>0.809</td>\n",
              "      <td>-0.026</td>\n",
              "      <td>0.832</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>India</td>\n",
              "      <td>2015</td>\n",
              "      <td>4.342</td>\n",
              "      <td>8.604</td>\n",
              "      <td>0.610</td>\n",
              "      <td>58.900</td>\n",
              "      <td>0.777</td>\n",
              "      <td>-0.005</td>\n",
              "      <td>0.776</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>India</td>\n",
              "      <td>2016</td>\n",
              "      <td>4.179</td>\n",
              "      <td>8.673</td>\n",
              "      <td>0.614</td>\n",
              "      <td>59.300</td>\n",
              "      <td>0.820</td>\n",
              "      <td>0.046</td>\n",
              "      <td>0.765</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>India</td>\n",
              "      <td>2017</td>\n",
              "      <td>4.046</td>\n",
              "      <td>8.730</td>\n",
              "      <td>0.607</td>\n",
              "      <td>59.700</td>\n",
              "      <td>0.886</td>\n",
              "      <td>-0.042</td>\n",
              "      <td>0.781</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>India</td>\n",
              "      <td>2018</td>\n",
              "      <td>3.818</td>\n",
              "      <td>8.779</td>\n",
              "      <td>0.638</td>\n",
              "      <td>60.100</td>\n",
              "      <td>0.890</td>\n",
              "      <td>0.085</td>\n",
              "      <td>0.805</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>India</td>\n",
              "      <td>2019</td>\n",
              "      <td>3.249</td>\n",
              "      <td>8.818</td>\n",
              "      <td>0.561</td>\n",
              "      <td>60.500</td>\n",
              "      <td>0.876</td>\n",
              "      <td>0.112</td>\n",
              "      <td>0.752</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>India</td>\n",
              "      <td>2020</td>\n",
              "      <td>4.225</td>\n",
              "      <td>8.703</td>\n",
              "      <td>0.617</td>\n",
              "      <td>60.900</td>\n",
              "      <td>0.906</td>\n",
              "      <td>0.075</td>\n",
              "      <td>0.780</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>India</td>\n",
              "      <td>2021</td>\n",
              "      <td>3.819</td>\n",
              "      <td>8.755</td>\n",
              "      <td>0.603</td>\n",
              "      <td>60.633</td>\n",
              "      <td>0.893</td>\n",
              "      <td>0.089</td>\n",
              "      <td>0.774</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-65edad6d-2313-4637-864e-7e5d147614ca')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
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              "      height: 32px;\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-65edad6d-2313-4637-864e-7e5d147614ca button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-65edad6d-2313-4637-864e-7e5d147614ca');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "   Country name  Year  ...  Generosity  Perceptions of corruption\n",
              "0         India  2006  ...       0.000                      0.855\n",
              "1         India  2007  ...      -0.051                      0.862\n",
              "2         India  2008  ...      -0.072                      0.891\n",
              "3         India  2009  ...      -0.026                      0.895\n",
              "4         India  2010  ...       0.058                      0.863\n",
              "5         India  2011  ...      -0.038                      0.908\n",
              "6         India  2012  ...       0.067                      0.830\n",
              "7         India  2013  ...       0.084                      0.832\n",
              "8         India  2014  ...      -0.026                      0.832\n",
              "9         India  2015  ...      -0.005                      0.776\n",
              "10        India  2016  ...       0.046                      0.765\n",
              "11        India  2017  ...      -0.042                      0.781\n",
              "12        India  2018  ...       0.085                      0.805\n",
              "13        India  2019  ...       0.112                      0.752\n",
              "14        India  2020  ...       0.075                      0.780\n",
              "15        India  2021  ...       0.089                      0.774\n",
              "\n",
              "[16 rows x 9 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(18, 6))\n",
        "sns.lineplot(x='Year', y='Life Ladder', data=india, marker='o', markersize=10);\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "plt.title('India ladder score over the years', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "HHcjWxzVmUzm",
        "outputId": "ae07a5c9-2320-495e-ee71-b4208ff8413d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 1296x432 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(18, 6))\n",
        "sns.lineplot(x='Year', y='Log GDP per capita', data=india, marker='o', markersize=10);\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "plt.title('India Log GDP per capita over the years', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "2TEGOl-2mY5l",
        "outputId": "d72bf13e-4ae1-4d82-eb6e-3adccd004a67"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1296x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(18, 6))\n",
        "sns.lineplot(x='Year', y='Social support', data=india, marker='o', markersize=10);\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "plt.title('India Social support over the years', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "UnaObPRHmfYj",
        "outputId": "1908a292-b6c7-44c6-e3e6-af58398e1813"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1296x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(18, 6))\n",
        "sns.lineplot(x='Year', y='Healthy life expectancy at birth', data=india, marker='o', markersize=10);\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "plt.title('India life expectancy at birth over the years', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "vFpEos9Lmiik",
        "outputId": "125daaaa-c058-4f4b-e5d9-78b303774eec"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 1296x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(18, 6)) \n",
        "sns.lineplot(x='Year', y='Generosity', data=india, marker='o', markersize=10); sns.set_style('whitegrid') \n",
        "sns.despine(left=True) \n",
        "plt.title('Indian Generosity over the years', fontsize=18, fontweight='bold', pad=20) \n",
        "plt.xlabel('') \n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "jhzJpYqimrjj",
        "outputId": "a7f26f33-81bb-4df8-ac3d-f601e182d58e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1296x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(18, 6))\n",
        "sns.lineplot(x='Year', y='Perceptions of corruption', data=india, marker='o', markersize=10);\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "plt.title('Indian Perceptions of corruption over the years', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "fZL__8APmvZM",
        "outputId": "80fe1640-81b7-4977-f9b9-b2cd52bad077"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1296x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "top = happiness_report[happiness_report['Country name'] == 'Finland']\n",
        "south_asia = happiness_report[happiness_report['Regional indicator'] == 'South Asia']\n",
        "top_bottom_neighbors = pd.concat([top, south_asia], axis=0)\n",
        "top_bottom_neighbors['Rank'] = top_bottom_neighbors.index + 1\n",
        "top_bottom_neighbors.reset_index(drop=True, inplace=True)\n",
        "top_bottom_neighbors.drop(['Regional indicator', 'Dystopia + residual', 'year'], axis=1, inplace=True)\n",
        "df_glob = happiness_report.sort_values('Ladder score', ascending=False)[['Country name', 'Ladder score', 'Regional indicator']].reset_index(drop=True)\n",
        "top = df_glob[df_glob['Ladder score'] == df_glob['Ladder score'].max()]\n",
        "neighbors = df_glob[df_glob['Regional indicator'] == 'South Asia']\n",
        "top_bottom_neighbors = pd.concat([top, neighbors], axis=0)\n",
        "top_bottom_neighbors['Rank'] = list(top_bottom_neighbors.index + 1)\n",
        "top_bottom_neighbors.reset_index(drop=True, inplace=True)\n",
        "top_bottom_neighbors.drop('Regional indicator', axis=1, inplace=True)\n",
        "mean_score = happiness_report['Ladder score'].mean()\n",
        "rank = list(top_bottom_neighbors['Rank'])\n",
        "fig, ax = plt.subplots(figsize=(12, 6))\n",
        "bar = sns.barplot(x='Country name', y='Ladder score', data=top_bottom_neighbors, palette='crest_r')\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "for i in range(1, len(top_bottom_neighbors)):\n",
        "  bar.text(x=i, y=(top_bottom_neighbors['Ladder score'][i])/2, s=str(rank[i])+'th',\n",
        "            fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.text(x=0, y=(top_bottom_neighbors['Ladder score'][0])/2, s=str(rank[0])+'st', fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.axhline(mean_score, color='grey', linestyle='--')\n",
        "  bar.text(x=len(top_bottom_neighbors)-0.4, y = mean_score, s = 'GlobalnAverage: {:.2f}'.format(mean_score),\n",
        "        fontdict = dict(color='white', backgroundcolor='grey', fontsize=10, fontweight='bold'))\n",
        "plt.title('How Happy is India Among its Neighbors?', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "Td60uJT4mz7h",
        "outputId": "76b54f0a-12c1-406f-8ea8-aaa31aaa124a"
      },
      "execution_count": 40,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_glob = happiness_report.sort_values('Logged GDP per capita', ascending=False)[['Country name', 'Logged GDP per capita', 'Regional indicator']].reset_index(drop=True)\n",
        "top = df_glob[df_glob['Logged GDP per capita'] == df_glob['Logged GDP per capita'].max()]\n",
        "neighbors = df_glob[df_glob['Regional indicator'] == 'South Asia']\n",
        "top_bottom_neighbors = pd.concat([top, neighbors], axis=0)\n",
        "top_bottom_neighbors['Rank'] = list(top_bottom_neighbors.index + 1)\n",
        "top_bottom_neighbors.reset_index(drop=True, inplace=True)\n",
        "top_bottom_neighbors.drop('Regional indicator', axis=1, inplace=True)\n",
        "mean_score = happiness_report['Logged GDP per capita'].mean()\n",
        "rank = list(top_bottom_neighbors['Rank'])\n",
        "plt.figure(figsize=(12, 6))\n",
        "bar = sns.barplot(x='Country name', y='Logged GDP per capita', data=top_bottom_neighbors, palette='rocket_r');\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "for i in range(1, len(top_bottom_neighbors)):\n",
        "  bar.text(x=i, y=(top_bottom_neighbors['Logged GDP per capita'][i])/2, s=str(rank[i])+'th',\n",
        "            fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.text(x=0, y=(top_bottom_neighbors['Logged GDP per capita'][0])/2, s=str(rank[0])+'st', fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.axhline(mean_score, color='grey', linestyle='--')\n",
        "  bar.text(x=len(top_bottom_neighbors)-0.4, y = mean_score, s = 'GlobalnAverage: {:.2f}'.format(mean_score),\n",
        "        fontdict = dict(color='white', backgroundcolor='grey', fontsize=10, fontweight='bold'))\n",
        "plt.title('Where does India Log GDP Rank?', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "0l5IPbulm5zs",
        "outputId": "922922de-5670-4819-bef4-76f714c0c1ae"
      },
      "execution_count": 39,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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2wnyjWrRoUWSI68LtFryHhY9RQECA8fmR8gPj9YiNjdXgwYMVFxd3zeVKCwA3quC9kIrXfNdddxnhqXBwLPDHHo7C3ydLFA7DSUlJysvLKxKgbtYf79Fxc3OzaD0bGxt16dJFr7zyinx8fG66joMHDyo5OVm1atUyph07dkzDhg0z/oBSmqSkpBLDU+H70Ap/Ngt6iv7o6tWrxrwhQ4aUGpwkafbs2UZw6tKli959991yfV8AoCoQnoBy0KZNG+Nkb9euXcb9EAXByMnJSU2aNNHBgwe1Y8cO7du3z1j3WuHpj/dtFL7MqvA9EJYo7eTqZk/q0tLSqv1zZwoUHIOgoCB9++23Wrp0qfbt26fTp08rNjZW+/fv1/79+7Vx40Z98803sra2vult/jGE3cx7aImlS5cawcnb21vPPfec6tatK5PJpPHjxyshIUGSigTUqlD4krmbHWmyadOmxu/p6enau3ev8b3q1auXcZlpQQ/q9dq2bVuRWku7zLZgtD0rKys5OTmpbt26NzykeNu2bbVgwQKdPn1azz//vA4fPqzo6Gg988wz+v77743e6kWLFhmf68DAQI0fP161atVSXl6eRo0aZbRX2vtd+N8YSz7v1tbWxiMWwsPD1a9fP7Vt27bEZV1cXIxwNmLECIITgNsC4QkoB4UD0IkTJ4xLWgpPb926tQ4ePKjw8HDjZMfa2rpIb8yNCAoKMn5v2bKlvvrqqxKXKy08lXTiWrjNO+64Q2vXri3x/pi0tLRilxD9UUBAgNHjc+DAAT3wwAOSpJycnCKDZhSoW7eurKysjJO9vXv3Gvd4JCQk6PTp08ayBSMXBgUFKSIiQlL+QBoPP/xwsXazsrKMfTWbzapbt26REf9iY2P18MMPKzo6WocOHVJUVFSR41CRCg+ccfbsWcXHxxu9T4WDtiUKLreU8nvYCi7VvHDhQqm9CeWhfv36Onz4sKT89+zBBx805hV+xlnBexYYGKgtW7ZIUrHBLQoPvGKJzp07y8PDwwiGM2fO1IIFC8plyP2jR49q/vz5xuuOHTuWOlhE4dH2yoPJZFL9+vX19ttvq2/fvsrNzdXZs2f1xRdfaMyYMZKKvt+jRo0yLtst3LtdnmrWrKn+/fvrww8/VEZGhv7yl79o/vz5Jf479vLLL1dIDQBQlQhPQDkIDg6Wq6urkpOTlZeXZ1xaV/iSs9atW+vTTz8tEmJCQkJu+gTvwQcf1DvvvKO0tDTt27dPEydOVJ8+feTq6qqYmBidPn1amzZtUo8ePTR+/HiL2uzQoYNq1aqlixcv6sKFC3r88cc1dOhQeXp6Gg8D3rZtmwIDA4sMdFCS+++/3whPX3zxhby9vdWwYUMtW7ZMly5dKra8u7u7unfvblzON336dCUnJ8vd3V3z58837t/x9PQ0btofPHiwEZ7eeustxcfH684771R2drYuXryoQ4cOacOGDVqyZIlq166tTz/9VJs3b1aXLl10xx13yN3dXWfOnDFOviUVu2+kInXs2FHOzs5KTU1VVlaWJk6cqDFjxiguLk7vvvvudbVVp04d4/c1a9aoRYsWysvLKzJq441ITEws8X4VX19fjR49WgMHDjTC01dffSUvLy+FhoZq3bp1RULywIEDJeX3CBUMQR4REaHXXntN3bt31549e8p8FtMfubi46NVXX9WLL74oKX8AiQEDBuiRRx4xHj69adMmi9o6c+aMdu/eXew5T1L+5XqvvvrqddVWHoKCgtS7d2+tWLFCUv6lqcOHD5eDg0OR93vx4sXy9/dXYmLidX9ursekSZOUkJCgL7/8UmlpaRo3bpw+//zzYoNijBo1Sjt37pSUH2gHDRpUYTUBQGUhPAHlwMrKSq1atSpygubp6Vmk56JgdK/CJ7Dl8VdqLy8v/fOf/9Tzzz+vzMxMrVmzpsT7Rbp3725xm/b29vrPf/6jJ598UklJSfrll1/0yy+/FFuubt26ZbY1duxYY5CErKws/etf/5KU3+sWEBBg9NIV9vrrr+vEiROKiopSbGxssZvwHR0d9fbbbxu9XsOHD9fevXu1cuVKpaWllXnimJubW+o+Sfkjo5XnYAplcXFxUVhYmKZOnSop/9LPXbt2ScofkOR6eowGDBigjz/+WImJiYqOjtbEiRMlSQ0aNJCXl1eZ90KVJiUlpcRR8Bo3bqzRo0frkUce0Y4dO7Ru3TplZ2eX+B48++yzatasmaT8z/7gwYONh79+/fXXxjD8ISEhxn1tlurXr5+ysrL0xhtvKD09XWfPni012NvY2JR6qeCcOXOMQVYKq1OnjmbNmlXqA3Ir2lNPPaWVK1cqLy9PsbGx+vrrr/Xoo49q+PDhWrJkibKzs3X06FFjKPi2bdsWex5UeXrttdeUlJSk77//XklJSRo7dqwWLlyohg0bVtg2AaA64AJkoJz8MQj98cG3NWrUKHZica2H416P++67T8uXL9fDDz+sunXryt7e3rjnomvXrpo+fbpGjBhxXW22bNlS4eHhGjNmjBo2bChHR0c5ODiodu3a6tChg8LCwowT82txdnbWokWLNGjQINWoUUMODg5q2bKl5s2bV+r++/j4aOnSpZowYYJCQkLk6OgoW1tb+fv766GHHtLy5cuLDHdsZWWlf//733r33XfVqVMneXp6ysbGRh4eHgoODtawYcM0d+5c40b7Tp06aeTIkQoNDZWXl5dsbGzk4OCgBg0a6PHHH9dnn31W6fdnDBkyRP/5z38UHBwsW1tb+fj4aPTo0Xrvvfeuqx0fHx8tWLBA7du3l4uLi2rUqGEMkFF44IryZm1trQ8++EBvvvmm2rZtKzc3N9nY2MjLy0vdunXTZ599pqeffrrIOjNmzNCzzz4rf39/2draKigoSDNmzNCAAQOMZa7nnqGHHnpIa9as0f/93/+pRYsWcnd3l7W1tZycnBQYGKj77rtP06ZN06ZNm675fDJra2u5uLgoMDBQ3bp108yZM/X9999X6fOJgoKCigw3Pm/ePGVlZSk4OFiffvqpWrZsKScnJ/n4+GjkyJElBsDyZGVlpX/84x/q2LGjpPxLaseMGVPqKH0AcLswmSvijmUAAMpgNptL7AGaMGGCceneo48+WiWXygEAUBIu2wMAVImPPvpIKSkp6tKli+rUqaPExEStWLHCCE4mk0n9+/ev4ioBAPgd4QkAUCXS0tJKfS6XyWTS888/X6WXygEA8EeEJwBAlWjfvr1Onjypo0ePKiEhQXl5efLx8VGrVq00YsSI635AMAAAFY17ngAAAADAAoy2BwAAAAAWIDwBAAAAgAUITwAAAABgAcITAAAAAFiA8AQAAAAAFiA8AQAAAIAFCE8AAAAAYAHCEwAAAABYgPAEAAAAABYgPAEAAACABQhPAAAAAGABwhMAAAAAWIDwBAAAAAAWIDwBAAAAgAUITwAAAABgAcITAAAAAFiA8AQAAAAAFrCpqIbDwsK0ceNGeXl5aeXKlZKkf/zjH/rpp59ka2urgIAAzZw5U25ubhVVAgAAAACUmwrreRo0aJDmzZtXZFqHDh20cuVKhYeHKzAwUP/9738ravMAAAAAUK4qLDy1adNG7u7uRaZ17NhRNjb5nV0tWrTQpUuXKmrzAAAAAFCuquyep6VLl+ree++tqs0DAAAAwHWpsHueruWjjz6StbW1+vXrZ9HyUVFRSk9Pr+CqAAAA8GcXEhJS1SWgGqv08LRs2TJt3LhRn332mUwmk0XrBAYGVmxRAAAAAFCGSg1Pmzdv1rx587Ro0SI5OjpW5qYBAAAA4KaYzGazuSIanjx5snbu3KmEhAR5eXlpwoQJmjt3rrKyslSjRg1JUvPmzfW3v/2tIjYPAAAAAOWqwsITAAAAANxOqmy0PQAAAAC4lRCeAAAAAMAChCcAAAAAsADhCQAAAAAscFuEJ3NeblWXUG1wLAAAAICKcduMthe3dXFVl1AteHUcUtUlAAAAALel26LnCQAAAAAqGuEJAAAAACxAeAIAAAAACxCeAAAAAMAChCcAAAAAsADhCQAAAAAsQHgCAAAAAAsQngAAAADAAoQnAAAAALAA4QkAAAAALEB4AgAAAAALEJ4AAAAAwAKEJwAAAACwAOEJAAAAACxAeAIAAAAACxCeAAAAAMAChCcAAAAAsADhCQAAAAAsQHgCAAAAAAsQngAAAADAAoQnAAAAALAA4QkAAAAALEB4AgAAAAALEJ4AAAAAwAKEJwAAAACwAOEJAAAAACxAeAIAAAAACxCeAAAAAMAChCcAAAAAsADhCQAAAAAsQHgCAAAAAAsQngAAAADAAoQnAAAAALAA4QkAAAAALEB4AgAAAAALEJ4AAAAAwAKEJwAAAACwAOEJAAAAACxAeAIAAAAAC1RYeAoLC1O7du3Up08fY9rVq1c1ZswY9ezZU2PGjFFiYmJFbR4AAAAAylWFhadBgwZp3rx5RabNnTtX7dq1048//qh27dpp7ty5FbV5AAAAAChXFRae2rRpI3d39yLT1q9frwEDBkiSBgwYoHXr1lXU5gEAAACgXNlU5sbi4uLk6+srSfLx8VFcXJxF60VFRSk9Pb3U+SEhIeVS3+3iyJEjVV0CAADALYnzSlxLpYanwkwmk0wmk0XLBgYGVmwxtxm+9AAAAED5q9TR9ry8vHT58mVJ0uXLl+Xp6VmZmwcAAACAG1apPU/dunXTt99+qyeffFLffvutunfvXpmbBwAAAK7L9OnTq7oEVBOvv/56xfU8TZ48WcOGDdPp06d17733avHixXryySe1bds29ezZUz///LOefPLJito8AAAAAJSrCut5euedd0qc/vnnn1fUJlFOzDnZMtnYVnUZ1QLHAgAAAAWqbMAIVF8mG1tFz5tW1WVUC/5PzKjqEgAAAFBNVOqAEQAAAABwq6LnCQAAALgOtra26tq1q0JCQuTq6qq0tDRFR0dr9erVSkpK0qRJk+Tk5KSZM2des53+/furRYsWmjt3ri5evGjx9q93vYYNG2rEiBGSpEWLFunUqVMWb6u6atiwoXr06CEPDw9dunRJK1as0JUrV0pd3snJSc8884ycnJz0448/avv27ZKkxx9/XD4+PrKyslJsbKzWrFmjs2fPltoOPU8AAADAdRgxYoTatWunhIQErV69Wjt27JCLi4vc3d2rurQShYaGymw2y2w2KzQ0tFzbtvS5reXJ1dVVQ4YMkSStWbNGXl5eGjx48DXX6dWrl2xsivcbnT9/Xj/88IM2b96smjVrql+/ftdsh54nAAAAwEL16tVTYGCgYmNjtXDhQpnNZknStm3bZG1tXWx5a2tr9ejRQ6GhobK1tVVUVJTRQ1WgadOmGjFihLKzsxUeHq7Tp0+rXr166tOnj9zc3JSVlaXIyEiFh4crKyurSPvu7u569tlnde7cOWVkZCggIEDHjx/XsmXLjO0HBwfr/PnzkqTGjRtr5cqV8vT01DPPPKMdO3bohx9+kL29vV544QWdOnVKX331lVq0aKEOHTrIzc1NMTExWrVqlS5duqTmzZtrwIABOnTokHx9fRUXF6ddu3aVWqubm5sGDx6smjVrateuXWrTpo3S0tI0a9YsWVlZqXv37mratKns7Ox06tQprVq1SmlpacZ2CvcSFfD395etra0OHTqkPXv2qG7durrzzjtVs2ZNXbp0qdh70KBBAzVq1Ejbtm1T165di8xbs2aNHB0d5eHhoU6dOhnvZ2noeQIAAAAsVKtWLUnSqVOnZDabZW1tLUdHRzk6OpbYC9OpUyfdc889OnXqlLZu3apGjRpp0KBBRZbx9/fX5s2b5eTkpIEDB8ra2lpZWVnatWuXVq9erUOHDqlp06a6++67S63L399fZ8+e1ZUrV3TnnXcqICBAUn5wcHBw0OHDh3XkyBE5Ojqqfv36unLlii5evKiQkBBJ+aHKxsZGBw8eVN26ddW/f39dvXpVW7ZskaOjo4YPH14kHDZo0EB79uzRgQMHrllrr169FBAQoJ07d8rJyUl2dnZFjk379u11/Phx/fLLL2rYsKF69+5d5nuQlpZm7HONGjVUs2ZNSZKHh0exZW1tbdW7d2+tX79eiYmJxebb29vrpZde0rhx45Sbm6sVK1Zcc+I36s8AACAASURBVNv0PAEAAAA3qHXr1urVq5ckaePGjdq0aVOR+Q0bNlReXp5Wrlyp3NxcNWrUSAEBAbK1/f1RKJs2bdLp06fl7++v5s2by8vLS7a2tmrTpo08PT2N5Xx9fUutIzo6Wlu3bpXZbDZCxdmzZ9WkSRNJKnJvVGhoqE6ePKlff/1VPXv2VO3atRUSEqKMjAwdO3ZM3bp1k5QfkBo0aGCs5+PjY/y+b98+7dy5U5IUGBhYaq2BgYFKSkrS+vXrZW1trebNmxc5NgXHsEBQUJAk6cCBAzp48GCJPUFnz55VRESEQkNDFRwcrMzMTElSTk5OsWU7duyo7OxsnTp1So0bN5aUf/+Tg4ODMjIylJWVpYULF8rb21s9evRQ165dtWDBglKPM+EJAAAAsNCFCxck5V++J8nozencubPFbZR2n1Dh6d27d5eHh4e+++47ZWVlaciQISXes1MgPT1dkpSXl2e0VXDJniQ99thjxrKNGzdWeHi4fv31V/Xo0UMtW7ZUUFCQfv31V+Xm5hrLrVmzRjExMUZ7V69elZ+fnyQpOTnZ4lqvdSlcbm6uvvzyyyJ1F/y0srJSXl5eiesvWbJEGzdulI2Njdq0aaNWrVopNjZWUv6limazWXl5eXJzc5OPj48mTJhgrNuxY0dlZWVpy5YtMpvNioyMVGRkpEJCQlSvXj05Ojoax/OPbonwNH369GLTrKysNG3aNJ0+fbrEdGhtkp7u1kR7o2L186nYYvNtrEx6qmuINh6N1qHoErrwbKw0rnNjrdx3RlHxqcXmO9tZa0ynYC3eGamY5Ixi82s42Wpku4ZatP2ErqZlF5vv5+qgIW3ra/6WY0rNyi02P9DTWX1a1tXHm44qMyev2Pym/u7q0thfc346opy8Qh+o9fnH6r777lP79u31xhtvFPkSFBg9erTq1aunGTNmGB/Wwp7wz//5SbSVzCr+BX/CP7/NedFW0jXnF7/2t+rnm/WEf16p800y6/Hf5t/QZ8/aWlOnTtXPP/+stWvXFptva2urV199VatWrdKuXbuKzXd0dNRLL72kL7/8UsePHy8239XVVZMnT9a8efMUHR1dbL63t7eeeeYZzZ49u8RRZ/z9/fXEE0/onXfeKfIPX4FGjRpp+PDh+uc//1niPxxt2rTRgw8+qDfffFPZ2cU/2zf72Xv99dclSX/7299K/MfS0vklvXdVPd9kMum111674fl89vjs3eh8Pnt89qpq/q342SvYn9JERUUZ9yQ98sgjOnz4sFxcXEpd/sSJE7rjjjvUu3dvxcXFqXbt2oqKiiryWercubO8vb0VHBys5ORkxcXFGcfHycmpSO/P9WjYsKHs7e21d+9eY/+Cg4PVsmVLNWjQQMePH1dUVJRatmwpk8mkgwcPSpKOHz+u9u3bq2nTpsrIyJCrq6uaNWum2bNnl7qt0mqNiopSSEiIunXrJhcXF1lZ/X7X0IkTJ4zetsjISPn4+KhGjRqKjIxUs2bNSr3nScoPbHFxcfL09FTz5s11+PBhXb16VZI0depUXb58WR999JF27txp7HtgYKDatm2r/fv36/DhwwoKClJoaKjOnTsnNzc31alTRykpKaUGJ+kWCU/ALa/Q/+zyMjN0ctIIJTh4SY5exRbNTUnWyUkjlOpUU7J3KzY/JyFOJyeNUIZLbcnWqdj8zEvndXLSCGW61ZWs7YvNzzh9XCcnjVCOWz3J2rbY/NSDu3Tyl3DlugdJVsXDZcKm1Tq5ZpHyajSQTMVvm4xdvlAnv/5A5pLmV8GIPAAAlLcvv/xS3bp1U5MmTVSvXj2lpKQoIiJCJ06cKLbsli1bZG9vr9DQUIWEhOj48eNavXp1kWUuXLigDh06KD09XStWrFBubq7Wr1+vAQMGqGPHjtq+ffsNjZJXsM7u3buNy/aSk5PVsmVLhYaG6vjx4/r1119Vv359JSYmKioqSpJ05swZffvtt+rQoYMefPBBpaam6vTp06Vu51q1/vDDD3JxcVHr1q21f/9+5ebmKiMjwzg2tra2atq0qRo3bqyEhATt2bPHon3z9fVV27ZtZTabFRERUeyYFrh48aKx7wX3W12+fFlxcXGyt7eXv7+/mjZtqtzcXJ09e1br1q275nZN5rKGlLhFxG1dXNUlVAteHYeUSzvR86aVSzu3Ov8nZpRLOycnjSiXdm51DWb9r6pLAADgupTW4wbL+Pn5yc/PT8nJyWrYsKHatWtXak9hdff666/T8wQAAACgYtjZ2alLly5yc3NTSkqKduzYoZ9++qmqy7phhCcAAAAAFeLcuXN67733qrqMcsNzngAAAADAAoQnAAAAALAA4QkAAAAALMA9TwAAAEApynruE/5c6HkCAAAAAAsQngAAAADAAoQnAAAAALAA4QkAAAAALEB4AgAAAAALEJ4AAAAAwAKEJwAAAACwAOEJAAAAACxAeAIAAAAACxCeAAAAAMAChCcAt4y8rKyqLqHa4FgAAFD5bKq6AACwlJWdnX7pPrSqy6gW7ln/TVWXAADAnw49TwAAAABgAcITAAAAAFiA8AQAAAAAFiA8AQAAAIAFCE8AAAAAYAHCEwAAAABYgPAEAH9SuZk8K6pAeRyLbI6ngWMB4HbFc54A4E/K2t5On4eOrOoyqoVHIxbddBu29nZ6penwcqjm1vfWoS+rugQAqBD0PAEAAACABQhPAAAAAGABwhMAAAAAWIDwBAAAAAAWIDwBAAAAgAUITwAAAABggTKHKo+KitI777yjkydPKjMz05i+fv36Ci0MAAAAAKqTMnuewsLCNHz4cFlbW2vBggUaMGCA+vXrd1Mb/eyzz9S7d2/16dNHkydPLhLKAAAAsnjQriSOA1DdlNnzlJmZqXbt2kmS/P39NWHCBA0aNEiTJk26oQ3GxMRowYIFWrVqlRwcHDRp0iR9//33GjRo0A21BwAAbj929nbq3+jBqi6jyn13fFVVlwCgkDLDk52dnfLy8lS3bl0tWrRIfn5+Sk1NvamN5ubmKiMjQzY2NsrIyJCvr+9NtQcAAAAAFa3M8PTqq68qPT1dU6dO1axZs7Rjxw7985//vOEN+vn5aezYseratavs7e3VoUMHdezY8ZrrREVFKT09vdT5ISEhN1zP7ejIkSM3tT7HsyiOZ/m6mePJsSyKz2b54niWL45n+bnZY4nrw2cP11JmeIqOjlazZs3k7OysmTNnSpJWr16t5s2b39AGExMTtX79eq1fv16urq6aNGmSvvvuO/Xv37/UdQIDA29oW39WfOnLF8ezfHE8yw/HsnxxPMsXx7P8cCyB6qPMASPmzp1r0TRL/fzzz6pdu7Y8PT1la2urnj17at++fTfcHgAAAABUhlJ7njZt2qTNmzcrJiZGb7zxhjE9JSVF1tbWN7zBO+64QwcOHFB6erocHBy0fft2NW3a9IbbAwAAAIDKUGp48vPzU9OmTbVhwwaFhoYa052dnRUWFnbDG2zevLnuv/9+DRw4UDY2NgoJCdHDDz98w+0BAAAAQGUoNTw1btxYjRs3Vt++fWVjU+atUddl4sSJmjhxYrm2CQAAAAAVqdRUNGnSJM2aNUsDBw4scX54eHiFFQUAAAAA1U2p4WnKlCmSpDlz5lRaMQAAAABQXZU62l7Bg2v9/f1lZ2eno0eP6tixY7Kzs5O/v3+lFQgAAAAA1UGZQ5UvXrxYQ4YM0dq1a7VmzRo9/PDDWrJkSWXUBgAAgJuUmZFZ1SVUGxwL3KwyR4KYN2+eli9fLg8PD0lSQkKChg0bpoceeqjCiwMAAMDNsXewVxP/u6q6jGrhcPSeqi4Bt7gye548PDzk7OxsvHZ2djaCFAAAAAD8WZTZ8xQQEKChQ4eqe/fuMplMWr9+vYKDgzV//nxJ0pgxYyq8SAAAAACoahaFp4CAAON19+7dJUmpqakVVxUAAAAAVDNlhqfx48dXRh0AAAAAUK2VGZ7i4+P18ccf6+TJk8rM/H2EkgULFlRoYQAAAABQnZQ5YMQLL7yg+vXr6/z58xo/frz8/f115513VkZtAAAAAFBtlBmerl69qiFDhsjGxkZt27bVzJkz9csvv1RGbQAAAABQbZR52Z6NTf4ivr6+2rhxo3x9fZWYmFjhhQEAAABAdVJmeHr66aeVnJysl19+WTNmzFBqaqrCwsIqozYAAAAAqDbKDE9du3aVJLm6umrhwoUVXhAAAAAAVEdl3vP08ssvKykpyXidmJhIzxMAAACAP50yw9OxY8fk5uZmvHZ3d9eRI0cqtCgAAAAAqG7KDE95eXlFBoi4evWqcnNzK7QoAAAAAKhuyrznaezYsXr44YfVq1cvSdIPP/ygp556qsILAwAAAIDqpMzwNGDAADVt2tR4ttMHH3ygBg0aVHhhAAAAAFCdlBmeJKlBgwYEJgAAAAB/amXe8wQAAAAAIDwBAAAAgEWuGZ5yc3M1atSoyqoFAAAAAKqta4Yna2trWVlZKTk5ubLqAQAAAIBqqcwBI5ycnNS3b1+1b99eTk5OxvSpU6dWaGEAAAAAUJ2UGZ569uypnj17VkYtAAAAAFBtlRmeBg4cqIyMDF24cEH169evjJoAAAAAoNopc7S9DRs2qH///nriiSckSUeOHNFTTz1V4YUBAAAAQHVSZnj64IMPtGTJErm5uUmSQkJCdP78+QovDAAAAACqkzLDk42NjVxdXYtMM5lMFVYQAAAAAFRHZd7z1KBBA4WHhys3N1dRUVFauHChWrZsWRm1AQAAAEC1UWbP07Rp03Ty5EnZ2dlp8uTJcnFx0ZQpUyqjNgAAAACoNsrseXJ0dNRzzz2ncePGSZJcXFwqvCgAAAAAqG7KDE8HDx7UlClTlJqaKik/PL355ptq2rRphRcHAAAAANVFmeFpypQpev3119W6dWtJ0u7duxUWFqbw8PAKLw4AAAAAqosy73mytrY2gpMktW7dWjY2ZWYuAAAAALitlJmC2rRpo9dee029e/eWyWTSqlWr1LZtW0VEREiSQkNDK7xIAAAAAKhqZYano0ePSsp/WG5hhw8flslk0oIFCyqmMgAAAACoRsoMTwsXLqyMOgAAAACgWivznicAAAAAAOEJAAAAACxCeAIAAAAAC5QanqKiovT000+rT58+mjx5smJiYiqzLgAAAACoVkodMOLVV1/VgAED1Lp1a23YsEEzZswoNuLejUpKStLUqVN1/PhxmUwmvfnmm2rZsmW5tF1RPNoPksmUnzVNJpPMZrPity0pe717BsrKxsbi5QEAAABUT6WGp9TUVA0dOlSSVL9+fQ0cOLDcNvr3v/9dnTp10nvvvaesrCxlZGSUW9sVpSA4AQAAAPhzKjU8ZWZm6vDhwzKbzZKkjIyMIq9v9OG4ycnJ2rVrl9566y1Jkp2dnezs7G6orcpU0Gvk2eGhYvPc73pQ1g5ORabl5WTJZLKWlU3+ITaZTPLqOIQeKAAAAOAWVWp48vHx0cyZM43X3t7exuubeTju+fPn5enpqbCwMB09elShoaGaMmWKnJycyl65mvpjcJIkk7WtctOuyuTsYVzmJ8n4CQAAAODWUmp4qqiH4+bk5Ojw4cOaNm2amjdvrjfeeENz587Vs88+W+o6UVFRSk9PL3V+SEhIRZR63fJyspR19bLSjv1iTPO4Z6BMv/U+VVaP05EjR25q/epyPKsLjmf5upnjybEsis9m+eJ4li+OZ/nhWJavso4nxwvXUmp4kqSEhAStXLlSkZGRkqSgoCD16dNHNWrUuOEN1qxZUzVr1lTz5s0lSb169dLcuXOvuU5gYOANb68y5OVkycrGTta29nL0qSMH79oy52Yr4ZfvqqQevvTli+NZvjie5YdjWb44nuWL41l+OJbli+OJm1HqKAinTp1S3759FRERocDAQNWtW1e//vqr+vTpo1OnTt3wBn18fFSzZk0jkG3fvl1BQUE33F51cHX/RsVvW6Lk47uVm50pk8kkk7Xtb3O5TA8AAAC4HZTa8zRr1iy9+uqrevDBB4tMX7Nmjd599129//77N7zRadOm6YUXXlB2drbq1KlT5N6q6sqj3UCZrKyLTPPs8JDR61SavOxMWdnYGsub83KVsH15hdYKAAAAoPyVGp6OHTum9957r9j0+++/X++8885NbTQkJETLli27qTYqm8nKWiaT6ffXv/1eUnAym83KToqVJCXuWW2M0GcymaQ/BDAAAAAAt4ZSw9O1Rr+7lUfGu1E3M9gDQ5MDAAAAt75Sw1NcXJzmz59fbLrZbFZ8fHyFFgUAAAAA1U2p4Wno0KFKTU0tcd6QIUMqrCAAAAAAqI5KDU/jx4+vzDoAAAAAoForNTydOHFCZ8+eVffu3SVJb775ppKTkyVJI0eOVGhoaOVUCAAAAADVQKnPefr3v/8tDw8P4/XWrVvVpUsX3X333Zo9e3alFAcAAAAA1UWpPU+XL19Wq1atjNcuLi66//77JUlff/11xVcGAAAAANVIqT1Pfxws4ptvvjF+Z7Q9AAAAAH82pYYnX19fHThwoNj0/fv3y9fXt0KLAgAAAIDqptTL9l588UU9++yzGjRokJo0aSJJioiI0PLly/Xuu+9WWoEAAAAAUB2U2vPUrFkzLV68WLm5uVq+fLmWL1+uvLw8ffPNN2rWrFll1ggAAAAAVa7UnidJ8vLy0qRJkyqrFgAAAACotkrteQIAAAAA/I7wBAAAAAAWuOZle0B1VePegXJu1EpJezcoee9PVV0OAAAA/gRKDU9PPfXUNVecM2dOuReD25dD3RC5trhXth5+MuflKjs+RnE/LpI5K0MO9ULl1qqbbNw8lZuWrNQjO5VycKskydqlhmoOe16SFD1vWlXuAgAAAP7kSg1PY8eOlST9+OOPunLlivr16ydJ+v777+Xl5VU51eG24Fj/Tnl2GypzTrbSzxyVOSdTdj61ZbKxlW0Nn/x52dlKP/Wr7P3ry73t/crLylDa0d1VXToAAABgKDU8tW3bVpL01ltvadmyZcb0bt26adCgQRVfGW4bbm17SpKurFmgrItRRea5tO8rk8lKSfs2KOXXn2V/R315PzhGrs3vVeb5k0avkyT5PzFDknTpq38b06zsneTZY7jsazdQblK8EjYuVXb8pQrfJwAAAPz5lDlgRHp6us6dO2e8PnfunNLT0yu0KNw+bNy8ZONSQ3k5WXJt1km1Hp0qvyHPyjkkP5zbetWSJGXFXvjtZ3T+eq4eysvOVOqxPUZbKYd+Vsqhn5WXnWlMc26S305u8lXZetaUe/velbJfAAAA+PMpc8CIsLAwjRo1SnXq1JHZbNaFCxc0ffr0yqgNtwErB6f8nzZ2snb1UHrkITkFNVONDn2Vm5Ysa0dnSZI5Oyv/Z062sa61g7OS922Uc/BdkqTEX1YXaz/z3AnFr/tSdrXqyaf3WCOMwXK+I/4it7s7K371UsX/sLSqywEAAKi2ygxP9957r3788UdFRkZKkurXry87O7sKLwy3h9yMVOP3hI1LlX0lWubcHLk0uVsOAcHKTU+VjWsNmWzzP1MFPyUpNz1FVnYO12w/K+6iJMmclSFJsrK1L+9dqDYcG4TIf0LJg2bEfDFHKXu3y6PXILm2aidrtxrKvhKj+NVLlHpglyTJxtNbga+/J0k6OWlEpdUNAABwu7Dosr158+Zp0aJFaty4sS5cuKCffmJoaFgmNyVReb8Fmz8y52QpOz4//Nj5+Bf5mZN8NT8QmfMKrWEqoZHf5pvN5VZzdZVzNV5XN642/kvc/vv3MPtKjLwHjpTnff1lzs1V8q6tsnGroZqPTZJDYMMqrBoAAOD2YdFle6Ghodq/f78kyc/PT5MmTVLXrl0rvDjcBvJylXJou9xadZVHl8HKijkrp6BmMuflKu3kQZmsrOQQECzXVl1l6+Ene/8gSVLKwc2SpNz0VJlzc2SytpFH1yHKTbmqpF0/VuUeVZnsKzG6snyh8dq9U/5AHBnnTisj8phqPf6cJOnyVx8r49RRZV06L59Bo+VxX3/FLv3M6HWSpAaz/idJipo+0Zhm5eyimmOflVNIc2VfiVHMoo+UFX2mMnYNAADgllBmz9PZs2c1btw42djk5yxHR0eZ/wR/5Uf5Sd63Ucn7N8vKzkGO9e9UdkKM4n78Qtmx55UVc1YJPy1WbkqiHIPulNmcp8SdPyr1SP6lZsrLVeLOH5WbniKnoDuNASIguXfuJUlK3Jh/L1hedv79YvZ16slkayt7/7qSJDv/AOVlpCvpl43GugW9V3kZvw/+4t7xPslkUnZcrOzvCJDP4EcraU8AAABuDWX2PNnZ2SkjI0MmU/4lU2fPnuWeJ1wfc56Sdq9V0u61Jc5Ojzyk9MhDpa6eGrFdqRHbi0y7unm5rm5ebrzOjr/0p3qIrlNoK9n51FROYoKS9+Ufm4S138l36Fj5DBwln4GjjGVtXGsoLy1V8WuWye2eLpJUpAerQNqRA7r0yX/k2KCJ/CdMlX3twMrYFQAAgFtGmeFpwoQJeuKJJ3Tx4kU9//zz2rdvn2bOnFkZtQEoRY0uv/U6bV0n5eZKkpK2rVPmudNyanynJJNykhLkN/xJ5aYkWdRm5vkoSfmXSkqSlf21B+sAAAD4sykzPHXo0EFNmjTRgQMHZDabNWXKFHl6elZGbQBKYFerjpwaNVVeVpYSt637fYa1tTLPnlLm2VOS8ocgl6S047/16uUVGnzDZCo+yEbh+QAAACimzPAUEREhSfLx8ZEkXbx4USkpKbrjjjuM+6AAVJ6CXqfkPduUl5psTHdv100urTso68I52dWqLcf6wcpNS1XCmvzLG3OSE2XOyZbJxlZ+o8crJz5WceFfVck+AAAA3IrKTD/Tp0/X4cOH1ahRI0nS8ePH1bBhQyUnJ+uvf/2rOnbsWOFFAshn5ewql1YdJEmJm4o+NDj7SoysnVzk2raTlJuj1EN7FRf+pbKvxOQvkJurKyu+lMd9/eXaqp3yMjMITwAAANehzPDk6+urv//972rYMP9ZMSdPntR7772nF198UePHjyc8AZUoLzVZkS8+VuK8tKMHdfbNF665fuKmH5S46Yci0y7/77+6/L//Gq+zos/wEN1y5Na8iZq881dlXrqsfY+Mr+pyAADATSgzPEVFRRnBSZIaNGigyMhI1alTp0ILA4DyVnPQg/J5oKuc6taRydpK5z9frPMLFhvzPe+9R7UfHSKHO2oqOz5Bl1b8qItfr/i9ASuT7ni4v3wf6CY7X2/lpqYpYfseRb79kSSpyb9fl1uLUJ3652zFrtlU2bsHAAAqWJnhqUGDBnr99dfVu3dvSdKqVasUFBSkrKws7nkCcEtxblRfuUkpyoq9IvuavkXmuTRpqIbTnlVeRqbiNv4st5ZNVffJkcpNTdPllfkDc9Sb+IT8+t6nrLgEXVm3RSZbGznU8i1pUwAA4DZUZvp566239L///U+ff/65JKlVq1Z6+eWXZWNjowULFlR4gQBQXk699YEkqdHfXiwWnu4YNkAmKyudX7BYFxevlFvLpmry9mvyHz5Al1euk4N/Tfn27q7sq0k6OO4F5SQmF1m/oNdJkoJeekZBLz2j858vVtKBCGOZmg/11h0P95fJZNKFb1bo4jfhFbzHAACgPJUZnhwcHDR27FiNHTu22DxnZ+cKKQoAKptzg0BJUsqx/KHeU4/n/7Sv6StrZye5tQiVycpKOYlJCvnHVDnUrqX0s9E6+9+FSjpwWHGbf5G9f03Z+3jp6u4DSj9zXslHjhvt2/l6y/fB7kqJOCbPTncrYNwjSti2SxnRlyp9X29Vfm1C1OuzKUqJjtXSns9VdTm3vPptQvTk/NeUEB2rf9w/sarLAYBbQpnhqW/fvsWmubq6qmnTpnr66afl4eFRIYUBQGWy9XCXJOWlZ0iSctMzf5/nWUM27m6SJMe6tZW475AS9/4qzw5tFPzGyzow5jnFfLdGXvfeI3sfL8Vt2Grc8+TWvEl+I2azjjw/XdkJiWr5v9my9/ORU1DdWzY8hYy6Xw0GdlaNBrVlZW2l/bOX6cCHyyRJHsEBavPSI/K+s75snR1LDDsmK5NCx/ZRw8Fd5FzLS9nJaTq3cZ9+nvaxJOn++VNUs22Itk75r059u6XS96+ydRj5gFoP6iK/oPzjue7DJVr34VJJUq3gAPV+cZTq3Bkke2fHYmGnx/8NVo//e6jEdv/Rc4ISLlzRk/OnqX6bJlo85SPt+W5zpewTANyOygxPnTp1krW1tfr06SMp/56n9PR0eXt7KywsTHPmzKnwIgGgomUnJMrez0dWjg6SJOvffkpSdvxV5VxNkiTlpKTpyEtvSHl5avbJv+UUWEduLZvqytprn5BmxV9VdkLib22kyt7Pp8g2bjVeTeopKzFVaZfi5OLvU2Secy0vOXq7K/7IGfm1blzi+ndPfUzBD3dXWuxVRYZvk5WtjVxr/3nvH/MPraf0xBQlXoqTxx+OZ42a3nL1rqELR6JUr3VIsXXPHjiprQt/f3SBT707FNyxuTKS05SSkFxseQDAjSszPG3fvl3Lly83XgcHB2vgwIFavnx5ib1SAHArSj0ZJXs/H7k0bqDkg0fk0jhIkpQZE6vc1DSlRZ4pdd3c33qrzHl5+RNMViUslPv77+ZyK7vKbA3L/8NZ1/eeLRaezm/cp/Mb96lOt7tKDE+uAX5qNKSrMuKTtGJgmDL/cIJf0OskSR3//hd1/PtftH/2Ml3adcRYpsmjD6jp2N6SyaSI+asUMf/78t7FSvVN2IeSpFGzJhcLT0c27dWRTXv1/+3de0BO9+MH8HeFUtFlyCVKokKUSt/fGEIuueRubNqYmbnHd+QytylszZDLl+FrLl/GRlY2cw1DKaJYcpeu6ObpXk+f3x+tMy3VKd29X391ns+5fM7n+Tzn6f2ccz6nfW/b14anu5du4u6lm9L0h9/NAQAEHjmH7PRM6awTBcUc7gAAIABJREFUAIx2/xyj3T/H6S0/4WHgn9Iy3V2c0HPSEKioqODCbl9c+K9vue8jEVFtUGJ4UiqVCAkJQadOnQAAISEhUP71T4CamlrF1o6IqBw1duqNhh3NoWXaGgCg180O6k0bI+FSIKJ//AV6/2cDQ5fR0GzdCjpdLAEA0Qe8AQApd+7j5c0/0bBze1isXQxlegY0jVsi83k8XgaHAgCynscDAJqOGAhNk1Z4fsKv8neyBmhq3x4qqqrISFTA8fsFaGjUFMkPoxHkeQBxgWF4cuoqGrQygFZTfURfCkXSwyg8D7kvLa/V7B20HdkLz4LvwcjRDjZzxyLiTBAUEXFVuFfVg17zRrBwsIUyR4nL+/Oe6RZ6MgDvtDSATtN3cPdyCJ49iELEzb/bU6fZO7Ab6YAnN+6iY9+uGOA6DrfPBCE+omZeUlpVOna1hPu+tYiLjMOU3hOrujpEVEFKDE+rVq3C4sWLkZqaCiBvkAh3d3ekpaVhypQpFV5BIqLy0rCjORr37yVNa5kaQ8vUGJmxzxG55zDuu29AC5fReMehG7ITkhDx/X7E+ZyS5r/31Xcwmv4xdO2sgdxcJPpfx5P/7IEyNR0AEH3YB5qmxqhvZAitNsZQ3LpTaFQ+AjR0GwAAdNu0QEzAbcRcuYVWfWzRZ/NceA9ZgDv/OwUjx67QaqqPh79elu55MrDLO+sicgV+n+SBjBfJGHlqPbSbN4K+eSuGJwDvjh8AtTpquHUqAInRLwAAVw6chGU/e+g0fQc3j1+S7nkyeaU9v5+0CinxyVhwciP0mjdGM7NWNTo8DfnIGX1H9kPLtq2gpqaGA177cdBrPwCgx+BeGDDeCYYmLaFRXx2xT2Pxy25vnP7pJACgiaEBJs7/BG06toVeYz0okl4iyC8QP3zzX6S+TAEArNq7Bpb2nbBhwTqcPXq6yvaTiCpfieGpU6dO8PHxgUKR9w9AgwYNpDInJ6eKqxkRUTl78PUWPPh6S5Hl8X5XEO93pcjy7MRk3F+1ocjy9EdPETplfqHX/fuMKTAd+lnhed4mGYl5949lKdJw6tO1EMpcOB9bA11TQzS1b4+Hv/xR7PLpL5KR8SL5r3WkAmiEOpo19/6x8lKvvjpsR/QCgAL3QJUk5UUSUuLz2jNDkQYAUK/h7dmmY1sokhV4EfMCBoYGBcqsulvDoIUBgi9eg847urDu3gUzPeYgOT4JgeeuoknzJrB16IrQgBCE+t9EtwHd0X/sQDTQbYi1M92raI+IqLooMTwpFAps2rQJgYGBAICuXbti+vTpBUIUERGRXInhT4ssy0kreP+YiopKoXlELbt/rLzYDu+F+g21EHn7IR5fDy9Qlqv8qz1VC9+Pl18GAELUjgZd/4UnAGDhli8LhSefH45h06INyP2rj+WfRbLqZo3Ac1cR/TgKU3pPROLzRADA7cBbmL12Lqy6WReYHwBmr52L2Wvn4oDXftwKCJG2MXTicIyYPBIqqqrw3vEzju78ucL3mYgqR4nhadGiRWjbti02bMj7tfXYsWNYuHAhNm3aVOGVIyKi6qntyF5o0qUd9NsbAwBa9bGBdotGiDhzDcmPomE5eQi0mr0DAFDXa4Bu7lOQmahAkOcBvAh9gNjAMDS1s4Dj9gXITk2HrqkhUmMTEOOf91Dh1Ni8+8csJvSHnlkr3D9au4fXthvpAGNrM7Ron3c/XvvettBr3hi3zwbh+aNo9PpkKHSbNQIAaOo1wOhVU5GapMCvnvuldbz7QX8Arz/rlPxXe3b7cACatmuFa95+FbxH1dejsIcFpuvWzftX6MVfbZTwLKFAeZ16eeXxsXmXQV7+/Q80M2qORk0bIfiP63h6PwLhN+5I8zdu3hj9RvfHneAw/F+/bnD5YiL8T19BzJPoCtsnIqo8JYaniIgIeHl5SdMzZsyAs7NzhVaKiIiqtyZd2sF0WA9pWt/cCPrmRkiJeoEsRVqBsrqaGjAd1gMpUc8R5HkAAHB+nhe6uk1Ai/c6Q+TmIvL8DQR+sx/ZKXn3j93e/Sv0LYyga9IC+mZGeHY9HBmJKZW7k5XI2NoMNsN6StPNzY3R3NwYidHPkaFILVCmrqkBm2E9kRj1XApP5j2t0cioGV4+S0TIicKXnl744TiaWxijiUkLNDMzwuPrd5CWxPvxhk4cDvMu7RH9OAonDhQesbFF6xb40PUjKJVK7P56FwDg132+eLd/dzRq2ggXfPyke546ds0bZEbkCixxWYikF4n4/txuNGnRBK3NWzM8EdUSJYYnDQ0NBAUFwdbWFgBw7do1aGjU7GuhiYjozVxavB2XFm8vsvyHDh8Wu3xG/Etc+GJzkeVJ9yLhM2Jxiev1GVl4npro8JL/4PCSop+b6NZxXLHL3zkfXOw8cfeeYsNItxLXu3HUwhJqWnu8P/MDjJv5AWIiYvDlR4uQ/tfAL/lMLdti6fcrod1QG16L1iPI76qs9Sa+SETSi7xL/lIVKQCaQEOzfnlXv1abPncKps/7DEcP+WCx6/Kqrg5RASWGpxUrVmD+/PlIScn7xa9hw4ZYs2ZNhVeMiIiIqLypqKhgytLP4fTBYDy4fR8rP10mhZ18nd+1xsJNi6FaRw1rZrrj6hn/AuX590upqBa+J0+Z8/c9ebXhHrIJk8dhxFhnmJqZQE1NDZu/3YbN6/J+OBkwxBHT505BsxZNARUVRD+Nxv9+OIyDPxwGAJiYGsPjuxUwbmMEDQ11vHgejzMn/PCtx0ZkZWYBAP6MugYA6Gs/GNGRMVWzk0SlUGJ4Mjc3xy+//CKFJ21tbezevRvm5q9/arxcSqUSI0eOhIGBAbZt2/ZG6yIiIiLK5zi6Pyxs2qNN+7yHXdv3/ReatGiCgNP+aGvZFk4fDIZSqcTDPx9g5JTRAICYiGj8us8XLU1b4cvty1G3Xl2EXfsTlvadpAEiftz8P6Qkp+BFzHMAeUOiG5u1xpkjp15fkVqgQycLJCclIzY6Di1aNi9Q1rxFU0RHxiDQ/zqaNjdAr77vYamHGx7ee4Srl4Ogq6eLHGUOfvc9DXWNenB06oMJk8dB8VKBTd/yfz+qmUoMT/m0tbWlv3fv3o2PP/74jTa8Z88etGnTRgplREREROXBwqY9+oxwlKZNLNrAxKINnkU9g75B3kAmampqcBzdX5onNCAEv+7zhY6+DurWqyutx8KmvTSPzw/eSElOwbFdR2HSvg1atmmF1uYmCLt2Gy//GoK/tnGbtRQA4LXz20Lhadd/9mLXf/ZK00dPHYRZ+7YwbNkcVwFcD7yBD4d9IpW/TFLgw0/eR4tWeevJP+sEAKcDfAEAH436+xmiGhrq+MrzSwwc2g8vnsVjxUIPXLko7/JJoooiOzy96k1PQ8fGxsLPzw9Tp07F7t2732hdRERERK/a6PYdNrp9V2x5UW5dDYVzu+KfY/nk7mPMGTqj0Ov/XM7VeWYJNa35LK06YPDwgWhpbAiz9m3x4O5DnDl5XirX0W2Iz10/ha6eDhyd+iA56SUO7vkJALBnx//gMnk8AODIwWNISUlFXMzfD7vuP7gvAi4F4l74A3TuYolV3y5Dn66DKncHif6hTOHpdc/dKA0PDw988cUXSE1NlTX/48ePkZ6eXmS5hYXFG9WntgkLC3uj5dmeBbE9y9ebtCfbsiD2zfLF9ixfbM/yU53bsk07E0yYnDfwiFKpxEW/y0hL+fv/Oy1tLSkgAUDQlWuIiYoFAKxZ9q1UtuW77wvd8/Tg7kN88v40tGjZHKf8fdCsRVPo6ukiKTHpjepcUnuy71FxigxP1tbWr384oRDIzMws8wbPnTsHfX19dOzYEQEBAbKWMTY2LvP23kb80Jcvtmf5YnuWH7Zl+WJ7li+2Z/mpzm3pfcgHxw77oqVRC3y7dQ0+nvIhkhOTsW1j3tDu0ZExaN/CBnr6upi3eBZGvO8Mj++WY/K46SWu+87tuwAAxcu/h9XX1Kr/xuGpOrcnVX9Fhqfg4OAK2eD169dx9uxZXLhwAZmZmUhJScG///1veHp6Vsj2iIiIiKj8aWppIi01DUIIRDyOxO2QP9GhkwWMTIwKlANAYkISLl8IwIj3nWH8VzmQd7ZKTU0Nqqqqhdafo8wbubA2jFpItUeZLtt7E/PmzcO8efMAAAEBAdi1axeDExEREVE1NHLcMHTpaoX2lnmjLPcZ0AvNWzbH2RN+mLdkFiIjohEZEYUmTRujZ5/uAIBLfnkPal781Rdo09YEd+/cRz31unBwzHvY8x9+fz/IOX8UvyWr5uPxowhsWFP089+IqoNKD09EREREVDN06WqF4WOGSNPmHcxg3sEM0U+jceXiVfTo3Q1d/88G6WnpuH0zDAf2HMZx7xMAgBvXQmBp1QFOw/oDQiAmOg57dx7Ato07pfV967ERX3w5B90d3kWPPt3xn/U7C9WBqDqp0vBkb28Pe3v7qqwCERERERVhsetyLHZdXqZlD+8/isP7jxY7z4lfTuHELwWfk7V53XbpQbwAoHiZgvYtbMpUB6LyVvgCUyIiIiIiIiqE4YmIiIiIiEgGhiciIiIiIiIZGJ6IiIiIiIhkYHgiIiIiIiKSgeGJiIiIiIhIBoYnIiIiIiIiGRieiIiIiIiIZGB4IiIiIiIikoHhiYiIiIiISAaGJyIiIiIiIhkYnoiIiIiIiGRgeCIiIiIiIpKB4YmIiIiIiEgGhiciIiIiIiIZGJ6IiIiIiIhkYHgiIiIiIiKSgeGJiIiIiIhIBoYnIiIiIiIiGRieiIiIiIiIZGB4IiIiIiIikoHhiYiIiIiISAaGJyIiIiIiIhkYnoiIiIiIiGRgeCIiIiIiIpKB4YmIiIiIiEgGhiciIiIiIiIZGJ6IiIiIiIhkYHgiIiIiIiKSgeGJiIiIiIhIBoYnIiIiIiIiGRieiIiIiIiIZGB4IiIiIiIikoHhiYiIiIiISAaGJyIiIiIiIhkYnoiIiIiIiGRgeCIiIiIiIpKB4YmIiIiIiEgGhiciIiIiIiIZGJ6IiIiIiIhkYHgiIiIiIiKSgeGJiIiIiIhIBoYnIiIiIiIiGRieiIiIiIiIZKhT2RuMiYnB/PnzER8fDxUVFYwZMwYfffRRZVeDiIiIiIioVCo9PKmpqcHNzQ0dOnRASkoKRo4ciW7dusHU1LSyq0JERERERCRbpV+216RJE3To0AEAoK2tDRMTE8TFxVV2NYiIiIiIiEql0s88vSoyMhJhYWHo3LlzsfM9fvwY6enpRZZbWFiUd9VqtLCwsDdanu1ZENuzfL1Je7ItC2LfLF9sz/LF9iw/bMvyVVJ7sr2oOFUWnlJTUzFr1iwsWrQI2traxc5rbGxcOZWqJfihL19sz/LF9iw/bMvyxfYsX2zP8sO2LF9sT3oTVTLaXnZ2NmbNmoUhQ4agX79+VVEFIiIiIiKiUqn08CSEwOLFi2FiYoKJEydW9uaJiIiIiIjKpNLD07Vr13Ds2DH4+/vD2dkZzs7OOH/+fGVXg4iIiIiIqFQq/Z4nW1tbhIeHV/ZmiYiIiIiI3kiV3PNERERERERU0zA8ERERERERycDwREREREREJAPDExERERERkQwMT0RERERERDIwPBEREREREcnA8ERERERERCQDwxMREREREZEMDE9EREREREQyMDwRERERERHJwPBEREREREQkA8MTERERERGRDAxPREREREREMjA8ERERERERycDwREREREREJAPDExERERERkQwMT0RERERERDIwPBEREREREcnA8ERERERERCQDwxMREREREZEMDE9EREREREQyMDwRERERERHJwPBEREREREQkA8MTERERERGRDAxPREREREREMjA8ERERERERycDwREREREREJAPDExERERERkQwMT0RERERERDIwPBEREREREcnA8ERERERERCQDwxMREREREZEMDE9EREREREQyMDwRERERERHJwPBEREREREQkA8MTERERERGRDAxPREREREREMjA8ERERERERycDwREREREREJAPDExERERERkQwMT0RERERERDIwPBEREREREcnA8ERERERERCQDwxMREREREZEMVRKeLly4gP79+8PR0RHbt2+viioQERERERGVSqWHJ6VSiZUrV2LHjh04fvw4fH19cf/+/cquBhERERERUalUengKCQmBkZERWrZsiXr16mHQoEE4c+ZMZVeDiIiIiIioVCo9PMXFxaFp06bStIGBAeLi4iq7GkRERERERKWiIoQQlbnBEydO4OLFi3B3dwcAeHt7IyQkBEuXLi1ymXv37iEnJ6eyqkhEREREb6k6deqgbdu2VV0NqqbqVPYGDQwMEBsbK03HxcXBwMCg2GXYgYmIiIiIqKpV+mV7lpaWePz4MZ4+fYqsrCwcP34cvXv3ruxqEBERERERlUqln3mqU6cOli5dismTJ0OpVGLkyJE8s0RERERERNVepd/zREREREREVBNVyUNyiYiIiIiIahqGJyIiIiIiIhlqZXiytrau6ipUizpUFjMzM/z73/+WpnNycvCvf/0Ln332WbHLBQQEFDlP7969kZCQAAB4//33y6+y1dzWrVsxaNAgDBkyBM7Ozrh58+Zr59uwYQMuX75c6HU3NzecOHHijesxYcIEhIaGvvF6apLSfmZf7b9nzpzB9u3bK6Ja1ZKFhQWcnZ0xePBgzJo1C+np6UXO6+XlhZ07dxZ6vag+nO/06dO4f/9+udS3KuW31dChQzF8+HBcv3693LdR3LG0KGX9jJfXMaYqmJmZYc2aNdL0zp074eXlVe7bqUnf/6dPn4aZmRkePHgAAEhISMDo0aMxbNgwBAUFFblcefaDt+VYQLVHrQxPtVV1fdaVpqYm7t27h4yMDADApUuXShx+vjQOHjxYbuuqzoKDg+Hn54ejR4/Cx8cH//3vfws8UDqfUqnE7Nmz8e6771ZBLel1+vTpgylTplR1NSqNhoYGjh07Bl9fX9StW7dMn9GS+nBt+Ycpv61++eUXzJ07F+vWravqKr216tWrh5MnT0o/zBHg6+sLGxsbHD9+HABw5coVtGvXDt7e3rC1ta2UOrwtxwKqPSp9tL2qMmHCBMyfPx+WlpZISEjAqFGjcPbsWezevRvh4eFYvXo1wsPDMW/ePBw+fBjPnz/HihUrkJiYCA0NDXz11Vdo06YN3NzcoK6ujrCwMMTHx8PDwwPe3t64ceMGOnfuXOBXLQ8PD1y6dAmNGjXCd999B319fYSFhWHZsmVIT09Hq1at4OHhAR0dnSLrd+TIEZw8eRJpaWnIzc3F999/Dzc3N9y7dw+tW7fGs2fPsHTpUlhaWlZh6wI9e/aEn58fBgwYgOPHj2PQoEG4du0aACAkJATu7u7IzMyEhoYGPDw8YGJiUmD5xMREzJs3D3FxcbCyssKr45hYW1sjODgYrq6ucHZ2Rq9evQDk/fLVq1cvODo6wtPTE1evXkVWVhY++OADvP/++3j27BlcXV2RkpICpVKJ5cuXV9qXQVk8f/4cenp6qFevHgBAX19fKuvduzcGDhyIy5cvY/Lkybh48SJ69eqFAQMGlLje1NRUTJs2DS9fvkROTg5mz56Nvn37IjIyEp9++ilsbGwQHBwMAwMDbNmyBRoaGtKyubm5WLRoEQwMDODq6opp06YhNjYWmZmZcHFxwdixY8u/IapYQEAANm3aBD09Pdy9excdOnSAp6cnVFRUcOHCBXh4eKB+/fqwsbGRljly5Ahu3bqFpUuX4uzZs9i6dSuys7Ohq6sLT09PNGrUqAr3qGLZ2toiPDxc1n4fOnQIJ0+exKZNm7B8+XKpD3t6euLs2bNQU1ND9+7d4ejoiLNnz+Lq1avYunUrvLy84O/vjx9//BHZ2dkwMjLC119/jfr168PNzQ3a2tq4desWnj9/ji+++ELW56IqpKSkoGHDhgDK9rkMCQnB4sWLoaqqinfffRcXL16Er69vgW0UdbzNyMjAwoULcefOHWk63x9//AEvLy9kZWWhZcuWWL16NbS0tAq9LwsWLAAABAUFYffu3dW+vf+pTp06GDt2LH744Qe4uroWKEtISMCyZcsQHR0NAFi0aBFsbGzg5eWFiIgIREREIDExEZMnT8aYMWOKfP9qktTUVFy7dg179uzB1KlT4ejoiG+++QYZGRm4desWfvzxR/j4+GDHjh1o0KABzM3NUa9ePSxduhTA6/tBWfp1/nf523QsoBpO1EJWVlaFXvvwww9FSEiIEEKI+Ph44eDgIIQQQqlUivHjx4uTJ0+K4cOHi6CgICGEEC4uLuLRo0dCCCFu3LghJkyYIIQQYsGCBWLOnDkiNzdXnDp1SlhbW4s7d+4IpVIphg8fLv78808hhBDt2rUTx44dE0II4eXlJVasWCGEEGLw4MEiICBACCHE+vXrxapVq4qt388//yzee+89kZiYKIQQYseOHeLLL78UQggRHh4uLCwspOWqipWVlQgLCxMzZ84UGRkZYujQocLf319MmTJFCCGEQqEQ2dnZQgghLl26JGbMmCGEEAXm+eqrr4SXl5cQQohz586Jdu3aifj4eGn9Qghx8uRJMX/+fCGEEJmZmaJHjx4iPT1dHDx4UGzevFl6ffjw4SIiIkLs3LlTbNmyRQghRE5OjlAoFJXRHGWWkpIihg4dKvr16yeWLVsm9RMhhHBwcBDbt2+XphcsWCB+++23Qut43evZ2dnSvsfHx4u+ffuK3Nxc8fTpU2FhYSH12VmzZglvb28hRF5/DA4OFq6urlIbCiGkfpieni4GDRokEhISymnvq15+P/P39xddunQRMTExQqlUijFjxojAwECRkZEhevToIR49eiRyc3PFrFmzpP77888/S5/xpKQkkZubK4QQ4tChQ2L16tVVs0MVKL+tsrOzxdSpU8X+/fuL3O+NGzeKHTt2iL1794qpU6eKzMxMIcTffTUhIUH069dPWjY5OblAeb5X+9q6devEnj17pPlmzpwplEqluHfvnujbt28F733pmJubi6FDh4r+/fuLLl26iNDQUCFE2T6XgwYNEtevXxdCCPHNN9+IQYMGCSGErOPtrl27hJubmxBCiLCwMOm7Iz4+XowfP16kpqYKIYTYtm2b8PLyKvZ9qc7tXRwrKyuhUCiEg4ODePnypdixY4fYuHGjEEKIuXPnisDAQCGEEFFRUWLAgAFCiLz+O2TIEJGeni7i4+NFjx49RGxsbJHvX/52aoJjx46JhQsXCiGEGDt2rAgNDS1wLIuNjRUODg4iMTFRZGVliXHjxkllRfWDsvTrt+VYQLXHW3PmqSiqqqpYs2YNhg4dirFjx8LGxgapqakIDg7G7NmzpfmysrKkvx0cHKCiogIzMzM0atQIZmZmAABTU1NERUXBwsICqqqqcHJyAgA4OztjxowZUCgUUCgU6Nq1KwBg+PDhBbZRlG7dukFXVxcAcO3aNbi4uAAA2rVrJ227qpmbmyMyMhK+vr7o2bNngTKFQoEFCxbgyZMnUFFRQXZ2dqHlAwMDsWnTJgBAr169oKOjU2ieHj16wN3dHVlZWbhw4QJsbW2hoaGBS5cuITw8HL///ru0vSdPnsDS0hKLFi1CTk4O+vbtCwsLiwrY8/KjpaWFI0eOICgoCAEBAXB1dcW8efMwYsQIAJD6U2kJIbBu3ToEBgZCVVUVcXFxePHiBQDA0NBQapcOHTogKipKWm7p0qUYOHAgPv/8c+m1vXv34tSpUwCAmJgYPHnyBHp6emWqV3XWqVMn6ZJJc3NzREVFQUtLC4aGhjA2NgYADB06FIcOHSq0bGxsLFxdXfH8+XNkZWXB0NCwMqteKTIyMuDs7Awg78zTqFGj8OjRoyL329vbG82aNcPmzZtRt27dAutq0KAB1NXVsWjRIjg4OEhnlv/p3r17WL9+PRQKBVJTU9G9e3eprG/fvlBVVYWpqanUt6uL/Mv2gLxLcxcsWABfX99Sfy5fvnyJ1NRU6X6awYMHw8/Pr9D2ijreBgYGYsKECQDy+nT+d8fNmzdx//59jBs3DgCQnZ0NKyurYt+X6tzeJdHW1oazszP27NlT4Cz75cuXC1walpKSgtTUVAB5l+VqaGhAQ0MD9vb2CA0NRc+ePV/7/jVu3LjS96msjh8/Lv0/4eTkhOPHjxd47mZoaCjs7Oyk/z8GDBiAx48fS+Wv6wdl/b4Bav+xgGqPtyY8qampSZeCvRqEAODx48fQ1NTEs2fPAOR9+Bs2bCh94f1T/mVVKioq0t9AXhAr6r4kFRWVMtevfv36xS5bXfTu3Rtff/019uzZg6SkJOn1DRs2wN7eHps3b0ZkZKR0sC4tdXV1dO3aFRcvXsRvv/0mhQkhBJYsWYL33nuv0DL79u3D+fPn4ebmhokTJ2LYsGFl27lKoqamBnt7e9jb20vXneeHp7L2Ax8fHyQkJODIkSOoW7cuevfujczMTAAo0H/V1NSk14G8yyUDAgIwadIkqKurIyAgAJcvX8aPP/6I+vXrY8KECQXmr03+2S5KpVL2sqtWrcLHH3+MPn36SJcA1javBoJ8xe13u3btcOfOHcTGxqJly5YFlqtTpw5++uknXLlyBSdOnMC+ffuwZ8+eQtt0c3PDli1bYG5ujiNHjuDq1atS2avvV3VmbW2NxMREJCQk4Pz582X6XJaktMdbIQS6dev22nuxinpfakp7F+Wjjz7CiBEjpGMrkHeJ8qFDh6Curl5o/td9fxd3XK0JkpKS4O/vj7t370JFRQVKpRIqKiowNTWVvY7X9YOyft8Ab9exgGq2t2bAiBYtWuDWrVsAUGCEGIVCgVWrVmHfvn1ISkrCiRMnoK2tDUNDQ/z2228A8r5c7ty5U6rt5ebmSmdCfHx8YGNjgwYNGqBhw4bSCDbHjh2DnZ1dsfX7py5dukj1un//Pu7evVuqelWkUaNGYfr06YXOhikUCmkAiaNHj752WTtbHSrVAAAE1klEQVQ7O/j4+AAAzp8/j+Tk5NfO5+TkJJ2dyQ9L3bt3x4EDB6RfWB89eoS0tDRERUWhUaNGGDNmDEaPHo3bt2+Xy35WlIcPHxb4VS8sLAzNmzd/4/UqFAq88847qFu3Lvz9/Qv92leUUaNGoWfPnpg9ezZycnKgUCigo6OD+vXr48GDB7hx48Yb160mMTExQVRUFCIiIgBAusH6n17t797e3pVWv6pW3H63b98eK1aswLRp0xAXF1egLDU1FQqFAj179sSiRYsQHh4OIO9MbP4v//nzNW7cGNnZ2dKxoqZ58OABlEoldHV1S/25bNiwIbS0tKQROH/99dfXzlfU8dbOzk66P+ru3btSO1tZWeH69et48uQJACAtLQ2PHj0q8n2pDXR1dTFgwAD89NNP0mvdu3fH3r17pemwsDDp7zNnziAzMxOJiYm4evUqLC0ty3xcrS5+//13ODs749y5czh79izOnz8PQ0NDxMTESPNYWloiMDAQycnJyMnJwcmTJ0tc75u0y9t0LKCarVaeeUpPT0ePHj2k6YkTJ2LSpEmYM2cODh06VOCyMg8PD3zwwQdo3bo13N3d4eLiAjs7O3zzzTdYvnw5tm7dipycHDg5OcHc3Fx2HTQ1NRESEoKtW7dCX18f69evBwCsXbtWGjAi/8ZcAEXW75/Gjx8PNzc3ODk5wcTEBKampmjQoEFpm6hCNG3a9LW/ck6ePBlubm7YunVrkfs2ffp0zJs3D4MGDYK1tXWRoaFbt26YP38++vTpI/3CNHr0aERFRWHEiBEQQkBPTw9btmzB1atXsXPnTtSpUweamppYu3Zt+e1sBUhLS8OqVavw8uVLqKmpwcjICCtXriz1epYtWwYPDw8AQLNmzbB161Z8/vnnGDJkCDp27FhosI7iTJw4EQqFAvPnz8eaNWtw8OBBDBw4EK1bt4aVlVWp61aTqaurY+XKlZgyZYo0YMSrX+j5ZsyYgdmzZ0NHRwf29vaIjIysgtpWvpL229bWFvPnz8dnn32GXbt2Sa/n32Ce/yu0m5sbgLwfSr788kvs3bsXGzduxOzZszF69Gjo6+ujc+fOr2376ujVSxyFEFi7di3U1NQwZMiQUn8u3d3dsWTJEqiqqsLOzg7a2tqF5inqeDtu3DgsXLgQAwcORJs2bdChQwcAeQPTrF69GnPnzpWuepgzZw60tLRe+77UFpMmTcL+/ful6cWLF2PlypUYMmQIlEolbG1tpeOvmZkZXFxckJiYiGnTpsHAwKBM71914uvri08//bTAa/369YOnpydGjRoFADAwMMBnn32G0aNHQ0dHByYmJiX+v/Em7VLbjwVUe6gI8cqwZlTtKZVK5OTkQF1dHREREfj4449x4sQJnqomIqrlUlNToaWlBQDYvn07nj17hiVLllRxrWo3Ly8vaGpq4pNPPqnqqlSJ/D6Xk5ODGTNmYOTIkXB0dKzqahFVqVp55qk2S09Ph4uLC3JyciCEwLJlyxiciIjeAufPn8e2bdugVCrRvHnzAo/GIKoImzZtwuXLl5GZmYnu3bvXuOHYiSoCzzwRERERERHJ8NYMGEFERERERPQmGJ6IiIiIiIhkYHgiIiIiIiKSgeGJiIiIiIhIBoYnIiIiIiIiGRieiIiIiIiIZPh/5LAW0FVBDzIAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_glob = happiness_report.sort_values('Healthy life expectancy', ascending=False)[['Country name', 'Healthy life expectancy', 'Regional indicator']].reset_index(drop=True)\n",
        "top = df_glob[df_glob['Healthy life expectancy'] == df_glob['Healthy life expectancy'].max()]\n",
        "neighbors = df_glob[df_glob['Regional indicator'] == 'South Asia']\n",
        "top_bottom_neighbors = pd.concat([top, neighbors], axis=0)\n",
        "top_bottom_neighbors['Rank'] = list(top_bottom_neighbors.index + 1)\n",
        "top_bottom_neighbors.reset_index(drop=True, inplace=True)\n",
        "top_bottom_neighbors.drop('Regional indicator', axis=1, inplace=True)\n",
        "mean_score = happiness_report['Healthy life expectancy'].mean()\n",
        "rank = list(top_bottom_neighbors['Rank'])\n",
        "plt.figure(figsize=(12, 6))\n",
        "bar = sns.barplot(x='Country name', y='Healthy life expectancy', data=top_bottom_neighbors, palette='icefire_r');\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "for i in range(1, len(top_bottom_neighbors)):\n",
        "  bar.text(x=i, y=(top_bottom_neighbors['Healthy life expectancy'][i])/2, s=str(rank[i])+'th',\n",
        "            fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.text(x=0, y=(top_bottom_neighbors['Healthy life expectancy'][0])/2, s=str(rank[0])+'st', fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.axhline(mean_score, color='grey', linestyle='--')\n",
        "  bar.text(x=len(top_bottom_neighbors)-0.4, y = mean_score, s = 'GlobalnAverage: {:.2f}'.format(mean_score),\n",
        "        fontdict = dict(color='white', backgroundcolor='grey', fontsize=10, fontweight='bold'))\n",
        "plt.title('Where does Indian Healthy life expectancy Ranks?', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "8O7r3f27oSLq",
        "outputId": "9f4f9ddd-b340-44ed-c1f4-07286e3d4aa0"
      },
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_glob = happiness_report.sort_values('Perceptions of corruption', ascending=False)[['Country name', 'Perceptions of corruption', 'Regional indicator']].reset_index(drop=True)\n",
        "top = df_glob[df_glob['Perceptions of corruption'] == df_glob['Perceptions of corruption'].max()]\n",
        "neighbors = df_glob[df_glob['Regional indicator'] == 'South Asia']\n",
        "top_bottom_neighbors = pd.concat([top, neighbors], axis=0)\n",
        "top_bottom_neighbors['Rank'] = list(top_bottom_neighbors.index + 1)\n",
        "top_bottom_neighbors.reset_index(drop=True, inplace=True)\n",
        "top_bottom_neighbors.drop('Regional indicator', axis=1, inplace=True)\n",
        "mean_score = happiness_report['Perceptions of corruption'].mean()\n",
        "rank = list(top_bottom_neighbors['Rank'])\n",
        "plt.figure(figsize=(12, 6))\n",
        "bar = sns.barplot(x='Country name', y='Perceptions of corruption', data=top_bottom_neighbors, palette='flare_r');\n",
        "sns.set_style('whitegrid')\n",
        "sns.despine(left=True)\n",
        "for i in range(1, len(top_bottom_neighbors)):\n",
        "  bar.text(x=i, y=(top_bottom_neighbors['Perceptions of corruption'][i])/2, s=str(rank[i])+'th',\n",
        "            fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.text(x=0, y=(top_bottom_neighbors['Perceptions of corruption'][0])/2, s=str(rank[0])+'st', fontdict=dict(color='white', fontsize=12, fontweight='bold', horizontalalignment='center'))\n",
        "  bar.axhline(mean_score, color='grey', linestyle='--')\n",
        "  bar.text(x=len(top_bottom_neighbors)-0.4, y = mean_score, s = 'GlobalnAverage: {:.2f}'.format(mean_score),\n",
        "        fontdict = dict(color='white', backgroundcolor='grey', fontsize=10, fontweight='bold'))\n",
        "plt.title('Where does Indian Perceptions of corruption Ranks?', fontsize=18, fontweight='bold', pad=20)\n",
        "plt.xlabel('')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 408
        },
        "id": "f9gpOPyXuO9r",
        "outputId": "2b8bf3a8-0fc1-4ca2-d7f4-dba7fa6f5ee3"
      },
      "execution_count": 43,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# *Conclusion*\n",
        "- Among South Asian nations, India positions sixth in the happiness index. In a\n",
        "world setting, India positions **139th**, far less than average.\n",
        "\n",
        "- Among South Asian nations, India positions third in Log GDP per Capita scores. In a world setting, India positions **106th.**\n",
        "\n",
        "- Among South Asian nations, India positions fifth in Healthy life expectancy scores. In a world setting, India positions **103th**.\n",
        "\n",
        "- Among South Asian nations, India positions fifth in Perceptions of corruption scores. In a world setting, India positions **78th**.\n",
        "\n",
        "- Among South Asian nations, India positions sixth in Social support scores. In a world setting, India positions **141th**.\n",
        "\n",
        "- Among South Asian nations, India positions first in Freedom to make life choices scores. In a world setting, India positions **31st**.\n",
        "\n",
        "- Among South Asian nations, India positions third in Generosity scores. In a\n",
        "world setting, India positions **32nd**."
      ],
      "metadata": {
        "id": "yUqSkNBYunDL"
      }
    }
  ]
}