{
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      "name": "python"
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  "cells": [
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "id": "zNNQcQO9qgOP"
      },
      "outputs": [],
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "from matplotlib.ticker import FuncFormatter\n",
        "\n",
        "def billions_formatter(x, pos):\n",
        "  return f'{x/1e9:.0f}B'"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_gdp = pd.read_csv('/content/GDP.csv')\n",
        "df_gdp = df_gdp.drop('Country Code', axis = 1)"
      ],
      "metadata": {
        "id": "L0Xd3FkPrmUf"
      },
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_gdp.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 325
        },
        "id": "dQFfbxe3rzfj",
        "outputId": "a9cec2f7-f4a0-4375-841b-51b4867aa295"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "                       Country          1960          1961          1962  \\\n",
              "0                        Aruba           NaN           NaN           NaN   \n",
              "1  Africa Eastern and Southern  2.112502e+10  2.161623e+10  2.350628e+10   \n",
              "2                  Afghanistan  5.377778e+08  5.488889e+08  5.466667e+08   \n",
              "3   Africa Western and Central  1.044764e+10  1.117321e+10  1.199053e+10   \n",
              "4                       Angola           NaN           NaN           NaN   \n",
              "\n",
              "           1963          1964          1965          1966          1967  \\\n",
              "0           NaN           NaN           NaN           NaN           NaN   \n",
              "1  2.804836e+10  2.592067e+10  2.947210e+10  3.201437e+10  3.326951e+10   \n",
              "2  7.511112e+08  8.000000e+08  1.006667e+09  1.400000e+09  1.673333e+09   \n",
              "3  1.272769e+10  1.389811e+10  1.492979e+10  1.591084e+10  1.451058e+10   \n",
              "4           NaN           NaN           NaN           NaN           NaN   \n",
              "\n",
              "           1968  ...          2013          2014          2015          2016  \\\n",
              "0           NaN  ...  2.727933e+09  2.791061e+09  2.963128e+09  2.983799e+09   \n",
              "1  3.632779e+10  ...  9.859871e+11  1.006526e+12  9.273485e+11  8.851764e+11   \n",
              "2  1.373333e+09  ...  2.056449e+10  2.055058e+10  1.999814e+10  1.801955e+10   \n",
              "3  1.496824e+10  ...  8.339481e+11  8.943225e+11  7.686447e+11  6.913634e+11   \n",
              "4           NaN  ...  1.334016e+11  1.372444e+11  8.721930e+10  4.984049e+10   \n",
              "\n",
              "           2017          2018          2019          2020          2021  \\\n",
              "0  3.092179e+09  3.276188e+09  3.395794e+09  2.610039e+09  3.126019e+09   \n",
              "1  1.021043e+12  1.007196e+12  1.000834e+12  9.275933e+11  1.081998e+12   \n",
              "2  1.889635e+10  1.841886e+10  1.890450e+10  2.014345e+10  1.458314e+10   \n",
              "3  6.848988e+11  7.670257e+11  8.225384e+11  7.864600e+11  8.444597e+11   \n",
              "4  6.897277e+10  7.779294e+10  6.930911e+10  5.024137e+10  6.568544e+10   \n",
              "\n",
              "           2022  \n",
              "0           NaN  \n",
              "1  1.169484e+12  \n",
              "2           NaN  \n",
              "3  8.778633e+11  \n",
              "4  1.067136e+11  \n",
              "\n",
              "[5 rows x 64 columns]"
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              "      <th></th>\n",
              "      <th>Country</th>\n",
              "      <th>1960</th>\n",
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              "      <td>Aruba</td>\n",
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              "      <td>Africa Eastern and Southern</td>\n",
              "      <td>2.112502e+10</td>\n",
              "      <td>2.161623e+10</td>\n",
              "      <td>2.350628e+10</td>\n",
              "      <td>2.804836e+10</td>\n",
              "      <td>2.592067e+10</td>\n",
              "      <td>2.947210e+10</td>\n",
              "      <td>3.201437e+10</td>\n",
              "      <td>3.326951e+10</td>\n",
              "      <td>3.632779e+10</td>\n",
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              "      <td>9.859871e+11</td>\n",
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              "      <td>9.273485e+11</td>\n",
              "      <td>8.851764e+11</td>\n",
              "      <td>1.021043e+12</td>\n",
              "      <td>1.007196e+12</td>\n",
              "      <td>1.000834e+12</td>\n",
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              "      <td>1.081998e+12</td>\n",
              "      <td>1.169484e+12</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Afghanistan</td>\n",
              "      <td>5.377778e+08</td>\n",
              "      <td>5.488889e+08</td>\n",
              "      <td>5.466667e+08</td>\n",
              "      <td>7.511112e+08</td>\n",
              "      <td>8.000000e+08</td>\n",
              "      <td>1.006667e+09</td>\n",
              "      <td>1.400000e+09</td>\n",
              "      <td>1.673333e+09</td>\n",
              "      <td>1.373333e+09</td>\n",
              "      <td>...</td>\n",
              "      <td>2.056449e+10</td>\n",
              "      <td>2.055058e+10</td>\n",
              "      <td>1.999814e+10</td>\n",
              "      <td>1.801955e+10</td>\n",
              "      <td>1.889635e+10</td>\n",
              "      <td>1.841886e+10</td>\n",
              "      <td>1.890450e+10</td>\n",
              "      <td>2.014345e+10</td>\n",
              "      <td>1.458314e+10</td>\n",
              "      <td>NaN</td>\n",
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              "      <td>8.339481e+11</td>\n",
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              "      <td>7.686447e+11</td>\n",
              "      <td>6.913634e+11</td>\n",
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              "      <td>7.670257e+11</td>\n",
              "      <td>8.225384e+11</td>\n",
              "      <td>7.864600e+11</td>\n",
              "      <td>8.444597e+11</td>\n",
              "      <td>8.778633e+11</td>\n",
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          "metadata": {},
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    {
      "cell_type": "code",
      "source": [
        "df_gdp.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2dZ2dwQgr2Rj",
        "outputId": "b26d14ea-7c13-4219-9df5-2cbdabdb1ed0"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 266 entries, 0 to 265\n",
            "Data columns (total 64 columns):\n",
            " #   Column   Non-Null Count  Dtype  \n",
            "---  ------   --------------  -----  \n",
            " 0   Country  266 non-null    object \n",
            " 1   1960     132 non-null    float64\n",
            " 2   1961     134 non-null    float64\n",
            " 3   1962     136 non-null    float64\n",
            " 4   1963     136 non-null    float64\n",
            " 5   1964     136 non-null    float64\n",
            " 6   1965     147 non-null    float64\n",
            " 7   1966     150 non-null    float64\n",
            " 8   1967     153 non-null    float64\n",
            " 9   1968     158 non-null    float64\n",
            " 10  1969     158 non-null    float64\n",
            " 11  1970     167 non-null    float64\n",
            " 12  1971     170 non-null    float64\n",
            " 13  1972     170 non-null    float64\n",
            " 14  1973     170 non-null    float64\n",
            " 15  1974     171 non-null    float64\n",
            " 16  1975     173 non-null    float64\n",
            " 17  1976     174 non-null    float64\n",
            " 18  1977     177 non-null    float64\n",
            " 19  1978     176 non-null    float64\n",
            " 20  1979     177 non-null    float64\n",
            " 21  1980     191 non-null    float64\n",
            " 22  1981     194 non-null    float64\n",
            " 23  1982     195 non-null    float64\n",
            " 24  1983     196 non-null    float64\n",
            " 25  1984     197 non-null    float64\n",
            " 26  1985     199 non-null    float64\n",
            " 27  1986     201 non-null    float64\n",
            " 28  1987     205 non-null    float64\n",
            " 29  1988     210 non-null    float64\n",
            " 30  1989     210 non-null    float64\n",
            " 31  1990     226 non-null    float64\n",
            " 32  1991     226 non-null    float64\n",
            " 33  1992     227 non-null    float64\n",
            " 34  1993     229 non-null    float64\n",
            " 35  1994     231 non-null    float64\n",
            " 36  1995     240 non-null    float64\n",
            " 37  1996     240 non-null    float64\n",
            " 38  1997     240 non-null    float64\n",
            " 39  1998     242 non-null    float64\n",
            " 40  1999     243 non-null    float64\n",
            " 41  2000     247 non-null    float64\n",
            " 42  2001     249 non-null    float64\n",
            " 43  2002     254 non-null    float64\n",
            " 44  2003     254 non-null    float64\n",
            " 45  2004     254 non-null    float64\n",
            " 46  2005     254 non-null    float64\n",
            " 47  2006     255 non-null    float64\n",
            " 48  2007     255 non-null    float64\n",
            " 49  2008     256 non-null    float64\n",
            " 50  2009     256 non-null    float64\n",
            " 51  2010     257 non-null    float64\n",
            " 52  2011     260 non-null    float64\n",
            " 53  2012     258 non-null    float64\n",
            " 54  2013     259 non-null    float64\n",
            " 55  2014     260 non-null    float64\n",
            " 56  2015     258 non-null    float64\n",
            " 57  2016     258 non-null    float64\n",
            " 58  2017     258 non-null    float64\n",
            " 59  2018     258 non-null    float64\n",
            " 60  2019     257 non-null    float64\n",
            " 61  2020     257 non-null    float64\n",
            " 62  2021     251 non-null    float64\n",
            " 63  2022     233 non-null    float64\n",
            "dtypes: float64(63), object(1)\n",
            "memory usage: 133.1+ KB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_gdp.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 350
        },
        "id": "_jQcb9Vjr5aP",
        "outputId": "3f5a73d7-037b-4175-d37d-f6346825e330"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "               1960          1961          1962          1963          1964  \\\n",
              "count  1.320000e+02  1.340000e+02  1.360000e+02  1.360000e+02  1.360000e+02   \n",
              "mean   7.127083e+10  7.274846e+10  7.639516e+10  8.236303e+10  9.048173e+10   \n",
              "std    2.135947e+11  2.223876e+11  2.370024e+11  2.549141e+11  2.788048e+11   \n",
              "min    1.201203e+07  1.159202e+07  9.122751e+06  1.084010e+07  1.271247e+07   \n",
              "25%    5.288385e+08  5.361919e+08  5.429342e+08  5.687581e+08  5.731182e+08   \n",
              "50%    3.040214e+09  2.965945e+09  3.049474e+09  3.569338e+09  3.432187e+09   \n",
              "75%    3.103045e+10  3.128542e+10  3.161860e+10  3.617095e+10  3.401420e+10   \n",
              "max    1.384857e+12  1.449221e+12  1.550815e+12  1.671447e+12  1.830492e+12   \n",
              "\n",
              "               1965          1966          1967          1968          1969  \\\n",
              "count  1.470000e+02  1.500000e+02  1.530000e+02  1.580000e+02  1.580000e+02   \n",
              "mean   9.182705e+10  1.021722e+11  1.059782e+11  1.111099e+11  1.228651e+11   \n",
              "std    2.927440e+11  3.205033e+11  3.389517e+11  3.608829e+11  3.971955e+11   \n",
              "min    1.359393e+07  1.446908e+07  1.583510e+07  1.460000e+07  1.585000e+07   \n",
              "25%    5.963705e+08  6.499792e+08  6.316797e+08  6.583150e+08  7.116598e+08   \n",
              "50%    3.120871e+09  3.549759e+09  3.384063e+09  3.950426e+09  4.526894e+09   \n",
              "75%    2.851910e+10  3.082854e+10  3.108639e+10  3.451917e+10  3.766365e+10   \n",
              "max    1.994103e+12  2.164118e+12  2.302577e+12  2.484674e+12  2.740499e+12   \n",
              "\n",
              "       ...          2013          2014          2015          2016  \\\n",
              "count  ...  2.590000e+02  2.600000e+02  2.580000e+02  2.580000e+02   \n",
              "mean   ...  2.478710e+12  2.540064e+12  2.401518e+12  2.435921e+12   \n",
              "std    ...  8.393417e+12  8.604724e+12  8.165753e+12  8.306057e+12   \n",
              "min    ...  3.861589e+07  3.876097e+07  3.681193e+07  4.162906e+07   \n",
              "25%    ...  8.486163e+09  9.034786e+09  8.752203e+09  8.620796e+09   \n",
              "50%    ...  5.094967e+10  5.339986e+10  4.966768e+10  4.980725e+10   \n",
              "75%    ...  5.390198e+11  5.478564e+11  5.020845e+11  5.057567e+11   \n",
              "max    ...  7.763515e+13  7.975652e+13  7.521506e+13  7.648645e+13   \n",
              "\n",
              "               2017          2018          2019          2020          2021  \\\n",
              "count  2.580000e+02  2.580000e+02  2.570000e+02  2.570000e+02  2.510000e+02   \n",
              "mean   2.611092e+12  2.773992e+12  2.826371e+12  2.739712e+12  3.211350e+12   \n",
              "std    8.840816e+12  9.410423e+12  9.564901e+12  9.318754e+12  1.072358e+13   \n",
              "min    4.527661e+07  4.801522e+07  5.412320e+07  5.174657e+07  6.019637e+07   \n",
              "25%    9.319389e+09  1.002804e+10  1.038167e+10  9.754600e+09  1.150202e+10   \n",
              "50%    5.400064e+10  5.614400e+10  6.028350e+10  5.370680e+10  6.568544e+10   \n",
              "75%    5.369244e+11  5.524163e+11  5.439767e+11  5.470542e+11  7.400410e+11   \n",
              "max    8.144205e+13  8.650222e+13  8.772810e+13  8.521515e+13  9.688240e+13   \n",
              "\n",
              "               2022  \n",
              "count  2.330000e+02  \n",
              "mean   3.599791e+12  \n",
              "std    1.147951e+13  \n",
              "min    6.034939e+07  \n",
              "25%    1.567158e+10  \n",
              "50%    8.227481e+10  \n",
              "75%    9.911146e+11  \n",
              "max    1.005620e+14  \n",
              "\n",
              "[8 rows x 63 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-2326a0e9-9fea-405d-b163-08e717190dc7\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
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              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>1960</th>\n",
              "      <th>1961</th>\n",
              "      <th>1962</th>\n",
              "      <th>1963</th>\n",
              "      <th>1964</th>\n",
              "      <th>1965</th>\n",
              "      <th>1966</th>\n",
              "      <th>1967</th>\n",
              "      <th>1968</th>\n",
              "      <th>1969</th>\n",
              "      <th>...</th>\n",
              "      <th>2013</th>\n",
              "      <th>2014</th>\n",
              "      <th>2015</th>\n",
              "      <th>2016</th>\n",
              "      <th>2017</th>\n",
              "      <th>2018</th>\n",
              "      <th>2019</th>\n",
              "      <th>2020</th>\n",
              "      <th>2021</th>\n",
              "      <th>2022</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>1.320000e+02</td>\n",
              "      <td>1.340000e+02</td>\n",
              "      <td>1.360000e+02</td>\n",
              "      <td>1.360000e+02</td>\n",
              "      <td>1.360000e+02</td>\n",
              "      <td>1.470000e+02</td>\n",
              "      <td>1.500000e+02</td>\n",
              "      <td>1.530000e+02</td>\n",
              "      <td>1.580000e+02</td>\n",
              "      <td>1.580000e+02</td>\n",
              "      <td>...</td>\n",
              "      <td>2.590000e+02</td>\n",
              "      <td>2.600000e+02</td>\n",
              "      <td>2.580000e+02</td>\n",
              "      <td>2.580000e+02</td>\n",
              "      <td>2.580000e+02</td>\n",
              "      <td>2.580000e+02</td>\n",
              "      <td>2.570000e+02</td>\n",
              "      <td>2.570000e+02</td>\n",
              "      <td>2.510000e+02</td>\n",
              "      <td>2.330000e+02</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>7.127083e+10</td>\n",
              "      <td>7.274846e+10</td>\n",
              "      <td>7.639516e+10</td>\n",
              "      <td>8.236303e+10</td>\n",
              "      <td>9.048173e+10</td>\n",
              "      <td>9.182705e+10</td>\n",
              "      <td>1.021722e+11</td>\n",
              "      <td>1.059782e+11</td>\n",
              "      <td>1.111099e+11</td>\n",
              "      <td>1.228651e+11</td>\n",
              "      <td>...</td>\n",
              "      <td>2.478710e+12</td>\n",
              "      <td>2.540064e+12</td>\n",
              "      <td>2.401518e+12</td>\n",
              "      <td>2.435921e+12</td>\n",
              "      <td>2.611092e+12</td>\n",
              "      <td>2.773992e+12</td>\n",
              "      <td>2.826371e+12</td>\n",
              "      <td>2.739712e+12</td>\n",
              "      <td>3.211350e+12</td>\n",
              "      <td>3.599791e+12</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>2.135947e+11</td>\n",
              "      <td>2.223876e+11</td>\n",
              "      <td>2.370024e+11</td>\n",
              "      <td>2.549141e+11</td>\n",
              "      <td>2.788048e+11</td>\n",
              "      <td>2.927440e+11</td>\n",
              "      <td>3.205033e+11</td>\n",
              "      <td>3.389517e+11</td>\n",
              "      <td>3.608829e+11</td>\n",
              "      <td>3.971955e+11</td>\n",
              "      <td>...</td>\n",
              "      <td>8.393417e+12</td>\n",
              "      <td>8.604724e+12</td>\n",
              "      <td>8.165753e+12</td>\n",
              "      <td>8.306057e+12</td>\n",
              "      <td>8.840816e+12</td>\n",
              "      <td>9.410423e+12</td>\n",
              "      <td>9.564901e+12</td>\n",
              "      <td>9.318754e+12</td>\n",
              "      <td>1.072358e+13</td>\n",
              "      <td>1.147951e+13</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>1.201203e+07</td>\n",
              "      <td>1.159202e+07</td>\n",
              "      <td>9.122751e+06</td>\n",
              "      <td>1.084010e+07</td>\n",
              "      <td>1.271247e+07</td>\n",
              "      <td>1.359393e+07</td>\n",
              "      <td>1.446908e+07</td>\n",
              "      <td>1.583510e+07</td>\n",
              "      <td>1.460000e+07</td>\n",
              "      <td>1.585000e+07</td>\n",
              "      <td>...</td>\n",
              "      <td>3.861589e+07</td>\n",
              "      <td>3.876097e+07</td>\n",
              "      <td>3.681193e+07</td>\n",
              "      <td>4.162906e+07</td>\n",
              "      <td>4.527661e+07</td>\n",
              "      <td>4.801522e+07</td>\n",
              "      <td>5.412320e+07</td>\n",
              "      <td>5.174657e+07</td>\n",
              "      <td>6.019637e+07</td>\n",
              "      <td>6.034939e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>5.288385e+08</td>\n",
              "      <td>5.361919e+08</td>\n",
              "      <td>5.429342e+08</td>\n",
              "      <td>5.687581e+08</td>\n",
              "      <td>5.731182e+08</td>\n",
              "      <td>5.963705e+08</td>\n",
              "      <td>6.499792e+08</td>\n",
              "      <td>6.316797e+08</td>\n",
              "      <td>6.583150e+08</td>\n",
              "      <td>7.116598e+08</td>\n",
              "      <td>...</td>\n",
              "      <td>8.486163e+09</td>\n",
              "      <td>9.034786e+09</td>\n",
              "      <td>8.752203e+09</td>\n",
              "      <td>8.620796e+09</td>\n",
              "      <td>9.319389e+09</td>\n",
              "      <td>1.002804e+10</td>\n",
              "      <td>1.038167e+10</td>\n",
              "      <td>9.754600e+09</td>\n",
              "      <td>1.150202e+10</td>\n",
              "      <td>1.567158e+10</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>3.040214e+09</td>\n",
              "      <td>2.965945e+09</td>\n",
              "      <td>3.049474e+09</td>\n",
              "      <td>3.569338e+09</td>\n",
              "      <td>3.432187e+09</td>\n",
              "      <td>3.120871e+09</td>\n",
              "      <td>3.549759e+09</td>\n",
              "      <td>3.384063e+09</td>\n",
              "      <td>3.950426e+09</td>\n",
              "      <td>4.526894e+09</td>\n",
              "      <td>...</td>\n",
              "      <td>5.094967e+10</td>\n",
              "      <td>5.339986e+10</td>\n",
              "      <td>4.966768e+10</td>\n",
              "      <td>4.980725e+10</td>\n",
              "      <td>5.400064e+10</td>\n",
              "      <td>5.614400e+10</td>\n",
              "      <td>6.028350e+10</td>\n",
              "      <td>5.370680e+10</td>\n",
              "      <td>6.568544e+10</td>\n",
              "      <td>8.227481e+10</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>3.103045e+10</td>\n",
              "      <td>3.128542e+10</td>\n",
              "      <td>3.161860e+10</td>\n",
              "      <td>3.617095e+10</td>\n",
              "      <td>3.401420e+10</td>\n",
              "      <td>2.851910e+10</td>\n",
              "      <td>3.082854e+10</td>\n",
              "      <td>3.108639e+10</td>\n",
              "      <td>3.451917e+10</td>\n",
              "      <td>3.766365e+10</td>\n",
              "      <td>...</td>\n",
              "      <td>5.390198e+11</td>\n",
              "      <td>5.478564e+11</td>\n",
              "      <td>5.020845e+11</td>\n",
              "      <td>5.057567e+11</td>\n",
              "      <td>5.369244e+11</td>\n",
              "      <td>5.524163e+11</td>\n",
              "      <td>5.439767e+11</td>\n",
              "      <td>5.470542e+11</td>\n",
              "      <td>7.400410e+11</td>\n",
              "      <td>9.911146e+11</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>1.384857e+12</td>\n",
              "      <td>1.449221e+12</td>\n",
              "      <td>1.550815e+12</td>\n",
              "      <td>1.671447e+12</td>\n",
              "      <td>1.830492e+12</td>\n",
              "      <td>1.994103e+12</td>\n",
              "      <td>2.164118e+12</td>\n",
              "      <td>2.302577e+12</td>\n",
              "      <td>2.484674e+12</td>\n",
              "      <td>2.740499e+12</td>\n",
              "      <td>...</td>\n",
              "      <td>7.763515e+13</td>\n",
              "      <td>7.975652e+13</td>\n",
              "      <td>7.521506e+13</td>\n",
              "      <td>7.648645e+13</td>\n",
              "      <td>8.144205e+13</td>\n",
              "      <td>8.650222e+13</td>\n",
              "      <td>8.772810e+13</td>\n",
              "      <td>8.521515e+13</td>\n",
              "      <td>9.688240e+13</td>\n",
              "      <td>1.005620e+14</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>8 rows × 63 columns</p>\n",
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              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-2326a0e9-9fea-405d-b163-08e717190dc7 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-2326a0e9-9fea-405d-b163-08e717190dc7');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-1332013d-0cfd-488d-b561-d51ef163b03e\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-1332013d-0cfd-488d-b561-d51ef163b03e')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-1332013d-0cfd-488d-b561-d51ef163b03e 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"
            }
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def last_non_null(row):\n",
        "  for year in reversed(df_gdp.columns[1:]):\n",
        "    if not pd.isnull(row[year]):\n",
        "      return row[year]\n",
        "  return np.nan\n",
        "\n",
        "  df_gdp['Most Recent'] = df_gdp.apply(last_non_null, axis=1)"
      ],
      "metadata": {
        "id": "0r6rvDlXr-D3"
      },
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "col_to_remove = ['World','Africa Eastern and Southern', 'Africa Western and Central', 'Arab World', 'Central Europe and the Baltics',\n",
        "                'Channel Islands', 'Caribbean small states', 'East Asia & Pacific (excluding high income)', 'Early-demographic dividend',\n",
        "                'East Asia & Pacific', 'Europe & Central Asia (excluding high income)', 'Europe & Central Asia', 'Arab Rep.', 'Euro area',\n",
        "                'European Union', 'Fragile and conflict affected situations', 'High income', 'Heavily indebted poor countries (HIPC)',\n",
        "                'IBRD only', 'IDA & IBRD total', 'IDA total', 'IDA blend', 'IDA only', 'Not classified', 'Latin America & Caribbean (excluding high income)',\n",
        "                'Latin America & Caribbean', 'Least developed countries: UN classification', 'Low income', 'Lower middle income', 'Low & middle income',\n",
        "                'Late-demographic dividend', 'Middle East & North Africa', 'Middle income', 'Middle East & North Africa (excluding high income)',\n",
        "                'North America', 'OECD members', 'Other small states', 'Pre-demographic dividend', 'West Bank and Gaza', 'Pacific island small states',\n",
        "                'Post-demographic dividend', 'South Asia', 'Sub-Saharan Africa (excluding high income)', 'Sub-Saharan Africa', 'Small states',\n",
        "                'East Asia & Pacific (IDA & IBRD countries)', 'Europe & Central Asia (IDA & IBRD countries)', 'Latin America & the Caribbean (IDA & IBRD countries)',\n",
        "                'Middle East & North Africa (IDA & IBRD countries)', 'South Asia (IDA & IBRD)', 'Sub-Saharan Africa (IDA & IBRD countries)','Upper middle income']"
      ],
      "metadata": {
        "id": "oUDRad4vsa3U"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_gdp_countries = df_gdp[~df_gdp['Country'].isin(col_to_remove)]"
      ],
      "metadata": {
        "id": "4mSTAxSpsjoy"
      },
      "execution_count": 12,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "N = 10\n",
        "top_countries = df_gdp_countries.nlargest(N, '2022')\n",
        "plt.figure(figsize=(13, 6))\n",
        "for country in top_countries['Country']:\n",
        "  plt.plot(df_gdp_countries.columns[1:-1], df_gdp_countries[df_gdp_countries['Country'] == country].iloc[:, 1:-1].values.flatten(), label=country)\n",
        "\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('GDP')\n",
        "plt.title(f'Top {N} Economies Over Time')\n",
        "plt.legend()\n",
        "plt.xticks(rotation=45)\n",
        "plt.grid(True)\n",
        "\n",
        "plt.gca().yaxis.set_major_formatter(FuncFormatter(billions_formatter))\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 345
        },
        "id": "kkQk4aBdsrLs",
        "outputId": "854e2aea-1860-46e3-ef42-d0db85e7022f"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1300x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "world_gdp = df_gdp[df_gdp['Country'] == 'World']\n",
        "# Drop only 'Country' column as 'Most Recent' is not in world_gdp\n",
        "world_gdp = world_gdp.drop(['Country'], axis=1)\n",
        "# Add 'Most Recent' column by calling the function again\n",
        "world_gdp['Most Recent'] = world_gdp.apply(last_non_null, axis=1)\n",
        "# Now you can drop it if you need\n",
        "world_gdp = world_gdp.drop(['Most Recent'], axis=1)"
      ],
      "metadata": {
        "id": "2_OlXzvttnP8"
      },
      "execution_count": 19,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "avg_growth_rates = []\n",
        "years = range(1961, 2023)\n",
        "for year in years:\n",
        "  growth_rate = (world_gdp[str(year)] - world_gdp[str(year - 1)]) / world_gdp[str(year - 1)]\n",
        "  avg_growth_rates.append(growth_rate)\n",
        "\n",
        "plt.figure(figsize=(13, 6))\n",
        "plt.plot(years, avg_growth_rates)\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('Average GDP Growth Rate (%)')\n",
        "plt.title('Global GDP Growth by Year')\n",
        "plt.xticks(rotation=45)\n",
        "plt.grid(True)\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 310
        },
        "id": "VNl8UHyjt83d",
        "outputId": "c7434a64-585a-42da-beaf-1dadb15c3fc9"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1300x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15, 6))\n",
        "plt.plot(list(world_gdp), world_gdp.T[259].tolist())\n",
        "plt.title('World GDP Over the Years')\n",
        "plt.xlabel('Year')\n",
        "plt.ylabel('GDP (in Billions)')\n",
        "plt.grid(True)\n",
        "plt.xticks(rotation=45)\n",
        "\n",
        "plt.gca().yaxis.set_major_formatter(FuncFormatter(billions_formatter))\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 303
        },
        "id": "bHvqXzmxuy3c",
        "outputId": "95567533-9dc1-4727-cc3a-8cff6fecef36"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "lower_years = []\n",
        "previous_gdp = None\n",
        "for year in world_gdp.columns:\n",
        "  gdp = world_gdp.loc[259, year]\n",
        "  if previous_gdp is not None and gdp < previous_gdp:\n",
        "    lower_years.append(year)\n",
        "  previous_gdp = gdp\n",
        "\n",
        "print(f\"GDP was lower than the year before in {', '.join(lower_years)}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3PuQX0lDvcwx",
        "outputId": "f328408a-d217-45f6-9694-9db268b27872"
      },
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "GDP was lower than the year before in 1982, 1997, 1998, 2001, 2009, 2015, 2020\n"
          ]
        }
      ]
    }
  ]
}