election_result_2019.ipynb

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        "# Importing the dependencies\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns"
      ]
    },
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Candidate</th>\n",
              "      <th>Constituency</th>\n",
              "      <th>Party</th>\n",
              "      <th>Criminal Cases</th>\n",
              "      <th>Education</th>\n",
              "      <th>Total Assets</th>\n",
              "      <th>Liabilities</th>\n",
              "      <th>Year</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Bapu Rao Soyam</td>\n",
              "      <td>ADILABAD</td>\n",
              "      <td>BJP</td>\n",
              "      <td>52</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>3099414</td>\n",
              "      <td>231450</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Satyapal Singh Baghel</td>\n",
              "      <td>AGRA</td>\n",
              "      <td>BJP</td>\n",
              "      <td>5</td>\n",
              "      <td>Doctorate</td>\n",
              "      <td>74274036</td>\n",
              "      <td>8606522</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Patel Hasmukhbhai Somabhai</td>\n",
              "      <td>AHMEDABAD EAST</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Others</td>\n",
              "      <td>74699690</td>\n",
              "      <td>6252577</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Dr. Solanki Kiritbhai</td>\n",
              "      <td>AHMEDABAD WEST</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>89474039</td>\n",
              "      <td>0</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Sujay Radhakrishna Vikhe</td>\n",
              "      <td>AHMEDNAGAR</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Doctorate</td>\n",
              "      <td>168664576</td>\n",
              "      <td>2623964</td>\n",
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            "text/plain": [
              "                    Candidate    Constituency Party  Criminal Cases  \\\n",
              "0              Bapu Rao Soyam        ADILABAD   BJP              52   \n",
              "1       Satyapal Singh Baghel            AGRA   BJP               5   \n",
              "2  Patel Hasmukhbhai Somabhai  AHMEDABAD EAST   BJP               0   \n",
              "3       Dr. Solanki Kiritbhai  AHMEDABAD WEST   BJP               0   \n",
              "4    Sujay Radhakrishna Vikhe      AHMEDNAGAR   BJP               0   \n",
              "\n",
              "       Education  Total Assets  Liabilities  Year  \n",
              "0      12th Pass       3099414       231450  2019  \n",
              "1      Doctorate      74274036      8606522  2019  \n",
              "2         Others      74699690      6252577  2019  \n",
              "3  Post Graduate      89474039            0  2019  \n",
              "4      Doctorate     168664576      2623964  2019  "
            ]
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      ],
      "source": [
        "# Reading in the dataset\n",
        "df = pd.read_csv('data/Elections/winners/2019.csv')\n",
        "df.head()"
      ]
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Party</th>\n",
              "      <th>No. of Constituencies won</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>BJP</td>\n",
              "      <td>301</td>\n",
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              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>INC</td>\n",
              "      <td>52</td>\n",
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              "      <th>12</th>\n",
              "      <td>DMK</td>\n",
              "      <td>24</td>\n",
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              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>YSRCP</td>\n",
              "      <td>22</td>\n",
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              "      <th>3</th>\n",
              "      <td>AITC</td>\n",
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              "      <th>30</th>\n",
              "      <td>SHS</td>\n",
              "      <td>18</td>\n",
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              "      <th>17</th>\n",
              "      <td>JD(U)</td>\n",
              "      <td>16</td>\n",
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              "      <th>7</th>\n",
              "      <td>BJD</td>\n",
              "      <td>12</td>\n",
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              "      <td>10</td>\n",
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              "      <th>34</th>\n",
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              "      <td>9</td>\n",
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              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>LJP</td>\n",
              "      <td>6</td>\n",
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              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>SP</td>\n",
              "      <td>5</td>\n",
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              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>NCP</td>\n",
              "      <td>5</td>\n",
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              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>IND</td>\n",
              "      <td>4</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>TDP</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>Jammu &amp; Kashmir National Conference</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>IUML</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>CPI(M)</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>AIMIM</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>CPI</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>Apna Dal (Soneylal)</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>SAD</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>Viduthalai Chiruthaigal Katchi</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>Sikkim Krantikari Morcha</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>Rashtriya Loktantrik Party</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>Revolutionary Socialist Party</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>AAP</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>Nationalist Democratic Progressive Party</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>NPP</td>\n",
              "      <td>1</td>\n",
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              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>NPF</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>MNF</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>Kerala Congress (M)</td>\n",
              "      <td>1</td>\n",
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              "      <th>1</th>\n",
              "      <td>AIADMK</td>\n",
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              "      <th>5</th>\n",
              "      <td>AJSU Party</td>\n",
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              "      <td>AIUDF</td>\n",
              "      <td>1</td>\n",
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              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>JMM</td>\n",
              "      <td>1</td>\n",
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              "                                       Party No. of Constituencies won\n",
              "8                                        BJP                       301\n",
              "13                                       INC                        52\n",
              "12                                       DMK                        24\n",
              "36                                     YSRCP                        22\n",
              "3                                       AITC                        22\n",
              "30                                       SHS                        18\n",
              "17                                     JD(U)                        16\n",
              "7                                        BJD                        12\n",
              "9                                        BSP                        10\n",
              "34                                       TRS                         9\n",
              "21                                       LJP                         6\n",
              "31                                        SP                         5\n",
              "23                                       NCP                         5\n",
              "14                                       IND                         4\n",
              "33                                       TDP                         3\n",
              "19       Jammu & Kashmir National Conference                         3\n",
              "15                                      IUML                         3\n",
              "11                                    CPI(M)                         3\n",
              "2                                      AIMIM                         2\n",
              "10                                       CPI                         2\n",
              "6                        Apna Dal (Soneylal)                         2\n",
              "29                                       SAD                         2\n",
              "35            Viduthalai Chiruthaigal Katchi                         1\n",
              "32                  Sikkim Krantikari Morcha                         1\n",
              "27                Rashtriya Loktantrik Party                         1\n",
              "28             Revolutionary Socialist Party                         1\n",
              "0                                        AAP                         1\n",
              "26  Nationalist Democratic Progressive Party                         1\n",
              "25                                       NPP                         1\n",
              "24                                       NPF                         1\n",
              "22                                       MNF                         1\n",
              "20                       Kerala Congress (M)                         1\n",
              "1                                     AIADMK                         1\n",
              "16                                     JD(S)                         1\n",
              "5                                 AJSU Party                         1\n",
              "4                                      AIUDF                         1\n",
              "18                                       JMM                         1"
            ]
          },
          "execution_count": 63,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# Number of different parties contesting elections along with contesting from how many constituencies\n",
        "parties_contesting = pd.DataFrame(np.unique(df['Party'] ,return_counts=True)).T\n",
        "parties_contesting.columns = ['Party' ,'No. of Constituencies won']\n",
        "\n",
        "# Sorting by the largest winners\n",
        "parties_contesting.sort_values('No. of Constituencies won' ,ascending=False)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "F8jmbD0csAvR"
      },
      "source": [
        "#### So a total of 37 different parties contested the 2019 elections."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "axlx3ILkuNBQ"
      },
      "source": [
        "### Plotting the above dataframe using a barplot.\n",
        "\n",
        "### *Note : Since party 'BJP' has a very very high constituency count compared to rest(301) ,we will not plot it on the barplot as it will disturb the scale of whole plot*"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 38,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 792
        },
        "id": "F_w1YG2Ios5X",
        "outputId": "17fa0095-a2eb-49b2-fc49-4488af7fe7d5"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1296x648 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Plotting the number of seats won by each party except bjp\n",
        "\n",
        "plt.figure(figsize=(18,9))\n",
        "plt.xticks(color = 'red' ,size = 12 ,rotation = 85)\n",
        "plt.yticks(color = 'red' ,size = 13)\n",
        "\n",
        "ax = sns.barplot(x = parties_contesting['Party'].drop(8) ,y = parties_contesting['No. of Constituencies won'].drop(8).astype('int16'))\n",
        "\n",
        "\n",
        "plt.xlabel('PARTY' ,color = 'violet',size = 15)\n",
        "plt.ylabel('NO. OF  CONSTITUENCIES  WON' ,color = 'violet' ,size = 15)\n",
        "\n",
        "plt.grid(b = True ,\n",
        "         linewidth = 0.7,\n",
        "         linestyle = '--',\n",
        "         color = 'gray')\n",
        "\n",
        "for bar in ax.patches:\n",
        "       ax.annotate( s = str(bar.get_height()) , # the text to put\n",
        "                    xy = (bar.get_x() + bar.get_width() / 2, bar.get_height()),\n",
        "                    ha='center',\n",
        "                    va='center',\n",
        "                    size=14,\n",
        "                    xytext=(0, 10),\n",
        "                    textcoords='offset points')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 70,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "C1lJ73I42AMB",
        "outputId": "f9bfa4ff-cc40-42d6-c493-87c9f53f6138"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-f8d0adc6-40a9-4a21-aec3-e5506b139d60\">\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>Criminal Cases</th>\n",
              "      <th>Total Assets</th>\n",
              "      <th>Liabilities</th>\n",
              "      <th>Year</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Party</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>AAP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.642727e+07</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AIADMK</th>\n",
              "      <td>0.0</td>\n",
              "      <td>6.580323e+07</td>\n",
              "      <td>32734079.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AIMIM</th>\n",
              "      <td>4.5</td>\n",
              "      <td>1.043036e+08</td>\n",
              "      <td>63650000.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AITC</th>\n",
              "      <td>0.0</td>\n",
              "      <td>2.791162e+07</td>\n",
              "      <td>1010569.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AIUDF</th>\n",
              "      <td>7.0</td>\n",
              "      <td>7.880640e+08</td>\n",
              "      <td>10159381.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>AJSU Party</th>\n",
              "      <td>2.0</td>\n",
              "      <td>1.345689e+07</td>\n",
              "      <td>1330000.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Apna Dal (Soneylal)</th>\n",
              "      <td>1.0</td>\n",
              "      <td>2.497437e+07</td>\n",
              "      <td>1244868.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>BJD</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.518318e+07</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>BJP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>4.606813e+07</td>\n",
              "      <td>2048000.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>BSP</th>\n",
              "      <td>0.5</td>\n",
              "      <td>8.168632e+07</td>\n",
              "      <td>3515795.5</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>CPI</th>\n",
              "      <td>0.0</td>\n",
              "      <td>6.304206e+06</td>\n",
              "      <td>875690.5</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>CPI(M)</th>\n",
              "      <td>1.0</td>\n",
              "      <td>1.526891e+07</td>\n",
              "      <td>2220700.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>DMK</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.340034e+08</td>\n",
              "      <td>5046671.5</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>INC</th>\n",
              "      <td>1.0</td>\n",
              "      <td>7.677275e+07</td>\n",
              "      <td>2706346.5</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>IND</th>\n",
              "      <td>0.5</td>\n",
              "      <td>1.793544e+08</td>\n",
              "      <td>25750228.5</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>IUML</th>\n",
              "      <td>1.0</td>\n",
              "      <td>5.293254e+07</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>JD(S)</th>\n",
              "      <td>0.0</td>\n",
              "      <td>9.784863e+07</td>\n",
              "      <td>37253210.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>JD(U)</th>\n",
              "      <td>1.0</td>\n",
              "      <td>3.099578e+07</td>\n",
              "      <td>2814167.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>JMM</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.291956e+07</td>\n",
              "      <td>2743560.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Jammu &amp; Kashmir National Conference</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.219044e+08</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Kerala Congress (M)</th>\n",
              "      <td>0.0</td>\n",
              "      <td>2.602748e+07</td>\n",
              "      <td>495778.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>LJP</th>\n",
              "      <td>1.5</td>\n",
              "      <td>8.631126e+07</td>\n",
              "      <td>2860628.5</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>MNF</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.312014e+08</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>NCP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.274873e+08</td>\n",
              "      <td>3221073.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>NPF</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.370935e+07</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>NPP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>2.940681e+07</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Nationalist Democratic Progressive Party</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.281175e+08</td>\n",
              "      <td>18600000.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Rashtriya Loktantrik Party</th>\n",
              "      <td>0.0</td>\n",
              "      <td>4.218568e+06</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Revolutionary Socialist Party</th>\n",
              "      <td>5.0</td>\n",
              "      <td>1.750065e+07</td>\n",
              "      <td>3270587.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SAD</th>\n",
              "      <td>2.0</td>\n",
              "      <td>2.179920e+09</td>\n",
              "      <td>954852600.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SHS</th>\n",
              "      <td>1.0</td>\n",
              "      <td>9.139441e+07</td>\n",
              "      <td>4374188.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>5.579555e+07</td>\n",
              "      <td>500000.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Sikkim Krantikari Morcha</th>\n",
              "      <td>0.0</td>\n",
              "      <td>4.788170e+05</td>\n",
              "      <td>0.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>TDP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>8.081524e+08</td>\n",
              "      <td>203452417.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>TRS</th>\n",
              "      <td>0.0</td>\n",
              "      <td>6.335312e+07</td>\n",
              "      <td>4569251.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Viduthalai Chiruthaigal Katchi</th>\n",
              "      <td>3.0</td>\n",
              "      <td>9.244092e+06</td>\n",
              "      <td>394248.0</td>\n",
              "      <td>2019.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>YSRCP</th>\n",
              "      <td>0.0</td>\n",
              "      <td>1.947492e+08</td>\n",
              "      <td>20324038.0</td>\n",
              "      <td>2019.0</td>\n",
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            "text/plain": [
              "                                          Criminal Cases  Total Assets  \\\n",
              "Party                                                                    \n",
              "AAP                                                  0.0  1.642727e+07   \n",
              "AIADMK                                               0.0  6.580323e+07   \n",
              "AIMIM                                                4.5  1.043036e+08   \n",
              "AITC                                                 0.0  2.791162e+07   \n",
              "AIUDF                                                7.0  7.880640e+08   \n",
              "AJSU Party                                           2.0  1.345689e+07   \n",
              "Apna Dal (Soneylal)                                  1.0  2.497437e+07   \n",
              "BJD                                                  0.0  1.518318e+07   \n",
              "BJP                                                  0.0  4.606813e+07   \n",
              "BSP                                                  0.5  8.168632e+07   \n",
              "CPI                                                  0.0  6.304206e+06   \n",
              "CPI(M)                                               1.0  1.526891e+07   \n",
              "DMK                                                  0.0  1.340034e+08   \n",
              "INC                                                  1.0  7.677275e+07   \n",
              "IND                                                  0.5  1.793544e+08   \n",
              "IUML                                                 1.0  5.293254e+07   \n",
              "JD(S)                                                0.0  9.784863e+07   \n",
              "JD(U)                                                1.0  3.099578e+07   \n",
              "JMM                                                  0.0  1.291956e+07   \n",
              "Jammu & Kashmir National Conference                  0.0  1.219044e+08   \n",
              "Kerala Congress (M)                                  0.0  2.602748e+07   \n",
              "LJP                                                  1.5  8.631126e+07   \n",
              "MNF                                                  0.0  1.312014e+08   \n",
              "NCP                                                  0.0  1.274873e+08   \n",
              "NPF                                                  0.0  1.370935e+07   \n",
              "NPP                                                  0.0  2.940681e+07   \n",
              "Nationalist Democratic Progressive Party             0.0  1.281175e+08   \n",
              "Rashtriya Loktantrik Party                           0.0  4.218568e+06   \n",
              "Revolutionary Socialist Party                        5.0  1.750065e+07   \n",
              "SAD                                                  2.0  2.179920e+09   \n",
              "SHS                                                  1.0  9.139441e+07   \n",
              "SP                                                   0.0  5.579555e+07   \n",
              "Sikkim Krantikari Morcha                             0.0  4.788170e+05   \n",
              "TDP                                                  0.0  8.081524e+08   \n",
              "TRS                                                  0.0  6.335312e+07   \n",
              "Viduthalai Chiruthaigal Katchi                       3.0  9.244092e+06   \n",
              "YSRCP                                                0.0  1.947492e+08   \n",
              "\n",
              "                                          Liabilities    Year  \n",
              "Party                                                          \n",
              "AAP                                               0.0  2019.0  \n",
              "AIADMK                                     32734079.0  2019.0  \n",
              "AIMIM                                      63650000.0  2019.0  \n",
              "AITC                                        1010569.0  2019.0  \n",
              "AIUDF                                      10159381.0  2019.0  \n",
              "AJSU Party                                  1330000.0  2019.0  \n",
              "Apna Dal (Soneylal)                         1244868.0  2019.0  \n",
              "BJD                                               0.0  2019.0  \n",
              "BJP                                         2048000.0  2019.0  \n",
              "BSP                                         3515795.5  2019.0  \n",
              "CPI                                          875690.5  2019.0  \n",
              "CPI(M)                                      2220700.0  2019.0  \n",
              "DMK                                         5046671.5  2019.0  \n",
              "INC                                         2706346.5  2019.0  \n",
              "IND                                        25750228.5  2019.0  \n",
              "IUML                                              0.0  2019.0  \n",
              "JD(S)                                      37253210.0  2019.0  \n",
              "JD(U)                                       2814167.0  2019.0  \n",
              "JMM                                         2743560.0  2019.0  \n",
              "Jammu & Kashmir National Conference               0.0  2019.0  \n",
              "Kerala Congress (M)                          495778.0  2019.0  \n",
              "LJP                                         2860628.5  2019.0  \n",
              "MNF                                               0.0  2019.0  \n",
              "NCP                                         3221073.0  2019.0  \n",
              "NPF                                               0.0  2019.0  \n",
              "NPP                                               0.0  2019.0  \n",
              "Nationalist Democratic Progressive Party   18600000.0  2019.0  \n",
              "Rashtriya Loktantrik Party                        0.0  2019.0  \n",
              "Revolutionary Socialist Party               3270587.0  2019.0  \n",
              "SAD                                       954852600.0  2019.0  \n",
              "SHS                                         4374188.0  2019.0  \n",
              "SP                                           500000.0  2019.0  \n",
              "Sikkim Krantikari Morcha                          0.0  2019.0  \n",
              "TDP                                       203452417.0  2019.0  \n",
              "TRS                                         4569251.0  2019.0  \n",
              "Viduthalai Chiruthaigal Katchi               394248.0  2019.0  \n",
              "YSRCP                                      20324038.0  2019.0  "
            ]
          },
          "execution_count": 70,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# Checking the median of numerical columns party-wise\n",
        "df.groupby(['Party']).median()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 73,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 792
        },
        "id": "o71VkSQc85Nn",
        "outputId": "fbb97c02-2a67-48b0-dba1-6cff83ac16ab"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1296x648 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Plotting the median criminal cases per winner for each party in a bar plot\n",
        "\n",
        "plt.figure(figsize=(18,9))\n",
        "plt.xticks(color = 'red' ,size = 12 ,rotation = 85)\n",
        "plt.yticks(color = 'red' ,size = 13)\n",
        "\n",
        "ax = sns.barplot(x = df.groupby(['Party']).median().index ,y=df.groupby(['Party']).median()['Criminal Cases'])\n",
        "\n",
        "\n",
        "plt.xlabel('PARTY' ,color = 'violet',size = 15)\n",
        "plt.ylabel('MEDIAN CRIME CASES PER WINNER' ,color = 'violet' ,size = 15)\n",
        "\n",
        "plt.grid(b = True ,\n",
        "         linewidth = 0.7,\n",
        "         linestyle = '--',\n",
        "         color = 'gray')\n",
        "\n",
        "for bar in ax.patches:\n",
        "       ax.annotate( s = str(bar.get_height()) , # the text to put\n",
        "                    xy = (bar.get_x() + bar.get_width() / 2, bar.get_height()),\n",
        "                    ha='center',\n",
        "                    va='center',\n",
        "                    size=14,\n",
        "                    xytext=(0, 10),\n",
        "                    textcoords='offset points')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 154,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 803
        },
        "id": "gzmhlKz191bA",
        "outputId": "13232d2b-8aa0-47d9-9f94-b7e87434b6c0"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1296x648 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Plotting the median Total Assets per winner for each party in a bar plot\n",
        "\n",
        "plt.figure(figsize=(18,9))\n",
        "plt.xticks(color = 'red' ,size = 12 ,rotation = 85)\n",
        "plt.yticks(color = 'red' ,size = 13)\n",
        "\n",
        "ax = sns.barplot(x = df.groupby(['Party']).median().index ,y=df.groupby(['Party']).median()['Total Assets'])\n",
        "\n",
        "\n",
        "plt.xlabel('PARTY' ,color = 'violet',size = 15)\n",
        "plt.ylabel('MEDIAN TOTAL ASSETS PER WINNER' ,color = 'violet' ,size = 15)\n",
        "\n",
        "plt.grid(b = True ,\n",
        "         linewidth = 0.7,\n",
        "         linestyle = '--',\n",
        "         color = 'gray')\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 83,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 471
        },
        "id": "l8LJNppTIxQC",
        "outputId": "6effcee4-6638-4e99-eb5e-1d7dffe8540e"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1440x504 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Plotting the distributions of educational qualification of all winners\n",
        "plt.figure(figsize=(20,7))\n",
        "plt.xticks(color = 'red' ,size = 12)\n",
        "plt.yticks(color = 'red' ,size = 13)\n",
        "\n",
        "ax = sns.countplot(x=df['Education'])\n",
        "\n",
        "plt.xlabel('EDUCATIONAL BACKGROUND' ,color = 'violet',size = 15)\n",
        "plt.ylabel('NO OF CONTESTANTS' ,color = 'violet' ,size = 15)\n",
        "\n",
        "plt.grid(b = True ,\n",
        "         linewidth = 0.7,\n",
        "         linestyle = '--',\n",
        "         color = 'gray')\n",
        "\n",
        "for bar in ax.patches:\n",
        "       ax.annotate( s = str(bar.get_height()) , # the text to put\n",
        "                    xy = (bar.get_x() + bar.get_width() / 2, bar.get_height()),\n",
        "                    ha='center',\n",
        "                    va='center',\n",
        "                    size=14,\n",
        "                    xytext=(0, 10),\n",
        "                    textcoords='offset points')\n",
        "\n",
        "plt.title(\"Distribution of Educational background of all winners\" ,size=19 ,color='pink');"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 98,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 426
        },
        "id": "c5I53IYAQ-T9",
        "outputId": "c89c93f3-8bbe-4af3-8984-1daa5436da07"
      },
      "outputs": [
        {
          "data": {
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              "      <th></th>\n",
              "      <th>Criminal Cases</th>\n",
              "      <th>Total Assets</th>\n",
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              "      <th>Year</th>\n",
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              "      <th>Education</th>\n",
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              "      <th></th>\n",
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              "  <tbody>\n",
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              "      <th>10th Pass</th>\n",
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              "      <td>3027475445</td>\n",
              "      <td>88836</td>\n",
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              "    <tr>\n",
              "      <th>12th Pass</th>\n",
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              "      <td>8076</td>\n",
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              "      <th>8th Pass</th>\n",
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              "      <td>24228</td>\n",
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              "      <th>Graduate</th>\n",
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              "      <td>2487779565</td>\n",
              "      <td>266508</td>\n",
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              "      <th>Graduate Professional</th>\n",
              "      <td>92</td>\n",
              "      <td>14695215762</td>\n",
              "      <td>1644859736</td>\n",
              "      <td>205938</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Illiterate</th>\n",
              "      <td>0</td>\n",
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              "      <td>2019</td>\n",
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              "    <tr>\n",
              "      <th>Literate</th>\n",
              "      <td>0</td>\n",
              "      <td>23048078</td>\n",
              "      <td>684133</td>\n",
              "      <td>2019</td>\n",
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              "      <td>10</td>\n",
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              "      <td>656633506</td>\n",
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              "    </tr>\n",
              "    <tr>\n",
              "      <th>Post Graduate</th>\n",
              "      <td>346</td>\n",
              "      <td>29256904514</td>\n",
              "      <td>6921783657</td>\n",
              "      <td>272565</td>\n",
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            ],
            "text/plain": [
              "                       Criminal Cases  Total Assets  Liabilities    Year\n",
              "Education                                                               \n",
              "10th Pass                          97   10062653977   3027475445   88836\n",
              "12th Pass                         171   21284202230   4471873854  139311\n",
              "5th Pass                            9     218169464     21697178    8076\n",
              "8th Pass                           31    1656403094     45831954   24228\n",
              "Doctorate                          41    4307727056    170674444   48456\n",
              "Graduate                          240   29109854796   2487779565  266508\n",
              "Graduate Professional              92   14695215762   1644859736  205938\n",
              "Illiterate                          0     148076407     31474526    2019\n",
              "Literate                            0      23048078       684133    2019\n",
              "Others                             10    2935293148    656633506   34323\n",
              "Post Graduate                     346   29256904514   6921783657  272565"
            ]
          },
          "execution_count": 98,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "df.groupby(['Education']).sum()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 119,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 614
        },
        "id": "njHkCc8ySCxT",
        "outputId": "3b603d9b-68c6-4fe5-f350-ffd2c1e59c4b"
      },
      "outputs": [
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Plotting education vs Total assets on pie chart\n",
        "fig1, ax1 = plt.subplots()\n",
        "patches, texts, autotexts = ax1.pie(x= df.groupby(['Education']).sum()['Total Assets'] , \n",
        "                                    labels=df.groupby(['Education']).sum().index,\n",
        "                                    autopct='%1.0f%%' ,radius = 3,colors=sns.set_palette('Set1'))\n",
        "for text in texts:\n",
        "    text.set_color('pink')\n",
        "    text.set_size(15)\n",
        "for autotext in autotexts:\n",
        "    autotext.set_color('black')\n",
        "    autotext.set_size(15)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 140,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 363
        },
        "id": "1GnHsOyRY0GO",
        "outputId": "ef16fc3d-dfe8-4d78-81a9-5711cae6b555"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-57bdd5dd-2e66-4b45-8761-3f1d20f42e15\">\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>Candidate</th>\n",
              "      <th>Constituency</th>\n",
              "      <th>Party</th>\n",
              "      <th>Criminal Cases</th>\n",
              "      <th>Education</th>\n",
              "      <th>Total Assets</th>\n",
              "      <th>Liabilities</th>\n",
              "      <th>Year</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>218</th>\n",
              "      <td>Dean Kuriakose</td>\n",
              "      <td>IDUKKI</td>\n",
              "      <td>INC</td>\n",
              "      <td>204</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>13395011</td>\n",
              "      <td>10000000</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Bapu Rao Soyam</td>\n",
              "      <td>ADILABAD</td>\n",
              "      <td>BJP</td>\n",
              "      <td>52</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>3099414</td>\n",
              "      <td>231450</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>331</th>\n",
              "      <td>Anumula Revanth Reddy</td>\n",
              "      <td>MALKAJGIRI</td>\n",
              "      <td>INC</td>\n",
              "      <td>42</td>\n",
              "      <td>Graduate</td>\n",
              "      <td>245357182</td>\n",
              "      <td>27807304</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75</th>\n",
              "      <td>Arjun Singh</td>\n",
              "      <td>BARRACKPUR</td>\n",
              "      <td>BJP</td>\n",
              "      <td>24</td>\n",
              "      <td>10th Pass</td>\n",
              "      <td>8055691</td>\n",
              "      <td>1100000</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>540</th>\n",
              "      <td>B.B.Patil</td>\n",
              "      <td>ZAHIRABAD</td>\n",
              "      <td>TRS</td>\n",
              "      <td>18</td>\n",
              "      <td>Graduate</td>\n",
              "      <td>1287851556</td>\n",
              "      <td>11535000</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>97</th>\n",
              "      <td>Komatireddy Venakat Reddy</td>\n",
              "      <td>BHONGIR</td>\n",
              "      <td>INC</td>\n",
              "      <td>14</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>162543845</td>\n",
              "      <td>24069129</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>213</th>\n",
              "      <td>Locket Chatterjee</td>\n",
              "      <td>HOOGHLY</td>\n",
              "      <td>BJP</td>\n",
              "      <td>14</td>\n",
              "      <td>Graduate</td>\n",
              "      <td>35655698</td>\n",
              "      <td>0</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>344</th>\n",
              "      <td>Dilip Kumar Ghosh</td>\n",
              "      <td>MEDINIPUR</td>\n",
              "      <td>BJP</td>\n",
              "      <td>14</td>\n",
              "      <td>10th Pass</td>\n",
              "      <td>4536462</td>\n",
              "      <td>0</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>188</th>\n",
              "      <td>Atul Kumar Singh</td>\n",
              "      <td>GHOSI</td>\n",
              "      <td>BSP</td>\n",
              "      <td>13</td>\n",
              "      <td>Graduate</td>\n",
              "      <td>66536025</td>\n",
              "      <td>3454591</td>\n",
              "      <td>2019</td>\n",
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              "    <tr>\n",
              "      <th>168</th>\n",
              "      <td>Dr Ram Shankar Katheria</td>\n",
              "      <td>ETAWAH</td>\n",
              "      <td>BJP</td>\n",
              "      <td>12</td>\n",
              "      <td>Doctorate</td>\n",
              "      <td>15154538</td>\n",
              "      <td>7304616</td>\n",
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              "\n",
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              "                                                     [key], {});\n",
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                     Candidate Constituency Party  Criminal Cases  \\\n",
              "218             Dean Kuriakose       IDUKKI   INC             204   \n",
              "0               Bapu Rao Soyam     ADILABAD   BJP              52   \n",
              "331      Anumula Revanth Reddy   MALKAJGIRI   INC              42   \n",
              "75                 Arjun Singh   BARRACKPUR   BJP              24   \n",
              "540                  B.B.Patil    ZAHIRABAD   TRS              18   \n",
              "97   Komatireddy Venakat Reddy      BHONGIR   INC              14   \n",
              "213          Locket Chatterjee      HOOGHLY   BJP              14   \n",
              "344          Dilip Kumar Ghosh    MEDINIPUR   BJP              14   \n",
              "188           Atul Kumar Singh        GHOSI   BSP              13   \n",
              "168    Dr Ram Shankar Katheria       ETAWAH   BJP              12   \n",
              "\n",
              "         Education  Total Assets  Liabilities  Year  \n",
              "218  Post Graduate      13395011     10000000  2019  \n",
              "0        12th Pass       3099414       231450  2019  \n",
              "331       Graduate     245357182     27807304  2019  \n",
              "75       10th Pass       8055691      1100000  2019  \n",
              "540       Graduate    1287851556     11535000  2019  \n",
              "97       12th Pass     162543845     24069129  2019  \n",
              "213       Graduate      35655698            0  2019  \n",
              "344      10th Pass       4536462            0  2019  \n",
              "188       Graduate      66536025      3454591  2019  \n",
              "168      Doctorate      15154538      7304616  2019  "
            ]
          },
          "execution_count": 140,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# List of 10 people with highest criminal cases\n",
        "df.nlargest(10 ,'Criminal Cases')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 141,
      "metadata": {
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        },
        "id": "8GfdWtjiZJ5G",
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              "      <th>196</th>\n",
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              "      <td>TDP</td>\n",
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              "      <th>337</th>\n",
              "      <td>Hema Malini Dharmendra Deol</td>\n",
              "      <td>MATHURA</td>\n",
              "      <td>BJP</td>\n",
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              "      <th>102</th>\n",
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              "      <td>BSP</td>\n",
              "      <td>7</td>\n",
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              "      <td>2499628021</td>\n",
              "      <td>1016148176</td>\n",
              "      <td>2019</td>\n",
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              "    <tr>\n",
              "      <th>383</th>\n",
              "      <td>Adala Prabhakara Reddy</td>\n",
              "      <td>NELLORE</td>\n",
              "      <td>YSRCP</td>\n",
              "      <td>0</td>\n",
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              "      <td>Harsimrat Kaur Badal</td>\n",
              "      <td>BATHINDA</td>\n",
              "      <td>SAD</td>\n",
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              "    <tr>\n",
              "      <th>177</th>\n",
              "      <td>Sukhbir Singh Badal</td>\n",
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              "                                                     [key], {});\n",
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              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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            "text/plain": [
              "                            Candidate     Constituency  Party  Criminal Cases  \\\n",
              "123                        Nakul Nath       CHHINDWARA    INC               0   \n",
              "264                   Vasanthakumar H    KANNIYAKUMARI    INC               0   \n",
              "56                        D.K. Suresh  BANGALORE RURAL    INC               5   \n",
              "378  Kanumuru Raghu Rama Krishna Raju       NARSAPURAM  YSRCP               3   \n",
              "196                     Jayadev Galla           GUNTUR    TDP               0   \n",
              "337       Hema Malini Dharmendra Deol          MATHURA    BJP               0   \n",
              "102                      Malook Nagar           BIJNOR    BSP               7   \n",
              "383            Adala Prabhakara Reddy          NELLORE  YSRCP               0   \n",
              "79               Harsimrat Kaur Badal         BATHINDA    SAD               0   \n",
              "177               Sukhbir Singh Badal         FIROZPUR    SAD               4   \n",
              "\n",
              "         Education  Total Assets  Liabilities  Year  \n",
              "123       Graduate    6601946757      8791712  2019  \n",
              "264  Post Graduate    4174930444   1547511439  2019  \n",
              "56       12th Pass    3388920717    519320305  2019  \n",
              "378  Post Graduate    3259405378   1014467354  2019  \n",
              "196       Graduate    3051485242    203452417  2019  \n",
              "337      Doctorate    2508270292    131288062  2019  \n",
              "102       Graduate    2499628021   1016148176  2019  \n",
              "383      12th Pass    2211663364    152281255  2019  \n",
              "79       10th Pass    2179919870    954852600  2019  \n",
              "177  Post Graduate    2179919870    954852600  2019  "
            ]
          },
          "execution_count": 141,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# List of 10 people with highest Total assets\n",
        "df.nlargest(10 ,'Total Assets')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 142,
      "metadata": {
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        {
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              "      <th></th>\n",
              "      <th>Candidate</th>\n",
              "      <th>Constituency</th>\n",
              "      <th>Party</th>\n",
              "      <th>Criminal Cases</th>\n",
              "      <th>Education</th>\n",
              "      <th>Total Assets</th>\n",
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              "      <th>Year</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>264</th>\n",
              "      <td>Vasanthakumar H</td>\n",
              "      <td>KANNIYAKUMARI</td>\n",
              "      <td>INC</td>\n",
              "      <td>0</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>4174930444</td>\n",
              "      <td>1547511439</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>493</th>\n",
              "      <td>Mala Rajya Laxmi Shah</td>\n",
              "      <td>TEHRI GARHWAL</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>1846640100</td>\n",
              "      <td>1350000000</td>\n",
              "      <td>2019</td>\n",
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              "    <tr>\n",
              "      <th>102</th>\n",
              "      <td>Malook Nagar</td>\n",
              "      <td>BIJNOR</td>\n",
              "      <td>BSP</td>\n",
              "      <td>7</td>\n",
              "      <td>Graduate</td>\n",
              "      <td>2499628021</td>\n",
              "      <td>1016148176</td>\n",
              "      <td>2019</td>\n",
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              "    <tr>\n",
              "      <th>378</th>\n",
              "      <td>Kanumuru Raghu Rama Krishna Raju</td>\n",
              "      <td>NARSAPURAM</td>\n",
              "      <td>YSRCP</td>\n",
              "      <td>3</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>3259405378</td>\n",
              "      <td>1014467354</td>\n",
              "      <td>2019</td>\n",
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              "    <tr>\n",
              "      <th>79</th>\n",
              "      <td>Harsimrat Kaur Badal</td>\n",
              "      <td>BATHINDA</td>\n",
              "      <td>SAD</td>\n",
              "      <td>0</td>\n",
              "      <td>10th Pass</td>\n",
              "      <td>2179919870</td>\n",
              "      <td>954852600</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>177</th>\n",
              "      <td>Sukhbir Singh Badal</td>\n",
              "      <td>FIROZPUR</td>\n",
              "      <td>SAD</td>\n",
              "      <td>4</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>2179919870</td>\n",
              "      <td>954852600</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>317</th>\n",
              "      <td>Ranjeetsinha Hindurao Naik Nimbalkar</td>\n",
              "      <td>MADHA</td>\n",
              "      <td>BJP</td>\n",
              "      <td>2</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>1275160578</td>\n",
              "      <td>896315287</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>316</th>\n",
              "      <td>Balashowry Vallabhaneni</td>\n",
              "      <td>MACHILIPATNAM</td>\n",
              "      <td>YSRCP</td>\n",
              "      <td>2</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>990575840</td>\n",
              "      <td>746310844</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>197</th>\n",
              "      <td>Ajay Singh Dharmendra Deol (Sunny Deol)</td>\n",
              "      <td>GURDASPUR</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Others</td>\n",
              "      <td>871925679</td>\n",
              "      <td>534644785</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>56</th>\n",
              "      <td>D.K. Suresh</td>\n",
              "      <td>BANGALORE RURAL</td>\n",
              "      <td>INC</td>\n",
              "      <td>5</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>3388920717</td>\n",
              "      <td>519320305</td>\n",
              "      <td>2019</td>\n",
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            ],
            "text/plain": [
              "                                   Candidate     Constituency  Party  \\\n",
              "264                          Vasanthakumar H    KANNIYAKUMARI    INC   \n",
              "493                    Mala Rajya Laxmi Shah    TEHRI GARHWAL    BJP   \n",
              "102                             Malook Nagar           BIJNOR    BSP   \n",
              "378         Kanumuru Raghu Rama Krishna Raju       NARSAPURAM  YSRCP   \n",
              "79                      Harsimrat Kaur Badal         BATHINDA    SAD   \n",
              "177                      Sukhbir Singh Badal         FIROZPUR    SAD   \n",
              "317     Ranjeetsinha Hindurao Naik Nimbalkar            MADHA    BJP   \n",
              "316                  Balashowry Vallabhaneni    MACHILIPATNAM  YSRCP   \n",
              "197  Ajay Singh Dharmendra Deol (Sunny Deol)        GURDASPUR    BJP   \n",
              "56                               D.K. Suresh  BANGALORE RURAL    INC   \n",
              "\n",
              "     Criminal Cases      Education  Total Assets  Liabilities  Year  \n",
              "264               0  Post Graduate    4174930444   1547511439  2019  \n",
              "493               0      12th Pass    1846640100   1350000000  2019  \n",
              "102               7       Graduate    2499628021   1016148176  2019  \n",
              "378               3  Post Graduate    3259405378   1014467354  2019  \n",
              "79                0      10th Pass    2179919870    954852600  2019  \n",
              "177               4  Post Graduate    2179919870    954852600  2019  \n",
              "317               2      12th Pass    1275160578    896315287  2019  \n",
              "316               2  Post Graduate     990575840    746310844  2019  \n",
              "197               0         Others     871925679    534644785  2019  \n",
              "56                5      12th Pass    3388920717    519320305  2019  "
            ]
          },
          "execution_count": 142,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# List of 10 people with highest liabilities\n",
        "df.nlargest(10 ,'Liabilities')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 153,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 385
        },
        "id": "tFNL9BRSZrLt",
        "outputId": "8d62c593-af1f-43fe-fb92-fedc1d3d3bc7"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "(array([0.5, 1.5, 2.5]), <a list of 3 Text major ticklabel objects>)"
            ]
          },
          "execution_count": 153,
          "metadata": {},
          "output_type": "execute_result"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 600x400 with 2 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.figure(dpi=100)\n",
        "sns.heatmap(df.drop(['Year'] ,axis=1).corr() ,cmap ='viridis' ,annot=True)\n",
        "plt.xticks(color='red')\n",
        "plt.yticks(color='red')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "L6eStglCazEZ"
      },
      "source": [
        "### It shows most of the numerical columns dont have any correlation with each other (as value is 0) except Total assets vs liabilites which are positively correlated."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 133,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "Xhigz68iWQV2",
        "outputId": "14028436-0cc7-458c-ee3b-2ca086621d59"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-2d69e982-982d-4bc9-ab40-3406d465c651\">\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>Candidate</th>\n",
              "      <th>Constituency</th>\n",
              "      <th>Party</th>\n",
              "      <th>Criminal Cases</th>\n",
              "      <th>Education</th>\n",
              "      <th>Total Assets</th>\n",
              "      <th>Liabilities</th>\n",
              "      <th>Year</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Bapu Rao Soyam</td>\n",
              "      <td>ADILABAD</td>\n",
              "      <td>BJP</td>\n",
              "      <td>52</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>3099414</td>\n",
              "      <td>231450</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Satyapal Singh Baghel</td>\n",
              "      <td>AGRA</td>\n",
              "      <td>BJP</td>\n",
              "      <td>5</td>\n",
              "      <td>Doctorate</td>\n",
              "      <td>74274036</td>\n",
              "      <td>8606522</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Patel Hasmukhbhai Somabhai</td>\n",
              "      <td>AHMEDABAD EAST</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Others</td>\n",
              "      <td>74699690</td>\n",
              "      <td>6252577</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Dr. Solanki Kiritbhai</td>\n",
              "      <td>AHMEDABAD WEST</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>89474039</td>\n",
              "      <td>0</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Sujay Radhakrishna Vikhe</td>\n",
              "      <td>AHMEDNAGAR</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Doctorate</td>\n",
              "      <td>168664576</td>\n",
              "      <td>2623964</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>526</th>\n",
              "      <td>Dr.K.C.Patel</td>\n",
              "      <td>VALSAD</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Graduate Professional</td>\n",
              "      <td>68239480</td>\n",
              "      <td>0</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>527</th>\n",
              "      <td>Narendra Modi</td>\n",
              "      <td>VARANASI</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>25136119</td>\n",
              "      <td>0</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>529</th>\n",
              "      <td>Ramakant Bhargava</td>\n",
              "      <td>VIDISHA</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>12th Pass</td>\n",
              "      <td>30032282</td>\n",
              "      <td>3332012</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>536</th>\n",
              "      <td>Ramdas Chandrabhanji Tadas</td>\n",
              "      <td>WARDHA</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>10th Pass</td>\n",
              "      <td>65807822</td>\n",
              "      <td>8961387</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>538</th>\n",
              "      <td>Parvesh Sahib Singh</td>\n",
              "      <td>WEST DELHI</td>\n",
              "      <td>BJP</td>\n",
              "      <td>0</td>\n",
              "      <td>Post Graduate</td>\n",
              "      <td>155195014</td>\n",
              "      <td>40097329</td>\n",
              "      <td>2019</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>301 rows × 8 columns</p>\n",
              "</div>\n",
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              "                                                     [key], {});\n",
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              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "  "
            ],
            "text/plain": [
              "                      Candidate    Constituency Party  Criminal Cases  \\\n",
              "0                Bapu Rao Soyam        ADILABAD   BJP              52   \n",
              "1         Satyapal Singh Baghel            AGRA   BJP               5   \n",
              "2    Patel Hasmukhbhai Somabhai  AHMEDABAD EAST   BJP               0   \n",
              "3         Dr. Solanki Kiritbhai  AHMEDABAD WEST   BJP               0   \n",
              "4      Sujay Radhakrishna Vikhe      AHMEDNAGAR   BJP               0   \n",
              "..                          ...             ...   ...             ...   \n",
              "526                Dr.K.C.Patel          VALSAD   BJP               0   \n",
              "527               Narendra Modi        VARANASI   BJP               0   \n",
              "529           Ramakant Bhargava         VIDISHA   BJP               0   \n",
              "536  Ramdas Chandrabhanji Tadas          WARDHA   BJP               0   \n",
              "538         Parvesh Sahib Singh      WEST DELHI   BJP               0   \n",
              "\n",
              "                 Education  Total Assets  Liabilities  Year  \n",
              "0                12th Pass       3099414       231450  2019  \n",
              "1                Doctorate      74274036      8606522  2019  \n",
              "2                   Others      74699690      6252577  2019  \n",
              "3            Post Graduate      89474039            0  2019  \n",
              "4                Doctorate     168664576      2623964  2019  \n",
              "..                     ...           ...          ...   ...  \n",
              "526  Graduate Professional      68239480            0  2019  \n",
              "527          Post Graduate      25136119            0  2019  \n",
              "529              12th Pass      30032282      3332012  2019  \n",
              "536              10th Pass      65807822      8961387  2019  \n",
              "538          Post Graduate     155195014     40097329  2019  \n",
              "\n",
              "[301 rows x 8 columns]"
            ]
          },
          "execution_count": 133,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "bjp = df.loc[df['Party'] == 'BJP']\n",
        "bjp"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 158,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 488
        },
        "id": "w1nz43nrWhl-",
        "outputId": "14b2a78a-578c-4fe2-e047-7e3e799920c3"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "(array([-5.0e+08,  0.0e+00,  5.0e+08,  1.0e+09,  1.5e+09,  2.0e+09,\n",
              "         2.5e+09,  3.0e+09]), <a list of 8 Text major ticklabel objects>)"
            ]
          },
          "execution_count": 158,
          "metadata": {},
          "output_type": "execute_result"
        },
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 1008x504 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "# plotting the distribution of bjp party winners of their education and total wealth\n",
        "plt.figure(figsize=(14,7))\n",
        "sns.boxplot(y=bjp['Total Assets'] ,x=bjp['Education'])\n",
        "plt.xticks(color='red')\n",
        "plt.yticks(color='red')\n",
        "plt.xlabel('EDUCATION' ,size=12 ,color='violet')\n",
        "plt.ylabel('TOTAL ASSETS' ,size=12 ,color='violet')"
      ]
    }
  ],
  "metadata": {
    "colab": {
      "collapsed_sections": [],
      "provenance": []
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}