diff --git a/Wagishi/Copy_of_Task6_part_3.ipynb b/Wagishi/Copy_of_Task6_part_3.ipynb
new file mode 100644
index 0000000..78e78db
--- /dev/null
+++ b/Wagishi/Copy_of_Task6_part_3.ipynb
@@ -0,0 +1,2311 @@
+{
+  "nbformat": 4,
+  "nbformat_minor": 0,
+  "metadata": {
+    "colab": {
+      "provenance": []
+    },
+    "kernelspec": {
+      "name": "python3",
+      "display_name": "Python 3"
+    },
+    "language_info": {
+      "name": "python"
+    }
+  },
+  "cells": [
+    {
+      "cell_type": "code",
+      "source": [
+        "import pandas as pd\n",
+        "import numpy as np\n",
+        "import matplotlib.pyplot as plt\n",
+        "import seaborn as sns\n"
+      ],
+      "metadata": {
+        "id": "BDFB63ypbVkI"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset = pd.read_csv('CC GENERAL.csv')"
+      ],
+      "metadata": {
+        "id": "MwbMv5cObolR"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "hv9aBX1GaHCj",
+        "outputId": "e6a7da15-605d-4fe0-b253-4f2c1c46ab48"
+      },
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "(8950, 18)"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 5
+        }
+      ],
+      "source": [
+        "dataset.shape"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.head()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 226
+        },
+        "id": "p6J5zQFKb0cX",
+        "outputId": "273baf5e-9f4c-4e8c-99c7-591b090ca605"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "  CUST_ID      BALANCE  BALANCE_FREQUENCY  PURCHASES  ONEOFF_PURCHASES  \\\n",
+              "0  C10001    40.900749           0.818182      95.40              0.00   \n",
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+              "4  C10005   817.714335           1.000000      16.00             16.00   \n",
+              "\n",
+              "   INSTALLMENTS_PURCHASES  CASH_ADVANCE  PURCHASES_FREQUENCY  \\\n",
+              "0                    95.4      0.000000             0.166667   \n",
+              "1                     0.0   6442.945483             0.000000   \n",
+              "2                     0.0      0.000000             1.000000   \n",
+              "3                     0.0    205.788017             0.083333   \n",
+              "4                     0.0      0.000000             0.083333   \n",
+              "\n",
+              "   ONEOFF_PURCHASES_FREQUENCY  PURCHASES_INSTALLMENTS_FREQUENCY  \\\n",
+              "0                    0.000000                          0.083333   \n",
+              "1                    0.000000                          0.000000   \n",
+              "2                    1.000000                          0.000000   \n",
+              "3                    0.083333                          0.000000   \n",
+              "4                    0.083333                          0.000000   \n",
+              "\n",
+              "   CASH_ADVANCE_FREQUENCY  CASH_ADVANCE_TRX  PURCHASES_TRX  CREDIT_LIMIT  \\\n",
+              "0                0.000000                 0              2        1000.0   \n",
+              "1                0.250000                 4              0        7000.0   \n",
+              "2                0.000000                 0             12        7500.0   \n",
+              "3                0.083333                 1              1        7500.0   \n",
+              "4                0.000000                 0              1        1200.0   \n",
+              "\n",
+              "      PAYMENTS  MINIMUM_PAYMENTS  PRC_FULL_PAYMENT  TENURE  \n",
+              "0   201.802084        139.509787          0.000000      12  \n",
+              "1  4103.032597       1072.340217          0.222222      12  \n",
+              "2   622.066742        627.284787          0.000000      12  \n",
+              "3     0.000000               NaN          0.000000      12  \n",
+              "4   678.334763        244.791237          0.000000      12  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-57400bde-ddde-49c8-b887-b46a6b17a46c\" class=\"colab-df-container\">\n",
+              "    <div>\n",
+              "<style scoped>\n",
+              "    .dataframe tbody tr th:only-of-type {\n",
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+              "    <tr style=\"text-align: right;\">\n",
+              "      <th></th>\n",
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+              "      <th>PURCHASES</th>\n",
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+              "      <th>CASH_ADVANCE</th>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <th>TENURE</th>\n",
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+              "      <td>0</td>\n",
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+              "      <td>1000.0</td>\n",
+              "      <td>201.802084</td>\n",
+              "      <td>139.509787</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>1</th>\n",
+              "      <td>C10002</td>\n",
+              "      <td>3202.467416</td>\n",
+              "      <td>0.909091</td>\n",
+              "      <td>0.00</td>\n",
+              "      <td>0.00</td>\n",
+              "      <td>0.0</td>\n",
+              "      <td>6442.945483</td>\n",
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+              "      <td>0.000000</td>\n",
+              "      <td>0.250000</td>\n",
+              "      <td>4</td>\n",
+              "      <td>0</td>\n",
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+              "      <td>4103.032597</td>\n",
+              "      <td>1072.340217</td>\n",
+              "      <td>0.222222</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>2</th>\n",
+              "      <td>C10003</td>\n",
+              "      <td>2495.148862</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>773.17</td>\n",
+              "      <td>773.17</td>\n",
+              "      <td>0.0</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0</td>\n",
+              "      <td>12</td>\n",
+              "      <td>7500.0</td>\n",
+              "      <td>622.066742</td>\n",
+              "      <td>627.284787</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>3</th>\n",
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+              "      <td>1666.670542</td>\n",
+              "      <td>0.636364</td>\n",
+              "      <td>1499.00</td>\n",
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+              "      <td>0.000000</td>\n",
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+              "      <td>12</td>\n",
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+              "      <td>1.000000</td>\n",
+              "      <td>16.00</td>\n",
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+              "\n",
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+              "          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",
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+              "  }\n",
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+              "type": "dataframe",
+              "variable_name": "dataset",
+              "summary": "{\n  \"name\": \"dataset\",\n  \"rows\": 8950,\n  \"fields\": [\n    {\n      \"column\": \"CUST_ID\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 8950,\n        \"samples\": [\n          \"C17875\",\n          \"C16296\",\n          \"C17219\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2081.531879456554,\n        \"min\": 0.0,\n        \"max\": 19043.13856,\n        \"num_unique_values\": 8871,\n        \"samples\": [\n          325.024091,\n          965.514081,\n          203.499251\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.23690400268475698,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 43,\n        \"samples\": [\n          0.428571,\n          0.8,\n          0.2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2136.6347818728423,\n        \"min\": 0.0,\n        \"max\": 49039.57,\n        \"num_unique_values\": 6203,\n        \"samples\": [\n          1361.65,\n          2485.54,\n          2580.63\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ONEOFF_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1659.887917437827,\n        \"min\": 0.0,\n        \"max\": 40761.25,\n        \"num_unique_values\": 4014,\n        \"samples\": [\n          25.62,\n          13007.07,\n          185.63\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"INSTALLMENTS_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 904.3381151753365,\n        \"min\": 0.0,\n        \"max\": 22500.0,\n        \"num_unique_values\": 4452,\n        \"samples\": [\n          228.56,\n          255.58,\n          729.6\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2097.1638766431465,\n        \"min\": 0.0,\n        \"max\": 47137.21176,\n        \"num_unique_values\": 4323,\n        \"samples\": [\n          4473.3497,\n          520.844673,\n          3968.684047\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.40137074736905376,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.8,\n          0.555556,\n          0.2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ONEOFF_PURCHASES_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.2983360651847212,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.909091,\n          0.625,\n          0.181818\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_INSTALLMENTS_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.39744777974542483,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.857143,\n          0.222222,\n          0.142857\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.20012138814749122,\n        \"min\": 0.0,\n        \"max\": 1.5,\n        \"num_unique_values\": 54,\n        \"samples\": [\n          0.222222,\n          0.818182,\n          0.7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6,\n        \"min\": 0,\n        \"max\": 123,\n        \"num_unique_values\": 65,\n        \"samples\": [\n          47,\n          61,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 24,\n        \"min\": 0,\n        \"max\": 358,\n        \"num_unique_values\": 173,\n        \"samples\": [\n          162,\n          216,\n          79\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CREDIT_LIMIT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3638.8157254985426,\n        \"min\": 50.0,\n        \"max\": 30000.0,\n        \"num_unique_values\": 205,\n        \"samples\": [\n          9000.0,\n          3000.0,\n          300.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2895.063756904579,\n        \"min\": 0.0,\n        \"max\": 50721.48336,\n        \"num_unique_values\": 8711,\n        \"samples\": [\n          810.671862,\n          5943.975673,\n          7079.1781\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MINIMUM_PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2372.446606583975,\n        \"min\": 0.019163,\n        \"max\": 76406.20752,\n        \"num_unique_values\": 8636,\n        \"samples\": [\n          173.484575,\n          185.120378,\n          163.711273\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PRC_FULL_PAYMENT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.29249919623387977,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.583333,\n          0.272727,\n          0.1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"TENURE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 6,\n        \"max\": 12,\n        \"num_unique_values\": 7,\n        \"samples\": [\n          12,\n          8,\n          7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 6
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.drop(columns = 'CUST_ID', inplace = True)"
+      ],
+      "metadata": {
+        "id": "7hytDid-cK-i"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.describe()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 320
+        },
+        "id": "dvEh4izRcUoQ",
+        "outputId": "db980271-87ad-4224-9058-ad8e6efb4750"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "            BALANCE  BALANCE_FREQUENCY     PURCHASES  ONEOFF_PURCHASES  \\\n",
+              "count   8950.000000        8950.000000   8950.000000       8950.000000   \n",
+              "mean    1564.474828           0.877271   1003.204834        592.437371   \n",
+              "std     2081.531879           0.236904   2136.634782       1659.887917   \n",
+              "min        0.000000           0.000000      0.000000          0.000000   \n",
+              "25%      128.281915           0.888889     39.635000          0.000000   \n",
+              "50%      873.385231           1.000000    361.280000         38.000000   \n",
+              "75%     2054.140036           1.000000   1110.130000        577.405000   \n",
+              "max    19043.138560           1.000000  49039.570000      40761.250000   \n",
+              "\n",
+              "       INSTALLMENTS_PURCHASES  CASH_ADVANCE  PURCHASES_FREQUENCY  \\\n",
+              "count             8950.000000   8950.000000          8950.000000   \n",
+              "mean               411.067645    978.871112             0.490351   \n",
+              "std                904.338115   2097.163877             0.401371   \n",
+              "min                  0.000000      0.000000             0.000000   \n",
+              "25%                  0.000000      0.000000             0.083333   \n",
+              "50%                 89.000000      0.000000             0.500000   \n",
+              "75%                468.637500   1113.821139             0.916667   \n",
+              "max              22500.000000  47137.211760             1.000000   \n",
+              "\n",
+              "       ONEOFF_PURCHASES_FREQUENCY  PURCHASES_INSTALLMENTS_FREQUENCY  \\\n",
+              "count                 8950.000000                       8950.000000   \n",
+              "mean                     0.202458                          0.364437   \n",
+              "std                      0.298336                          0.397448   \n",
+              "min                      0.000000                          0.000000   \n",
+              "25%                      0.000000                          0.000000   \n",
+              "50%                      0.083333                          0.166667   \n",
+              "75%                      0.300000                          0.750000   \n",
+              "max                      1.000000                          1.000000   \n",
+              "\n",
+              "       CASH_ADVANCE_FREQUENCY  CASH_ADVANCE_TRX  PURCHASES_TRX  CREDIT_LIMIT  \\\n",
+              "count             8950.000000       8950.000000    8950.000000   8949.000000   \n",
+              "mean                 0.135144          3.248827      14.709832   4494.449450   \n",
+              "std                  0.200121          6.824647      24.857649   3638.815725   \n",
+              "min                  0.000000          0.000000       0.000000     50.000000   \n",
+              "25%                  0.000000          0.000000       1.000000   1600.000000   \n",
+              "50%                  0.000000          0.000000       7.000000   3000.000000   \n",
+              "75%                  0.222222          4.000000      17.000000   6500.000000   \n",
+              "max                  1.500000        123.000000     358.000000  30000.000000   \n",
+              "\n",
+              "           PAYMENTS  MINIMUM_PAYMENTS  PRC_FULL_PAYMENT       TENURE  \n",
+              "count   8950.000000       8637.000000       8950.000000  8950.000000  \n",
+              "mean    1733.143852        864.206542          0.153715    11.517318  \n",
+              "std     2895.063757       2372.446607          0.292499     1.338331  \n",
+              "min        0.000000          0.019163          0.000000     6.000000  \n",
+              "25%      383.276166        169.123707          0.000000    12.000000  \n",
+              "50%      856.901546        312.343947          0.000000    12.000000  \n",
+              "75%     1901.134317        825.485459          0.142857    12.000000  \n",
+              "max    50721.483360      76406.207520          1.000000    12.000000  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-0c738964-f43a-48e4-9570-5668cf3171e6\" 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>BALANCE</th>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <th>TENURE</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>count</th>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8949.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8637.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>mean</th>\n",
+              "      <td>1564.474828</td>\n",
+              "      <td>0.877271</td>\n",
+              "      <td>1003.204834</td>\n",
+              "      <td>592.437371</td>\n",
+              "      <td>411.067645</td>\n",
+              "      <td>978.871112</td>\n",
+              "      <td>0.490351</td>\n",
+              "      <td>0.202458</td>\n",
+              "      <td>0.364437</td>\n",
+              "      <td>0.135144</td>\n",
+              "      <td>3.248827</td>\n",
+              "      <td>14.709832</td>\n",
+              "      <td>4494.449450</td>\n",
+              "      <td>1733.143852</td>\n",
+              "      <td>864.206542</td>\n",
+              "      <td>0.153715</td>\n",
+              "      <td>11.517318</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>std</th>\n",
+              "      <td>2081.531879</td>\n",
+              "      <td>0.236904</td>\n",
+              "      <td>2136.634782</td>\n",
+              "      <td>1659.887917</td>\n",
+              "      <td>904.338115</td>\n",
+              "      <td>2097.163877</td>\n",
+              "      <td>0.401371</td>\n",
+              "      <td>0.298336</td>\n",
+              "      <td>0.397448</td>\n",
+              "      <td>0.200121</td>\n",
+              "      <td>6.824647</td>\n",
+              "      <td>24.857649</td>\n",
+              "      <td>3638.815725</td>\n",
+              "      <td>2895.063757</td>\n",
+              "      <td>2372.446607</td>\n",
+              "      <td>0.292499</td>\n",
+              "      <td>1.338331</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>min</th>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>50.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.019163</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>6.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>25%</th>\n",
+              "      <td>128.281915</td>\n",
+              "      <td>0.888889</td>\n",
+              "      <td>39.635000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1600.000000</td>\n",
+              "      <td>383.276166</td>\n",
+              "      <td>169.123707</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>50%</th>\n",
+              "      <td>873.385231</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>361.280000</td>\n",
+              "      <td>38.000000</td>\n",
+              "      <td>89.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.500000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.166667</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>7.000000</td>\n",
+              "      <td>3000.000000</td>\n",
+              "      <td>856.901546</td>\n",
+              "      <td>312.343947</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>75%</th>\n",
+              "      <td>2054.140036</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1110.130000</td>\n",
+              "      <td>577.405000</td>\n",
+              "      <td>468.637500</td>\n",
+              "      <td>1113.821139</td>\n",
+              "      <td>0.916667</td>\n",
+              "      <td>0.300000</td>\n",
+              "      <td>0.750000</td>\n",
+              "      <td>0.222222</td>\n",
+              "      <td>4.000000</td>\n",
+              "      <td>17.000000</td>\n",
+              "      <td>6500.000000</td>\n",
+              "      <td>1901.134317</td>\n",
+              "      <td>825.485459</td>\n",
+              "      <td>0.142857</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>max</th>\n",
+              "      <td>19043.138560</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>49039.570000</td>\n",
+              "      <td>40761.250000</td>\n",
+              "      <td>22500.000000</td>\n",
+              "      <td>47137.211760</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.500000</td>\n",
+              "      <td>123.000000</td>\n",
+              "      <td>358.000000</td>\n",
+              "      <td>30000.000000</td>\n",
+              "      <td>50721.483360</td>\n",
+              "      <td>76406.207520</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div>\n",
+              "    <div class=\"colab-df-buttons\">\n",
+              "\n",
+              "  <div class=\"colab-df-container\">\n",
+              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0c738964-f43a-48e4-9570-5668cf3171e6')\"\n",
+              "            title=\"Convert this dataframe to an interactive table.\"\n",
+              "            style=\"display:none;\">\n",
+              "\n",
+              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
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+              "  </svg>\n",
+              "    </button>\n",
+              "\n",
+              "  <style>\n",
+              "    .colab-df-container {\n",
+              "      display:flex;\n",
+              "      gap: 12px;\n",
+              "    }\n",
+              "\n",
+              "    .colab-df-convert {\n",
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+              "      border: none;\n",
+              "      border-radius: 50%;\n",
+              "      cursor: pointer;\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-0c738964-f43a-48e4-9570-5668cf3171e6 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-0c738964-f43a-48e4-9570-5668cf3171e6');\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-d05189d6-0a46-4d8a-b451-0c5dad858847\">\n",
+              "      <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-d05189d6-0a46-4d8a-b451-0c5dad858847')\"\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-d05189d6-0a46-4d8a-b451-0c5dad858847 button');\n",
+              "          quickchartButtonEl.style.display =\n",
+              "            google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "        })();\n",
+              "      </script>\n",
+              "    </div>\n",
+              "\n",
+              "    </div>\n",
+              "  </div>\n"
+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "summary": "{\n  \"name\": \"dataset\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6590.634765473159,\n        \"min\": 0.0,\n        \"max\": 19043.13856,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          1564.4748276781006,\n          873.385231,\n          8950.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3164.0501764110654,\n        \"min\": 0.0,\n        \"max\": 8950.0,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          8950.0,\n          0.8772707255865921,\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES\",\n      \"properties\": {\n        \"dtype\": 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        11.51731843575419,\n          12.0,\n          1.3383307693673308\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 8
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.isnull().sum()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 617
+        },
+        "id": "RQ_b67QRcnDP",
+        "outputId": "773873fa-8c2a-482f-a453-ed7271518a7c"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "BALANCE                               0\n",
+              "BALANCE_FREQUENCY                     0\n",
+              "PURCHASES                             0\n",
+              "ONEOFF_PURCHASES                      0\n",
+              "INSTALLMENTS_PURCHASES                0\n",
+              "CASH_ADVANCE                          0\n",
+              "PURCHASES_FREQUENCY                   0\n",
+              "ONEOFF_PURCHASES_FREQUENCY            0\n",
+              "PURCHASES_INSTALLMENTS_FREQUENCY      0\n",
+              "CASH_ADVANCE_FREQUENCY                0\n",
+              "CASH_ADVANCE_TRX                      0\n",
+              "PURCHASES_TRX                         0\n",
+              "CREDIT_LIMIT                          1\n",
+              "PAYMENTS                              0\n",
+              "MINIMUM_PAYMENTS                    313\n",
+              "PRC_FULL_PAYMENT                      0\n",
+              "TENURE                                0\n",
+              "dtype: int64"
+            ],
+            "text/html": [
+              "<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>0</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>BALANCE</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <td>1</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <td>313</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>TENURE</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div><br><label><b>dtype:</b> int64</label>"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 9
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset = dataset.fillna(dataset.mean())"
+      ],
+      "metadata": {
+        "id": "dlsZhI-BemWP"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "cols = 4\n",
+        "num_features = dataset.shape[1]\n",
+        "rows = int(np.ceil(num_features / cols))\n",
+        "\n",
+        "# Create subplots matrix\n",
+        "plt.figure(figsize=(20, rows * 3))\n",
+        "\n",
+        "for i, column in enumerate(dataset.columns):\n",
+        "    plt.subplot(rows, cols, i + 1)\n",
+        "    sns.boxplot(y=dataset[column], color=\"skyblue\")\n",
+        "    plt.title(column, fontsize=10)\n",
+        "    plt.tight_layout()\n",
+        "\n",
+        "plt.suptitle(\"Boxplots of All Features (Outlier Detection)\", fontsize=16, y=1.02)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 1000
+        },
+        "id": "D0iiFhebixGP",
+        "outputId": "f32b2fba-a9f7-45ed-b395-0e14e30f7978"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 2000x1500 with 17 Axes>"
+            ],
+            "image/png": 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+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "Q1 = dataset.quantile(0.08)\n",
+        "Q3 = dataset.quantile(0.95)\n",
+        "IQR = Q3 - Q1\n",
+        "\n",
+        "lower_bound = Q1 - 1.5 * IQR\n",
+        "upper_bound = Q3 + 1.5 * IQR\n",
+        "dataset_cleaned = dataset[~((dataset < lower_bound) | (dataset > upper_bound)).any(axis=1)]\n",
+        "\n",
+        "print(\"Original dataset shape:\", dataset.shape)\n",
+        "print(\"After outlier removal:\", dataset_cleaned.shape)"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "d7KoDu_QmSLR",
+        "outputId": "47224aef-3118-48db-fda1-208c2a34b38d"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Original dataset shape: (8950, 17)\n",
+            "After outlier removal: (8569, 17)\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "here we have around 4.25% of loss"
+      ],
+      "metadata": {
+        "id": "EQdfkNNtoRN7"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.preprocessing import StandardScaler\n",
+        "scaler = StandardScaler()\n",
+        "X = scaler.fit_transform(dataset_cleaned)"
+      ],
+      "metadata": {
+        "id": "jaG3WSw5x1DK"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.cluster import KMeans\n",
+        "sse = []\n",
+        "for k in range(1,10):\n",
+        "    km = KMeans(n_clusters=k, random_state=42)\n",
+        "    km.fit(X)\n",
+        "    sse.append(km.inertia_)\n",
+        "plt.plot(range(1,10), sse, marker='o')\n",
+        "plt.title('Elbow Method')\n",
+        "plt.xlabel('Number of clusters')\n",
+        "plt.ylabel('SSE')\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 472
+        },
+        "id": "kJhAZ8FyoQ0J",
+        "outputId": "991bf445-9acc-438b-de11-f3e90950ef8e"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 640x480 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "we will take k=6\n",
+        "\n",
+        "```\n",
+        "# This is formatted as code\n",
+        "```\n",
+        "\n"
+      ],
+      "metadata": {
+        "id": "RIx05-yjtLry"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.cluster import KMeans\n",
+        "k = 6\n",
+        "km = KMeans(n_clusters=k, random_state=42, n_init=10)\n",
+        "labels = km.fit_predict(X)\n",
+        "# Create a copy to avoid SettingWithCopyWarning\n",
+        "dataset_cleaned_copy = dataset_cleaned.copy()\n",
+        "dataset_cleaned_copy['cluster_kmeans'] = labels"
+      ],
+      "metadata": {
+        "id": "6WgChFRpqDiL"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.decomposition import PCA\n",
+        "pca = PCA(n_components=3)\n",
+        "coords = pca.fit_transform(X)\n",
+        "plt.figure(figsize=(8,6))\n",
+        "sns.scatterplot(x=coords[:,0], y=coords[:,1], hue=labels, palette='tab10')\n",
+        "plt.title(\"K-means clusters (k={})\".format(k))\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 545
+        },
+        "id": "K8WDFXXotbPf",
+        "outputId": "2bce0692-5ef5-40bd-f871-0710392a70d1"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 800x600 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset_cleaned_copy.groupby('cluster_kmeans').mean()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 289
+        },
+        "id": "DcDCRk7VtiAM",
+        "outputId": "45c20be6-6298-4dc8-8921-49dada0721eb"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "                    BALANCE  BALANCE_FREQUENCY    PURCHASES  ONEOFF_PURCHASES  \\\n",
+              "cluster_kmeans                                                                  \n",
+              "0               4522.939739           0.965975   406.371053        248.755215   \n",
+              "1                 96.193561           0.372091   286.445601        168.770475   \n",
+              "2               1401.036157           0.964424   189.076916        151.508577   \n",
+              "3                654.316351           0.948844   820.595299        131.958483   \n",
+              "4               1134.926382           0.957166  1621.564268       1329.445534   \n",
+              "5               2424.432297           0.984441  4189.300860       2609.279626   \n",
+              "\n",
+              "                INSTALLMENTS_PURCHASES  CASH_ADVANCE  PURCHASES_FREQUENCY  \\\n",
+              "cluster_kmeans                                                              \n",
+              "0                           157.713129   3988.356969             0.279674   \n",
+              "1                           117.892532    287.821017             0.266517   \n",
+              "2                            37.736216    731.982897             0.137624   \n",
+              "3                           689.230488    181.674503             0.886187   \n",
+              "4                           292.165005    207.228087             0.813699   \n",
+              "5                          1580.021234    631.750314             0.957569   \n",
+              "\n",
+              "                ONEOFF_PURCHASES_FREQUENCY  PURCHASES_INSTALLMENTS_FREQUENCY  \\\n",
+              "cluster_kmeans                                                                 \n",
+              "0                                 0.123670                          0.182260   \n",
+              "1                                 0.068879                          0.187525   \n",
+              "2                                 0.075898                          0.060991   \n",
+              "3                                 0.073473                          0.834902   \n",
+              "4                                 0.704085                          0.341441   \n",
+              "5                                 0.670661                          0.821473   \n",
+              "\n",
+              "                CASH_ADVANCE_FREQUENCY  CASH_ADVANCE_TRX  PURCHASES_TRX  \\\n",
+              "cluster_kmeans                                                            \n",
+              "0                             0.459027         12.198086       6.592344   \n",
+              "1                             0.035147          0.703323       3.973892   \n",
+              "2                             0.159931          2.922816       2.339232   \n",
+              "3                             0.038322          0.704478      17.689055   \n",
+              "4                             0.046107          0.818697      23.084986   \n",
+              "5                             0.082240          1.953271      59.650467   \n",
+              "\n",
+              "                CREDIT_LIMIT     PAYMENTS  MINIMUM_PAYMENTS  PRC_FULL_PAYMENT  \\\n",
+              "cluster_kmeans                                                                  \n",
+              "0                7375.363201  2868.052462       1578.648390          0.029699   \n",
+              "1                3604.375883   859.296157        257.258277          0.226135   \n",
+              "2                3059.946034   865.850345        572.581917          0.020211   \n",
+              "3                3289.846349   943.358847        486.585978          0.269819   \n",
+              "4                5477.647867  1655.952999        453.563385          0.244121   \n",
+              "5                7746.635514  4067.186133        943.579349          0.251098   \n",
+              "\n",
+              "                   TENURE  \n",
+              "cluster_kmeans             \n",
+              "0               11.426794  \n",
+              "1               11.263449  \n",
+              "2               11.496988  \n",
+              "3               11.474627  \n",
+              "4               11.758263  \n",
+              "5               11.915888  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-e31c9a41-907f-4dd6-b8f6-25025149179f\" 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>BALANCE</th>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <th>TENURE</th>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>cluster_kmeans</th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>0</th>\n",
+              "      <td>4522.939739</td>\n",
+              "      <td>0.965975</td>\n",
+              "      <td>406.371053</td>\n",
+              "      <td>248.755215</td>\n",
+              "      <td>157.713129</td>\n",
+              "      <td>3988.356969</td>\n",
+              "      <td>0.279674</td>\n",
+              "      <td>0.123670</td>\n",
+              "      <td>0.182260</td>\n",
+              "      <td>0.459027</td>\n",
+              "      <td>12.198086</td>\n",
+              "      <td>6.592344</td>\n",
+              "      <td>7375.363201</td>\n",
+              "      <td>2868.052462</td>\n",
+              "      <td>1578.648390</td>\n",
+              "      <td>0.029699</td>\n",
+              "      <td>11.426794</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>1</th>\n",
+              "      <td>96.193561</td>\n",
+              "      <td>0.372091</td>\n",
+              "      <td>286.445601</td>\n",
+              "      <td>168.770475</td>\n",
+              "      <td>117.892532</td>\n",
+              "      <td>287.821017</td>\n",
+              "      <td>0.266517</td>\n",
+              "      <td>0.068879</td>\n",
+              "      <td>0.187525</td>\n",
+              "      <td>0.035147</td>\n",
+              "      <td>0.703323</td>\n",
+              "      <td>3.973892</td>\n",
+              "      <td>3604.375883</td>\n",
+              "      <td>859.296157</td>\n",
+              "      <td>257.258277</td>\n",
+              "      <td>0.226135</td>\n",
+              "      <td>11.263449</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>2</th>\n",
+              "      <td>1401.036157</td>\n",
+              "      <td>0.964424</td>\n",
+              "      <td>189.076916</td>\n",
+              "      <td>151.508577</td>\n",
+              "      <td>37.736216</td>\n",
+              "      <td>731.982897</td>\n",
+              "      <td>0.137624</td>\n",
+              "      <td>0.075898</td>\n",
+              "      <td>0.060991</td>\n",
+              "      <td>0.159931</td>\n",
+              "      <td>2.922816</td>\n",
+              "      <td>2.339232</td>\n",
+              "      <td>3059.946034</td>\n",
+              "      <td>865.850345</td>\n",
+              "      <td>572.581917</td>\n",
+              "      <td>0.020211</td>\n",
+              "      <td>11.496988</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>3</th>\n",
+              "      <td>654.316351</td>\n",
+              "      <td>0.948844</td>\n",
+              "      <td>820.595299</td>\n",
+              "      <td>131.958483</td>\n",
+              "      <td>689.230488</td>\n",
+              "      <td>181.674503</td>\n",
+              "      <td>0.886187</td>\n",
+              "      <td>0.073473</td>\n",
+              "      <td>0.834902</td>\n",
+              "      <td>0.038322</td>\n",
+              "      <td>0.704478</td>\n",
+              "      <td>17.689055</td>\n",
+              "      <td>3289.846349</td>\n",
+              "      <td>943.358847</td>\n",
+              "      <td>486.585978</td>\n",
+              "      <td>0.269819</td>\n",
+              "      <td>11.474627</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>4</th>\n",
+              "      <td>1134.926382</td>\n",
+              "      <td>0.957166</td>\n",
+              "      <td>1621.564268</td>\n",
+              "      <td>1329.445534</td>\n",
+              "      <td>292.165005</td>\n",
+              "      <td>207.228087</td>\n",
+              "      <td>0.813699</td>\n",
+              "      <td>0.704085</td>\n",
+              "      <td>0.341441</td>\n",
+              "      <td>0.046107</td>\n",
+              "      <td>0.818697</td>\n",
+              "      <td>23.084986</td>\n",
+              "      <td>5477.647867</td>\n",
+              "      <td>1655.952999</td>\n",
+              "      <td>453.563385</td>\n",
+              "      <td>0.244121</td>\n",
+              "      <td>11.758263</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>5</th>\n",
+              "      <td>2424.432297</td>\n",
+              "      <td>0.984441</td>\n",
+              "      <td>4189.300860</td>\n",
+              "      <td>2609.279626</td>\n",
+              "      <td>1580.021234</td>\n",
+              "      <td>631.750314</td>\n",
+              "      <td>0.957569</td>\n",
+              "      <td>0.670661</td>\n",
+              "      <td>0.821473</td>\n",
+              "      <td>0.082240</td>\n",
+              "      <td>1.953271</td>\n",
+              "      <td>59.650467</td>\n",
+              "      <td>7746.635514</td>\n",
+              "      <td>4067.186133</td>\n",
+              "      <td>943.579349</td>\n",
+              "      <td>0.251098</td>\n",
+              "      <td>11.915888</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div>\n",
+              "    <div class=\"colab-df-buttons\">\n",
+              "\n",
+              "  <div class=\"colab-df-container\">\n",
+              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e31c9a41-907f-4dd6-b8f6-25025149179f')\"\n",
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+              "            style=\"display:none;\">\n",
+              "\n",
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+              "  </svg>\n",
+              "    </button>\n",
+              "\n",
+              "  <style>\n",
+              "    .colab-df-container {\n",
+              "      display:flex;\n",
+              "      gap: 12px;\n",
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+              "\n",
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+              "      background-color: #E8F0FE;\n",
+              "      border: none;\n",
+              "      border-radius: 50%;\n",
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+              "      width: 32px;\n",
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+              "      fill: #174EA6;\n",
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+              "\n",
+              "    .colab-df-buttons div {\n",
+              "      margin-bottom: 4px;\n",
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+              "\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",
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+              "  </style>\n",
+              "\n",
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+              "      const buttonEl =\n",
+              "        document.querySelector('#df-e31c9a41-907f-4dd6-b8f6-25025149179f 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-e31c9a41-907f-4dd6-b8f6-25025149179f');\n",
+              "        const dataTable =\n",
+              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
+              "                                                    [key], {});\n",
+              "        if (!dataTable) return;\n",
+              "\n",
+              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
+              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
+              "          + ' to learn more about interactive tables.';\n",
+              "        element.innerHTML = '';\n",
+              "        dataTable['output_type'] = 'display_data';\n",
+              "        await google.colab.output.renderOutput(dataTable, element);\n",
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+              "        docLink.innerHTML = docLinkHtml;\n",
+              "        element.appendChild(docLink);\n",
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+              "  </div>\n",
+              "\n",
+              "\n",
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+              "    </g>\n",
+              "</svg>\n",
+              "      </button>\n",
+              "\n",
+              "<style>\n",
+              "  .colab-df-quickchart {\n",
+              "      --bg-color: #E8F0FE;\n",
+              "      --fill-color: #1967D2;\n",
+              "      --hover-bg-color: #E2EBFA;\n",
+              "      --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",
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+              "  .colab-df-quickchart {\n",
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+              "    cursor: pointer;\n",
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+              "    fill: var(--button-hover-fill-color);\n",
+              "  }\n",
+              "\n",
+              "  .colab-df-quickchart-complete:disabled,\n",
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+              "    background-color: var(--disabled-bg-color);\n",
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+              "\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",
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+              "            console.error('Error during call to suggestCharts:', error);\n",
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+              "          quickchartButtonEl.classList.remove('colab-df-spinner');\n",
+              "          quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
+              "        }\n",
+              "        (() => {\n",
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+              "          quickchartButtonEl.style.display =\n",
+              "            google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "        })();\n",
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+              "\n",
+              "    </div>\n",
+              "  </div>\n"
+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "summary": "{\n  \"name\": \"dataset_cleaned_copy\",\n  \"rows\": 6,\n  \"fields\": [\n    {\n      \"column\": \"cluster_kmeans\",\n      \"properties\": {\n        \"dtype\": \"int32\",\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0,\n          1,\n          5\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1585.4297194138173,\n        \"min\": 96.19356076186709,\n        \"max\": 4522.939739109091,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          4522.939739109091,\n          96.19356076186709,\n          2424.4322969065424\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.24200387443620977,\n        \"min\": 0.37209111471518985,\n        \"max\": 0.9844411476635514,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.9659749387559808,\n          0.37209111471518985,\n          0.9844411476635514\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1531.509901727683,\n        \"min\": 189.07691641566265,\n        \"max\": 4189.300859813084,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          406.37105263157895,\n          286.4456012658228,\n          4189.300859813084\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ONEOFF_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1011.7969890324566,\n        \"min\": 131.95848258706468,\n        \"max\": 2609.2796261682247,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          248.7552153110048,\n          168.7704746835443,\n          2609.2796261682247\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"INSTALLMENTS_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 586.462175832776,\n        \"min\": 37.73621611445783,\n        \"max\": 1580.0212336448599,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          157.71312918660288,\n          117.89253164556962,\n          1580.0212336448599\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1479.3865505882202,\n        \"min\": 181.67450317313433,\n        \"max\": 3988.3569692708134,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          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  0.6706610841121495\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_INSTALLMENTS_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.3398693233906508,\n        \"min\": 0.060990673945783135,\n        \"max\": 0.8349023427860697,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.1822602057416268,\n          0.18752511392405063,\n          0.8214728280373831\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.16468081654350994,\n        \"min\": 0.03514696202531646,\n        \"max\": 0.4590274,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.4590274,\n          0.03514696202531646,\n          0.08224014392523364\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 4.488355208614531,\n        \"min\": 0.7033227848101266,\n        \"max\": 12.198086124401915,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          12.198086124401915,\n          0.7033227848101266,\n          1.9532710280373833\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 21.57825930452087,\n        \"min\": 2.3392319277108435,\n        \"max\": 59.65046728971963,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          6.592344497607655,\n          3.973892405063291,\n          59.65046728971963\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CREDIT_LIMIT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2097.598034190415,\n        \"min\": 3059.9460341366716,\n        \"max\": 7746.6355140186915,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          7375.363201392345,\n          3604.375883003453,\n          7746.6355140186915\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1323.4645224343767,\n        \"min\": 859.2961573789557,\n        \"max\": 4067.1861329327103,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          2868.052461689952,\n          859.2961573789557,\n          4067.1861329327103\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MINIMUM_PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 479.2637487904738,\n        \"min\": 257.25827742885076,\n        \"max\": 1578.6483896176467,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          1578.6483896176467,\n          257.25827742885076,\n          943.5793494994773\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PRC_FULL_PAYMENT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.11595927574818422,\n        \"min\": 0.02021058546686747,\n        \"max\": 0.26981905820895524,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.029699403827751197,\n          0.22613452215189875,\n          0.2510976654205608\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"TENURE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.23782909573500602,\n        \"min\": 11.263449367088608,\n        \"max\": 11.91588785046729,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          11.426794258373207,\n          11.263449367088608,\n          11.91588785046729\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 19
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from scipy.cluster.hierarchy import linkage, dendrogram\n",
+        "\n",
+        "sample_idx = np.random.choice(range(len(X)), size=500, replace=False)\n",
+        "X_sub = X[sample_idx]\n",
+        "\n",
+        "link_mat = linkage(X_sub, method='ward')\n",
+        "plt.figure(figsize=(10,6))\n",
+        "dendrogram(link_mat, truncate_mode='level', p=5)\n",
+        "plt.title(\"Dendrogram for Hierarchical Clustering\")\n",
+        "plt.xlabel(\"Data Points\")\n",
+        "plt.ylabel(\"Distance\")\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 567
+        },
+        "id": "HNG8MQT7ufCF",
+        "outputId": "7a65c3ae-9330-4307-aeab-4cf77661ddd2"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1000x600 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.cluster import AgglomerativeClustering\n",
+        "n_clusters = 5\n",
+        "ag = AgglomerativeClustering(n_clusters=n_clusters, linkage='ward')\n",
+        "labels_h = ag.fit_predict(X)\n",
+        "\n",
+        "dataset_cleaned_copy['cluster_hier'] = labels_h"
+      ],
+      "metadata": {
+        "id": "grI7wG2Hvzav"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(\"\\n===== PART 2: PCA on Iris Dataset =====\")"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "MRBEMp8fOwx8",
+        "outputId": "572f6b9f-4e85-4b1d-941a-b0b740009752"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "\n",
+            "===== PART 2: PCA on Iris Dataset =====\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.datasets import load_iris\n",
+        "from sklearn.preprocessing import StandardScaler\n",
+        "from sklearn.decomposition import PCA\n",
+        "import matplotlib.pyplot as plt\n",
+        "import seaborn as sns\n",
+        "import pandas as pd\n"
+      ],
+      "metadata": {
+        "id": "yIrX4EclPcjL"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "iris = load_iris()\n",
+        "X = iris.data\n",
+        "y = iris.target\n",
+        "target_names = iris.target_names\n"
+      ],
+      "metadata": {
+        "id": "ki3RhTuHPgfy"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "scaler = StandardScaler()\n",
+        "X_scaled = scaler.fit_transform(X)"
+      ],
+      "metadata": {
+        "id": "62Azb2EOPjby"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "pca = PCA(n_components=2)\n",
+        "X_pca = pca.fit_transform(X_scaled)"
+      ],
+      "metadata": {
+        "id": "eBTFq_yhPmQt"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(\"Explained variance ratio for 2 components:\", pca.explained_variance_ratio_)\n",
+        "print(\"Total variance explained:\", np.sum(pca.explained_variance_ratio_))"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "T_VQGiqoQFdb",
+        "outputId": "a762bd4e-d8ae-47c3-f780-ae8a8f152310"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Explained variance ratio for 2 components: [0.72962445 0.22850762]\n",
+            "Total variance explained: 0.9581320720000166\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "iris_pca_df = pd.DataFrame(data=X_pca, columns=['PC1', 'PC2'])\n",
+        "iris_pca_df['target'] = y"
+      ],
+      "metadata": {
+        "id": "B4CXvE_hQT_j"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "plt.figure(figsize=(7,5))\n",
+        "sns.scatterplot(data=iris_pca_df, x='PC1', y='PC2', hue='target', palette='Set2', s=70)\n",
+        "plt.title(\"PCA on Iris Dataset (2 Components)\")\n",
+        "plt.xlabel(\"Principal Component 1\")\n",
+        "plt.ylabel(\"Principal Component 2\")\n",
+        "plt.legend(labels=target_names)\n",
+        "plt.grid(True)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "id": "DT_JahKkQel_",
+        "outputId": "a11449f7-8817-4028-8b9f-269fe6f8e61b",
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 487
+        }
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 700x500 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "pca_full = PCA().fit(X_scaled)\n",
+        "plt.figure(figsize=(7,4))\n",
+        "plt.plot(np.cumsum(pca_full.explained_variance_ratio_), marker='o')\n",
+        "plt.xlabel(\"Number of Components\")\n",
+        "plt.ylabel(\"Cumulative Explained Variance\")\n",
+        "plt.title(\"Scree Plot (Iris Dataset)\")\n",
+        "plt.grid(True)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "id": "vRAK3MunQhUN",
+        "outputId": "a1eb4795-a2f3-4501-bcc5-088097c7e8a6",
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 410
+        }
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 700x400 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(\"\\n===== PART 3: PCA + KMeans on Digits Dataset =====\")\n",
+        "\n",
+        "from sklearn.datasets import load_digits\n",
+        "from sklearn.preprocessing import StandardScaler\n",
+        "from sklearn.decomposition import PCA\n",
+        "from sklearn.cluster import KMeans\n",
+        "from sklearn.metrics import adjusted_rand_score\n",
+        "import matplotlib.pyplot as plt\n",
+        "import numpy as np"
+      ],
+      "metadata": {
+        "id": "HO20CVgRQkIj",
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "outputId": "8ebc8e74-3b8a-48a1-b366-89f21f46eb83"
+      },
+      "execution_count": 1,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "\n",
+            "===== PART 3: PCA + KMeans on Digits Dataset =====\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "digits = load_digits()\n",
+        "X = digits.data\n",
+        "y = digits.target"
+      ],
+      "metadata": {
+        "id": "Cnx0byD1Rs9d"
+      },
+      "execution_count": 2,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "scaler = StandardScaler()\n",
+        "X_scaled = scaler.fit_transform(X)"
+      ],
+      "metadata": {
+        "id": "D0E7qsfGRv0J"
+      },
+      "execution_count": 3,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "n_components_list = [10, 20, 30, 40, 50, 64]\n",
+        "explained_var = []\n",
+        "ari_scores = []"
+      ],
+      "metadata": {
+        "id": "_D1sKQtERz9p"
+      },
+      "execution_count": 16,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "for n in n_components_list:\n",
+        "    pca = PCA(n_components=n, random_state=42)\n",
+        "    X_pca = pca.fit_transform(X_scaled)\n",
+        "    explained_var.append(np.sum(pca.explained_variance_ratio_))\n",
+        "    kmeans = KMeans(n_clusters=10, random_state=42, n_init=10)\n",
+        "    labels = kmeans.fit_predict(X_pca)\n",
+        "    ari_scores.append(adjusted_rand_score(y, labels))"
+      ],
+      "metadata": {
+        "id": "uf-DP-RyR3um"
+      },
+      "execution_count": 17,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(f\"n_components={n:2d} | Explained variance={explained_var[-1]:.4f} | ARI={ari_scores[-1]:.4f}\")"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "vAQ_OsXBSLp-",
+        "outputId": "f9a6ba19-c697-4fa4-b341-ce0723b40384"
+      },
+      "execution_count": 15,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "n_components=64 | Explained variance=1.0000 | ARI=0.5344\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "plt.figure(figsize=(12, 5))\n",
+        "\n",
+        "plt.subplot(1, 2, 1)\n",
+        "plt.plot(n_components_list, explained_var, marker='o')\n",
+        "plt.title(\"Digits: Explained Variance vs PCA Components\")\n",
+        "plt.xlabel(\"Number of PCA Components\")\n",
+        "plt.ylabel(\"Cumulative Explained Variance\")\n",
+        "plt.grid(True)\n",
+        "\n",
+        "plt.subplot(1, 2, 2)\n",
+        "plt.plot(n_components_list, ari_scores, marker='o', color='orange')\n",
+        "plt.title(\"Digits: ARI vs PCA Components\")\n",
+        "plt.xlabel(\"Number of PCA Components\")\n",
+        "plt.ylabel(\"Adjusted Rand Index (ARI)\")\n",
+        "plt.grid(True)\n",
+        "\n",
+        "plt.tight_layout()\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 436
+        },
+        "id": "kLRnS8fLSaz8",
+        "outputId": "fd928a07-c275-49ae-fe46-c58df2f39654"
+      },
+      "execution_count": 18,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1200x500 with 2 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "best_idx = np.argmax(ari_scores)\n",
+        "best_n = n_components_list[best_idx]\n",
+        "best_ari = ari_scores[best_idx]\n",
+        "print(f\"\\nBest PCA dimension = {best_n}, with ARI = {best_ari:.4f}\")"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "kCL4-LeRTR0k",
+        "outputId": "d8e2d3ac-4e51-4613-899e-158bf4800f98"
+      },
+      "execution_count": 21,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "\n",
+            "Best PCA dimension = 40, with ARI = 0.5694\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "pca_best = PCA(n_components=best_n, random_state=42)\n",
+        "X_best = pca_best.fit_transform(X_scaled)\n",
+        "kmeans_best = KMeans(n_clusters=10, random_state=42, n_init=20)\n",
+        "labels_best = kmeans_best.fit_predict(X_best)"
+      ],
+      "metadata": {
+        "id": "lqeM7c8HTl7F"
+      },
+      "execution_count": 22,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "cluster_centers = kmeans_best.cluster_centers_\n",
+        "rep_indices = []\n",
+        "for k in range(10):\n",
+        "    members = np.where(labels_best == k)[0]\n",
+        "    if len(members) == 0:\n",
+        "        rep_indices.append(None)\n",
+        "        continue\n",
+        "    dists = np.linalg.norm(X_best[members] - cluster_centers[k], axis=1)\n",
+        "    rep_indices.append(members[np.argmin(dists)])\n",
+        "\n",
+        "plt.figure(figsize=(10,5))\n",
+        "for i, idx in enumerate(rep_indices):\n",
+        "    plt.subplot(2,5,i+1)\n",
+        "    if idx is None:\n",
+        "        plt.text(0.5,0.5,\"Empty\",ha='center',va='center')\n",
+        "        plt.axis('off')\n",
+        "    else:\n",
+        "        plt.imshow(digits.images[idx], cmap='gray')\n",
+        "        plt.title(f\"Cluster {i}\\nTrue:{y[idx]}\")\n",
+        "        plt.axis('off')\n",
+        "plt.suptitle(f\"Representative Images (PCA={best_n}, ARI={best_ari:.4f})\", fontsize=14)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 451
+        },
+        "id": "2LjvoVh9Tvt6",
+        "outputId": "371d14be-7626-459f-ca1a-7d381a37c967"
+      },
+      "execution_count": 23,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1000x500 with 10 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [],
+      "metadata": {
+        "id": "PuHH110ZTydr"
+      },
+      "execution_count": null,
+      "outputs": []
+    }
+  ]
+}
\ No newline at end of file
diff --git a/Wagishi/Task6_part_2.ipynb b/Wagishi/Task6_part_2.ipynb
new file mode 100644
index 0000000..5e54341
--- /dev/null
+++ b/Wagishi/Task6_part_2.ipynb
@@ -0,0 +1,2068 @@
+{
+  "nbformat": 4,
+  "nbformat_minor": 0,
+  "metadata": {
+    "colab": {
+      "provenance": []
+    },
+    "kernelspec": {
+      "name": "python3",
+      "display_name": "Python 3"
+    },
+    "language_info": {
+      "name": "python"
+    }
+  },
+  "cells": [
+    {
+      "cell_type": "code",
+      "source": [
+        "import pandas as pd\n",
+        "import numpy as np\n",
+        "import matplotlib.pyplot as plt\n",
+        "import seaborn as sns\n"
+      ],
+      "metadata": {
+        "id": "BDFB63ypbVkI"
+      },
+      "execution_count": 3,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset = pd.read_csv('CC GENERAL.csv')"
+      ],
+      "metadata": {
+        "id": "MwbMv5cObolR"
+      },
+      "execution_count": 4,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 5,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "hv9aBX1GaHCj",
+        "outputId": "e6a7da15-605d-4fe0-b253-4f2c1c46ab48"
+      },
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "(8950, 18)"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 5
+        }
+      ],
+      "source": [
+        "dataset.shape"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.head()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 226
+        },
+        "id": "p6J5zQFKb0cX",
+        "outputId": "273baf5e-9f4c-4e8c-99c7-591b090ca605"
+      },
+      "execution_count": 6,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "  CUST_ID      BALANCE  BALANCE_FREQUENCY  PURCHASES  ONEOFF_PURCHASES  \\\n",
+              "0  C10001    40.900749           0.818182      95.40              0.00   \n",
+              "1  C10002  3202.467416           0.909091       0.00              0.00   \n",
+              "2  C10003  2495.148862           1.000000     773.17            773.17   \n",
+              "3  C10004  1666.670542           0.636364    1499.00           1499.00   \n",
+              "4  C10005   817.714335           1.000000      16.00             16.00   \n",
+              "\n",
+              "   INSTALLMENTS_PURCHASES  CASH_ADVANCE  PURCHASES_FREQUENCY  \\\n",
+              "0                    95.4      0.000000             0.166667   \n",
+              "1                     0.0   6442.945483             0.000000   \n",
+              "2                     0.0      0.000000             1.000000   \n",
+              "3                     0.0    205.788017             0.083333   \n",
+              "4                     0.0      0.000000             0.083333   \n",
+              "\n",
+              "   ONEOFF_PURCHASES_FREQUENCY  PURCHASES_INSTALLMENTS_FREQUENCY  \\\n",
+              "0                    0.000000                          0.083333   \n",
+              "1                    0.000000                          0.000000   \n",
+              "2                    1.000000                          0.000000   \n",
+              "3                    0.083333                          0.000000   \n",
+              "4                    0.083333                          0.000000   \n",
+              "\n",
+              "   CASH_ADVANCE_FREQUENCY  CASH_ADVANCE_TRX  PURCHASES_TRX  CREDIT_LIMIT  \\\n",
+              "0                0.000000                 0              2        1000.0   \n",
+              "1                0.250000                 4              0        7000.0   \n",
+              "2                0.000000                 0             12        7500.0   \n",
+              "3                0.083333                 1              1        7500.0   \n",
+              "4                0.000000                 0              1        1200.0   \n",
+              "\n",
+              "      PAYMENTS  MINIMUM_PAYMENTS  PRC_FULL_PAYMENT  TENURE  \n",
+              "0   201.802084        139.509787          0.000000      12  \n",
+              "1  4103.032597       1072.340217          0.222222      12  \n",
+              "2   622.066742        627.284787          0.000000      12  \n",
+              "3     0.000000               NaN          0.000000      12  \n",
+              "4   678.334763        244.791237          0.000000      12  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-57400bde-ddde-49c8-b887-b46a6b17a46c\" class=\"colab-df-container\">\n",
+              "    <div>\n",
+              "<style scoped>\n",
+              "    .dataframe tbody tr th:only-of-type {\n",
+              "        vertical-align: middle;\n",
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+              "\n",
+              "    .dataframe tbody tr th {\n",
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+              "</style>\n",
+              "<table border=\"1\" class=\"dataframe\">\n",
+              "  <thead>\n",
+              "    <tr style=\"text-align: right;\">\n",
+              "      <th></th>\n",
+              "      <th>CUST_ID</th>\n",
+              "      <th>BALANCE</th>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <th>TENURE</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>0</th>\n",
+              "      <td>C10001</td>\n",
+              "      <td>40.900749</td>\n",
+              "      <td>0.818182</td>\n",
+              "      <td>95.40</td>\n",
+              "      <td>0.00</td>\n",
+              "      <td>95.4</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.166667</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0</td>\n",
+              "      <td>2</td>\n",
+              "      <td>1000.0</td>\n",
+              "      <td>201.802084</td>\n",
+              "      <td>139.509787</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>1</th>\n",
+              "      <td>C10002</td>\n",
+              "      <td>3202.467416</td>\n",
+              "      <td>0.909091</td>\n",
+              "      <td>0.00</td>\n",
+              "      <td>0.00</td>\n",
+              "      <td>0.0</td>\n",
+              "      <td>6442.945483</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.250000</td>\n",
+              "      <td>4</td>\n",
+              "      <td>0</td>\n",
+              "      <td>7000.0</td>\n",
+              "      <td>4103.032597</td>\n",
+              "      <td>1072.340217</td>\n",
+              "      <td>0.222222</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>2</th>\n",
+              "      <td>C10003</td>\n",
+              "      <td>2495.148862</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>773.17</td>\n",
+              "      <td>773.17</td>\n",
+              "      <td>0.0</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0</td>\n",
+              "      <td>12</td>\n",
+              "      <td>7500.0</td>\n",
+              "      <td>622.066742</td>\n",
+              "      <td>627.284787</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>3</th>\n",
+              "      <td>C10004</td>\n",
+              "      <td>1666.670542</td>\n",
+              "      <td>0.636364</td>\n",
+              "      <td>1499.00</td>\n",
+              "      <td>1499.00</td>\n",
+              "      <td>0.0</td>\n",
+              "      <td>205.788017</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>1</td>\n",
+              "      <td>1</td>\n",
+              "      <td>7500.0</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>NaN</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>4</th>\n",
+              "      <td>C10005</td>\n",
+              "      <td>817.714335</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>16.00</td>\n",
+              "      <td>16.00</td>\n",
+              "      <td>0.0</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0</td>\n",
+              "      <td>1</td>\n",
+              "      <td>1200.0</td>\n",
+              "      <td>678.334763</td>\n",
+              "      <td>244.791237</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div>\n",
+              "    <div class=\"colab-df-buttons\">\n",
+              "\n",
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+              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-57400bde-ddde-49c8-b887-b46a6b17a46c')\"\n",
+              "            title=\"Convert this dataframe to an interactive table.\"\n",
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+              "\n",
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+              "  </svg>\n",
+              "    </button>\n",
+              "\n",
+              "  <style>\n",
+              "    .colab-df-container {\n",
+              "      display:flex;\n",
+              "      gap: 12px;\n",
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+              "\n",
+              "    .colab-df-convert {\n",
+              "      background-color: #E8F0FE;\n",
+              "      border: none;\n",
+              "      border-radius: 50%;\n",
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+              "\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-57400bde-ddde-49c8-b887-b46a6b17a46c 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-57400bde-ddde-49c8-b887-b46a6b17a46c');\n",
+              "        const dataTable =\n",
+              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
+              "                                                    [key], {});\n",
+              "        if (!dataTable) return;\n",
+              "\n",
+              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
+              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
+              "          + ' to learn more about interactive tables.';\n",
+              "        element.innerHTML = '';\n",
+              "        dataTable['output_type'] = 'display_data';\n",
+              "        await google.colab.output.renderOutput(dataTable, element);\n",
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+              "        docLink.innerHTML = docLinkHtml;\n",
+              "        element.appendChild(docLink);\n",
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+              "\n",
+              "\n",
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+              "    </g>\n",
+              "</svg>\n",
+              "      </button>\n",
+              "\n",
+              "<style>\n",
+              "  .colab-df-quickchart {\n",
+              "      --bg-color: #E8F0FE;\n",
+              "      --fill-color: #1967D2;\n",
+              "      --hover-bg-color: #E2EBFA;\n",
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+              "      --disabled-fill-color: #AAA;\n",
+              "      --disabled-bg-color: #DDD;\n",
+              "  }\n",
+              "\n",
+              "  [theme=dark] .colab-df-quickchart {\n",
+              "      --bg-color: #3B4455;\n",
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+              "      --disabled-fill-color: #666;\n",
+              "  }\n",
+              "\n",
+              "  .colab-df-quickchart {\n",
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+              "    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",
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+              "    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",
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+              "      border-bottom-color: var(--fill-color);\n",
+              "      border-left-color: var(--fill-color);\n",
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+              "      border-right-color: var(--fill-color);\n",
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+              "</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",
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+              "        })();\n",
+              "      </script>\n",
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+              "\n",
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+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "variable_name": "dataset",
+              "summary": "{\n  \"name\": \"dataset\",\n  \"rows\": 8950,\n  \"fields\": [\n    {\n      \"column\": \"CUST_ID\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 8950,\n        \"samples\": [\n          \"C17875\",\n          \"C16296\",\n          \"C17219\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2081.531879456554,\n        \"min\": 0.0,\n        \"max\": 19043.13856,\n        \"num_unique_values\": 8871,\n        \"samples\": [\n          325.024091,\n          965.514081,\n          203.499251\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.23690400268475698,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 43,\n        \"samples\": [\n          0.428571,\n          0.8,\n          0.2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2136.6347818728423,\n        \"min\": 0.0,\n        \"max\": 49039.57,\n        \"num_unique_values\": 6203,\n        \"samples\": [\n          1361.65,\n          2485.54,\n          2580.63\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ONEOFF_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1659.887917437827,\n        \"min\": 0.0,\n        \"max\": 40761.25,\n        \"num_unique_values\": 4014,\n        \"samples\": [\n          25.62,\n          13007.07,\n          185.63\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"INSTALLMENTS_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 904.3381151753365,\n        \"min\": 0.0,\n        \"max\": 22500.0,\n        \"num_unique_values\": 4452,\n        \"samples\": [\n          228.56,\n          255.58,\n          729.6\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2097.1638766431465,\n        \"min\": 0.0,\n        \"max\": 47137.21176,\n        \"num_unique_values\": 4323,\n        \"samples\": [\n          4473.3497,\n          520.844673,\n          3968.684047\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.40137074736905376,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.8,\n          0.555556,\n          0.2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ONEOFF_PURCHASES_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.2983360651847212,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.909091,\n          0.625,\n          0.181818\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_INSTALLMENTS_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.39744777974542483,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.857143,\n          0.222222,\n          0.142857\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.20012138814749122,\n        \"min\": 0.0,\n        \"max\": 1.5,\n        \"num_unique_values\": 54,\n        \"samples\": [\n          0.222222,\n          0.818182,\n          0.7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6,\n        \"min\": 0,\n        \"max\": 123,\n        \"num_unique_values\": 65,\n        \"samples\": [\n          47,\n          61,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 24,\n        \"min\": 0,\n        \"max\": 358,\n        \"num_unique_values\": 173,\n        \"samples\": [\n          162,\n          216,\n          79\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CREDIT_LIMIT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3638.8157254985426,\n        \"min\": 50.0,\n        \"max\": 30000.0,\n        \"num_unique_values\": 205,\n        \"samples\": [\n          9000.0,\n          3000.0,\n          300.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2895.063756904579,\n        \"min\": 0.0,\n        \"max\": 50721.48336,\n        \"num_unique_values\": 8711,\n        \"samples\": [\n          810.671862,\n          5943.975673,\n          7079.1781\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MINIMUM_PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2372.446606583975,\n        \"min\": 0.019163,\n        \"max\": 76406.20752,\n        \"num_unique_values\": 8636,\n        \"samples\": [\n          173.484575,\n          185.120378,\n          163.711273\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PRC_FULL_PAYMENT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.29249919623387977,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 47,\n        \"samples\": [\n          0.583333,\n          0.272727,\n          0.1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"TENURE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 6,\n        \"max\": 12,\n        \"num_unique_values\": 7,\n        \"samples\": [\n          12,\n          8,\n          7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 6
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.drop(columns = 'CUST_ID', inplace = True)"
+      ],
+      "metadata": {
+        "id": "7hytDid-cK-i"
+      },
+      "execution_count": 7,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.describe()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 320
+        },
+        "id": "dvEh4izRcUoQ",
+        "outputId": "db980271-87ad-4224-9058-ad8e6efb4750"
+      },
+      "execution_count": 8,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "            BALANCE  BALANCE_FREQUENCY     PURCHASES  ONEOFF_PURCHASES  \\\n",
+              "count   8950.000000        8950.000000   8950.000000       8950.000000   \n",
+              "mean    1564.474828           0.877271   1003.204834        592.437371   \n",
+              "std     2081.531879           0.236904   2136.634782       1659.887917   \n",
+              "min        0.000000           0.000000      0.000000          0.000000   \n",
+              "25%      128.281915           0.888889     39.635000          0.000000   \n",
+              "50%      873.385231           1.000000    361.280000         38.000000   \n",
+              "75%     2054.140036           1.000000   1110.130000        577.405000   \n",
+              "max    19043.138560           1.000000  49039.570000      40761.250000   \n",
+              "\n",
+              "       INSTALLMENTS_PURCHASES  CASH_ADVANCE  PURCHASES_FREQUENCY  \\\n",
+              "count             8950.000000   8950.000000          8950.000000   \n",
+              "mean               411.067645    978.871112             0.490351   \n",
+              "std                904.338115   2097.163877             0.401371   \n",
+              "min                  0.000000      0.000000             0.000000   \n",
+              "25%                  0.000000      0.000000             0.083333   \n",
+              "50%                 89.000000      0.000000             0.500000   \n",
+              "75%                468.637500   1113.821139             0.916667   \n",
+              "max              22500.000000  47137.211760             1.000000   \n",
+              "\n",
+              "       ONEOFF_PURCHASES_FREQUENCY  PURCHASES_INSTALLMENTS_FREQUENCY  \\\n",
+              "count                 8950.000000                       8950.000000   \n",
+              "mean                     0.202458                          0.364437   \n",
+              "std                      0.298336                          0.397448   \n",
+              "min                      0.000000                          0.000000   \n",
+              "25%                      0.000000                          0.000000   \n",
+              "50%                      0.083333                          0.166667   \n",
+              "75%                      0.300000                          0.750000   \n",
+              "max                      1.000000                          1.000000   \n",
+              "\n",
+              "       CASH_ADVANCE_FREQUENCY  CASH_ADVANCE_TRX  PURCHASES_TRX  CREDIT_LIMIT  \\\n",
+              "count             8950.000000       8950.000000    8950.000000   8949.000000   \n",
+              "mean                 0.135144          3.248827      14.709832   4494.449450   \n",
+              "std                  0.200121          6.824647      24.857649   3638.815725   \n",
+              "min                  0.000000          0.000000       0.000000     50.000000   \n",
+              "25%                  0.000000          0.000000       1.000000   1600.000000   \n",
+              "50%                  0.000000          0.000000       7.000000   3000.000000   \n",
+              "75%                  0.222222          4.000000      17.000000   6500.000000   \n",
+              "max                  1.500000        123.000000     358.000000  30000.000000   \n",
+              "\n",
+              "           PAYMENTS  MINIMUM_PAYMENTS  PRC_FULL_PAYMENT       TENURE  \n",
+              "count   8950.000000       8637.000000       8950.000000  8950.000000  \n",
+              "mean    1733.143852        864.206542          0.153715    11.517318  \n",
+              "std     2895.063757       2372.446607          0.292499     1.338331  \n",
+              "min        0.000000          0.019163          0.000000     6.000000  \n",
+              "25%      383.276166        169.123707          0.000000    12.000000  \n",
+              "50%      856.901546        312.343947          0.000000    12.000000  \n",
+              "75%     1901.134317        825.485459          0.142857    12.000000  \n",
+              "max    50721.483360      76406.207520          1.000000    12.000000  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-0c738964-f43a-48e4-9570-5668cf3171e6\" 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>BALANCE</th>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <th>TENURE</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>count</th>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8949.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8637.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "      <td>8950.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>mean</th>\n",
+              "      <td>1564.474828</td>\n",
+              "      <td>0.877271</td>\n",
+              "      <td>1003.204834</td>\n",
+              "      <td>592.437371</td>\n",
+              "      <td>411.067645</td>\n",
+              "      <td>978.871112</td>\n",
+              "      <td>0.490351</td>\n",
+              "      <td>0.202458</td>\n",
+              "      <td>0.364437</td>\n",
+              "      <td>0.135144</td>\n",
+              "      <td>3.248827</td>\n",
+              "      <td>14.709832</td>\n",
+              "      <td>4494.449450</td>\n",
+              "      <td>1733.143852</td>\n",
+              "      <td>864.206542</td>\n",
+              "      <td>0.153715</td>\n",
+              "      <td>11.517318</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>std</th>\n",
+              "      <td>2081.531879</td>\n",
+              "      <td>0.236904</td>\n",
+              "      <td>2136.634782</td>\n",
+              "      <td>1659.887917</td>\n",
+              "      <td>904.338115</td>\n",
+              "      <td>2097.163877</td>\n",
+              "      <td>0.401371</td>\n",
+              "      <td>0.298336</td>\n",
+              "      <td>0.397448</td>\n",
+              "      <td>0.200121</td>\n",
+              "      <td>6.824647</td>\n",
+              "      <td>24.857649</td>\n",
+              "      <td>3638.815725</td>\n",
+              "      <td>2895.063757</td>\n",
+              "      <td>2372.446607</td>\n",
+              "      <td>0.292499</td>\n",
+              "      <td>1.338331</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>min</th>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>50.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.019163</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>6.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>25%</th>\n",
+              "      <td>128.281915</td>\n",
+              "      <td>0.888889</td>\n",
+              "      <td>39.635000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1600.000000</td>\n",
+              "      <td>383.276166</td>\n",
+              "      <td>169.123707</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>50%</th>\n",
+              "      <td>873.385231</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>361.280000</td>\n",
+              "      <td>38.000000</td>\n",
+              "      <td>89.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.500000</td>\n",
+              "      <td>0.083333</td>\n",
+              "      <td>0.166667</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>7.000000</td>\n",
+              "      <td>3000.000000</td>\n",
+              "      <td>856.901546</td>\n",
+              "      <td>312.343947</td>\n",
+              "      <td>0.000000</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>75%</th>\n",
+              "      <td>2054.140036</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1110.130000</td>\n",
+              "      <td>577.405000</td>\n",
+              "      <td>468.637500</td>\n",
+              "      <td>1113.821139</td>\n",
+              "      <td>0.916667</td>\n",
+              "      <td>0.300000</td>\n",
+              "      <td>0.750000</td>\n",
+              "      <td>0.222222</td>\n",
+              "      <td>4.000000</td>\n",
+              "      <td>17.000000</td>\n",
+              "      <td>6500.000000</td>\n",
+              "      <td>1901.134317</td>\n",
+              "      <td>825.485459</td>\n",
+              "      <td>0.142857</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>max</th>\n",
+              "      <td>19043.138560</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>49039.570000</td>\n",
+              "      <td>40761.250000</td>\n",
+              "      <td>22500.000000</td>\n",
+              "      <td>47137.211760</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>1.500000</td>\n",
+              "      <td>123.000000</td>\n",
+              "      <td>358.000000</td>\n",
+              "      <td>30000.000000</td>\n",
+              "      <td>50721.483360</td>\n",
+              "      <td>76406.207520</td>\n",
+              "      <td>1.000000</td>\n",
+              "      <td>12.000000</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div>\n",
+              "    <div class=\"colab-df-buttons\">\n",
+              "\n",
+              "  <div class=\"colab-df-container\">\n",
+              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0c738964-f43a-48e4-9570-5668cf3171e6')\"\n",
+              "            title=\"Convert this dataframe to an interactive table.\"\n",
+              "            style=\"display:none;\">\n",
+              "\n",
+              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
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+              "  </svg>\n",
+              "    </button>\n",
+              "\n",
+              "  <style>\n",
+              "    .colab-df-container {\n",
+              "      display:flex;\n",
+              "      gap: 12px;\n",
+              "    }\n",
+              "\n",
+              "    .colab-df-convert {\n",
+              "      background-color: #E8F0FE;\n",
+              "      border: none;\n",
+              "      border-radius: 50%;\n",
+              "      cursor: pointer;\n",
+              "      display: none;\n",
+              "      fill: #1967D2;\n",
+              "      height: 32px;\n",
+              "      padding: 0 0 0 0;\n",
+              "      width: 32px;\n",
+              "    }\n",
+              "\n",
+              "    .colab-df-convert:hover {\n",
+              "      background-color: #E2EBFA;\n",
+              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
+              "      fill: #174EA6;\n",
+              "    }\n",
+              "\n",
+              "    .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-0c738964-f43a-48e4-9570-5668cf3171e6 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-0c738964-f43a-48e4-9570-5668cf3171e6');\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-d05189d6-0a46-4d8a-b451-0c5dad858847\">\n",
+              "      <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-d05189d6-0a46-4d8a-b451-0c5dad858847')\"\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",
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+              "    </g>\n",
+              "</svg>\n",
+              "      </button>\n",
+              "\n",
+              "<style>\n",
+              "  .colab-df-quickchart {\n",
+              "      --bg-color: #E8F0FE;\n",
+              "      --fill-color: #1967D2;\n",
+              "      --hover-bg-color: #E2EBFA;\n",
+              "      --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-d05189d6-0a46-4d8a-b451-0c5dad858847 button');\n",
+              "          quickchartButtonEl.style.display =\n",
+              "            google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "        })();\n",
+              "      </script>\n",
+              "    </div>\n",
+              "\n",
+              "    </div>\n",
+              "  </div>\n"
+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "summary": "{\n  \"name\": \"dataset\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6590.634765473159,\n        \"min\": 0.0,\n        \"max\": 19043.13856,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          1564.4748276781006,\n          873.385231,\n          8950.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3164.0501764110654,\n        \"min\": 0.0,\n        \"max\": 8950.0,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          8950.0,\n          0.8772707255865921,\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES\",\n      \"properties\": {\n        \"dtype\": 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        11.51731843575419,\n          12.0,\n          1.3383307693673308\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 8
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset.isnull().sum()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 617
+        },
+        "id": "RQ_b67QRcnDP",
+        "outputId": "773873fa-8c2a-482f-a453-ed7271518a7c"
+      },
+      "execution_count": 9,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "BALANCE                               0\n",
+              "BALANCE_FREQUENCY                     0\n",
+              "PURCHASES                             0\n",
+              "ONEOFF_PURCHASES                      0\n",
+              "INSTALLMENTS_PURCHASES                0\n",
+              "CASH_ADVANCE                          0\n",
+              "PURCHASES_FREQUENCY                   0\n",
+              "ONEOFF_PURCHASES_FREQUENCY            0\n",
+              "PURCHASES_INSTALLMENTS_FREQUENCY      0\n",
+              "CASH_ADVANCE_FREQUENCY                0\n",
+              "CASH_ADVANCE_TRX                      0\n",
+              "PURCHASES_TRX                         0\n",
+              "CREDIT_LIMIT                          1\n",
+              "PAYMENTS                              0\n",
+              "MINIMUM_PAYMENTS                    313\n",
+              "PRC_FULL_PAYMENT                      0\n",
+              "TENURE                                0\n",
+              "dtype: int64"
+            ],
+            "text/html": [
+              "<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>0</th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>BALANCE</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <td>1</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <td>313</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>TENURE</th>\n",
+              "      <td>0</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div><br><label><b>dtype:</b> int64</label>"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 9
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset = dataset.fillna(dataset.mean())"
+      ],
+      "metadata": {
+        "id": "dlsZhI-BemWP"
+      },
+      "execution_count": 10,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "cols = 4\n",
+        "num_features = dataset.shape[1]\n",
+        "rows = int(np.ceil(num_features / cols))\n",
+        "\n",
+        "# Create subplots matrix\n",
+        "plt.figure(figsize=(20, rows * 3))\n",
+        "\n",
+        "for i, column in enumerate(dataset.columns):\n",
+        "    plt.subplot(rows, cols, i + 1)\n",
+        "    sns.boxplot(y=dataset[column], color=\"skyblue\")\n",
+        "    plt.title(column, fontsize=10)\n",
+        "    plt.tight_layout()\n",
+        "\n",
+        "plt.suptitle(\"Boxplots of All Features (Outlier Detection)\", fontsize=16, y=1.02)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 1000
+        },
+        "id": "D0iiFhebixGP",
+        "outputId": "f32b2fba-a9f7-45ed-b395-0e14e30f7978"
+      },
+      "execution_count": 11,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 2000x1500 with 17 Axes>"
+            ],
+            "image/png": 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+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "Q1 = dataset.quantile(0.08)\n",
+        "Q3 = dataset.quantile(0.95)\n",
+        "IQR = Q3 - Q1\n",
+        "\n",
+        "lower_bound = Q1 - 1.5 * IQR\n",
+        "upper_bound = Q3 + 1.5 * IQR\n",
+        "dataset_cleaned = dataset[~((dataset < lower_bound) | (dataset > upper_bound)).any(axis=1)]\n",
+        "\n",
+        "print(\"Original dataset shape:\", dataset.shape)\n",
+        "print(\"After outlier removal:\", dataset_cleaned.shape)"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "d7KoDu_QmSLR",
+        "outputId": "47224aef-3118-48db-fda1-208c2a34b38d"
+      },
+      "execution_count": 12,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Original dataset shape: (8950, 17)\n",
+            "After outlier removal: (8569, 17)\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "here we have around 4.25% of loss"
+      ],
+      "metadata": {
+        "id": "EQdfkNNtoRN7"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.preprocessing import StandardScaler\n",
+        "scaler = StandardScaler()\n",
+        "X = scaler.fit_transform(dataset_cleaned)"
+      ],
+      "metadata": {
+        "id": "jaG3WSw5x1DK"
+      },
+      "execution_count": 13,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.cluster import KMeans\n",
+        "sse = []\n",
+        "for k in range(1,10):\n",
+        "    km = KMeans(n_clusters=k, random_state=42)\n",
+        "    km.fit(X)\n",
+        "    sse.append(km.inertia_)\n",
+        "plt.plot(range(1,10), sse, marker='o')\n",
+        "plt.title('Elbow Method')\n",
+        "plt.xlabel('Number of clusters')\n",
+        "plt.ylabel('SSE')\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 472
+        },
+        "id": "kJhAZ8FyoQ0J",
+        "outputId": "991bf445-9acc-438b-de11-f3e90950ef8e"
+      },
+      "execution_count": 14,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 640x480 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "we will take k=6\n",
+        "\n",
+        "```\n",
+        "# This is formatted as code\n",
+        "```\n",
+        "\n"
+      ],
+      "metadata": {
+        "id": "RIx05-yjtLry"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.cluster import KMeans\n",
+        "k = 6\n",
+        "km = KMeans(n_clusters=k, random_state=42, n_init=10)\n",
+        "labels = km.fit_predict(X)\n",
+        "# Create a copy to avoid SettingWithCopyWarning\n",
+        "dataset_cleaned_copy = dataset_cleaned.copy()\n",
+        "dataset_cleaned_copy['cluster_kmeans'] = labels"
+      ],
+      "metadata": {
+        "id": "6WgChFRpqDiL"
+      },
+      "execution_count": 15,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.decomposition import PCA\n",
+        "pca = PCA(n_components=3)\n",
+        "coords = pca.fit_transform(X)\n",
+        "plt.figure(figsize=(8,6))\n",
+        "sns.scatterplot(x=coords[:,0], y=coords[:,1], hue=labels, palette='tab10')\n",
+        "plt.title(\"K-means clusters (k={})\".format(k))\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 545
+        },
+        "id": "K8WDFXXotbPf",
+        "outputId": "2bce0692-5ef5-40bd-f871-0710392a70d1"
+      },
+      "execution_count": 16,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 800x600 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "dataset_cleaned_copy.groupby('cluster_kmeans').mean()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 289
+        },
+        "id": "DcDCRk7VtiAM",
+        "outputId": "45c20be6-6298-4dc8-8921-49dada0721eb"
+      },
+      "execution_count": 19,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "                    BALANCE  BALANCE_FREQUENCY    PURCHASES  ONEOFF_PURCHASES  \\\n",
+              "cluster_kmeans                                                                  \n",
+              "0               4522.939739           0.965975   406.371053        248.755215   \n",
+              "1                 96.193561           0.372091   286.445601        168.770475   \n",
+              "2               1401.036157           0.964424   189.076916        151.508577   \n",
+              "3                654.316351           0.948844   820.595299        131.958483   \n",
+              "4               1134.926382           0.957166  1621.564268       1329.445534   \n",
+              "5               2424.432297           0.984441  4189.300860       2609.279626   \n",
+              "\n",
+              "                INSTALLMENTS_PURCHASES  CASH_ADVANCE  PURCHASES_FREQUENCY  \\\n",
+              "cluster_kmeans                                                              \n",
+              "0                           157.713129   3988.356969             0.279674   \n",
+              "1                           117.892532    287.821017             0.266517   \n",
+              "2                            37.736216    731.982897             0.137624   \n",
+              "3                           689.230488    181.674503             0.886187   \n",
+              "4                           292.165005    207.228087             0.813699   \n",
+              "5                          1580.021234    631.750314             0.957569   \n",
+              "\n",
+              "                ONEOFF_PURCHASES_FREQUENCY  PURCHASES_INSTALLMENTS_FREQUENCY  \\\n",
+              "cluster_kmeans                                                                 \n",
+              "0                                 0.123670                          0.182260   \n",
+              "1                                 0.068879                          0.187525   \n",
+              "2                                 0.075898                          0.060991   \n",
+              "3                                 0.073473                          0.834902   \n",
+              "4                                 0.704085                          0.341441   \n",
+              "5                                 0.670661                          0.821473   \n",
+              "\n",
+              "                CASH_ADVANCE_FREQUENCY  CASH_ADVANCE_TRX  PURCHASES_TRX  \\\n",
+              "cluster_kmeans                                                            \n",
+              "0                             0.459027         12.198086       6.592344   \n",
+              "1                             0.035147          0.703323       3.973892   \n",
+              "2                             0.159931          2.922816       2.339232   \n",
+              "3                             0.038322          0.704478      17.689055   \n",
+              "4                             0.046107          0.818697      23.084986   \n",
+              "5                             0.082240          1.953271      59.650467   \n",
+              "\n",
+              "                CREDIT_LIMIT     PAYMENTS  MINIMUM_PAYMENTS  PRC_FULL_PAYMENT  \\\n",
+              "cluster_kmeans                                                                  \n",
+              "0                7375.363201  2868.052462       1578.648390          0.029699   \n",
+              "1                3604.375883   859.296157        257.258277          0.226135   \n",
+              "2                3059.946034   865.850345        572.581917          0.020211   \n",
+              "3                3289.846349   943.358847        486.585978          0.269819   \n",
+              "4                5477.647867  1655.952999        453.563385          0.244121   \n",
+              "5                7746.635514  4067.186133        943.579349          0.251098   \n",
+              "\n",
+              "                   TENURE  \n",
+              "cluster_kmeans             \n",
+              "0               11.426794  \n",
+              "1               11.263449  \n",
+              "2               11.496988  \n",
+              "3               11.474627  \n",
+              "4               11.758263  \n",
+              "5               11.915888  "
+            ],
+            "text/html": [
+              "\n",
+              "  <div id=\"df-e31c9a41-907f-4dd6-b8f6-25025149179f\" 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>BALANCE</th>\n",
+              "      <th>BALANCE_FREQUENCY</th>\n",
+              "      <th>PURCHASES</th>\n",
+              "      <th>ONEOFF_PURCHASES</th>\n",
+              "      <th>INSTALLMENTS_PURCHASES</th>\n",
+              "      <th>CASH_ADVANCE</th>\n",
+              "      <th>PURCHASES_FREQUENCY</th>\n",
+              "      <th>ONEOFF_PURCHASES_FREQUENCY</th>\n",
+              "      <th>PURCHASES_INSTALLMENTS_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_FREQUENCY</th>\n",
+              "      <th>CASH_ADVANCE_TRX</th>\n",
+              "      <th>PURCHASES_TRX</th>\n",
+              "      <th>CREDIT_LIMIT</th>\n",
+              "      <th>PAYMENTS</th>\n",
+              "      <th>MINIMUM_PAYMENTS</th>\n",
+              "      <th>PRC_FULL_PAYMENT</th>\n",
+              "      <th>TENURE</th>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>cluster_kmeans</th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "      <th></th>\n",
+              "    </tr>\n",
+              "  </thead>\n",
+              "  <tbody>\n",
+              "    <tr>\n",
+              "      <th>0</th>\n",
+              "      <td>4522.939739</td>\n",
+              "      <td>0.965975</td>\n",
+              "      <td>406.371053</td>\n",
+              "      <td>248.755215</td>\n",
+              "      <td>157.713129</td>\n",
+              "      <td>3988.356969</td>\n",
+              "      <td>0.279674</td>\n",
+              "      <td>0.123670</td>\n",
+              "      <td>0.182260</td>\n",
+              "      <td>0.459027</td>\n",
+              "      <td>12.198086</td>\n",
+              "      <td>6.592344</td>\n",
+              "      <td>7375.363201</td>\n",
+              "      <td>2868.052462</td>\n",
+              "      <td>1578.648390</td>\n",
+              "      <td>0.029699</td>\n",
+              "      <td>11.426794</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>1</th>\n",
+              "      <td>96.193561</td>\n",
+              "      <td>0.372091</td>\n",
+              "      <td>286.445601</td>\n",
+              "      <td>168.770475</td>\n",
+              "      <td>117.892532</td>\n",
+              "      <td>287.821017</td>\n",
+              "      <td>0.266517</td>\n",
+              "      <td>0.068879</td>\n",
+              "      <td>0.187525</td>\n",
+              "      <td>0.035147</td>\n",
+              "      <td>0.703323</td>\n",
+              "      <td>3.973892</td>\n",
+              "      <td>3604.375883</td>\n",
+              "      <td>859.296157</td>\n",
+              "      <td>257.258277</td>\n",
+              "      <td>0.226135</td>\n",
+              "      <td>11.263449</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>2</th>\n",
+              "      <td>1401.036157</td>\n",
+              "      <td>0.964424</td>\n",
+              "      <td>189.076916</td>\n",
+              "      <td>151.508577</td>\n",
+              "      <td>37.736216</td>\n",
+              "      <td>731.982897</td>\n",
+              "      <td>0.137624</td>\n",
+              "      <td>0.075898</td>\n",
+              "      <td>0.060991</td>\n",
+              "      <td>0.159931</td>\n",
+              "      <td>2.922816</td>\n",
+              "      <td>2.339232</td>\n",
+              "      <td>3059.946034</td>\n",
+              "      <td>865.850345</td>\n",
+              "      <td>572.581917</td>\n",
+              "      <td>0.020211</td>\n",
+              "      <td>11.496988</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>3</th>\n",
+              "      <td>654.316351</td>\n",
+              "      <td>0.948844</td>\n",
+              "      <td>820.595299</td>\n",
+              "      <td>131.958483</td>\n",
+              "      <td>689.230488</td>\n",
+              "      <td>181.674503</td>\n",
+              "      <td>0.886187</td>\n",
+              "      <td>0.073473</td>\n",
+              "      <td>0.834902</td>\n",
+              "      <td>0.038322</td>\n",
+              "      <td>0.704478</td>\n",
+              "      <td>17.689055</td>\n",
+              "      <td>3289.846349</td>\n",
+              "      <td>943.358847</td>\n",
+              "      <td>486.585978</td>\n",
+              "      <td>0.269819</td>\n",
+              "      <td>11.474627</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>4</th>\n",
+              "      <td>1134.926382</td>\n",
+              "      <td>0.957166</td>\n",
+              "      <td>1621.564268</td>\n",
+              "      <td>1329.445534</td>\n",
+              "      <td>292.165005</td>\n",
+              "      <td>207.228087</td>\n",
+              "      <td>0.813699</td>\n",
+              "      <td>0.704085</td>\n",
+              "      <td>0.341441</td>\n",
+              "      <td>0.046107</td>\n",
+              "      <td>0.818697</td>\n",
+              "      <td>23.084986</td>\n",
+              "      <td>5477.647867</td>\n",
+              "      <td>1655.952999</td>\n",
+              "      <td>453.563385</td>\n",
+              "      <td>0.244121</td>\n",
+              "      <td>11.758263</td>\n",
+              "    </tr>\n",
+              "    <tr>\n",
+              "      <th>5</th>\n",
+              "      <td>2424.432297</td>\n",
+              "      <td>0.984441</td>\n",
+              "      <td>4189.300860</td>\n",
+              "      <td>2609.279626</td>\n",
+              "      <td>1580.021234</td>\n",
+              "      <td>631.750314</td>\n",
+              "      <td>0.957569</td>\n",
+              "      <td>0.670661</td>\n",
+              "      <td>0.821473</td>\n",
+              "      <td>0.082240</td>\n",
+              "      <td>1.953271</td>\n",
+              "      <td>59.650467</td>\n",
+              "      <td>7746.635514</td>\n",
+              "      <td>4067.186133</td>\n",
+              "      <td>943.579349</td>\n",
+              "      <td>0.251098</td>\n",
+              "      <td>11.915888</td>\n",
+              "    </tr>\n",
+              "  </tbody>\n",
+              "</table>\n",
+              "</div>\n",
+              "    <div class=\"colab-df-buttons\">\n",
+              "\n",
+              "  <div class=\"colab-df-container\">\n",
+              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e31c9a41-907f-4dd6-b8f6-25025149179f')\"\n",
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+              "            style=\"display:none;\">\n",
+              "\n",
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+              "  </svg>\n",
+              "    </button>\n",
+              "\n",
+              "  <style>\n",
+              "    .colab-df-container {\n",
+              "      display:flex;\n",
+              "      gap: 12px;\n",
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+              "\n",
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+              "      background-color: #E8F0FE;\n",
+              "      border: none;\n",
+              "      border-radius: 50%;\n",
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+              "      width: 32px;\n",
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+              "      fill: #174EA6;\n",
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+              "\n",
+              "    .colab-df-buttons div {\n",
+              "      margin-bottom: 4px;\n",
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+              "\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",
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+              "  </style>\n",
+              "\n",
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+              "      const buttonEl =\n",
+              "        document.querySelector('#df-e31c9a41-907f-4dd6-b8f6-25025149179f 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-e31c9a41-907f-4dd6-b8f6-25025149179f');\n",
+              "        const dataTable =\n",
+              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
+              "                                                    [key], {});\n",
+              "        if (!dataTable) return;\n",
+              "\n",
+              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
+              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
+              "          + ' to learn more about interactive tables.';\n",
+              "        element.innerHTML = '';\n",
+              "        dataTable['output_type'] = 'display_data';\n",
+              "        await google.colab.output.renderOutput(dataTable, element);\n",
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+              "        docLink.innerHTML = docLinkHtml;\n",
+              "        element.appendChild(docLink);\n",
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+              "  </div>\n",
+              "\n",
+              "\n",
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+              "    </g>\n",
+              "</svg>\n",
+              "      </button>\n",
+              "\n",
+              "<style>\n",
+              "  .colab-df-quickchart {\n",
+              "      --bg-color: #E8F0FE;\n",
+              "      --fill-color: #1967D2;\n",
+              "      --hover-bg-color: #E2EBFA;\n",
+              "      --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",
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+              "  .colab-df-quickchart {\n",
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+              "    cursor: pointer;\n",
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+              "    fill: var(--button-hover-fill-color);\n",
+              "  }\n",
+              "\n",
+              "  .colab-df-quickchart-complete:disabled,\n",
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+              "    background-color: var(--disabled-bg-color);\n",
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+              "\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",
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+              "            console.error('Error during call to suggestCharts:', error);\n",
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+              "          quickchartButtonEl.classList.remove('colab-df-spinner');\n",
+              "          quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
+              "        }\n",
+              "        (() => {\n",
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+              "          quickchartButtonEl.style.display =\n",
+              "            google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
+              "        })();\n",
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+              "\n",
+              "    </div>\n",
+              "  </div>\n"
+            ],
+            "application/vnd.google.colaboratory.intrinsic+json": {
+              "type": "dataframe",
+              "summary": "{\n  \"name\": \"dataset_cleaned_copy\",\n  \"rows\": 6,\n  \"fields\": [\n    {\n      \"column\": \"cluster_kmeans\",\n      \"properties\": {\n        \"dtype\": \"int32\",\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0,\n          1,\n          5\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1585.4297194138173,\n        \"min\": 96.19356076186709,\n        \"max\": 4522.939739109091,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          4522.939739109091,\n          96.19356076186709,\n          2424.4322969065424\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BALANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.24200387443620977,\n        \"min\": 0.37209111471518985,\n        \"max\": 0.9844411476635514,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.9659749387559808,\n          0.37209111471518985,\n          0.9844411476635514\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1531.509901727683,\n        \"min\": 189.07691641566265,\n        \"max\": 4189.300859813084,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          406.37105263157895,\n          286.4456012658228,\n          4189.300859813084\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ONEOFF_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1011.7969890324566,\n        \"min\": 131.95848258706468,\n        \"max\": 2609.2796261682247,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          248.7552153110048,\n          168.7704746835443,\n          2609.2796261682247\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"INSTALLMENTS_PURCHASES\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 586.462175832776,\n        \"min\": 37.73621611445783,\n        \"max\": 1580.0212336448599,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          157.71312918660288,\n          117.89253164556962,\n          1580.0212336448599\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1479.3865505882202,\n        \"min\": 181.67450317313433,\n        \"max\": 3988.3569692708134,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          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  0.6706610841121495\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_INSTALLMENTS_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.3398693233906508,\n        \"min\": 0.060990673945783135,\n        \"max\": 0.8349023427860697,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.1822602057416268,\n          0.18752511392405063,\n          0.8214728280373831\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_FREQUENCY\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.16468081654350994,\n        \"min\": 0.03514696202531646,\n        \"max\": 0.4590274,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.4590274,\n          0.03514696202531646,\n          0.08224014392523364\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CASH_ADVANCE_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 4.488355208614531,\n        \"min\": 0.7033227848101266,\n        \"max\": 12.198086124401915,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          12.198086124401915,\n          0.7033227848101266,\n          1.9532710280373833\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PURCHASES_TRX\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 21.57825930452087,\n        \"min\": 2.3392319277108435,\n        \"max\": 59.65046728971963,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          6.592344497607655,\n          3.973892405063291,\n          59.65046728971963\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CREDIT_LIMIT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2097.598034190415,\n        \"min\": 3059.9460341366716,\n        \"max\": 7746.6355140186915,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          7375.363201392345,\n          3604.375883003453,\n          7746.6355140186915\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1323.4645224343767,\n        \"min\": 859.2961573789557,\n        \"max\": 4067.1861329327103,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          2868.052461689952,\n          859.2961573789557,\n          4067.1861329327103\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MINIMUM_PAYMENTS\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 479.2637487904738,\n        \"min\": 257.25827742885076,\n        \"max\": 1578.6483896176467,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          1578.6483896176467,\n          257.25827742885076,\n          943.5793494994773\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PRC_FULL_PAYMENT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.11595927574818422,\n        \"min\": 0.02021058546686747,\n        \"max\": 0.26981905820895524,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          0.029699403827751197,\n          0.22613452215189875,\n          0.2510976654205608\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"TENURE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.23782909573500602,\n        \"min\": 11.263449367088608,\n        \"max\": 11.91588785046729,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          11.426794258373207,\n          11.263449367088608,\n          11.91588785046729\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
+            }
+          },
+          "metadata": {},
+          "execution_count": 19
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from scipy.cluster.hierarchy import linkage, dendrogram\n",
+        "\n",
+        "sample_idx = np.random.choice(range(len(X)), size=500, replace=False)\n",
+        "X_sub = X[sample_idx]\n",
+        "\n",
+        "link_mat = linkage(X_sub, method='ward')\n",
+        "plt.figure(figsize=(10,6))\n",
+        "dendrogram(link_mat, truncate_mode='level', p=5)\n",
+        "plt.title(\"Dendrogram for Hierarchical Clustering\")\n",
+        "plt.xlabel(\"Data Points\")\n",
+        "plt.ylabel(\"Distance\")\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 567
+        },
+        "id": "HNG8MQT7ufCF",
+        "outputId": "7a65c3ae-9330-4307-aeab-4cf77661ddd2"
+      },
+      "execution_count": 20,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1000x600 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.cluster import AgglomerativeClustering\n",
+        "n_clusters = 5\n",
+        "ag = AgglomerativeClustering(n_clusters=n_clusters, linkage='ward')\n",
+        "labels_h = ag.fit_predict(X)\n",
+        "\n",
+        "dataset_cleaned_copy['cluster_hier'] = labels_h"
+      ],
+      "metadata": {
+        "id": "grI7wG2Hvzav"
+      },
+      "execution_count": 21,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(\"\\n===== PART 2: PCA on Iris Dataset =====\")"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "MRBEMp8fOwx8",
+        "outputId": "572f6b9f-4e85-4b1d-941a-b0b740009752"
+      },
+      "execution_count": 22,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "\n",
+            "===== PART 2: PCA on Iris Dataset =====\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "from sklearn.datasets import load_iris\n",
+        "from sklearn.preprocessing import StandardScaler\n",
+        "from sklearn.decomposition import PCA\n",
+        "import matplotlib.pyplot as plt\n",
+        "import seaborn as sns\n",
+        "import pandas as pd\n"
+      ],
+      "metadata": {
+        "id": "yIrX4EclPcjL"
+      },
+      "execution_count": 23,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "iris = load_iris()\n",
+        "X = iris.data\n",
+        "y = iris.target\n",
+        "target_names = iris.target_names\n"
+      ],
+      "metadata": {
+        "id": "ki3RhTuHPgfy"
+      },
+      "execution_count": 24,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "scaler = StandardScaler()\n",
+        "X_scaled = scaler.fit_transform(X)"
+      ],
+      "metadata": {
+        "id": "62Azb2EOPjby"
+      },
+      "execution_count": 25,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "pca = PCA(n_components=2)\n",
+        "X_pca = pca.fit_transform(X_scaled)"
+      ],
+      "metadata": {
+        "id": "eBTFq_yhPmQt"
+      },
+      "execution_count": 26,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "print(\"Explained variance ratio for 2 components:\", pca.explained_variance_ratio_)\n",
+        "print(\"Total variance explained:\", np.sum(pca.explained_variance_ratio_))"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "T_VQGiqoQFdb",
+        "outputId": "a762bd4e-d8ae-47c3-f780-ae8a8f152310"
+      },
+      "execution_count": 27,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Explained variance ratio for 2 components: [0.72962445 0.22850762]\n",
+            "Total variance explained: 0.9581320720000166\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "iris_pca_df = pd.DataFrame(data=X_pca, columns=['PC1', 'PC2'])\n",
+        "iris_pca_df['target'] = y"
+      ],
+      "metadata": {
+        "id": "B4CXvE_hQT_j"
+      },
+      "execution_count": 28,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "plt.figure(figsize=(7,5))\n",
+        "sns.scatterplot(data=iris_pca_df, x='PC1', y='PC2', hue='target', palette='Set2', s=70)\n",
+        "plt.title(\"PCA on Iris Dataset (2 Components)\")\n",
+        "plt.xlabel(\"Principal Component 1\")\n",
+        "plt.ylabel(\"Principal Component 2\")\n",
+        "plt.legend(labels=target_names)\n",
+        "plt.grid(True)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 487
+        },
+        "id": "DT_JahKkQel_",
+        "outputId": "a11449f7-8817-4028-8b9f-269fe6f8e61b"
+      },
+      "execution_count": 29,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 700x500 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "pca_full = PCA().fit(X_scaled)\n",
+        "plt.figure(figsize=(7,4))\n",
+        "plt.plot(np.cumsum(pca_full.explained_variance_ratio_), marker='o')\n",
+        "plt.xlabel(\"Number of Components\")\n",
+        "plt.ylabel(\"Cumulative Explained Variance\")\n",
+        "plt.title(\"Scree Plot (Iris Dataset)\")\n",
+        "plt.grid(True)\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 410
+        },
+        "id": "vRAK3MunQhUN",
+        "outputId": "a1eb4795-a2f3-4501-bcc5-088097c7e8a6"
+      },
+      "execution_count": 30,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 700x400 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [],
+      "metadata": {
+        "id": "HO20CVgRQkIj"
+      },
+      "execution_count": null,
+      "outputs": []
+    }
+  ]
+}
\ No newline at end of file
diff --git a/Wagishi/task6.py b/Wagishi/task6.py
new file mode 100644
index 0000000..96d9072
--- /dev/null
+++ b/Wagishi/task6.py
@@ -0,0 +1,119 @@
+# -*- coding: utf-8 -*-
+"""Task6.ipynb
+
+Automatically generated by Colab.
+
+Original file is located at
+    https://colab.research.google.com/drive/1TRfAwBsg_k1WVm2svMWjkxiMyfV9ROHC
+"""
+
+import pandas as pd
+import numpy as np
+import matplotlib.pyplot as plt
+import seaborn as sns
+
+dataset = pd.read_csv('CC GENERAL.csv')
+
+dataset.shape
+
+dataset.head()
+
+dataset.drop(columns = 'CUST_ID', inplace = True)
+
+dataset.describe()
+
+dataset.isnull().sum()
+
+dataset = dataset.fillna(dataset.mean())
+
+cols = 4
+num_features = dataset.shape[1]
+rows = int(np.ceil(num_features / cols))
+
+# Create subplots matrix
+plt.figure(figsize=(20, rows * 3))
+
+for i, column in enumerate(dataset.columns):
+    plt.subplot(rows, cols, i + 1)
+    sns.boxplot(y=dataset[column], color="skyblue")
+    plt.title(column, fontsize=10)
+    plt.tight_layout()
+
+plt.suptitle("Boxplots of All Features (Outlier Detection)", fontsize=16, y=1.02)
+plt.show()
+
+Q1 = dataset.quantile(0.08)
+Q3 = dataset.quantile(0.95)
+IQR = Q3 - Q1
+
+lower_bound = Q1 - 1.5 * IQR
+upper_bound = Q3 + 1.5 * IQR
+dataset_cleaned = dataset[~((dataset < lower_bound) | (dataset > upper_bound)).any(axis=1)]
+
+print("Original dataset shape:", dataset.shape)
+print("After outlier removal:", dataset_cleaned.shape)
+
+"""here we have around 4.25% of loss"""
+
+from sklearn.preprocessing import StandardScaler
+scaler = StandardScaler()
+X = scaler.fit_transform(dataset_cleaned)
+
+from sklearn.cluster import KMeans
+sse = []
+for k in range(1,10):
+    km = KMeans(n_clusters=k, random_state=42)
+    km.fit(X)
+    sse.append(km.inertia_)
+plt.plot(range(1,10), sse, marker='o')
+plt.title('Elbow Method')
+plt.xlabel('Number of clusters')
+plt.ylabel('SSE')
+plt.show()
+
+"""we will take k=6
+
+```
+# This is formatted as code
+```
+
+
+"""
+
+from sklearn.cluster import KMeans
+k = 6
+km = KMeans(n_clusters=k, random_state=42, n_init=10)
+labels = km.fit_predict(X)
+# Create a copy to avoid SettingWithCopyWarning
+dataset_cleaned_copy = dataset_cleaned.copy()
+dataset_cleaned_copy['cluster_kmeans'] = labels
+
+from sklearn.decomposition import PCA
+pca = PCA(n_components=3)
+coords = pca.fit_transform(X)
+plt.figure(figsize=(8,6))
+sns.scatterplot(x=coords[:,0], y=coords[:,1], hue=labels, palette='tab10')
+plt.title("K-means clusters (k={})".format(k))
+plt.show()
+
+X.groupby('cluster_kmeans').mean()
+
+from scipy.cluster.hierarchy import linkage, dendrogram
+
+sample_idx = np.random.choice(range(len(X)), size=500, replace=False)
+X_sub = X[sample_idx]
+
+link_mat = linkage(X_sub, method='ward')
+plt.figure(figsize=(10,6))
+dendrogram(link_mat, truncate_mode='level', p=5)
+plt.title("Dendrogram for Hierarchical Clustering")
+plt.xlabel("Data Points")
+plt.ylabel("Distance")
+plt.show()
+
+from sklearn.cluster import AgglomerativeClustering
+n_clusters = 5
+ag = AgglomerativeClustering(n_clusters=n_clusters, linkage='ward')
+labels_h = ag.fit_predict(X)
+
+dataset_cleaned_copy['cluster_hier'] = labels_h
\ No newline at end of file