{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "HGegElo2gBYl"
      },
      "source": [
        "# MultiVariate Time Series Forecasting"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PdRwlL4TbhfU"
      },
      "source": [
        "# EDA\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9NY5ihIgbhfW"
      },
      "source": [
        "## Importing modules and dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 116,
      "metadata": {
        "id": "KidcYogrbhfW"
      },
      "outputs": [],
      "source": [
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 117,
      "metadata": {
        "id": "Er_3kHHAbhfX"
      },
      "outputs": [],
      "source": [
        "data = pd.read_csv('train.csv')\n",
        "stores = pd.read_csv('stores.csv')\n",
        "features = pd.read_csv('features.csv')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MHyuO6zubhfY"
      },
      "source": [
        "## Cleaning the Dataset"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LAYkS7TjbhfY"
      },
      "source": [
        "Since only markdowns have null values we replace null values with 0"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 118,
      "metadata": {
        "id": "6VPDbIebbhfY"
      },
      "outputs": [],
      "source": [
        "for i in range(1,6):\n",
        "  features[\"MarkDown\"+str(i)] = features[\"MarkDown\"+str(i)].apply(lambda x: 0 if x < 0 else x)\n",
        "  features[\"MarkDown\"+str(i)].fillna(value=0,inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 119,
      "metadata": {
        "id": "KsP5VCpBbhfZ"
      },
      "outputs": [],
      "source": [
        "data = pd.merge(data,stores,on='Store',how='left')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 120,
      "metadata": {
        "id": "bQxK1p4rbhfZ"
      },
      "outputs": [],
      "source": [
        "data = pd.merge(data,features,on=['Store','Date'],how='left')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 121,
      "metadata": {
        "id": "9rcXuqO-bhfZ"
      },
      "outputs": [],
      "source": [
        "data['Date'] = pd.to_datetime(data['Date'])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 122,
      "metadata": {
        "id": "9-GN7vVabhfa"
      },
      "outputs": [],
      "source": [
        "data['Year'] = data['Date'].dt.isocalendar().year\n",
        "data['Month'] = data['Date'].dt.month\n",
        "data['Week'] = data['Date'].dt.isocalendar().week"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 123,
      "metadata": {
        "id": "WY5lO_MVbhfa"
      },
      "outputs": [],
      "source": [
        "data.sort_values(by=['Date'],inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 124,
      "metadata": {
        "id": "hd9Op6IPbhfa"
      },
      "outputs": [],
      "source": [
        "data.set_index(data.Date, inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 125,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "u5AnHE3zbhfa",
        "outputId": "914e5079-9d40-43ea-cd56-789d24996623"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {},
          "execution_count": 125
        }
      ],
      "source": [
        "data['IsHoliday_x'].isin(data['IsHoliday_y']).all()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 126,
      "metadata": {
        "id": "2zW_5SSIbhfb"
      },
      "outputs": [],
      "source": [
        "data.drop(columns='IsHoliday_x',inplace=True)\n",
        "data.rename(columns={\"IsHoliday_y\" : \"IsHoliday\"}, inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 127,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "fe4YlQP4bhfb",
        "outputId": "1c0558bb-4e2b-4fde-b838-35cf41b7021b"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            Store  Dept       Date  Weekly_Sales Type    Size  Temperature  \\\n",
              "Date                                                                         \n",
              "2010-02-05      1     1 2010-02-05      24924.50    A  151315        42.31   \n",
              "2010-02-05     29     5 2010-02-05      15552.08    B   93638        24.36   \n",
              "2010-02-05     29     6 2010-02-05       3200.22    B   93638        24.36   \n",
              "2010-02-05     29     7 2010-02-05      10820.05    B   93638        24.36   \n",
              "2010-02-05     29     8 2010-02-05      20055.64    B   93638        24.36   \n",
              "...           ...   ...        ...           ...  ...     ...          ...   \n",
              "2012-10-26     40    87 2012-10-26      24638.96    A  155083        49.65   \n",
              "2012-10-26     19    30 2012-10-26       3740.12    A  203819        56.49   \n",
              "2012-10-26     19    31 2012-10-26       3128.17    A  203819        56.49   \n",
              "2012-10-26     19    33 2012-10-26       5740.14    A  203819        56.49   \n",
              "2012-10-26     45    98 2012-10-26       1076.80    B  118221        58.85   \n",
              "\n",
              "            Fuel_Price  MarkDown1  MarkDown2  MarkDown3  MarkDown4  MarkDown5  \\\n",
              "Date                                                                            \n",
              "2010-02-05       2.572       0.00       0.00       0.00       0.00       0.00   \n",
              "2010-02-05       2.788       0.00       0.00       0.00       0.00       0.00   \n",
              "2010-02-05       2.788       0.00       0.00       0.00       0.00       0.00   \n",
              "2010-02-05       2.788       0.00       0.00       0.00       0.00       0.00   \n",
              "2010-02-05       2.788       0.00       0.00       0.00       0.00       0.00   \n",
              "...                ...        ...        ...        ...        ...        ...   \n",
              "2012-10-26       3.917    3605.71      55.98       0.28     486.81    1389.06   \n",
              "2012-10-26       4.071    5430.75      90.07       0.00     904.34    1665.77   \n",
              "2012-10-26       4.071    5430.75      90.07       0.00     904.34    1665.77   \n",
              "2012-10-26       4.071    5430.75      90.07       0.00     904.34    1665.77   \n",
              "2012-10-26       3.882    4018.91      58.08     100.00     211.94     858.33   \n",
              "\n",
              "                   CPI  Unemployment  IsHoliday  Year  Month  Week  \n",
              "Date                                                                \n",
              "2010-02-05  211.096358         8.106      False  2010      2     5  \n",
              "2010-02-05  131.527903        10.064      False  2010      2     5  \n",
              "2010-02-05  131.527903        10.064      False  2010      2     5  \n",
              "2010-02-05  131.527903        10.064      False  2010      2     5  \n",
              "2010-02-05  131.527903        10.064      False  2010      2     5  \n",
              "...                ...           ...        ...   ...    ...   ...  \n",
              "2012-10-26  138.728161         4.145      False  2012     10    43  \n",
              "2012-10-26  138.728161         7.992      False  2012     10    43  \n",
              "2012-10-26  138.728161         7.992      False  2012     10    43  \n",
              "2012-10-26  138.728161         7.992      False  2012     10    43  \n",
              "2012-10-26  192.308899         8.667      False  2012     10    43  \n",
              "\n",
              "[421570 rows x 19 columns]"
            ],
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              "      <th></th>\n",
              "      <th>Store</th>\n",
              "      <th>Dept</th>\n",
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              "      <th>Date</th>\n",
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              "      <th>2010-02-05</th>\n",
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              "      <td>1</td>\n",
              "      <td>2010-02-05</td>\n",
              "      <td>24924.50</td>\n",
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              "      <td>151315</td>\n",
              "      <td>42.31</td>\n",
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              "      <td>0.00</td>\n",
              "      <td>211.096358</td>\n",
              "      <td>8.106</td>\n",
              "      <td>False</td>\n",
              "      <td>2010</td>\n",
              "      <td>2</td>\n",
              "      <td>5</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2010-02-05</th>\n",
              "      <td>29</td>\n",
              "      <td>5</td>\n",
              "      <td>2010-02-05</td>\n",
              "      <td>15552.08</td>\n",
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              "      <td>93638</td>\n",
              "      <td>24.36</td>\n",
              "      <td>2.788</td>\n",
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              "      <td>2</td>\n",
              "      <td>5</td>\n",
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              "    <tr>\n",
              "      <th>2010-02-05</th>\n",
              "      <td>29</td>\n",
              "      <td>6</td>\n",
              "      <td>2010-02-05</td>\n",
              "      <td>3200.22</td>\n",
              "      <td>B</td>\n",
              "      <td>93638</td>\n",
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              "      <td>2.788</td>\n",
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              "      <th>2010-02-05</th>\n",
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              "      <td>7</td>\n",
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              "      <th>2010-02-05</th>\n",
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              "      <td>8</td>\n",
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              "      <td>1076.80</td>\n",
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              "      <td>10</td>\n",
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              "type": "dataframe",
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          },
          "metadata": {},
          "execution_count": 127
        }
      ],
      "source": [
        "data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 128,
      "metadata": {
        "id": "WjAqMF8Dbhfb"
      },
      "outputs": [],
      "source": [
        "data['Total_MarkDown'] = data['MarkDown1']+data['MarkDown2']+data['MarkDown3']+data['MarkDown4']+data['MarkDown5']\n",
        "data.drop(['MarkDown1','MarkDown2','MarkDown3','MarkDown4','MarkDown5'], axis = 1,inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 129,
      "metadata": {
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          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "0mOXpIlPbhfc",
        "outputId": "9160df2a-5337-4eaf-88c0-41a1ada15ad7"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            Store  Dept       Date  Weekly_Sales Type    Size  Temperature  \\\n",
              "Date                                                                         \n",
              "2010-02-05      1     1 2010-02-05      24924.50    A  151315        42.31   \n",
              "2010-02-05     29     5 2010-02-05      15552.08    B   93638        24.36   \n",
              "2010-02-05     29     6 2010-02-05       3200.22    B   93638        24.36   \n",
              "2010-02-05     29     7 2010-02-05      10820.05    B   93638        24.36   \n",
              "2010-02-05     29     8 2010-02-05      20055.64    B   93638        24.36   \n",
              "...           ...   ...        ...           ...  ...     ...          ...   \n",
              "2012-10-26     40    87 2012-10-26      24638.96    A  155083        49.65   \n",
              "2012-10-26     19    30 2012-10-26       3740.12    A  203819        56.49   \n",
              "2012-10-26     19    31 2012-10-26       3128.17    A  203819        56.49   \n",
              "2012-10-26     19    33 2012-10-26       5740.14    A  203819        56.49   \n",
              "2012-10-26     45    98 2012-10-26       1076.80    B  118221        58.85   \n",
              "\n",
              "            Fuel_Price         CPI  Unemployment  IsHoliday  Year  Month  \\\n",
              "Date                                                                       \n",
              "2010-02-05       2.572  211.096358         8.106      False  2010      2   \n",
              "2010-02-05       2.788  131.527903        10.064      False  2010      2   \n",
              "2010-02-05       2.788  131.527903        10.064      False  2010      2   \n",
              "2010-02-05       2.788  131.527903        10.064      False  2010      2   \n",
              "2010-02-05       2.788  131.527903        10.064      False  2010      2   \n",
              "...                ...         ...           ...        ...   ...    ...   \n",
              "2012-10-26       3.917  138.728161         4.145      False  2012     10   \n",
              "2012-10-26       4.071  138.728161         7.992      False  2012     10   \n",
              "2012-10-26       4.071  138.728161         7.992      False  2012     10   \n",
              "2012-10-26       4.071  138.728161         7.992      False  2012     10   \n",
              "2012-10-26       3.882  192.308899         8.667      False  2012     10   \n",
              "\n",
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              "2010-02-05     5            0.00  \n",
              "2010-02-05     5            0.00  \n",
              "...          ...             ...  \n",
              "2012-10-26    43         5537.84  \n",
              "2012-10-26    43         8090.93  \n",
              "2012-10-26    43         8090.93  \n",
              "2012-10-26    43         8090.93  \n",
              "2012-10-26    43         5247.26  \n",
              "\n",
              "[421570 rows x 15 columns]"
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              "      <td>2012</td>\n",
              "      <td>10</td>\n",
              "      <td>43</td>\n",
              "      <td>5537.84</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2012-10-26</th>\n",
              "      <td>19</td>\n",
              "      <td>30</td>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>3740.12</td>\n",
              "      <td>A</td>\n",
              "      <td>203819</td>\n",
              "      <td>56.49</td>\n",
              "      <td>4.071</td>\n",
              "      <td>138.728161</td>\n",
              "      <td>7.992</td>\n",
              "      <td>False</td>\n",
              "      <td>2012</td>\n",
              "      <td>10</td>\n",
              "      <td>43</td>\n",
              "      <td>8090.93</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2012-10-26</th>\n",
              "      <td>19</td>\n",
              "      <td>31</td>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>3128.17</td>\n",
              "      <td>A</td>\n",
              "      <td>203819</td>\n",
              "      <td>56.49</td>\n",
              "      <td>4.071</td>\n",
              "      <td>138.728161</td>\n",
              "      <td>7.992</td>\n",
              "      <td>False</td>\n",
              "      <td>2012</td>\n",
              "      <td>10</td>\n",
              "      <td>43</td>\n",
              "      <td>8090.93</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2012-10-26</th>\n",
              "      <td>19</td>\n",
              "      <td>33</td>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>5740.14</td>\n",
              "      <td>A</td>\n",
              "      <td>203819</td>\n",
              "      <td>56.49</td>\n",
              "      <td>4.071</td>\n",
              "      <td>138.728161</td>\n",
              "      <td>7.992</td>\n",
              "      <td>False</td>\n",
              "      <td>2012</td>\n",
              "      <td>10</td>\n",
              "      <td>43</td>\n",
              "      <td>8090.93</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2012-10-26</th>\n",
              "      <td>45</td>\n",
              "      <td>98</td>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>1076.80</td>\n",
              "      <td>B</td>\n",
              "      <td>118221</td>\n",
              "      <td>58.85</td>\n",
              "      <td>3.882</td>\n",
              "      <td>192.308899</td>\n",
              "      <td>8.667</td>\n",
              "      <td>False</td>\n",
              "      <td>2012</td>\n",
              "      <td>10</td>\n",
              "      <td>43</td>\n",
              "      <td>5247.26</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>421570 rows × 15 columns</p>\n",
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            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "data"
            }
          },
          "metadata": {},
          "execution_count": 129
        }
      ],
      "source": [
        "data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 130,
      "metadata": {
        "id": "omL0b4K1bhfc"
      },
      "outputs": [],
      "source": [
        "data=data[data['Weekly_Sales']>=0]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 131,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "c63fNXyrbhfc",
        "outputId": "fffc06f1-f8bb-4d76-d6c9-b730be2a725e"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-131-8fdcbc3ff8c2>:1: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  data['IsHoliday'] = data['IsHoliday'].astype('int')\n"
          ]
        }
      ],
      "source": [
        "data['IsHoliday'] = data['IsHoliday'].astype('int')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fJHZ8cCibhfc"
      },
      "source": [
        "## Label Encoding Type"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 132,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WS0XdRA7bhfc",
        "outputId": "f0047831-1e06-4f6c-b947-b6ff9588b12f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-132-c9cd46b68e23>:2: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  data['Type'] = data['Type'].replace(type_group)\n"
          ]
        }
      ],
      "source": [
        "type_group = {'A':1, 'B': 2, 'C': 3}  # changing A,B,C to 1-2-3\n",
        "data['Type'] = data['Type'].replace(type_group)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TxvqAIGubhfd"
      },
      "source": [
        "Grouping Deptartments into stores"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 133,
      "metadata": {
        "id": "k8grilFxbhfd"
      },
      "outputs": [],
      "source": [
        "df = data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 134,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "nNj3kFujbhfd",
        "outputId": "b2bde9a8-2d73-462b-d575-ec16a9746510"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           Date  Store  IsHoliday       Dept  Weekly_Sales  Type      Size  \\\n",
              "0    2010-02-05      1          0  43.616438  22516.313699   1.0  151315.0   \n",
              "1    2010-02-05      2          0  44.534247  29273.828219   1.0  202307.0   \n",
              "2    2010-02-05      3          0  40.615385   7101.880308   2.0   37392.0   \n",
              "3    2010-02-05      4          0  44.287671  29248.546164   1.0  205863.0   \n",
              "4    2010-02-05      5          0  39.645161   5115.695161   2.0   34875.0   \n",
              "...         ...    ...        ...        ...           ...   ...       ...   \n",
              "6430 2012-10-26     41          0  45.055556  18285.313750   1.0  196321.0   \n",
              "6431 2012-10-26     42          0  46.411765  10093.304902   3.0   39690.0   \n",
              "6432 2012-10-26     43          0  46.708333  12241.740625   3.0   41062.0   \n",
              "6433 2012-10-26     44          0  44.818182   6564.855818   3.0   39910.0   \n",
              "6434 2012-10-26     45          0  43.388060  11347.484030   2.0  118221.0   \n",
              "\n",
              "      Temperature  Fuel_Price         CPI  Unemployment    Year  Month  Week  \\\n",
              "0           42.31       2.572  211.096358         8.106  2010.0    2.0   5.0   \n",
              "1           40.19       2.572  210.752605         8.324  2010.0    2.0   5.0   \n",
              "2           45.71       2.572  214.424881         7.368  2010.0    2.0   5.0   \n",
              "3           43.76       2.598  126.442065         8.623  2010.0    2.0   5.0   \n",
              "4           39.70       2.572  211.653972         6.566  2010.0    2.0   5.0   \n",
              "...           ...         ...         ...           ...     ...    ...   ...   \n",
              "6430        41.80       3.686  199.219532         6.195  2012.0   10.0  43.0   \n",
              "6431        70.50       4.301  131.193097         6.943  2012.0   10.0  43.0   \n",
              "6432        69.17       3.506  214.741539         8.839  2012.0   10.0  43.0   \n",
              "6433        46.97       3.755  131.193097         5.217  2012.0   10.0  43.0   \n",
              "6434        58.85       3.882  192.308899         8.667  2012.0   10.0  43.0   \n",
              "\n",
              "      Total_MarkDown  \n",
              "0               0.00  \n",
              "1               0.00  \n",
              "2               0.00  \n",
              "3               0.00  \n",
              "4               0.00  \n",
              "...              ...  \n",
              "6430         6787.91  \n",
              "6431         1037.30  \n",
              "6432          851.97  \n",
              "6433          499.98  \n",
              "6434         5247.26  \n",
              "\n",
              "[6435 rows x 15 columns]"
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              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 6435,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2010-02-05 00:00:00\",\n        \"max\": \"2012-10-26 00:00:00\",\n        \"num_unique_values\": 143,\n        \"samples\": [\n          \"2012-05-04 00:00:00\",\n          \"2010-06-18 00:00:00\",\n          \"2011-09-02 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Store\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 12,\n        \"min\": 1,\n        \"max\": 45,\n        \"num_unique_values\": 45,\n        \"samples\": [\n          40,\n          26,\n          27\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"IsHoliday\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Dept\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.6629371298775315,\n        \"min\": 38.74576271186441,\n        \"max\": 52.108108108108105,\n        \"num_unique_values\": 1828,\n        \"samples\": [\n          42.88235294117647,\n          45.659574468085104\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Weekly_Sales\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7310.180629843831,\n        \"min\": 4072.44859375,\n        \"max\": 54552.66357142857,\n        \"num_unique_values\": 6435,\n        \"samples\": [\n          8417.462794117646,\n          15860.636\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Type\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7041871405327224,\n        \"min\": 1.0,\n        \"max\": 3.0,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          1.0,\n          2.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Size\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 63117.02246533339,\n        \"min\": 34875.0,\n        \"max\": 219622.0,\n        \"num_unique_values\": 40,\n        \"samples\": [\n          203742.0,\n          93188.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Temperature\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 18.44493287581158,\n        \"min\": -2.06,\n        \"max\": 100.14,\n        \"num_unique_values\": 3715,\n        \"samples\": [\n          76.54,\n          70.77\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel_Price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.4590197071928525,\n        \"min\": 2.472,\n        \"max\": 4.468,\n        \"num_unique_values\": 1306,\n        \"samples\": [\n          3.329,\n          3.8210000000000006\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CPI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 39.35671229566418,\n        \"min\": 126.06399999999998,\n        \"max\": 227.2328068,\n        \"num_unique_values\": 2341,\n        \"samples\": [\n          216.72173729999997,\n          126.43641939999999\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unemployment\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.8758847818627977,\n        \"min\": 3.879,\n        \"max\": 14.313,\n        \"num_unique_values\": 472,\n        \"samples\": [\n          8.058,\n          7.372\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Year\",\n      \"properties\": {\n        \"dtype\": \"Float64\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          2010.0,\n          2011.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Month\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.23830837284898,\n        \"min\": 1.0,\n        \"max\": 12.0,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          12.0,\n          11.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Week\",\n      \"properties\": {\n        \"dtype\": \"Float64\",\n        \"num_unique_values\": 52,\n        \"samples\": [\n          24.0,\n          46.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total_MarkDown\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 14269.39548052029,\n        \"min\": 0.0,\n        \"max\": 160510.61000000002,\n        \"num_unique_values\": 2296,\n        \"samples\": [\n          18348.43,\n          13050.26\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 134
        }
      ],
      "source": [
        "df.reset_index(drop=True, inplace=True)\n",
        "df = df.groupby(['Date', 'Store','IsHoliday']).mean().reset_index()\n",
        "df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 135,
      "metadata": {
        "id": "UTtnwU7_bhfd"
      },
      "outputs": [],
      "source": [
        "df = df.drop(['Dept'], axis = 1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 136,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "ZiTgNir4bhfd",
        "outputId": "5899d04d-895f-4341-bb1d-d1ef78b70bd4"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           Date  Store  IsHoliday  Weekly_Sales  Type      Size  Temperature  \\\n",
              "0    2010-02-05      1          0  22516.313699   1.0  151315.0        42.31   \n",
              "1    2010-02-05      2          0  29273.828219   1.0  202307.0        40.19   \n",
              "2    2010-02-05      3          0   7101.880308   2.0   37392.0        45.71   \n",
              "3    2010-02-05      4          0  29248.546164   1.0  205863.0        43.76   \n",
              "4    2010-02-05      5          0   5115.695161   2.0   34875.0        39.70   \n",
              "...         ...    ...        ...           ...   ...       ...          ...   \n",
              "6430 2012-10-26     41          0  18285.313750   1.0  196321.0        41.80   \n",
              "6431 2012-10-26     42          0  10093.304902   3.0   39690.0        70.50   \n",
              "6432 2012-10-26     43          0  12241.740625   3.0   41062.0        69.17   \n",
              "6433 2012-10-26     44          0   6564.855818   3.0   39910.0        46.97   \n",
              "6434 2012-10-26     45          0  11347.484030   2.0  118221.0        58.85   \n",
              "\n",
              "      Fuel_Price         CPI  Unemployment    Year  Month  Week  \\\n",
              "0          2.572  211.096358         8.106  2010.0    2.0   5.0   \n",
              "1          2.572  210.752605         8.324  2010.0    2.0   5.0   \n",
              "2          2.572  214.424881         7.368  2010.0    2.0   5.0   \n",
              "3          2.598  126.442065         8.623  2010.0    2.0   5.0   \n",
              "4          2.572  211.653972         6.566  2010.0    2.0   5.0   \n",
              "...          ...         ...           ...     ...    ...   ...   \n",
              "6430       3.686  199.219532         6.195  2012.0   10.0  43.0   \n",
              "6431       4.301  131.193097         6.943  2012.0   10.0  43.0   \n",
              "6432       3.506  214.741539         8.839  2012.0   10.0  43.0   \n",
              "6433       3.755  131.193097         5.217  2012.0   10.0  43.0   \n",
              "6434       3.882  192.308899         8.667  2012.0   10.0  43.0   \n",
              "\n",
              "      Total_MarkDown  \n",
              "0               0.00  \n",
              "1               0.00  \n",
              "2               0.00  \n",
              "3               0.00  \n",
              "4               0.00  \n",
              "...              ...  \n",
              "6430         6787.91  \n",
              "6431         1037.30  \n",
              "6432          851.97  \n",
              "6433          499.98  \n",
              "6434         5247.26  \n",
              "\n",
              "[6435 rows x 14 columns]"
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Date</th>\n",
              "      <th>Store</th>\n",
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              "      <th>Type</th>\n",
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              "      <td>2010.0</td>\n",
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              "      <th>4</th>\n",
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              "      <td>2012-10-26</td>\n",
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              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-fb31bc81-b5be-4d64-9b26-6405a94032af')\"\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-fb31bc81-b5be-4d64-9b26-6405a94032af button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_576de00a-bb5b-41bc-9760-149ba83d0b5a\">\n",
              "    <style>\n",
              "      .colab-df-generate {\n",
              "        background-color: #E8F0FE;\n",
              "        border: none;\n",
              "        border-radius: 50%;\n",
              "        cursor: pointer;\n",
              "        display: none;\n",
              "        fill: #1967D2;\n",
              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate:hover {\n",
              "        background-color: #E2EBFA;\n",
              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "        fill: #174EA6;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
              "        background-color: #434B5C;\n",
              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "        filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "        fill: #FFFFFF;\n",
              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('df')\"\n",
              "            title=\"Generate code using this dataframe.\"\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",
              "    <path d=\"M7,19H8.4L18.45,9,17,7.55,7,17.6ZM5,21V16.75L18.45,3.32a2,2,0,0,1,2.83,0l1.4,1.43a1.91,1.91,0,0,1,.58,1.4,1.91,1.91,0,0,1-.58,1.4L9.25,21ZM18.45,9,17,7.55Zm-12,3A5.31,5.31,0,0,0,4.9,8.1,5.31,5.31,0,0,0,1,6.5,5.31,5.31,0,0,0,4.9,4.9,5.31,5.31,0,0,0,6.5,1,5.31,5.31,0,0,0,8.1,4.9,5.31,5.31,0,0,0,12,6.5,5.46,5.46,0,0,0,6.5,12Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_576de00a-bb5b-41bc-9760-149ba83d0b5a button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('df');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 6435,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2010-02-05 00:00:00\",\n        \"max\": \"2012-10-26 00:00:00\",\n        \"num_unique_values\": 143,\n        \"samples\": [\n          \"2012-05-04 00:00:00\",\n          \"2010-06-18 00:00:00\",\n          \"2011-09-02 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Store\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 12,\n        \"min\": 1,\n        \"max\": 45,\n        \"num_unique_values\": 45,\n        \"samples\": [\n          40,\n          26,\n          27\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"IsHoliday\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Weekly_Sales\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7310.180629843831,\n        \"min\": 4072.44859375,\n        \"max\": 54552.66357142857,\n        \"num_unique_values\": 6435,\n        \"samples\": [\n          8417.462794117646,\n          15860.636\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Type\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7041871405327224,\n        \"min\": 1.0,\n        \"max\": 3.0,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          1.0,\n          2.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Size\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 63117.02246533339,\n        \"min\": 34875.0,\n        \"max\": 219622.0,\n        \"num_unique_values\": 40,\n        \"samples\": [\n          203742.0,\n          93188.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Temperature\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 18.44493287581158,\n        \"min\": -2.06,\n        \"max\": 100.14,\n        \"num_unique_values\": 3715,\n        \"samples\": [\n          76.54,\n          70.77\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel_Price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.4590197071928525,\n        \"min\": 2.472,\n        \"max\": 4.468,\n        \"num_unique_values\": 1306,\n        \"samples\": [\n          3.329,\n          3.8210000000000006\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CPI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 39.35671229566418,\n        \"min\": 126.06399999999998,\n        \"max\": 227.2328068,\n        \"num_unique_values\": 2341,\n        \"samples\": [\n          216.72173729999997,\n          126.43641939999999\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unemployment\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.8758847818627977,\n        \"min\": 3.879,\n        \"max\": 14.313,\n        \"num_unique_values\": 472,\n        \"samples\": [\n          8.058,\n          7.372\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Year\",\n      \"properties\": {\n        \"dtype\": \"Float64\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          2010.0,\n          2011.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Month\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.23830837284898,\n        \"min\": 1.0,\n        \"max\": 12.0,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          12.0,\n          11.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Week\",\n      \"properties\": {\n        \"dtype\": \"Float64\",\n        \"num_unique_values\": 52,\n        \"samples\": [\n          24.0,\n          46.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total_MarkDown\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 14269.39548052029,\n        \"min\": 0.0,\n        \"max\": 160510.61000000002,\n        \"num_unique_values\": 2296,\n        \"samples\": [\n          18348.43,\n          13050.26\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 136
        }
      ],
      "source": [
        "df"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6oF1dS2abhfd"
      },
      "source": [
        "## Data Visualization"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gkEH2PKEbhfd"
      },
      "source": [
        "### Weekly Sales Plot"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 137,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "9MDlxBzNbhfe",
        "outputId": "6af56827-17db-4ccc-cfba-93da412e0912"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 4000x1200 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(40,12))\n",
        "sns.lineplot(x='Date', y = 'Weekly_Sales', data = df)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ASUsm6x9bhfe"
      },
      "source": [
        "### Average Monthly Sales"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 138,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "Fq8vfuwYbhfe",
        "outputId": "ca13925b-03dc-4cf2-cb0b-f7be0441d971"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1400x800 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(14,8))\n",
        "sns.barplot(x='Month',y='Weekly_Sales',data=data)\n",
        "plt.ylabel('Sales',fontsize=14)\n",
        "plt.xlabel('Months',fontsize=14)\n",
        "plt.title('Average Monthly Sales',fontsize=16)\n",
        "plt.grid()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fqPRyzm5bhfe"
      },
      "source": [
        "### Monthly Sales per Year"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 139,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "vT9-kjQzbhfe",
        "outputId": "e344289f-447a-4119-afd2-944435b98ced"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x800 with 12 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "data_monthly = pd.crosstab(data[\"Year\"], data[\"Month\"], values=data[\"Weekly_Sales\"],aggfunc='sum')\n",
        "fig, axes = plt.subplots(3,4,figsize=(16,8))\n",
        "plt.suptitle('Monthly Sales for each Year', fontsize=18)\n",
        "k=1\n",
        "for i in range(3):\n",
        "    for j in range(4):\n",
        "      sns.lineplot(ax=axes[i,j],data=data_monthly[k])\n",
        "      plt.subplots_adjust(wspace=0.4,hspace=0.32)\n",
        "      plt.ylabel(k,fontsize=12)\n",
        "      plt.xlabel('Years',fontsize=12)\n",
        "      k+=1\n",
        "\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DIQU7QUMbhff"
      },
      "source": [
        "### Average Weekly Sales Storewise"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 140,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "oxaOdmP-bhff",
        "outputId": "2506b7d0-4ed4-435e-b750-771e1d921509"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x800 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(20,8))\n",
        "sns.barplot(x='Store',y='Weekly_Sales',data=data)\n",
        "plt.grid()\n",
        "plt.title('Average Sales per Store', fontsize=18)\n",
        "plt.ylabel('Sales', fontsize=16)\n",
        "plt.xlabel('Store', fontsize=16)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "X3Vrl71Vbhff"
      },
      "source": [
        "### Sales vs Temperature"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 141,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "urXJBEKubhff",
        "outputId": "5b13164b-e4a4-493c-99b4-6ffa4af5dcff"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10,8))\n",
        "sns.lineplot(x='Temperature', y = 'Weekly_Sales', data = df)\n",
        "plt.title('Effect of Temperature',fontsize=15)\n",
        "plt.xlabel('Temperature',fontsize=14)\n",
        "plt.ylabel('Weekly Sales',fontsize=14)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "60ZZexg7bhff"
      },
      "source": [
        "### Sales vs Fuel Price"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 142,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "mqeZ6RP-bhfk",
        "outputId": "4299eb03-81ce-4c62-f5a0-cb12b13f5b22"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10,8))\n",
        "sns.lineplot(x='Fuel_Price', y = 'Weekly_Sales', data = df)\n",
        "plt.title('Effect of fuel Price',fontsize=15)\n",
        "plt.xlabel('Fuel Price',fontsize=14)\n",
        "plt.ylabel('Weekly Sales',fontsize=14)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rXdkeo_nbhfk"
      },
      "source": [
        "### Sales vs CPI"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 143,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "yejuIU8Sbhfk",
        "outputId": "0ac0277a-4d85-4e0c-e026-b864e13ee0bb"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10,8))\n",
        "sns.lineplot(x='CPI', y = 'Weekly_Sales', data = df)\n",
        "plt.title('Effect of CPI',fontsize=15)\n",
        "plt.xlabel('CPI',fontsize=14)\n",
        "plt.ylabel('Weekly Sales',fontsize=14)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1TLnVAXFbhfl"
      },
      "source": [
        "### Sales vs Unemployment"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 144,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "-_xftYTFbhfl",
        "outputId": "306f5802-de22-464c-c798-e899ba7f5fa7"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10,8))\n",
        "sns.lineplot(x='Unemployment', y = 'Weekly_Sales', data = df)\n",
        "plt.title('Effect of Unemployment',fontsize=15)\n",
        "plt.xlabel('Unemployment',fontsize=14)\n",
        "plt.ylabel('Weekly Sales',fontsize=14)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zpnJVlR-bhfl"
      },
      "source": [
        "### Sales vs Total Markdown"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 145,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "9zEu_tAYbhfl",
        "outputId": "4eeb2856-9923-400c-d4d6-f5f472010b6a"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10,8))\n",
        "sns.lineplot(x='Total_MarkDown', y = 'Weekly_Sales', data = df)\n",
        "plt.title('Effect of Markdown',fontsize=15)\n",
        "plt.xlabel('Markdown',fontsize=14)\n",
        "plt.ylabel('Weekly Sales',fontsize=14)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-CU98uhObhfm"
      },
      "source": [
        "## Normalizing Data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 146,
      "metadata": {
        "id": "Kjjse5Qvbhfm"
      },
      "outputs": [],
      "source": [
        "columns_to_normalize = ['Weekly_Sales','Size','Temperature','Fuel_Price','CPI','Unemployment']"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 147,
      "metadata": {
        "id": "eUuxF0hkbhfm"
      },
      "outputs": [],
      "source": [
        "from sklearn.preprocessing import MinMaxScaler, StandardScaler"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 148,
      "metadata": {
        "id": "hdDHU1t7bhfm"
      },
      "outputs": [],
      "source": [
        "scaler = MinMaxScaler(feature_range=(0,10))\n",
        "df[columns_to_normalize] = scaler.fit_transform(df[columns_to_normalize])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 149,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "bRrw0axCbhfm",
        "outputId": "196a29e7-1f78-4207-910a-0eac56d13b46"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           Date  Store  IsHoliday  Weekly_Sales  Type      Size  Temperature  \\\n",
              "0    2010-02-05      1          0      3.653682   1.0  6.302673     4.341487   \n",
              "1    2010-02-05      2          0      4.992328   1.0  9.062772     4.134051   \n",
              "2    2010-02-05      3          0      0.600123   2.0  0.136240     4.674168   \n",
              "3    2010-02-05      4          0      4.987320   1.0  9.255252     4.483366   \n",
              "4    2010-02-05      5          0      0.206664   2.0  0.000000     4.086106   \n",
              "...         ...    ...        ...           ...   ...       ...          ...   \n",
              "6430 2012-10-26     41          0      2.815532   1.0  8.738762     4.291585   \n",
              "6431 2012-10-26     42          0      1.192716   3.0  0.260627     7.099804   \n",
              "6432 2012-10-26     43          0      1.618316   3.0  0.334890     6.969667   \n",
              "6433 2012-10-26     44          0      0.493739   3.0  0.272535     4.797456   \n",
              "6434 2012-10-26     45          0      1.441166   2.0  4.511359     5.959883   \n",
              "\n",
              "      Fuel_Price       CPI  Unemployment    Year  Month  Week  Total_MarkDown  \n",
              "0       0.501002  8.404998      4.051179  2010.0    2.0   5.0            0.00  \n",
              "1       0.501002  8.371019      4.260111  2010.0    2.0   5.0            0.00  \n",
              "2       0.501002  8.734004      3.343876  2010.0    2.0   5.0            0.00  \n",
              "3       0.631263  0.037370      4.546674  2010.0    2.0   5.0            0.00  \n",
              "4       0.501002  8.460115      2.575235  2010.0    2.0   5.0            0.00  \n",
              "...          ...       ...           ...     ...    ...   ...             ...  \n",
              "6430    6.082164  7.231036      2.219666  2012.0   10.0  43.0         6787.91  \n",
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              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('df');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 6435,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2010-02-05 00:00:00\",\n        \"max\": \"2012-10-26 00:00:00\",\n        \"num_unique_values\": 143,\n        \"samples\": [\n          \"2012-05-04 00:00:00\",\n          \"2010-06-18 00:00:00\",\n          \"2011-09-02 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Store\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 12,\n        \"min\": 1,\n        \"max\": 45,\n        \"num_unique_values\": 45,\n        \"samples\": [\n          40,\n          26,\n          27\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"IsHoliday\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Weekly_Sales\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.4481278720933062,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 6435,\n        \"samples\": [\n          0.8607360729919498,\n          2.335209430360493\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Type\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7041871405327224,\n        \"min\": 1.0,\n        \"max\": 3.0,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          1.0,\n          2.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Size\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.4164031061577935,\n        \"min\": 0.0,\n        \"max\": 9.999999999999998,\n        \"num_unique_values\": 40,\n        \"samples\": [\n          9.140446123617703,\n          3.1563706041234774\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Temperature\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.8047879526234423,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 3686,\n        \"samples\": [\n          6.267123287671232,\n          3.1937377690802347\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel_Price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.2996979318279185,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 1180,\n        \"samples\": [\n          0.6813627254509029,\n          2.915831663326653\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CPI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.8902022807749645,\n        \"min\": 0.0,\n        \"max\": 9.999999999999998,\n        \"num_unique_values\": 2300,\n        \"samples\": [\n          5.594967183106087,\n          9.61468502759884\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unemployment\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.7978577552834938,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 460,\n        \"samples\": [\n          2.8809660724554336,\n          4.063638106191297\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Year\",\n      \"properties\": {\n        \"dtype\": \"Float64\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          2010.0,\n          2011.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Month\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.23830837284898,\n        \"min\": 1.0,\n        \"max\": 12.0,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          12.0,\n          11.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Week\",\n      \"properties\": {\n        \"dtype\": \"Float64\",\n        \"num_unique_values\": 52,\n        \"samples\": [\n          24.0,\n          46.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total_MarkDown\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 14269.39548052029,\n        \"min\": 0.0,\n        \"max\": 160510.61000000002,\n        \"num_unique_values\": 2296,\n        \"samples\": [\n          18348.43,\n          13050.26\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 149
        }
      ],
      "source": [
        "df"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v1E50lZUbhfm"
      },
      "source": [
        "## Plotting Correlation Matrix"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 150,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "SkFt_q0Bbhfn",
        "outputId": "c90c3046-2a72-4024-aecc-7d7bb7149877"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1000 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(15, 10))\n",
        "sns.heatmap(df.corr().abs())\n",
        "plt.title('Correlation Matrix Heatmap')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jXjoEywMbhfn"
      },
      "source": [
        "## Saving Final Dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 151,
      "metadata": {
        "id": "2bBlbkyjbhfn"
      },
      "outputs": [],
      "source": [
        "df = df.drop(['Year','Week','Month'],axis=1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 152,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "ziTn5c1obhfn",
        "outputId": "20bd5c76-f8df-4dcf-9756-296362adb898"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           Date  Store  IsHoliday  Weekly_Sales  Type      Size  Temperature  \\\n",
              "0    2010-02-05      1          0      3.653682   1.0  6.302673     4.341487   \n",
              "1    2010-02-05      2          0      4.992328   1.0  9.062772     4.134051   \n",
              "2    2010-02-05      3          0      0.600123   2.0  0.136240     4.674168   \n",
              "3    2010-02-05      4          0      4.987320   1.0  9.255252     4.483366   \n",
              "4    2010-02-05      5          0      0.206664   2.0  0.000000     4.086106   \n",
              "...         ...    ...        ...           ...   ...       ...          ...   \n",
              "6430 2012-10-26     41          0      2.815532   1.0  8.738762     4.291585   \n",
              "6431 2012-10-26     42          0      1.192716   3.0  0.260627     7.099804   \n",
              "6432 2012-10-26     43          0      1.618316   3.0  0.334890     6.969667   \n",
              "6433 2012-10-26     44          0      0.493739   3.0  0.272535     4.797456   \n",
              "6434 2012-10-26     45          0      1.441166   2.0  4.511359     5.959883   \n",
              "\n",
              "      Fuel_Price       CPI  Unemployment  Total_MarkDown  \n",
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              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 6435,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2010-02-05 00:00:00\",\n        \"max\": \"2012-10-26 00:00:00\",\n        \"num_unique_values\": 143,\n        \"samples\": [\n          \"2012-05-04 00:00:00\",\n          \"2010-06-18 00:00:00\",\n          \"2011-09-02 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Store\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 12,\n        \"min\": 1,\n        \"max\": 45,\n        \"num_unique_values\": 45,\n        \"samples\": [\n          40,\n          26,\n          27\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"IsHoliday\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Weekly_Sales\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.4481278720933062,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 6435,\n        \"samples\": [\n          0.8607360729919498,\n          2.335209430360493\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Type\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7041871405327224,\n        \"min\": 1.0,\n        \"max\": 3.0,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          1.0,\n          2.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Size\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.4164031061577935,\n        \"min\": 0.0,\n        \"max\": 9.999999999999998,\n        \"num_unique_values\": 40,\n        \"samples\": [\n          9.140446123617703,\n          3.1563706041234774\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Temperature\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.8047879526234423,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 3686,\n        \"samples\": [\n          6.267123287671232,\n          3.1937377690802347\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel_Price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.2996979318279185,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 1180,\n        \"samples\": [\n          0.6813627254509029,\n          2.915831663326653\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CPI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.8902022807749645,\n        \"min\": 0.0,\n        \"max\": 9.999999999999998,\n        \"num_unique_values\": 2300,\n        \"samples\": [\n          5.594967183106087,\n          9.61468502759884\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unemployment\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.7978577552834938,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 460,\n        \"samples\": [\n          2.8809660724554336,\n          4.063638106191297\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total_MarkDown\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 14269.39548052029,\n        \"min\": 0.0,\n        \"max\": 160510.61000000002,\n        \"num_unique_values\": 2296,\n        \"samples\": [\n          18348.43,\n          13050.26\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 152
        }
      ],
      "source": [
        "df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 153,
      "metadata": {
        "id": "3b1Fggl9bhfo"
      },
      "outputs": [],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "from statsmodels.graphics.tsaplots import plot_pacf"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 154,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "eLMoG203bhfo",
        "outputId": "e0e3bd6b-1003-46ab-8846-f2debafc904d"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plot_pacf(df['Weekly_Sales'].dropna(), lags=14)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WBl2mxLJYcMI"
      },
      "source": [
        "# Model\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QS8cuXVYYkL6"
      },
      "source": [
        "## Loading Dataset and Packages"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 159,
      "metadata": {
        "id": "IhLJS64sQYTg"
      },
      "outputs": [],
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import torch\n",
        "import torch.nn as nn\n",
        "from torch.utils.data import DataLoader, TensorDataset\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 160,
      "metadata": {
        "id": "tGp6w9CPQiwN"
      },
      "outputs": [],
      "source": [
        "# df = pd.read_csv(\"https://drive.google.com/uc?export=download&id=1-1x9Wj3xP4qjmWwXUowTSKueRzARk9fF\")\n",
        "df = df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 161,
      "metadata": {
        "id": "aaCfmPeUQkRm"
      },
      "outputs": [],
      "source": [
        "df = df[[col for col in df if col != 'Weekly_Sales'] + ['Weekly_Sales']]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 162,
      "metadata": {
        "id": "hsfC7o3pQlyL"
      },
      "outputs": [],
      "source": [
        "df['Date'] = pd.to_datetime(df['Date'])\n",
        "df = df.groupby(['Date','Store']).mean().reset_index()\n",
        "df = df.sort_values('Store')\n",
        "df = df.sort_values('Date')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 163,
      "metadata": {
        "id": "CH9seeTPQneY"
      },
      "outputs": [],
      "source": [
        "df = df.drop(['Type'], axis = 1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 164,
      "metadata": {
        "id": "Rm2tT_8KMr0J"
      },
      "outputs": [],
      "source": [
        "# df = df.assign(unique_id=pd.Series(1.0, index=df.index))\n",
        "df.rename(columns={'Store': 'unique_id'}, inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 165,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "h-oqr4L5M_9K",
        "outputId": "8d86228b-6810-470b-f7bc-9e14b0552a84"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           Date  unique_id  IsHoliday       Size  Temperature  Fuel_Price  \\\n",
              "3    2010-02-05          4        0.0   9.255252     4.483366    0.631263   \n",
              "31   2010-02-05         32        0.0   9.100662     3.570450    0.541082   \n",
              "5    2010-02-05          6        0.0   9.073490     4.157534    0.501002   \n",
              "34   2010-02-05         35        0.0   3.724337     2.862035    1.563126   \n",
              "30   2010-02-05         31        0.0   9.140879     4.022505    0.501002   \n",
              "...         ...        ...        ...        ...          ...         ...   \n",
              "6419 2012-10-26         30        0.0   0.439141     7.099804    5.180361   \n",
              "6402 2012-10-26         13        0.0  10.000000     4.797456    6.427856   \n",
              "6401 2012-10-26         12        0.0   4.187510     6.654599    9.163327   \n",
              "6418 2012-10-26         29        0.0   3.180728     5.835616    7.239479   \n",
              "6431 2012-10-26         42        0.0   0.260627     7.099804    9.163327   \n",
              "\n",
              "           CPI  Unemployment  Total_MarkDown  Weekly_Sales  \n",
              "3     0.037370      4.546674            0.00      4.987320  \n",
              "31    6.258619      4.921411            0.00      2.185674  \n",
              "5     8.555834      3.239410            0.00      3.740403  \n",
              "34    0.918115      5.159095            0.00      2.831786  \n",
              "30    8.371019      4.260111            0.00      3.235722  \n",
              "...        ...           ...             ...           ...  \n",
              "6419  9.589353      2.195706          520.04      0.969766  \n",
              "6402  0.506984      1.669542        17985.13      4.792784  \n",
              "6401  0.506984      6.057121        21126.20      2.032745  \n",
              "6418  1.251785      5.052712         6379.12      0.849690  \n",
              "6431  0.506984      2.936554         1037.30      1.192716  \n",
              "\n",
              "[6435 rows x 10 columns]"
            ],
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              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6419</th>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>30</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.439141</td>\n",
              "      <td>7.099804</td>\n",
              "      <td>5.180361</td>\n",
              "      <td>9.589353</td>\n",
              "      <td>2.195706</td>\n",
              "      <td>520.04</td>\n",
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              "      <td>4.797456</td>\n",
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              "      <td>17985.13</td>\n",
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              "    <tr>\n",
              "      <th>6401</th>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>12</td>\n",
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              "      <td>4.187510</td>\n",
              "      <td>6.654599</td>\n",
              "      <td>9.163327</td>\n",
              "      <td>0.506984</td>\n",
              "      <td>6.057121</td>\n",
              "      <td>21126.20</td>\n",
              "      <td>2.032745</td>\n",
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              "      <th>6418</th>\n",
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              "      <td>5.052712</td>\n",
              "      <td>6379.12</td>\n",
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              "      <td>0.506984</td>\n",
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              "      <td>1037.30</td>\n",
              "      <td>1.192716</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>6435 rows × 10 columns</p>\n",
              "</div>\n",
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              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
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              "\n",
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              "\n",
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              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
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              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
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              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "\n",
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              "\n",
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              "\n",
              "      [theme=dark] .colab-df-generate {\n",
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              "\n",
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              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('df')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
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              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('df');\n",
              "      }\n",
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              "\n",
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            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 6435,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2010-02-05 00:00:00\",\n        \"max\": \"2012-10-26 00:00:00\",\n        \"num_unique_values\": 143,\n        \"samples\": [\n          \"2012-05-04 00:00:00\",\n          \"2010-06-18 00:00:00\",\n          \"2011-09-02 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"unique_id\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 12,\n        \"min\": 1,\n        \"max\": 45,\n        \"num_unique_values\": 45,\n        \"samples\": [\n          38,\n          24,\n          28\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"IsHoliday\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.2550489443698279,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1.0,\n          0.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Size\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.4164031061577926,\n        \"min\": 0.0,\n        \"max\": 9.999999999999998,\n        \"num_unique_values\": 40,\n        \"samples\": [\n          4.511358777138465,\n          4.311734425998798\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Temperature\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.8047879526234423,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 3686,\n        \"samples\": [\n          8.439334637964773,\n          5.842465753424657\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel_Price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2.2996979318279185,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 1180,\n        \"samples\": [\n          0.6813627254509029,\n          2.915831663326653\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CPI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.8902022807749645,\n        \"min\": 0.0,\n        \"max\": 9.999999999999998,\n        \"num_unique_values\": 2300,\n        \"samples\": [\n          8.421720656292257,\n          6.416248125603078\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unemployment\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.7978577552834938,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 460,\n        \"samples\": [\n          4.213149319532298,\n          3.5096798926586166\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total_MarkDown\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 14269.39548052029,\n        \"min\": 0.0,\n        \"max\": 160510.61000000002,\n        \"num_unique_values\": 2296,\n        \"samples\": [\n          18348.43,\n          10941.11\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Weekly_Sales\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.4481278720933062,\n        \"min\": 0.0,\n        \"max\": 10.0,\n        \"num_unique_values\": 6435,\n        \"samples\": [\n          0.2971024763193213,\n          2.4483923758534205\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 165
        }
      ],
      "source": [
        "df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 166,
      "metadata": {
        "id": "ndsjuGd1QpLQ"
      },
      "outputs": [],
      "source": [
        "device = \"cuda\" if torch.cuda.is_available() else \"cpu\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 167,
      "metadata": {
        "id": "O90XxDxIOEKc"
      },
      "outputs": [],
      "source": [
        "df = df.rename(columns={'Weekly_Sales': 'y'})\n",
        "df = df.rename(columns={'Date': 'ds'})"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 168,
      "metadata": {
        "id": "IBU_Xo0HQqoZ"
      },
      "outputs": [],
      "source": [
        "df_train = df[df['ds']<='2012-05-18']\n",
        "df_test = df[df['ds']>'2011-04-29'].reset_index(drop=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 169,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ilQj_n6nFpqi",
        "outputId": "d637be4b-e247-42e5-eff6-f7b8af8746a6"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(5400, 10)\n",
            "(3510, 10)\n"
          ]
        }
      ],
      "source": [
        "print(df_train.shape)\n",
        "print(df_test.shape)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 170,
      "metadata": {
        "id": "AGuIUINvRgHK"
      },
      "outputs": [],
      "source": [
        "n_time = len(df.ds.unique())\n",
        "val_size = int(.2 * n_time)\n",
        "test_size = int(.2 * n_time)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 171,
      "metadata": {
        "id": "z6r3j-BoQr4p"
      },
      "outputs": [],
      "source": [
        "%%capture\n",
        "!pip install neuralforecast"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 172,
      "metadata": {
        "id": "5BoP5jWcH4U8"
      },
      "outputs": [],
      "source": [
        "from neuralforecast.models import Informer,Autoformer,PatchTST\n",
        "from neuralforecast.models import MLP\n",
        "from neuralforecast.losses.pytorch import MQLoss, DistributionLoss\n",
        "from sklearn.metrics import mean_absolute_error\n",
        "from neuralforecast import NeuralForecast"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4pdQq9xrYtDb"
      },
      "source": [
        "## Training The Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 173,
      "metadata": {
        "id": "TNSpQWKDU8yj"
      },
      "outputs": [],
      "source": [
        "class MAPELoss(nn.Module):\n",
        "  def __init__(self):\n",
        "    super(MAPELoss, self).__init__()\n",
        "\n",
        "  def forward(self, y_pred, y_true):\n",
        "    epsilon = 1e-9\n",
        "    diff = torch.abs(y_pred - y_true)\n",
        "    y_true_abs = torch.abs(y_true)\n",
        "    mape = torch.mean(diff / (y_true_abs + epsilon)) * 100\n",
        "    return mape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 174,
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        "outputId": "87b1a44a-eff3-4344-e06d-6bf5e4075838"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO:lightning_fabric.utilities.seed:Seed set to 1\n",
            "INFO:pytorch_lightning.utilities.rank_zero:GPU available: True (cuda), used: True\n",
            "INFO:pytorch_lightning.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n",
            "INFO:pytorch_lightning.utilities.rank_zero:HPU available: False, using: 0 HPUs\n",
            "INFO:pytorch_lightning.accelerators.cuda:LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n",
            "INFO:pytorch_lightning.callbacks.model_summary:\n",
            "  | Name         | Type              | Params | Mode \n",
            "-----------------------------------------------------------\n",
            "0 | loss         | MAE               | 0      | train\n",
            "1 | padder_train | ConstantPad1d     | 0      | train\n",
            "2 | scaler       | TemporalNorm      | 0      | train\n",
            "3 | model        | PatchTST_backbone | 420 K  | train\n",
            "-----------------------------------------------------------\n",
            "420 K     Trainable params\n",
            "3         Non-trainable params\n",
            "420 K     Total params\n",
            "1.682     Total estimated model params size (MB)\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Sanity Checking: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
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            "text/plain": [
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              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "503230c6bb83498d8b92e2f2ba822ed3"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "094b77e8657649a48f9f4a9b378638c4"
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          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "f6f02b32a74c481c83d2cc4f6cb1d830"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "421091974be042be8e438a7b3c311fd5"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "53d95a8ffaf24ce8a0404fd35a249145"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO:pytorch_lightning.utilities.rank_zero:`Trainer.fit` stopped: `max_steps=1000` reached.\n"
          ]
        }
      ],
      "source": [
        "horizon = 26\n",
        "models = PatchTST(h=horizon,\n",
        "                input_size=horizon*2,\n",
        "                max_steps=1000,\n",
        "                val_check_steps=100,\n",
        "                early_stop_patience_steps=7,\n",
        "                )\n",
        "nf = NeuralForecast(\n",
        "    models=[models],\n",
        "    freq='W')\n",
        "nf.fit(df,val_size = 26)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "HcWbHenuZA0Q"
      },
      "source": [
        "## Testing the Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 175,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 190,
          "referenced_widgets": [
            "16a5e08461b141a7ac6cb525f2a42e9c",
            "705d4cd99b294a2eb732b1ebc581a424",
            "f8a0f60f8d2841b7bf64e939390d08c5",
            "6e8fd8082cff433783322b419201a8fc",
            "a1c1c20e98a043cfb3e6885ac258f03d",
            "385ae5bf2eb147b2bc49b51a437e6262",
            "45fd5b0859b14feb9019ef20f596a7e9",
            "5a1f61d622cd4c428da1ac441604c75e",
            "b78e24d590314ea4923cbb95d36e224b",
            "d93600d7beec452595ca57ec6192c673",
            "e4f94de4b063468f991e55cf5a07040a"
          ]
        },
        "id": "q8dDPU6XOJny",
        "outputId": "dbbb9988-c602-47a0-9957-763a85b87e82"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO:pytorch_lightning.utilities.rank_zero:Trainer already configured with model summary callbacks: [<class 'pytorch_lightning.callbacks.model_summary.ModelSummary'>]. Skipping setting a default `ModelSummary` callback.\n",
            "INFO:pytorch_lightning.utilities.rank_zero:GPU available: True (cuda), used: True\n",
            "INFO:pytorch_lightning.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n",
            "INFO:pytorch_lightning.utilities.rank_zero:HPU available: False, using: 0 HPUs\n",
            "INFO:pytorch_lightning.accelerators.cuda:LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Predicting: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "16a5e08461b141a7ac6cb525f2a42e9c"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/neuralforecast/core.py:199: FutureWarning: In a future version the predictions will have the id as a column. You can set the `NIXTLA_ID_AS_COL` environment variable to adopt the new behavior and to suppress this warning.\n",
            "  warnings.warn(\n"
          ]
        }
      ],
      "source": [
        "x_test = df_test[df_test.unique_id == 1]\n",
        "x_test = x_test[0:52]\n",
        "y_test = df_test[df_test.unique_id == 1]\n",
        "y_test = y_test[-26:].reset_index(drop=False)\n",
        "forecasts = nf.predict(x_test)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 176,
      "metadata": {
        "id": "td-THVgxQEj_"
      },
      "outputs": [],
      "source": [
        "y_pred = forecasts.reset_index(drop=False)\n",
        "y_pred = y_pred[y_pred.unique_id == 1.0]\n",
        "y_test = y_test[y_test.unique_id == 1.0]"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_test"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 864
        },
        "id": "5n-RVqrHtbhk",
        "outputId": "93738bff-1cdd-4181-dff1-357dbea319d2"
      },
      "execution_count": 177,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    index         ds  unique_id  IsHoliday      Size  Temperature  Fuel_Price  \\\n",
              "0    2380 2012-05-04          1        0.0  6.302673     7.593933    6.397796   \n",
              "1    2395 2012-05-11          1        0.0  6.302673     7.419765    6.092184   \n",
              "2    2471 2012-05-18          1        0.0  6.302673     7.083170    5.801603   \n",
              "3    2484 2012-05-25          1        0.0  6.302673     7.757339    5.455912   \n",
              "4    2553 2012-06-01          1        0.0  6.302673     7.828767    5.155311   \n",
              "5    2577 2012-06-08          1        0.0  6.302673     7.863014    4.909820   \n",
              "6    2637 2012-06-15          1        0.0  6.302673     7.965753    4.614228   \n",
              "7    2671 2012-06-22          1        0.0  6.302673     7.871820    4.378758   \n",
              "8    2728 2012-06-29          1        0.0  6.302673     8.506849    4.078156   \n",
              "9    2783 2012-07-06          1        0.0  6.302673     8.182975    3.782565   \n",
              "10   2830 2012-07-13          1        0.0  6.302673     7.747554    3.927856   \n",
              "11   2873 2012-07-20          1        0.0  6.302673     8.070450    4.203407   \n",
              "12   2911 2012-07-27          1        0.0  6.302673     8.289628    4.684369   \n",
              "13   2961 2012-08-03          1        0.0  6.302673     8.627202    4.734469   \n",
              "14   2990 2012-08-10          1        0.0  6.302673     8.523483    5.120240   \n",
              "15   3050 2012-08-17          1        0.0  6.302673     8.503914    5.506012   \n",
              "16   3086 2012-08-24          1        0.0  6.302673     7.800391    5.751503   \n",
              "17   3132 2012-08-31          1        0.0  6.302673     8.077299    5.841683   \n",
              "18   3158 2012-09-07          1        1.0  6.302673     8.416830    6.302605   \n",
              "19   3197 2012-09-14          1        0.0  6.302673     7.537182    6.237475   \n",
              "20   3241 2012-09-21          1        0.0  6.302673     7.038160    6.257515   \n",
              "21   3294 2012-09-28          1        0.0  6.302673     7.645793    5.981964   \n",
              "22   3362 2012-10-05          1        0.0  6.302673     6.909002    5.736473   \n",
              "23   3390 2012-10-12          1        0.0  6.302673     6.364971    5.656313   \n",
              "24   3423 2012-10-19          1        0.0  6.302673     6.852250    5.621242   \n",
              "25   3473 2012-10-26          1        0.0  6.302673     6.968689    5.180361   \n",
              "\n",
              "         CPI  Unemployment  Total_MarkDown         y  \n",
              "0   9.450324      3.128235        29598.41  3.960391  \n",
              "1   9.455648      3.128235        13932.94  3.688385  \n",
              "2   9.457329      3.128235        13382.92  3.709602  \n",
              "3   9.457554      3.128235         9845.67  3.533111  \n",
              "4   9.457778      3.128235        10308.32  3.725721  \n",
              "5   9.458003      3.128235        18809.11  3.862940  \n",
              "6   9.459303      3.128235        11235.38  3.742822  \n",
              "7   9.463294      3.128235        18386.61  3.456108  \n",
              "8   9.467286      3.128235         8776.29  3.615773  \n",
              "9   9.471277      2.903009        22721.04  4.201880  \n",
              "10  9.475268      2.903009        13805.32  3.453787  \n",
              "11  9.476115      2.903009         9026.46  3.314661  \n",
              "12  9.476962      2.903009        22130.24  3.152796  \n",
              "13  9.477809      2.903009        44403.74  3.744298  \n",
              "14  9.478656      2.903009        23488.55  3.636638  \n",
              "15  9.486562      2.903009        10003.11  3.589557  \n",
              "16  9.499761      2.903009        17952.14  3.362016  \n",
              "17  9.512960      2.903009        37809.35  3.546128  \n",
              "18  9.526159      2.903009        12148.85  3.702735  \n",
              "19  9.540294      2.903009        26754.14  3.368241  \n",
              "20  9.560045      2.903009        13831.40  3.395507  \n",
              "21  9.579796      2.903009         9837.80  3.092953  \n",
              "22  9.599548      2.581944        15339.68  3.790180  \n",
              "23  9.619299      2.581944         8623.10  3.462048  \n",
              "24  9.623690      2.581944         3348.36  3.400928  \n",
              "25  9.625521      2.581944         4985.77  3.302844  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-762c2097-469e-462e-a059-fb8c942263d3\" class=\"colab-df-container\">\n",
              "    <div>\n",
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              "        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>index</th>\n",
              "      <th>ds</th>\n",
              "      <th>unique_id</th>\n",
              "      <th>IsHoliday</th>\n",
              "      <th>Size</th>\n",
              "      <th>Temperature</th>\n",
              "      <th>Fuel_Price</th>\n",
              "      <th>CPI</th>\n",
              "      <th>Unemployment</th>\n",
              "      <th>Total_MarkDown</th>\n",
              "      <th>y</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2380</td>\n",
              "      <td>2012-05-04</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.593933</td>\n",
              "      <td>6.397796</td>\n",
              "      <td>9.450324</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>29598.41</td>\n",
              "      <td>3.960391</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2395</td>\n",
              "      <td>2012-05-11</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.419765</td>\n",
              "      <td>6.092184</td>\n",
              "      <td>9.455648</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>13932.94</td>\n",
              "      <td>3.688385</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2471</td>\n",
              "      <td>2012-05-18</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.083170</td>\n",
              "      <td>5.801603</td>\n",
              "      <td>9.457329</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>13382.92</td>\n",
              "      <td>3.709602</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2484</td>\n",
              "      <td>2012-05-25</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.757339</td>\n",
              "      <td>5.455912</td>\n",
              "      <td>9.457554</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>9845.67</td>\n",
              "      <td>3.533111</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2553</td>\n",
              "      <td>2012-06-01</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.828767</td>\n",
              "      <td>5.155311</td>\n",
              "      <td>9.457778</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>10308.32</td>\n",
              "      <td>3.725721</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>2577</td>\n",
              "      <td>2012-06-08</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.863014</td>\n",
              "      <td>4.909820</td>\n",
              "      <td>9.458003</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>18809.11</td>\n",
              "      <td>3.862940</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>2637</td>\n",
              "      <td>2012-06-15</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.965753</td>\n",
              "      <td>4.614228</td>\n",
              "      <td>9.459303</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>11235.38</td>\n",
              "      <td>3.742822</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>2671</td>\n",
              "      <td>2012-06-22</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.871820</td>\n",
              "      <td>4.378758</td>\n",
              "      <td>9.463294</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>18386.61</td>\n",
              "      <td>3.456108</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>2728</td>\n",
              "      <td>2012-06-29</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.506849</td>\n",
              "      <td>4.078156</td>\n",
              "      <td>9.467286</td>\n",
              "      <td>3.128235</td>\n",
              "      <td>8776.29</td>\n",
              "      <td>3.615773</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>2783</td>\n",
              "      <td>2012-07-06</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.182975</td>\n",
              "      <td>3.782565</td>\n",
              "      <td>9.471277</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>22721.04</td>\n",
              "      <td>4.201880</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>2830</td>\n",
              "      <td>2012-07-13</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.747554</td>\n",
              "      <td>3.927856</td>\n",
              "      <td>9.475268</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>13805.32</td>\n",
              "      <td>3.453787</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>2873</td>\n",
              "      <td>2012-07-20</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.070450</td>\n",
              "      <td>4.203407</td>\n",
              "      <td>9.476115</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>9026.46</td>\n",
              "      <td>3.314661</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>2911</td>\n",
              "      <td>2012-07-27</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.289628</td>\n",
              "      <td>4.684369</td>\n",
              "      <td>9.476962</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>22130.24</td>\n",
              "      <td>3.152796</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>2961</td>\n",
              "      <td>2012-08-03</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.627202</td>\n",
              "      <td>4.734469</td>\n",
              "      <td>9.477809</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>44403.74</td>\n",
              "      <td>3.744298</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>2990</td>\n",
              "      <td>2012-08-10</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.523483</td>\n",
              "      <td>5.120240</td>\n",
              "      <td>9.478656</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>23488.55</td>\n",
              "      <td>3.636638</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>3050</td>\n",
              "      <td>2012-08-17</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.503914</td>\n",
              "      <td>5.506012</td>\n",
              "      <td>9.486562</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>10003.11</td>\n",
              "      <td>3.589557</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>3086</td>\n",
              "      <td>2012-08-24</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.800391</td>\n",
              "      <td>5.751503</td>\n",
              "      <td>9.499761</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>17952.14</td>\n",
              "      <td>3.362016</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>3132</td>\n",
              "      <td>2012-08-31</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.077299</td>\n",
              "      <td>5.841683</td>\n",
              "      <td>9.512960</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>37809.35</td>\n",
              "      <td>3.546128</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>3158</td>\n",
              "      <td>2012-09-07</td>\n",
              "      <td>1</td>\n",
              "      <td>1.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>8.416830</td>\n",
              "      <td>6.302605</td>\n",
              "      <td>9.526159</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>12148.85</td>\n",
              "      <td>3.702735</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>3197</td>\n",
              "      <td>2012-09-14</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.537182</td>\n",
              "      <td>6.237475</td>\n",
              "      <td>9.540294</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>26754.14</td>\n",
              "      <td>3.368241</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>3241</td>\n",
              "      <td>2012-09-21</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.038160</td>\n",
              "      <td>6.257515</td>\n",
              "      <td>9.560045</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>13831.40</td>\n",
              "      <td>3.395507</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>3294</td>\n",
              "      <td>2012-09-28</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>7.645793</td>\n",
              "      <td>5.981964</td>\n",
              "      <td>9.579796</td>\n",
              "      <td>2.903009</td>\n",
              "      <td>9837.80</td>\n",
              "      <td>3.092953</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>3362</td>\n",
              "      <td>2012-10-05</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>6.909002</td>\n",
              "      <td>5.736473</td>\n",
              "      <td>9.599548</td>\n",
              "      <td>2.581944</td>\n",
              "      <td>15339.68</td>\n",
              "      <td>3.790180</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>3390</td>\n",
              "      <td>2012-10-12</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>6.364971</td>\n",
              "      <td>5.656313</td>\n",
              "      <td>9.619299</td>\n",
              "      <td>2.581944</td>\n",
              "      <td>8623.10</td>\n",
              "      <td>3.462048</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>3423</td>\n",
              "      <td>2012-10-19</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>6.852250</td>\n",
              "      <td>5.621242</td>\n",
              "      <td>9.623690</td>\n",
              "      <td>2.581944</td>\n",
              "      <td>3348.36</td>\n",
              "      <td>3.400928</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>3473</td>\n",
              "      <td>2012-10-26</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0</td>\n",
              "      <td>6.302673</td>\n",
              "      <td>6.968689</td>\n",
              "      <td>5.180361</td>\n",
              "      <td>9.625521</td>\n",
              "      <td>2.581944</td>\n",
              "      <td>4985.77</td>\n",
              "      <td>3.302844</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
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              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
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              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "      --bg-color: #3B4455;\n",
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              "\n",
              "  .colab-df-quickchart {\n",
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              "    border-radius: 50%;\n",
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              "\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",
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              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
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              "\n",
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              "    border: 2px solid var(--fill-color);\n",
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              "      spin 1s steps(1) infinite;\n",
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              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
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              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
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              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
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              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
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              "  }\n",
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              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
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              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "\n",
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              "\n",
              "      .colab-df-generate:hover {\n",
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              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
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              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('y_test');\n",
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              "\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "y_test",
              "summary": "{\n  \"name\": \"y_test\",\n  \"rows\": 26,\n  \"fields\": [\n    {\n      \"column\": \"index\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 338,\n        \"min\": 2380,\n        \"max\": 3473,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          2728,\n          3086,\n          2380\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ds\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2012-05-04 00:00:00\",\n        \"max\": \"2012-10-26 00:00:00\",\n        \"num_unique_values\": 26,\n        \"samples\": [\n          \"2012-06-29 00:00:00\",\n          \"2012-08-24 00:00:00\",\n          \"2012-05-04 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"unique_id\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 1,\n        \"max\": 1,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"IsHoliday\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.19611613513818402,\n        \"min\": 0.0,\n        \"max\": 1.0,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Size\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 9.057678187205882e-16,\n        \"min\": 6.302673385765398,\n        \"max\": 6.302673385765398,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          6.302673385765398\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Temperature\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.5969216284753234,\n        \"min\": 6.364970645792564,\n        \"max\": 8.62720156555773,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          8.506849315068491\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fuel_Price\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7860672931731633,\n        \"min\": 3.7825651302605188,\n        \"max\": 6.397795591182366,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          4.07815631262525\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CPI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.058668770958180246,\n        \"min\": 9.450323970807174,\n        \"max\": 9.62552138155691,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          9.467285720720787\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unemployment\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.18413596099085372,\n        \"min\": 2.581943645773433,\n        \"max\": 3.128234617596319,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          3.128234617596318\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Total_MarkDown\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 9737.704617159457,\n        \"min\": 3348.3599999999997,\n        \"max\": 44403.74,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          8776.29\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"y\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.24897931741502963,\n        \"min\": 3.0929532888925193,\n        \"max\": 4.201880335250563,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          3.615773138992317\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 177
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 178,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 864
        },
        "id": "ixMQ0DQEUW5r",
        "outputId": "a5afc261-9c6a-417b-ae8b-f2ce920ac337"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    unique_id         ds  PatchTST\n",
              "0           1 2012-04-29  3.647857\n",
              "1           1 2012-05-06  3.584948\n",
              "2           1 2012-05-13  3.335440\n",
              "3           1 2012-05-20  3.376201\n",
              "4           1 2012-05-27  3.750615\n",
              "5           1 2012-06-03  3.755477\n",
              "6           1 2012-06-10  3.546987\n",
              "7           1 2012-06-17  3.371873\n",
              "8           1 2012-06-24  3.490497\n",
              "9           1 2012-07-01  3.761627\n",
              "10          1 2012-07-08  3.469183\n",
              "11          1 2012-07-15  3.490002\n",
              "12          1 2012-07-22  3.207213\n",
              "13          1 2012-07-29  3.649376\n",
              "14          1 2012-08-05  3.513038\n",
              "15          1 2012-08-12  3.512692\n",
              "16          1 2012-08-19  3.367034\n",
              "17          1 2012-08-26  3.374715\n",
              "18          1 2012-09-02  3.672785\n",
              "19          1 2012-09-09  3.458055\n",
              "20          1 2012-09-16  3.195609\n",
              "21          1 2012-09-23  3.102640\n",
              "22          1 2012-09-30  3.801129\n",
              "23          1 2012-10-07  3.551892\n",
              "24          1 2012-10-14  3.499976\n",
              "25          1 2012-10-21  3.369102"
            ],
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              "      <th>2</th>\n",
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              "      <td>2012-05-13</td>\n",
              "      <td>3.335440</td>\n",
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              "      <th>3</th>\n",
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              "      <td>2012-05-20</td>\n",
              "      <td>3.376201</td>\n",
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              "      <th>4</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-05-27</td>\n",
              "      <td>3.750615</td>\n",
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              "      <th>5</th>\n",
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              "      <td>2012-06-03</td>\n",
              "      <td>3.755477</td>\n",
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              "      <th>6</th>\n",
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              "      <td>2012-06-10</td>\n",
              "      <td>3.546987</td>\n",
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              "      <th>7</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-06-17</td>\n",
              "      <td>3.371873</td>\n",
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              "      <th>8</th>\n",
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              "      <td>2012-06-24</td>\n",
              "      <td>3.490497</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-07-01</td>\n",
              "      <td>3.761627</td>\n",
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              "      <th>10</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-07-08</td>\n",
              "      <td>3.469183</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-07-15</td>\n",
              "      <td>3.490002</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
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              "      <td>2012-07-22</td>\n",
              "      <td>3.207213</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-07-29</td>\n",
              "      <td>3.649376</td>\n",
              "    </tr>\n",
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              "      <th>14</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-08-05</td>\n",
              "      <td>3.513038</td>\n",
              "    </tr>\n",
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              "      <th>15</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-08-12</td>\n",
              "      <td>3.512692</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-08-19</td>\n",
              "      <td>3.367034</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-08-26</td>\n",
              "      <td>3.374715</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-09-02</td>\n",
              "      <td>3.672785</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-09-09</td>\n",
              "      <td>3.458055</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
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              "      <td>2012-09-16</td>\n",
              "      <td>3.195609</td>\n",
              "    </tr>\n",
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              "      <th>21</th>\n",
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              "      <td>2012-09-23</td>\n",
              "      <td>3.102640</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-09-30</td>\n",
              "      <td>3.801129</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-10-07</td>\n",
              "      <td>3.551892</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
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              "      <td>2012-10-14</td>\n",
              "      <td>3.499976</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>1</td>\n",
              "      <td>2012-10-21</td>\n",
              "      <td>3.369102</td>\n",
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              "  <div id=\"id_72a04125-ab68-4ba4-9d6a-d40697eb87fc\">\n",
              "    <style>\n",
              "      .colab-df-generate {\n",
              "        background-color: #E8F0FE;\n",
              "        border: none;\n",
              "        border-radius: 50%;\n",
              "        cursor: pointer;\n",
              "        display: none;\n",
              "        fill: #1967D2;\n",
              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate:hover {\n",
              "        background-color: #E2EBFA;\n",
              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "        fill: #174EA6;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
              "        background-color: #434B5C;\n",
              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "        filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "        fill: #FFFFFF;\n",
              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('y_pred')\"\n",
              "            title=\"Generate code using this dataframe.\"\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",
              "    <path d=\"M7,19H8.4L18.45,9,17,7.55,7,17.6ZM5,21V16.75L18.45,3.32a2,2,0,0,1,2.83,0l1.4,1.43a1.91,1.91,0,0,1,.58,1.4,1.91,1.91,0,0,1-.58,1.4L9.25,21ZM18.45,9,17,7.55Zm-12,3A5.31,5.31,0,0,0,4.9,8.1,5.31,5.31,0,0,0,1,6.5,5.31,5.31,0,0,0,4.9,4.9,5.31,5.31,0,0,0,6.5,1,5.31,5.31,0,0,0,8.1,4.9,5.31,5.31,0,0,0,12,6.5,5.46,5.46,0,0,0,6.5,12Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_72a04125-ab68-4ba4-9d6a-d40697eb87fc button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('y_pred');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "y_pred",
              "summary": "{\n  \"name\": \"y_pred\",\n  \"rows\": 26,\n  \"fields\": [\n    {\n      \"column\": \"unique_id\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 1,\n        \"max\": 1,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ds\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2012-04-29 00:00:00\",\n        \"max\": \"2012-10-21 00:00:00\",\n        \"num_unique_values\": 26,\n        \"samples\": [\n          \"2012-06-24 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PatchTST\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 26,\n        \"samples\": [\n          3.4904966354370117\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 178
        }
      ],
      "source": [
        "y_pred"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ONZXrA8LZFLy"
      },
      "source": [
        "### Plotting the Results"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 179,
      "metadata": {
        "id": "aGx35hqKRK9D"
      },
      "outputs": [],
      "source": [
        "def plot_comparison():\n",
        "  plt.figure(figsize=(20,5))\n",
        "  sns.lineplot(\n",
        "      x=y_test.index,\n",
        "      y=y_pred['PatchTST'],\n",
        "      label='PatchTST Prediction',\n",
        "      color='blue'\n",
        "  )\n",
        "  sns.lineplot(\n",
        "      x=y_test.index,\n",
        "      y=y_test['y'],\n",
        "      label='Actual Values',\n",
        "      color='red'\n",
        "  )\n",
        "  plt.xlabel('Time')\n",
        "  plt.ylabel('Values')\n",
        "  plt.title('PatchTST Prediction vs. Actual Values')\n",
        "  plt.legend()\n",
        "  plt.grid()\n",
        "  plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 180,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 432
        },
        "id": "xoDPb_Y9RpyW",
        "outputId": "77e1e9ee-a712-4a48-a2e1-7f2145cb08a5"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plot_comparison()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 181,
      "metadata": {
        "id": "5mHFuSxgX2p1"
      },
      "outputs": [],
      "source": [
        "def HuberLoss(y_true, y_pred, delta=1.0):\n",
        "    error = y_true - y_pred\n",
        "    is_small_error = np.abs(error) <= delta\n",
        "    small_error_loss = 0.5 * np.square(error)\n",
        "    big_error_loss = delta * (np.abs(error) - 0.5 * delta)\n",
        "    return np.where(is_small_error, small_error_loss, big_error_loss)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 182,
      "metadata": {
        "id": "NRteQUfTBSOa"
      },
      "outputs": [],
      "source": [
        "def plot_forecast_uncertainty():\n",
        "  error = HuberLoss(y_test['y'], y_pred['PatchTST'])\n",
        "  mean_error = np.mean(error)\n",
        "  print(f'The mean error is {mean_error} and the maximum error is {np.max(error)}')\n",
        "  for i in range(1, len(error)):\n",
        "    error[i] = error[i] + error[i-1]\n",
        "  error_df = pd.DataFrame({\n",
        "      'ds': y_test.index,\n",
        "      'error': error\n",
        "  })\n",
        "  plot_df = pd.DataFrame({\n",
        "      'ds': y_pred['ds'],\n",
        "      'y_pred': y_pred['PatchTST'],\n",
        "      'y_pred_upper': y_pred['PatchTST'] + error_df['error'],\n",
        "      'y_pred_lower': y_pred['PatchTST'] - error_df['error']\n",
        "  })\n",
        "  plt.figure(figsize=(14, 8))\n",
        "  sns.set(style=\"whitegrid\")\n",
        "  sns.lineplot(x='ds', y='y_pred', data=plot_df, label='Predicted Values', color='blue', linewidth=2)\n",
        "  plt.fill_between(plot_df['ds'], plot_df['y_pred_lower'], plot_df['y_pred_upper'], color='red', alpha=0.3, label='Uncertainty Range')\n",
        "  plt.xlabel('Date', fontsize=14)\n",
        "  plt.ylabel('Values', fontsize=14)\n",
        "  plt.title('Forecast with Uncertainty Range', fontsize=16, fontweight='bold')\n",
        "  plt.legend(fontsize=12)\n",
        "  plt.xticks(rotation=45)\n",
        "  plt.grid(True, linestyle='--', alpha=0.6)\n",
        "  plt.tight_layout()\n",
        "  plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 183,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 818
        },
        "id": "tqnRpeqCDZwq",
        "outputId": "72efc73d-b0d5-47b2-9c29-c2723bf6be6f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The mean error is 0.013559279029157257 and the maximum error is 0.09691162268196149\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1400x800 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "plot_forecast_uncertainty()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xFaCe3iHeM1w"
      },
      "source": [
        "### Blind Future Forecast"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 184,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 606,
          "referenced_widgets": [
            "0933ff5b60e74d2fa6f6d04a991f5433",
            "4a1d5c9b115949308744281046789f22",
            "30d17417849f41fb9af53e8a1f2b9e79",
            "637adde553c44b30aaa882de0e258823",
            "58e79890eef842688c34d2358c1941a7",
            "7b4b10d963794a589f1221ec01785f5a",
            "e6339c0ee3f7497a85b50d1bc9056b9f",
            "3016dcd48847488b8e43fef51aad256e",
            "26ce2db2f22e49979b80c797b7ff551e",
            "c102d76cb7f049848f6d8dd6f2253462",
            "41c51d1665134361b7170815af5bcebc"
          ]
        },
        "id": "LMgQz1x-ePrA",
        "outputId": "2981b15c-4daa-487a-bd9d-c919e1fd99db"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO:pytorch_lightning.utilities.rank_zero:Trainer already configured with model summary callbacks: [<class 'pytorch_lightning.callbacks.model_summary.ModelSummary'>]. Skipping setting a default `ModelSummary` callback.\n",
            "INFO:pytorch_lightning.utilities.rank_zero:GPU available: True (cuda), used: True\n",
            "INFO:pytorch_lightning.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n",
            "INFO:pytorch_lightning.utilities.rank_zero:HPU available: False, using: 0 HPUs\n",
            "INFO:pytorch_lightning.accelerators.cuda:LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Predicting: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "0933ff5b60e74d2fa6f6d04a991f5433"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/neuralforecast/core.py:199: FutureWarning: In a future version the predictions will have the id as a column. You can set the `NIXTLA_ID_AS_COL` environment variable to adopt the new behavior and to suppress this warning.\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x500 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "x_test = df[df.unique_id == 20]\n",
        "x_test = x_test[-52:]\n",
        "blind_forecasts = nf.predict(x_test)\n",
        "blind_forecasts = blind_forecasts.reset_index(drop=False)\n",
        "plt.figure(figsize=(20,5))\n",
        "sns.lineplot(\n",
        "    x=y_test.index,\n",
        "    y=y_pred['PatchTST'],\n",
        "    label='PatchTST Prediction',\n",
        "    color='blue'\n",
        ")\n",
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