{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "MJUe",
   "metadata": {},
   "source": [
    "# E-Commerce ELT Pipeline\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "vblA",
   "metadata": {},
   "source": [
    "💡 Want a step-by-step walkthrough instead?\n",
    "\n",
    "You can check the Jupyter notebook version here: 👉 [Jupyter version](https://huggingface.co/spaces/iBrokeTheCode/E-Commerce_ELT/blob/main/tutorial_app.ipynb)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bkHC",
   "metadata": {},
   "source": [
    "## 1. Description\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "lEQa",
   "metadata": {},
   "source": [
    "This project analyzes e-commerce data from a Brazilian marketplace to explore key business metrics related to **revenue** and **delivery performance**. Using an interactive Marimo application, the analysis provides insights into:\n",
    "\n",
    "- **Revenue:** Annual revenue, popular product categories, and sales by state.\n",
    "- **Delivery:** Delivery performance, including time-to-delivery and its correlation with public holidays.\n",
    "\n",
    "The data pipeline processes information from multiple CSV files and a public API, storing and analyzing the results using Python. The final interactive report is presented as a Hugging Face Space built with Marimo.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "PKri",
   "metadata": {},
   "source": [
    "## 2. ETL\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "Xref",
   "metadata": {},
   "outputs": [],
   "source": [
    "from pandas import DataFrame\n",
    "from pathlib import Path\n",
    "from sqlalchemy import create_engine\n",
    "\n",
    "from src import config\n",
    "from src.extract import extract\n",
    "from src.load import load\n",
    "from src.transform import QueryEnum, run_queries"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "SFPL",
   "metadata": {},
   "source": [
    "### 2.1 Extract and Load\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "BYtC",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Database found. Skipping ETL process.\n"
     ]
    }
   ],
   "source": [
    "DB_PATH = Path(config.SQLITE_DB_ABSOLUTE_PATH)\n",
    "\n",
    "if DB_PATH.exists() and DB_PATH.stat().st_size > 0:\n",
    "    print(\"Database found. Skipping ETL process.\")\n",
    "    ENGINE = create_engine(f\"sqlite:///{DB_PATH}\", echo=False)\n",
    "else:\n",
    "    print(\"Database not found or empty. Starting ETL process...\")\n",
    "    ENGINE = create_engine(f\"sqlite:///{DB_PATH}\", echo=False)\n",
    "\n",
    "    csv_dataframes = extract(\n",
    "        csv_folder=config.DATASET_ROOT_PATH,\n",
    "        csv_table_mapping=config.get_csv_to_table_mapping(),\n",
    "        public_holidays_url=config.PUBLIC_HOLIDAYS_URL,\n",
    "    )\n",
    "\n",
    "    load(dataframes=csv_dataframes, database=ENGINE)\n",
    "    print(\"ETL process complete.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "RGSE",
   "metadata": {},
   "source": [
    "### 2.2 Transform\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "Kclp",
   "metadata": {},
   "outputs": [],
   "source": [
    "query_results: dict[str, DataFrame] = run_queries(database=ENGINE)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "emfo",
   "metadata": {},
   "source": [
    "**A. Revenue by Month and Year**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "Hstk",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>month_no</th>\n",
       "      <th>month</th>\n",
       "      <th>Year2016</th>\n",
       "      <th>Year2017</th>\n",
       "      <th>Year2018</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>01</td>\n",
       "      <td>Jan</td>\n",
       "      <td>0.00</td>\n",
       "      <td>37632.57</td>\n",
       "      <td>969967.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>02</td>\n",
       "      <td>Feb</td>\n",
       "      <td>0.00</td>\n",
       "      <td>222270.75</td>\n",
       "      <td>853616.82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>03</td>\n",
       "      <td>Mar</td>\n",
       "      <td>0.00</td>\n",
       "      <td>376833.72</td>\n",
       "      <td>1024851.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>04</td>\n",
       "      <td>Apr</td>\n",
       "      <td>0.00</td>\n",
       "      <td>299798.45</td>\n",
       "      <td>1274742.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>05</td>\n",
       "      <td>May</td>\n",
       "      <td>0.00</td>\n",
       "      <td>579280.43</td>\n",
       "      <td>1150528.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>06</td>\n",
       "      <td>Jun</td>\n",
       "      <td>0.00</td>\n",
       "      <td>489463.42</td>\n",
       "      <td>1141543.85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>07</td>\n",
       "      <td>Jul</td>\n",
       "      <td>0.00</td>\n",
       "      <td>518115.19</td>\n",
       "      <td>925958.79</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>08</td>\n",
       "      <td>Aug</td>\n",
       "      <td>0.00</td>\n",
       "      <td>609180.34</td>\n",
       "      <td>1319737.66</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>09</td>\n",
       "      <td>Sep</td>\n",
       "      <td>0.00</td>\n",
       "      <td>652576.48</td>\n",
       "      <td>12875.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>Oct</td>\n",
       "      <td>34116.28</td>\n",
       "      <td>740570.40</td>\n",
       "      <td>347.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>Nov</td>\n",
       "      <td>10734.64</td>\n",
       "      <td>733047.33</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>Dec</td>\n",
       "      <td>960.85</td>\n",
       "      <td>1082600.69</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   month_no month  Year2016    Year2017    Year2018\n",
       "0        01   Jan      0.00    37632.57   969967.80\n",
       "1        02   Feb      0.00   222270.75   853616.82\n",
       "2        03   Mar      0.00   376833.72  1024851.95\n",
       "3        04   Apr      0.00   299798.45  1274742.18\n",
       "4        05   May      0.00   579280.43  1150528.93\n",
       "5        06   Jun      0.00   489463.42  1141543.85\n",
       "6        07   Jul      0.00   518115.19   925958.79\n",
       "7        08   Aug      0.00   609180.34  1319737.66\n",
       "8        09   Sep      0.00   652576.48    12875.18\n",
       "9        10   Oct  34116.28   740570.40      347.95\n",
       "10       11   Nov  10734.64   733047.33        0.00\n",
       "11       12   Dec    960.85  1082600.69        0.00"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "revenue_by_month_year = query_results[QueryEnum.REVENUE_BY_MONTH_YEAR.value]\n",
    "revenue_by_month_year"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "nWHF",
   "metadata": {},
   "source": [
    "**B. Top 10 Revenue by categories**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "iLit",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Category</th>\n",
       "      <th>Num_order</th>\n",
       "      <th>Revenue</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>bed_bath_table</td>\n",
       "      <td>9272</td>\n",
       "      <td>1692714.28</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>health_beauty</td>\n",
       "      <td>8646</td>\n",
       "      <td>1620684.04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>computers_accessories</td>\n",
       "      <td>6529</td>\n",
       "      <td>1549252.47</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>furniture_decor</td>\n",
       "      <td>6307</td>\n",
       "      <td>1394466.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>watches_gifts</td>\n",
       "      <td>5493</td>\n",
       "      <td>1387046.31</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>sports_leisure</td>\n",
       "      <td>7529</td>\n",
       "      <td>1349252.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>housewares</td>\n",
       "      <td>5743</td>\n",
       "      <td>1069787.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>auto</td>\n",
       "      <td>3809</td>\n",
       "      <td>833610.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>garden_tools</td>\n",
       "      <td>3448</td>\n",
       "      <td>810614.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>cool_stuff</td>\n",
       "      <td>3559</td>\n",
       "      <td>744649.32</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                Category  Num_order     Revenue\n",
       "0         bed_bath_table       9272  1692714.28\n",
       "1          health_beauty       8646  1620684.04\n",
       "2  computers_accessories       6529  1549252.47\n",
       "3        furniture_decor       6307  1394466.93\n",
       "4          watches_gifts       5493  1387046.31\n",
       "5         sports_leisure       7529  1349252.93\n",
       "6             housewares       5743  1069787.97\n",
       "7                   auto       3809   833610.84\n",
       "8           garden_tools       3448   810614.93\n",
       "9             cool_stuff       3559   744649.32"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_10_revenue_categories = query_results[QueryEnum.TOP_10_REVENUE_CATEGORIES.value]\n",
    "top_10_revenue_categories"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ZHCJ",
   "metadata": {},
   "source": [
    "**C. Top 10 Least Revenue by Categories**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "ROlb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Category</th>\n",
       "      <th>Num_order</th>\n",
       "      <th>Revenue</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>security_and_services</td>\n",
       "      <td>2</td>\n",
       "      <td>324.51</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>fashion_childrens_clothes</td>\n",
       "      <td>7</td>\n",
       "      <td>718.98</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>cds_dvds_musicals</td>\n",
       "      <td>12</td>\n",
       "      <td>1199.43</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>home_comfort_2</td>\n",
       "      <td>24</td>\n",
       "      <td>1710.54</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>flowers</td>\n",
       "      <td>29</td>\n",
       "      <td>2213.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>arts_and_craftmanship</td>\n",
       "      <td>23</td>\n",
       "      <td>2326.17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>la_cuisine</td>\n",
       "      <td>13</td>\n",
       "      <td>2913.53</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>fashion_sport</td>\n",
       "      <td>26</td>\n",
       "      <td>3605.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>diapers_and_hygiene</td>\n",
       "      <td>25</td>\n",
       "      <td>4126.17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>fashio_female_clothing</td>\n",
       "      <td>36</td>\n",
       "      <td>4902.67</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    Category  Num_order  Revenue\n",
       "0      security_and_services          2   324.51\n",
       "1  fashion_childrens_clothes          7   718.98\n",
       "2          cds_dvds_musicals         12  1199.43\n",
       "3             home_comfort_2         24  1710.54\n",
       "4                    flowers         29  2213.01\n",
       "5      arts_and_craftmanship         23  2326.17\n",
       "6                 la_cuisine         13  2913.53\n",
       "7              fashion_sport         26  3605.83\n",
       "8        diapers_and_hygiene         25  4126.17\n",
       "9     fashio_female_clothing         36  4902.67"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_10_least_revenue_categories = query_results[\n",
    "    QueryEnum.TOP_10_LEAST_REVENUE_CATEGORIES.value\n",
    "]\n",
    "top_10_least_revenue_categories"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "qnkX",
   "metadata": {},
   "source": [
    "**D. Revenue per State**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "TqIu",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>customer_state</th>\n",
       "      <th>Revenue</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>SP</td>\n",
       "      <td>5769081.27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RJ</td>\n",
       "      <td>2055690.45</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>MG</td>\n",
       "      <td>1819277.61</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>RS</td>\n",
       "      <td>861608.40</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>PR</td>\n",
       "      <td>781919.55</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>SC</td>\n",
       "      <td>595208.40</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>BA</td>\n",
       "      <td>591270.60</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>DF</td>\n",
       "      <td>346146.17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>GO</td>\n",
       "      <td>334294.22</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>ES</td>\n",
       "      <td>317682.65</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  customer_state     Revenue\n",
       "0             SP  5769081.27\n",
       "1             RJ  2055690.45\n",
       "2             MG  1819277.61\n",
       "3             RS   861608.40\n",
       "4             PR   781919.55\n",
       "5             SC   595208.40\n",
       "6             BA   591270.60\n",
       "7             DF   346146.17\n",
       "8             GO   334294.22\n",
       "9             ES   317682.65"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "revenue_per_state = query_results[QueryEnum.REVENUE_PER_STATE.value]\n",
    "revenue_per_state"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "Vxnm",
   "metadata": {},
   "source": [
    "**E. Delivery Date Difference**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "DnEU",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>State</th>\n",
       "      <th>Delivery_Difference</th>\n",
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       "  </thead>\n",
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       "      <th>14</th>\n",
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       "      <th>19</th>\n",
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       "      <td>13</td>\n",
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       "      <th>20</th>\n",
       "      <td>MT</td>\n",
       "      <td>14</td>\n",
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       "      <th>21</th>\n",
       "      <td>PA</td>\n",
       "      <td>14</td>\n",
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       "      <th>22</th>\n",
       "      <td>RR</td>\n",
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       "      <td>AC</td>\n",
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       "      <th>26</th>\n",
       "      <td>RO</td>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
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       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   State  Delivery_Difference\n",
       "0     AL                    8\n",
       "1     MA                    9\n",
       "2     BA                   10\n",
       "3     CE                   10\n",
       "4     ES                   10\n",
       "5     SE                   10\n",
       "6     MS                   11\n",
       "7     PI                   11\n",
       "8     RJ                   11\n",
       "9     SC                   11\n",
       "10    SP                   11\n",
       "11    DF                   12\n",
       "12    GO                   12\n",
       "13    TO                   12\n",
       "14    MG                   13\n",
       "15    PB                   13\n",
       "16    PE                   13\n",
       "17    PR                   13\n",
       "18    RN                   13\n",
       "19    RS                   13\n",
       "20    MT                   14\n",
       "21    PA                   14\n",
       "22    RR                   17\n",
       "23    AM                   19\n",
       "24    AP                   19\n",
       "25    AC                   20\n",
       "26    RO                   20"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "delivery_date_difference = query_results[QueryEnum.DELIVERY_DATE_DIFFERENCE.value]\n",
    "delivery_date_difference"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ulZA",
   "metadata": {},
   "source": [
    "**F. Real vs. Predicted Delivered Time**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "ecfG",
   "metadata": {},
   "outputs": [
    {
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       "      <td>16.301410</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>04</td>\n",
       "      <td>Apr</td>\n",
       "      <td>NaN</td>\n",
       "      <td>14.917913</td>\n",
       "      <td>11.499241</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>May</td>\n",
       "      <td>NaN</td>\n",
       "      <td>11.322363</td>\n",
       "      <td>11.419029</td>\n",
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       "      <td>24.284784</td>\n",
       "      <td>22.891488</td>\n",
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       "      <td>Jun</td>\n",
       "      <td>NaN</td>\n",
       "      <td>12.011573</td>\n",
       "      <td>9.239216</td>\n",
       "      <td>NaN</td>\n",
       "      <td>24.021864</td>\n",
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       "      <td>Jul</td>\n",
       "      <td>NaN</td>\n",
       "      <td>11.592732</td>\n",
       "      <td>8.958636</td>\n",
       "      <td>NaN</td>\n",
       "      <td>23.317316</td>\n",
       "      <td>19.690127</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>08</td>\n",
       "      <td>Aug</td>\n",
       "      <td>NaN</td>\n",
       "      <td>11.147125</td>\n",
       "      <td>7.732780</td>\n",
       "      <td>NaN</td>\n",
       "      <td>23.480603</td>\n",
       "      <td>15.186330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>09</td>\n",
       "      <td>Sep</td>\n",
       "      <td>54.813194</td>\n",
       "      <td>11.851007</td>\n",
       "      <td>NaN</td>\n",
       "      <td>18.488449</td>\n",
       "      <td>22.437366</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>Oct</td>\n",
       "      <td>19.600559</td>\n",
       "      <td>11.856700</td>\n",
       "      <td>NaN</td>\n",
       "      <td>55.676632</td>\n",
       "      <td>23.019536</td>\n",
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       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>Nov</td>\n",
       "      <td>NaN</td>\n",
       "      <td>15.161132</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>22.560752</td>\n",
       "      <td>NaN</td>\n",
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       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>Dec</td>\n",
       "      <td>4.693021</td>\n",
       "      <td>15.394919</td>\n",
       "      <td>NaN</td>\n",
       "      <td>26.030012</td>\n",
       "      <td>27.681340</td>\n",
       "      <td>NaN</td>\n",
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       "  </tbody>\n",
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      ],
      "text/plain": [
       "   month_no month  Year2016_real_time  Year2017_real_time  Year2018_real_time  \\\n",
       "0        01   Jan                 NaN           12.647044           14.080563   \n",
       "1        02   Feb                 NaN           13.168825           16.945138   \n",
       "2        03   Mar                 NaN           12.951184           16.301410   \n",
       "3        04   Apr                 NaN           14.917913           11.499241   \n",
       "4        05   May                 NaN           11.322363           11.419029   \n",
       "5        06   Jun                 NaN           12.011573            9.239216   \n",
       "6        07   Jul                 NaN           11.592732            8.958636   \n",
       "7        08   Aug                 NaN           11.147125            7.732780   \n",
       "8        09   Sep           54.813194           11.851007                 NaN   \n",
       "9        10   Oct           19.600559           11.856700                 NaN   \n",
       "10       11   Nov                 NaN           15.161132                 NaN   \n",
       "11       12   Dec            4.693021           15.394919                 NaN   \n",
       "\n",
       "    Year2016_estimated_time  Year2017_estimated_time  Year2018_estimated_time  \n",
       "0                       NaN                39.508831                26.302555  \n",
       "1                       NaN                31.848929                24.528996  \n",
       "2                       NaN                24.732386                22.033067  \n",
       "3                       NaN                27.349810                23.679546  \n",
       "4                       NaN                24.284784                22.891488  \n",
       "5                       NaN                24.021864                27.772740  \n",
       "6                       NaN                23.317316                19.690127  \n",
       "7                       NaN                23.480603                15.186330  \n",
       "8                 18.488449                22.437366                      NaN  \n",
       "9                 55.676632                23.019536                      NaN  \n",
       "10                      NaN                22.560752                      NaN  \n",
       "11                26.030012                27.681340                      NaN  "
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "real_vs_estimated_delivery_time = query_results[\n",
    "    QueryEnum.REAL_VS_ESTIMATED_DELIVERED_TIME.value\n",
    "]\n",
    "real_vs_estimated_delivery_time"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "Pvdt",
   "metadata": {},
   "source": [
    "**G. Global Amount of Order Status**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ZBYS",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      ],
      "text/plain": [
       "  order_status  Amount\n",
       "0     approved       2\n",
       "1     canceled     625\n",
       "2      created       5\n",
       "3    delivered   96478\n",
       "4     invoiced     314\n",
       "5   processing     301\n",
       "6      shipped    1107\n",
       "7  unavailable     609"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "global_amount_order_status = query_results[QueryEnum.GLOBAL_AMOUNT_ORDER_STATUS.value]\n",
    "global_amount_order_status"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aLJB",
   "metadata": {},
   "source": [
    "**H. Orders per Day and Holidays in 2017**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "nHfw",
   "metadata": {},
   "outputs": [
    {
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       "      <td>146</td>\n",
       "      <td>1514419200000</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>358</th>\n",
       "      <td>135</td>\n",
       "      <td>1514505600000</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>359</th>\n",
       "      <td>97</td>\n",
       "      <td>1514592000000</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>360</th>\n",
       "      <td>74</td>\n",
       "      <td>1514678400000</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>361 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     order_count           date  holiday\n",
       "0             32  1483574400000    False\n",
       "1              4  1483660800000    False\n",
       "2              4  1483747200000    False\n",
       "3              6  1483833600000    False\n",
       "4              5  1483920000000    False\n",
       "..           ...            ...      ...\n",
       "356          167  1514332800000    False\n",
       "357          146  1514419200000    False\n",
       "358          135  1514505600000    False\n",
       "359           97  1514592000000    False\n",
       "360           74  1514678400000    False\n",
       "\n",
       "[361 rows x 3 columns]"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "orders_per_day_and_holidays = query_results[\n",
    "    QueryEnum.ORDERS_PER_DAY_AND_HOLIDAYS_2017.value\n",
    "]\n",
    "orders_per_day_and_holidays"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "xXTn",
   "metadata": {},
   "source": [
    "**I. Freight Value Weight Relationship**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "AjVT",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>order_id</th>\n",
       "      <th>freight_value</th>\n",
       "      <th>product_weight_g</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>00010242fe8c5a6d1ba2dd792cb16214</td>\n",
       "      <td>13.29</td>\n",
       "      <td>650.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>00018f77f2f0320c557190d7a144bdd3</td>\n",
       "      <td>19.93</td>\n",
       "      <td>30000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>000229ec398224ef6ca0657da4fc703e</td>\n",
       "      <td>17.87</td>\n",
       "      <td>3050.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>00024acbcdf0a6daa1e931b038114c75</td>\n",
       "      <td>12.79</td>\n",
       "      <td>200.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>00042b26cf59d7ce69dfabb4e55b4fd9</td>\n",
       "      <td>18.14</td>\n",
       "      <td>3750.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96473</th>\n",
       "      <td>fffc94f6ce00a00581880bf54a75a037</td>\n",
       "      <td>43.41</td>\n",
       "      <td>10150.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96474</th>\n",
       "      <td>fffcd46ef2263f404302a634eb57f7eb</td>\n",
       "      <td>36.53</td>\n",
       "      <td>8950.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96475</th>\n",
       "      <td>fffce4705a9662cd70adb13d4a31832d</td>\n",
       "      <td>16.95</td>\n",
       "      <td>967.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96476</th>\n",
       "      <td>fffe18544ffabc95dfada21779c9644f</td>\n",
       "      <td>8.72</td>\n",
       "      <td>100.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96477</th>\n",
       "      <td>fffe41c64501cc87c801fd61db3f6244</td>\n",
       "      <td>12.79</td>\n",
       "      <td>600.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>96478 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                               order_id  freight_value  product_weight_g\n",
       "0      00010242fe8c5a6d1ba2dd792cb16214          13.29             650.0\n",
       "1      00018f77f2f0320c557190d7a144bdd3          19.93           30000.0\n",
       "2      000229ec398224ef6ca0657da4fc703e          17.87            3050.0\n",
       "3      00024acbcdf0a6daa1e931b038114c75          12.79             200.0\n",
       "4      00042b26cf59d7ce69dfabb4e55b4fd9          18.14            3750.0\n",
       "...                                 ...            ...               ...\n",
       "96473  fffc94f6ce00a00581880bf54a75a037          43.41           10150.0\n",
       "96474  fffcd46ef2263f404302a634eb57f7eb          36.53            8950.0\n",
       "96475  fffce4705a9662cd70adb13d4a31832d          16.95             967.0\n",
       "96476  fffe18544ffabc95dfada21779c9644f           8.72             100.0\n",
       "96477  fffe41c64501cc87c801fd61db3f6244          12.79             600.0\n",
       "\n",
       "[96478 rows x 3 columns]"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "freight_value_weight_relationship = query_results[\n",
    "    QueryEnum.GET_FREIGHT_VALUE_WEIGHT_RELATIONSHIP.value\n",
    "]\n",
    "freight_value_weight_relationship"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "pHFh",
   "metadata": {},
   "source": [
    "## 3. Plots\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "NCOB",
   "metadata": {},
   "outputs": [],
   "source": [
    "from src.plots import (\n",
    "    plot_revenue_by_month_year,\n",
    "    plot_real_vs_predicted_delivered_time,\n",
    "    plot_global_amount_order_status,\n",
    "    plot_revenue_per_state,\n",
    "    plot_top_10_least_revenue_categories,\n",
    "    plot_top_10_revenue_categories_amount,\n",
    "    plot_top_10_revenue_categories,\n",
    "    plot_freight_value_weight_relationship,\n",
    "    plot_delivery_date_difference,\n",
    "    plot_order_amount_per_day_with_holidays,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aqbW",
   "metadata": {},
   "source": [
    "**A. Revenue by Month in 2017**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "TRpd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_revenue_by_month_year(df=revenue_by_month_year, year=2017)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "TXez",
   "metadata": {},
   "source": [
    "**B. Real vs. Predicted Delivered Time**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "dNNg",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_real_vs_predicted_delivered_time(df=real_vs_estimated_delivery_time, year=2017)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "yCnT",
   "metadata": {},
   "source": [
    "**C. Global Amount of Order Status**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "wlCL",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 800x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_global_amount_order_status(df=global_amount_order_status)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "kqZH",
   "metadata": {},
   "source": [
    "**D. Revenue per State**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "wAgl",
   "metadata": {},
   "outputs": [
    {
     "data": {
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        "plotlyServerURL": "https://plot.ly"
       },
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         },
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         "name": "",
         "parents": [
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          "",
          "",
          "",
          "",
          "",
          "",
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           "aaxis": {
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            "ticks": ""
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           "bgcolor": "#E5ECF6",
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            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
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          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
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     "metadata": {},
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   ],
   "source": [
    "plot_revenue_per_state(df=revenue_per_state)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "rEll",
   "metadata": {},
   "source": [
    "**E. Top 10 Least Revenue by Categories**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "dGlV",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_top_10_least_revenue_categories(df=top_10_least_revenue_categories)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "SdmI",
   "metadata": {},
   "source": [
    "**F. Top 10 Revenue Categories Amount**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "lgWD",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_top_10_revenue_categories_amount(df=top_10_revenue_categories)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "yOPj",
   "metadata": {},
   "source": [
    "**G. Top 10 Revenue by Categories**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "fwwy",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "branchvalues": "total",
         "domain": {
          "x": [
           0,
           1
          ],
          "y": [
           0,
           1
          ]
         },
         "hovertemplate": "labels=%{label}<br>Num_order=%{value}<br>parent=%{parent}<br>id=%{id}<extra></extra>",
         "ids": [
          "bed_bath_table",
          "health_beauty",
          "computers_accessories",
          "furniture_decor",
          "watches_gifts",
          "sports_leisure",
          "housewares",
          "auto",
          "garden_tools",
          "cool_stuff"
         ],
         "labels": [
          "bed_bath_table",
          "health_beauty",
          "computers_accessories",
          "furniture_decor",
          "watches_gifts",
          "sports_leisure",
          "housewares",
          "auto",
          "garden_tools",
          "cool_stuff"
         ],
         "name": "",
         "parents": [
          "",
          "",
          "",
          "",
          "",
          "",
          "",
          "",
          "",
          ""
         ],
         "type": "treemap",
         "values": {
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          "dtype": "f8"
         }
        }
       ],
       "layout": {
        "height": 400,
        "legend": {
         "tracegroupgap": 0
        },
        "margin": {
         "b": 25,
         "l": 25,
         "r": 25,
         "t": 50
        },
        "template": {
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          "bar": [
           {
            "error_x": {
             "color": "#2a3f5f"
            },
            "error_y": {
             "color": "#2a3f5f"
            },
            "marker": {
             "line": {
              "color": "#E5ECF6",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "bar"
           }
          ],
          "barpolar": [
           {
            "marker": {
             "line": {
              "color": "#E5ECF6",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "barpolar"
           }
          ],
          "carpet": [
           {
            "aaxis": {
             "endlinecolor": "#2a3f5f",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
            },
            "baxis": {
             "endlinecolor": "#2a3f5f",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "#2a3f5f"
            },
            "type": "carpet"
           }
          ],
          "choropleth": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "choropleth"
           }
          ],
          "contour": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
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             [
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            ],
            "type": "contour"
           }
          ],
          "contourcarpet": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "type": "contourcarpet"
           }
          ],
          "heatmap": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
             [
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             ],
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            ],
            "type": "heatmap"
           }
          ],
          "histogram": [
           {
            "marker": {
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "histogram"
           }
          ],
          "histogram2d": [
           {
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            "colorscale": [
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            ],
            "type": "histogram2d"
           }
          ],
          "histogram2dcontour": [
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            "colorbar": {
             "outlinewidth": 0,
             "ticks": ""
            },
            "colorscale": [
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           },
           "bgcolor": "#E5ECF6",
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            "linecolor": "white",
            "ticks": ""
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          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
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           "ticks": "",
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     "metadata": {},
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   ],
   "source": [
    "plot_top_10_revenue_categories(df=top_10_revenue_categories)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "LJZf",
   "metadata": {},
   "source": [
    "**H. Freight Value vs. Product Weight**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "urSm",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 800x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_freight_value_weight_relationship(df=freight_value_weight_relationship)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "jxvo",
   "metadata": {},
   "source": [
    "**I. Diffrence Between Deliver Estimated Date and Delivery Date**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "mWxS",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_delivery_date_difference(df=delivery_date_difference)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "CcZR",
   "metadata": {},
   "source": [
    "**J. Order Amount per Day with Holidays**\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "YWSi",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_order_amount_per_day_with_holidays(df=orders_per_day_and_holidays)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "E-Commerce_ELT",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "name": "python",
   "version": "3.12.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}