correlation-pair-trading.ipynb

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   "source": [
    "# Pairs-Trading (Negative / Low Correlation) Strategy Analysis\n",
    "\n",
    "The negative/low correlation pairs trading strategy involves taking advantage of the performance divergence between two loosely correlated or negatively correlated assets by longing the stronger asset and shorting the weaker one. Here's how it works:\n",
    "\n",
    "- **Identifying a Pair**: Choose two assets with a negative or low correlation. These assets should exhibit enough volatility and liquidity to make the strategy feasible. One way is to identify tokens subject to significant upcoming unlocks or emissions. These events often lead to a downward price trend due to the anticipation of selling pressure from early investors or insiders. Thus, they are generally weaker. Then, pair the selected token (likely to experience downward pressure) with a stronger token that has a robust narrative and positive momentum. The stronger token should be in a different sector or have a different utility to ensure diversification.\n",
    "- **Establishing the Historical Relationship**: Analyze historical price data to understand the typical performance relationship between the two assets. Use statistical measures like the correlation coefficient to confirm their relationship. Research the history of similar tokens and their price movements around unlock/emission events. This helps in predicting potential downward trends.\n",
    "- **Executing Trades**: When Asset A (stronger asset) significantly outperforms Asset B (weaker asset), go long on Asset A and short on Asset B. The idea is that the stronger asset will continue to outperform the weaker one in the short to medium term.\n",
    "- **Monitoring and Adjusting**: Continuously monitor the performance of both assets and the overall market conditions. Adjust positions as necessary to manage risk and maximize returns.\n",
    "\n",
    "In this notebook, the pair trading negative / low correlation strategy is demonstrated using cryptocurrency price data sourced from the Binance, OKX, and Bybit APIs."
   ]
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   "cell_type": "markdown",
   "id": "eab73ff6-fa1f-46cc-900b-8268a0c14305",
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   "source": [
    "## Prepare your Environment\n",
    "\n",
    "Ensure that the correct kernel is selected for this notebook. If you are following the instruction in *README.md*, the kernel is 'crypto-trading-analysis'. To check, click on 'Kernel' at the top bar, select 'Change Kernel...' and select the correct kernel. For convenience, ensure that 'Always start the preferred kernel' is ticked. Click 'Select' to confirm the setting.\n",
    "\n",
    "Install the environment's dependencies using the command below. After installation, restart the kernel to use the updated packages. To restart, click on 'Kernel' at the top bar and select 'Restart Kernel' and click on 'Restart'. Please skip this step if you have already done it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d8d92236-023d-4e09-94c8-a65fcecd9c81",
   "metadata": {},
   "outputs": [
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     "output_type": "stream",
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      "\u001b[33mWARNING: You are using pip version 21.2.4; however, version 24.1.2 is available.\n",
      "You should consider upgrading via the '/Users/gordon.oh/Desktop/quant_research/venv/bin/python3 -m pip install --upgrade pip' command.\u001b[0m\n",
      "Note: you may need to restart the kernel to use updated packages.\n"
     ]
    }
   ],
   "source": [
    "pip install -r requirements.txt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f90ad883-ce63-4504-8af6-52998aedb87d",
   "metadata": {},
   "source": [
    "## Import packages"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c1f89e4a",
   "metadata": {
    "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19",
    "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5",
    "papermill": {
     "duration": 29.034008,
     "end_time": "2023-11-01T02:04:18.534845",
     "exception": false,
     "start_time": "2023-11-01T02:03:49.500837",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/gordon.oh/miniconda3/lib/python3.10/site-packages/pandas/core/computation/expressions.py:21: UserWarning: Pandas requires version '2.8.4' or newer of 'numexpr' (version '2.8.1' currently installed).\n",
      "  from pandas.core.computation.check import NUMEXPR_INSTALLED\n",
      "/Users/gordon.oh/miniconda3/lib/python3.10/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.4' currently installed).\n",
      "  from pandas.core import (\n"
     ]
    }
   ],
   "source": [
    "import numpy as np \n",
    "import pandas as pd \n",
    "import matplotlib.pyplot as plt\n",
    "import os\n",
    "import sys\n",
    "from datetime import datetime\n",
    "import seaborn as sns\n",
    "from sklearn.preprocessing import MinMaxScaler\n",
    "from statsmodels.tsa.stattools import coint\n",
    "from itertools import combinations\n",
    "from statsmodels.tsa.stattools import coint\n",
    "from utils import calculate_profit, plot_strategy\n",
    "from data_manager import load_ts_df, process_data, sanitize_data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1bf0de13",
   "metadata": {},
   "source": [
    "## Process Price Dataframe\n",
    "\n",
    "- Before proceeding, ensure that the price data has been downloaded using ***'data_manager.py'***.\n",
    "- Enter the ***cex*** (Centralized Exchange) and ***interval*** values used for data download to load the relevant *.pkl* files and retrieve the dataframe.\n",
    "- You can specify a batch of pairs to load using the ***selected_pairs*** variable. If no pairs are selected, all available pairs will be loaded by default.\n",
    "- Note that some pairs might be new and may lack sufficient data within the downloaded timeframe. Such pairs will be removed based on the ***nan_remove_threshold*** setting, which defines the maximum percentage of NaN values allowed relative to the total data points. For example, with a ***nan_remove_threshold*** of 0.1, if a pair has 100 data points and 15 are NaN, the pair will be excluded.\n",
    "- From the remaining pairs, you can filter the top N volume pairs using the ***top_n_volume_pairs*** parameter.\n",
    "- This part of the code will also ensure that all timeseries columns have the same number of data points.\n",
    "- The earliest and latest dates for all pairs will be recorded. These dates can then be used to determine the timeframe for slicing the data in the next step."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "13057dad-759b-4606-b673-6b699765f2c1",
   "metadata": {},
   "source": [
    "### Inputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "9ffa57f5-0ef6-49ca-847f-b439c1c63bdd",
   "metadata": {},
   "outputs": [],
   "source": [
    "##### INPUTS #####\n",
    "cex = 'binance'\n",
    "interval = '1d'\n",
    "nan_remove_threshold = 0.1\n",
    "\n",
    "# Select only the pairs below to analyse. All pairs will be selected if the list is empty.\n",
    "selected_pairs = []\n",
    "\n",
    "# Select only the top N mean volume pairs from the selected pairs to analyse.\n",
    "top_n_volume_pairs = 100\n",
    "\n",
    "# Select volume filter mode. Options: ['rolling', 'mean'].\n",
    "volume_filter_mode = 'rolling'\n",
    "##################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "aa468df5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Mode: Pairs-Trading (Negative / Low Correlation) Strategy\n",
      "CEX: Binance\n",
      "Interval: 1d\n",
      "NaN Remove Threshold: 0.1\n",
      "Selected pairs to analyse: []\n",
      "Top N Volume Pairs: 100\n",
      "Volume Filter Mode: Rolling\n",
      "\n",
      "Columns that contains NaN values:\n",
      "          Pair  NaN Count          Remark\n",
      "21     SYNUSDT        363       To Remove\n",
      "8        GUSDT        362       To Remove\n",
      "41  BANANAUSDT        362       To Remove\n",
      "11    RAREUSDT        362       To Remove\n",
      "45  RENDERUSDT        342       To Remove\n",
      "..         ...        ...             ...\n",
      "74    GLMRUSDT         38       To Remove\n",
      "48   FRONTUSDT         34  To Interpolate\n",
      "56     ARKUSDT         31  To Interpolate\n",
      "70    HIFIUSDT         28  To Interpolate\n",
      "5    CYBERUSDT          2  To Interpolate\n",
      "\n",
      "[90 rows x 3 columns]\n",
      "\n",
      "Removed 86 pairs as they contain too many NaN values.\n",
      "Successfully loaded candlestick dataframe for all available pairs.\n",
      "\n",
      "Earliest time series start date: 2023-08-19\n",
      "Latest time series end date: 2024-08-17\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(\"\\nMode: Pairs-Trading (Negative / Low Correlation) Strategy\")\n",
    "print(\"CEX: {}\".format(str(cex).capitalize()))\n",
    "print(\"Interval: {}\".format(interval))\n",
    "print(\"NaN Remove Threshold: {}\".format(nan_remove_threshold))\n",
    "print(\"Selected pairs to analyse: {}\".format(selected_pairs))\n",
    "print(\"Top N Volume Pairs: {}\".format(top_n_volume_pairs))\n",
    "print(\"Volume Filter Mode: {}\".format(str(volume_filter_mode).capitalize()))\n",
    "\n",
    "merged_df = process_data('low_correlation', cex, interval, nan_remove_threshold, selected_pairs,\n",
    "                 top_n_volume_pairs, volume_filter_mode)\n",
    "\n",
    "print(\"\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66614d32-8464-4265-b709-8a2d7a681acf",
   "metadata": {},
   "source": [
    "## Sanitize the dataframe\n",
    "\n",
    "- Slice the dataframe according to the specified ***start_date*** and ***end_date***. Choose ***start_date*** and ***end_date*** within the timeframe shown by the output of the previous cell.\n",
    "- Interpolate any missing values in the dataframe.\n",
    "- If the interpolation fails, just backfill with the latest valid value.\n",
    "- Verify that all is as expected with an `assert` and check the shapes of 2 random pairs, which should have the same dimensions."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1705815e-af19-428e-b1b2-2f1ffd123c1b",
   "metadata": {},
   "source": [
    "### Inputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "57b0551a-033f-4b9a-8ac0-d82ceef0861b",
   "metadata": {},
   "outputs": [],
   "source": [
    "##### INPUTS #####\n",
    "start_date = '2024-07-01'\n",
    "end_date = '2024-08-17'\n",
    "##################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b1c499c5-4313-40e1-bb52-ae3462912b5c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-Data Check-\n",
      "BTCUSDT's Data Shape: (48, 1)\n",
      "ETHUSDT's Data Shape: (48, 1)\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(\"\\n\")\n",
    "\n",
    "data_sanitized, sorted_available_pairs = sanitize_data(merged_df, start_date, end_date)\n",
    "\n",
    "if data_sanitized:\n",
    "    print(\"-Data Check-\")\n",
    "    keys = list(data_sanitized.keys())\n",
    "    count = 0\n",
    "\n",
    "    for key in keys:\n",
    "        print(\"{}'s Data Shape: {}\".format(key, data_sanitized[key].shape))\n",
    "        count+=1\n",
    "\n",
    "        if count == 2:\n",
    "            break\n",
    "            \n",
    "else:\n",
    "    print(\"No data found.\")\n",
    "\n",
    "print(\"\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b87a62a5",
   "metadata": {},
   "source": [
    "## Correlation\n",
    "\n",
    "Correlation quantifies the relationship between two variables using the Pearson correlation coefficient (r). It ranges from -1 to 1, where:\n",
    "$$ r = \\frac{\\sum_{i=1}^{n} (X_i - \\bar{X})(Y_i - \\bar{Y})}{\\sqrt{\\sum_{i=1}^{n} (X_i - \\bar{X})^2} \\sqrt{\\sum_{i=1}^{n} (Y_i - \\bar{Y})^2}} $$\n",
    "1. **$r$:** is the Pearson correlation coefficient. 1 means they move perfectly together, -1 is the opposite.\n",
    "2. **$X_i \\text{ and } Y_i$:** are data points of the two variables.\n",
    "3. **$\\bar{X} \\text{ and } \\bar{Y}$:** are the means of the respective variables.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "866b6285-bd87-44ea-8a25-19e3726e62f5",
   "metadata": {},
   "source": [
    "### Inputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d78342e0-86b5-44f6-bd42-e7e219637926",
   "metadata": {},
   "outputs": [],
   "source": [
    "##### INPUTS #####\n",
    "CORRCOEF_VALUE_THRESHOLD=0.1\n",
    "##################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9e53c419-c425-46da-8e69-c9087ef98586",
   "metadata": {},
   "outputs": [],
   "source": [
    "def find_uncorrelated_pairs(pairs_ts_map, corrcoef_value_threshold):\n",
    "    \"\"\"\n",
    "    Generate correlation matrix of cryptocurrencies.\n",
    "    \n",
    "    Parameters:\n",
    "    - pairs_ts_map (dict): A dictionary where keys are cryptocurrency tickers and values are time series data.\n",
    "    - corrcoef_value_threshold (float): Correlation coefficient value threshold.\n",
    "    Returns:\n",
    "    - correlation_matrix (numpy.ndarray): A correlation matrix between cryptocurrency pairs.\n",
    "    - pairs (list): A list of tuples representing cointegrated cryptocurrency pairs and their correlation coefficient.\n",
    "    \"\"\"\n",
    "    tickers = list(pairs_ts_map.keys())\n",
    "    n = len(tickers)\n",
    "\n",
    "    # Extract 'Close' prices into a matrix (each column is a time series)\n",
    "    close_data = np.column_stack(\n",
    "        [pairs_ts_map[ticker]['Close'].values for ticker in tickers])\n",
    "    correlation_matrix = np.ones((n, n))\n",
    "\n",
    "    # Calculate correlation for unique pair combinations\n",
    "    for i, j in combinations(range(n), 2):\n",
    "        result = np.corrcoef(close_data[:, i], close_data[:, j])[0, 1]\n",
    "        correlation_matrix[i, j] = result\n",
    "        \n",
    "    pairs = [(tickers[i], tickers[j], correlation_matrix[i, j])\n",
    "             for i, j in zip(*np.where(correlation_matrix < corrcoef_value_threshold))]\n",
    "\n",
    "    return correlation_matrix, pairs\n",
    "\n",
    "# This section can take a while\n",
    "corrcoef_values, pairs = find_uncorrelated_pairs(data_sanitized, CORRCOEF_VALUE_THRESHOLD)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8bb242c3-713f-4ef8-be14-e1d86a8a1c74",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 2600x2600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(\"\\n\")\n",
    "\n",
    "plt.figure(figsize=(26, 26))\n",
    "heatmap = sns.heatmap(corrcoef_values, xticklabels=data_sanitized.keys(),\n",
    "                      yticklabels=data_sanitized.keys(), cmap='RdYlGn_r',\n",
    "                      mask=(corrcoef_values > (CORRCOEF_VALUE_THRESHOLD)),\n",
    "                      linecolor='gray', linewidths=0.5)\n",
    "heatmap.set_xticklabels(heatmap.get_xticklabels(), size=14)\n",
    "heatmap.set_yticklabels(heatmap.get_yticklabels(), size=14)\n",
    "\n",
    "colorbar = heatmap.collections[0].colorbar\n",
    "colorbar.set_label('Correlation Coefficient (The lower the better)', size=18)\n",
    "\n",
    "plt.show()\n",
    "\n",
    "print(\"\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "22f94d4c-a0b6-4f88-a6f0-d3f563bde9ed",
   "metadata": {},
   "source": [
    "## Select Pairs for Detailed Analysis\n",
    "\n",
    "- Please select any pair combination from the output below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b7ac0df0-c7d9-4b08-b764-82329b227c2a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Selectable pairs:\n",
      "- 1000FLOKIUSDT\n",
      "- 1000LUNCUSDT\n",
      "- 1000PEPEUSDT\n",
      "- 1000SHIBUSDT\n",
      "- 1INCHUSDT\n",
      "- AAVEUSDT\n",
      "- ADAUSDT\n",
      "- ALGOUSDT\n",
      "- AMBUSDT\n",
      "- ANKRUSDT\n",
      "- APEUSDT\n",
      "- APTUSDT\n",
      "- ARBUSDT\n",
      "- ARKMUSDT\n",
      "- ARUSDT\n",
      "- ASTRUSDT\n",
      "- ATOMUSDT\n",
      "- AVAXUSDT\n",
      "- AXSUSDT\n",
      "- BAKEUSDT\n",
      "- BANDUSDT\n",
      "- BCHUSDT\n",
      "- BLURUSDT\n",
      "- BNBUSDT\n",
      "- BNXUSDT\n",
      "- BTCUSDT\n",
      "- CELOUSDT\n",
      "- CFXUSDT\n",
      "- CHZUSDT\n",
      "- CKBUSDT\n",
      "- COMPUSDT\n",
      "- CRVUSDT\n",
      "- DOGEUSDT\n",
      "- DOTUSDT\n",
      "- DYDXUSDT\n",
      "- ENSUSDT\n",
      "- EOSUSDT\n",
      "- ETCUSDT\n",
      "- ETHUSDT\n",
      "- FETUSDT\n",
      "- FILUSDT\n",
      "- FLOWUSDT\n",
      "- FTMUSDT\n",
      "- GALAUSDT\n",
      "- GMTUSDT\n",
      "- GMXUSDT\n",
      "- GRTUSDT\n",
      "- HBARUSDT\n",
      "- HIGHUSDT\n",
      "- HOOKUSDT\n",
      "- ICPUSDT\n",
      "- IMXUSDT\n",
      "- INJUSDT\n",
      "- JASMYUSDT\n",
      "- LDOUSDT\n",
      "- LINAUSDT\n",
      "- LINKUSDT\n",
      "- LPTUSDT\n",
      "- LTCUSDT\n",
      "- MANAUSDT\n",
      "- MASKUSDT\n",
      "- MATICUSDT\n",
      "- MAVUSDT\n",
      "- MINAUSDT\n",
      "- MKRUSDT\n",
      "- NEARUSDT\n",
      "- NEOUSDT\n",
      "- OPUSDT\n",
      "- PENDLEUSDT\n",
      "- PEOPLEUSDT\n",
      "- QTUMUSDT\n",
      "- REEFUSDT\n",
      "- RSRUSDT\n",
      "- RUNEUSDT\n",
      "- SANDUSDT\n",
      "- SEIUSDT\n",
      "- SNXUSDT\n",
      "- SOLUSDT\n",
      "- SSVUSDT\n",
      "- STGUSDT\n",
      "- STMXUSDT\n",
      "- STORJUSDT\n",
      "- STXUSDT\n",
      "- SUIUSDT\n",
      "- SUSHIUSDT\n",
      "- THETAUSDT\n",
      "- TRBUSDT\n",
      "- TRXUSDT\n",
      "- TUSDT\n",
      "- UMAUSDT\n",
      "- UNFIUSDT\n",
      "- UNIUSDT\n",
      "- WLDUSDT\n",
      "- XEMUSDT\n",
      "- XLMUSDT\n",
      "- XMRUSDT\n",
      "- XRPUSDT\n",
      "- YGGUSDT\n",
      "- ZECUSDT\n",
      "- ZENUSDT\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(\"\\nSelectable pairs:\")\n",
    "\n",
    "for pair in sorted_available_pairs:\n",
    "    print(\"- {}\".format(pair))\n",
    "\n",
    "print(\"\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "51e4a88f-e561-49c9-87ba-0d7ebd5bda9b",
   "metadata": {},
   "source": [
    "### Inputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "65aa7502-8d14-4e8b-a874-0d74da75913a",
   "metadata": {},
   "outputs": [],
   "source": [
    "##### INPUTS #####\n",
    "ticker_pairs = [(\"ETHUSDT\", \"XEMUSDT\")]\n",
    "##################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "3efac017-e6cd-4e6e-acf9-fe5f3467e827",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x1400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(\"\\n\")\n",
    "\n",
    "fig, axs = plt.subplots(len(ticker_pairs), 1, figsize=(18, 14))\n",
    "if len(ticker_pairs) == 1:\n",
    "    axs = [axs]\n",
    "scaler = MinMaxScaler()\n",
    "\n",
    "for i, (ticker1, ticker2) in enumerate(ticker_pairs):\n",
    "\n",
    "    if ticker1 not in sorted_available_pairs:\n",
    "        print(\"{} is not found in the list of selectable pairs. Please choose another one.\".format(ticker1))\n",
    "        if ticker2 not in sorted_available_pairs:\n",
    "            print(\"{} is not found in the list of selectable pairs. Please choose another one.\\n\".format(ticker2))\n",
    "        continue\n",
    "        \n",
    "    if ticker2 not in sorted_available_pairs:\n",
    "        print(\"{} is not found in the list of selectable pairs. Please choose another one.\".format(ticker2))\n",
    "        if ticker1 not in sorted_available_pairs:\n",
    "            print(\"{} is not found in the list of selectable pairs. Please choose another one.\\n\".format(ticker1))\n",
    "        continue\n",
    "    \n",
    "    # Scale the price data for each pair using MIN MAX\n",
    "    scaled_data1 = scaler.fit_transform(\n",
    "        data_sanitized[ticker1]['Close'].values.reshape(-1, 1))\n",
    "    scaled_data2 = scaler.fit_transform(\n",
    "        data_sanitized[ticker2]['Close'].values.reshape(-1, 1))\n",
    "\n",
    "    axs[i].plot(scaled_data1, label=f'{ticker1}', color='lightgray', alpha=0.7)\n",
    "    axs[i].plot(scaled_data2, label=f'{ticker2}', color='lightgray', alpha=0.7)\n",
    "\n",
    "    # Apply rolling mean with a window of 15\n",
    "    scaled_data1_smooth = pd.Series(scaled_data1.flatten()).rolling(\n",
    "        window=15, min_periods=1).mean()\n",
    "    scaled_data2_smooth = pd.Series(scaled_data2.flatten()).rolling(\n",
    "        window=15, min_periods=1).mean()\n",
    "\n",
    "    axs[i].plot(scaled_data1_smooth, label=f'{ticker1} SMA', color='red')\n",
    "    axs[i].plot(scaled_data2_smooth, label=f'{ticker2} SMA', color='blue')\n",
    "\n",
    "    axs[i].set_ylabel('Scaled Price ($)', fontsize=18)\n",
    "    axs[i].set_title(f'{ticker1} vs {ticker2}', fontsize=24)\n",
    "    axs[i].legend()\n",
    "    axs[i].set_xticks([])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "print(\"\\n\")"
   ]
  },
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   "outputs": [],
   "source": []
  }
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