{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import sqlite3\n",
    "import yfinance as yf\n",
    "import tensorflow as tf\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.dates as mdates\n",
    "from datetime import datetime, timedelta\n",
    "from sklearn.model_selection import train_test_split\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Extracting and Storing Stock Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define the symbols of the stocks you want to fetch data for\n",
    "symbols = ['AMZN', 'TSLA', 'AAPL']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Function to get historical stock data from Yahoo Finance\n",
    "def get_stock_data(symbols):\n",
    "    start_date = datetime.today() - timedelta(days = 5 * 365)\n",
    "    end_date = datetime.today() - timedelta(days = 365*1)\n",
    "    stock_data = {}\n",
    "    for symbol in symbols:\n",
    "        try:\n",
    "            stock_data[symbol] = yf.download(symbol, start=start_date, end=end_date)\n",
    "            print(f\"Successfully fetched data for {symbol}\")\n",
    "        except Exception as e:\n",
    "            print(f\"Failed to fetch data for {symbol}: {e}\")\n",
    "    return stock_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def drop_table_if_exists(db_name, table_name):\n",
    "    connection = sqlite3.connect(db_name)\n",
    "    cursor = connection.cursor()\n",
    "\n",
    "    # Check if the table exists in the database\n",
    "    cursor.execute(\"SELECT name FROM sqlite_master WHERE type='table' AND name=?\", (table_name,))\n",
    "    table_exists = cursor.fetchone() is not None\n",
    "\n",
    "    if table_exists:\n",
    "        # If the table exists, drop it\n",
    "        cursor.execute(f\"DROP TABLE {table_name}\")\n",
    "        print(f\"Table '{table_name}' has been dropped.\")\n",
    "    else:\n",
    "        print(f\"Table '{table_name}' does not exist.\")\n",
    "\n",
    "    connection.commit()\n",
    "    connection.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "db_name = 'stock_data.db'\n",
    "table_name = 'stock_data'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Function to create and store data in SQLite database\n",
    "def store_in_database(data, db_name):\n",
    "    connection = sqlite3.connect(db_name)\n",
    "    cursor = connection.cursor()\n",
    "\n",
    "    drop_table_if_exists(db_name, table_name)\n",
    "\n",
    "    # Create a table with columns for Date, Open, High, Low, Close, Volume, and Stock Symbol\n",
    "    create_table_query = '''\n",
    "        CREATE TABLE IF NOT EXISTS stock_data (\n",
    "            Date TEXT,\n",
    "            Open REAL,\n",
    "            High REAL,\n",
    "            Low REAL,\n",
    "            Close REAL,\n",
    "            Volume INTEGER,\n",
    "            Symbol TEXT\n",
    "        )\n",
    "    '''\n",
    "    cursor.execute(create_table_query)\n",
    "\n",
    "    # Store the data in the database\n",
    "    for symbol, df in data.items():\n",
    "        for index, row in df.iterrows():\n",
    "            values = (str(index), row['Open'], row['High'], row['Low'], row['Close'], row['Volume'], symbol)\n",
    "            cursor.execute('INSERT INTO stock_data VALUES (?, ?, ?, ?, ?, ?, ?)', values)\n",
    "\n",
    "    connection.commit()\n",
    "    connection.close()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[*********************100%***********************]  1 of 1 completed\n",
      "Successfully fetched data for AMZN\n",
      "[*********************100%***********************]  1 of 1 completed\n",
      "Successfully fetched data for TSLA\n",
      "[*********************100%***********************]  1 of 1 completed\n",
      "Successfully fetched data for AAPL\n",
      "Table 'stock_data' has been dropped.\n",
      "Data has been stored in the database.\n"
     ]
    }
   ],
   "source": [
    "stock_data = get_stock_data(symbols)\n",
    "store_in_database(stock_data, 'stock_data.db')\n",
    "print(\"Data has been stored in the database.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Function to create a DataFrame of the existing data in the database\n",
    "def get_existing_data(db_name):\n",
    "    connection = sqlite3.connect(db_name)\n",
    "    query = \"SELECT * FROM stock_data\"\n",
    "    df = pd.read_sql_query(query, connection)\n",
    "    connection.close()\n",
    "\n",
    "    # Convert 'Date' column to datetime type\n",
    "    df['Date'] = pd.to_datetime(df['Date'])\n",
    "    return df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Function to create time series plot for each ticker\n",
    "def plot_time_series(existing_data):\n",
    "    symbols = existing_data['Symbol'].unique()\n",
    "\n",
    "    for symbol in symbols:\n",
    "        data = existing_data[existing_data['Symbol'] == symbol]\n",
    "        plt.figure(figsize=(10, 6))\n",
    "        plt.plot(data['Date'], data['Close'], label=symbol)\n",
    "        plt.xlabel('Date')\n",
    "        plt.ylabel('Closing Price')\n",
    "        plt.title(f'{symbol} Stock Price Time Series')\n",
    "        plt.legend()\n",
    "        plt.grid(True)\n",
    "\n",
    "        # Format x-axis dates as 'YYYY-MM-DD'\n",
    "        date_format = mdates.DateFormatter('%Y-%m-%d')\n",
    "        plt.gca().xaxis.set_major_formatter(date_format)\n",
    "        plt.gca().xaxis.set_major_locator(mdates.AutoDateLocator())\n",
    "\n",
    "        # Rotate x-axis labels for better visibility\n",
    "        plt.xticks(rotation=45)\n",
    "        \n",
    "        plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_time_series(get_existing_data('stock_data.db'))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Appending The missing data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Function to get historical stock data from Yahoo Finance for a symbol from yesterday until the last date with missing data\n",
    "def get_missing_stock_data(symbol, last_date):\n",
    "    yesterday = datetime.today().date() - timedelta(days=1)\n",
    "\n",
    "    # If last_date is None, set it to 365 days ago to fetch data for the past year\n",
    "    if last_date is None:\n",
    "        last_date = yesterday - timedelta(days=365)\n",
    "\n",
    "    try:\n",
    "        stock_data = yf.download(symbol, start=last_date, end=yesterday)\n",
    "        print(f\"Successfully fetched data for {symbol} from {last_date} to {yesterday}\")\n",
    "        return stock_data\n",
    "    except Exception as e:\n",
    "        print(f\"Failed to fetch data for {symbol}: {e}\")\n",
    "        return None"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "def fetch_missing_data(db_name, symbols):\n",
    "    # Get existing data from the database\n",
    "    existing_data = get_existing_data(db_name)\n",
    "\n",
    "    # Create a dictionary to store the last available date for each ticker in the database\n",
    "    last_dates = {}\n",
    "    for symbol in symbols:\n",
    "        if symbol in existing_data['Symbol'].unique():\n",
    "            last_dates[symbol] = existing_data[existing_data['Symbol'] == symbol]['Date'].max()\n",
    "\n",
    "    print(last_dates)\n",
    "\n",
    "    # Fetch missing data for each ticker and update the DataFrame\n",
    "    for symbol in symbols:\n",
    "        start_date = last_dates.get(symbol, None)\n",
    "        if start_date is not None:\n",
    "            # If data is already available for this symbol, fetch data from the next day until yesterday\n",
    "            start_date = start_date + timedelta(days=1)\n",
    "        else:\n",
    "            # If no data is available for this symbol, fetch data for the last 5 years\n",
    "            start_date = datetime.today() - timedelta(days=365*5)\n",
    "\n",
    "        end_date = datetime.today() - timedelta(days=1)\n",
    "\n",
    "        print(end_date)\n",
    "        \n",
    "        try:\n",
    "            missing_data = yf.download(symbol, start=start_date, end=end_date)\n",
    "            missing_data.reset_index(inplace = True)\n",
    "            if not missing_data.empty:\n",
    "                # Append the missing data to the existing_data DataFrame\n",
    "                missing_data['Symbol'] = symbol\n",
    "                missing_data['Date'] = pd.to_datetime(missing_data['Date'])\n",
    "                missing_data = missing_data[list(existing_data.columns)]\n",
    "                existing_data = pd.concat([existing_data, missing_data], axis=0, ignore_index=True)\n",
    "                print(f\"Successfully fetched missing data for {symbol}\")\n",
    "            else:\n",
    "                print(f\"No missing data found for {symbol}\")\n",
    "        except Exception as e:\n",
    "            print(f\"Failed to fetch missing data for {symbol}: {e}\")\n",
    "\n",
    "    return existing_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'AMZN': Timestamp('2022-08-05 00:00:00'), 'TSLA': Timestamp('2022-08-05 00:00:00'), 'AAPL': Timestamp('2022-08-05 00:00:00')}\n",
      "2023-08-06 01:15:30.002828\n",
      "[*********************100%***********************]  1 of 1 completed\n",
      "Successfully fetched missing data for AMZN\n",
      "2023-08-06 01:15:30.448985\n",
      "[*********************100%***********************]  1 of 1 completed\n",
      "Successfully fetched missing data for TSLA\n",
      "2023-08-06 01:15:30.634429\n",
      "[*********************100%***********************]  1 of 1 completed\n",
      "Successfully fetched missing data for AAPL\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Date</th>\n",
       "      <th>Open</th>\n",
       "      <th>High</th>\n",
       "      <th>Low</th>\n",
       "      <th>Close</th>\n",
       "      <th>Volume</th>\n",
       "      <th>Symbol</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018-08-08</td>\n",
       "      <td>93.050003</td>\n",
       "      <td>94.575500</td>\n",
       "      <td>92.724998</td>\n",
       "      <td>94.325996</td>\n",
       "      <td>79260000</td>\n",
       "      <td>AMZN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2018-08-09</td>\n",
       "      <td>94.099998</td>\n",
       "      <td>95.728500</td>\n",
       "      <td>93.874001</td>\n",
       "      <td>94.926003</td>\n",
       "      <td>97208000</td>\n",
       "      <td>AMZN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2018-08-10</td>\n",
       "      <td>94.425499</td>\n",
       "      <td>94.974998</td>\n",
       "      <td>93.910500</td>\n",
       "      <td>94.315002</td>\n",
       "      <td>72798000</td>\n",
       "      <td>AMZN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2018-08-13</td>\n",
       "      <td>94.925003</td>\n",
       "      <td>96.250000</td>\n",
       "      <td>94.683502</td>\n",
       "      <td>94.809998</td>\n",
       "      <td>110630000</td>\n",
       "      <td>AMZN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2018-08-14</td>\n",
       "      <td>95.969498</td>\n",
       "      <td>96.050499</td>\n",
       "      <td>95.000000</td>\n",
       "      <td>95.982498</td>\n",
       "      <td>79722000</td>\n",
       "      <td>AMZN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        Date       Open       High        Low      Close     Volume Symbol\n",
       "0 2018-08-08  93.050003  94.575500  92.724998  94.325996   79260000   AMZN\n",
       "1 2018-08-09  94.099998  95.728500  93.874001  94.926003   97208000   AMZN\n",
       "2 2018-08-10  94.425499  94.974998  93.910500  94.315002   72798000   AMZN\n",
       "3 2018-08-13  94.925003  96.250000  94.683502  94.809998  110630000   AMZN\n",
       "4 2018-08-14  95.969498  96.050499  95.000000  95.982498   79722000   AMZN"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cd = fetch_missing_data('stock_data.db',symbols=symbols)\n",
    "plot_time_series(cd)\n",
    "cd.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "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>Date</th>\n",
       "      <th>Open</th>\n",
       "      <th>High</th>\n",
       "      <th>Low</th>\n",
       "      <th>Close</th>\n",
       "      <th>Volume</th>\n",
       "      <th>Symbol</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>3763</th>\n",
       "      <td>2023-07-31</td>\n",
       "      <td>196.059998</td>\n",
       "      <td>196.490005</td>\n",
       "      <td>195.259995</td>\n",
       "      <td>196.449997</td>\n",
       "      <td>38824100</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3764</th>\n",
       "      <td>2023-08-01</td>\n",
       "      <td>196.240005</td>\n",
       "      <td>196.729996</td>\n",
       "      <td>195.279999</td>\n",
       "      <td>195.610001</td>\n",
       "      <td>35175100</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3765</th>\n",
       "      <td>2023-08-02</td>\n",
       "      <td>195.039993</td>\n",
       "      <td>195.179993</td>\n",
       "      <td>191.850006</td>\n",
       "      <td>192.580002</td>\n",
       "      <td>50389300</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3766</th>\n",
       "      <td>2023-08-03</td>\n",
       "      <td>191.570007</td>\n",
       "      <td>192.369995</td>\n",
       "      <td>190.690002</td>\n",
       "      <td>191.169998</td>\n",
       "      <td>61235200</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3767</th>\n",
       "      <td>2023-08-04</td>\n",
       "      <td>185.520004</td>\n",
       "      <td>187.380005</td>\n",
       "      <td>181.919998</td>\n",
       "      <td>181.990005</td>\n",
       "      <td>115799700</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Date        Open        High         Low       Close     Volume  \\\n",
       "3763 2023-07-31  196.059998  196.490005  195.259995  196.449997   38824100   \n",
       "3764 2023-08-01  196.240005  196.729996  195.279999  195.610001   35175100   \n",
       "3765 2023-08-02  195.039993  195.179993  191.850006  192.580002   50389300   \n",
       "3766 2023-08-03  191.570007  192.369995  190.690002  191.169998   61235200   \n",
       "3767 2023-08-04  185.520004  187.380005  181.919998  181.990005  115799700   \n",
       "\n",
       "     Symbol  \n",
       "3763   AAPL  \n",
       "3764   AAPL  \n",
       "3765   AAPL  \n",
       "3766   AAPL  \n",
       "3767   AAPL  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cd.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "tickers = ['AMZN', 'TSLA', 'AAPL']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Step 1: Split the data into training and test sets (80% training, 20% testing)\n",
    "train_ratio = 0.8"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Split data based on the ticker\n",
    "train_data = {}\n",
    "test_data = {}\n",
    "for ticker in tickers:\n",
    "    ticker_data = cd[cd['Symbol'] == ticker]\n",
    "    train_size = int(train_ratio * ticker_data.shape[0])\n",
    "    train_data[ticker] = ticker_data.iloc[:train_size]\n",
    "    test_data[ticker] = ticker_data.iloc[train_size:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "11.9313325881958"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "train_data['TSLA']['Close'].min()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/lx/wx3109f56_50_r0_22hgbcjr0000gn/T/ipykernel_49274/4253774333.py:4: 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",
      "  train_data[ticker]['Close'] = (train_data[ticker]['Close'] -  min_max_scaling[ticker][0])/ (min_max_scaling[ticker][1] - min_max_scaling[ticker][0])\n",
      "/var/folders/lx/wx3109f56_50_r0_22hgbcjr0000gn/T/ipykernel_49274/4253774333.py:5: 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",
      "  test_data[ticker]['Close'] = (test_data[ticker]['Close'] -  min_max_scaling[ticker][0])/ (min_max_scaling[ticker][1] - min_max_scaling[ticker][0])\n"
     ]
    }
   ],
   "source": [
    "min_max_scaling = {}\n",
    "for ticker in tickers:\n",
    "    min_max_scaling[ticker] = [train_data[ticker]['Close'].min(),train_data[ticker]['Close'].max()]\n",
    "    train_data[ticker]['Close'] = (train_data[ticker]['Close'] -  min_max_scaling[ticker][0])/ (min_max_scaling[ticker][1] - min_max_scaling[ticker][0])\n",
    "    test_data[ticker]['Close'] = (test_data[ticker]['Close'] -  min_max_scaling[ticker][0])/ (min_max_scaling[ticker][1] - min_max_scaling[ticker][0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Step 2: Create time series sequences\n",
    "def create_time_series_sequences(data, input_seq_length=30, output_seq_length=1):\n",
    "    sequences = []\n",
    "    targets = []\n",
    "    for i in range(len(data) - input_seq_length - output_seq_length + 1):\n",
    "        seq = data['Close'].values[i:i + input_seq_length]\n",
    "        target = data['Close'].values[i + input_seq_length + output_seq_length - 1]\n",
    "        sequences.append(seq)\n",
    "        targets.append(target)\n",
    "    return np.array(sequences), np.array(targets)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "input_seq_length = 60  # Number of previous days' closing prices as input\n",
    "output_seq_length = 10  # Number of days to predict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "train_sequences = {}\n",
    "train_targets = {}\n",
    "test_sequences = {}\n",
    "test_targets = {}\n",
    "for ticker in tickers:\n",
    "    train_sequences[ticker], train_targets[ticker] = create_time_series_sequences(train_data[ticker],\n",
    "                                                                                   input_seq_length,\n",
    "                                                                                   output_seq_length)\n",
    "    test_sequences[ticker], test_targets[ticker] = create_time_series_sequences(test_data[ticker],\n",
    "                                                                                 input_seq_length,\n",
    "                                                                                 output_seq_length)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Step 3: Define the deeper LSTM neural network architecture with Huber loss\n",
    "def create_model(ticker):\n",
    "    model = tf.keras.models.Sequential([\n",
    "        tf.keras.layers.LSTM(64, input_shape=(input_seq_length, 1), return_sequences=True),\n",
    "        tf.keras.layers.LSTM(128, return_sequences=True),\n",
    "        tf.keras.layers.LSTM(64, return_sequences=True),\n",
    "        tf.keras.layers.LSTM(32),\n",
    "        tf.keras.layers.Dense(output_seq_length)\n",
    "    ])\n",
    "    optimizer = tf.keras.optimizers.Adam(learning_rate=0.5*1e-4)\n",
    "    model.compile(optimizer=tf.keras.optimizers.SGD(), loss='huber_loss', metrics = ['mae'])\n",
    "    return model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:15:31.682391: I metal_plugin/src/device/metal_device.cc:1154] Metal device set to: Apple M1\n",
      "2023-08-07 01:15:31.682412: I metal_plugin/src/device/metal_device.cc:296] systemMemory: 16.00 GB\n",
      "2023-08-07 01:15:31.682418: I metal_plugin/src/device/metal_device.cc:313] maxCacheSize: 5.33 GB\n",
      "2023-08-07 01:15:31.682448: I tensorflow/core/common_runtime/pluggable_device/pluggable_device_factory.cc:303] Could not identify NUMA node of platform GPU ID 0, defaulting to 0. Your kernel may not have been built with NUMA support.\n",
      "2023-08-07 01:15:31.682464: I tensorflow/core/common_runtime/pluggable_device/pluggable_device_factory.cc:269] Created TensorFlow device (/job:localhost/replica:0/task:0/device:GPU:0 with 0 MB memory) -> physical PluggableDevice (device: 0, name: METAL, pci bus id: <undefined>)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training model for AMZN...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.Adam` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.Adam`.\n",
      "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.SGD` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.SGD`.\n",
      "WARNING:absl:There is a known slowdown when using v2.11+ Keras optimizers on M1/M2 Macs. Falling back to the legacy Keras optimizer, i.e., `tf.keras.optimizers.legacy.SGD`.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/50\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:15:33.630012: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.012548: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.071906: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.130031: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.185720: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.336672: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.442431: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " 1/30 [>.............................] - ETA: 1:12 - loss: 0.1697 - mae: 0.5235"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:15:34.538252: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:15:34.632316: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "30/30 [==============================] - 4s 37ms/step - loss: 0.1675 - mae: 0.4994\n",
      "Epoch 2/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.1420 - mae: 0.4471\n",
      "Epoch 3/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.1199 - mae: 0.3990\n",
      "Epoch 4/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.1004 - mae: 0.3579\n",
      "Epoch 5/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0839 - mae: 0.3273\n",
      "Epoch 6/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0709 - mae: 0.3058\n",
      "Epoch 7/50\n",
      "30/30 [==============================] - 1s 33ms/step - loss: 0.0607 - mae: 0.2902\n",
      "Epoch 8/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0535 - mae: 0.2792\n",
      "Epoch 9/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0484 - mae: 0.2717\n",
      "Epoch 10/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0447 - mae: 0.2665\n",
      "Epoch 11/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0422 - mae: 0.2622\n",
      "Epoch 12/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0403 - mae: 0.2592\n",
      "Epoch 13/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0389 - mae: 0.2563\n",
      "Epoch 14/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0378 - mae: 0.2541\n",
      "Epoch 15/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0369 - mae: 0.2520\n",
      "Epoch 16/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0362 - mae: 0.2502\n",
      "Epoch 17/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0355 - mae: 0.2484\n",
      "Epoch 18/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0349 - mae: 0.2466\n",
      "Epoch 19/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0343 - mae: 0.2448\n",
      "Epoch 20/50\n",
      "30/30 [==============================] - 1s 37ms/step - loss: 0.0338 - mae: 0.2429\n",
      "Epoch 21/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0332 - mae: 0.2409\n",
      "Epoch 22/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.0326 - mae: 0.2387\n",
      "Epoch 23/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0319 - mae: 0.2363\n",
      "Epoch 24/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.0313 - mae: 0.2337\n",
      "Epoch 25/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0305 - mae: 0.2308\n",
      "Epoch 26/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0298 - mae: 0.2278\n",
      "Epoch 27/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0289 - mae: 0.2243\n",
      "Epoch 28/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0280 - mae: 0.2204\n",
      "Epoch 29/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0270 - mae: 0.2163\n",
      "Epoch 30/50\n",
      "30/30 [==============================] - 1s 33ms/step - loss: 0.0259 - mae: 0.2114\n",
      "Epoch 31/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0247 - mae: 0.2062\n",
      "Epoch 32/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0234 - mae: 0.2002\n",
      "Epoch 33/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0220 - mae: 0.1937\n",
      "Epoch 34/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0205 - mae: 0.1865\n",
      "Epoch 35/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0190 - mae: 0.1784\n",
      "Epoch 36/50\n",
      "30/30 [==============================] - 1s 31ms/step - loss: 0.0174 - mae: 0.1698\n",
      "Epoch 37/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0157 - mae: 0.1604\n",
      "Epoch 38/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0142 - mae: 0.1505\n",
      "Epoch 39/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0127 - mae: 0.1406\n",
      "Epoch 40/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0114 - mae: 0.1312\n",
      "Epoch 41/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0102 - mae: 0.1223\n",
      "Epoch 42/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0093 - mae: 0.1148\n",
      "Epoch 43/50\n",
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      "Epoch 44/50\n",
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      "Epoch 45/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0075 - mae: 0.0987\n",
      "Epoch 46/50\n",
      "30/30 [==============================] - 1s 31ms/step - loss: 0.0071 - mae: 0.0952\n",
      "Epoch 47/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0068 - mae: 0.0925\n",
      "Epoch 48/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0066 - mae: 0.0901\n",
      "Epoch 49/50\n",
      "30/30 [==============================] - 1s 28ms/step - loss: 0.0064 - mae: 0.0881\n",
      "Epoch 50/50\n",
      "30/30 [==============================] - 1s 28ms/step - loss: 0.0063 - mae: 0.0868\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/sarat/Library/Python/3.9/lib/python/site-packages/keras/src/engine/training.py:3000: UserWarning: You are saving your model as an HDF5 file via `model.save()`. This file format is considered legacy. We recommend using instead the native Keras format, e.g. `model.save('my_model.keras')`.\n",
      "  saving_api.save_model(\n",
      "2023-08-07 01:16:19.497695: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:19.636069: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:19.675031: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
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     "text": [
      "5/6 [========================>.....] - ETA: 0s - loss: 0.0081 - mae: 0.0992"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "2023-08-07 01:16:19.722938: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:19.769870: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "6/6 [==============================] - 1s 25ms/step - loss: 0.0072 - mae: 0.0911\n",
      "AMZN Test Loss: [0.007229460868984461, 0.09109389036893845]\n",
      "Training model for TSLA...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.Adam` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.Adam`.\n",
      "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.SGD` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.SGD`.\n",
      "WARNING:absl:There is a known slowdown when using v2.11+ Keras optimizers on M1/M2 Macs. Falling back to the legacy Keras optimizer, i.e., `tf.keras.optimizers.legacy.SGD`.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/50\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:16:21.754597: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.133385: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.186032: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.240135: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.297231: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.410362: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.509177: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
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     "text": [
      " 1/30 [>.............................] - ETA: 1:11 - loss: 0.1491 - mae: 0.4634"
     ]
    },
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     "output_type": "stream",
     "text": [
      "2023-08-07 01:16:22.613040: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:16:22.706968: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "30/30 [==============================] - 4s 36ms/step - loss: 0.0942 - mae: 0.3226\n",
      "Epoch 2/50\n",
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      "Epoch 28/50\n",
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      "Epoch 30/50\n",
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      "Epoch 31/50\n",
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      "Epoch 32/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0256 - mae: 0.1990\n",
      "Epoch 33/50\n",
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      "Epoch 34/50\n",
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      "Epoch 35/50\n",
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      "Epoch 36/50\n",
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      "Epoch 39/50\n",
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      "Epoch 40/50\n",
      "30/30 [==============================] - 1s 28ms/step - loss: 0.0135 - mae: 0.1299\n",
      "Epoch 41/50\n",
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      "Epoch 42/50\n",
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      "Epoch 43/50\n",
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      "Epoch 44/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0094 - mae: 0.1040\n",
      "Epoch 45/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0086 - mae: 0.0999\n",
      "Epoch 46/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0081 - mae: 0.0964\n",
      "Epoch 47/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0075 - mae: 0.0934\n",
      "Epoch 48/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.0071 - mae: 0.0909\n",
      "Epoch 49/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0067 - mae: 0.0888\n",
      "Epoch 50/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0064 - mae: 0.0870\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:17:07.074038: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:07.209141: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:07.250453: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
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     "text": [
      "5/6 [========================>.....] - ETA: 0s - loss: 0.0090 - mae: 0.1120"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "2023-08-07 01:17:07.302544: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:07.352752: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "6/6 [==============================] - 1s 28ms/step - loss: 0.0088 - mae: 0.1109\n",
      "TSLA Test Loss: [0.00875319354236126, 0.11094485968351364]\n",
      "Training model for AAPL...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.Adam` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.Adam`.\n",
      "WARNING:absl:At this time, the v2.11+ optimizer `tf.keras.optimizers.SGD` runs slowly on M1/M2 Macs, please use the legacy Keras optimizer instead, located at `tf.keras.optimizers.legacy.SGD`.\n",
      "WARNING:absl:There is a known slowdown when using v2.11+ Keras optimizers on M1/M2 Macs. Falling back to the legacy Keras optimizer, i.e., `tf.keras.optimizers.legacy.SGD`.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/50\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:17:09.181493: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:09.543099: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:09.600716: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:09.660948: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:09.729875: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:09.849619: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:09.945679: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:10.044624: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
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      " 2/30 [=>............................] - ETA: 1s - loss: 0.1427 - mae: 0.4350  "
     ]
    },
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     "text": [
      "2023-08-07 01:17:10.162581: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
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     "output_type": "stream",
     "text": [
      "30/30 [==============================] - 4s 41ms/step - loss: 0.1252 - mae: 0.4096\n",
      "Epoch 2/50\n",
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      "Epoch 45/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.0035 - mae: 0.0659\n",
      "Epoch 46/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0034 - mae: 0.0652\n",
      "Epoch 47/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.0034 - mae: 0.0646\n",
      "Epoch 48/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0033 - mae: 0.0641\n",
      "Epoch 49/50\n",
      "30/30 [==============================] - 1s 29ms/step - loss: 0.0033 - mae: 0.0636\n",
      "Epoch 50/50\n",
      "30/30 [==============================] - 1s 30ms/step - loss: 0.0032 - mae: 0.0633\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:17:55.947202: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:56.103708: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:56.148295: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1/6 [====>.........................] - ETA: 5s - loss: 0.0013 - mae: 0.0410"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2023-08-07 01:17:56.206086: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n",
      "2023-08-07 01:17:56.274013: I tensorflow/core/grappler/optimizers/custom_graph_optimizer_registry.cc:114] Plugin optimizer for device_type GPU is enabled.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "6/6 [==============================] - 1s 37ms/step - loss: 0.0111 - mae: 0.1239\n",
      "AAPL Test Loss: [0.011110616847872734, 0.12392593175172806]\n",
      "All models trained and saved.\n"
     ]
    }
   ],
   "source": [
    "# Step 4: Train the models for each ticker and save the models to files\n",
    "for ticker in tickers:\n",
    "    print(f\"Training model for {ticker}...\")\n",
    "    \n",
    "    # Create and train the model for the specific ticker\n",
    "    model = create_model(ticker)\n",
    "    model.fit(train_sequences[ticker], train_targets[ticker], epochs=50, batch_size=32)\n",
    "\n",
    "    # Save the model to a file\n",
    "    model.save(f'model_{ticker}.h5')\n",
    "\n",
    "    # Evaluate the model on the test data for the specific ticker\n",
    "    loss = model.evaluate(test_sequences[ticker], test_targets[ticker])\n",
    "    print(f\"{ticker} Test Loss: {loss}\")\n",
    "print(\"All models trained and saved.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pickle\n",
    "with open('min_max.pickle', 'wb') as handle:\n",
    "    pickle.dump(min_max_scaling, handle, protocol=pickle.HIGHEST_PROTOCOL)"
   ]
  }
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