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"language": "python",
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"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
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"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.6"
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"colab": {
"name": "CAPM-Capital-Asset-Pricing-Model1.ipynb",
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"include_colab_link": true
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"cells": [
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"cell_type": "markdown",
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"id": "view-in-github",
"colab_type": "text"
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"source": [
"
"
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{
"cell_type": "markdown",
"metadata": {
"id": "tSBv_Oz_mwUT"
},
"source": [
"# CAPM - Capital Asset Pricing Model"
]
},
{
"cell_type": "code",
"metadata": {
"collapsed": true,
"id": "IFH0XGudmwUf"
},
"source": [
"!pip install yfinance -q\n",
"!pip install seaborn -q"
],
"execution_count": 3,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"collapsed": true,
"id": "nySQT5GBmwUg"
},
"source": [
"import seaborn as sns\n",
"import yfinance as yf\n",
"import pandas as pd\n",
"import numpy as np\n",
"import statsmodels.api as sm\n",
"import datetime as dt\n",
"\n",
"import urllib.request # handle online files\n",
"import zipfile\n",
"import os\n",
"\n",
"import statsmodels.formula.api as smf\n",
"import statsmodels.api as sm\n",
"from scipy import stats\n",
"from sklearn.model_selection import train_test_split\n",
"from sklearn.linear_model import LinearRegression\n",
"\n",
"import matplotlib.pyplot as plt\n",
"from pylab import mpl, plt\n",
"\n",
"sns.set_theme()\n",
"plt.style.use('seaborn-v0_8')\n",
"mpl.rcParams['font.family'] = 'DejaVu Sans'\n",
"mpl.rcParams[\"savefig.dpi\"] = 500\n",
"np.set_printoptions(precision=5, suppress=True, formatter={\"float\": lambda x: f\"{x:6.3f}\"})\n",
"\n",
"%matplotlib inline"
],
"execution_count": 7,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "W4f7t_LPmwUh"
},
"source": [
"#help(stats.linregress)"
],
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"import yfinance as yf\n",
"from requests import Session\n",
"\n",
"# As a note: In your homework, as yfinance has updated resently, you will need to install and include the 'requests' package and use this session.headers line. You can just copy this for the homework and adjust the following\n",
"# Ticker -> TSLA | ['Adj Close'] -> ['Close] | These two updates, plus adjusting the dates, will allow the code to work.\n",
"\n",
"session = Session()\n",
"session.headers.update({'User-Agent': 'Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/91.0.4472.124 Safari/537.36'}) # required for the moment unfortunately\n",
"\n",
"data = yf.download('AAPL', start='2020-01-01', end='2021-01-01')['Close'] # without ['Close'] we can get OHLC + Volume data, we stick to close for now.\n",
"data.columns = ['Close']\n",
"data.index.name = 'Date'\n",
"display(data.tail())\n",
"\n",
"\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 272
},
"id": "PyXKlJfvLELH",
"outputId": "3fd6bc44-e88b-4aae-b3ba-8f2fe463c2b4"
},
"execution_count": 8,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"YF.download() has changed argument auto_adjust default to True\n"
]
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"\r[*********************100%***********************] 1 of 1 completed\n"
]
},
{
"output_type": "display_data",
"data": {
"text/plain": [
" Close\n",
"Date \n",
"2020-12-24 128.905823\n",
"2020-12-28 133.516220\n",
"2020-12-29 131.738480\n",
"2020-12-30 130.615143\n",
"2020-12-31 129.609085"
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"type": "dataframe",
"summary": "{\n \"name\": \"display(data\",\n \"rows\": 5,\n \"fields\": [\n {\n \"column\": \"Date\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2020-12-24 00:00:00\",\n \"max\": \"2020-12-31 00:00:00\",\n \"num_unique_values\": 5,\n \"samples\": [\n \"2020-12-28 00:00:00\",\n \"2020-12-31 00:00:00\",\n \"2020-12-29 00:00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Close\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.8213557426541824,\n \"min\": 128.90582275390625,\n \"max\": 133.51622009277344,\n \"num_unique_values\": 5,\n \"samples\": [\n 133.51622009277344,\n 129.6090850830078,\n 131.7384796142578\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
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"metadata": {}
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]
},
{
"cell_type": "code",
"metadata": {
"id": "O-WJe7qxmwUl"
},
"source": [
"def get_prices(tickers, freq_p, st_day, end_day):\n",
" mystock = pd.DataFrame()\n",
" for t in tickers:\n",
" mystock[t] = yf.download(t, start=st_day, end=end_day, interval=freq_p)['Close']\n",
" return mystock"
],
"execution_count": 11,
"outputs": []
},
{
"cell_type": "code",
"source": [
"tic=['TSLA', 'SPY']\n",
"prices= get_prices(tic, freq_p='1wk', st_day=\"2011-01-01\", end_day=\"2022-05-31\") # id , 1wk, 1mo\n",
"print(prices)\n",
"\n",
"prices.rename(columns={\"TSLA\": \"Your_Stock\", \"SPY\":\"INDEX\"}, inplace=True)\n",
"\n",
"prices.info()\n",
"prices.tail(20)"
],
"metadata": {
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"base_uri": "https://localhost:8080/",
"height": 1000
},
"id": "ctHO6RAQxX7j",
"outputId": "1dfd27f2-8e7a-4649-e758-c60b54496046"
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"execution_count": 12,
"outputs": [
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"output_type": "stream",
"name": "stderr",
"text": [
"[*********************100%***********************] 1 of 1 completed\n",
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"text": [
" TSLA SPY\n",
"Date \n",
"2011-01-01 1.882667 98.403893\n",
"2011-01-08 1.716667 100.075714\n",
"2011-01-15 1.536000 99.355858\n",
"2011-01-22 1.600667 98.852806\n",
"2011-01-29 1.564000 101.507523\n",
"... ... ...\n",
"2022-04-30 288.549988 394.886627\n",
"2022-05-07 256.529999 385.651489\n",
"2022-05-14 221.300003 374.045074\n",
"2022-05-21 253.210007 398.649872\n",
"2022-05-28 252.753326 396.413025\n",
"\n",
"[596 rows x 2 columns]\n",
"\n",
"DatetimeIndex: 596 entries, 2011-01-01 to 2022-05-28\n",
"Data columns (total 2 columns):\n",
" # Column Non-Null Count Dtype \n",
"--- ------ -------------- ----- \n",
" 0 Your_Stock 596 non-null float64\n",
" 1 INDEX 596 non-null float64\n",
"dtypes: float64(2)\n",
"memory usage: 14.0 KB\n"
]
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"\n"
]
},
{
"output_type": "execute_result",
"data": {
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" Your_Stock INDEX\n",
"Date \n",
"2022-01-15 314.633331 419.158905\n",
"2022-01-22 282.116669 422.958282\n",
"2022-01-29 307.773346 429.418274\n",
"2022-02-05 286.666656 421.532318\n",
"2022-02-12 285.660004 415.570068\n",
"2022-02-19 269.956665 418.938812\n",
"2022-02-26 279.429993 413.598602\n",
"2022-03-05 265.116669 402.018524\n",
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"summary": "{\n \"name\": \"prices\",\n \"rows\": 20,\n \"fields\": [\n {\n \"column\": \"Date\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2022-01-15 00:00:00\",\n \"max\": \"2022-05-28 00:00:00\",\n \"num_unique_values\": 20,\n \"samples\": [\n \"2022-01-15 00:00:00\",\n \"2022-05-14 00:00:00\",\n \"2022-04-30 00:00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Your_Stock\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 35.68136044675096,\n \"min\": 221.3000030517578,\n \"max\": 361.5299987792969,\n \"num_unique_values\": 20,\n \"samples\": [\n 314.6333312988281,\n 221.3000030517578,\n 288.54998779296875\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INDEX\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 16.9342411934794,\n \"min\": 374.0450744628906,\n \"max\": 434.8034973144531,\n \"num_unique_values\": 20,\n \"samples\": [\n 419.1589050292969,\n 374.0450744628906,\n 394.8866271972656\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 12
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "JrQgItnKmwUp",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "e941c146-ffa4-4870-b92e-73e4063a9068"
},
"source": [
"print(prices.isnull().sum())\n",
"prices.dropna(how='any', inplace=True)\n",
"print(prices.isnull().sum())\n",
"prices.info()\n",
"print(prices)"
],
"execution_count": 13,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Your_Stock 0\n",
"INDEX 0\n",
"dtype: int64\n",
"Your_Stock 0\n",
"INDEX 0\n",
"dtype: int64\n",
"\n",
"DatetimeIndex: 596 entries, 2011-01-01 to 2022-05-28\n",
"Data columns (total 2 columns):\n",
" # Column Non-Null Count Dtype \n",
"--- ------ -------------- ----- \n",
" 0 Your_Stock 596 non-null float64\n",
" 1 INDEX 596 non-null float64\n",
"dtypes: float64(2)\n",
"memory usage: 14.0 KB\n",
" Your_Stock INDEX\n",
"Date \n",
"2011-01-01 1.882667 98.403893\n",
"2011-01-08 1.716667 100.075714\n",
"2011-01-15 1.536000 99.355858\n",
"2011-01-22 1.600667 98.852806\n",
"2011-01-29 1.564000 101.507523\n",
"... ... ...\n",
"2022-04-30 288.549988 394.886627\n",
"2022-05-07 256.529999 385.651489\n",
"2022-05-14 221.300003 374.045074\n",
"2022-05-21 253.210007 398.649872\n",
"2022-05-28 252.753326 396.413025\n",
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]
}
]
},
{
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"metadata": {
"id": "mivqtbW9mwUw",
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"height": 560
},
"outputId": "56d9dde8-acdb-4038-a74f-c42794cdcfc3"
},
"source": [
"prices.plot(figsize=(10,6))\n",
"plt.legend()"
],
"execution_count": 14,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
""
]
},
"metadata": {},
"execution_count": 14
},
{
"output_type": "display_data",
"data": {
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""
],
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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [
"(prices / prices.iloc[0] * 1).plot(figsize=(10, 6), subplots=False) #cumulative returns\n",
"plt.title('Cumulative Return')\n",
"plt.tight_layout()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 592
},
"id": "U1MhYpXJ5S8M",
"outputId": "5ae675ec-5838-4043-c06b-1bbf0f468de7"
},
"execution_count": 15,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
""
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [
"prices.pct_change(1).dropna()\n",
"plt.scatter(prices['Your_Stock'], prices['INDEX'], color = 'red', alpha=0.2)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 501
},
"id": "TnWNwpr-5S5L",
"outputId": "478a81ad-f61e-403d-8226-42744933d6d2"
},
"execution_count": 16,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
""
]
},
"metadata": {},
"execution_count": 16
},
{
"output_type": "display_data",
"data": {
"text/plain": [
""
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "hics-JmemwUz",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 506
},
"outputId": "0d64a6e2-a598-444b-81df-187f72d92934"
},
"source": [
"returns = prices.pct_change(1).dropna()\n",
"\n",
"plt.hist(returns['INDEX'], label='INDEX', bins=100)\n",
"plt.hist(returns['Your_Stock'], label='Stock', bins=100)\n",
"\n",
"plt.legend(loc='upper right')\n",
"plt.title('Overlapping')\n",
"plt.show()"
],
"execution_count": 17,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
""
],
"image/png": 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rZLf/eFB71Kj79Nlnm/Tii89p0qQ0yx/XKTbXqbNMq2HevHl66SXP8wo6dOig999/X5J04sQJzZo1S+np6SopKVHfvn2Vlpam5s2b+1RUdjaH0nzldNoVHd1EeXlFXGBhEXpqrar66XTaNXXpVu359pg6tWmmJ2/vQb+rieeo9eiptein9YKpp3Fx1fuk1+dPNjt16qQlS34cQupwONz/P2PGDG3cuFFz5sxRRESEpk6dqnHjxmnlypW+7gYAAAB1gM9h0+FwKC4urtLygoICrV27VrNnz1afPn0knQyfgwYN0rZt29StW7daFwsAAIDQ4nPY3L9/v/r27avw8HB169ZNDz30kBISErRjxw6VlpYqNTXVvW7Hjh2VkJDgc9i0222y221nXxFuDofd40/UHj21VlX9PNvPqBrPUevRU2vRT+uFYk99Cptdu3bVzJkz1aFDB2VnZ2v+/Pm67bbb9M477+jo0aMKCwur9IXysbGxys7O9qmomJgmHoNKUX2RkY0CXUKdQ0+tdbZ+0m/f0TPr0VNr0U/rhVJPfQqb/fv3d///eeedp4suukiXX365NmzYoIYNG1pWVG5uEZ9s+sjhsCsyspHy84tVXs5J2Fagp9aqqp+n/3ZOv6uP56j16Km16Kf1gqmn0dGVv6HIm1qNPoqMjFT79u114MABpaamqrS0VPn5+R6fbubk5Hg9x/NMKipcqqio9kXy+Iny8oqAX51W19BTa52tn/Tbd/TMevTUWvTTeqHU01od8C8qKtK3336ruLg4de7cWWFhYcrIyHDfvm/fPn3//fdcHAQAAFBP+fTJ5jPPPKPLL79cCQkJysrK0rx582S323XttdcqIiJCQ4YM0axZsxQVFaWmTZtq2rRpSklJIWwCAADUUz6FzcOHD+vBBx/UsWPHFBMTo4svvlirV69WTMzJL3qfNGmS7Ha7JkyY4DHUHQAAAPWTT2HzhRdeOOPt4eHhSktLI2ACAAC/cTr9NwYoVM6TTE9/Ry+++Jzef//TQJfCd6MDAIDQ5XTatXz3Gh3MP2R8X4mR8RqeNNTnwJmXl6dFi36nzz77q/LychUREalzz+2kO+64W127dlPfvj00Y8Zs9ev3MzOFBxhhEwAAhLSD+Ye0N3d/oMuo0hNPPKLS0lI98cQUJSS0Vm5ujv7+9y+Un/9DoEvzC8ImAACAIQUFBfrqqy81b94CpaRcLElq1SpeF1zQWZI0dOh1kqRJkx5237ZmzTuSpHXr1mjFimXKyjqi+PgE3X77KF177XUe237llRe1adNGFRUVqnXrRI0ePV6XXnpZpTry8vL08MMT1KJFS02ZMkMNGjQw+rh/irAJAABgSKNGjdSoUWNt2vSpLrywS6WQ9+qrr+u6667UpElp6t27j+x2hyRp48ZPNHfubE2Y8JB69Oilzz7bpJkzn1Z8fCtdccXPVFFRoYcfnqDjx4v01FNPKyEhUd9887Xs9srnrx45clgPPDBWF17YRY899qQcDocfHvmPCJsAAACGOJ1OPf54mp55ZrrWr/+DkpOT1a3bxfr5z/9P557bSdHR0ZKkpk0jFBvb3H2/lSuXaeDA6zR48E2SpLZt22nnzh16881luuKKn+mLLzYrM3On3njjLbVt206S1Lp1YqX9HzjwjX71q7Hq1+9yTZz4UEC+Djx0vsUdAAAgBP3sZz/X+vUb9Mwzz6l371R9+eXfNWrUL5We/k6V9/nmm2/UtetFHsu6dLlI33zztSRp9+5diotr4Q6a3pw4cUL333+P+vcfoF/96uGABE2JsAkAAGBceHi4eva8RHfccbd+97vFGjjwWi1atKAW22t41nXCwhq4D8FnZ2fVeF+1RdgEAADws/btO+i//y2WdPJQe0VF+Wm3t9f27V95LPvnP79Shw4dJEnnnttJ2dlZOnCg6qvw7XabnnzyaSUnn6/x40fr6NFsix9F9XDOJgAACGmJkfFBu58ffjimJ598TNdcc706duykxo0b69//ztTy5cvUt29/SVKrVgnauvULdelykcLCGigyMlK33jpSTz31mJKSktWjRy/97W9/0V/+8olefPEVSVL37hfrootS9MQTj2j8+AfUunUb7d//jWw2my65JNW9f4fDoaeemqrJkx/XhAmjNW/eAo9zQ/2BsAkAAEJWWVmFhicN9ev+fNGoUWNdcEFnrVq1XN9/f1BlZWVq0aKlrrvuRo0ceackady4X+mll17QO++sU1xcC61Z84769fuZJk58WCtWLNPcubMVH5+g3/zmKV18cQ/3tqdPf1YvvTRHkyc/ruLi/yox8eToo9M5nU5NnjxdaWm/0cSJYzRv3gJFR8fUrhE+sLlcLpff9lZN2dkFgS4h5DiddkVHN1FeXlHIfJVWsKOn1qqqn06nXVOXbtWeb4+pU5tmevL2HvS7mniOWo+eWot+Wi+YehoXF1Gt9ThnEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AfiFw2H3+BMAUD8wZxOAcU6nXYvTM3XgcIHatorQ7VclB3xkBwDAPwibAPziwOEC7fn2WKDLAAD4GcezAAAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AfiVw26Tw2GX08nbDwDUB85AFwCgfkmIa6rF6ZmSpNuvSg5wNQAA0wibAPzuwOGCQJcAAPATjmMBAADAGMImAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIypVdhcuHChkpOTNX36dPeyEydOaMqUKerdu7dSUlI0fvx4HT16tNaFAgAAIPTUOGxu375dK1euVHJyssfyGTNm6JNPPtGcOXO0bNkyZWVlady4cbUuFAAAAKGnRmGzqKhIv/71rzVt2jRFRUW5lxcUFGjt2rV67LHH1KdPH3Xu3FkzZszQl19+qW3btllVMwAAAEKEsyZ3evrpp9W/f3+lpqbqlVdecS/fsWOHSktLlZqa6l7WsWNHJSQkaNu2berWrVu1tm+322S322pSWr3lcNg9/kTt0VPrVNVDb8vpd/XxHLUePbUW/bReKPbU57D53nvv6V//+pfWrFlT6bajR48qLCxMkZGRHstjY2OVnZ1d7X3ExDSRzUbYrInIyEaBLqHOoafmeOst/fYdPbMePbUW/bReKPXUp7B56NAhTZ8+XYsXL1Z4eLipmpSbW8Qnmz5yOOyKjGyk/PxilZdXBLqcOoGeWqeq38Dz84u9LqPf1cNz1Hr01Fr003rB1NPo6CbVWs+nsLlz507l5ORo8ODB7mXl5eX64osv9Oabb2rRokUqLS1Vfn6+x6ebOTk5iouLq/Z+Kipcqqhw+VIa/qe8vEJlZbygrURPzfH2Rkm/fUfPrEdPrUU/rRdKPfUpbF5yySV65513PJb95je/0TnnnKN77rlH8fHxCgsLU0ZGhq666ipJ0r59+/T9999X+3xNAAAA1B0+hc2mTZsqKSnJY1njxo3VrFkz9/IhQ4Zo1qxZioqKUtOmTTVt2jSlpKQQNgEAAOqhGl2NfiaTJk2S3W7XhAkTVFJSor59+yotLc3q3QAAACAE1DpsLlu2zOPn8PBwpaWlETABAADAd6MDAADAHMImAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIxxBroAAPWTw26Tw8HvuwBQ1xE2AQREQlxTLU7PVMuYxoEuBQBgEGETQMAcOFwglyvQVQAATOIYFgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAjDK6bQzTxMA6jFGHwEwxum0a+kHu5ilCQD1GGETgFHM0gSA+o1jWwAAADCGsAkAAABjCJsAAAAwhrAJAAAAY7hACEBQczp//J24rKwigJUAAGqCsAkgaJ0anXTgcIHatorQ7VclEzgBIMQQNgEEtQOHC7Tn22OBLgMAUEOcswkAAABjCJsAAAAwhrAJAAAAYwibAAAAMIawCQAAAGMImwAAADCGsAkAAABjCJsAAAAwhrAJAAAAYwibAAAAMIawCQAAAGMImwAAADCGsAkAAABjnIEuAED94XTY1DKmsSRV+vPr738IWF0AAHMImwD8pkNClPKabVaW/ZCyJKm5lCUp8Zx4dTjSPrDFAQCMIGwC8KuD+Ye0N3e/l1va+7sUAIAfcM4mAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAggaDrtNDoddTidvTQBQVzgDXQAAnJIQ11SL0zMlSbdflRzgagAAViBsAggqBw4XBLoEAICFOFYFAAAAYwibAAAAMMansLl8+XJdd9116t69u7p3765hw4Zp48aN7ttPnDihKVOmqHfv3kpJSdH48eN19OhRy4sGAABAaPApbLZq1UoPP/yw/vCHP2jt2rW65JJLNHbsWO3Zs0eSNGPGDH3yySeaM2eOli1bpqysLI0bN85I4QAAAAh+Pl0gNGDAAI+fH3jgAa1YsULbtm1Tq1attHbtWs2ePVt9+vSRdDJ8Dho0SNu2bVO3bt0sKxoAAAChocZXo5eXl+v999/X8ePHlZKSoh07dqi0tFSpqanudTp27KiEhASfw6bdbpPdbqtpafWSw2H3+BO1R09rrza983Zf/i488Ry1Hj21Fv20Xij21OewuWvXLt1yyy06ceKEGjdurPnz5+vcc89VZmamwsLCFBkZ6bF+bGyssrOzfdpHTEwT2WyEzZqIjGwU6BLqHHoaGN76zt+Fd/TFevTUWvTTeqHUU5/DZocOHbR+/XoVFBTogw8+0KOPPqo33njD0qJyc4v4ZNNHDoddkZGNlJ9frPLyikCXUyfQ09qrzW/e+fnFXpfxd/EjnqPWo6fWop/WC6aeRkc3qdZ6PofNBg0aqF27dpKkzp0765///Kdef/11DRw4UKWlpcrPz/f4dDMnJ0dxcXE+7aOiwqWKCpevpUFSeXmFysp4QVuJngaGtzdR/i68oy/Wo6fWop/WC6We1vqAf0VFhUpKStS5c2eFhYUpIyPDfdu+ffv0/fffc3EQAABAPeXTJ5vPPfec+vXrp/j4eBUVFendd9/Vli1btGjRIkVERGjIkCGaNWuWoqKi1LRpU02bNk0pKSmETQAAgHrKp7CZk5OjRx99VFlZWYqIiFBycrIWLVqkSy+9VJI0adIk2e12TZgwQSUlJerbt6/S0tKMFA4AAIDg51PYnDFjxhlvDw8PV1paGgETAAAAkvhudAAAABhE2AQAAIAxhE0AAAAYQ9gEAACAMYRNAAAAGEPYBAAAgDGETQAAABhD2AQAAIAxPg11BwB/cNhtcjj4XRgA6gLCJoCgkxDXVIvTM9UypnGgSwEA1BJhE0BQOnC4QC5XoKsAANQWx6kAAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYROAEU6nnVmZAABGHwGwntNp19IPdjEnEwBA2ARgBnMyAQASh9EBAABgEGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMV6MDqLXw8B/fSsrLK+Rw2NWmZYTsdlsAqwIABAPCJoBaCQ93alnmah3MP+SxPPGceEUf6639h/IDVBkAIBgQNgHU2sH8Q9qbu7/S8ugA1AIACC6cswkAAABjCJsAAAAwhrAJAAAAYwibAAAAMIawCQAAAGMImwAAADCGsAkAAABjCJsAAAAwhrAJAAAAYwibAAAAMIawCQAAAGMImwAAADDGGegCACAQnM7q/65dVlZhsBIAqNsImwDqHafTruW71+hg/iGP5d3jOyurKMdjeWJkvIYnDSVwAkANETYB1EsH8w9pb+5+j2WJka10MP9wpeUAgJrjnE0AAAAYQ9gEAACAMYRNAAAAGEPYBAAAgDGETQAAABhD2AQAAIAxhE0AAAAYQ9gEAACAMYRNAAAAGEPYBAAAgDGETQAAABhD2AQAAIAxhE0AAAAY4wx0AQBCh9NZ+fdTu91mbH92u01tWkZIktq0jJDDcXL/ZWUVxvYJALAWYRNAtTiddi3fvUYH8w95LO8e39nYPuOaNVJes80Kb35IWZJmbv5QiZHxGp40lMAJACGCsAmg2g7mH9Le3P0eyxIjW/l9nwCA0ME5mwAAADCGsAkAAABjCJsAAAAwhrAJAAAAYwibAAAAMIar0YE6yNs8TMn7fEpf1jXFYbOrTcsItYxpLEnuP2MiG0qFfivDZ8HQOwAIdoRNoI6pah6mt/mUvqxrUnxECynin/pn/iGpuZQlSc2lxIjOXsOmw2EPeKALlt4BQLAjbAJ1kC+zKYNljmUgZnjWVrD0DgCCGedsAgAAwBjCJgAAAIzxKWwuWLBAQ4YMUUpKivr06aP7779f+/bt81jnxIkTmjJlinr37q2UlBSNHz9eR48etbRoAAAAhAafwuaWLVt02223afXq1VqyZInKyso0atQoHT9+3L3OjBkz9Mknn2jOnDlatmyZsrKyNG7cOMsLBwAAQPDz6QKhRYsWefw8a9Ys9enTRzt37lTPnj1VUFCgtWvXavbs2erTp4+kk+Fz0KBB2rZtm7p162ZZ4QAAAAh+tboavaCgQJIUFRUlSdqxY4dKS0uVmprqXqdjx45KSEjwKWza7TbZ7bbalFbvOBx2jz9Re6Ha0zPVe/ptVq3r9f42u2IiG3rMz5T+N9aoFhw2+//mW1Z++yovr964IV8ei8NmV1iYo9J9zvQe5a/nTKg+R4MZPbUW/bReKPa0xmGzoqJCM2bMUPfu3ZWUlCRJOnr0qMLCwhQZGemxbmxsrLKzs6u97ZiYJrLZCJs1ERnZKNAl1Dl1qae+PJbaPu74iBbaq43Kan7IPTeze3xnZR062z3Pvt0l/1zpdb7l2N63127jVexv6c5VlfbXPb5zlffx93OmLj1HgwU9tRb9tF4o9bTGYXPKlCnas2ePli9fbmU9kqTc3CI+2fSRw2FXZGQj5ecXV/vTHZxZqPb0TL/tnv5YrFq3KqfPobRqbmZV8y2r+3fl62PxdQaov54zofocDWb01Fr003rB1NPo6CbVWq9GYfPpp5/Wp59+qjfeeEOtWv34htu8eXOVlpYqPz/f49PNnJwcxcXFVXv7FRUuVVS4alJavVdeXsE3l1isLvXUl8cSio87WGr2dx3B8rjrEnpqLfppvVDqqU+/3rtcLj399NP66KOPtHTpUrVp08bj9s6dOyssLEwZGRnuZfv27dP333/PxUEAAAD1kE+fbE6ZMkXvvvuuXn75ZTVp0sR9HmZERIQaNmyoiIgIDRkyRLNmzVJUVJSaNm2qadOmKSUlhbAJAABQD/kUNlesWCFJGjFihMfymTNnavDgwZKkSZMmyW63a8KECSopKVHfvn2VlpZmUbkAAAAIJT6FzV27dp11nfDwcKWlpREwAQAAULs5mwAQLBw2e7WvMg+l+XQAEOoImwDqhPiIFlqWudrrPMysohyP5WeakQkAsBZhE0CdUdU8zIP5h43M+wQAnB3HkgAAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxXowMhwums/LthWVlFte/vbQ4l8yYBAKYRNoEQ4HTatXz3Go9ZkYmR8RqeNLTagdPbHErmTQIATCNsAiHC2wzJ2m6DeZMAANM4hgYAAABjCJsAAAAwhrAJAAAAYwibAAAAMIawCQAAAGO4Gh0IUd7mZkrMzgQABBfCJhCivM3NlJidCQAILoRNIIR5m73J7EwAQDDheBsAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIzhanQAlfx0hidzOwEAtUHYBFCJtxmezO8EANQEYROAV6fP8GR+JwCgJjg+BgAAAGMImwAAADCGsAkAAABjCJsAAAAwhrAJAAAAY7gaHQgQp9P773plZRV+rgRW+umM0p/i7xVAfUXYBALA6bRr+e41HnMsJSkxMl7Dk4YSTEKYtxml/L0CqM8Im0CAnD7HEnUHf7cA8CPO2QQAAIAxhE0AAAAYQ9gEAACAMYRNAAAAGEPYBAAAgDFcjQ4AhlU1e1Ni/iaAuo+wCQCGeZu9KTF/E0D9QNgEAD9g9iaA+opzNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxnCBEOAHTqfn73VVjcEBAKCuIWwChjmddi3fvcZj7E33+M4BrAgAAP8hbAJ+cPrYm8TIVgGsBgAA/+FYHgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjCFsAgAAwBifw+YXX3yh0aNHq2/fvkpOTtbHH3/scbvL5dLcuXPVt29fde3aVXfccYe++eYbq+oFAABACPE5bB4/flzJyclKS0vzevurr76qZcuWafLkyVq9erUaNWqkUaNG6cSJE7UuFgAAAKHF6esd+vfvr/79+3u9zeVy6fXXX9eYMWN0xRVXSJKeffZZpaam6uOPP9Y111xTu2oBAAAQUnwOm2dy8OBBZWdnKzU11b0sIiJCF110kb788stqh0273Sa73WZlaXWew2H3+BO1Z1VPfbm/w2ZXWJij0n14PdRdtXl+8bq3Hj21Fv20Xij21NKwmZ2dLUmKjY31WB4bG6ujR49WezsxMU1ks/GPa01ERjYKdAl1jj97Gh/RQkt3rtLB/EMey7vHd/ZbDfAvK55fvO6tR0+tRT+tF0o9tTRsWiU3t4hPcnzkcNgVGdlI+fnFKi+vCHQ5dYJVPfX1t8+D+Ye0N3e/x7LEyFY13j+CW22eX7zurUdPrUU/rRdMPY2OblKt9SwNm3FxcZKknJwctWjRwr08JydH5513XrW3U1HhUkWFy8rS6o3y8gqVlfGCthI9hUlWPL94jlqPnlqLflovlHpq6QH/xMRExcXFKSMjw72ssLBQX331lVJSUqzcFQAAAEKAz59sFhUV6cCBA+6fDx48qMzMTEVFRSkhIUEjR47UK6+8onbt2ikxMVFz585VixYt3FenAwAAoP7wOWzu2LFDI0eOdP88c+ZMSdIvfvELzZo1S/fcc4+Ki4v11FNPKT8/XxdffLFee+01hYeHW1c1AAAAQoLPYbN3797atWtXlbfbbDZNnDhREydOrFVhAAAACH1BeTU6AMC/nM7Kp/CHysUHAIIbYRMA6jmn067lu9d4zHdNjIzX8KShBE4AtUbYBAB4ne8KAFYIne86AgAAQMghbAIAAMAYwiYAAACMIWwCAADAGMImAAAAjOFqdAAIEIfNLoej+r/zVzWGqKptMLYIQDAgbAJAgMRHtNCyzNUe8y0lqXt8Z2UV5VR77qW3bTAnE0CwIGwCQAB5m2+ZGNlKB/MPV3vuJTMyAQQzztkEAACAMYRNAAAAGEPYBAAAgDGETQAAABhD2AQAAIAxXI0O/I/T6fm7ly/zDwEAgHeETUAng+by3Wu8zioccf7NzCoEAKCGCJvA/zCrEAAA63GcEAAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxnA1OmCh02d1SszrBADUb4RNwCJVzersHt85QBUBABB4hE3AQt5mdSZGtgpQNQAABB7H9wAAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxXoyNoeZtZKUllZRWWb5tZmKhrHDa71+e1Fa8fAPAFYRNBqaqZlYmR8RqeNLRW/2B62zazMFHXxEe00LLM1R7PcytePwDgK8Imgpa3mZWmts0sTNRFJl9DAFBdHDsEAACAMYRNAAAAGEPYBAAAgDGETQAAABhD2AQAAIAxXI2OgPM2T9OquZcmtw3UVyZn4AbD/gBYi7CJgKpqnqYVcy9Nbhuor0zOwA2G/QGwHmETAedtFqBVcy9Nbhuor/w9v5N5oUBo43giAAAAjCFsAgAAwBjCJgAAAIwhbAIAAMAYwiYAAACM4Wp0GGFqLp7DZq/2nEwr5mk6bHbZ7bZKj4dxK/A3b8/9YJoZW9Vrk9cKAMImLGdyLl58RAsty1ztse3u8Z2VVZRjZJ5mfEQLLd25ymPbzPdDIHh77kvBMzfWW328VgBIhE0YYnIu3unbToxspYP5h/06qxMIhGCfG8trBYA3wXMMBgAAAHUOYRMAAADGEDYBAABgDGETAAAAxnCBEPwm2Ee3VFdVI15C8bGgfvHluWvF8/xMo8qqukL99DFjVr2uqhrHdrpgeh2bGiEXLPtD/UHYhN9UNbYo1AT7CBqgKr48d614nle1japGInkbm2bF66qqcWzexqYlRsZrbO/ba73P2jI5Qi4Y9of6hbAJv/I2tigUBfsIGqAqvjx3rXie+zoOydR7RFWPxdvYtGDh71FSjK6CKcFzvAAAAAB1DmETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMV6P/j7f5YiZHPVR35pvpOgDA30zPqq3NrE6HzV7lfXx5Lw7EzEpf/h0zNc/UCsz7rJ7aPkf9ibAp7/PFTM4Wq2qW3Onz3kzXAQCBYHJWbW1ndcZHtND8zUtr9V4ciJmVvvw7ZmqeqRWY91l9p7+GgrlHhM3/CfQ8s2Cf9wYAVjI5q7a2szqt+PcgEDMrfdlnMM88Zt5n9YRSn4Lnc3MAAADUOYRNAAAAGGMsbL755psaMGCAunTpoptuuknbt283tSsAAAAEKSNhMz09XTNnztTYsWO1bt06nXfeeRo1apRycnJM7A4AAABBykjYXLJkiW6++WYNGTJE5557rqZMmaKGDRtq7dq1JnYHAACAIGX51eglJSXauXOn7rvvPvcyu92u1NRUffnll9Xaht1uk91us7q0KjkcdiVGxnssS4yMV1iYw8jsMbvdVml/LZo0l1T5MVe3jlP9MlWzL7w9Psn7Y6zqcfuy3N/bCMWardhGKNZsxTZCsWYrthHsNVf13ujL+6sV+/OmqvdAk9vwtr4VPartv4W+/ttkRe/qulM99fb3Haz9sblcLpeVGzxy5Ij69eunlStXKiUlxb382Wef1RdffKG33nrLyt0BAAAgiAVnBAYAAECdYHnYjI6OlsPhqHQxUE5Ojpo3b2717gAAABDELA+bDRo00IUXXqiMjAz3soqKCmVkZHgcVgcAAEDdZ+TrKu+88049+uij6ty5s7p27aqlS5equLhYgwcPNrE7AAAABCkjYXPQoEHKzc3Viy++qOzsbJ1//vl67bXXOIwOAABQz1h+NToAAABwClejAwAAwBjCJgAAAIwhbAIAAMAYwiYAAACMIWwCAADAGMJmCDt27Jgeeughde/eXT169NCkSZNUVFR0xvWnTp2qq666Sl27dtXPfvYzTZs2TQUFBX6sOnj52k9JWrVqlUaMGKHu3bsrOTlZ+fn5fqo2OL355psaMGCAunTpoptuuknbt28/4/obNmzQ1VdfrS5duui6667Txo0b/VRp6PClp3v27NH48eM1YMAAJScn6/e//73/Cg0hvvR09erVGj58uHr27KmePXvqjjvuOOvzur7xpZ8ffvihBg8erB49eqhbt2664YYbtH79ev8VGyJ8fS895b333lNycrLuv/9+wxX6hrAZwh5++GH95z//0ZIlS/S73/1OW7du1VNPPVXl+llZWcrKytKjjz6qd999VzNnztSmTZv0+OOP+7Hq4OVrPyWpuLhYl112mUaPHu2nKoNXenq6Zs6cqbFjx2rdunU677zzNGrUqEpfXXvKP/7xDz300EMaOnSo1q9fr5///OcaO3asdu/e7efKg5evPS0uLlZiYqIeeughxcXF+bna0OBrTzdv3qxrrrlGr7/+ulauXKn4+HjdddddOnLkiJ8rD06+9jMqKkpjxozRqlWr9Pbbb2vw4MGaNGmSNm3a5OfKg5evPT3l4MGDeuaZZ9SjRw8/VeoDF0LSf/7zH1dSUpJr+/bt7mUbN250JScnuw4fPlzt7aSnp7suvPBCV2lpqYkyQ0Zt+/n555+7kpKSXD/88IPJMoPa0KFDXVOmTHH/XF5e7urbt69rwYIFXtefOHGi69577/VYdtNNN7mefPJJo3WGEl97+lOXX365a8mSJQarC0216anL5XKVlZW5UlJSXOvWrTNUYWipbT9dLpfrxhtvdL3wwgsGqgtNNelpWVmZa9iwYa7Vq1e7Hn30UdeYMWP8UWq18clmiPryyy8VGRmpLl26uJelpqbKbrf7dIinsLBQTZs2ldNp5MukQoZV/ayvSkpKtHPnTqWmprqX2e12paam6ssvv/R6n23btqlPnz4ey/r27att27aZLDVk1KSnODMrelpcXKyysjJFRUWZKjNk1LafLpdLGRkZ+vrrr9WzZ0+TpYaMmvZ0/vz5io2N1U033eSPMn1WvxNGCDt69KhiYmI8ljmdTkVFRSk7O7ta28jNzdXLL7+sYcOGmSgxpFjRz/osLy9P5eXlio2N9VgeGxurffv2eb3P0aNHK32FbWxsrI4ePWqszlBSk57izKzo6ezZs9WiRQuPMFBf1bSfBQUF6tevn0pKSmS325WWlqZLL73UdLkhoSY93bp1q9asWRPU574SNoPM7Nmz9eqrr55xnfT09Frvp7CwUPfdd586duyocePG1Xp7wcpf/QRQ9y1cuFDp6el6/fXXFR4eHuhyQlaTJk20fv16HT9+XBkZGZo1a5batGmj3r17B7q0kFNYWKhHHnlEU6dOrfSBSTAhbAaZu+66S7/4xS/OuE6bNm3UvHlz5ebmeiwvKyvTDz/8cNYLAwoLC3X33XerSZMmmj9/vsLCwmpdd7DyRz8hRUdHy+FwVDqBPScnp9Knl6c0b9680qeYZ1q/vqlJT3FmtenpokWLtHDhQi1ZskTnnXeeyTJDRk37abfb1a5dO0nS+eefr71792rhwoWETfne02+//VbfffedxowZ415WUVEhSbrgggv0/vvvq23btmaLrgbO2QwyMTEx6tix4xn/a9CggVJSUpSfn68dO3a47/v555+roqJCXbt2rXL7hYWFGjVqlMLCwvTKK6/U+d/OTfcTJzVo0EAXXnihMjIy3MsqKiqUkZGhlJQUr/fp1q2bPv/8c49ln332mbp162ay1JBRk57izGra01dffVUvv/yyXnvtNY/zuus7q56jFRUVKikpMVFiyPG1p+ecc47eeecdrV+/3v3fgAED1Lt3b61fv16tWrXyZ/lVImyGqI4dO+qyyy7Tk08+qe3bt+vvf/+7pk6dqmuuuUYtW7aUJB05ckRXX321+wKXwsJC3XXXXTp+/LimT5+uwsJCZWdnKzs7W+Xl5YF8OAFXk35KUnZ2tjIzM3XgwAFJ0u7du5WZmaljx44F4mEE1J133qnVq1dr3bp12rt3ryZPnqzi4mINHjxYkvTII4/oueeec68/cuRIbdq0SYsXL9bevXs1b9487dixQ7/85S8D9RCCjq89LSkpUWZmpjIzM1VSUqIjR44oMzNT+/fvD9RDCDq+9nThwoWaO3euZsyYodatW7vfM882g7e+8LWfCxYs0N/+9jd9++232rt3rxYvXqy3335b119/faAeQtDxpafh4eFKSkry+C8yMlJNmjRRUlKSGjRoEMiH4sZh9BA2e/ZsTZ06Vbfffrvsdrv+7//+T0888YT79tLSUn399dcqLi6WJO3cuVNfffWVJOnKK6/02Naf/vQnJSYm+q/4IORrPyVp5cqVeumll9w/33bbbZKkmTNnut8Y6otBgwYpNzdXL774orKzs3X++efrtddecx/6OXTokOz2H3+/7d69u2bPnq05c+bo+eefV/v27TV//nwlJSUF6iEEHV97mpWVpRtvvNH98+LFi7V48WL16tVLy5Yt83f5QcnXnq5cuVKlpaWaMGGCx3bGjRun8ePH+7X2YORrP48fP64pU6bo8OHDatiwoc455xz99re/1aBBgwL1EIKOrz0NBTaXy+UKdBEAAACom0IrGgMAACCkEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMYQNgEAAGAMYRMAAADGEDYBAABgDGETAAAAxhA2AQAAYAxhEwAAAMb8Px0FdqvWYnViAAAAAElFTkSuQmCC\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [
"returns"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 455
},
"id": "GH9qh0h59udQ",
"outputId": "d1b5f605-a0cb-4154-d604-940d5e3a86fd"
},
"execution_count": 18,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" Your_Stock INDEX\n",
"Date \n",
"2011-01-08 -0.088173 0.016989\n",
"2011-01-15 -0.105243 -0.007193\n",
"2011-01-22 0.042101 -0.005063\n",
"2011-01-29 -0.022907 0.026855\n",
"2011-02-05 -0.008951 0.014945\n",
"... ... ...\n",
"2022-04-30 -0.005868 -0.001602\n",
"2022-05-07 -0.110969 -0.023387\n",
"2022-05-14 -0.137333 -0.030096\n",
"2022-05-21 0.144193 0.065780\n",
"2022-05-28 -0.001804 -0.005611\n",
"\n",
"[595 rows x 2 columns]"
],
"text/html": [
"\n",
" \n",
"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Your_Stock | \n",
" INDEX | \n",
"
\n",
" \n",
" | Date | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2011-01-08 | \n",
" -0.088173 | \n",
" 0.016989 | \n",
"
\n",
" \n",
" | 2011-01-15 | \n",
" -0.105243 | \n",
" -0.007193 | \n",
"
\n",
" \n",
" | 2011-01-22 | \n",
" 0.042101 | \n",
" -0.005063 | \n",
"
\n",
" \n",
" | 2011-01-29 | \n",
" -0.022907 | \n",
" 0.026855 | \n",
"
\n",
" \n",
" | 2011-02-05 | \n",
" -0.008951 | \n",
" 0.014945 | \n",
"
\n",
" \n",
" | ... | \n",
" ... | \n",
" ... | \n",
"
\n",
" \n",
" | 2022-04-30 | \n",
" -0.005868 | \n",
" -0.001602 | \n",
"
\n",
" \n",
" | 2022-05-07 | \n",
" -0.110969 | \n",
" -0.023387 | \n",
"
\n",
" \n",
" | 2022-05-14 | \n",
" -0.137333 | \n",
" -0.030096 | \n",
"
\n",
" \n",
" | 2022-05-21 | \n",
" 0.144193 | \n",
" 0.065780 | \n",
"
\n",
" \n",
" | 2022-05-28 | \n",
" -0.001804 | \n",
" -0.005611 | \n",
"
\n",
" \n",
"
\n",
"
595 rows × 2 columns
\n",
"
\n",
"
\n",
"
\n"
],
"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"variable_name": "returns",
"summary": "{\n \"name\": \"returns\",\n \"rows\": 595,\n \"fields\": [\n {\n \"column\": \"Date\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2011-01-08 00:00:00\",\n \"max\": \"2022-05-28 00:00:00\",\n \"num_unique_values\": 595,\n \"samples\": [\n \"2014-08-16 00:00:00\",\n \"2015-08-01 00:00:00\",\n \"2019-11-16 00:00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Your_Stock\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.07613243234513369,\n \"min\": -0.2586126635927234,\n \"max\": 0.40714916070221463,\n \"num_unique_values\": 595,\n \"samples\": [\n -0.019960988928372614,\n -0.0888221024255863,\n -0.05432035819613146\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INDEX\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.02237973133947505,\n \"min\": -0.1504528568696074,\n \"max\": 0.12091557968652178,\n \"num_unique_values\": 595,\n \"samples\": [\n 0.01772972855413424,\n -0.012114132259606447,\n -0.0026623613399883173\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 18
}
]
},
{
"cell_type": "markdown",
"source": [
"#using scipy"
],
"metadata": {
"id": "fglKONGneVBW"
}
},
{
"cell_type": "code",
"metadata": {
"id": "srnu6WvomwU0"
},
"source": [
"beta,alpha,r_value,p_value,std_err = stats.linregress(returns['INDEX'],returns[\"Your_Stock\"])"
],
"execution_count": 19,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "N1Lzl9kQmwU1",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "3ecaa590-01f5-4dc0-8a1d-9840ee021def"
},
"source": [
"print(beta.round(4))\n",
"print(alpha.round(4))\n",
"print(r_value.round(2))\n",
"print(p_value.round(4))"
],
"execution_count": 20,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"1.5397\n",
"0.0071\n",
"0.45\n",
"0.0\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"#using statsmodels"
],
"metadata": {
"id": "TgesteAwedyG"
}
},
{
"cell_type": "code",
"metadata": {
"id": "hcLnmw7JmwU2",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "485475de-d765-4a90-deb6-734c68dd525f"
},
"source": [
"formula = 'Your_Stock ~ INDEX'\n",
"results = smf.ols(formula, returns).fit()\n",
"print(results.summary())"
],
"execution_count": 21,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
" OLS Regression Results \n",
"==============================================================================\n",
"Dep. Variable: Your_Stock R-squared: 0.205\n",
"Model: OLS Adj. R-squared: 0.204\n",
"Method: Least Squares F-statistic: 152.8\n",
"Date: Mon, 10 Mar 2025 Prob (F-statistic): 2.18e-31\n",
"Time: 01:54:15 Log-Likelihood: 756.72\n",
"No. Observations: 595 AIC: -1509.\n",
"Df Residuals: 593 BIC: -1501.\n",
"Df Model: 1 \n",
"Covariance Type: nonrobust \n",
"==============================================================================\n",
" coef std err t P>|t| [0.025 0.975]\n",
"------------------------------------------------------------------------------\n",
"Intercept 0.0071 0.003 2.527 0.012 0.002 0.013\n",
"INDEX 1.5397 0.125 12.360 0.000 1.295 1.784\n",
"==============================================================================\n",
"Omnibus: 110.210 Durbin-Watson: 1.918\n",
"Prob(Omnibus): 0.000 Jarque-Bera (JB): 341.676\n",
"Skew: 0.874 Prob(JB): 6.40e-75\n",
"Kurtosis: 6.275 Cond. No. 44.7\n",
"==============================================================================\n",
"\n",
"Notes:\n",
"[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"#using scikit-learn\n",
"You need to take a look at the shape of the data you are feeding into .fit().\n",
"\n",
"Here x.shape = (10,) but we need it to be (10, 1), see sklearn. Same goes for y. So we reshape:"
],
"metadata": {
"id": "8Smo3CZNCT-_"
}
},
{
"cell_type": "code",
"source": [
"\n",
"X = returns.loc[:, ['INDEX']].values"
],
"metadata": {
"id": "4JaPe7H7_o3j"
},
"execution_count": 22,
"outputs": []
},
{
"cell_type": "code",
"source": [
"y = returns.loc[:, ['Your_Stock']].values"
],
"metadata": {
"id": "w9V4AufwHUfD"
},
"execution_count": 23,
"outputs": []
},
{
"cell_type": "code",
"source": [
"X.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "lHAQJ9zqAhYc",
"outputId": "c920c350-e5be-4cf7-9814-a4f521f3c7d1"
},
"execution_count": 24,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(595, 1)"
]
},
"metadata": {},
"execution_count": 24
}
]
},
{
"cell_type": "code",
"source": [
"type(X)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "G9NriPRzAwAB",
"outputId": "c5c0b615-419e-4839-986e-af7cc8ed25b4"
},
"execution_count": 25,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"numpy.ndarray"
]
},
"metadata": {},
"execution_count": 25
}
]
},
{
"cell_type": "code",
"source": [
"X.dtype"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "FpXm-LKjAv9O",
"outputId": "cd5414aa-0163-45d2-886f-ab51524695cf"
},
"execution_count": 26,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"dtype('float64')"
]
},
"metadata": {},
"execution_count": 26
}
]
},
{
"cell_type": "code",
"source": [
"y.shape"
],
"metadata": {
"id": "D32vbocuAhTD",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "c99e6040-df5f-431b-9270-81832067335b"
},
"execution_count": 27,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(595, 1)"
]
},
"metadata": {},
"execution_count": 27
}
]
},
{
"cell_type": "code",
"source": [
"reg = LinearRegression(fit_intercept=True).fit(X,y)"
],
"metadata": {
"id": "LJm98NZjAhPD"
},
"execution_count": 28,
"outputs": []
},
{
"cell_type": "code",
"source": [
"reg.predict(X[0].reshape(-1,1))"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "PUcVMJ87GHah",
"outputId": "d52c7ad3-99a7-4886-c7aa-883a1b4ed8da"
},
"execution_count": 29,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"array([[ 0.033]])"
]
},
"metadata": {},
"execution_count": 29
}
]
},
{
"cell_type": "code",
"source": [
"reg.predict(X[0:10])"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "VzZ8c7OyGHXH",
"outputId": "7dae813f-2cb3-4b7e-877b-594f8564f827"
},
"execution_count": 30,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"array([[ 0.033],\n",
" [-0.004],\n",
" [-0.001],\n",
" [ 0.048],\n",
" [ 0.030],\n",
" [ 0.024],\n",
" [-0.018],\n",
" [ 0.009],\n",
" [-0.012],\n",
" [-0.029]])"
]
},
"metadata": {},
"execution_count": 30
}
]
},
{
"cell_type": "code",
"source": [
"score = reg.score(X, y)\n",
"print(score)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "LaI6NNfYGHUZ",
"outputId": "8a991217-fc2c-43c6-d7d2-ae9a0b4b948f"
},
"execution_count": 31,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"0.20485698671882224\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"reg.coef_"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "aqF2UwSl_Qsa",
"outputId": "db970d22-54b0-4fe6-8911-a730936cf141"
},
"execution_count": 32,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"array([[ 1.540]])"
]
},
"metadata": {},
"execution_count": 32
}
]
},
{
"cell_type": "code",
"source": [
"reg.intercept_"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "lksDjxVw_Qp_",
"outputId": "ceddc21c-6385-48dc-fe47-4657a0b4ada8"
},
"execution_count": 33,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"array([ 0.007])"
]
},
"metadata": {},
"execution_count": 33
}
]
},
{
"cell_type": "code",
"source": [
"m = reg.coef_[0,0]\n",
"b = reg.intercept_[0]"
],
"metadata": {
"id": "yz0iksty_Qno"
},
"execution_count": 34,
"outputs": []
},
{
"cell_type": "code",
"source": [
"m"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "Nofj5AJ9Eeir",
"outputId": "f381af15-0c87-4a81-ee46-2f19c9e6f12e"
},
"execution_count": 35,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"1.5397145958004974"
]
},
"metadata": {},
"execution_count": 35
}
]
},
{
"cell_type": "code",
"source": [
"b"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "cZ2BnuhXEefu",
"outputId": "731bb02d-3c2e-4ab0-9d62-16cafe95ae62"
},
"execution_count": 36,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"0.007084847753096178"
]
},
"metadata": {},
"execution_count": 36
}
]
},
{
"cell_type": "code",
"source": [
"# following slope intercept form\n",
"print(\"formula: y = {:.4f}X + {:.4f}\".format(m, b) )"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "lvDRXsafEecm",
"outputId": "50a8c462-fc5c-4d55-952f-1723135bfae2"
},
"execution_count": 37,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"formula: y = 1.5397X + 0.0071\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"from numpy.ma.core import flatten_structured_array\n",
"fig, ax = plt.subplots(nrows = 1, ncols = 1, figsize = (10,7));\n",
"\n",
"ax.scatter(X, y, color='blue', s=10);\n",
"ax.plot(X, reg.predict(X), color='red',linewidth=2);\n",
"ax.grid(True,\n",
" axis = 'both',\n",
" zorder = 0,\n",
" linestyle = ':',\n",
" color = 'y')\n",
"ax.tick_params(labelsize = 20)\n",
"ax.set_xlabel('INDEX', fontsize = 24)\n",
"ax.set_ylabel('Your_Stock', fontsize = 24)\n",
"ax.set_title(\"Linear Regression Line with Intercept y = {:.4f} + {:.4f}x (R2 = {:.2f})\".format(b, m, score), fontsize = 16 )\n",
"fig.tight_layout()\n",
"#fig.savefig('images/linearregression', dpi = 300)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 691
},
"id": "8VRzrUmd_Qim",
"outputId": "ca6d9d19-fd94-4e20-982d-390f0166f84b"
},
"execution_count": 38,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
""
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "rRHZwArVi8ni"
},
"execution_count": 38,
"outputs": []
}
]
}