{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "94399371",
   "metadata": {},
   "source": [
    "#### Пример использования библиотеки yfinance, для построения графиков последней цены опционов Put и Call по акциям Microsoft"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f9370ccf",
   "metadata": {},
   "source": [
    "Импортируем основную библиотеку yfinance, а для построения графиков импортируем matplotlib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "600d2507",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'3.4.3'"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Import yfinance package\n",
    "import yfinance as yf\n",
    "\n",
    "# Для построения графиков\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib\n",
    "%matplotlib inline\n",
    "matplotlib.__version__"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1cd2f819",
   "metadata": {},
   "source": [
    "Выбираем стиль для графиков"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "090072ac",
   "metadata": {},
   "outputs": [],
   "source": [
    "plt.style.use('seaborn-darkgrid')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a1aba60e",
   "metadata": {},
   "source": [
    "Создаем переменную для размера шрифта"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "1e9a9053",
   "metadata": {},
   "outputs": [],
   "source": [
    "FONT_SIZE = 16"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c83032c",
   "metadata": {},
   "source": [
    "Создаем переменную тикер для акций Microsoft"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "860086ee",
   "metadata": {},
   "outputs": [],
   "source": [
    "msft = yf.Ticker('MSFT')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "90a9a75e",
   "metadata": {},
   "source": [
    "Выводим все даты экспирации для опционов Microsoft"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "52c8a982",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "('2022-02-18',\n",
       " '2022-02-25',\n",
       " '2022-03-04',\n",
       " '2022-03-11',\n",
       " '2022-03-18',\n",
       " '2022-03-25',\n",
       " '2022-04-01',\n",
       " '2022-04-14',\n",
       " '2022-05-20',\n",
       " '2022-06-17',\n",
       " '2022-07-15',\n",
       " '2022-08-19',\n",
       " '2022-09-16',\n",
       " '2023-01-20',\n",
       " '2023-03-17',\n",
       " '2023-06-16',\n",
       " '2024-01-19')"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "msft.options"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93a0e83d",
   "metadata": {},
   "source": [
    "Будем работать с таблицей опционов с ближайщей датой экспирации"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "143d4999",
   "metadata": {},
   "outputs": [],
   "source": [
    "option_chain = msft.option_chain(date=msft.options[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8822ff6",
   "metadata": {},
   "source": [
    "Распечатаем начало таблицы с Колами"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "9484e8c1",
   "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>contractSymbol</th>\n",
       "      <th>lastTradeDate</th>\n",
       "      <th>strike</th>\n",
       "      <th>lastPrice</th>\n",
       "      <th>bid</th>\n",
       "      <th>ask</th>\n",
       "      <th>change</th>\n",
       "      <th>percentChange</th>\n",
       "      <th>volume</th>\n",
       "      <th>openInterest</th>\n",
       "      <th>impliedVolatility</th>\n",
       "      <th>inTheMoney</th>\n",
       "      <th>contractSize</th>\n",
       "      <th>currency</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>MSFT220218C00145000</td>\n",
       "      <td>2021-12-16 15:54:47+00:00</td>\n",
       "      <td>145.0</td>\n",
       "      <td>187.00</td>\n",
       "      <td>163.1</td>\n",
       "      <td>167.5</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>9</td>\n",
       "      <td>6.68091</td>\n",
       "      <td>True</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>MSFT220218C00150000</td>\n",
       "      <td>2022-01-31 15:23:10+00:00</td>\n",
       "      <td>150.0</td>\n",
       "      <td>161.95</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>3</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>True</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>MSFT220218C00155000</td>\n",
       "      <td>2022-01-25 20:34:53+00:00</td>\n",
       "      <td>155.0</td>\n",
       "      <td>136.60</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>7</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>True</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>MSFT220218C00160000</td>\n",
       "      <td>2022-02-07 19:45:12+00:00</td>\n",
       "      <td>160.0</td>\n",
       "      <td>143.94</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>28</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>True</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>MSFT220218C00165000</td>\n",
       "      <td>2022-01-28 19:55:09+00:00</td>\n",
       "      <td>165.0</td>\n",
       "      <td>136.88</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>10</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>True</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        contractSymbol             lastTradeDate  strike  lastPrice    bid  \\\n",
       "0  MSFT220218C00145000 2021-12-16 15:54:47+00:00   145.0     187.00  163.1   \n",
       "1  MSFT220218C00150000 2022-01-31 15:23:10+00:00   150.0     161.95    0.0   \n",
       "2  MSFT220218C00155000 2022-01-25 20:34:53+00:00   155.0     136.60    0.0   \n",
       "3  MSFT220218C00160000 2022-02-07 19:45:12+00:00   160.0     143.94    0.0   \n",
       "4  MSFT220218C00165000 2022-01-28 19:55:09+00:00   165.0     136.88    0.0   \n",
       "\n",
       "     ask  change  percentChange  volume  openInterest  impliedVolatility  \\\n",
       "0  167.5     0.0            0.0     4.0             9            6.68091   \n",
       "1    0.0     0.0            0.0     1.0             3            0.00001   \n",
       "2    0.0     0.0            0.0     2.0             7            0.00001   \n",
       "3    0.0     0.0            0.0     2.0            28            0.00001   \n",
       "4    0.0     0.0            0.0     8.0            10            0.00001   \n",
       "\n",
       "   inTheMoney contractSize currency  \n",
       "0        True      REGULAR      USD  \n",
       "1        True      REGULAR      USD  \n",
       "2        True      REGULAR      USD  \n",
       "3        True      REGULAR      USD  \n",
       "4        True      REGULAR      USD  "
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "option_chain.calls.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e1a825a9",
   "metadata": {},
   "source": [
    "Распечатаем начало таблицы с Путами"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "5a367669",
   "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>contractSymbol</th>\n",
       "      <th>lastTradeDate</th>\n",
       "      <th>strike</th>\n",
       "      <th>lastPrice</th>\n",
       "      <th>bid</th>\n",
       "      <th>ask</th>\n",
       "      <th>change</th>\n",
       "      <th>percentChange</th>\n",
       "      <th>volume</th>\n",
       "      <th>openInterest</th>\n",
       "      <th>impliedVolatility</th>\n",
       "      <th>inTheMoney</th>\n",
       "      <th>contractSize</th>\n",
       "      <th>currency</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>MSFT220218P00145000</td>\n",
       "      <td>2022-02-09 17:50:14+00:00</td>\n",
       "      <td>145.0</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>474</td>\n",
       "      <td>0.500005</td>\n",
       "      <td>False</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>MSFT220218P00150000</td>\n",
       "      <td>2022-01-31 15:53:47+00:00</td>\n",
       "      <td>150.0</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>100.0</td>\n",
       "      <td>860</td>\n",
       "      <td>0.500005</td>\n",
       "      <td>False</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>MSFT220218P00155000</td>\n",
       "      <td>2022-02-11 19:09:53+00:00</td>\n",
       "      <td>155.0</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>361</td>\n",
       "      <td>0.500005</td>\n",
       "      <td>False</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>MSFT220218P00160000</td>\n",
       "      <td>2022-01-31 19:31:58+00:00</td>\n",
       "      <td>160.0</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>465</td>\n",
       "      <td>0.500005</td>\n",
       "      <td>False</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>MSFT220218P00165000</td>\n",
       "      <td>2022-02-11 19:12:09+00:00</td>\n",
       "      <td>165.0</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>132.0</td>\n",
       "      <td>578</td>\n",
       "      <td>0.500005</td>\n",
       "      <td>False</td>\n",
       "      <td>REGULAR</td>\n",
       "      <td>USD</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        contractSymbol             lastTradeDate  strike  lastPrice  bid  ask  \\\n",
       "0  MSFT220218P00145000 2022-02-09 17:50:14+00:00   145.0       0.01  0.0  0.0   \n",
       "1  MSFT220218P00150000 2022-01-31 15:53:47+00:00   150.0       0.01  0.0  0.0   \n",
       "2  MSFT220218P00155000 2022-02-11 19:09:53+00:00   155.0       0.01  0.0  0.0   \n",
       "3  MSFT220218P00160000 2022-01-31 19:31:58+00:00   160.0       0.01  0.0  0.0   \n",
       "4  MSFT220218P00165000 2022-02-11 19:12:09+00:00   165.0       0.01  0.0  0.0   \n",
       "\n",
       "   change  percentChange  volume  openInterest  impliedVolatility  inTheMoney  \\\n",
       "0     0.0            0.0     1.0           474           0.500005       False   \n",
       "1     0.0            0.0   100.0           860           0.500005       False   \n",
       "2     0.0            0.0     8.0           361           0.500005       False   \n",
       "3     0.0            0.0     5.0           465           0.500005       False   \n",
       "4     0.0            0.0   132.0           578           0.500005       False   \n",
       "\n",
       "  contractSize currency  \n",
       "0      REGULAR      USD  \n",
       "1      REGULAR      USD  \n",
       "2      REGULAR      USD  \n",
       "3      REGULAR      USD  \n",
       "4      REGULAR      USD  "
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "option_chain.puts.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9a989245",
   "metadata": {},
   "source": [
    "Выбираем наименование шрифта"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "f839497a-75ea-4c3d-9380-fff085ffba14",
   "metadata": {},
   "outputs": [],
   "source": [
    "matplotlib.rcParams['font.family'] = 'fantasy'\n",
    "matplotlib.rcParams['font.fantasy'] = 'Tahoma','Calibri', 'Ubuntu','Arial',"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3dc486c",
   "metadata": {},
   "source": [
    "Строим график по последним ценам для опционов Call для разных страйков"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "6e080f44",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Microsoft последние цены Call опционов для различных страйков')"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15, 7))\n",
    "plt.plot(option_chain.calls.strike, option_chain.calls.lastPrice)\n",
    "plt.xlabel('Страйки', fontsize = FONT_SIZE)\n",
    "plt.ylabel('Последняя цена', fontsize= FONT_SIZE)\n",
    "plt.title('Microsoft последние цены Call опционов для различных страйков', fontsize= FONT_SIZE + 2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "56e13340",
   "metadata": {},
   "source": [
    "Строим график по последним ценам для опционов Put для разных страйков"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "ade3b864",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Microsoft последние цены Put опционов для различных страйков')"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15, 7))\n",
    "plt.plot(option_chain.puts.strike, option_chain.puts.lastPrice, color='g')\n",
    "plt.xlabel('Страйки', fontsize=FONT_SIZE)\n",
    "plt.ylabel('Последняя цена', fontsize=FONT_SIZE)\n",
    "plt.title('Microsoft последние цены Put опционов для различных страйков', fontsize=FONT_SIZE + 2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3c06a5d0",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}