JustinGuese/towardsdatascience-enhancing-algorithmic-trading-data.ipynb

## towardsdatascience-enhancing-algorithmic-trading-data.ipynb
{
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  "metadata": {
    "colab": {
      "name": "TowardsDataScience - Enhancing Algorithmic Trading Data.ipynb",
      "provenance": [],
      "collapsed_sections": [],
      "authorship_tag": "ABX9TyNNNVTEssBcPWZD/61bf2nw",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/gist/JustinGuese/019e0e71100abe6555f78c32fd0b10a9/towardsdatascience-enhancing-algorithmic-trading-data.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DZQw3wq6E2XD"
      },
      "source": [
        "\n",
        "\n",
        "```\n",
        "Author\n",
        "Justin Güse\n",
        "[www.datafortress.cloud\n",
        "](https://datafortress.cloud) \n",
        "```\n",
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "sAhZps-LExsY",
        "outputId": "20bfe87a-ab9b-44cc-d40d-ee9ae42ffdc6"
      },
      "source": [
        "!pip install yfinance pandas numpy matplotlib ta"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Requirement already satisfied: yfinance in /usr/local/lib/python3.6/dist-packages (0.1.55)\n",
            "Requirement already satisfied: pandas in /usr/local/lib/python3.6/dist-packages (1.1.5)\n",
            "Requirement already satisfied: numpy in /usr/local/lib/python3.6/dist-packages (1.19.5)\n",
            "Requirement already satisfied: matplotlib in /usr/local/lib/python3.6/dist-packages (3.2.2)\n",
            "Requirement already satisfied: ta in /usr/local/lib/python3.6/dist-packages (0.7.0)\n",
            "Requirement already satisfied: lxml>=4.5.1 in /usr/local/lib/python3.6/dist-packages (from yfinance) (4.6.2)\n",
            "Requirement already satisfied: requests>=2.20 in /usr/local/lib/python3.6/dist-packages (from yfinance) (2.23.0)\n",
            "Requirement already satisfied: multitasking>=0.0.7 in /usr/local/lib/python3.6/dist-packages (from yfinance) (0.0.9)\n",
            "Requirement already satisfied: pytz>=2017.2 in /usr/local/lib/python3.6/dist-packages (from pandas) (2018.9)\n",
            "Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.6/dist-packages (from pandas) (2.8.1)\n",
            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.6/dist-packages (from matplotlib) (0.10.0)\n",
            "Requirement already satisfied: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.1 in /usr/local/lib/python3.6/dist-packages (from matplotlib) (2.4.7)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.6/dist-packages (from matplotlib) (1.3.1)\n",
            "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.6/dist-packages (from requests>=2.20->yfinance) (2020.12.5)\n",
            "Requirement already satisfied: chardet<4,>=3.0.2 in /usr/local/lib/python3.6/dist-packages (from requests>=2.20->yfinance) (3.0.4)\n",
            "Requirement already satisfied: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /usr/local/lib/python3.6/dist-packages (from requests>=2.20->yfinance) (1.24.3)\n",
            "Requirement already satisfied: idna<3,>=2.5 in /usr/local/lib/python3.6/dist-packages (from requests>=2.20->yfinance) (2.10)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.6/dist-packages (from python-dateutil>=2.7.3->pandas) (1.15.0)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "gs89Z3dlFEGY"
      },
      "source": [
        "import yfinance as yf\n",
        "import matplotlib.pyplot as plt\n",
        "import pandas as pd"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6-vHgGRhF4T9",
        "outputId": "25412caa-faba-4584-8c76-9c54a3e8b13b"
      },
      "source": [
        "df = yf.download(\"AMZN\",period=\"5y\",interval=\"1d\")"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "\r[*********************100%***********************]  1 of 1 completed\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 233
        },
        "id": "rKYzXi2VGBMU",
        "outputId": "86cd6bbf-9332-4395-d9de-2e364268567e"
      },
      "source": [
        "df.head()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
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              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Open</th>\n",
              "      <th>High</th>\n",
              "      <th>Low</th>\n",
              "      <th>Close</th>\n",
              "      <th>Adj Close</th>\n",
              "      <th>Volume</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Date</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2016-01-27</th>\n",
              "      <td>601.989990</td>\n",
              "      <td>603.390015</td>\n",
              "      <td>578.780029</td>\n",
              "      <td>583.349976</td>\n",
              "      <td>583.349976</td>\n",
              "      <td>5152900</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-28</th>\n",
              "      <td>608.369995</td>\n",
              "      <td>638.059998</td>\n",
              "      <td>597.549988</td>\n",
              "      <td>635.349976</td>\n",
              "      <td>635.349976</td>\n",
              "      <td>14015200</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-29</th>\n",
              "      <td>571.979980</td>\n",
              "      <td>593.000000</td>\n",
              "      <td>570.000000</td>\n",
              "      <td>587.000000</td>\n",
              "      <td>587.000000</td>\n",
              "      <td>14677600</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-02-01</th>\n",
              "      <td>578.150024</td>\n",
              "      <td>581.799988</td>\n",
              "      <td>570.309998</td>\n",
              "      <td>574.809998</td>\n",
              "      <td>574.809998</td>\n",
              "      <td>6355100</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-02-02</th>\n",
              "      <td>570.000000</td>\n",
              "      <td>571.559998</td>\n",
              "      <td>550.090027</td>\n",
              "      <td>552.099976</td>\n",
              "      <td>552.099976</td>\n",
              "      <td>6312000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "                  Open        High  ...   Adj Close    Volume\n",
              "Date                                ...                      \n",
              "2016-01-27  601.989990  603.390015  ...  583.349976   5152900\n",
              "2016-01-28  608.369995  638.059998  ...  635.349976  14015200\n",
              "2016-01-29  571.979980  593.000000  ...  587.000000  14677600\n",
              "2016-02-01  578.150024  581.799988  ...  574.809998   6355100\n",
              "2016-02-02  570.000000  571.559998  ...  552.099976   6312000\n",
              "\n",
              "[5 rows x 6 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 159
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "ek9bIXd-ILoa",
        "outputId": "a5de8568-d959-4d98-8732-a0fdbf1c5a11"
      },
      "source": [
        "plt.plot(df[\"Close\"])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7fcb259f0c50>]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 160
        },
        {
          "output_type": "display_data",
          "data": {
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\n",
            "text/plain": [
              "<Figure size 1440x1440 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "LpyvhfteIOmK",
        "outputId": "678e5e24-d4cf-4ad9-e0f3-87c9187e5a88"
      },
      "source": [
        "plt.plot(df[\"Adj Close\"])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7fcb25a12b38>]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 161
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x1440 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "EgAtlkqbKO85"
      },
      "source": [
        "from ta import add_all_ta_features\n",
        "from ta.utils import dropna"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "L9n5HS4HKR0x",
        "outputId": "ebe737f1-abe0-4920-818b-f9f2e6c08966"
      },
      "source": [
        "df = dropna(df)\n",
        "df = add_all_ta_features(df,open=\"Open\", high=\"High\", low=\"Low\", close=\"Adj Close\", volume=\"Volume\")"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/ta/trend.py:768: RuntimeWarning: invalid value encountered in double_scalars\n",
            "  dip[i] = 100 * (self._dip[i] / self._trs[i])\n",
            "/usr/local/lib/python3.6/dist-packages/ta/trend.py:772: RuntimeWarning: invalid value encountered in double_scalars\n",
            "  din[i] = 100 * (self._din[i] / self._trs[i])\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8TziY3-1KuQ3",
        "outputId": "1352e9e0-7a50-4f9e-861c-f04d1686400d"
      },
      "source": [
        "df.columns"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['Open', 'High', 'Low', 'Close', 'Adj Close', 'Volume', 'volume_adi',\n",
              "       'volume_obv', 'volume_cmf', 'volume_fi', 'volume_mfi', 'volume_em',\n",
              "       'volume_sma_em', 'volume_vpt', 'volume_nvi', 'volume_vwap',\n",
              "       'volatility_atr', 'volatility_bbm', 'volatility_bbh', 'volatility_bbl',\n",
              "       'volatility_bbw', 'volatility_bbp', 'volatility_bbhi',\n",
              "       'volatility_bbli', 'volatility_kcc', 'volatility_kch', 'volatility_kcl',\n",
              "       'volatility_kcw', 'volatility_kcp', 'volatility_kchi',\n",
              "       'volatility_kcli', 'volatility_dcl', 'volatility_dch', 'volatility_dcm',\n",
              "       'volatility_dcw', 'volatility_dcp', 'volatility_ui', 'trend_macd',\n",
              "       'trend_macd_signal', 'trend_macd_diff', 'trend_sma_fast',\n",
              "       'trend_sma_slow', 'trend_ema_fast', 'trend_ema_slow', 'trend_adx',\n",
              "       'trend_adx_pos', 'trend_adx_neg', 'trend_vortex_ind_pos',\n",
              "       'trend_vortex_ind_neg', 'trend_vortex_ind_diff', 'trend_trix',\n",
              "       'trend_mass_index', 'trend_cci', 'trend_dpo', 'trend_kst',\n",
              "       'trend_kst_sig', 'trend_kst_diff', 'trend_ichimoku_conv',\n",
              "       'trend_ichimoku_base', 'trend_ichimoku_a', 'trend_ichimoku_b',\n",
              "       'trend_visual_ichimoku_a', 'trend_visual_ichimoku_b', 'trend_aroon_up',\n",
              "       'trend_aroon_down', 'trend_aroon_ind', 'trend_psar_up',\n",
              "       'trend_psar_down', 'trend_psar_up_indicator',\n",
              "       'trend_psar_down_indicator', 'trend_stc', 'momentum_rsi',\n",
              "       'momentum_stoch_rsi', 'momentum_stoch_rsi_k', 'momentum_stoch_rsi_d',\n",
              "       'momentum_tsi', 'momentum_uo', 'momentum_stoch',\n",
              "       'momentum_stoch_signal', 'momentum_wr', 'momentum_ao', 'momentum_kama',\n",
              "       'momentum_roc', 'momentum_ppo', 'momentum_ppo_signal',\n",
              "       'momentum_ppo_hist', 'others_dr', 'others_dlr', 'others_cr'],\n",
              "      dtype='object')"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 164
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 369
        },
        "id": "fqmsrYCmK6mr",
        "outputId": "cb71ae63-781d-4f89-ab43-bd1ff168ae49"
      },
      "source": [
        "df.tail()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "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>Open</th>\n",
              "      <th>High</th>\n",
              "      <th>Low</th>\n",
              "      <th>Close</th>\n",
              "      <th>Adj Close</th>\n",
              "      <th>Volume</th>\n",
              "      <th>volume_adi</th>\n",
              "      <th>volume_obv</th>\n",
              "      <th>volume_cmf</th>\n",
              "      <th>volume_fi</th>\n",
              "      <th>volume_mfi</th>\n",
              "      <th>volume_em</th>\n",
              "      <th>volume_sma_em</th>\n",
              "      <th>volume_vpt</th>\n",
              "      <th>volume_nvi</th>\n",
              "      <th>volume_vwap</th>\n",
              "      <th>volatility_atr</th>\n",
              "      <th>volatility_bbm</th>\n",
              "      <th>volatility_bbh</th>\n",
              "      <th>volatility_bbl</th>\n",
              "      <th>volatility_bbw</th>\n",
              "      <th>volatility_bbp</th>\n",
              "      <th>volatility_bbhi</th>\n",
              "      <th>volatility_bbli</th>\n",
              "      <th>volatility_kcc</th>\n",
              "      <th>volatility_kch</th>\n",
              "      <th>volatility_kcl</th>\n",
              "      <th>volatility_kcw</th>\n",
              "      <th>volatility_kcp</th>\n",
              "      <th>volatility_kchi</th>\n",
              "      <th>volatility_kcli</th>\n",
              "      <th>volatility_dcl</th>\n",
              "      <th>volatility_dch</th>\n",
              "      <th>volatility_dcm</th>\n",
              "      <th>volatility_dcw</th>\n",
              "      <th>volatility_dcp</th>\n",
              "      <th>volatility_ui</th>\n",
              "      <th>trend_macd</th>\n",
              "      <th>trend_macd_signal</th>\n",
              "      <th>trend_macd_diff</th>\n",
              "      <th>...</th>\n",
              "      <th>trend_vortex_ind_diff</th>\n",
              "      <th>trend_trix</th>\n",
              "      <th>trend_mass_index</th>\n",
              "      <th>trend_cci</th>\n",
              "      <th>trend_dpo</th>\n",
              "      <th>trend_kst</th>\n",
              "      <th>trend_kst_sig</th>\n",
              "      <th>trend_kst_diff</th>\n",
              "      <th>trend_ichimoku_conv</th>\n",
              "      <th>trend_ichimoku_base</th>\n",
              "      <th>trend_ichimoku_a</th>\n",
              "      <th>trend_ichimoku_b</th>\n",
              "      <th>trend_visual_ichimoku_a</th>\n",
              "      <th>trend_visual_ichimoku_b</th>\n",
              "      <th>trend_aroon_up</th>\n",
              "      <th>trend_aroon_down</th>\n",
              "      <th>trend_aroon_ind</th>\n",
              "      <th>trend_psar_up</th>\n",
              "      <th>trend_psar_down</th>\n",
              "      <th>trend_psar_up_indicator</th>\n",
              "      <th>trend_psar_down_indicator</th>\n",
              "      <th>trend_stc</th>\n",
              "      <th>momentum_rsi</th>\n",
              "      <th>momentum_stoch_rsi</th>\n",
              "      <th>momentum_stoch_rsi_k</th>\n",
              "      <th>momentum_stoch_rsi_d</th>\n",
              "      <th>momentum_tsi</th>\n",
              "      <th>momentum_uo</th>\n",
              "      <th>momentum_stoch</th>\n",
              "      <th>momentum_stoch_signal</th>\n",
              "      <th>momentum_wr</th>\n",
              "      <th>momentum_ao</th>\n",
              "      <th>momentum_kama</th>\n",
              "      <th>momentum_roc</th>\n",
              "      <th>momentum_ppo</th>\n",
              "      <th>momentum_ppo_signal</th>\n",
              "      <th>momentum_ppo_hist</th>\n",
              "      <th>others_dr</th>\n",
              "      <th>others_dlr</th>\n",
              "      <th>others_cr</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Date</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2021-01-21</th>\n",
              "      <td>3293.000000</td>\n",
              "      <td>3348.550049</td>\n",
              "      <td>3289.570068</td>\n",
              "      <td>3306.989990</td>\n",
              "      <td>3306.989990</td>\n",
              "      <td>4945100</td>\n",
              "      <td>3.068317e+08</td>\n",
              "      <td>416386800</td>\n",
              "      <td>-0.118373</td>\n",
              "      <td>1.073756e+08</td>\n",
              "      <td>44.022579</td>\n",
              "      <td>109322.501581</td>\n",
              "      <td>-575.875221</td>\n",
              "      <td>308743.538988</td>\n",
              "      <td>3900.115430</td>\n",
              "      <td>3182.611058</td>\n",
              "      <td>73.812633</td>\n",
              "      <td>3196.268970</td>\n",
              "      <td>3330.644446</td>\n",
              "      <td>3061.893493</td>\n",
              "      <td>8.408271</td>\n",
              "      <td>0.911984</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3168.059985</td>\n",
              "      <td>3227.053955</td>\n",
              "      <td>3109.066016</td>\n",
              "      <td>3.724296</td>\n",
              "      <td>1.677493</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3086.0</td>\n",
              "      <td>3350.649902</td>\n",
              "      <td>3218.324951</td>\n",
              "      <td>8.279963</td>\n",
              "      <td>0.835028</td>\n",
              "      <td>4.733869</td>\n",
              "      <td>4.484484</td>\n",
              "      <td>-3.596875</td>\n",
              "      <td>8.081359</td>\n",
              "      <td>...</td>\n",
              "      <td>-0.063891</td>\n",
              "      <td>-0.012166</td>\n",
              "      <td>25.022743</td>\n",
              "      <td>151.315376</td>\n",
              "      <td>22.241040</td>\n",
              "      <td>-1.432948</td>\n",
              "      <td>7.032070</td>\n",
              "      <td>-8.465018</td>\n",
              "      <td>3217.275024</td>\n",
              "      <td>3218.324951</td>\n",
              "      <td>3217.799988</td>\n",
              "      <td>3193.140015</td>\n",
              "      <td>3177.012512</td>\n",
              "      <td>3223.180054</td>\n",
              "      <td>40.0</td>\n",
              "      <td>88.0</td>\n",
              "      <td>-48.0</td>\n",
              "      <td>3086.000000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>31.646796</td>\n",
              "      <td>60.865513</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.659385</td>\n",
              "      <td>0.349416</td>\n",
              "      <td>1.536109</td>\n",
              "      <td>54.600049</td>\n",
              "      <td>84.170615</td>\n",
              "      <td>55.522296</td>\n",
              "      <td>-15.829385</td>\n",
              "      <td>-0.423435</td>\n",
              "      <td>3193.729387</td>\n",
              "      <td>3.777034</td>\n",
              "      <td>4.053688</td>\n",
              "      <td>-0.408487</td>\n",
              "      <td>4.462175</td>\n",
              "      <td>1.336348</td>\n",
              "      <td>1.327497</td>\n",
              "      <td>466.896396</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-22</th>\n",
              "      <td>3304.310059</td>\n",
              "      <td>3321.909912</td>\n",
              "      <td>3283.159912</td>\n",
              "      <td>3292.229980</td>\n",
              "      <td>3292.229980</td>\n",
              "      <td>2821900</td>\n",
              "      <td>3.053308e+08</td>\n",
              "      <td>413564900</td>\n",
              "      <td>-0.146686</td>\n",
              "      <td>8.608605e+07</td>\n",
              "      <td>44.106910</td>\n",
              "      <td>-22692.137435</td>\n",
              "      <td>2869.798760</td>\n",
              "      <td>53488.819169</td>\n",
              "      <td>3882.708138</td>\n",
              "      <td>3184.489907</td>\n",
              "      <td>70.306370</td>\n",
              "      <td>3200.554468</td>\n",
              "      <td>3341.281128</td>\n",
              "      <td>3059.827807</td>\n",
              "      <td>8.793893</td>\n",
              "      <td>0.825722</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3180.446647</td>\n",
              "      <td>3237.961613</td>\n",
              "      <td>3122.931681</td>\n",
              "      <td>3.616785</td>\n",
              "      <td>1.471776</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3086.0</td>\n",
              "      <td>3350.649902</td>\n",
              "      <td>3218.324951</td>\n",
              "      <td>8.268877</td>\n",
              "      <td>0.779256</td>\n",
              "      <td>4.706346</td>\n",
              "      <td>12.254178</td>\n",
              "      <td>-0.426664</td>\n",
              "      <td>12.680843</td>\n",
              "      <td>...</td>\n",
              "      <td>0.001373</td>\n",
              "      <td>-0.001480</td>\n",
              "      <td>25.003032</td>\n",
              "      <td>112.695648</td>\n",
              "      <td>-62.174585</td>\n",
              "      <td>-0.234618</td>\n",
              "      <td>4.963025</td>\n",
              "      <td>-5.197642</td>\n",
              "      <td>3217.275024</td>\n",
              "      <td>3218.324951</td>\n",
              "      <td>3217.799988</td>\n",
              "      <td>3185.064941</td>\n",
              "      <td>3161.575012</td>\n",
              "      <td>3223.180054</td>\n",
              "      <td>36.0</td>\n",
              "      <td>84.0</td>\n",
              "      <td>-48.0</td>\n",
              "      <td>3091.251001</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>65.823398</td>\n",
              "      <td>59.293626</td>\n",
              "      <td>0.913804</td>\n",
              "      <td>0.934035</td>\n",
              "      <td>0.640046</td>\n",
              "      <td>4.321554</td>\n",
              "      <td>52.718471</td>\n",
              "      <td>78.548826</td>\n",
              "      <td>77.327125</td>\n",
              "      <td>-21.451174</td>\n",
              "      <td>27.286159</td>\n",
              "      <td>3199.938148</td>\n",
              "      <td>2.290500</td>\n",
              "      <td>1.332239</td>\n",
              "      <td>-0.060342</td>\n",
              "      <td>1.392581</td>\n",
              "      <td>-0.446328</td>\n",
              "      <td>-0.447327</td>\n",
              "      <td>464.366181</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-25</th>\n",
              "      <td>3328.500000</td>\n",
              "      <td>3363.889893</td>\n",
              "      <td>3243.149902</td>\n",
              "      <td>3294.000000</td>\n",
              "      <td>3294.000000</td>\n",
              "      <td>3749800</td>\n",
              "      <td>3.047395e+08</td>\n",
              "      <td>417314700</td>\n",
              "      <td>-0.125684</td>\n",
              "      <td>7.473621e+07</td>\n",
              "      <td>52.017450</td>\n",
              "      <td>3171.559063</td>\n",
              "      <td>14296.716562</td>\n",
              "      <td>-10578.893758</td>\n",
              "      <td>3882.708138</td>\n",
              "      <td>3191.444650</td>\n",
              "      <td>75.349732</td>\n",
              "      <td>3205.990967</td>\n",
              "      <td>3352.228655</td>\n",
              "      <td>3059.753278</td>\n",
              "      <td>9.122776</td>\n",
              "      <td>0.800911</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3193.296647</td>\n",
              "      <td>3258.041618</td>\n",
              "      <td>3128.551676</td>\n",
              "      <td>4.055055</td>\n",
              "      <td>1.277692</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3086.0</td>\n",
              "      <td>3363.889893</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>8.667831</td>\n",
              "      <td>0.748498</td>\n",
              "      <td>4.579806</td>\n",
              "      <td>18.343095</td>\n",
              "      <td>3.327287</td>\n",
              "      <td>15.015807</td>\n",
              "      <td>...</td>\n",
              "      <td>0.109324</td>\n",
              "      <td>0.012381</td>\n",
              "      <td>25.083319</td>\n",
              "      <td>98.426953</td>\n",
              "      <td>-43.831055</td>\n",
              "      <td>1.574883</td>\n",
              "      <td>3.249568</td>\n",
              "      <td>-1.674685</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>3191.684937</td>\n",
              "      <td>3152.484985</td>\n",
              "      <td>3223.180054</td>\n",
              "      <td>32.0</td>\n",
              "      <td>80.0</td>\n",
              "      <td>-48.0</td>\n",
              "      <td>3096.396982</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>82.911699</td>\n",
              "      <td>59.428940</td>\n",
              "      <td>0.921224</td>\n",
              "      <td>0.945010</td>\n",
              "      <td>0.846143</td>\n",
              "      <td>6.554602</td>\n",
              "      <td>50.468232</td>\n",
              "      <td>74.849790</td>\n",
              "      <td>79.189743</td>\n",
              "      <td>-25.150210</td>\n",
              "      <td>61.319761</td>\n",
              "      <td>3204.984079</td>\n",
              "      <td>4.958613</td>\n",
              "      <td>1.084754</td>\n",
              "      <td>0.168677</td>\n",
              "      <td>0.916076</td>\n",
              "      <td>0.053764</td>\n",
              "      <td>0.053749</td>\n",
              "      <td>464.669605</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-26</th>\n",
              "      <td>3296.360107</td>\n",
              "      <td>3338.000000</td>\n",
              "      <td>3282.870117</td>\n",
              "      <td>3326.129883</td>\n",
              "      <td>3326.129883</td>\n",
              "      <td>2939500</td>\n",
              "      <td>3.064132e+08</td>\n",
              "      <td>420254200</td>\n",
              "      <td>-0.086443</td>\n",
              "      <td>7.755187e+07</td>\n",
              "      <td>52.373602</td>\n",
              "      <td>12969.281268</td>\n",
              "      <td>17386.347028</td>\n",
              "      <td>30688.092948</td>\n",
              "      <td>3920.580317</td>\n",
              "      <td>3197.868055</td>\n",
              "      <td>73.327747</td>\n",
              "      <td>3213.662964</td>\n",
              "      <td>3367.983745</td>\n",
              "      <td>3059.342183</td>\n",
              "      <td>9.604043</td>\n",
              "      <td>0.864393</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3212.176986</td>\n",
              "      <td>3277.796956</td>\n",
              "      <td>3146.557015</td>\n",
              "      <td>4.085701</td>\n",
              "      <td>1.368279</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3086.0</td>\n",
              "      <td>3363.889893</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>8.647139</td>\n",
              "      <td>0.864119</td>\n",
              "      <td>4.503488</td>\n",
              "      <td>25.467643</td>\n",
              "      <td>7.755359</td>\n",
              "      <td>17.712285</td>\n",
              "      <td>...</td>\n",
              "      <td>0.150404</td>\n",
              "      <td>0.029714</td>\n",
              "      <td>25.162965</td>\n",
              "      <td>100.009298</td>\n",
              "      <td>-30.963013</td>\n",
              "      <td>6.630723</td>\n",
              "      <td>2.403663</td>\n",
              "      <td>4.227060</td>\n",
              "      <td>3229.529907</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>3227.237427</td>\n",
              "      <td>3191.684937</td>\n",
              "      <td>3147.062500</td>\n",
              "      <td>3223.180054</td>\n",
              "      <td>100.0</td>\n",
              "      <td>76.0</td>\n",
              "      <td>24.0</td>\n",
              "      <td>3107.096698</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>91.455850</td>\n",
              "      <td>61.904478</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.945010</td>\n",
              "      <td>0.941351</td>\n",
              "      <td>9.191904</td>\n",
              "      <td>54.180703</td>\n",
              "      <td>86.411881</td>\n",
              "      <td>79.936832</td>\n",
              "      <td>-13.588119</td>\n",
              "      <td>95.425888</td>\n",
              "      <td>3225.787617</td>\n",
              "      <td>5.185379</td>\n",
              "      <td>-0.851000</td>\n",
              "      <td>-0.035258</td>\n",
              "      <td>-0.815742</td>\n",
              "      <td>0.975406</td>\n",
              "      <td>0.970680</td>\n",
              "      <td>470.177427</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-27</th>\n",
              "      <td>3341.489990</td>\n",
              "      <td>3343.629883</td>\n",
              "      <td>3246.014893</td>\n",
              "      <td>3291.260010</td>\n",
              "      <td>3291.260010</td>\n",
              "      <td>1049431</td>\n",
              "      <td>3.063366e+08</td>\n",
              "      <td>419204769</td>\n",
              "      <td>-0.148376</td>\n",
              "      <td>6.124538e+07</td>\n",
              "      <td>55.846912</td>\n",
              "      <td>-145224.480436</td>\n",
              "      <td>10235.928758</td>\n",
              "      <td>17670.234485</td>\n",
              "      <td>3879.478453</td>\n",
              "      <td>3203.701809</td>\n",
              "      <td>75.756471</td>\n",
              "      <td>3214.027966</td>\n",
              "      <td>3369.045054</td>\n",
              "      <td>3059.010879</td>\n",
              "      <td>9.646281</td>\n",
              "      <td>0.749108</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3229.908146</td>\n",
              "      <td>3299.675627</td>\n",
              "      <td>3160.140666</td>\n",
              "      <td>4.320091</td>\n",
              "      <td>0.939688</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3086.0</td>\n",
              "      <td>3363.889893</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>8.646157</td>\n",
              "      <td>0.738638</td>\n",
              "      <td>4.263521</td>\n",
              "      <td>27.977682</td>\n",
              "      <td>11.799823</td>\n",
              "      <td>16.177859</td>\n",
              "      <td>...</td>\n",
              "      <td>0.176700</td>\n",
              "      <td>0.046423</td>\n",
              "      <td>25.250813</td>\n",
              "      <td>73.835433</td>\n",
              "      <td>-99.818005</td>\n",
              "      <td>9.282556</td>\n",
              "      <td>2.166495</td>\n",
              "      <td>7.116062</td>\n",
              "      <td>3229.529907</td>\n",
              "      <td>3224.944946</td>\n",
              "      <td>3227.237427</td>\n",
              "      <td>3206.944946</td>\n",
              "      <td>3162.460022</td>\n",
              "      <td>3223.180054</td>\n",
              "      <td>96.0</td>\n",
              "      <td>72.0</td>\n",
              "      <td>24.0</td>\n",
              "      <td>3117.368426</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>95.727925</td>\n",
              "      <td>57.783653</td>\n",
              "      <td>0.786211</td>\n",
              "      <td>0.902478</td>\n",
              "      <td>0.930833</td>\n",
              "      <td>10.197637</td>\n",
              "      <td>55.686278</td>\n",
              "      <td>73.863791</td>\n",
              "      <td>78.375154</td>\n",
              "      <td>-26.136209</td>\n",
              "      <td>104.981025</td>\n",
              "      <td>3232.731570</td>\n",
              "      <td>3.410942</td>\n",
              "      <td>-6.800220</td>\n",
              "      <td>-1.388251</td>\n",
              "      <td>-5.411970</td>\n",
              "      <td>-1.048362</td>\n",
              "      <td>-1.053896</td>\n",
              "      <td>464.199905</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 89 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "                   Open         High  ...  others_dlr   others_cr\n",
              "Date                                  ...                        \n",
              "2021-01-21  3293.000000  3348.550049  ...    1.327497  466.896396\n",
              "2021-01-22  3304.310059  3321.909912  ...   -0.447327  464.366181\n",
              "2021-01-25  3328.500000  3363.889893  ...    0.053749  464.669605\n",
              "2021-01-26  3296.360107  3338.000000  ...    0.970680  470.177427\n",
              "2021-01-27  3341.489990  3343.629883  ...   -1.053896  464.199905\n",
              "\n",
              "[5 rows x 89 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 165
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "94q3i1OjK8Rv"
      },
      "source": [
        "df = df.fillna(0)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 233
        },
        "id": "31zawjrLL2er",
        "outputId": "dceba69c-d97b-447e-8f0b-36697f1ce23a"
      },
      "source": [
        "# creating simple moving averages\n",
        "averages = [1,2,5,10,15,20,25,50,100]\n",
        "for average in averages:\n",
        "  df['SMA_%d'%average] = df[\"Adj Close\"].rolling(window=average).mean()\n",
        "\n",
        "# visualize only SMAs \n",
        "filter_col = [col for col in df if col.startswith('SMA')]\n",
        "df[filter_col].tail()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "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>SMA_1</th>\n",
              "      <th>SMA_2</th>\n",
              "      <th>SMA_5</th>\n",
              "      <th>SMA_10</th>\n",
              "      <th>SMA_15</th>\n",
              "      <th>SMA_20</th>\n",
              "      <th>SMA_25</th>\n",
              "      <th>SMA_50</th>\n",
              "      <th>SMA_100</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Date</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2021-01-21</th>\n",
              "      <td>3306.989990</td>\n",
              "      <td>3285.184937</td>\n",
              "      <td>3184.569971</td>\n",
              "      <td>3166.863965</td>\n",
              "      <td>3183.662630</td>\n",
              "      <td>3196.268970</td>\n",
              "      <td>3199.014775</td>\n",
              "      <td>3169.427988</td>\n",
              "      <td>3187.004988</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-22</th>\n",
              "      <td>3292.229980</td>\n",
              "      <td>3299.609985</td>\n",
              "      <td>3217.521973</td>\n",
              "      <td>3179.870972</td>\n",
              "      <td>3184.087956</td>\n",
              "      <td>3200.554468</td>\n",
              "      <td>3204.099170</td>\n",
              "      <td>3172.397788</td>\n",
              "      <td>3185.909287</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-25</th>\n",
              "      <td>3294.000000</td>\n",
              "      <td>3293.114990</td>\n",
              "      <td>3255.471973</td>\n",
              "      <td>3191.000977</td>\n",
              "      <td>3186.559294</td>\n",
              "      <td>3205.990967</td>\n",
              "      <td>3206.220771</td>\n",
              "      <td>3177.577388</td>\n",
              "      <td>3184.339687</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-26</th>\n",
              "      <td>3326.129883</td>\n",
              "      <td>3310.064941</td>\n",
              "      <td>3296.545947</td>\n",
              "      <td>3212.192969</td>\n",
              "      <td>3195.859294</td>\n",
              "      <td>3213.662964</td>\n",
              "      <td>3209.822764</td>\n",
              "      <td>3181.352188</td>\n",
              "      <td>3182.609785</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-01-27</th>\n",
              "      <td>3291.260010</td>\n",
              "      <td>3308.694946</td>\n",
              "      <td>3302.121973</td>\n",
              "      <td>3229.235962</td>\n",
              "      <td>3200.709294</td>\n",
              "      <td>3214.027966</td>\n",
              "      <td>3213.407168</td>\n",
              "      <td>3184.971787</td>\n",
              "      <td>3180.207886</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "                  SMA_1        SMA_2  ...       SMA_50      SMA_100\n",
              "Date                                  ...                          \n",
              "2021-01-21  3306.989990  3285.184937  ...  3169.427988  3187.004988\n",
              "2021-01-22  3292.229980  3299.609985  ...  3172.397788  3185.909287\n",
              "2021-01-25  3294.000000  3293.114990  ...  3177.577388  3184.339687\n",
              "2021-01-26  3326.129883  3310.064941  ...  3181.352188  3182.609785\n",
              "2021-01-27  3291.260010  3308.694946  ...  3184.971787  3180.207886\n",
              "\n",
              "[5 rows x 9 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 167
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "iImmr9oTMuqw"
      },
      "source": [
        "# results in bigger figures\n",
        "plt.rcParams[\"figure.figsize\"] = (20,20)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "t8b1MBWiMh-z",
        "outputId": "37c49f2e-2414-4d00-b26f-cdf7ec1847c5"
      },
      "source": [
        "for filter in filter_col:\n",
        "  plt.plot(df[filter],label=filter)\n",
        "plt.legend()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7fcb2375d860>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 169
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x1440 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "f9opTcDvNv6C"
      },
      "source": [
        "Create the cross signal"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "guiayiUaSHiK",
        "outputId": "68210895-2bf3-4d61-c8b7-cb32c6856c36"
      },
      "source": [
        "plt.plot(df[[\"SMA_1\",\"SMA_5\"]])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7fcb237a5e10>,\n",
              " <matplotlib.lines.Line2D at 0x7fcb23699588>]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 170
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x1440 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 386
        },
        "id": "C7nU0J06NxfL",
        "outputId": "12b197fc-72af-43a0-eacf-725a48ffbda2"
      },
      "source": [
        "def createCross(data,fastSMA,slowSMA):\n",
        "  fast = 'SMA_%d'%fastSMA\n",
        "  slow = 'SMA_%d'%slowSMA\n",
        "  crossname = \"cross_%d_%d\"%(fastSMA,slowSMA)\n",
        "  previous_fast = data[fast].shift(1)\n",
        "  previous_slow = data[slow].shift(1)\n",
        "  neg = ((data[fast] < data[slow]) & (previous_fast >= previous_slow))\n",
        "  pos = ((data[fast] > data[slow]) & (previous_fast <= previous_slow))\n",
        "  data[crossname] = 0\n",
        "  data.loc[neg,crossname] = -1\n",
        "  data.loc[pos,crossname] = 1\n",
        "  return data\n",
        "\n",
        "for fast in averages:\n",
        "  for slow in averages:\n",
        "    if fast != slow and slow > fast:\n",
        "      df = createCross(df,fast,slow)\n",
        "\n",
        "df.head()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      <th>Open</th>\n",
              "      <th>High</th>\n",
              "      <th>Low</th>\n",
              "      <th>Close</th>\n",
              "      <th>Adj Close</th>\n",
              "      <th>Volume</th>\n",
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              "      <th>cross_5_25</th>\n",
              "      <th>cross_5_50</th>\n",
              "      <th>cross_5_100</th>\n",
              "      <th>cross_10_15</th>\n",
              "      <th>cross_10_20</th>\n",
              "      <th>cross_10_25</th>\n",
              "      <th>cross_10_50</th>\n",
              "      <th>cross_10_100</th>\n",
              "      <th>cross_15_20</th>\n",
              "      <th>cross_15_25</th>\n",
              "      <th>cross_15_50</th>\n",
              "      <th>cross_15_100</th>\n",
              "      <th>cross_20_25</th>\n",
              "      <th>cross_20_50</th>\n",
              "      <th>cross_20_100</th>\n",
              "      <th>cross_25_50</th>\n",
              "      <th>cross_25_100</th>\n",
              "      <th>cross_50_100</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Date</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
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              "      <th></th>\n",
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              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2016-01-27</th>\n",
              "      <td>601.989990</td>\n",
              "      <td>603.390015</td>\n",
              "      <td>578.780029</td>\n",
              "      <td>583.349976</td>\n",
              "      <td>583.349976</td>\n",
              "      <td>5152900</td>\n",
              "      <td>-3.239167e+06</td>\n",
              "      <td>5152900</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-3.261642e+06</td>\n",
              "      <td>1000.000000</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>613.116659</td>\n",
              "      <td>563.896688</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.395232</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>...</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-28</th>\n",
              "      <td>608.369995</td>\n",
              "      <td>638.059998</td>\n",
              "      <td>597.549988</td>\n",
              "      <td>635.349976</td>\n",
              "      <td>635.349976</td>\n",
              "      <td>14015200</td>\n",
              "      <td>8.900867e+06</td>\n",
              "      <td>19168100</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>7723.231021</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-2.014838e+06</td>\n",
              "      <td>1000.000000</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>638.639994</td>\n",
              "      <td>573.519999</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.949478</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>...</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
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              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-29</th>\n",
              "      <td>571.979980</td>\n",
              "      <td>593.000000</td>\n",
              "      <td>570.000000</td>\n",
              "      <td>587.000000</td>\n",
              "      <td>587.000000</td>\n",
              "      <td>14677600</td>\n",
              "      <td>1.592059e+07</td>\n",
              "      <td>4490500</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-5689.042020</td>\n",
              "      <td>0.0</td>\n",
              "      <td>1.323576e+05</td>\n",
              "      <td>1000.000000</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>627.871107</td>\n",
              "      <td>569.124444</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.304282</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>-1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-02-01</th>\n",
              "      <td>578.150024</td>\n",
              "      <td>581.799988</td>\n",
              "      <td>570.309998</td>\n",
              "      <td>574.809998</td>\n",
              "      <td>574.809998</td>\n",
              "      <td>6355100</td>\n",
              "      <td>1.454338e+07</td>\n",
              "      <td>-1864600</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-984.454705</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-1.248936e+06</td>\n",
              "      <td>979.233386</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>617.685827</td>\n",
              "      <td>567.880834</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.139126</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
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              "    <tr>\n",
              "      <th>2016-02-02</th>\n",
              "      <td>570.000000</td>\n",
              "      <td>571.559998</td>\n",
              "      <td>550.090027</td>\n",
              "      <td>552.099976</td>\n",
              "      <td>552.099976</td>\n",
              "      <td>6312000</td>\n",
              "      <td>9.413196e+06</td>\n",
              "      <td>-8176600</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-5180.406123</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-3.813531e+05</td>\n",
              "      <td>940.545103</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>610.025989</td>\n",
              "      <td>561.594006</td>\n",
              "      <td>0.0</td>\n",
              "      <td>-0.196028</td>\n",
              "      <td>0.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>...</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 134 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "                  Open        High  ...  cross_25_100  cross_50_100\n",
              "Date                                ...                            \n",
              "2016-01-27  601.989990  603.390015  ...             0             0\n",
              "2016-01-28  608.369995  638.059998  ...             0             0\n",
              "2016-01-29  571.979980  593.000000  ...             0             0\n",
              "2016-02-01  578.150024  581.799988  ...             0             0\n",
              "2016-02-02  570.000000  571.559998  ...             0             0\n",
              "\n",
              "[5 rows x 134 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 171
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "uYLa9NtaX-2b"
      },
      "source": [
        "df[\"pct_change\"] = df[\"Adj Close\"].pct_change()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TSW3O_d0YDEg",
        "outputId": "91380195-8143-463c-9287-fbbd8609c05e"
      },
      "source": [
        "df[\"pct_change\"].tail()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Date\n",
              "2021-01-21    0.013363\n",
              "2021-01-22   -0.004463\n",
              "2021-01-25    0.000538\n",
              "2021-01-26    0.009754\n",
              "2021-01-27   -0.010484\n",
              "Name: pct_change, dtype: float64"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 175
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "4KntfpEaYeN1",
        "outputId": "0d5d776b-449e-4a18-c1bd-f650b3b77e07"
      },
      "source": [
        "# final feature count\n",
        "len(df.columns)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "135"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 177
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tr5QVC59Yy8q",
        "outputId": "7cc232c0-6359-4f84-dac9-f1b401dd0cf8"
      },
      "source": [
        "nparray = df.values\n",
        "nparray.shape"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(1260, 135)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 178
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qxIRx61tZDpQ"
      },
      "source": [
        "You made it! Head over to my website for more: https://datafortress.cloud"
      ]
    }
  ]
}