Prophet_yfinance(BTC_USD).ipynb

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      "cell_type": "markdown",
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        "id": "t0TAYVmGpkW-"
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      "source": [
        "#### Install yfinance"
      ]
    },
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      },
      "source": [
        "!pip install yfinance"
      ],
      "execution_count": 17,
      "outputs": [
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          "name": "stdout",
          "text": [
            "Requirement already satisfied: yfinance in /usr/local/lib/python3.7/dist-packages (0.1.70)\n",
            "Requirement already satisfied: lxml>=4.5.1 in /usr/local/lib/python3.7/dist-packages (from yfinance) (4.8.0)\n",
            "Requirement already satisfied: multitasking>=0.0.7 in /usr/local/lib/python3.7/dist-packages (from yfinance) (0.0.10)\n",
            "Requirement already satisfied: numpy>=1.15 in /usr/local/lib/python3.7/dist-packages (from yfinance) (1.21.6)\n",
            "Requirement already satisfied: requests>=2.26 in /usr/local/lib/python3.7/dist-packages (from yfinance) (2.27.1)\n",
            "Requirement already satisfied: pandas>=0.24.0 in /usr/local/lib/python3.7/dist-packages (from yfinance) (1.3.5)\n",
            "Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.24.0->yfinance) (2022.1)\n",
            "Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.24.0->yfinance) (2.8.2)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.7.3->pandas>=0.24.0->yfinance) (1.15.0)\n",
            "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /usr/local/lib/python3.7/dist-packages (from requests>=2.26->yfinance) (1.24.3)\n",
            "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.7/dist-packages (from requests>=2.26->yfinance) (2021.10.8)\n",
            "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.7/dist-packages (from requests>=2.26->yfinance) (2.10)\n",
            "Requirement already satisfied: charset-normalizer~=2.0.0 in /usr/local/lib/python3.7/dist-packages (from requests>=2.26->yfinance) (2.0.12)\n"
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    {
      "cell_type": "markdown",
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        "id": "9rCPxAQ_ppMA"
      },
      "source": [
        "# Forecasting BTC-USD exchange with Prophe. Data from Yahoo Finance"
      ]
    },
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      "source": [
        "import yfinance as yf\n",
        "\n",
        "# BTC - USD\n",
        "btc = yf.Ticker('BTC-USD')\n",
        "\n",
        "hist = btc.history(period=\"max\", auto_adjust=True)\n",
        "\n",
        "hist"
      ],
      "execution_count": 22,
      "outputs": [
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          "output_type": "execute_result",
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              "                    Open          High           Low         Close  \\\n",
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        "import pandas as pd\n",
        "\n",
        "df = pd.DataFrame()\n",
        "\n",
        "df['ds'] = hist.index\n",
        "df['y'] = hist['Close'].values\n",
        "\n",
        "df.tail()"
      ],
      "execution_count": 29,
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              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-1aae60b8-b16e-47e4-9334-e8087709698a button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-1aae60b8-b16e-47e4-9334-e8087709698a');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 29
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Yjpcj72EnSjY",
        "outputId": "f0ac4918-7326-413d-f104-4a88099aa050",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "source": [
        "from fbprophet import Prophet\n",
        "\n",
        "m = Prophet(daily_seasonality=False)\n",
        "\n",
        "m.fit(df)\n"
      ],
      "execution_count": 31,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<fbprophet.forecaster.Prophet at 0x7f9515078390>"
            ]
          },
          "metadata": {},
          "execution_count": 31
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "leU4X6Q0zGP9",
        "outputId": "89d8f941-bc26-4dd7-8a3c-c313946cfcff",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 426
        }
      },
      "source": [
        "future = m.make_future_dataframe(365, freq='D')\n",
        "\n",
        "forecast = m.predict(future)\n",
        "\n",
        "forecast[['ds', 'yhat', 'yhat_lower', 'yhat_upper']].tail(12)"
      ],
      "execution_count": 35,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             ds          yhat    yhat_lower    yhat_upper\n",
              "3133 2023-04-16  76257.128608  67971.644771  84202.617039\n",
              "3134 2023-04-17  76340.023441  67812.971552  84178.519459\n",
              "3135 2023-04-18  76396.935822  67915.116641  84520.781316\n",
              "3136 2023-04-19  76532.588256  68023.196917  85885.187952\n",
              "3137 2023-04-20  76634.532033  67281.175469  85443.048485\n",
              "3138 2023-04-21  76783.365281  68548.823645  85484.839712\n",
              "3139 2023-04-22  76947.171173  68105.998438  84423.223230\n",
              "3140 2023-04-23  77091.119957  68311.632517  85794.508736\n",
              "3141 2023-04-24  77285.769990  68566.454055  85361.972349\n",
              "3142 2023-04-25  77445.860977  69335.631788  86259.232927\n",
              "3143 2023-04-26  77673.464761  68690.505830  85896.358529\n",
              "3144 2023-04-27  77853.716448  69571.792484  86707.514251"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-16bbb420-b31a-40ec-97d4-c8fcd82895bf\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>ds</th>\n",
              "      <th>yhat</th>\n",
              "      <th>yhat_lower</th>\n",
              "      <th>yhat_upper</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>3133</th>\n",
              "      <td>2023-04-16</td>\n",
              "      <td>76257.128608</td>\n",
              "      <td>67971.644771</td>\n",
              "      <td>84202.617039</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3134</th>\n",
              "      <td>2023-04-17</td>\n",
              "      <td>76340.023441</td>\n",
              "      <td>67812.971552</td>\n",
              "      <td>84178.519459</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3135</th>\n",
              "      <td>2023-04-18</td>\n",
              "      <td>76396.935822</td>\n",
              "      <td>67915.116641</td>\n",
              "      <td>84520.781316</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3136</th>\n",
              "      <td>2023-04-19</td>\n",
              "      <td>76532.588256</td>\n",
              "      <td>68023.196917</td>\n",
              "      <td>85885.187952</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3137</th>\n",
              "      <td>2023-04-20</td>\n",
              "      <td>76634.532033</td>\n",
              "      <td>67281.175469</td>\n",
              "      <td>85443.048485</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3138</th>\n",
              "      <td>2023-04-21</td>\n",
              "      <td>76783.365281</td>\n",
              "      <td>68548.823645</td>\n",
              "      <td>85484.839712</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3139</th>\n",
              "      <td>2023-04-22</td>\n",
              "      <td>76947.171173</td>\n",
              "      <td>68105.998438</td>\n",
              "      <td>84423.223230</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3140</th>\n",
              "      <td>2023-04-23</td>\n",
              "      <td>77091.119957</td>\n",
              "      <td>68311.632517</td>\n",
              "      <td>85794.508736</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3141</th>\n",
              "      <td>2023-04-24</td>\n",
              "      <td>77285.769990</td>\n",
              "      <td>68566.454055</td>\n",
              "      <td>85361.972349</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3142</th>\n",
              "      <td>2023-04-25</td>\n",
              "      <td>77445.860977</td>\n",
              "      <td>69335.631788</td>\n",
              "      <td>86259.232927</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3143</th>\n",
              "      <td>2023-04-26</td>\n",
              "      <td>77673.464761</td>\n",
              "      <td>68690.505830</td>\n",
              "      <td>85896.358529</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3144</th>\n",
              "      <td>2023-04-27</td>\n",
              "      <td>77853.716448</td>\n",
              "      <td>69571.792484</td>\n",
              "      <td>86707.514251</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-16bbb420-b31a-40ec-97d4-c8fcd82895bf')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      fill: #174EA6;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
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              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-16bbb420-b31a-40ec-97d4-c8fcd82895bf button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-16bbb420-b31a-40ec-97d4-c8fcd82895bf');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "NVHgp7eV36Jj",
        "outputId": "521e17f3-3cf3-4935-e872-0aacdae1078f",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 441
        }
      },
      "source": [
        "m.plot(forecast);"
      ],
      "execution_count": 34,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "FeaRgJzNwjsF"
      },
      "source": [
        "## Make it a Function"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "jvn5DCZ8n-w7"
      },
      "source": [
        "def make_forecast(ticker, periods, hist='max'):\n",
        "    \"\"\"\n",
        "    forecast the given ticker (stock) period days into the future (from today)\n",
        "\n",
        "    inputs\n",
        "    ------\n",
        "    > ticker\n",
        "        >> ticker of stock to forecast\n",
        "    > periods\n",
        "        >> number of days into the future to forecast (from today's date)\n",
        "    > hist\n",
        "        >> amount of historical data to consider\n",
        "            > default: max\n",
        "            > options: 1d, 5d, 1mo, 3mo, 6mo, 1y, 2y, 5y, 10y, ytd, max\n",
        "    \"\"\"\n",
        "    # pull historical data from yahoo finance\n",
        "    stock_data = yf.Ticker(ticker)\n",
        "\n",
        "    hist_data = stock_data.history(hist, auto_adjust=True)\n",
        "\n",
        "    # create new dataframe to hold dates (ds) & adjusted closing prices (y)\n",
        "    df = pd.DataFrame()\n",
        "\n",
        "    df['ds'] = hist_data.index.values\n",
        "    df['y'] = hist_data['Close'].values\n",
        "\n",
        "    # create a Prophet model from that data\n",
        "    m = Prophet(daily_seasonality=False)\n",
        "    m.fit(df)\n",
        "\n",
        "    future = m.make_future_dataframe(periods, freq='D')\n",
        "\n",
        "    forecast = m.predict(future)\n",
        "\n",
        "    m.plot(forecast)\n",
        "\n",
        "    return forecast"
      ],
      "execution_count": 37,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xx82iBA52KoL"
      },
      "source": [
        "#### Make some Forecasts with that Function"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "vHdaXGg219xA",
        "outputId": "bbeb229b-e6b0-4a1a-aa7e-f03cb3c6977d",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "# kkr real estate finance trust\n",
        "make_forecast('KREF', 180)"
      ],
      "execution_count": 38,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             ds      trend  yhat_lower  yhat_upper  trend_lower  trend_upper  \\\n",
              "0    2017-05-05  13.800126   12.635484   14.360062    13.800126    13.800126   \n",
              "1    2017-05-08  13.795732   12.642732   14.437971    13.795732    13.795732   \n",
              "2    2017-05-09  13.794267   12.793619   14.571485    13.794267    13.794267   \n",
              "3    2017-05-10  13.792802   12.705954   14.495842    13.792802    13.792802   \n",
              "4    2017-05-11  13.791337   12.866938   14.510418    13.791337    13.791337   \n",
              "...         ...        ...         ...         ...          ...          ...   \n",
              "1429 2022-10-20  22.717589   21.490197   24.325002    21.675989    23.867601   \n",
              "1430 2022-10-21  22.724423   21.455439   24.427701    21.681928    23.884806   \n",
              "1431 2022-10-22  22.731258   21.818025   24.615922    21.682586    23.901042   \n",
              "1432 2022-10-23  22.738092   21.671839   24.565936    21.675587    23.911167   \n",
              "1433 2022-10-24  22.744926   21.569730   24.347177    21.674216    23.930518   \n",
              "\n",
              "      additive_terms  additive_terms_lower  additive_terms_upper    weekly  \\\n",
              "0          -0.317780             -0.317780             -0.317780 -0.075936   \n",
              "1          -0.215577             -0.215577             -0.215577 -0.073689   \n",
              "2          -0.179276             -0.179276             -0.179276 -0.069472   \n",
              "3          -0.153710             -0.153710             -0.153710 -0.074762   \n",
              "4          -0.125266             -0.125266             -0.125266 -0.075653   \n",
              "...              ...                   ...                   ...       ...   \n",
              "1429        0.173309              0.173309              0.173309 -0.075653   \n",
              "1430        0.163926              0.163926              0.163926 -0.075936   \n",
              "1431        0.414659              0.414659              0.414659  0.184756   \n",
              "1432        0.404047              0.404047              0.404047  0.184756   \n",
              "1433        0.134538              0.134538              0.134538 -0.073689   \n",
              "\n",
              "      weekly_lower  weekly_upper    yearly  yearly_lower  yearly_upper  \\\n",
              "0        -0.075936     -0.075936 -0.241844     -0.241844     -0.241844   \n",
              "1        -0.073689     -0.073689 -0.141887     -0.141887     -0.141887   \n",
              "2        -0.069472     -0.069472 -0.109804     -0.109804     -0.109804   \n",
              "3        -0.074762     -0.074762 -0.078949     -0.078949     -0.078949   \n",
              "4        -0.075653     -0.075653 -0.049613     -0.049613     -0.049613   \n",
              "...            ...           ...       ...           ...           ...   \n",
              "1429     -0.075653     -0.075653  0.248962      0.248962      0.248962   \n",
              "1430     -0.075936     -0.075936  0.239862      0.239862      0.239862   \n",
              "1431      0.184756      0.184756  0.229903      0.229903      0.229903   \n",
              "1432      0.184756      0.184756  0.219291      0.219291      0.219291   \n",
              "1433     -0.073689     -0.073689  0.208227      0.208227      0.208227   \n",
              "\n",
              "      multiplicative_terms  multiplicative_terms_lower  \\\n",
              "0                      0.0                         0.0   \n",
              "1                      0.0                         0.0   \n",
              "2                      0.0                         0.0   \n",
              "3                      0.0                         0.0   \n",
              "4                      0.0                         0.0   \n",
              "...                    ...                         ...   \n",
              "1429                   0.0                         0.0   \n",
              "1430                   0.0                         0.0   \n",
              "1431                   0.0                         0.0   \n",
              "1432                   0.0                         0.0   \n",
              "1433                   0.0                         0.0   \n",
              "\n",
              "      multiplicative_terms_upper       yhat  \n",
              "0                            0.0  13.482345  \n",
              "1                            0.0  13.580155  \n",
              "2                            0.0  13.614991  \n",
              "3                            0.0  13.639092  \n",
              "4                            0.0  13.666071  \n",
              "...                          ...        ...  \n",
              "1429                         0.0  22.890899  \n",
              "1430                         0.0  22.888349  \n",
              "1431                         0.0  23.145916  \n",
              "1432                         0.0  23.142139  \n",
              "1433                         0.0  22.879464  \n",
              "\n",
              "[1434 rows x 19 columns]"
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2017-05-05</td>\n",
              "      <td>13.800126</td>\n",
              "      <td>12.635484</td>\n",
              "      <td>14.360062</td>\n",
              "      <td>13.800126</td>\n",
              "      <td>13.800126</td>\n",
              "      <td>-0.317780</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2017-05-08</td>\n",
              "      <td>13.795732</td>\n",
              "      <td>12.642732</td>\n",
              "      <td>14.437971</td>\n",
              "      <td>13.795732</td>\n",
              "      <td>13.795732</td>\n",
              "      <td>-0.215577</td>\n",
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              "      <td>-0.073689</td>\n",
              "      <td>-0.073689</td>\n",
              "      <td>-0.141887</td>\n",
              "      <td>-0.141887</td>\n",
              "      <td>-0.141887</td>\n",
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              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>13.580155</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2017-05-09</td>\n",
              "      <td>13.794267</td>\n",
              "      <td>12.793619</td>\n",
              "      <td>14.571485</td>\n",
              "      <td>13.794267</td>\n",
              "      <td>13.794267</td>\n",
              "      <td>-0.179276</td>\n",
              "      <td>-0.179276</td>\n",
              "      <td>-0.179276</td>\n",
              "      <td>-0.069472</td>\n",
              "      <td>-0.069472</td>\n",
              "      <td>-0.069472</td>\n",
              "      <td>-0.109804</td>\n",
              "      <td>-0.109804</td>\n",
              "      <td>-0.109804</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>13.614991</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2017-05-10</td>\n",
              "      <td>13.792802</td>\n",
              "      <td>12.705954</td>\n",
              "      <td>14.495842</td>\n",
              "      <td>13.792802</td>\n",
              "      <td>13.792802</td>\n",
              "      <td>-0.153710</td>\n",
              "      <td>-0.153710</td>\n",
              "      <td>-0.153710</td>\n",
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              "      <td>-0.078949</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>13.639092</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2017-05-11</td>\n",
              "      <td>13.791337</td>\n",
              "      <td>12.866938</td>\n",
              "      <td>14.510418</td>\n",
              "      <td>13.791337</td>\n",
              "      <td>13.791337</td>\n",
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              "      <td>-0.075653</td>\n",
              "      <td>-0.075653</td>\n",
              "      <td>-0.049613</td>\n",
              "      <td>-0.049613</td>\n",
              "      <td>-0.049613</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>13.666071</td>\n",
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              "      <th>1429</th>\n",
              "      <td>2022-10-20</td>\n",
              "      <td>22.717589</td>\n",
              "      <td>21.490197</td>\n",
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              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
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              "    <tr>\n",
              "      <th>1430</th>\n",
              "      <td>2022-10-21</td>\n",
              "      <td>22.724423</td>\n",
              "      <td>21.455439</td>\n",
              "      <td>24.427701</td>\n",
              "      <td>21.681928</td>\n",
              "      <td>23.884806</td>\n",
              "      <td>0.163926</td>\n",
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              "      <td>0.239862</td>\n",
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              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
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              "    <tr>\n",
              "      <th>1431</th>\n",
              "      <td>2022-10-22</td>\n",
              "      <td>22.731258</td>\n",
              "      <td>21.818025</td>\n",
              "      <td>24.615922</td>\n",
              "      <td>21.682586</td>\n",
              "      <td>23.901042</td>\n",
              "      <td>0.414659</td>\n",
              "      <td>0.414659</td>\n",
              "      <td>0.414659</td>\n",
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              "      <td>0.184756</td>\n",
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              "      <td>0.229903</td>\n",
              "      <td>0.229903</td>\n",
              "      <td>0.229903</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>23.145916</td>\n",
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              "    <tr>\n",
              "      <th>1432</th>\n",
              "      <td>2022-10-23</td>\n",
              "      <td>22.738092</td>\n",
              "      <td>21.671839</td>\n",
              "      <td>24.565936</td>\n",
              "      <td>21.675587</td>\n",
              "      <td>23.911167</td>\n",
              "      <td>0.404047</td>\n",
              "      <td>0.404047</td>\n",
              "      <td>0.404047</td>\n",
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              "      <td>0.184756</td>\n",
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              "      <td>0.219291</td>\n",
              "      <td>0.219291</td>\n",
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              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>23.142139</td>\n",
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              "    <tr>\n",
              "      <th>1433</th>\n",
              "      <td>2022-10-24</td>\n",
              "      <td>22.744926</td>\n",
              "      <td>21.569730</td>\n",
              "      <td>24.347177</td>\n",
              "      <td>21.674216</td>\n",
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              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>22.879464</td>\n",
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              "<Figure size 720x432 with 1 Axes>"
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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MQTfOuPzzI3s",
        "outputId": "b3c5793f-2f39-4e26-9a06-3da73fab5ca2",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 781
        }
      },
      "source": [
        "# dave & buster's\n",
        "make_forecast('PLAY', 365 * 2).tail()"
      ],
      "execution_count": 39,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             ds      trend  yhat_lower  yhat_upper  trend_lower  trend_upper  \\\n",
              "2625 2024-04-22  75.430895   42.044343  110.105726    43.017151   108.512752   \n",
              "2626 2024-04-23  75.471722   45.505475  111.574080    42.983530   108.613099   \n",
              "2627 2024-04-24  75.512549   43.685500  111.115772    42.949909   108.713446   \n",
              "2628 2024-04-25  75.553376   45.766905  110.277102    42.916287   108.813793   \n",
              "2629 2024-04-26  75.594203   44.029866  110.841406    42.888750   108.912558   \n",
              "\n",
              "      additive_terms  additive_terms_lower  additive_terms_upper    weekly  \\\n",
              "2625        1.814187              1.814187              1.814187  1.059106   \n",
              "2626        2.028192              2.028192              2.028192  1.159251   \n",
              "2627        2.097739              2.097739              2.097739  1.118610   \n",
              "2628        2.294110              2.294110              2.294110  1.211114   \n",
              "2629        2.382178              2.382178              2.382178  1.204296   \n",
              "\n",
              "      weekly_lower  weekly_upper    yearly  yearly_lower  yearly_upper  \\\n",
              "2625      1.059106      1.059106  0.755081      0.755081      0.755081   \n",
              "2626      1.159251      1.159251  0.868940      0.868940      0.868940   \n",
              "2627      1.118610      1.118610  0.979129      0.979129      0.979129   \n",
              "2628      1.211114      1.211114  1.082997      1.082997      1.082997   \n",
              "2629      1.204296      1.204296  1.177882      1.177882      1.177882   \n",
              "\n",
              "      multiplicative_terms  multiplicative_terms_lower  \\\n",
              "2625                   0.0                         0.0   \n",
              "2626                   0.0                         0.0   \n",
              "2627                   0.0                         0.0   \n",
              "2628                   0.0                         0.0   \n",
              "2629                   0.0                         0.0   \n",
              "\n",
              "      multiplicative_terms_upper       yhat  \n",
              "2625                         0.0  77.245082  \n",
              "2626                         0.0  77.499914  \n",
              "2627                         0.0  77.610288  \n",
              "2628                         0.0  77.847486  \n",
              "2629                         0.0  77.976380  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-ddd78154-f5b8-47d7-979f-ade0bb4f91c2\">\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>ds</th>\n",
              "      <th>trend</th>\n",
              "      <th>yhat_lower</th>\n",
              "      <th>yhat_upper</th>\n",
              "      <th>trend_lower</th>\n",
              "      <th>trend_upper</th>\n",
              "      <th>additive_terms</th>\n",
              "      <th>additive_terms_lower</th>\n",
              "      <th>additive_terms_upper</th>\n",
              "      <th>weekly</th>\n",
              "      <th>weekly_lower</th>\n",
              "      <th>weekly_upper</th>\n",
              "      <th>yearly</th>\n",
              "      <th>yearly_lower</th>\n",
              "      <th>yearly_upper</th>\n",
              "      <th>multiplicative_terms</th>\n",
              "      <th>multiplicative_terms_lower</th>\n",
              "      <th>multiplicative_terms_upper</th>\n",
              "      <th>yhat</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2625</th>\n",
              "      <td>2024-04-22</td>\n",
              "      <td>75.430895</td>\n",
              "      <td>42.044343</td>\n",
              "      <td>110.105726</td>\n",
              "      <td>43.017151</td>\n",
              "      <td>108.512752</td>\n",
              "      <td>1.814187</td>\n",
              "      <td>1.814187</td>\n",
              "      <td>1.814187</td>\n",
              "      <td>1.059106</td>\n",
              "      <td>1.059106</td>\n",
              "      <td>1.059106</td>\n",
              "      <td>0.755081</td>\n",
              "      <td>0.755081</td>\n",
              "      <td>0.755081</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>77.245082</td>\n",
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              "    <tr>\n",
              "      <th>2626</th>\n",
              "      <td>2024-04-23</td>\n",
              "      <td>75.471722</td>\n",
              "      <td>45.505475</td>\n",
              "      <td>111.574080</td>\n",
              "      <td>42.983530</td>\n",
              "      <td>108.613099</td>\n",
              "      <td>2.028192</td>\n",
              "      <td>2.028192</td>\n",
              "      <td>2.028192</td>\n",
              "      <td>1.159251</td>\n",
              "      <td>1.159251</td>\n",
              "      <td>1.159251</td>\n",
              "      <td>0.868940</td>\n",
              "      <td>0.868940</td>\n",
              "      <td>0.868940</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>77.499914</td>\n",
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              "    <tr>\n",
              "      <th>2627</th>\n",
              "      <td>2024-04-24</td>\n",
              "      <td>75.512549</td>\n",
              "      <td>43.685500</td>\n",
              "      <td>111.115772</td>\n",
              "      <td>42.949909</td>\n",
              "      <td>108.713446</td>\n",
              "      <td>2.097739</td>\n",
              "      <td>2.097739</td>\n",
              "      <td>2.097739</td>\n",
              "      <td>1.118610</td>\n",
              "      <td>1.118610</td>\n",
              "      <td>1.118610</td>\n",
              "      <td>0.979129</td>\n",
              "      <td>0.979129</td>\n",
              "      <td>0.979129</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>77.610288</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2628</th>\n",
              "      <td>2024-04-25</td>\n",
              "      <td>75.553376</td>\n",
              "      <td>45.766905</td>\n",
              "      <td>110.277102</td>\n",
              "      <td>42.916287</td>\n",
              "      <td>108.813793</td>\n",
              "      <td>2.294110</td>\n",
              "      <td>2.294110</td>\n",
              "      <td>2.294110</td>\n",
              "      <td>1.211114</td>\n",
              "      <td>1.211114</td>\n",
              "      <td>1.211114</td>\n",
              "      <td>1.082997</td>\n",
              "      <td>1.082997</td>\n",
              "      <td>1.082997</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>77.847486</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2629</th>\n",
              "      <td>2024-04-26</td>\n",
              "      <td>75.594203</td>\n",
              "      <td>44.029866</td>\n",
              "      <td>110.841406</td>\n",
              "      <td>42.888750</td>\n",
              "      <td>108.912558</td>\n",
              "      <td>2.382178</td>\n",
              "      <td>2.382178</td>\n",
              "      <td>2.382178</td>\n",
              "      <td>1.204296</td>\n",
              "      <td>1.204296</td>\n",
              "      <td>1.204296</td>\n",
              "      <td>1.177882</td>\n",
              "      <td>1.177882</td>\n",
              "      <td>1.177882</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>77.976380</td>\n",
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              "  </tbody>\n",
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              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-ddd78154-f5b8-47d7-979f-ade0bb4f91c2')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "      border: none;\n",
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              "    .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
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              "      fill: #D2E3FC;\n",
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              "    [theme=dark] .colab-df-convert:hover {\n",
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              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-ddd78154-f5b8-47d7-979f-ade0bb4f91c2 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-ddd78154-f5b8-47d7-979f-ade0bb4f91c2');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 39
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "JFcz6PRP2ZI4",
        "outputId": "cb40bf06-5d2d-476d-c1c3-de4fe94a91fd",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 847
        }
      },
      "source": [
        "n = 365  # set variable for number of days to predict\n",
        "\n",
        "# snapchat\n",
        "snap_forecast = make_forecast('SNAP', n)\n",
        "\n",
        "# only keep the future forecast, and forget most columns\n",
        "snap_forecast = snap_forecast[['ds', 'yhat', 'yhat_lower', 'yhat_upper']].tail(n)\n",
        "\n",
        "snap_forecast"
      ],
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             ds       yhat  yhat_lower  yhat_upper\n",
              "1299 2022-04-28  35.432940   29.161984   41.284056\n",
              "1300 2022-04-29  35.504045   29.028734   41.890123\n",
              "1301 2022-04-30  34.901127   28.824218   41.409875\n",
              "1302 2022-05-01  34.792460   29.075386   40.822115\n",
              "1303 2022-05-02  34.953698   29.068930   40.984755\n",
              "...         ...        ...         ...         ...\n",
              "1659 2023-04-23   5.390944  -13.390127   26.455768\n",
              "1660 2023-04-24   5.578831  -14.636302   26.096954\n",
              "1661 2023-04-25   5.565887  -14.054153   25.731607\n",
              "1662 2023-04-26   5.450104  -13.786645   26.329892\n",
              "1663 2023-04-27   5.355470  -15.266879   25.971339\n",
              "\n",
              "[365 rows x 4 columns]"
            ],
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>ds</th>\n",
              "      <th>yhat</th>\n",
              "      <th>yhat_lower</th>\n",
              "      <th>yhat_upper</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>1299</th>\n",
              "      <td>2022-04-28</td>\n",
              "      <td>35.432940</td>\n",
              "      <td>29.161984</td>\n",
              "      <td>41.284056</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1300</th>\n",
              "      <td>2022-04-29</td>\n",
              "      <td>35.504045</td>\n",
              "      <td>29.028734</td>\n",
              "      <td>41.890123</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1301</th>\n",
              "      <td>2022-04-30</td>\n",
              "      <td>34.901127</td>\n",
              "      <td>28.824218</td>\n",
              "      <td>41.409875</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1302</th>\n",
              "      <td>2022-05-01</td>\n",
              "      <td>34.792460</td>\n",
              "      <td>29.075386</td>\n",
              "      <td>40.822115</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1303</th>\n",
              "      <td>2022-05-02</td>\n",
              "      <td>34.953698</td>\n",
              "      <td>29.068930</td>\n",
              "      <td>40.984755</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
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              "      <td>...</td>\n",
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              "    <tr>\n",
              "      <th>1659</th>\n",
              "      <td>2023-04-23</td>\n",
              "      <td>5.390944</td>\n",
              "      <td>-13.390127</td>\n",
              "      <td>26.455768</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1660</th>\n",
              "      <td>2023-04-24</td>\n",
              "      <td>5.578831</td>\n",
              "      <td>-14.636302</td>\n",
              "      <td>26.096954</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1661</th>\n",
              "      <td>2023-04-25</td>\n",
              "      <td>5.565887</td>\n",
              "      <td>-14.054153</td>\n",
              "      <td>25.731607</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1662</th>\n",
              "      <td>2023-04-26</td>\n",
              "      <td>5.450104</td>\n",
              "      <td>-13.786645</td>\n",
              "      <td>26.329892</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1663</th>\n",
              "      <td>2023-04-27</td>\n",
              "      <td>5.355470</td>\n",
              "      <td>-15.266879</td>\n",
              "      <td>25.971339</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "<p>365 rows × 4 columns</p>\n",
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              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-966da871-911d-4b30-b66b-baeb6e771ff2 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-966da871-911d-4b30-b66b-baeb6e771ff2');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 41
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}