PyRAT_Basic_Plots.ipynb

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    "colab": {
      "name": "PyRAT_Basic_Plots.ipynb",
      "provenance": [],
      "collapsed_sections": [
        "MirsGLryci7C"
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/pyratlib/pyrat/blob/main/PyRAT_Basic_Plots.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "C4lDGvoBhI17"
      },
      "source": [
        "# PyRAT example\n",
        "\n",
        "This notebook has examples of using the library to extract metrics from tracking data. The data is stored on Zenodo (https://zenodo.org/record/5864324).\n",
        "\n",
        "Sections <a name=\"manipulations\"></a>:\n",
        "\n",
        "1.   [Data manipulation](#manipulations)\n",
        "2.   [Graphics and metrics](#graph)\n",
        "\n",
        "\n",
        "For more details: https://github.com/pyratlib/pyrat"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AjXtaVQBbXu3",
        "cellView": "form"
      },
      "source": [
        "#@title Installing PyRAT and downloading data.\n",
        "!pip install pyratlib\n",
        "!pip install wget\n",
        "!pip install unrar\n",
        "!git clone \n",
        "!wget https://zenodo.org/record/5883277/files/PyRAT_dataset.rar?download=1\n",
        "!unrar x \"/content/PyRAT_dataset.rar?download=1\"\n",
        "\n",
        "import pyratlib as rat\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "from scipy import signal\n",
        "from IPython.display import clear_output \n",
        "import os\n",
        "\n",
        "clear_output()"
      ],
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "WnGid_HZpFL7",
        "outputId": "0f05d936-8cb5-41ab-8859-d48de5826567"
      },
      "source": [
        "#@title Load data\n",
        "\n",
        "# Rato 1\n",
        "df1_1 = pd.read_csv('/content/PyRAT_dataset/R1D1.csv')\n",
        "df1_2 = pd.read_csv('/content/PyRAT_dataset/R1D2.csv')\n",
        "df1_3 = pd.read_csv('/content/PyRAT_dataset/R1D3.csv')\n",
        "\n",
        "# Rato 2\n",
        "df2_1 = pd.read_csv('/content/PyRAT_dataset/R2D1.csv')\n",
        "df2_2 = pd.read_csv('/content/PyRAT_dataset/R2D2.csv')\n",
        "df2_3 = pd.read_csv('/content/PyRAT_dataset/R2D3.csv')\n",
        "\n",
        "# Rato 3\n",
        "df3_1 = pd.read_csv('/content/PyRAT_dataset/R3D1.csv')\n",
        "df3_2 = pd.read_csv('/content/PyRAT_dataset/R3D2.csv')\n",
        "df3_3 = pd.read_csv('/content/PyRAT_dataset/R3D3.csv')\n",
        "\n",
        "# Rato 4\n",
        "df4_1 = pd.read_csv('/content/PyRAT_dataset/R4D1.csv')\n",
        "df4_2 = pd.read_csv('/content/PyRAT_dataset/R4D2.csv')\n",
        "df4_3 = pd.read_csv('/content/PyRAT_dataset/R4D3.csv')\n",
        "\n",
        "# Rato 5\n",
        "df5_1 = pd.read_csv('/content/PyRAT_dataset/R5D1.csv')\n",
        "df5_2 = pd.read_csv('/content/PyRAT_dataset/R5D2.csv')\n",
        "df5_3 = pd.read_csv('/content/PyRAT_dataset/R5D3.csv')\n",
        "\n",
        "# Rato 6\n",
        "df6_1 = pd.read_csv('/content/PyRAT_dataset/R6D1.csv')\n",
        "df6_2 = pd.read_csv('/content/PyRAT_dataset/R6D2.csv')\n",
        "df6_3 = pd.read_csv('/content/PyRAT_dataset/R6D3.csv')\n",
        "\n",
        "plx_tracking = pd.read_csv('/content/PyRAT_dataset/PlexonTracking.csv')"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/IPython/core/interactiveshell.py:2718: DtypeWarning: Columns (0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30) have mixed types.Specify dtype option on import or set low_memory=False.\n",
            "  interactivity=interactivity, compiler=compiler, result=result)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MirsGLryci7C"
      },
      "source": [
        "## Input data examples and manipulations <a name=\"manipulations\"></a>"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 270
        },
        "id": "hhTTJtNXTm3G",
        "outputId": "3cd362b7-1700-4688-dced-265b49e03e81"
      },
      "source": [
        "#@title Input data example. This DataFrame is the output of DeepLabCut, without any changes\n",
        "df1_3.head()"
      ],
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>scorer</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.1</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.2</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.3</th>\n",
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              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.5</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.6</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.7</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.8</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.9</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.10</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.11</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.12</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.13</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.14</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.15</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.16</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.17</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.18</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.19</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.20</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.21</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.22</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.23</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.24</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.25</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.26</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.27</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.28</th>\n",
              "      <th>DLC_resnet50_habituacaojan20shuffle1_100000.29</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>bodyparts</td>\n",
              "      <td>nose</td>\n",
              "      <td>nose</td>\n",
              "      <td>nose</td>\n",
              "      <td>earL</td>\n",
              "      <td>earL</td>\n",
              "      <td>earL</td>\n",
              "      <td>earR</td>\n",
              "      <td>earR</td>\n",
              "      <td>earR</td>\n",
              "      <td>cervical</td>\n",
              "      <td>cervical</td>\n",
              "      <td>cervical</td>\n",
              "      <td>thoracic</td>\n",
              "      <td>thoracic</td>\n",
              "      <td>thoracic</td>\n",
              "      <td>lumbar</td>\n",
              "      <td>lumbar</td>\n",
              "      <td>lumbar</td>\n",
              "      <td>tailBase</td>\n",
              "      <td>tailBase</td>\n",
              "      <td>tailBase</td>\n",
              "      <td>tailProximal</td>\n",
              "      <td>tailProximal</td>\n",
              "      <td>tailProximal</td>\n",
              "      <td>tailMiddle</td>\n",
              "      <td>tailMiddle</td>\n",
              "      <td>tailMiddle</td>\n",
              "      <td>tailDistal</td>\n",
              "      <td>tailDistal</td>\n",
              "      <td>tailDistal</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>coords</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "      <td>x</td>\n",
              "      <td>y</td>\n",
              "      <td>likelihood</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0</td>\n",
              "      <td>520.082275390625</td>\n",
              "      <td>231.89541625976562</td>\n",
              "      <td>0.9976109266281128</td>\n",
              "      <td>527.2606811523438</td>\n",
              "      <td>199.12098693847656</td>\n",
              "      <td>0.998888373374939</td>\n",
              "      <td>509.96875</td>\n",
              "      <td>214.42298889160156</td>\n",
              "      <td>0.999413251876831</td>\n",
              "      <td>508.1405029296875</td>\n",
              "      <td>195.73934936523438</td>\n",
              "      <td>0.9991479516029358</td>\n",
              "      <td>473.110107421875</td>\n",
              "      <td>176.05821228027344</td>\n",
              "      <td>0.9980566501617432</td>\n",
              "      <td>432.9101867675781</td>\n",
              "      <td>182.9668731689453</td>\n",
              "      <td>0.9992088079452515</td>\n",
              "      <td>394.87603759765625</td>\n",
              "      <td>193.32440185546875</td>\n",
              "      <td>0.9999485015869141</td>\n",
              "      <td>358.4897155761719</td>\n",
              "      <td>195.3096923828125</td>\n",
              "      <td>0.9990502595901489</td>\n",
              "      <td>317.69873046875</td>\n",
              "      <td>209.49038696289062</td>\n",
              "      <td>0.9993219971656799</td>\n",
              "      <td>325.8614501953125</td>\n",
              "      <td>240.9727783203125</td>\n",
              "      <td>0.9988898038864136</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>1</td>\n",
              "      <td>520.2313232421875</td>\n",
              "      <td>235.34381103515625</td>\n",
              "      <td>0.9987951517105103</td>\n",
              "      <td>528.5005493164062</td>\n",
              "      <td>203.25978088378906</td>\n",
              "      <td>0.9991916418075562</td>\n",
              "      <td>512.4299926757812</td>\n",
              "      <td>219.1097412109375</td>\n",
              "      <td>0.9980045557022095</td>\n",
              "      <td>509.2182922363281</td>\n",
              "      <td>199.8715057373047</td>\n",
              "      <td>0.9991306066513062</td>\n",
              "      <td>475.37921142578125</td>\n",
              "      <td>177.40748596191406</td>\n",
              "      <td>0.9993199110031128</td>\n",
              "      <td>434.4061279296875</td>\n",
              "      <td>181.97052001953125</td>\n",
              "      <td>0.9995826482772827</td>\n",
              "      <td>396.5166320800781</td>\n",
              "      <td>192.15789794921875</td>\n",
              "      <td>0.9999066591262817</td>\n",
              "      <td>361.6300354003906</td>\n",
              "      <td>194.36863708496094</td>\n",
              "      <td>0.9991640448570251</td>\n",
              "      <td>319.1687316894531</td>\n",
              "      <td>208.3808135986328</td>\n",
              "      <td>0.9991459846496582</td>\n",
              "      <td>327.3439025878906</td>\n",
              "      <td>241.08517456054688</td>\n",
              "      <td>0.99857097864151</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2</td>\n",
              "      <td>518.5260009765625</td>\n",
              "      <td>239.5748748779297</td>\n",
              "      <td>0.9987322092056274</td>\n",
              "      <td>528.133056640625</td>\n",
              "      <td>207.1533203125</td>\n",
              "      <td>0.9993166923522949</td>\n",
              "      <td>512.3589477539062</td>\n",
              "      <td>222.4634246826172</td>\n",
              "      <td>0.9982194900512695</td>\n",
              "      <td>509.846435546875</td>\n",
              "      <td>203.17991638183594</td>\n",
              "      <td>0.9983409643173218</td>\n",
              "      <td>477.04168701171875</td>\n",
              "      <td>180.26980590820312</td>\n",
              "      <td>0.9994144439697266</td>\n",
              "      <td>437.5852355957031</td>\n",
              "      <td>180.273193359375</td>\n",
              "      <td>0.9997285008430481</td>\n",
              "      <td>397.6416931152344</td>\n",
              "      <td>189.4890594482422</td>\n",
              "      <td>0.999801754951477</td>\n",
              "      <td>366.6920471191406</td>\n",
              "      <td>192.08078002929688</td>\n",
              "      <td>0.9994860291481018</td>\n",
              "      <td>320.6714782714844</td>\n",
              "      <td>203.71786499023438</td>\n",
              "      <td>0.998073935508728</td>\n",
              "      <td>329.37152099609375</td>\n",
              "      <td>238.58999633789062</td>\n",
              "      <td>0.9976099729537964</td>\n",
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              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "      scorer  ... DLC_resnet50_habituacaojan20shuffle1_100000.29\n",
              "0  bodyparts  ...                                     tailDistal\n",
              "1     coords  ...                                     likelihood\n",
              "2          0  ...                             0.9988898038864136\n",
              "3          1  ...                               0.99857097864151\n",
              "4          2  ...                             0.9976099729537964\n",
              "\n",
              "[5 rows x 31 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "cellView": "form",
        "id": "w932r4wscDVE",
        "outputId": "d1a43b95-a7f1-4320-9305-de9ed7c4c2b3"
      },
      "source": [
        "#@title If you have the bodyparts coordinates from other software (eg., Plexon) and want to use PyRAT, just default to DLC. Just add the necessary rows. \n",
        "plx_tracking.head()"
      ],
      "execution_count": 4,
      "outputs": [
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              "      <td>176.94</td>\n",
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              "            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",
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              "  "
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            "text/plain": [
              "   #  Timestamp  ...  EV1.2  EV1.2_Track_Length_pix\n",
              "0  1   0.033333  ...      0                     0.0\n",
              "1  2   0.066666  ...      0                     0.0\n",
              "2  3   0.099999  ...      0                     0.0\n",
              "3  4   0.133332  ...      0                     0.0\n",
              "4  5   0.166665  ...      0                     0.0\n",
              "\n",
              "[5 rows x 10 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "X-LkBqNdnuTH"
      },
      "source": [
        "First adapt the original data (the \"coords\" column is not required for processing the data itself. It is removed within the PyRAT function, but is needed as a data structure and input for the functions to work well)."
      ]
    },
    {
      "cell_type": "code",
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        "id": "gbw0NKe1d--G",
        "outputId": "01837cce-f000-4e54-f98c-d960bf8ad16c"
      },
      "source": [
        "plx = pd.DataFrame(plx_tracking[['Frame_Number','X_pix','Y_pix']].values, columns=['coords','Bodypart','Bodypart'])\n",
        "plx.head()"
      ],
      "execution_count": 5,
      "outputs": [
        {
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          "data": {
            "text/html": [
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              "                                                     [key], {});\n",
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              "\n",
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              "            '<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",
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              "  "
            ],
            "text/plain": [
              "   coords  Bodypart  Bodypart\n",
              "0     1.0    176.89    380.37\n",
              "1     2.0    176.79    380.18\n",
              "2     3.0    176.79    380.18\n",
              "3     4.0    176.92    379.79\n",
              "4     5.0    176.94    379.54"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
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        },
        "id": "wCJ7RviSmm66",
        "outputId": "a145e48d-f5a2-43e3-97d1-1c34e3290bd8"
      },
      "source": [
        "df_bp = pd.DataFrame([list([-1,'snout','snout']),list([0,'x','y'])], columns=['coords','Bodypart','Bodypart'])\n",
        "df_example = pd.concat([df_bp, plx], ignore_index=True)\n",
        "df_example.head()"
      ],
      "execution_count": 6,
      "outputs": [
        {
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          "data": {
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              "\n",
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              "      <th>0</th>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>3.0</td>\n",
              "      <td>176.79</td>\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      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-1c2985ac-a2a5-45be-8b28-8cbf261f6811 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-1c2985ac-a2a5-45be-8b28-8cbf261f6811');\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",
              "  "
            ],
            "text/plain": [
              "   coords Bodypart Bodypart\n",
              "0    -1.0    snout    snout\n",
              "1     0.0        x        y\n",
              "2     1.0   176.89   380.37\n",
              "3     2.0   176.79   380.18\n",
              "4     3.0   176.79   380.18"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UnYYxtckzK7B"
      },
      "source": [
        "Using in a Function (more examples in the [Graph example](#graph))"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 442
        },
        "id": "2B4uD6OOtj-w",
        "outputId": "7676037c-ab55-4606-bf6a-8c57c63e772c"
      },
      "source": [
        "rat.Trajectory(df_example, bodyPart='snout', fontsize =15)\n",
        "# the points in the coordinates (0,0) are measurement errors from the Plexon tracking system."
      ],
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "K8hXoN_5ZhLx"
      },
      "source": [
        "In case you want to use the functions in loop, the DataFrames must be stored inside a list"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "JjiNBJ6uZh2v"
      },
      "source": [
        "data_day1 = [df1_1,df2_1,df3_1,df4_1,df5_1,df6_1]\n",
        "data_day2 = [df1_2,df2_2,df3_2,df4_2,df5_2,df6_2]\n",
        "data_day3 = [df1_3,df2_3,df3_3,df4_3,df5_3,df6_3]"
      ],
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "e2ZO8ReuZ7Dl"
      },
      "source": [
        "if you want to plot all data at once (for trajectory or heatmap). DataFrames must be concatenated."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ZGb2X7CGaM-O"
      },
      "source": [
        "day_1 = data_day1[0]\n",
        "day_2 = data_day2[0]\n",
        "day_3 = data_day3[0]\n",
        "\n",
        "for i in range(1,len(data_day1)):\n",
        "    day_1 = day_1.append(data_day1[i][2:],ignore_index=True)\n",
        "    day_2 = day_2.append(data_day2[i][2:],ignore_index=True)\n",
        "    day_3 = day_3.append(data_day3[i][2:],ignore_index=True)"
      ],
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "KKOsB0fKahC_",
        "outputId": "ec948957-86fc-4532-d4c5-ed9f77e0bd7f"
      },
      "source": [
        "#@title Size of concatened data and single data\n",
        "len(day_1),len(df1_1)"
      ],
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(217662, 36048)"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vD44Xv9TYI7I"
      },
      "source": [
        "## Graphics and metrics example <a name=\"graph\"></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rNimLGU1h9EH"
      },
      "source": [
        "Trajectory(data, bodyPart, bodyPartBox = None, **kwargs):\n",
        "\n",
        "    Parameters\n",
        "    ----------\n",
        "    data : pandas DataFrame\n",
        "        The input tracking data.\n",
        "    bodyPart : str\n",
        "        Body part you want to plot the tracking.\n",
        "    bodyPartBox : str\n",
        "        The body part you want to use to estimate the limits of the environment, \n",
        "        usually the base of the tail is the most suitable for this determination."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 442
        },
        "id": "VytTXopjrj29",
        "outputId": "8376bab2-f328-47fa-a3ed-cffcd6b4dd2e"
      },
      "source": [
        "rat.Trajectory(df3_1, bodyPart='tailBase', bodyPartBox='tailBase', fontsize =15)\n",
        "# the terms passed in the function in quotes must be the same as in the DataFrame (Input Examples section)"
      ],
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UEoK4Or8h_ci"
      },
      "source": [
        "Heatmap(data, bodyPart, **kwargs):\n",
        "\n",
        "    Parameters\n",
        "    ----------\n",
        "    data : pandas DataFrame\n",
        "        The input tracking data.\n",
        "    bodyPart : str\n",
        "        Body part you want to plot the heatmap.\n",
        "    cmapType : str, optional\n",
        "        matplotlib colormap.\n",
        "    hSize : int, optional\n",
        "        Determine the figure height size (x).\n",
        "    wSize : int, optional\n",
        "        Determine the figure width size (y).\n",
        "    bins : int, optional\n",
        "        Determine the heatmap resolution, the higher the value, the higher the \n",
        "        resolution.\n",
        "    vmax : int, optional\n",
        "        Determine the heatmap scale.\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 438
        },
        "id": "3f6ZOyygQQFA",
        "outputId": "b0e349d6-4d65-4bb9-efba-f1aa4bb37421"
      },
      "source": [
        "rat.Heatmap(df3_1, bodyPart = \"tailBase\", cmapType = 'viridis', \n",
        "            hSize=6, wSize =8, bins = 50, fontsize=15, vmax= 550)\n",
        "# the terms passed in the function in quotes must be the same as in the DataFrame (Input Examples section)"
      ],
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "54f2dDWCrkgK",
        "outputId": "859f50ca-7a5e-436b-d14b-c9531ca7f4dd"
      },
      "source": [
        "#@title Rat distance\n",
        "filter = .3\n",
        "\n",
        "print('Rat - 3')\n",
        "print('Distance:',\"{:.2f}\".format(rat.MotionMetrics(df3_1, \"tailBase\", filter=filter,  fps=30).Distance.sum()/100),'meters')\n",
        "print('Distance:',\"{:.2f}\".format(rat.MotionMetrics(df3_2, \"tailBase\", filter=filter,  fps=30).Distance.sum()/100),'meters')\n",
        "print('Distance:',\"{:.2f}\".format(rat.MotionMetrics(df3_3, \"tailBase\", filter=filter,  fps=30).Distance.sum()/100),'meters')"
      ],
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Rat - 3\n",
            "Distance: 16.47 meters\n",
            "Distance: 14.65 meters\n",
            "Distance: 17.98 meters\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MOIaBS9uiBFf"
      },
      "source": [
        "HeadOrientation(data, step, head =  None, tail = None, **kwargs):\n",
        "\n",
        "    Parameters\n",
        "    ----------\n",
        "    data : pandas DataFrame\n",
        "        The input tracking data.\n",
        "    step : int\n",
        "        Step used in the data, will use a data point for each 'x' steps. The \n",
        "        smaller the step, the greater the amount of arrows and the more difficult \n",
        "        the interpretation.\n",
        "    head : str\n",
        "        Head coordinates to create the arrow. You can use data referring to another\n",
        "        part of the body that you want to have as a reference for the line that will\n",
        "        create the arrow. The angulation will be based on the arrow.\n",
        "    tail : str\n",
        "        Tail coordinates to create the arrow. You can use data referring to another\n",
        "        part of the body that you want to have as a reference for the line that will\n",
        "        create the arrow. The angulation will be based on the arrow.\n",
        "    arrow_color : str, optional\n",
        "        Determines the arrow color."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 438
        },
        "id": "mUxajM5iThmj",
        "outputId": "939662e4-5b2b-4ed9-f22a-f0ce2b5914db"
      },
      "source": [
        "rat.HeadOrientation(df3_1, step = 267, head = \"nose\", tail  = \"tailBase\", arrow_color = 'red')\n",
        "# the terms passed in the function in quotes must be the same as in the DataFrame (Input Examples section)"
      ],
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "P82snugWiDbK"
      },
      "source": [
        "Determining fields positions x and y (in pixels)"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "EvSTIlLPuVcS"
      },
      "source": [
        "area = {'rect1': [1,0  ,0  ,0 ,135,50,50,375],\n",
        "        'rect2': [1,0  ,0  ,0 ,435,50,50,375]}"
      ],
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vQS_Ul7DiNZv"
      },
      "source": [
        "Creating the fields\n",
        "\n",
        "FieldDetermination(Fields=1,plot=False,**kwargs):\n",
        "\n",
        "    Parameters\n",
        "    ----------\n",
        "    posit : dict, optional\n",
        "        A dictionary to pass objects with directions and not need to use input. It\n",
        "        must contain a cache and 8 dice ('objt_type','center_x','center_y', 'radius',\n",
        "        'a_x', 'a_y' , 'height', 'width'), 'obj_type' must be 0 or 1 (0 = circle and \n",
        "        1 = rectangle). An example of this dictionary is in Section examples.\n",
        "    plot : bool, optional\n",
        "        Plot of objects created for ease of use. If you have difficulty in positioning \n",
        "        the areas, this parameter will plot the graph where the areas were positioned. \n",
        "        It needs to receive the DataFrame of the data and the part of the body that will\n",
        "        be used to determine the limits of the environment (usually the tail).\n",
        "    data : pandas DataFrame, optional\n",
        "        The input tracking data.\n",
        "    bodyPartBox : str, optional\n",
        "        The body part you want to use to estimate the limits of the environment, \n",
        "        usually the base of the tail is the most suitable for this determination."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 265
        },
        "id": "W3qzfH5GuRZU",
        "outputId": "8c961937-dfc9-4be3-9db2-a106fc00e8a3"
      },
      "source": [
        "obj = rat.FieldDetermination(posit = area,plot=True,data=df3_1,bodyPartBox='tailBase')\n",
        "rat_code = ['R1D1','R2D1','R3D1','R4D1','R5D1','R6D1']\n",
        "# the terms passed in the function in quotes must be the same as in the DataFrame (Input Examples section)"
      ],
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAD4CAYAAAAXUaZHAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAANbElEQVR4nO3dX4jd5Z3H8fdnjX+6m12jZjaEJDhKAsWLrUpwI/Yiq3RRt1QvbLGUNZRAbrywtNC1u7BLYS/qTdMKi6xsStOltLptF0UK3WxUlr2oMmni32xxWgwmqJnamG4oLWv73Yt5IidxkjOTzMyZefJ+wWF+v+f3zOSZB87b42/OJKkqJEl9+YNRL0CSNP+MuyR1yLhLUoeMuyR1yLhLUodWjHoBAKtXr67x8fFRL0OSlpV9+/b9oqrGZrq2JOI+Pj7OxMTEqJchSctKkkNnuuZtGUnqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nq0JJ4n/u5uuGGG5iammLjxo2jXookzdnk5CRjY2Ps379/3r/2so771NQUJ06cGPUyJOmcLGS/lnXcT75if/bZZ0e7EEk6B1u3bl2wr+09d0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHE/k/FxSJbWw39EXD3yubYglvVfP7CgDh2CqlGv4lTJqFcgzT+fawvCV+6S1CHjLkkdMu6S1CHjLkkdMu6S1CHjLkkdMu6S1CHjLkkdMu6S1CHjLkkdMu6S1CHjLkkdMu6S1CHjLkkdMu6S1CHjLkkdMu6S1KGhcU/yjSRHk7w8MHZlkj1JXmsfr2jjSfJwkskkLya5cSEXL0ma2WxeuX8TuP20sQeBvVW1CdjbzgHuADa1xw7gkflZpiRpLobGvar+C/jlacN3Abvb8W7g7oHxb9W0HwOrkqydr8VKkmbnXO+5r6mqN9vxW8CadrwOeGNg3uE29gFJdiSZSDIxNTV1jsuQJM3kvH+gWlUFzPmfLq+qR6tqc1VtHhsbO99lSJIGnGvc3z55u6V9PNrGjwAbBuatb2OSpEV0rnF/EtjWjrcBTwyM39feNbMFOD5w+0aStEhWDJuQ5DvAVmB1ksPAPwBfAR5Psh04BHyqTf8hcCcwCfwa+OwCrFmSNMTQuFfVp89w6bYZ5hZw//kuSpJ0fvwNVUnqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nqkHGXpA4Zd0nq0NC4J9mQ5JkkryZ5JckDbfzKJHuSvNY+XtHGk+ThJJNJXkxy40J/E5KkU83mlft7wBeq6jpgC3B/kuuAB4G9VbUJ2NvOAe4ANrXHDuCReV+1JOmshsa9qt6sqp+04/8FDgLrgLuA3W3abuDudnwX8K2a9mNgVZK1875ySdIZzemee5Jx4AbgOWBNVb3ZLr0FrGnH64A3Bj7tcBs7/WvtSDKRZGJqamqOy5Yknc2s455kJfB94HNV9avBa1VVQM3lD66qR6tqc1VtHhsbm8unSpKGmFXck1zMdNi/XVU/aMNvn7zd0j4ebeNHgA0Dn76+jUmSFsls3i0TYBdwsKq+OnDpSWBbO94GPDEwfl9718wW4PjA7RtJ0iJYMYs5twB/DbyU5EAb+1vgK8DjSbYDh4BPtWs/BO4EJoFfA5+d1xVLkoYaGveq+m8gZ7h82wzzC7j/PNclSToP/oaqJHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHXIuEtSh4y7JHVoaNyTXJbk+SQvJHklyZfb+DVJnksymeSxJJe08Uvb+WS7Pr6w34Ik6XSzeeX+W+DWqvoIcD1we5ItwEPAzqraCBwDtrf524FjbXxnmydJWkRD417TTrTTi9ujgFuB77Xx3cDd7fiudk67fluSzNuKJUlDzeqee5KLkhwAjgJ7gJ8B71bVe23KYWBdO14HvAHQrh8Hrprha+5IMpFkYmpq6vy+C0nSKWYV96r6XVVdD6wHbgI+fL5/cFU9WlWbq2rz2NjY+X45SdKAOb1bpqreBZ4BbgZWJVnRLq0HjrTjI8AGgHb9cuCdeVmtJGlWZvNumbEkq9rxh4CPAQeZjvw9bdo24Il2/GQ7p11/uqpqPhctSTq7FcOnsBbYneQipv9j8HhVPZXkVeC7Sf4R2A/savN3Af+aZBL4JXDvAqxbknQWQ+NeVS8CN8ww/nOm77+fPv4b4JPzsjpJ0jnxN1QlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUPGXZI6NOu4J7koyf4kT7Xza5I8l2QyyWNJLmnjl7bzyXZ9fGGWLkk6k7m8cn8AODhw/hCws6o2AseA7W18O3Csje9s8yRJi2hWcU+yHvgr4F/aeYBbge+1KbuBu9vxXe2cdv22Nl+StEhm+8r9a8AXgd+386uAd6vqvXZ+GFjXjtcBbwC068fb/FMk2ZFkIsnE1NTUOS5fkjSToXFP8nHgaFXtm88/uKoerarNVbV5bGxsPr+0JF3wVsxizi3AJ5LcCVwG/AnwdWBVkhXt1fl64EibfwTYABxOsgK4HHhn3lcuSTqjoa/cq+pLVbW+qsaBe4Gnq+ozwDPAPW3aNuCJdvxkO6ddf7qqal5XLUk6q/N5n/vfAJ9PMsn0PfVdbXwXcFUb/zzw4PktUZI0V7O5LfO+qnoWeLYd/xy4aYY5vwE+OQ9rkySdI39DVZI6ZNwlqUPGXZI6ZNwlqUPGXZI6ZNwlqUNzeivkBeXqq2Gp/X1nV1896hVI88/n2oIw7mfy+uujXoF0YfC5tiC8LSNJHTLuktQh4y5JHTLuktQh4y5JHTLuktQh4y5JHTLuktQh4y5JHTLuktQh4y5JHTLuktQh4y5JHVrWfyvk5OQkJ06cYOvWraNeiiTN2YEDB1i5cuWCfO1lHfexsbFRL0GSztnKlSsXrGPLOu779+8f9RIkaUnynrskdci4S1KHjLskdci4S1KHjLskdci4S1KHjLskdci4S1KHUlWjXgNJpoBDc/iU1cAvFmg5vXCPhnOPhnOPhhvlHl1dVTP+iuuSiPtcJZmoqs2jXsdS5h4N5x4N5x4Nt1T3yNsyktQh4y5JHVqucX901AtYBtyj4dyj4dyj4ZbkHi3Le+6SpLNbrq/cJUlnYdwlqUNLLu5JvpHkaJKXB8auTLInyWvt4xVtPEkeTjKZ5MUkN45u5YsnyYYkzyR5NckrSR5o4+5Tk+SyJM8neaHt0Zfb+DVJnmt78ViSS9r4pe18sl0fH+X6F1OSi5LsT/JUO3ePBiR5PclLSQ4kmWhjS/65tuTiDnwTuP20sQeBvVW1CdjbzgHuADa1xw7gkUVa46i9B3yhqq4DtgD3J7kO92nQb4Fbq+ojwPXA7Um2AA8BO6tqI3AM2N7mbweOtfGdbd6F4gHg4MC5e/RBf1FV1w+8n33pP9eqask9gHHg5YHznwJr2/Fa4Kft+J+BT88070J6AE8AH3Ofzrg/fwj8BPhzpn+TcEUbvxn4UTv+EXBzO17R5mXUa1+EvVnPdJxuBZ4C4h59YI9eB1afNrbkn2tL8ZX7TNZU1Zvt+C1gTTteB7wxMO9wG7tgtP81vgF4DvfpFO12wwHgKLAH+BnwblW916YM7sP7e9SuHweuWtwVj8TXgC8Cv2/nV+Eena6A/0iyL8mONrbkn2vL7h/IrqpK4vs3gSQrge8Dn6uqXyV5/5r7BFX1O+D6JKuAfwc+POIlLSlJPg4crap9SbaOej1L2Eer6kiSPwX2JPmfwYtL9bm2XF65v51kLUD7eLSNHwE2DMxb38a6l+RipsP+7ar6QRt2n2ZQVe8CzzB9i2FVkpMvagb34f09atcvB95Z5KUutluATyR5Hfgu07dmvo57dIqqOtI+HmX6RcJNLIPn2nKJ+5PAtna8jel7zCfH72s/od4CHB/4X6VuZfol+i7gYFV9deCS+9QkGWuv2EnyIaZ/JnGQ6cjf06advkcn9+4e4OlqN017VVVfqqr1VTUO3Mv09/wZ3KP3JfmjJH988hj4S+BllsNzbdQ/rJjhhxffAd4E/o/p+1Xbmb6vtxd4DfhP4Mo2N8A/MX0v9SVg86jXv0h79FGm7wO+CBxojzvdp1P26M+A/W2PXgb+vo1fCzwPTAL/Blzaxi9r55Pt+rWj/h4Web+2Ak+5Rx/Yl2uBF9rjFeDv2viSf6751w9IUoeWy20ZSdIcGHdJ6pBxl6QOGXdJ6pBxl6QOGXdJ6pBxl6QO/T+/M75WcSqikAAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rhMvzmT6iWAV"
      },
      "source": [
        "Calculating the animal interaction with each field created.\n",
        "\n",
        "PlotInteraction(interactions, **kwargs)\n",
        "\n",
        "    Parameters\n",
        "    ----------\n",
        "    data : pandas DataFrame\n",
        "        The input tracking data.\n",
        "    bodyPart : str\n",
        "        Body part you want use as reference.\n",
        "    fields : pandas DataFrame\n",
        "        The DataFrame with the coordinates of the created fields (output of FieldDetermination())."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "r9nqRAofMmGJ",
        "outputId": "a79b2ea9-0c2b-4105-a22f-d1ae1774f30f"
      },
      "source": [
        "interactions,_ = rat.Interaction(df3_1,'nose',obj)\n",
        "interactions.T\n",
        "# the terms passed in the function in quotes must be the same as in the DataFrame (Input Examples section)"
      ],
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-3b64507c-261a-4b7a-8f8d-59d209640a69\">\n",
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              "      <th>13</th>\n",
              "      <th>14</th>\n",
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              "      <th>16</th>\n",
              "      <th>17</th>\n",
              "      <th>18</th>\n",
              "      <th>19</th>\n",
              "      <th>20</th>\n",
              "      <th>21</th>\n",
              "      <th>22</th>\n",
              "      <th>23</th>\n",
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              "      <th>25</th>\n",
              "      <th>26</th>\n",
              "      <th>27</th>\n",
              "      <th>28</th>\n",
              "      <th>29</th>\n",
              "      <th>30</th>\n",
              "      <th>31</th>\n",
              "      <th>32</th>\n",
              "      <th>33</th>\n",
              "      <th>34</th>\n",
              "      <th>35</th>\n",
              "      <th>36</th>\n",
              "      <th>37</th>\n",
              "      <th>38</th>\n",
              "      <th>39</th>\n",
              "      <th>...</th>\n",
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              "      <th>480</th>\n",
              "      <th>481</th>\n",
              "      <th>482</th>\n",
              "      <th>483</th>\n",
              "      <th>484</th>\n",
              "      <th>485</th>\n",
              "      <th>486</th>\n",
              "      <th>487</th>\n",
              "      <th>488</th>\n",
              "      <th>489</th>\n",
              "      <th>490</th>\n",
              "      <th>491</th>\n",
              "      <th>492</th>\n",
              "      <th>493</th>\n",
              "      <th>494</th>\n",
              "      <th>495</th>\n",
              "      <th>496</th>\n",
              "      <th>497</th>\n",
              "      <th>498</th>\n",
              "      <th>499</th>\n",
              "      <th>500</th>\n",
              "      <th>501</th>\n",
              "      <th>502</th>\n",
              "      <th>503</th>\n",
              "      <th>504</th>\n",
              "      <th>505</th>\n",
              "      <th>506</th>\n",
              "      <th>507</th>\n",
              "      <th>508</th>\n",
              "      <th>509</th>\n",
              "      <th>510</th>\n",
              "      <th>511</th>\n",
              "      <th>512</th>\n",
              "      <th>513</th>\n",
              "      <th>514</th>\n",
              "      <th>515</th>\n",
              "      <th>516</th>\n",
              "      <th>517</th>\n",
              "      <th>518</th>\n",
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              "      <td>0</td>\n",
              "      <td>0.133333</td>\n",
              "      <td>0.433333</td>\n",
              "      <td>7.8</td>\n",
              "      <td>8.4</td>\n",
              "      <td>10.3</td>\n",
              "      <td>10.6333</td>\n",
              "      <td>11.5333</td>\n",
              "      <td>11.9333</td>\n",
              "      <td>15.1</td>\n",
              "      <td>15.5333</td>\n",
              "      <td>19.5333</td>\n",
              "      <td>19.7667</td>\n",
              "      <td>20.2</td>\n",
              "      <td>20.4667</td>\n",
              "      <td>20.7</td>\n",
              "      <td>21.1</td>\n",
              "      <td>25.5667</td>\n",
              "      <td>25.6</td>\n",
              "      <td>25.7667</td>\n",
              "      <td>25.8</td>\n",
              "      <td>30.9667</td>\n",
              "      <td>31.2333</td>\n",
              "      <td>31.4667</td>\n",
              "      <td>31.7333</td>\n",
              "      <td>34.9</td>\n",
              "      <td>35.2333</td>\n",
              "      <td>37.4667</td>\n",
              "      <td>37.8333</td>\n",
              "      <td>38.1</td>\n",
              "      <td>38.3</td>\n",
              "      <td>38.7</td>\n",
              "      <td>39.0667</td>\n",
              "      <td>39.9333</td>\n",
              "      <td>40.2333</td>\n",
              "      <td>45.5</td>\n",
              "      <td>45.9</td>\n",
              "      <td>53.7</td>\n",
              "      <td>54.2333</td>\n",
              "      <td>64.2333</td>\n",
              "      <td>...</td>\n",
              "      <td>1025.53</td>\n",
              "      <td>1025.7</td>\n",
              "      <td>1027.13</td>\n",
              "      <td>1027.77</td>\n",
              "      <td>1028.17</td>\n",
              "      <td>1028.87</td>\n",
              "      <td>1036.97</td>\n",
              "      <td>1037.07</td>\n",
              "      <td>1053.93</td>\n",
              "      <td>1054.2</td>\n",
              "      <td>1058.3</td>\n",
              "      <td>1058.67</td>\n",
              "      <td>1062.63</td>\n",
              "      <td>1062.8</td>\n",
              "      <td>1066.9</td>\n",
              "      <td>1067</td>\n",
              "      <td>1070.53</td>\n",
              "      <td>1071.07</td>\n",
              "      <td>1077.23</td>\n",
              "      <td>1077.7</td>\n",
              "      <td>1080.3</td>\n",
              "      <td>1080.33</td>\n",
              "      <td>1080.6</td>\n",
              "      <td>1082.53</td>\n",
              "      <td>1098.13</td>\n",
              "      <td>1098.37</td>\n",
              "      <td>1103.97</td>\n",
              "      <td>1104.83</td>\n",
              "      <td>1105.9</td>\n",
              "      <td>1113.2</td>\n",
              "      <td>1113.4</td>\n",
              "      <td>1113.47</td>\n",
              "      <td>1113.83</td>\n",
              "      <td>1124.93</td>\n",
              "      <td>1126.63</td>\n",
              "      <td>1126.73</td>\n",
              "      <td>1140.7</td>\n",
              "      <td>1141.27</td>\n",
              "      <td>1166.63</td>\n",
              "      <td>1166.87</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>end</th>\n",
              "      <td>0.133333</td>\n",
              "      <td>0.433333</td>\n",
              "      <td>7.8</td>\n",
              "      <td>8.4</td>\n",
              "      <td>10.3</td>\n",
              "      <td>10.6333</td>\n",
              "      <td>11.5333</td>\n",
              "      <td>11.9333</td>\n",
              "      <td>15.1</td>\n",
              "      <td>15.5333</td>\n",
              "      <td>19.5333</td>\n",
              "      <td>19.7667</td>\n",
              "      <td>20.2</td>\n",
              "      <td>20.4667</td>\n",
              "      <td>20.7</td>\n",
              "      <td>21.1</td>\n",
              "      <td>25.5667</td>\n",
              "      <td>25.6</td>\n",
              "      <td>25.7667</td>\n",
              "      <td>25.8</td>\n",
              "      <td>30.9667</td>\n",
              "      <td>31.2333</td>\n",
              "      <td>31.4667</td>\n",
              "      <td>31.7333</td>\n",
              "      <td>34.9</td>\n",
              "      <td>35.2333</td>\n",
              "      <td>37.4667</td>\n",
              "      <td>37.8333</td>\n",
              "      <td>38.1</td>\n",
              "      <td>38.3</td>\n",
              "      <td>38.7</td>\n",
              "      <td>39.0667</td>\n",
              "      <td>39.9333</td>\n",
              "      <td>40.2333</td>\n",
              "      <td>45.5</td>\n",
              "      <td>45.9</td>\n",
              "      <td>53.7</td>\n",
              "      <td>54.2333</td>\n",
              "      <td>64.2333</td>\n",
              "      <td>64.8</td>\n",
              "      <td>...</td>\n",
              "      <td>1025.7</td>\n",
              "      <td>1027.13</td>\n",
              "      <td>1027.77</td>\n",
              "      <td>1028.17</td>\n",
              "      <td>1028.87</td>\n",
              "      <td>1036.97</td>\n",
              "      <td>1037.07</td>\n",
              "      <td>1053.93</td>\n",
              "      <td>1054.2</td>\n",
              "      <td>1058.3</td>\n",
              "      <td>1058.67</td>\n",
              "      <td>1062.63</td>\n",
              "      <td>1062.8</td>\n",
              "      <td>1066.9</td>\n",
              "      <td>1067</td>\n",
              "      <td>1070.53</td>\n",
              "      <td>1071.07</td>\n",
              "      <td>1077.23</td>\n",
              "      <td>1077.7</td>\n",
              "      <td>1080.3</td>\n",
              "      <td>1080.33</td>\n",
              "      <td>1080.6</td>\n",
              "      <td>1082.53</td>\n",
              "      <td>1098.13</td>\n",
              "      <td>1098.37</td>\n",
              "      <td>1103.97</td>\n",
              "      <td>1104.83</td>\n",
              "      <td>1105.9</td>\n",
              "      <td>1113.2</td>\n",
              "      <td>1113.4</td>\n",
              "      <td>1113.47</td>\n",
              "      <td>1113.83</td>\n",
              "      <td>1124.93</td>\n",
              "      <td>1126.63</td>\n",
              "      <td>1126.73</td>\n",
              "      <td>1140.7</td>\n",
              "      <td>1141.27</td>\n",
              "      <td>1166.63</td>\n",
              "      <td>1166.87</td>\n",
              "      <td>1204.3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>obj</th>\n",
              "      <td>0</td>\n",
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              "      <td>1</td>\n",
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              "      <td>1</td>\n",
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              "      <td>2</td>\n",
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              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>...</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "      <td>2</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>3 rows × 519 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-3b64507c-261a-4b7a-8f8d-59d209640a69')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\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",
              "      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",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-3b64507c-261a-4b7a-8f8d-59d209640a69 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-3b64507c-261a-4b7a-8f8d-59d209640a69');\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",
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              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "            0         1         2    3    ...      515      516      517      518\n",
              "start         0  0.133333  0.433333  7.8  ...   1140.7  1141.27  1166.63  1166.87\n",
              "end    0.133333  0.433333       7.8  8.4  ...  1141.27  1166.63  1166.87   1204.3\n",
              "obj           0         2         0    2  ...        2        0        2        0\n",
              "\n",
              "[3 rows x 519 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "tse1AN_DiaKf"
      },
      "source": [
        "Interactions plot\n",
        "\n",
        "PlotInteraction(interactions, **kwargs):\n",
        "```\n",
        "Parameters\n",
        "----------\n",
        "  interactions : pandas DataFrame\n",
        "      The DataFrame with the interactions of the fields (output of Interaction()). \n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 179
        },
        "id": "NrjFXxrmO-AA",
        "outputId": "8a42d6c5-84a9-42fd-9a37-02ae76aa32fd"
      },
      "source": [
        "rat.PlotInteraction(interactions)"
      ],
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 576x144 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "I2rDnJNjic1j"
      },
      "source": [
        "Metrics os each animal using Reports\n",
        "\n",
        "Reports(df_list,list_name,bodypart,fields=None,filter=0.3,fps=30):\n",
        "\n",
        "```\n",
        "Parameters\n",
        "----------\n",
        "    df_list : list\n",
        "        List with all DataFrames.\n",
        "    list_name : list\n",
        "        List with names of each data.\n",
        "    bodypart : str\n",
        "        Body part you want use as reference.\n",
        "    fields : pandas DataFrame\n",
        "        The DataFrame with the coordinates of the created fields (output of FieldDetermination()).   \n",
        "    filter : float\n",
        "        Threshold to remove motion artifacts. Adjust according to the tracking \n",
        "        quality and speed of what is moving.\n",
        "    fps : int\n",
        "        The recording frames per second.\n",
        "```"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "9JzXQcoTsCmF",
        "outputId": "5820ed1e-1209-4b9c-ad30-871187466830"
      },
      "source": [
        "df_report = rat.Reports(data_day1,list_name = rat_code,bodypart='nose',fields=obj)\n",
        "df_report"
      ],
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>file</th>\n",
              "      <th>video time (min)</th>\n",
              "      <th>dist (cm)</th>\n",
              "      <th>speed (cm/s)</th>\n",
              "      <th>field_1</th>\n",
              "      <th>time_field_1</th>\n",
              "      <th>field_2</th>\n",
              "      <th>time_field_2</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>R1D1</td>\n",
              "      <td>20.025000</td>\n",
              "      <td>2518.335994</td>\n",
              "      <td>2.095993</td>\n",
              "      <td>62.0</td>\n",
              "      <td>41.100000</td>\n",
              "      <td>197.0</td>\n",
              "      <td>126.866667</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>R2D1</td>\n",
              "      <td>20.741111</td>\n",
              "      <td>2629.041241</td>\n",
              "      <td>2.112585</td>\n",
              "      <td>97.0</td>\n",
              "      <td>74.100000</td>\n",
              "      <td>170.0</td>\n",
              "      <td>109.033333</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>R3D1</td>\n",
              "      <td>20.071667</td>\n",
              "      <td>2334.205607</td>\n",
              "      <td>1.938226</td>\n",
              "      <td>65.0</td>\n",
              "      <td>33.666667</td>\n",
              "      <td>194.0</td>\n",
              "      <td>253.066667</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>R4D1</td>\n",
              "      <td>20.020556</td>\n",
              "      <td>2449.761944</td>\n",
              "      <td>2.039372</td>\n",
              "      <td>94.0</td>\n",
              "      <td>44.433333</td>\n",
              "      <td>180.0</td>\n",
              "      <td>214.600000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>R5D1</td>\n",
              "      <td>20.021111</td>\n",
              "      <td>2015.411763</td>\n",
              "      <td>1.677739</td>\n",
              "      <td>49.0</td>\n",
              "      <td>21.933333</td>\n",
              "      <td>303.0</td>\n",
              "      <td>263.500000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>R6D1</td>\n",
              "      <td>20.039444</td>\n",
              "      <td>1699.114416</td>\n",
              "      <td>1.413142</td>\n",
              "      <td>17.0</td>\n",
              "      <td>10.933333</td>\n",
              "      <td>76.0</td>\n",
              "      <td>187.233333</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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              "  "
            ],
            "text/plain": [
              "   file  video time (min)    dist (cm)  ...  time_field_1  field_2  time_field_2\n",
              "0  R1D1         20.025000  2518.335994  ...     41.100000    197.0    126.866667\n",
              "1  R2D1         20.741111  2629.041241  ...     74.100000    170.0    109.033333\n",
              "2  R3D1         20.071667  2334.205607  ...     33.666667    194.0    253.066667\n",
              "3  R4D1         20.020556  2449.761944  ...     44.433333    180.0    214.600000\n",
              "4  R5D1         20.021111  2015.411763  ...     21.933333    303.0    263.500000\n",
              "5  R6D1         20.039444  1699.114416  ...     10.933333     76.0    187.233333\n",
              "\n",
              "[6 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "cellView": "form",
        "id": "1VK9Y-ymOlt3",
        "outputId": "d7bdfa73-92ea-47ce-babe-a472b2161274"
      },
      "source": [
        "#@title Plot example\n",
        "fig, axs = plt.subplots( 2, 2,figsize=(15,15))\n",
        "fig.tight_layout(pad = 10)\n",
        "\n",
        "fig.suptitle('Graphics example', fontsize = 20)\n",
        "rat.Trajectory(df3_1, bodyPart='tailBase', bodyPartBox='tailBase', fontsize =15, fig=fig, ax = axs[0][0], figureTitle = 'Trajectory')\n",
        "rat.Heatmap(df3_1, \"tailBase\", cmapType = 'viridis', figureTitle = 'Heatmap', hSize=6, wSize =8, bins = 50, fontsize=15, vmax= 550,fig=fig, ax=axs[0][1])\n",
        "rat.HeadOrientation(df3_1, 267, \"nose\", \"tailBase\", arrow_color = 'red', invertY = False,figureTitle = 'Head orientation', fig=fig, ax=axs[1][0])\n",
        "rat.PlotInteraction(interactions, fig=fig, ax =axs[1][1],figureTitle = 'Interactions')"
      ],
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x1080 with 6 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}