Aula3AnaliseDadosFarmaceuticos.ipynb

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  "metadata": {
    "colab": {
      "name": "Aula3AnaliseDadosFarmaceuticos.ipynb",
      "provenance": [],
      "authorship_tag": "ABX9TyNXLlyINFrXFJsRGwXJm39v",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/Gabrielvinicius27/DadosFarmaceuticosNotebooks/blob/master/Aula3AnaliseDadosFarmaceuticos.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 244
        },
        "id": "u_gBTJuyHmKm",
        "outputId": "93ce507b-6de2-453d-ee73-b8eb50b3b768"
      },
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "\n",
        "url_dados = 'https://github.com/alura-cursos/imersaodados3/blob/main/dados/dados_experimentos.zip?raw=true'\n",
        "dados = pd.read_csv(url_dados, compression = 'zip')\n",
        "dados.columns = dados.columns.str.replace('-','')\n",
        "dados.head()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>id</th>\n",
              "      <th>tratamento</th>\n",
              "      <th>tempo</th>\n",
              "      <th>dose</th>\n",
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              "      <th>0</th>\n",
              "      <td>id_000644bb2</td>\n",
              "      <td>com_droga</td>\n",
              "      <td>24</td>\n",
              "      <td>D1</td>\n",
              "      <td>b68db1d53</td>\n",
              "      <td>1.0620</td>\n",
              "      <td>0.5577</td>\n",
              "      <td>-0.2479</td>\n",
              "      <td>-0.6208</td>\n",
              "      <td>-0.1944</td>\n",
              "      <td>-1.0120</td>\n",
              "      <td>-1.0220</td>\n",
              "      <td>-0.0326</td>\n",
              "      <td>0.5548</td>\n",
              "      <td>-0.0921</td>\n",
              "      <td>1.1830</td>\n",
              "      <td>0.1530</td>\n",
              "      <td>0.5574</td>\n",
              "      <td>-0.4015</td>\n",
              "      <td>0.1789</td>\n",
              "      <td>-0.6528</td>\n",
              "      <td>-0.7969</td>\n",
              "      <td>0.6342</td>\n",
              "      <td>0.1778</td>\n",
              "      <td>-0.3694</td>\n",
              "      <td>-0.5688</td>\n",
              "      <td>-1.1360</td>\n",
              "      <td>-1.1880</td>\n",
              "      <td>0.6940</td>\n",
              "      <td>0.4393</td>\n",
              "      <td>0.2664</td>\n",
              "      <td>0.1907</td>\n",
              "      <td>0.1628</td>\n",
              "      <td>-0.2853</td>\n",
              "      <td>0.5819</td>\n",
              "      <td>0.2934</td>\n",
              "      <td>-0.5584</td>\n",
              "      <td>-0.0916</td>\n",
              "      <td>-0.3010</td>\n",
              "      <td>-0.1537</td>\n",
              "      <td>...</td>\n",
              "      <td>0.4805</td>\n",
              "      <td>0.4965</td>\n",
              "      <td>0.3680</td>\n",
              "      <td>0.8427</td>\n",
              "      <td>0.1042</td>\n",
              "      <td>0.1403</td>\n",
              "      <td>0.1758</td>\n",
              "      <td>1.2570</td>\n",
              "      <td>-0.5979</td>\n",
              "      <td>1.2250</td>\n",
              "      <td>-0.0553</td>\n",
              "      <td>0.7351</td>\n",
              "      <td>0.5810</td>\n",
              "      <td>0.9590</td>\n",
              "      <td>0.2427</td>\n",
              "      <td>0.0495</td>\n",
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              "      <td>0.8432</td>\n",
              "      <td>0.6162</td>\n",
              "      <td>-0.7318</td>\n",
              "      <td>1.2120</td>\n",
              "      <td>0.6362</td>\n",
              "      <td>-0.4427</td>\n",
              "      <td>0.1288</td>\n",
              "      <td>1.4840</td>\n",
              "      <td>0.1799</td>\n",
              "      <td>0.5367</td>\n",
              "      <td>-0.1111</td>\n",
              "      <td>-1.0120</td>\n",
              "      <td>0.6685</td>\n",
              "      <td>0.2862</td>\n",
              "      <td>0.2584</td>\n",
              "      <td>0.8076</td>\n",
              "      <td>0.5523</td>\n",
              "      <td>-0.1912</td>\n",
              "      <td>0.6584</td>\n",
              "      <td>-0.3981</td>\n",
              "      <td>0.2139</td>\n",
              "      <td>0.3801</td>\n",
              "      <td>0.4176</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>id_000779bfc</td>\n",
              "      <td>com_droga</td>\n",
              "      <td>72</td>\n",
              "      <td>D1</td>\n",
              "      <td>df89a8e5a</td>\n",
              "      <td>0.0743</td>\n",
              "      <td>0.4087</td>\n",
              "      <td>0.2991</td>\n",
              "      <td>0.0604</td>\n",
              "      <td>1.0190</td>\n",
              "      <td>0.5207</td>\n",
              "      <td>0.2341</td>\n",
              "      <td>0.3372</td>\n",
              "      <td>-0.4047</td>\n",
              "      <td>0.8507</td>\n",
              "      <td>-1.1520</td>\n",
              "      <td>-0.4201</td>\n",
              "      <td>-0.0958</td>\n",
              "      <td>0.4590</td>\n",
              "      <td>0.0803</td>\n",
              "      <td>0.2250</td>\n",
              "      <td>0.5293</td>\n",
              "      <td>0.2839</td>\n",
              "      <td>-0.3494</td>\n",
              "      <td>0.2883</td>\n",
              "      <td>0.9449</td>\n",
              "      <td>-0.1646</td>\n",
              "      <td>-0.2657</td>\n",
              "      <td>-0.3372</td>\n",
              "      <td>0.3135</td>\n",
              "      <td>-0.4316</td>\n",
              "      <td>0.4773</td>\n",
              "      <td>0.2075</td>\n",
              "      <td>-0.4216</td>\n",
              "      <td>-0.1161</td>\n",
              "      <td>-0.0499</td>\n",
              "      <td>-0.2627</td>\n",
              "      <td>0.9959</td>\n",
              "      <td>-0.2483</td>\n",
              "      <td>0.2655</td>\n",
              "      <td>...</td>\n",
              "      <td>0.4083</td>\n",
              "      <td>0.0319</td>\n",
              "      <td>0.3905</td>\n",
              "      <td>0.7099</td>\n",
              "      <td>0.2912</td>\n",
              "      <td>0.4151</td>\n",
              "      <td>-0.2840</td>\n",
              "      <td>-0.3104</td>\n",
              "      <td>-0.6373</td>\n",
              "      <td>0.2887</td>\n",
              "      <td>-0.0765</td>\n",
              "      <td>0.2539</td>\n",
              "      <td>0.4443</td>\n",
              "      <td>0.5932</td>\n",
              "      <td>0.2031</td>\n",
              "      <td>0.7639</td>\n",
              "      <td>0.5499</td>\n",
              "      <td>-0.3322</td>\n",
              "      <td>-0.0977</td>\n",
              "      <td>0.4329</td>\n",
              "      <td>-0.2782</td>\n",
              "      <td>0.7827</td>\n",
              "      <td>0.5934</td>\n",
              "      <td>0.3402</td>\n",
              "      <td>0.1499</td>\n",
              "      <td>0.4420</td>\n",
              "      <td>0.9366</td>\n",
              "      <td>0.8193</td>\n",
              "      <td>-0.4236</td>\n",
              "      <td>0.3192</td>\n",
              "      <td>-0.4265</td>\n",
              "      <td>0.7543</td>\n",
              "      <td>0.4708</td>\n",
              "      <td>0.0230</td>\n",
              "      <td>0.2957</td>\n",
              "      <td>0.4899</td>\n",
              "      <td>0.1522</td>\n",
              "      <td>0.1241</td>\n",
              "      <td>0.6077</td>\n",
              "      <td>0.7371</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>id_000a6266a</td>\n",
              "      <td>com_droga</td>\n",
              "      <td>48</td>\n",
              "      <td>D1</td>\n",
              "      <td>18bb41b2c</td>\n",
              "      <td>0.6280</td>\n",
              "      <td>0.5817</td>\n",
              "      <td>1.5540</td>\n",
              "      <td>-0.0764</td>\n",
              "      <td>-0.0323</td>\n",
              "      <td>1.2390</td>\n",
              "      <td>0.1715</td>\n",
              "      <td>0.2155</td>\n",
              "      <td>0.0065</td>\n",
              "      <td>1.2300</td>\n",
              "      <td>-0.4797</td>\n",
              "      <td>-0.5631</td>\n",
              "      <td>-0.0366</td>\n",
              "      <td>-1.8300</td>\n",
              "      <td>0.6057</td>\n",
              "      <td>-0.3278</td>\n",
              "      <td>0.6042</td>\n",
              "      <td>-0.3075</td>\n",
              "      <td>-0.1147</td>\n",
              "      <td>-0.0570</td>\n",
              "      <td>-0.0799</td>\n",
              "      <td>-0.8181</td>\n",
              "      <td>-1.5320</td>\n",
              "      <td>0.2307</td>\n",
              "      <td>0.4901</td>\n",
              "      <td>0.4780</td>\n",
              "      <td>-1.3970</td>\n",
              "      <td>4.6240</td>\n",
              "      <td>-0.0437</td>\n",
              "      <td>1.2870</td>\n",
              "      <td>-1.8530</td>\n",
              "      <td>0.6069</td>\n",
              "      <td>0.4290</td>\n",
              "      <td>0.1783</td>\n",
              "      <td>0.0018</td>\n",
              "      <td>...</td>\n",
              "      <td>-0.5477</td>\n",
              "      <td>-0.7576</td>\n",
              "      <td>-0.0444</td>\n",
              "      <td>0.1894</td>\n",
              "      <td>-0.0014</td>\n",
              "      <td>-2.3640</td>\n",
              "      <td>-0.4682</td>\n",
              "      <td>0.1210</td>\n",
              "      <td>-0.5177</td>\n",
              "      <td>-0.0604</td>\n",
              "      <td>0.1682</td>\n",
              "      <td>-0.4436</td>\n",
              "      <td>0.4963</td>\n",
              "      <td>0.1363</td>\n",
              "      <td>0.3335</td>\n",
              "      <td>0.9760</td>\n",
              "      <td>-0.0427</td>\n",
              "      <td>-0.1235</td>\n",
              "      <td>0.0959</td>\n",
              "      <td>0.0690</td>\n",
              "      <td>-0.9416</td>\n",
              "      <td>-0.7548</td>\n",
              "      <td>-0.1109</td>\n",
              "      <td>-0.6272</td>\n",
              "      <td>0.3019</td>\n",
              "      <td>0.1172</td>\n",
              "      <td>0.1093</td>\n",
              "      <td>-0.3113</td>\n",
              "      <td>0.3019</td>\n",
              "      <td>-0.0873</td>\n",
              "      <td>-0.7250</td>\n",
              "      <td>-0.6297</td>\n",
              "      <td>0.6103</td>\n",
              "      <td>0.0223</td>\n",
              "      <td>-1.3240</td>\n",
              "      <td>-0.3174</td>\n",
              "      <td>-0.6417</td>\n",
              "      <td>-0.2187</td>\n",
              "      <td>-1.4080</td>\n",
              "      <td>0.6931</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>id_0015fd391</td>\n",
              "      <td>com_droga</td>\n",
              "      <td>48</td>\n",
              "      <td>D1</td>\n",
              "      <td>8c7f86626</td>\n",
              "      <td>-0.5138</td>\n",
              "      <td>-0.2491</td>\n",
              "      <td>-0.2656</td>\n",
              "      <td>0.5288</td>\n",
              "      <td>4.0620</td>\n",
              "      <td>-0.8095</td>\n",
              "      <td>-1.9590</td>\n",
              "      <td>0.1792</td>\n",
              "      <td>-0.1321</td>\n",
              "      <td>-1.0600</td>\n",
              "      <td>-0.8269</td>\n",
              "      <td>-0.3584</td>\n",
              "      <td>-0.8511</td>\n",
              "      <td>-0.5844</td>\n",
              "      <td>-2.5690</td>\n",
              "      <td>0.8183</td>\n",
              "      <td>-0.0532</td>\n",
              "      <td>-0.8554</td>\n",
              "      <td>0.1160</td>\n",
              "      <td>-2.3520</td>\n",
              "      <td>2.1200</td>\n",
              "      <td>-1.1580</td>\n",
              "      <td>-0.7191</td>\n",
              "      <td>-0.8004</td>\n",
              "      <td>-1.4670</td>\n",
              "      <td>-0.0107</td>\n",
              "      <td>-0.8995</td>\n",
              "      <td>0.2406</td>\n",
              "      <td>-0.2479</td>\n",
              "      <td>-1.0890</td>\n",
              "      <td>-0.7575</td>\n",
              "      <td>0.0881</td>\n",
              "      <td>-2.7370</td>\n",
              "      <td>0.8745</td>\n",
              "      <td>0.5787</td>\n",
              "      <td>...</td>\n",
              "      <td>-2.1220</td>\n",
              "      <td>-0.3752</td>\n",
              "      <td>-2.3820</td>\n",
              "      <td>-3.7350</td>\n",
              "      <td>-2.9740</td>\n",
              "      <td>-1.4930</td>\n",
              "      <td>-1.6600</td>\n",
              "      <td>-3.1660</td>\n",
              "      <td>0.2816</td>\n",
              "      <td>-0.2990</td>\n",
              "      <td>-1.1870</td>\n",
              "      <td>-0.5044</td>\n",
              "      <td>-1.7750</td>\n",
              "      <td>-1.6120</td>\n",
              "      <td>-0.9215</td>\n",
              "      <td>-1.0810</td>\n",
              "      <td>-3.0520</td>\n",
              "      <td>-3.4470</td>\n",
              "      <td>-2.7740</td>\n",
              "      <td>-1.8460</td>\n",
              "      <td>-0.5568</td>\n",
              "      <td>-3.3960</td>\n",
              "      <td>-2.9510</td>\n",
              "      <td>-1.1550</td>\n",
              "      <td>-3.2620</td>\n",
              "      <td>-1.5390</td>\n",
              "      <td>-2.4600</td>\n",
              "      <td>-0.9417</td>\n",
              "      <td>-1.5550</td>\n",
              "      <td>0.2431</td>\n",
              "      <td>-2.0990</td>\n",
              "      <td>-0.6441</td>\n",
              "      <td>-5.6300</td>\n",
              "      <td>-1.3780</td>\n",
              "      <td>-0.8632</td>\n",
              "      <td>-1.2880</td>\n",
              "      <td>-1.6210</td>\n",
              "      <td>-0.8784</td>\n",
              "      <td>-0.3876</td>\n",
              "      <td>-0.8154</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>id_001626bd3</td>\n",
              "      <td>com_droga</td>\n",
              "      <td>72</td>\n",
              "      <td>D2</td>\n",
              "      <td>7cbed3131</td>\n",
              "      <td>-0.3254</td>\n",
              "      <td>-0.4009</td>\n",
              "      <td>0.9700</td>\n",
              "      <td>0.6919</td>\n",
              "      <td>1.4180</td>\n",
              "      <td>-0.8244</td>\n",
              "      <td>-0.2800</td>\n",
              "      <td>-0.1498</td>\n",
              "      <td>-0.8789</td>\n",
              "      <td>0.8630</td>\n",
              "      <td>-0.2219</td>\n",
              "      <td>-0.5121</td>\n",
              "      <td>-0.9577</td>\n",
              "      <td>1.1750</td>\n",
              "      <td>0.2042</td>\n",
              "      <td>0.1970</td>\n",
              "      <td>0.1244</td>\n",
              "      <td>-1.7090</td>\n",
              "      <td>-0.3543</td>\n",
              "      <td>-0.5160</td>\n",
              "      <td>-0.3330</td>\n",
              "      <td>-0.2685</td>\n",
              "      <td>0.7649</td>\n",
              "      <td>0.2057</td>\n",
              "      <td>1.3720</td>\n",
              "      <td>0.6835</td>\n",
              "      <td>0.8056</td>\n",
              "      <td>-0.3754</td>\n",
              "      <td>-1.2090</td>\n",
              "      <td>0.2965</td>\n",
              "      <td>-0.0712</td>\n",
              "      <td>0.6389</td>\n",
              "      <td>0.6674</td>\n",
              "      <td>-0.0783</td>\n",
              "      <td>1.1740</td>\n",
              "      <td>...</td>\n",
              "      <td>-0.2274</td>\n",
              "      <td>0.3215</td>\n",
              "      <td>0.1535</td>\n",
              "      <td>-0.4640</td>\n",
              "      <td>-0.5943</td>\n",
              "      <td>0.3973</td>\n",
              "      <td>0.1500</td>\n",
              "      <td>0.5178</td>\n",
              "      <td>0.5159</td>\n",
              "      <td>0.6091</td>\n",
              "      <td>0.1813</td>\n",
              "      <td>-0.4249</td>\n",
              "      <td>0.7832</td>\n",
              "      <td>0.6529</td>\n",
              "      <td>0.5648</td>\n",
              "      <td>0.4817</td>\n",
              "      <td>0.0587</td>\n",
              "      <td>0.5303</td>\n",
              "      <td>0.6376</td>\n",
              "      <td>-0.3966</td>\n",
              "      <td>-1.4950</td>\n",
              "      <td>-0.9625</td>\n",
              "      <td>-0.0541</td>\n",
              "      <td>0.6273</td>\n",
              "      <td>0.4563</td>\n",
              "      <td>0.0698</td>\n",
              "      <td>0.8134</td>\n",
              "      <td>0.1924</td>\n",
              "      <td>0.6054</td>\n",
              "      <td>-0.1824</td>\n",
              "      <td>0.0042</td>\n",
              "      <td>0.0048</td>\n",
              "      <td>0.6670</td>\n",
              "      <td>1.0690</td>\n",
              "      <td>0.5523</td>\n",
              "      <td>-0.3031</td>\n",
              "      <td>0.1094</td>\n",
              "      <td>0.2885</td>\n",
              "      <td>-0.3786</td>\n",
              "      <td>0.7125</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 877 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "             id tratamento  tempo dose  ...     c96     c97     c98     c99\n",
              "0  id_000644bb2  com_droga     24   D1  ... -0.3981  0.2139  0.3801  0.4176\n",
              "1  id_000779bfc  com_droga     72   D1  ...  0.1522  0.1241  0.6077  0.7371\n",
              "2  id_000a6266a  com_droga     48   D1  ... -0.6417 -0.2187 -1.4080  0.6931\n",
              "3  id_0015fd391  com_droga     48   D1  ... -1.6210 -0.8784 -0.3876 -0.8154\n",
              "4  id_001626bd3  com_droga     72   D2  ...  0.1094  0.2885 -0.3786  0.7125\n",
              "\n",
              "[5 rows x 877 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 2
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 254
        },
        "id": "1_I6MpCYJvYZ",
        "outputId": "42b09f6d-8a27-4343-f3ce-63091dbaf89d"
      },
      "source": [
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
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              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>tratamento</th>\n",
              "      <th>com_controle</th>\n",
              "      <th>com_droga</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>dose</th>\n",
              "      <th>tempo</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">D1</th>\n",
              "      <th>24</th>\n",
              "      <td>301</td>\n",
              "      <td>3585</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>343</td>\n",
              "      <td>4011</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>72</th>\n",
              "      <td>307</td>\n",
              "      <td>3600</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">D2</th>\n",
              "      <th>24</th>\n",
              "      <td>305</td>\n",
              "      <td>3581</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>305</td>\n",
              "      <td>3591</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>72</th>\n",
              "      <td>305</td>\n",
              "      <td>3580</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "tratamento  com_controle  com_droga\n",
              "dose tempo                         \n",
              "D1   24              301       3585\n",
              "     48              343       4011\n",
              "     72              307       3600\n",
              "D2   24              305       3581\n",
              "     48              305       3591\n",
              "     72              305       3580"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 254
        },
        "id": "V2g7FgXxKgca",
        "outputId": "b967faec-09ca-4c33-8904-106e30ea3beb"
      },
      "source": [
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'], \n",
        "            normalize = 'index')"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>tratamento</th>\n",
              "      <th>com_controle</th>\n",
              "      <th>com_droga</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>dose</th>\n",
              "      <th>tempo</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">D1</th>\n",
              "      <th>24</th>\n",
              "      <td>0.077458</td>\n",
              "      <td>0.922542</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>0.078778</td>\n",
              "      <td>0.921222</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>72</th>\n",
              "      <td>0.078577</td>\n",
              "      <td>0.921423</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">D2</th>\n",
              "      <th>24</th>\n",
              "      <td>0.078487</td>\n",
              "      <td>0.921513</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>0.078285</td>\n",
              "      <td>0.921715</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>72</th>\n",
              "      <td>0.078507</td>\n",
              "      <td>0.921493</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "tratamento  com_controle  com_droga\n",
              "dose tempo                         \n",
              "D1   24         0.077458   0.922542\n",
              "     48         0.078778   0.921222\n",
              "     72         0.078577   0.921423\n",
              "D2   24         0.078487   0.921513\n",
              "     48         0.078285   0.921715\n",
              "     72         0.078507   0.921493"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 254
        },
        "id": "uafCYn0fP0Fd",
        "outputId": "1d2ca1b1-d8b7-402c-fd58-866e867ac17d"
      },
      "source": [
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'], \n",
        "            values = dados['g0'], aggfunc = 'mean')"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>tratamento</th>\n",
              "      <th>com_controle</th>\n",
              "      <th>com_droga</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>dose</th>\n",
              "      <th>tempo</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">D1</th>\n",
              "      <th>24</th>\n",
              "      <td>-0.251760</td>\n",
              "      <td>0.367996</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>-0.122773</td>\n",
              "      <td>0.412469</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>72</th>\n",
              "      <td>-0.295271</td>\n",
              "      <td>0.286250</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th rowspan=\"3\" valign=\"top\">D2</th>\n",
              "      <th>24</th>\n",
              "      <td>0.010754</td>\n",
              "      <td>0.115253</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>0.013174</td>\n",
              "      <td>0.214480</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>72</th>\n",
              "      <td>0.070250</td>\n",
              "      <td>0.253439</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "tratamento  com_controle  com_droga\n",
              "dose tempo                         \n",
              "D1   24        -0.251760   0.367996\n",
              "     48        -0.122773   0.412469\n",
              "     72        -0.295271   0.286250\n",
              "D2   24         0.010754   0.115253\n",
              "     48         0.013174   0.214480\n",
              "     72         0.070250   0.253439"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "yPU1nYjgKWly",
        "outputId": "7284e699-4f95-4b60-cc37-b1ac11e7242b"
      },
      "source": [
        "import seaborn as sns\n",
        "sns.set()\n",
        "sns.lmplot(data=dados, x = 'g8', y = 'g10', col = 'tratamento',\n",
        "           row = 'tempo', line_kws={'color':'red'})"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.FacetGrid at 0x7f0211528690>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 6
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x1080 with 6 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "gnbNpmCwWPDp"
      },
      "source": [
        "correlacao_genes = dados.loc[:,'g0':'g50'].corr()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 568
        },
        "id": "PDDf3EAoWqfk",
        "outputId": "3b79e7e3-71a2-49fe-f7b7-21f9c311aaa6"
      },
      "source": [
        "import matplotlib.pyplot as plt\n",
        "sns.set()\n",
        "\n",
        "# Generate a mask for the upper triangle\n",
        "mask = np.triu(np.ones_like(correlacao_genes, dtype=bool))\n",
        "\n",
        "# Set up the maplotlib figure\n",
        "f, ax= plt.subplots(figsize=(11,9))\n",
        "\n",
        "# Generate a custom diverging colormap\n",
        "cmap = sns.diverging_palette(230, 20, as_cmap=True)\n",
        "\n",
        "#Draw the heatmap with the mask and correct aspect ratio\n",
        "sns.heatmap(correlacao_genes, mask = mask, cmap = cmap,\n",
        "            center = 0, square = True,\n",
        "            linewidth = .5, cbar_kws = {\"shrink\": .5})"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0206205290>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 11
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 792x648 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "HB3EDKf-GP6P"
      },
      "source": [
        "correlacao_celular = dados.loc[:,'c0':'c99'].corr()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 568
        },
        "id": "HZYLiI49GmaQ",
        "outputId": "bf48018c-c778-4eaf-bf36-e97c0dcbda59"
      },
      "source": [
        "})"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f02012dd3d0>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 22
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 792x648 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "YR9aZnzFLIUP"
      },
      "source": [
        "#Desafio 01: Usar groupby"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MHItUX6WLOzJ"
      },
      "source": [
        "dados.groupby(by = ['dose','tempo'])['g0'].mean()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "u0UYK8aOLonV"
      },
      "source": [
        "# Desafio 02: Usar crosstab e normalizar por coluna\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "mb8XYcuiLmrm"
      },
      "source": [
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'], \n",
        "            normalize='columns')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "j1jQpN5N_6q7"
      },
      "source": [
        "# Desafio 03: Outros agregadores que existem no pd.crosstab"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "7kF2M9URAHDG"
      },
      "source": [
        "print('Mean')\n",
        "print(\n",
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'],\n",
        "            values = dados['g0'], \n",
        "            aggfunc='mean'))\n",
        "\n",
        "print('Sum')\n",
        "print(\n",
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'],\n",
        "            values = dados['g0'], \n",
        "            aggfunc='sum'))\n",
        "\n",
        "print('Min')\n",
        "print(\n",
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'],\n",
        "            values = dados['g0'], \n",
        "            aggfunc='min'))\n",
        "\n",
        "print('Max')\n",
        "print(\n",
        "pd.crosstab([dados['dose'], dados['tempo']], dados['tratamento'],\n",
        "            values = dados['g0'], \n",
        "            aggfunc='max'))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QZ_O1UvkAHMB"
      },
      "source": [
        "#Desafio 04: Explorar Melt"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "IBYOi2kDHeS-"
      },
      "source": [
        "pd.melt(dados, id_vars=['dose','tempo'], value_vars=['g0']).query('dose == \"D1\"')"
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}