From b6fc89d7e36bf984e8749149b4bc39cfe37b9da8 Mon Sep 17 00:00:00 2001 From: Adryelle <60405913+M00NCX@users.noreply.github.com> Date: Fri, 7 May 2021 10:35:05 -0300 Subject: [PATCH] Created using Colaboratory --- aula03_alura.ipynb | 18922 +++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 18922 insertions(+) create mode 100644 aula03_alura.ipynb diff --git a/aula03_alura.ipynb b/aula03_alura.ipynb new file mode 100644 index 0000000..d441534 --- /dev/null +++ b/aula03_alura.ipynb @@ -0,0 +1,18922 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "aula03_alura.ipynb", + "provenance": [], + "collapsed_sections": [], + "authorship_tag": "ABX9TyP5bok1JzhGRXLiSx8QnRwp", + "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": [ + "\"Open" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "cXKRck_vNsDj" + }, + "source": [ + "3ª Edição da Imersão Dados - Alura é para quem quer acelerar os conhecimentos em Ciência de Dados, utilizando tecnologias alinhadas ao mercado e desenvolvendo projetos com dados do mundo real. |Utilizando conehcimentos em Lógica da Programação, Python, Data Science e +" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "hMky7BNgCxDv" + }, + "source": [ + "## AULA 01" + ], + "execution_count": 1, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "CNhnb6b-GAI6" + }, + "source": [ + "####Desafio 01: Investigar por que a classe tratamento é tão desbalanceada? | **OK**\n", + "\n", + "####Desafio 02: Plotar as 5 últimas linhas da tabela. | **OK**\n", + "\n", + "####Desafio 03: Proporção das classes tratamento. | **OK**\n", + "\n", + "####Desafio 04: Quantos tipos de drogas foram investigadas? | **OK**\n", + "\n", + "####Desafio 05: Procurar na documentação o método query. | **OK**\n", + "\n", + "####Desafio 06: Renomear as colunas tirando o hífen. | **OK**\n", + "\n", + "####Desafio 07: Deixar os gráficos bonitões. (Matplotlib.pyplot) | **OK**\n", + "\n", + "####Desafio 08: Resumo do que você aprendeu com os dados: \n", + "#### **Pode-se observar que:**\n", + "#### **- Há dois tipos de tratamentos, o com drogas e o com controle, que somam 23.214 amostras;**\n", + "#### **- Com controle: Somente um tipo de droga, sendo este o \"cacb2b860\", e 1.866 ao total;**\n", + "#### **- Com drogas: 3.289 tipos de drogas usadas em 21.948 amostras, ao total;**\n", + "#### **- Há dois tipos de doses, D1 e D2;**\n", + "#### **- Os períodos do tempo de exposição são divididos em 24, 48 e 72 horas;**\n", + "#### **- Nota: As observações feitas não querem dizer verdade absoluta, pois foram as análises que eu consegui chegar, podendo ser verídicas ou não.** \n", + "\n", + "#### - Aprendi a criar gráficos de uma base de dados e personalizar algumas variáveis, como: cor, fonte, tamanho, posição, legenda, etc;\n", + "#### - Fazer um \"refinamento\" dos dados com .value_counts() e .unique();\n" + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 439 + }, + "id": "IKohAnO7_XqV", + "outputId": "440b13a9-3a5b-4f22-f13a-638ac7f15c9e" + }, + "source": [ + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import numpy as np\n", + "\n", + "import seaborn as sns\n", + "\n", + "\n", + "url_dados = 'https://github.com/alura-cursos/imersaodados3/blob/main/dados/dados_experimentos.zip?raw=true'\n", + "\n", + "dados = pd.read_csv(url_dados, compression = 'zip')\n", + "dados" + ], + "execution_count": 2, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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"code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "HAyqz2YvA54Y", + "outputId": "a17f69ef-4003-459d-9c48-455ec688214a" + }, + "source": [ + "dados['tratamento']" + ], + "execution_count": 5, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "0 com_droga\n", + "1 com_droga\n", + "2 com_droga\n", + "3 com_droga\n", + "4 com_droga\n", + " ... \n", + "23809 com_droga\n", + "23810 com_droga\n", + "23811 com_controle\n", + "23812 com_droga\n", + "23813 com_droga\n", + "Name: tratamento, Length: 23814, dtype: object" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 5 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "CijkOyyOBAHZ", + "outputId": "e0900a13-190f-4333-f187-cb14a226d3f6" + }, + "source": [ + "dados['tratamento'].unique()" + ], + "execution_count": 6, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array(['com_droga', 'com_controle'], dtype=object)" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 6 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "XAmNZcSSBOb9", + "outputId": "3432662f-a237-457b-cd63-37f4a4fa3b58" + }, + "source": [ + "dados['tempo'].unique()" + ], + "execution_count": 7, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array([24, 72, 48])" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 7 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "TK6lHS67CBku", + "outputId": "466b4295-80fb-4c2a-ea60-2e8a8d1b820a" + }, + "source": [ + "dados['dose'].unique()" + ], + "execution_count": 8, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array(['D1', 'D2'], dtype=object)" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 8 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "wgqNf0eOCWWV", + "outputId": "b83735fe-8b6d-418c-afda-1ad68c040ba5" + }, + "source": [ + "dados['droga'].unique()" + ], + "execution_count": 9, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array(['b68db1d53', 'df89a8e5a', '18bb41b2c', ..., '573c787a2',\n", + " 'b2fe3eca7', 'dd4a96d16'], dtype=object)" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 9 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "S8ibn-NRCbwU", + "outputId": "2dcdaa13-48f3-4a36-9a17-ba29785d5f10" + }, + "source": [ + "dados['g-0'].unique()" + ], + "execution_count": 10, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array([ 1.062 , 0.0743, 0.628 , ..., 0.3942, 0.666 , -0.8598])" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 10 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9mB9nPq7GhqE", + "outputId": "cb39401c-8a3a-493a-993b-515bd2281e98" + }, + "source": [ + "dados['dose'].value_counts()" + ], + "execution_count": 11, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "D1 12147\n", + "D2 11667\n", + "Name: dose, dtype: int64" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 11 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ONkDUm6WC9zO", + "outputId": "7867913c-ce57-4e6c-8643-db7badce287b" + }, + "source": [ + "## DESAFIO 01\n", + "dados['tratamento'].value_counts()" + ], + "execution_count": 12, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "com_droga 21948\n", + "com_controle 1866\n", + "Name: tratamento, dtype: int64" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 12 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 253 + }, + "id": "IE5zsDc9HNeC", + "outputId": "26358dd0-ff0b-46eb-b7c9-75fa487e9fa0" + }, + "source": [ + "dados.tail()\n", + "\n", + "## DESAFIO 02" + ], + "execution_count": 13, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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5 rows × 877 columns

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" + ], + "text/plain": [ + " id tratamento tempo dose ... c-96 c-97 c-98 c-99\n", + "23809 id_fffb1ceed com_droga 24 D2 ... 0.0631 0.9171 0.5258 0.4680\n", + "23810 id_fffb70c0c com_droga 24 D2 ... -0.2084 -0.1224 -0.2715 0.3689\n", + "23811 id_fffc1c3f4 com_controle 48 D2 ... 0.2256 0.7592 0.6656 0.3808\n", + "23812 id_fffcb9e7c com_droga 24 D1 ... 0.1732 0.7015 -0.6290 0.0740\n", + "23813 id_ffffdd77b com_droga 72 D1 ... -3.5770 -0.4775 -2.1500 -4.2520\n", + "\n", + "[5 rows x 877 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 13 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9RkWCn5bHxNl", + "outputId": "f1eeab4a-2393-4b05-838b-6012de3e1d88" + }, + "source": [ + "dados['tratamento'].value_counts(normalize = True)" + ], + "execution_count": 14, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "com_droga 0.921643\n", + "com_controle 0.078357\n", + "Name: tratamento, dtype: float64" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 14 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "md5MzdJXJEbS", + "outputId": "5f8d3d2b-591a-45eb-9a6b-731bf05577b0" + }, + "source": [ + "dados['dose'].value_counts(normalize = True)" + ], + "execution_count": 15, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "D1 0.510078\n", + "D2 0.489922\n", + "Name: dose, dtype: float64" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 15 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "gfscypkYJLEL", + "outputId": "2a80b460-9676-45d8-92f8-ae6e4aa8f2e5" + }, + "source": [ + "dados['droga'].value_counts(normalize = True)" + ], + "execution_count": 16, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "cacb2b860 0.078357\n", + "87d714366 0.030150\n", + "9f80f3f77 0.010330\n", + "8b87a7a83 0.008524\n", + "5628cb3ee 0.008482\n", + " ... \n", + "73aa9f9ff 0.000042\n", + "4a8eda087 0.000042\n", + "a16b60c44 0.000042\n", + "a9bc2c549 0.000042\n", + "5bbc89d67 0.000042\n", + "Name: droga, Length: 3289, dtype: float64" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 16 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WN-Yj8VeDIN4" + }, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 297 + }, + "id": "xkxCqTWvzn3j", + "outputId": "d2d9a088-d095-46f8-b392-cd28423daafe" + }, + "source": [ + "## DESAFIO 03 + 07\n", + "\n", + "tipos_de_tratamento = dados.tratamento.value_counts()\n", + "labels = (dados.tratamento.unique())\n", + "explode = (0, 0.1)\n", + "cores = ['salmon', 'springgreen']\n", + "\n", + "\n", + "plt.title('Tipos de Tratamentos', fontsize=16, fontweight='bold')\n", + "plt.pie(tipos_de_tratamento, labels=labels, explode=explode, autopct='%2.2f%%', colors=cores)\n", + "plt.tight_layout()\n", + "plt.axis('equal')\n", + "plt.show()\n" + ], + "execution_count": 17, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 297 + }, + "id": "_vMJcHnHJ05S", + "outputId": "1b33a2d2-cdee-4743-a316-f80e154100df" + }, + "source": [ + "## DESAFIO 07\n", + "dados['tempo'].value_counts().plot.bar()\n", + "tempo_hrs = dados.tempo.value_counts()\n", + "\n", + "plt.title('Tempo de exposição', fontsize=16, fontweight='bold')\n", + "plt.bar(tempo_hrs, height= 0.6, width=0.8)\n", + "\n", + "tempo_hrs.plot.bar(color=['springgreen','mediumseagreen','forestgreen'])\n", + "plt.xlabel('Tempo em horas', fontsize=12)\n", + "plt.ylabel('Quantidade de tratamentos', fontsize=12)\n", + "plt.tight_layout()\n", + "plt.show()\n" + ], + "execution_count": 18, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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" + ], + "text/plain": [ + " id tratamento tempo dose ... c-96 c-97 c-98 c-99\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", + "6 id_001bd861f com_droga 24 D2 ... 2.4670 0.0357 0.1351 -0.3179\n", + "7 id_0020d0484 com_droga 48 D1 ... 0.6633 0.4562 -0.9622 0.0260\n", + "\n", + "[5 rows x 877 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 20 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "m94kLsBoLog6", + "outputId": "5d7f0e52-c29c-48d9-f50b-c9dbe19b1ab9" + }, + "source": [ + "## DESAFIO 04\n", + "dados['droga'].nunique()" + ], + "execution_count": 21, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "3289" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 21 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 439 + }, + "id": "iQED51cIP0AA", + "outputId": "985d6016-a300-43e6-8703-1606e960837f" + }, + "source": [ + "## DESAFIO 05\n", + "dados.query('tratamento == \"com_droga\"')" + ], + "execution_count": 22, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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16id_002fb9c19com_droga48D187d7143668.73800.19142.4380-0.29303.20101.49105.3920-1.0420-8.4860-2.5790-6.74703.6150-1.45100.6909-0.7623-2.9400-9.2850-6.7110-0.41951.1600-1.31801.3660-1.4020-2.62200.7204-2.5930-4.0630-0.8282-3.50000.9206-5.14509.8040-2.6840-2.4390-0.1427...-10.0000-9.5910-10.0000-10.0000-8.5110-10.0000-10.0000-10.0000-10.0000-8.8870-10.0000-10.0000-10.0000-10.0000-4.9020-9.9840-5.5520-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.7960-8.1770-9.8990-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-9.9840-6.7840
25id_0054388eccom_controle48D1cacb2b860-0.6696-0.2718-1.2230-0.6226-0.72200.15880.77850.7062-0.79511.37700.2856-0.83310.38791.3290-0.47460.0857-0.2745-0.10930.26030.7386-0.6665-1.6520-0.92620.00001.6310-0.29330.2043-2.20700.1383-0.49660.6922-0.40770.2303-0.0456-0.7447...0.6976-0.01780.37680.4318-0.10510.3933-0.31890.4128-0.2116-1.04100.77980.15791.72501.44900.9117-0.0754-0.83960.76401.20801.18900.21140.63350.3265-0.10560.54780.74771.23400.5035-0.65910.30230.61710.64050.54290.35621.32900.55730.88370.55340.89761.0050
38id_0079af0fbcom_controle24D1cacb2b860-0.1636-1.8230-0.52110.3054-1.12800.60410.3856-0.1670-0.54000.2721-0.24790.0761-0.40542.9760-0.76790.69950.07520.59430.42660.00001.0410-0.11310.6593-0.68900.5115-0.2512-0.8775-1.38100.1419-0.03630.25592.52900.28531.4690-0.3626...-0.34200.2815-0.7493-0.27010.12050.23960.3506-0.92330.2490-0.08240.48411.1940-1.1650-0.48531.1080-0.59790.74380.2050-0.2761-0.17480.3385-0.3500-0.0309-0.0409-0.07350.2732-1.21000.00890.03170.4721-0.3880-0.6828-0.6594-0.20430.3571-0.13190.21870.07370.6498-1.4820
40id_007bfbb91com_controle24D2cacb2b860-1.3200-1.7340-0.07411.5440-1.8290-0.09510.3829-1.8700-0.03242.7670-0.0438-0.01470.12760.2968-0.0704-0.37672.57900.4069-0.3868-0.27821.8180-2.9390-0.1150-0.8009-1.44400.5412-0.0804-0.44442.92302.8270-0.34371.6570-1.92000.34421.7160...0.40090.76490.27890.44650.94920.63851.5510-0.12200.66880.43960.69470.97611.24301.4770-0.00811.00401.4420-0.34820.32971.20700.05240.53460.76430.40670.38170.45660.77360.53160.27900.97350.74121.03400.73931.10200.37860.2636-0.57510.33620.85430.9180
......................................................................................................................................................................................................................................................
23793id_ffd26f361com_controle48D2cacb2b8600.60080.2781-0.3319-0.87820.92810.75350.59711.6350-0.31460.4984-1.18900.3772-0.81960.1083-2.03500.41350.7586-0.4024-0.04490.33350.23580.7919-0.87750.42321.8460-2.09400.1438-0.66040.72430.0338-0.0182-0.20220.88270.3147-0.9263...0.19341.2240-0.11780.1459-0.12420.3106-0.79590.56810.36630.4874-0.05480.18101.34701.6210-0.82600.33770.32640.92410.30121.2980-0.27890.7019-0.35280.73831.03000.65271.6750-0.50460.29420.29501.24700.9569-0.2065-0.49180.78630.05040.88130.7757-0.52720.7082
23802id_fff3976bdcom_droga24D187d7143663.28902.12700.97702.04902.3170-0.5355-0.6357-6.9060-4.4830-2.8400-5.33100.6547-2.20803.60300.6380-2.1280-3.1680-4.2180-0.31700.2140-1.7660-1.9700-1.4820-1.3710-0.2628-0.5276-2.4160-0.4638-3.8630-0.8880-1.98502.0530-1.4700-3.32201.8800...-9.9170-4.0200-6.7560-9.9170-4.1240-8.5110-5.7500-8.4760-6.9470-4.7650-9.7690-5.7900-9.9170-5.7450-2.3570-9.1190-4.5980-8.7760-7.7980-4.1620-6.1510-5.7400-6.8700-9.1000-3.3360-6.6420-2.2750-3.4720-6.2670-6.3980-8.6300-8.1490-6.2900-8.0970-8.7330-2.3780-8.4480-4.4550-5.7930-3.7000
23805id_fff6df1c5com_droga48D25628cb3ee1.7380-1.2900-0.4533-1.1640-0.4841-0.2392-0.1774-1.3980-0.40590.15530.1083-0.8020-0.5039-0.7167-0.5016-0.9369-0.5864-0.10090.89870.3389-1.3460-0.5087-0.0892-0.65590.0864-0.62510.2471-0.4523-0.03891.03400.0796-0.2560-0.7851-0.1687-1.2890...0.28660.3854-0.49860.28830.58430.0907-0.93030.19810.65150.28770.4389-0.38590.5203-1.10702.38700.1820-0.6434-0.9722-0.4200-0.56931.07001.1110-0.5117-1.21300.37690.52961.04000.05871.0150-0.76690.28650.5974-0.27270.11881.0770-1.02500.15160.4503-0.6312-0.8302
23811id_fffc1c3f4com_controle48D2cacb2b8600.39420.37560.3109-0.73890.5505-0.0159-0.25410.1745-0.03400.4865-0.18540.07160.1729-0.04340.1542-0.2192-0.0302-0.42180.4057-0.53720.1521-0.26510.2310-0.81010.49430.6905-0.3720-1.41100.45161.2300-0.1949-1.3280-0.4276-0.0040-0.3086...0.68450.71270.72940.4718-0.20200.27830.49340.41440.54491.4690-0.61420.60680.34340.9880-0.0468-0.1882-0.0087-0.03560.57180.49710.10570.21110.69920.07080.61690.22480.59940.26890.03051.23200.54090.37550.73430.28070.41160.64220.22560.75920.66560.3808
23812id_fffcb9e7ccom_droga24D18b87a7a830.66600.23240.43920.20440.8531-0.03430.03230.04630.4299-0.79850.57420.14212.27000.20460.5363-1.73300.14500.60970.20240.9865-0.78050.96080.34402.76500.49250.66980.2374-0.33720.8771-2.6560-0.2000-0.20430.6797-0.0248-0.0927...0.3360-0.61360.50110.92610.44190.02950.42200.4677-0.11840.45240.41350.1356-0.58010.04111.02401.0340-0.0270-0.41940.7403-0.6793-0.14230.73070.7946-0.06500.90380.23240.96761.09400.42900.5187-0.11050.4258-0.20120.15061.52300.71010.17320.7015-0.62900.0740
\n", + "

3235 rows × 877 columns

\n", + "
" + ], + "text/plain": [ + " id tratamento tempo dose ... c-96 c-97 c-98 c-99\n", + "7 id_0020d0484 com_droga 48 D1 ... 0.6633 0.4562 -0.9622 0.0260\n", + "16 id_002fb9c19 com_droga 48 D1 ... -9.9840 -9.9840 -9.9840 -6.7840\n", + "25 id_0054388ec com_controle 48 D1 ... 0.8837 0.5534 0.8976 1.0050\n", + "38 id_0079af0fb com_controle 24 D1 ... 0.2187 0.0737 0.6498 -1.4820\n", + "40 id_007bfbb91 com_controle 24 D2 ... -0.5751 0.3362 0.8543 0.9180\n", + "... ... ... ... ... ... ... ... ... ...\n", + "23793 id_ffd26f361 com_controle 48 D2 ... 0.8813 0.7757 -0.5272 0.7082\n", + "23802 id_fff3976bd com_droga 24 D1 ... -8.4480 -4.4550 -5.7930 -3.7000\n", + "23805 id_fff6df1c5 com_droga 48 D2 ... 0.1516 0.4503 -0.6312 -0.8302\n", + "23811 id_fffc1c3f4 com_controle 48 D2 ... 0.2256 0.7592 0.6656 0.3808\n", + "23812 id_fffcb9e7c com_droga 24 D1 ... 0.1732 0.7015 -0.6290 0.0740\n", + "\n", + "[3235 rows x 877 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 31 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "GcmuCX6AGkkE", + "outputId": "5b8c74a7-08e5-4d81-e157-e1b61cbd73b6" + }, + "source": [ + "##DESAFIO 01 + 02\n", + "ax = sns.countplot(x='composto', data=dados.query('composto in @cod_compostos'), palette=\"rocket\", order=cod_compostos)\n", + "ax.set_title('Top 5 Compostos', fontsize=16, fontweight='bold')\n", + "ax.set_ylabel('Quantidade', fontsize=14)\n", + "ax.set_xlabel('Composto', fontsize=14)\n", + "sns.set_style(style=\"whitegrid\")\n", + "\n", + "plt.show()" + ], + "execution_count": 32, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [], + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "pNPGZNNKtLMD", + "outputId": "753ae098-a2c0-4fae-b84f-460199325ae1" + }, + "source": [ + "len(dados['g-0'].unique())" + ], + "execution_count": 33, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "14367" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 33 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "QNLT28mItUad", + "outputId": "3822a417-8d3d-424d-aba6-49e2b4a590a1" + }, + "source": [ + "dados['g-0'].min()" + ], + "execution_count": 34, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "-5.513" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 34 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9YQrhxgothRJ", + "outputId": "09d4c070-526b-4b70-fa8a-7ba436241609" + }, + "source": [ + "dados['g-0'].max()" + ], + "execution_count": 35, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "10.0" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 35 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "u9_DwAQNtkhT", + "outputId": "b2db6cb6-19c8-4dfd-a65d-72ec912871cc" + }, + "source": [ + "ax0 = dados['g-0'].hist(bins = 100)\n", + "ax0.set_title('G-0', fontsize = 16, fontweight='bold')\n", + "ax0.set_ylabel('Quantidade', fontsize=14)\n", + "ax0.set_xlabel('Intervalo', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 36, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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XobVarRw7doyqqqoa4/3792+yUCIiYmwOl4fVamXGjBns3r0bk8mEzWarcQDhlQ4STExMZOvWrfj4+LBp0yYAFi1axGeffUbbtm3p3r07Cxcu5Be/+AWFhYUMHTqUm266CYDQ0FD7VQYPHDhAYmIi5eXlREREMHv2bIcPZBQRkabh8DaPBQsW4ObmRnp6Ou3atWP16tUsXbqUnj17snLlyis+f9SoUbWmGzBgAJs2beLDDz/kxhtvZPny5fbHunfvTlpaGmlpafbiAJgzZw7z588nIyOD/Px8srKyHH0LIiLSRBwuj927dzNjxgx69uyJyWTC29ub6OhoZsyYwdKlS6/4/P79++Pl5VVjbODAgbRpc2Hhp2/fvhQVFdU7j+LiYsrKyujbty8mk4nY2NjLXmNERESal8OrrcrLy+1XEuzUqRMlJSXcdNNN9OzZk0OHDjU6yPvvv899991nv19YWEhsbCyenp5MmzaNO+64A6vVip+fn30aPz8/rFarQ/OvqKiotWqtvLzcsOfkMnI2aJl8P7/kcXNo6c/YyN+rkbOBsfO1xmwOl0dgYCDffvst3bp149Zbb2Xt2rXccMMNrFmzBovF0qgQb775JmazmREjRgDg6+vLZ599RufOnTlw4ABTpkwhPT29Ua/h4eFR68coNze3RX6gGsLI2cD4+RzV0u/ByJ+bkbOBsfNdq9nqKx2Hy+PRRx/lxx9/BGDKlCk8/vjjpKen4+7uTnJycoOCAWzcuJGtW7eSkpJi3/Dt7u6Ou7s7cOH8Wt27d+e7777DYrHUWLVVVFTU6OISERHnOVweF5cKAEJCQtiyZQvffvstN9xwA97e3g168aysLFauXMm7775L+/bt7ePHjx/Hy8sLs9lMQUEB+fn5BAQE0KlTJzw9Pdm7dy+hoaGkpqYybty4Br22iIg0nNPHeVzUvn17py4/m5CQQHZ2NidOnCA8PJypU6eyYsUKKisriYuLA/6zS+7u3bt5/fXXadOmDW5ubsydO5dOnToB8MILL9h31Q0PDyc8PLyhb0FERBqo3vJITEx0eEYLFy6s9/HFixfXGhs7duxlpx08eDCDBw++7GO9e/e2HyciIiKuUW95nDhxosb93bt34+bmxi233ALA4cOHOX/+PHfccUfzJRQREcOptzz+8pe/2G8vX74cDw8PFi5cSIcOHQA4e/Yss2fPtpeJiIi0Dg4fJPjOO+8wdepUe3EAdOjQgcmTJ/Puu+82SzgRETEmh8vjzJkzFBcX1xr/4Ycf+Omnn5o0lIiIGJvDe1sNHjyYxMREnn32WUJDQ4ELF4N69dVXiY6ObraAIiJiPA6Xx5w5c0hOTmbWrFmcO3cOALPZzJgxY5g5c2azBRQREeNxuDzatWvHnDlzePbZZ/n++++BC2e+vXQbiIiItA5OHyTYoUMHbr311ubIIiIiV4l6y+PJJ5/k1VdfxdPTkyeffLLeGV26W6+IiFzb6i2Pi6dghwunYdcV+6S5lVdV066t2dUxROQK6i2PS0850pgz54o4ql1bMzfOunD6/fzkGBenEZG6OHycR2JiImVlZbXGz54969Q5sERE5OrncHmkpqZSUVFRa7y8vJy0tLQmDSXSEsqrquu9LyJ1u+LeVidPnsRms2Gz2SgtLcVs/s/66PPnz7N161Z8fHyaNaRIc7h0FRloNZmIM65YHnfeeScmkwmTyURMTO1/XCaTialTpzZLOBERMaYrlsfbb7+NzWbj97//PW+88QZeXl72x9q2bUvXrl11KVgRkVbmiuXxq1/9CoDMzExuuOEG3Nwc3kxSS2Jion0118ULOp08eZLp06dz5MgR/P39WbJkCV5eXthsNl566SW2bdtGu3btSE5Otl+58IMPPuDNN98EYNKkSfz2t79tcCYREXGew03g7+9PRUUFX375JZs3byYjI6PGf44YNWoUK1eurDG2YsUKwsLCyMjIICwsjBUrVgAXrm+en59PRkYG8+fPZ86cOcCFslm2bBnr1q1j/fr1LFu2jNLSUkffhoiINAGHT0+yc+dOEhISOHnyZK3HTCYTubm5V5xH//79KSwsrDGWmZnJO++8A0BsbCzjxo3jmWeeITMzk9jYWEwmE3379uXUqVMUFxeTnZ3NgAED7Nc0HzBgANu3b2fYsGGOvhUREWkkh8vjpZde4u6772b69OlNuo2jpKQEX19fALp06UJJSQkAVqsVPz8/+3R+fn5YrdZa4xaLBavVesXXqaioqFVw5eXlDpWeKxg5GzRfvuDg4CafpzOa+zM38vdq5Gxg7HytMZvD5XHkyBHefPPNZt04fnGvrubg4eFR64cpNzfX5T9WdTFyNjB+voZq7vdk5M/NyNnA2Pmu1Wz1lY7D2zxuv/12vvvuuwYFqI+Pj4/9CoXFxcV4e3sDF5YoioqK7NMVFRVhsVhqjVutVu3tJSLSwhwujwcffJBFixaxfv169u3bx8GDB2v811CRkZGkpqYCF45iHzRoUI1xm83G3r176dixI76+vgwcOJAdO3ZQWlpKaWkpO3bsYODAgQ1+fRERcZ7Dq63i4+MBeP7552s95ugG84SEBLKzszlx4gTh4eFMnTqViRMnMm3aNDZs2EDXrl1ZsmQJABEREWzbto2oqCjat2/PggULgAtn9508eTJjxowBYMqUKfaN5yIi0jIcLo/MzMxGv9jixYsvO75q1apaYyaTiRdeeOGy048ZM8ZeHiIi0vIcLg9/f//mzCEiIlcRpy5De+7cOXJycjh27BhVVVU1HouNjW3SYCIiYlwOl8c333zDpEmTKCwsxGazYTabOXfuHG3atMHd3V3lISLSiji8t9WCBQsICQlhz549tGvXjo8++oj333+f4OBg3njjjebMKCIiBuNweRw4cIBJkybRoUMH3NzcOHfuHCEhITzzzDO6RK2ISCvjcHnYbDbat28PgLe3t/2UIH5+fnz//ffNk05ERAzJ4W0eQUFBfP311wQEBNCnTx9WrlyJ2Wxm3bp1dO/evTkzyjWuvKqadm3NV55QRAzD4SWPJ598EpvNBsC0adM4evQojz76KP/85z/54x//2GwB5dp38XKwl14SVkSMzeElj7vuust+OyAggI8//piTJ0/i5eXVbCczFGlJly4BaWlIpH5OHefxczotiFxLLi4BAeQnx7g4jYixOVweTz75ZL2P/+Uvf2l0GBERuTo4XB6dO3eucb+qqopDhw5x7NgxoqKimjyYiIgYl8PlsXDhwsuOJycn4+np2WSBRETE+Bze26ouDzzwAKtXr26KLCIicpVodHk0x9UFRUTE2BxebfXiiy/WuG+z2fjhhx/Iyspi9OjRTR5MRESMy+HyOHToUI37bm5ueHt7k5iY2Kjy+Pbbb5k+fbr9fkFBAfHx8Zw+fZp169bZr2mekJBAREQEAMuXL2fDhg24ubnxxz/+scYxKCIi0vwcLo933nmH06dPk5+fT9u2benWrVuTbCgPDAwkLS0NgOrqasLDw4mKimLjxo2MHz+eCRMm1Jg+Ly+P9PR00tPTsVqtxMXF8cknn2A264AuEZGW4lB5HD16lHnz5pGVlWU/RYnZbCY6OprZs2fj4+MDQGVlJe7u7g0Os2vXLgICAuq9amFmZiYxMTG4u7sTEBBAjx49yMnJoV+/fg1+XRERcc4Vy8NqtXL//ffj5uZGfHw8N998MwCHDx9mzZo13H///aSmprJnzx4OHz7MxIkTGxwmPT2dYcOG2e+vXr2a1NRUbrvtNmbNmoWXlxdWq5XQ0FD7NBaLxX6G3/pUVFSQm5tbY6y8vLzWmFEYORs0bb7g4OAmmU9Ta47P38jfq5GzgbHztcZsVyyPZcuW0a1bN1JSUmjXrp19/N5772X8+PE89thjTJo0iZycHF5++eUGB6msrGTLli08/fTTADz00ENMnjwZk8nE0qVLSU5OrvNYE0d4eHjU+pHKzc019A+XUbOB8fM1heZ4f0b+3IycDYyd71rNVl/pXHFX3W3btpGQkFCjOC5q374906ZNY8+ePcycOZMhQ4Y0KCBAVlYWISEhXH/99QBcf/31mM1m3NzcGDt2LPv37wcuLGkUFRXZn2e1WrFYLA1+XRERcd4Vy+P48eP1Xq+jR48emM1mHn744UYFSU9PJybmPyejKy4utt/evHkzQUFBAERGRpKenk5lZSUFBQXk5+fTp0+fRr22iIg454qrrXx8fPj3v/+Nn5/fZR/Pz8+3Ly001NmzZ9m5cyfz5s2zj73yyit8/fXXAPj7+9sfCwoK4r777mPo0KGYzWaSkpK0p5WISAu7YnmEh4ezZMkSVq1aVWtPqoqKCpYuXWo//qKhOnTowOeff15j7JVXXqlz+kmTJjFp0qRGvaaIiDTcFcvjqaeeYvTo0URFRfHwww8TGBgIwDfffMOaNWuorq5myZIlzR5URESM44rlYbFYWLt2LXPnzuW1116zH+dhMpm46667SEpK0gZrEZFWxqGDBLt168Z///d/U1payr///W/gwoZyLy+vZg0nIiLG5NRlaL28vLRnk7QKup65SP0adQ1zkWuVrmcuUr9GX89DRERaH5WHiIg4TeUhIiJOU3mIiIjTVB4iIuI0lYeIiDhN5SEuUV5V7eoIItIIKg9xiYvHUVw8lkJEri4qDxERcZrKQ0REnKbyEBERpxnm3FaRkZFcd911uLm5YTab2bhxIydPnmT69OkcOXIEf39/lixZgpeXFzabjZdeeolt27bRrl07kpOTCQkJcfVbEBFpNQy15LFq1SrS0tLYuHEjACtWrCAsLIyMjAzCwsJYsWIFAFlZWeTn55ORkcH8+fOZM2eOC1OLiLQ+hiqPn8vMzCQ2NhaA2NhYNm/eXGPcZDLRt29fTp06RXFxsSujioi0KoZZbQUwYcIETCYTDzzwAA888AAlJSX4+voC0KVLF0pKSgCwWq34+fnZn+fn54fVarVPezkVFRXk5ubWGCsvL681ZhRGzgaNzxccHNyEaZpfU30XRv5ejZwNjJ2vNWYzTHm89957WCwWSkpKiIuLs18r/SKTyYTJZGrw/D08PGr9YOXm5hr2R8zI2cD4+ZpSeVW1/b029sJQRv7cjJwNjJ3vWs1WX+kYZrXVxeug+/j4EBUVRU5ODj4+PvbVUcXFxXh7e9unLSoqsj+3qKhI11GXZnPpAY26oqDIBYYoj7Nnz1JWVma//c9//pOgoCAiIyNJTU0FIDU1lUGDBgHYx202G3v37qVjx471rrISEZGmZYjVViUlJUyZMgWA6upqhg0bRnh4OL1792batGls2LCBrl27smTJEgAiIiLYtm0bUVFRtG/fngULFrgyvohIq2OI8ggICODvf/97rfHOnTuzatWqWuMmk4kXXnihJaKJiMhlGGK1lYiIXF1UHiIi4jSVh4iIOE3lIS1GF4ASuXaoPKTF6AJQItcOlYeIiDhN5SEiIk5TeYiIiNNUHiIi4jSVh4iIOE3lIeKES3c31q7H0poZ4txWIleLi7sbA+Qnx7g4jYjraMlDREScpvIQERGnqTxERMRpKg8REXGay8vj2LFjjBs3jqFDhxITE2O/+NMbb7zBXXfdxciRIxk5ciTbtm2zP2f58uVERUUxePBgtm/f7qro0sppzytpzVy+t5XZbGbWrFmEhIRQVlbG6NGjGTBgAADjx49nwoQJNabPy8sjPT2d9PR0rFYrcXFxfPLJJ5jNZlfEl1ZMe15Ja+byJQ9fX19CQkIA8PT0JDAwEKvVWuf0mZmZxMTE4O7uTkBAAD169CAnJ6el4oqT9Be5yLXJ5UselyosLCQ3N5fQ0FC+/PJLVq9eTWpqKrfddhuzZs3Cy8sLq9VKaGio/TkWi6XesrmooqKC3NzcGmPl5eW1xozCyNnA8XzBwcGt5q9zRz4PI3+vRs4Gxs7XGrMZpjzOnDlDfHw8zz33HJ6enjz00ENMnjwZk8nE0qVLSU5OZuHChQ2ev4eHB8HBwTXGcnNza40ZhZGzgfHzuYIjn4eRPzcjZwNj57tWs9VXOi5fbQVQVVVFfHw8w4cPJzo6GoDrr78es9mMm5sbY8eOZf/+/cCFJY2ioiL7c61WKxaLxSW5RURaK5eXh81mY/bs2QQGBs0ocRMAAAznSURBVBIXF2cfLy4utt/evHkzQUFBAERGRpKenk5lZSUFBQXk5+fTp0+fFs8tItKauXy11RdffEFaWhq33HILI0eOBCAhIYFNmzbx9ddfA+Dv78+8efMACAoK4r777mPo0KGYzWaSkpK0p5WISAtzeXnccccdHDp0qNZ4REREnc+ZNGkSkyZNas5YIiJSD5evthK5FuiAQWltXL7kIXIt0AGD0tpoyUOkiWkpRFoDLXmINDEthUhroCUPaXL6a1vk2qfykCZ38S/vi399i8i1R+UhIiJOU3mINKOfbzy/eI4hrdqTq53KQ6QZXboKr67VeSoSuRppbysRF9AeWXK105KHNAn99SzSuqg8pEloDyuR1kXlIeJidR2R7uxtkZak8pAG0w9X03Bko7qzG96b67tRcclFKg9pMK2qal6OfL51lUq7tv+5xo2zSy0/H7/0viuLS4xFe1uJU8qrqmnX1mzY6zXLBRe/J6i9Z9fF21/PH1Jj+ovf6aXT/3y6S9U130v3Hrs0h7O3xdiu2iWPrKwsBg8eTFRUFCtWrHB1nFZDSxtXh8YstTRkXpeqa0nFkVVydc3HkdfS0k/LuirLo7q6mnnz5rFy5UrS09PZtGkTeXl5ro51TdE/RGkoZ4vLkfG6js5vzLaghvw/frX8u7g0W/cbA5vlNa7K8sjJyaFHjx4EBATg7u5OTEwMmZmZro5lKI39h6ElDHG1+rbnNGZbUGN2PKjrOTf2DLri85vjdl0uzXlde48rTt8QJpvNZmuWOTejf/zjH2zfvp2XXnoJgNTUVHJyckhKSqrzOXv37sXDo3k+RBGRa1FFRQV9+/a97GOtZoN5XR+AiIg476pcbWWxWCgqKrLft1qtWCwWFyYSEWldrsry6N27N/n5+RQUFFBZWUl6ejqRkZGujiUi0mpclaut2rRpQ1JSEo8//jjV1dWMHj2aoKCgKz9RRESaxFW5wVxERFzrqlxtJSIirqXyEBERp6k8gHfeeYchQ4YQExPDyy+/7Oo4tbz11lv06tWL48ePuzqK3aJFixgyZAjDhw9nypQpnDp1ytWRDH3KmmPHjjFu3DiGDh1KTEwMq1atcnWkWqqrq4mNjeWJJ55wdZQaTp06RXx8PEOGDOG+++7jq6++cnUku5SUFGJiYhg2bBgJCQlUVFS4NE9iYiJhYWEMGzbMPnby5Eni4uKIjo4mLi6O0tLSpnkxWyu3a9cu2+9//3tbRUWFzWaz2X788UcXJ6rp6NGjtscee8x2991320pKSlwdx2779u22qqoqm81ms7388su2l19+2aV5zp07Zxs0aJDt+++/t1VUVNiGDx9uO3z4sEszXcpqtdoOHDhgs9lsttOnT9uio6MNlc9ms9neeustW0JCgm3ixImujlLDs88+a1u3bp3NZrPZKioqbKWlpS5OdEFRUZHtnnvusf300082m81mi4+Pt73//vsuzZSdnW07cOCALSYmxj62aNEi2/Lly202m822fPnyJvu32uqXPN577z0mTpyIu7s7AD4+Pi5OVNPChQt55plnMJlMro5Sw8CBA2nT5sLOen379q1x3I0rGP2UNb6+voSEhADg6elJYGAgVqvVxan+o6ioiK1btzJmzBhXR6nh9OnT7N69257L3d2dX/ziFy5O9R/V1dWUl5dz7tw5ysvL8fX1dWme/v374+XlVWMsMzOT2NhYAGJjY9m8eXOTvFarL4/8/Hz27NnD2LFjeeSRR8jJyXF1JLvNmzfj6+vLrbfe6uoo9Xr//fcJDw93aQar1Yqfn5/9vsViMdSP86UKCwvJzc0lNDTU1VHsFixYwDPPPIObm7F+EgoLC/H29iYxMZHY2Fhmz57N2bNnXR0LuPD/2GOPPcY999zDwIED8fT0ZODAga6OVUtJSYm91Lp06UJJSUmTzPeqPM7DWePHj+fHH3+sNT5t2jSqq6spLS1l3bp17N+/n2nTppGZmdlif+nXl2358uW89dZbLZLjcurLdu+99wLw5ptvYjabGTFiREvHuyqdOXOG+Ph4nnvuOTw9PV0dB4DPPvsMb29vbrvtNj7//HNXx6nh3Llz/O///i/PP/88oaGhvPjii6xYsYJp06a5OhqlpaVkZmaSmZlJx44d+a//+i/S0tIYOXKkq6PVyWQyNdlvW6soj5SUlDofe++994iKisJkMtGnTx/c3Nw4ceIE3t7eLs126NAhCgsL7f8jFhUVMWrUKNavX0+XLl1cmu2ijRs3snXrVlJSUly+Wu1qOGVNVVUV8fHxDB8+nOjoaFfHsfvyyy/ZsmULWVlZVFRUUFZWxowZM3j11VddHQ0/Pz/8/PzsS2lDhgwxzM4QO3fupFu3bvbfiujoaL766ivDlYePjw/FxcX4+vpSXFzcZL9txlpGdYF7773X/tfWd999R1VVFZ07d3ZxKujVqxe7du1iy5YtbNmyBT8/PzZu3NhixXElWVlZrFy5kjfffJP27du7Oo7hT1ljs9mYPXs2gYGBxMXFuTpODU8//TRZWVls2bKFxYsXc+eddxqiOODCahY/Pz++/fZbAHbt2kXPnj1dnOqCrl27sm/fPn766SdsNpuhsl0qMjKS1NRU4MIZyAcNGtQk820VSx71GT16NM899xzDhg2jbdu2JCcnu/yv6KvB/PnzqaystP8QhoaGMm/ePJflMfopa7744gvS0tK45ZZb7H+ZJiQkEBER4eJkxvf8888zY8YMqqqqCAgIYOHCha6OBFz4f37w4MH89re/pU2bNgQHB/PAAw+4NFNCQgLZ2dmcOHGC8PBwpk6dysSJE5k2bRobNmyga9euLFmypEleS6cnERERp7X61VYiIuI8lYeIiDhN5SEiIk5TeYiIiNNUHiIi4jSVh8g1JDIykv/5n/9xdQxpBVQeIv9v1qxZTp2OfNy4cS49tkXElVQeIi5WWVnp6ggiTlN5iFzGxaWQVatWcdddd9G/f38SExP56aef7I9nZ2ezevVqevXqRa9evSgsLAQgLy+PiRMn0q9fP8LCwkhISOCHH36oNe8VK1YQHh5OREQEixcvZtSoUbVyPPjgg7z44ovAhdPOP/bYY/z617/m9ttv56GHHrrihZGOHj3KlClT6NevH/369eOpp55y+enz5dqg8hCpw549ezh8+DApKSm89tprfPrpp7z99tsAzJ49m379+jFq1Ch27NjBjh07uOGGGyguLubhhx8mKCiIDRs28Ne//pWzZ88yefJkzp8/b593dnY2hw4dYuXKlaSkpDBixAgOHjzIN998Y5+moKCAr776yn7G4jNnzjBixAjWrFnD+vXrCQ4OZuLEiZw4ceKy+c+fP8/kyZMpKSnh7bff5u2336a4uJjJkyejE0tIY7X6c1uJ1MXT05O5c+diNpvp2bMnQ4YMYdeuXTzxxBN07NiRtm3b0r59+xonq3zvvfe49dZbeeaZZ+xjixYt4le/+hUHDhygT58+AHh4eLBw4UL7RcgAfvnLX/Lhhx/aTzf+4YcfcuONN9qfExYWViPf888/T0ZGBllZWZc9k+uuXbs4dOgQn376Kd26dQPgT3/6E1FRUezatYvf/OY3TfRJSWuk8hCpw80334zZbLbf9/X1Zd++ffU+5+DBg+zZs4d+/frVeuz777+3F0FQUFCN4gAYMWIEq1evrlEew4cPtz9eUlLC0qVL+fzzz/nxxx85f/485eXlHDt27LJZvvnmG3x9fe3FARAQEICvry95eXkqD2kUlYdIHS5eZvcik8l0xdU958+fJyIigpkzZ9Z67NJLHHfo0KHW4zExMbzyyit89dVXuLu78+2339ZYopg5cyYlJSUkJibi7++Pu7s748ePp6qqytm3pjNHS6OpPEQaqG3btlRXV9cYCwkJ4eOPP6Zr1660bdvWqfn5+vpy55138uGHH+Lu7k6/fv0ICAiwP/7FF1/wxz/+kbvvvhuAH3/8scaG+J/r2bMnxcXFFBYW2pc+CgoKKC4u5uabb3Yqm8jPaYO5SAP5+/uzf/9+CgsLOX78OOfPn+d3v/sdp0+fZvr06ezbt4+CggJ27tzJ888/T1lZ2RXnOWLECD766CPS09NrrLICuOmmm/j73/9OXl4eOTk5TJ8+vd6C+s1vfkOvXr2YMWMG+/fvZ//+/cyYMYNf/vKX3HnnnY1+/9K6qTxEGuixxx6jbdu2xMTEEBYWxtGjR7FYLLz33nu4ubnx+OOPExMTw9y5c3F3d6+1jeNyoqKiKC8v58SJEwwdOrTGYwsWLODs2bOMGjWKhIQERo8ejb+/f53zMplM/PnPf8bb25tHH32URx99lOuvv54///nPWm0ljaaLQYmIiNO05CEiIk5TeYiIiNNUHiIi4jSVh4iIOE3lISIiTlN5iIiI01QeIiLiNJWHiIg47f8A433eoLeHsQIAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "0p79IEGrET4x", + "outputId": "5be3053c-2326-4fba-f2d4-3e576fd52436" + }, + "source": [ + "ax70 = dados['g-70'].hist(bins = 80)\n", + "ax70.set_title('G-70', fontsize = 16, fontweight='bold')\n", + "ax70.set_ylabel('Quantidade', fontsize=14)\n", + "ax70.set_xlabel('Intervalo', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 37, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "GVq875LgtruS", + "outputId": "bdb91984-85fa-4007-8187-ad175dc27494" + }, + "source": [ + "ax18 = dados['g-18'].hist(bins = 80)\n", + "ax18.set_title('G-18', fontsize = 16, fontweight='bold')\n", + "ax18.set_ylabel('Quantidade', fontsize=14)\n", + "ax18.set_xlabel('Intervalo', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 38, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "V7XovKV6AZrW", + "outputId": "8445e409-3ad5-4a44-c9aa-af471652c7c4" + }, + "source": [ + "##DESAFIO 03\n", + "ax99 = dados['c-99'].hist(bins = 100)\n", + "ax99.set_title('C-99', fontsize = 16, fontweight='bold')\n", + "ax99.set_ylabel('Quantidade', fontsize=14)\n", + "ax99.set_xlabel('Intervalo', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 39, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 284 + }, + "id": "TYtWZvea9j4b", + "outputId": "7e73b7bd-9b8e-486b-9e49-b3e438f08641" + }, + "source": [ + "axt = dados['tratamento'].hist()\n", + "axt.set_title('Histograma Tratamento', fontsize = 16, fontweight='bold')\n", + "axt.set_ylabel('Quantidade', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 40, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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8 rows × 772 columns

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" + ], + "text/plain": [ + " g-0 g-1 ... g-770 g-771\n", + "count 23814.000000 23814.000000 ... 23814.000000 23814.000000\n", + "mean 0.248366 -0.095684 ... -0.219210 0.101524\n", + "std 1.393399 0.812363 ... 1.326193 1.417674\n", + "min -5.513000 -5.737000 ... -10.000000 -10.000000\n", + "25% -0.473075 -0.562200 ... -0.554400 -0.523800\n", + "50% -0.008850 -0.046600 ... 0.028700 -0.006500\n", + "75% 0.525700 0.403075 ... 0.496400 0.536950\n", + "max 10.000000 5.039000 ... 10.000000 10.000000\n", + "\n", + "[8 rows x 772 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 44 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "iAnssSyyxGAL", + "outputId": "674450ef-5779-40a7-df52-954dd389313c" + }, + "source": [ + "## .T inverte linhas e colunas\n", + "hig = dados.loc[:,'g-0':'g-771'].describe().T['mean'].hist(bins=50)\n", + "hig.set_title('Histograma G0 - G771', fontsize=16, fontweight='bold')\n", + "hig.set_xlabel('Intevalo', fontsize=14)\n", + "hig.set_ylabel('Quantidade', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 45, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "DBxd0cIuxkX0", + "outputId": "db054d52-dd93-44a1-ed73-b46bf1933373" + }, + "source": [ + "higm = dados.loc[:,'g-0':'g-771'].describe().T['min'].hist(bins=30)\n", + "higm.set_title('Mínimos G0 - G771', fontsize=16, fontweight='bold')\n", + "higm.set_xlabel('Intevalo', fontsize=14)\n", + "higm.set_ylabel('Quantidade', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 46, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "2Cd49r3lx5ct", + "outputId": "10353ef9-4811-4e8c-de7b-7b8d35ffa197" + }, + "source": [ + "higma = dados.loc[:,'g-0':'g-771'].describe().T['max'].hist(bins=30)\n", + "higma.set_title('Máximo G0 - G771', fontsize=16, fontweight='bold')\n", + "higma.set_xlabel('Intevalo', fontsize=14)\n", + "higma.set_ylabel('Quantidade', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 47, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 301 + }, + "id": "0eGYyxQtx8_o", + "outputId": "0128713e-5bf0-4ac4-d38c-82c8a9e928ef" + }, + "source": [ + "hicme = dados.loc[:,'c-0':'c-99'].describe().T['mean'].hist(bins=50)\n", + "hicme.set_title('Média C0 - C99', fontsize=16, fontweight='bold')\n", + "hicme.set_xlabel('Intevalo', fontsize=14)\n", + "hicme.set_ylabel('Quantidade', fontsize=14)\n", + "plt.show()" + ], + "execution_count": 48, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "2oARwzafQb7g" + }, + "source": [ + "Boxplot, exemplificação:\n", + "![image.png](data:image/png;base64,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)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8J3ww4JqQo49" + }, + "source": [ + "O quartil 1 é o número médio do intervalo à esquerda da mediana.\n", + "\n", + "O quartil 3 é o número médio do intervalo à direita da mediana." + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 406 + }, + "id": "dm3AueK_1R5u", + "outputId": "c84c0e98-c7e5-4ee8-e841-d1bb1dbd5661" + }, + "source": [ + "plt.figure(figsize=(8,6))\n", + "bxg = sns.boxplot(y='g-0' , x='tratamento', data=dados, palette='Blues')\n", + "bxg.set_xlabel('Tratamento')\n", + "bxg.set_title('Boxplot G-0 x Tratamento', fontsize=14, fontweight='bold')\n", + "plt.show()" + ], + "execution_count": 49, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 406 + }, + "id": "Y74J09P_JCgY", + "outputId": "bbe7b852-993d-4e30-f657-b3ac8dc339ae" + }, + "source": [ + "plt.figure(figsize=(8,6))\n", + "bxc = sns.boxplot(y='c-0' , x='tratamento', data=dados, palette='Purples')\n", + "bxc.set_xlabel('Tratamento')\n", + "bxc.set_title('Boxplot C-0 x Tratamento', fontsize=14, fontweight='bold')\n", + "plt.show()" + ], + "execution_count": 50, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 514 + }, + "id": "mNA4IkHdJH9S", + "outputId": "8d197012-5c45-4f47-c815-4fc9797a9c54" + }, + "source": [ + "fig, (dg, dc) = plt.subplots(1, 2, figsize=(10,8))\n", + "\n", + "sns.boxplot(y='g-0' , x='dose', data=dados, palette = 'crest', ax=dg)\n", + "dg.set_xlabel('Dose')\n", + "dg.set_title('Boxplot G-0 x Dose', fontsize=14, fontweight='bold')\n", + "\n", + "sns.boxplot(y='c-0' , x='dose', data=dados, palette = 'viridis', ax=dc)\n", + "dc.set_xlabel('Dose')\n", + "dc.set_title('Boxplot C-0 x Dose', fontsize=14, fontweight='bold')\n", + "\n", + "plt.show()" + ], + "execution_count": 51, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 296 + }, + "id": "RzZPlOXwp1eG", + "outputId": "1698e075-bf23-4e6e-f5b9-03038bf6ba88" + }, + "source": [ + "dt = sns.boxplot(y='g-0' , x='tempo', data=dados, palette='gray')\n", + "dt.set_xlabel('Tempo(h)')\n", + "dt.set_ylabel('G-0')\n", + "dt.set_title('G0 x Tempo', fontsize=14, fontweight='bold')\n", + "plt.show()" + ], + "execution_count": 52, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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AMHr0aJw5c0ZUOURE0hEWAG3atEHbtm2Rnp4OAEhNTUXXrl1FlUNEJB2hvYAWLFiA2bNnQ6fTwdXVFZGRkSLLISKSitAA8PT0RFxcnMgSiIikxSeBiYgkxQAgIpIUA4CISFIMACIiSTEAiIgkxQAgIpIUA4CISFIMACIiSTEAiIgkxQAgIpIUA4CISFIMACIiSTEAiIgkxQAgIpIUA4CISFIMACIiSTEAiIgkJTwA9Ho9AgMDMXXqVNGlEBFJRXgAbNq0iZPBExEJIDQAcnJycODAATz99NMiyyAikpLQSeGXLFmCiIgI3L59u0af12q1SEtLM3FV5kGWn7Mx4razbDJtP2EBsH//fjg5OaFnz544fPhwjb6jVqvh6elp4srMgyw/Z2PEbWfZGuP2qyrUhAXA8ePHkZKSgoMHD0Kr1aKoqAizZ8/GypUrRZVERCQVYQEwa9YszJo1CwBw+PBhbNy4kTt/IqIGJLwXEBERiSH0JnCFJ554Ak888YToMoiIpMIzACIiSTEAiIgkxQAgIpIUA4CISFIMACIiSTEAiIgkxQAgIpIUA4CISFIMACIiSTEAiIgkxQAgIpJUtWMB3bp1C+vXr0dSUhIKCgqgUqng5OSE4cOHIyQkBC1atGioOomIqJ5VewYQHh6OFi1aYPPmzThy5AgOHz6MTZs2oUWLFggPD2+oGomIyASqDYDMzEyEhISgTZs2htfatGmDkJAQXL161eTFERGR6VQbAC4uLvj000+Rn59veC0/Px/R0dFo166dyYsjIiLTqfYewOrVqxEdHY2XXnoJBQUFAIBWrVph2LBh+PDDDxukQCIiMo1qA6Bly5aIiIhAREREva84Ozsbc+bMwfXr16FSqTBhwgRMmjSp3tdDRET3V+sZwaZOnYr169c/9Iqtra3x1ltvwcvLC0VFRQgKCsLAgQPRrVu3h162qezcuRM7duxokHVNnDix3pYVFBSEwMDAelseETUOtQ6A3NzcelmxRqOBRqMBANjb26NLly7Izc016wAgy9ZQAV6f4Q0wwCtY4vYz921X6wDo0aNHvReRmZmJtLQ0eHt7V/s5rVaLtLS0el9/TXl4eGDevHn1vtz7/YHU93pE/t7MRVZWFm7fvm3y9dT3OrKysrj9YJnbz9y3nUpRFKWqN5OSkpCbm4sXX3wRAPDMM88YrtlHRERg9OjRD13A7du3MXHiREybNg2+vr7VfjYtLQ2enp4PvU5zM3z4cGRmZhranTp1wt69ewVWRDXl4eFxz2vnzp0TUAnVhSzbr6p9Z7XdQDds2IBhw4YZ2iUlJYiLi8PmzZuxbdu2hy5Kp9MhLCwM/v7+D9z5N2bJyclGbe78LYefn59R29/fX1AlVBczZ840apuiw4s5qzYAdDqdUX//3r17w8HBAe3bt8fdu3cfasWKomD+/Pno0qULJk+e/FDLagxsbW0BlB/9k+Wo3B165cqVgiqhupg6dapRe8qUKYIqEaPaALh586ZRe+HChYb/rnguoK6OHTuG+Ph4/PLLLwgICEBAQAB++OGHh1qmJXv88cfRr18/Hv1bIAcHBwA8+rdULi4uAOQ7+gcecBO4V69eiI2NxYQJE4xe//LLL9GrV6+HWnGfPn0a5bU2ko+7uzsAHv1bKhcXF7i4uEh39A88IADmzZuH1157DQkJCfDy8gIAnD59GiUlJfj4448bpEAiIjKNagOgVatW+PLLL5Gamoo///wTADBkyBAMGDCgQYojIiLTqdFzAAMGDOBOn4iokeGMYEREkmIAEBFJigFARCQpBgARkaQYAEREkmIAEBFJigFARCQpBgARkaQYAEREkqr1jGCWYPHixTh79qzoMmqlYtag+p5O0JS6d++O+fPn1/tyLW37WeK2A0yz/Sxt2wFyb79GGQBnz57Fr7/+ahhj3xLo9XoAwG+//Sa4kprR6XQmW/bZs2dx4sQJODo6mmwdpnDp0iXRJdRYYWGhSZZ79uxZnDx5Eq6uriZZvik0b94cAPDXX38JrqTmMjIy6mU5jTIAgPIJVlq3bi26jEYrPz/fpMt3dHTEiBEjTLoOmSUlJZls2a6urpg9e7bJlk/1N/Q47wEQEUmKAUBEJCmhAXDw4EGMGjUKI0eORHR0tMhSiIikIywA9Ho93nvvPWzYsAG7d+9GYmKiYdIZIiIyPWE3gf/44w88+uijht4CY8aMQXJyMrp16/bQy87Pz4dOpzP5jUqZmfL3m5+fj8LCQpPeqJRdYWEh7O3t6325+fn5yM7O5vzIJpaRkYHS0tKHXo6wAMjNzUXbtm0NbWdnZ/zxxx/Vfker1Rr67D7oc2R6Nd0edVkumZ4pth+3XcOpj+1nUd1A1Wo1PD09H/g5FxcXXLt2jd1ATSg/Px8uLi412h615eLiAp1Ox26gJpSUlGSS7efi4oLmzZuzG6iJrVy5Eg4ODjXeflUFhbB7AM7OzsjJyTG0c3Nz4ezsLKocIiLpCAuAxx57DJcuXUJGRgZKSkqwe/duDBs2TFQ5RETSEXYJyMbGBgsXLsSUKVOg1+sRFBQENzc3UeUQEUlH6D2AIUOGYMiQISZZtqX1AqoYC8ja2lpwJTVjyrGAAFhUL6C7d+8CAJo2bSq4kporLCxEp06dTLLsjIwMi+oFdPPmTQBAixYtBFdScxkZGXBwcHjo5VjUTeCa6t69u+gSaq3iJo0pbqqaiql+z5a2/Sq2nal2qKbQqVMnk/yeLW3bAUB2djYAoGPHjoIrqTkHB4d6+V2rFEVR6qGeBpGWlmZRO8jaqBiKdvPmzYIrodritrNsMmy/qvadHAuIiEhSDAAiIkkxAIiIJMUAICKSFAOAiEhSDAAiIkkxAIiIJMUAICKSFAOAiEhSDAAiIkkxAIiIJMUAICKSFAOA6CHl5+fjyJEj+Pbbb0WXQlQrDAAzUVJSgrS0NFy7dk10KVRL6enpAIBZs2YJroTq4sqVKzhy5Ag+/PBD0aU0OCEBsGzZMowePRr+/v547bXXDBMyyOzixYu4desWFi5cKLoUqoXExETDf+v1ep4FWKCKucnXrVsnuJKGJ2Q+gEOHDqF///6wsbHBihUrAAAREREP/F5jnQ8gLy8PgwcPNrQPHTqENm3aCKyocdq5cyd27NhRr8s8cuTIPa/169evXtcRFBSEwMDAel0mlVu1ahWio6MN7enTpyM8PFxgRaZR1b5TyIxggwYNMvy3j48PvvvuOxFl1JopdiAAcO7cOaP2mDFj4OHhUW/L5w6EGoOGCPB169bh2LFj9bZ8c/+3J3xKyB07dsDPz69Gn9VqtYbp90TIysrC7du36325N27cuKddn+vJysoS+nszFx4eHpg3b169LvN+/7jrex0AuP1gun9/lcn0b89kl4CCg4PvOyl7eHg4RowYAaA8bU+dOoWPPvoIKpXqgctsrJeA7ne0X/msgMwTt51lk2X7NfgloJiYmGrfj4uLw4EDBxATE1OjnT8REdUvIb2ADh48iA0bNmDdunVo2rSpiBLMSuvWrY3avAFMRA1ByD2A999/HyUlJZg8eTIAwNvbG++9956IUsxC5UtlfBbAclhbW0Ov1xu1iSyFkADYt2+fiNUS1bt27dohMzPT0G7fvr3Aaohqh08CEz2E7Oxso3ZWVpagSohqjwFA9BAqd2CwsuI/KbIc/Gs1A66urkbtjh07CqqEamvs2LHVtonMGQPADHh5eVXbJvM1a9Ysw41fa2trDghnYdRqtVG7SZMmgioRgwFgBg4dOmTU/vHHHwVVQrWl0WgwcuRIAICvry+78FqYypfsZHsmiQFgBvz9/Q1/iFZWVhg3bpzgiqg2Ko4aZTt6bAzu3r1bbbuxYwCYgdDQ0GrbZL7y8vKwZ88eAMCePXv4DAdZFAaAmag49ZTtFNTSRUVFQafTAQB0Oh2ioqIEV0RUcwwAMxAVFWV0CYg7EcsRHx+PivEUy8rKsHPnTsEVEdUcA8AMJCQkGB1F7tq1S3BFVFMajcao7ezsLKgSotpjAJgBf39/2NraAgBsbW15E9iCXLlyxah9+fJlQZVQXYwePdqoXdO5SRoLBoAZCA0NNVz7t7Ky4k1gC1J5Og0BM6zSQ5g/f3617caOAWAGNBqN4enfjh07si+5Bak8+idHA7UsGo3GcBbg5+cn3b89BoAZyMvLM1xKuHz5MrsSWpDKQz/4+/sLqoTqav78+ejbt690R/8AA8AsREVFGS4dKIrCXkAWZNasWUY9uDgUhOXRaDT44osvpDv6BxgAZoG9gCyXRqMx3LQPCAiQcidClktoAGzcuBEeHh4oKCgQWYZw7AVk2SZNmgR7e3sEBweLLoWoVoQFQHZ2Nn766SfOoITyXkBlZWUAyh8mYi8gy/L555+jqKgIMTExokshqhVhARAZGYmIiAgOffD//vceAFmOvLw8JCQkAAB27drFG/hkUYQEQFJSEjQaDbp37y5i9WaHQ0FYrlWrVhkmhdfr9Vi1apXgiqi28vLy8NJLL0kZ3iabFD44OBj5+fn3vB4eHo7169dj48aNtV6mVqtFWlpafZRnVnbu3InS0lIAQGlpKb755htMmDBBcFVUExVH/xV27dqFSZMmCaqG6uKTTz7B0aNHsWjRIkybNk10OQ3KZAFQ1fXQc+fOITMzEwEBAQCAnJwcjB8/Htu3b39gDwq1Wg1PT8/6LlW4wMBAfP3119DpdLC1tcVTTz3VKH/OxqjyJUyVSsVtZ0Hy8vKwf/9+KIqC/fv34+23326UPbmqOnBu8EtAHh4eSE1NRUpKClJSUtC2bVvExcU1yl96TXEoCMs1YsQIo3bF7GBkGaKioow6YMh2+ZXPAZgBjUZj6A3Vvn17qcPQ0lSeBYyzglkW2Z/BER4AKSkpcHJyEl2GUBwKwnJ9//33Ru29e/cKqoTqQvZncIQHAJX3JPnf01D2JLEcnA/AsoWGhhr1wJPt8isDwAwkJiYatSv3LCHzlZGRUW2bzJtGo8H48eOhUqkQFBQk3eVXk/UCorrjw3GWg9vK8oWGhuLPP/+U7ugf4BmAWag8pHDlNpkvDgdt+TgaKAk1a9Ysw0Qi1tbWHFLYglTe4Vc830KWQ+YngRkAZkCj0Rh2JOPGjZPySMRSRUZGGrUXL14sqBKqq6ioKBw9elS6ZwAABoDZ8Pf3h5WVFY8gLcyff/5p1L5w4YKgSqgu8vLyEBcXB0VRsGPHDunOAhgAZiIyMhJlZWU8grQw3bp1M2q7ubkJqoTqIioqymgwP9nOAhgAZuDMmTOGI8kLFy7g7NmzgiuimlqxYoVRe+XKlYIqobpISEgwGoiRTwJTg4uIiDBqz549W1AlVFs9evRAp06dAACdO3fmEOcWRvaxnBgAZoDXkS1bxU6fO3+yNAwAM8DryJarYjhhoHxcK9luIlq6pKQko/a+ffsEVSIGA8AM8Dqy5ZJ9OGFLx0tAJFyPHj0MZwFubm68lGBBZB9OmCwbA8BMrFixAvb29jz6tzCyDyds6XgJiMxCjx49cOzYMR79WxjZhxO2dP7+/rCxKR8T08bGRroAZwAQPQTZhxO2dKGhoUbjcMkW4MICYPPmzRg9ejTGjBmD5cuXiyqD6KGFhoaiT58+0u08GgPZA1zIfAC//PILkpOTsWvXLtjZ2eH69esiyiCqFxXDCZNlknk+ACEBsG3bNoSEhMDOzg4A0KpVKxFlEBFJHeBCAuDSpUs4evQoVq9eDbVajTlz5qBXr14P/J5Wq0VaWloDVEhE1PiZLACCg4ORn59/z+vh4eHQ6/W4ceMGYmNjcfLkSYSHhyM5OfmB0+up1Wp4enqaqmQiokapqgNnkwVATExMle9t27YNI0eOhEqlQq9evWBlZYXCwkI4OTmZqhwiIqpESC+gESNG4PDhwwCAixcvQqfTwdHRUUQpRETSUimKojT0SktKSjBv3jycPXsWtra2mDNnDgYMGPDA7/32229Qq9UNUCERUeOh1Wrh4+Nzz+tCAoCIiMTjk8BERJJiABARSYoBQEQkKQYAEZGkGABERJJiABARSUrIWECyy87Oxpw5c3D9+nWoVCpMmDABkyZNMry/ceNGLFu2DKmpqXw62ozp9XoEBQXB2dkZ69evR2pqKpYvX46ysmwAGvQAAAZTSURBVDI0a9YMS5cuxaOPPiq6TPof6enpmDFjhqGdkZGBsLAw5ObmYv/+/bC1tUXHjh0RGRmJFi1aCKy0YfA5AAHy8vJw7do1eHl5oaioCEFBQfj444/RrVs3ZGdn4+2330Z6ejp27NjBADBjn332GU6dOoWioiKsX78eo0aNQlRUFLp27YotW7bg5MmTWLp0qegyqQp6vR5///vfERsbi4sXL6J///6wsbHBihUrAAARERGCKzQ9XgISQKPRwMvLCwBgb2+PLl26IDc3FwAQGRmJiIiIBw6MR2Ll5OTgwIEDePrpp41eLyoqMvy/RqMRURrVUGpqKlxdXeHi4oJBgwYZpob08fFBTk6O4OoaBi8BCZaZmYm0tDR4e3sjKSkJGo2G8wJbgCVLliAiIgK3b982vLZ48WKEhIRArVbD3t4esbGxAiukB9m9ezfGjh17z+s7duyAn5+fgIoaHs8ABLp9+zbCwsIwb948WFtbY/369XjzzTdFl0UPsH//fjg5OaFnz55Gr8fExCA6OhoHDx7E+PHjERkZKahCepCSkhKkpKRg9OjRRq+vW7cO1tbW0kwOzzMAQXQ6HcLCwuDv7w9fX1+cO3cOmZmZCAgIAFB+iWH8+PHYvn27dPOUmrvjx48jJSUFBw8ehFarRVFREUJCQpCeng5vb28AwJNPPokpU6YIrpSqcvDgQXh5eaF169aG1+Li4nDgwAHExMTIcwlWoQZXVlamREREKIsWLaryM0OHDlWuX7/egFVRXfzyyy9KSEiIotPplH79+inp6emKoihKbGys8vrrrwuujqoSHh6ufP3114b2Dz/8oPj5+Un3b45nAAIcO3YM8fHxcHd3Nxzxz5w5E0OGDBFcGdWVjY0NFi1ahLCwMKhUKrRs2RJLliwRXRbdx507d/Dzzz/jvffeM7z2/vvvo6SkBJMnTwYAeHt7G73fWLEbKBGRpHgTmIhIUgwAIiJJMQCIiCTFACAikhQDgIhIUuwGStIoLCxEcHAwACA/Px9WVlaGwfa2b98OOzu7BqkjLCwMERERcHV1xeOPP44TJ07c85kvvvgCTZo0uWesIaL6xAAgaTg6OiI+Ph4AsHbtWjRr1gyvvPJKg9Zw4cIF6PV6uLq6Vvu5oKAgPP/88wwAMikGAEnt1KlTWLp0Ke7cuQNHR0dERkZCo9Fg4sSJ8PT0xNGjR3H37l0sW7YM0dHROH/+PPz8/DBjxgxkZmZiypQp8PLywpkzZ+Dm5oZly5ahadOmSE1NxbJly6DX69GzZ0+8++67sLOzQ0JCAoYPH25Uw+rVq7F//340adIEUVFRaN26NZo2bQoXFxf88ccf6NWrl6DfDjV2vAdA0lIUBYsWLcKaNWsQFxeHoKAgrF692vC+ra0t4uLi8NxzzyE0NBQLFy5EYmIivvnmGxQWFgIALl68iBdeeAHffvstmjdvjq1bt0Kr1eKtt97C6tWrkZCQAL1ej61btwIoH0eoYihwoPypVG9vb+zatQt9+vQxGkG0Z8+eOHr0aAP9NkhGDACSVklJCc6fP4/JkycjICAA69atM8zLAADDhg0DALi7u8PNzQ0ajQZ2dnZwdXU1jBffrl079O7dGwAwbtw4HDt2DBcvXkSHDh3QuXNnAMBTTz1l2JFfu3bNaJIfW1tbDB06FED5Dv/q1auG91q1aoW8vDwT/gZIdrwERNJSFAVubm746quv7vt+xU1hKysroxvEVlZWKC0tBYB7Ro180CiSarUaWq3W0La1tTV8x8rKCnq93vCeVquFWq2uxU9EVDs8AyBp2dnZoaCgwNALR6fT4cKFC7VaRlZWluH7iYmJ6N27Nzp37oyrV6/i8uXLAID4+Hj07dsXANC1a1dcuXKlRsu+dOkS3N3da1UPUW0wAEhaVlZWWLNmDVauXIlx48YhMDDwvl0yq9O5c2ds2bIFfn5+uHnzJp5//nmo1WpERkbizTffhL+/P1QqFZ5//nkAwJAhQ3D48OEaLfv48eP429/+Vuufi6imOBooUR1lZmZi2rRpSExMrPF3iouL8fLLL2Pbtm2wtrau8nNnzpzBZ599ZpignMgUeAZA1ICaNGmCN954w+hm8/0UFhZyelAyOZ4BEBFJimcARESSYgAQEUmKAUBEJCkGABGRpBgARESS+j+OVre1W7DffAAAAABJRU5ErkJggg==\n", 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "FFSdVmItty3l" + }, + "source": [ + "## AULA 03" + ], + "execution_count": 53, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "soZzsCzOBs13" + }, + "source": [ + "####**DESAFIO 01: Criar tabelas de frequência com o pandas.groupby(); |**\n", + "####**DESAFIO 02: Normalizar o crosstab pela coluna; |**\n", + "####**DESAFIO 03: Explorar outros agregadores; |**\n", + "####**DESAFIO 04: Explorar o melt; |**\n", + "####**DESAFIO 05: Calcular e analisar a correlação entre G e C; |**\n", + "####**DESAFIO 06: Estudar o código que plota a matriz de correlação (heatmap); |**\n", + "####**DESAFIO 07: Refeltir sobre os efeitros biológicos da correlação; |**\n", + "####**DESAFIO 08: Resumo o que você aprendeu com os dados; |**\n", + "\n", + "* Aparetemente a correlação entr G e C é, em geral, inversamente proporsional | Correlação não é casualidade;\n", + "* Analisar gráficos boxplot, heatmap, lmplot;\n", + "\n" + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 253 + }, + "id": "cBoGLut5-m2o", + "outputId": "42da11cd-4d5e-409a-cb41-23a6ce39c481" + }, + "source": [ + "dados.head()" + ], + "execution_count": 54, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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" + ], + "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": 66 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 450 + }, + "id": "PGbhyIJZXpaB", + "outputId": "ca0aa726-4663-49c3-83ca-6b13bafc0bcf" + }, + "source": [ + "##dropna() = Retira o NaN(not a number)\n", + "\n", + "dados.groupby(['dose', 'c-0'] )['tempo'].value_counts().unstack().dropna()\n" + ], + "execution_count": 67, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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dosetempotratamentovariablevalue
0D124com_drogag-01.0620
1D172com_drogag-00.0743
2D148com_drogag-00.6280
3D148com_drogag-0-0.5138
4D272com_drogag-0-0.3254
..................
47623D224com_drogac-00.4224
47624D224com_drogac-00.2144
47625D248com_controlec-01.0650
47626D124com_drogac-00.5377
47627D172com_drogac-0-2.3890
\n", + "

47628 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " dose tempo tratamento variable value\n", + "0 D1 24 com_droga g-0 1.0620\n", + "1 D1 72 com_droga g-0 0.0743\n", + "2 D1 48 com_droga g-0 0.6280\n", + "3 D1 48 com_droga g-0 -0.5138\n", + "4 D2 72 com_droga g-0 -0.3254\n", + "... ... ... ... ... ...\n", + "47623 D2 24 com_droga c-0 0.4224\n", + "47624 D2 24 com_droga c-0 0.2144\n", + "47625 D2 48 com_controle c-0 1.0650\n", + "47626 D1 24 com_droga c-0 0.5377\n", + "47627 D1 72 com_droga c-0 -2.3890\n", + "\n", + "[47628 rows x 5 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 70 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 279 + }, + "id": "bxS4E__QCguX", + "outputId": "15f3c166-58a0-489f-eab2-a2b646003158" + }, + "source": [ + "sns.scatterplot(x='g-0', y='g-3', data=dados)\n", + "plt.show()" + ], + "execution_count": 71, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 296 + }, + "id": "4ty7CXSmEUA6", + "outputId": "9bf5619c-0d8f-46a7-93f2-e85b737d2e81" + }, + "source": [ + "##Quando G0 aumenta G8 diminui\n", + "sns.scatterplot(x='g-0', y='g-8', data=dados)\n" + ], + "execution_count": 72, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 72 + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 383 + }, + "id": "OtI0o1PHFGYz", + "outputId": "da513a2b-f224-4174-eec3-82fc2f21fdcd" + }, + "source": [ + "##Linha de tendência\n", + "sns.lmplot(data=dados, x='g-0', y='g-8', line_kws={'color':'red'})\n", + "plt.show()" + ], + "execution_count": 73, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "B1illX-UFafK", + "outputId": "d329ca2e-1a7f-4df1-c35f-06630f599dd7" + }, + "source": [ + "sns.lmplot(data=dados, x='g-0', y='g-8', line_kws={'color':'red'}, col='tratamento', row='tempo')\n", + "plt.show()\n", + "\n", + "##Quanto maior o tempo mais a curva fica inclinada no tratamento com drogas;\n", + "##Tratamento com controle está \"estável\";\n", + "## Correlação não é causa;" + ], + "execution_count": 74, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 383 + }, + "id": "nVJD-apWaMeL", + "outputId": "170a766e-d8f2-4be6-de2d-98959ade92bc" + }, + "source": [ + "sns.lmplot(data=dados, x='g-0', y='c-0', line_kws={'color':'red'})\n", + "plt.show()" + ], + "execution_count": 75, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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\n", 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 524 + }, + "id": "l-MbFxgLGRpX", + "outputId": "5703d262-6dfa-49b4-f760-f2b94abd4cfb" + }, + "source": [ + "## .corr = correlação | Correlação das expressões gênicas\n", + "## Valores próximos de -1 ou +1 = variáveis bem correlacionadas / Valores próximos de 0 = variáveis \"não correlacionadas\"\n", + "## Negativos = inversamente | Positiva = diretamente\n", + "dados.loc[:, 'g-0':'g-771'].corr()" + ], + "execution_count": 77, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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g-0g-1g-2g-3g-4g-5g-6g-7g-8g-9g-10g-11g-12g-13g-14g-15g-16g-17g-18g-19g-20g-21g-22g-23g-24g-25g-26g-27g-28g-29g-30g-31g-32g-33g-34g-35g-36g-37g-38g-39...g-732g-733g-734g-735g-736g-737g-738g-739g-740g-741g-742g-743g-744g-745g-746g-747g-748g-749g-750g-751g-752g-753g-754g-755g-756g-757g-758g-759g-760g-761g-762g-763g-764g-765g-766g-767g-768g-769g-770g-771
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......................................................................................................................................................................................................................................................
g-767-0.052622-0.003378-0.053149-0.1793700.124425-0.081016-0.0008860.137336-0.101191-0.013157-0.016431-0.009570-0.102954-0.066698-0.0938220.244340-0.069415-0.094064-0.127133-0.0801240.0438000.077647-0.163991-0.007126-0.059084-0.105259-0.0238800.128335-0.119971-0.107446-0.0355560.0941700.1584290.108885-0.077054-0.0672680.3341890.2172920.049036-0.031135...0.0528980.121333-0.0386470.140140-0.2467160.000084-0.021733-0.003739-0.010499-0.0453640.1038920.056790-0.046818-0.082454-0.0502490.0437640.0280570.1070990.0063680.071568-0.041222-0.271532-0.1342240.1000080.023745-0.1794930.113520-0.331936-0.0508980.190015-0.010391-0.1802520.003976-0.0274250.1537221.000000-0.0483930.0654500.008603-0.001136
g-7680.300241-0.0307560.1154150.0284520.115579-0.139000-0.005791-0.419437-0.209968-0.291836-0.2798890.208202-0.1663610.243048-0.241234-0.042026-0.363465-0.2474740.078093-0.055035-0.155576-0.164930-0.086306-0.125517-0.286908-0.139057-0.3415180.102919-0.257007-0.141094-0.3729770.369303-0.3655160.058365-0.0624150.076001-0.208400-0.4503440.4637320.451185...0.234354-0.4632770.0730030.006763-0.143979-0.034694-0.171279-0.200669-0.031907-0.057287-0.288026-0.1771080.4596420.2917290.202785-0.0284990.130907-0.2334720.4552380.1410020.2223630.0746200.087545-0.203831-0.0956470.0480080.2530310.087674-0.403336-0.3945200.0772920.0000480.4032110.241509-0.250512-0.0483931.0000000.079364-0.3826070.351651
g-769-0.127375-0.0068660.014489-0.206077-0.172727-0.068537-0.278587-0.0825540.2685710.0370130.1848330.0294090.052328-0.137248-0.0167690.006056-0.0106540.164345-0.161975-0.0965490.043702-0.160018-0.1047940.011050-0.057823-0.0468330.0157170.0618720.107534-0.0320600.086102-0.108052-0.1548450.1208020.040181-0.0822720.0875730.078753-0.032600-0.061331...-0.0495990.017176-0.0052830.017348-0.0146630.1018310.0632180.151088-0.1168130.0603080.0873420.214832-0.118092-0.038540-0.095170-0.031114-0.0649390.0440820.0096130.146667-0.0594470.087822-0.1606100.041946-0.001705-0.116414-0.033614-0.0291730.106610-0.0023560.0206620.0710820.0132350.0211520.1519400.0654500.0793641.0000000.135853-0.083713
g-770-0.514201-0.095108-0.078661-0.002142-0.3636730.144631-0.1434280.4024510.4410110.4159670.550963-0.2386570.230249-0.4062790.3861030.1029040.4062670.312653-0.0340360.0911710.263679-0.0929250.0088410.0851050.3704100.2466890.550753-0.1901100.3933930.2957980.596868-0.5266340.231931-0.0395100.260259-0.3663890.2282810.571426-0.592994-0.429418...-0.3703700.514880-0.155936-0.0100760.3753380.0148330.3439380.3698220.0772860.2461650.4396480.367189-0.618890-0.378256-0.2643420.081357-0.2402730.285457-0.4683210.077384-0.270256-0.015109-0.0778110.2066660.238529-0.184568-0.1267310.0342810.6012890.4885800.014331-0.010849-0.498222-0.4891160.2848820.008603-0.3826070.1358531.000000-0.425063
g-7710.405908-0.0322330.1039850.0582190.250713-0.0932370.075019-0.441309-0.450561-0.295420-0.4327860.144358-0.2299380.404019-0.2989170.004588-0.385330-0.3725340.073349-0.110113-0.288734-0.1275020.003787-0.162129-0.302231-0.223294-0.3622990.158596-0.392234-0.138101-0.4199370.447443-0.3039330.048098-0.0401340.175169-0.187705-0.4812140.5401810.453666...0.269242-0.5426940.1308510.026660-0.232375-0.079203-0.154633-0.212674-0.012768-0.035397-0.358442-0.3798460.5615250.3272310.2836590.0831720.193545-0.1952850.4596160.0998660.318208-0.0467970.190287-0.175624-0.0818390.1758810.237110-0.035015-0.551324-0.3418070.076596-0.0853190.4263420.337007-0.249602-0.0011360.351651-0.083713-0.4250631.000000
\n", + "

772 rows × 772 columns

\n", + "
" + ], + "text/plain": [ + " g-0 g-1 g-2 ... g-769 g-770 g-771\n", + "g-0 1.000000 0.086032 0.176188 ... -0.127375 -0.514201 0.405908\n", + "g-1 0.086032 1.000000 -0.054518 ... -0.006866 -0.095108 -0.032233\n", + "g-2 0.176188 -0.054518 1.000000 ... 0.014489 -0.078661 0.103985\n", + "g-3 0.011266 -0.027855 0.042633 ... -0.206077 -0.002142 0.058219\n", + "g-4 0.403153 0.193647 0.013968 ... -0.172727 -0.363673 0.250713\n", + "... ... ... ... ... ... ... ...\n", + "g-767 -0.052622 -0.003378 -0.053149 ... 0.065450 0.008603 -0.001136\n", + "g-768 0.300241 -0.030756 0.115415 ... 0.079364 -0.382607 0.351651\n", + "g-769 -0.127375 -0.006866 0.014489 ... 1.000000 0.135853 -0.083713\n", + "g-770 -0.514201 -0.095108 -0.078661 ... 0.135853 1.000000 -0.425063\n", + "g-771 0.405908 -0.032233 0.103985 ... -0.083713 -0.425063 1.000000\n", + "\n", + "[772 rows x 772 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 77 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 550 + }, + "id": "FplbSJroHhIn", + "outputId": "3746d204-8a6c-4bbb-e047-45ec4992716f" + }, + "source": [ + "import numpy as np\n", + "\n", + "corr = dados.loc[:, 'g-0':'g-50'].corr()\n", + "\n", + "# Generate a mask for the upper triangle\n", + "mask = np.triu(np.ones_like(corr, dtype=bool))\n", + "\n", + "# Set up the matplotlib 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(corr, mask=mask, cmap=cmap, center=0,\n", + " square=True, linewidths=.5, cbar_kws={\"shrink\": .5})\n", + "plt.show()" + ], + "execution_count": 78, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 549 + }, + "id": "TBMvx6y_JmwI", + "outputId": "e9a8a1ab-d07a-4f0b-e96d-e0c0cd9c5ed0" + }, + "source": [ + "corr_celular = dados.loc[:, 'c-0':'c-50'].corr()\n", + "\n", + "# Generate a mask for the upper triangle\n", + "mask = np.triu(np.ones_like(corr_celular, dtype=bool))\n", + "\n", + "# Set up the matplotlib 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(corr_celular, mask=mask, cmap=cmap, center=0,\n", + " square=True, linewidths=.5, cbar_kws={\"shrink\": .5})\n", + "plt.show()" + ], + "execution_count": 79, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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c-0c-1c-2c-3c-4c-5c-6c-7c-8c-9c-10c-11c-12c-13c-14c-15c-16c-17c-18c-19c-20c-21c-22c-23c-24c-25c-26c-27c-28c-29c-30c-31c-32c-33c-34c-35c-36c-37c-38c-39...c-60c-61c-62c-63c-64c-65c-66c-67c-68c-69c-70c-71c-72c-73c-74c-75c-76c-77c-78c-79c-80c-81c-82c-83c-84c-85c-86c-87c-88c-89c-90c-91c-92c-93c-94c-95c-96c-97c-98c-99
g-0-0.624116-0.624810-0.639789-0.604041-0.606231-0.629189-0.669697-0.608954-0.642211-0.630989-0.626020-0.631486-0.629841-0.643529-0.622502-0.647751-0.638829-0.678957-0.594877-0.643239-0.684132-0.630950-0.543857-0.579103-0.660192-0.605740-0.620731-0.661781-0.647510-0.615229-0.653816-0.659935-0.646008-0.656088-0.649368-0.639943-0.606850-0.565831-0.627974-0.645185...-0.662186-0.639153-0.665249-0.604982-0.621192-0.646914-0.630096-0.625521-0.643556-0.622139-0.655613-0.637361-0.669361-0.666255-0.541994-0.660842-0.540702-0.647280-0.670072-0.592806-0.644508-0.577032-0.621314-0.673295-0.588529-0.660818-0.625025-0.625130-0.627185-0.682893-0.648726-0.629025-0.633479-0.668520-0.656116-0.600758-0.646784-0.622840-0.640484-0.609238
g-1-0.037405-0.030558-0.0396160.011899-0.027014-0.004664-0.027941-0.003155-0.0161990.012004-0.011896-0.028692-0.016804-0.039030-0.0187240.001283-0.020506-0.028191-0.006079-0.004661-0.009059-0.0138060.0528510.019902-0.0155510.020494-0.021502-0.023190-0.026067-0.016824-0.008202-0.035886-0.020831-0.0167700.006563-0.005731-0.032461-0.037041-0.0278100.001859...-0.040883-0.027389-0.013518-0.0055130.0049700.0006050.005983-0.025452-0.014658-0.016301-0.0354730.004021-0.041172-0.0230660.004179-0.0201360.023721-0.003363-0.0440790.006385-0.004805-0.0101850.002633-0.022321-0.018388-0.020843-0.0165550.011173-0.037424-0.008322-0.034557-0.000934-0.022478-0.034891-0.042638-0.011237-0.022127-0.008487-0.002824-0.002308
g-2-0.168656-0.178692-0.176733-0.156894-0.180127-0.170701-0.181008-0.175473-0.178634-0.163261-0.180958-0.176356-0.180042-0.183370-0.174772-0.180545-0.162327-0.177785-0.169176-0.170238-0.182883-0.172854-0.137744-0.193688-0.170649-0.171545-0.179031-0.184632-0.162529-0.166055-0.177225-0.185423-0.184273-0.187304-0.173426-0.187504-0.160625-0.160252-0.181268-0.183121...-0.179885-0.183319-0.185323-0.174439-0.163617-0.174381-0.185913-0.166461-0.181092-0.167242-0.180925-0.178400-0.175939-0.182079-0.151960-0.183145-0.181286-0.159720-0.179919-0.162542-0.183613-0.170641-0.186154-0.177631-0.166103-0.187158-0.157164-0.170382-0.164975-0.174041-0.183325-0.186048-0.166786-0.190383-0.178312-0.158105-0.182540-0.178812-0.170152-0.172124
g-3-0.037342-0.093505-0.085298-0.029079-0.065964-0.054947-0.118651-0.031232-0.060544-0.098435-0.056865-0.072926-0.081498-0.078792-0.072001-0.041614-0.057309-0.085462-0.064829-0.025428-0.069663-0.0706630.070106-0.001622-0.060156-0.007329-0.108669-0.068180-0.084874-0.038126-0.057558-0.096243-0.040765-0.091024-0.042440-0.048595-0.077177-0.033611-0.101452-0.028037...-0.115228-0.037189-0.077496-0.060176-0.026180-0.099132-0.026693-0.060265-0.036769-0.045193-0.140946-0.026295-0.076285-0.055792-0.035812-0.078715-0.050296-0.071568-0.078478-0.046407-0.033641-0.064704-0.044155-0.083462-0.028035-0.063797-0.0397010.010285-0.047301-0.066781-0.091892-0.045385-0.089801-0.089818-0.081073-0.016778-0.083846-0.049951-0.079855-0.037579
g-4-0.403545-0.379840-0.392841-0.357850-0.365118-0.384914-0.364633-0.378776-0.383263-0.346834-0.379019-0.384599-0.379915-0.389980-0.395484-0.382739-0.387586-0.390418-0.342299-0.394375-0.404137-0.378579-0.319028-0.351363-0.393502-0.372542-0.357408-0.406761-0.382014-0.381405-0.376348-0.390938-0.415720-0.369416-0.393812-0.380305-0.385241-0.360443-0.365057-0.386042...-0.399687-0.402933-0.360525-0.335792-0.392328-0.365328-0.358876-0.379927-0.393416-0.380265-0.378893-0.396324-0.407893-0.396741-0.333530-0.397591-0.302705-0.379939-0.405154-0.361345-0.378939-0.361197-0.351890-0.398071-0.379515-0.399595-0.389186-0.399976-0.406509-0.413806-0.387193-0.361679-0.351508-0.397062-0.388885-0.378084-0.379085-0.394904-0.366693-0.390581
g-50.2093580.1988900.2119880.1933270.2067620.2038800.1926880.1753500.2027280.1611270.1876210.2084310.1832970.2153030.1862300.1921360.1853400.1861720.1852910.2063300.1792340.2034800.1854930.1761520.2042610.1993220.1895180.2020820.1943080.1991820.1823070.1977070.1942130.1699930.1877500.1965880.2103480.1965000.1874660.196993...0.1939480.2124960.2152310.1804310.2012340.1671040.1997550.2108400.1886680.1984580.1648370.2012470.2070150.2014370.1667290.2102220.1669620.1767760.1938730.1865380.1813430.1986510.1832480.2005360.2120170.1957970.1965970.1848680.2116130.1929810.2102350.1711850.2072070.1924730.2111850.2023410.1946190.1939070.1790970.192385
g-6-0.103316-0.079528-0.078782-0.093048-0.055324-0.080601-0.077305-0.095393-0.077597-0.075972-0.074455-0.067983-0.082641-0.046295-0.098859-0.093290-0.125494-0.087790-0.040555-0.105334-0.117323-0.070834-0.098696-0.101826-0.082168-0.069312-0.048503-0.091182-0.073625-0.111349-0.094326-0.086521-0.120090-0.075093-0.109918-0.112198-0.075632-0.092177-0.052834-0.099635...-0.072660-0.118155-0.118031-0.045948-0.093986-0.089315-0.083985-0.080274-0.090407-0.094138-0.104056-0.104643-0.077279-0.061269-0.087897-0.080593-0.048933-0.091767-0.109753-0.071761-0.090134-0.066605-0.069320-0.107072-0.064107-0.097826-0.088106-0.130531-0.117752-0.121946-0.084153-0.073982-0.078695-0.083806-0.065120-0.082060-0.079270-0.095448-0.084408-0.079813
g-70.4864780.5538590.5650020.5202840.5626470.5379560.5886670.4896530.5642590.5802100.5540300.5667640.5858180.5696030.5096980.5597680.4962350.5774870.5645270.4988030.5562280.5601300.4554540.4912390.5674260.5109160.5861380.5501450.5686250.4831750.5348340.5752950.5110080.5826280.5552890.5417400.5422070.4601100.6011560.530471...0.5825200.4972100.5844630.5902340.5042060.5793590.5525370.5630750.5379330.5259590.5863750.5034590.5587020.5495300.4553750.5727220.5388540.5837120.5521910.5238660.5402300.5302040.5585690.5578530.5218500.5666640.4999400.4655010.5072560.5270320.5625610.5745330.5737310.5838970.5667670.4623350.5681590.5438280.5294120.489600
g-80.6214220.6016780.5973720.5641740.5456000.5919200.6073090.5795430.5990250.5582540.5895600.5752050.5849340.5769610.6204240.5673270.5991040.6139310.5246810.6054880.6357640.5500150.4825680.5617840.5973050.5626690.5371520.6062860.5892010.5971930.6144130.6243130.6350540.6008510.6105380.6089150.5488550.5333470.5506880.596325...0.6061390.6345990.6014010.5211080.5863600.5968090.5815050.5621910.5921730.5634420.6165420.6094720.6156630.5963780.5352120.6078290.5148090.5971660.6066450.5402880.6060650.5522350.5741540.6365870.5508010.6158160.5866010.6266680.5901780.6370880.5723150.5736540.5577970.6209780.5739180.5733370.5957700.6029020.5962620.568512
g-90.4352350.4754240.4883310.4540650.4859650.4608280.4889410.4353940.4752890.4590520.4644950.4890240.4954590.4895070.4495920.4855910.4424400.4885650.4769300.4531480.4723840.4796680.3958170.4508060.4807970.4535880.4805820.4783180.4821080.4495320.4614760.4843240.4659130.4871010.4656190.4665680.4688970.4258980.4953720.469083...0.4844270.4454150.4796960.4884390.4569490.4646140.4750770.4942240.4683450.4524140.4720610.4575580.4766190.4810900.3819770.4924990.4341220.4856540.4731470.4512700.4608180.4758630.4661630.4806090.4640370.4750040.4496160.4347690.4541770.4611840.4894650.4707000.4871420.4947740.4975050.4273930.4814920.4671870.4444150.441176
g-100.5860350.6434610.6402810.5876960.6221380.6136570.6500450.5748810.6280160.6228450.6196120.6374240.6457360.6424210.6101040.6385870.5907870.6388440.6043800.5858500.6398060.6280130.5042790.5837280.6403010.5952140.6422230.6427800.6349320.5802930.6165710.6415250.6002570.6509820.6211460.6076650.6198640.5489160.6490900.607903...0.6460070.5863860.6322700.6231680.5959140.6357440.6190520.6283670.6127690.5954190.6419460.5975200.6378960.6356100.5277680.6411420.5766210.6403060.6211090.5848520.6074640.6207660.6162160.6359790.6062700.6317980.5982860.5798120.5924690.6227910.6359170.6131640.6335560.6542000.6434580.5774640.6368020.6269770.5960920.576789
g-11-0.231425-0.270409-0.276064-0.232065-0.260521-0.245630-0.282713-0.184898-0.250833-0.242071-0.223835-0.272142-0.254938-0.282860-0.241295-0.237571-0.240891-0.255643-0.242314-0.241904-0.239327-0.263663-0.139720-0.193049-0.248366-0.212553-0.277470-0.262942-0.277863-0.237275-0.219843-0.273057-0.232558-0.246696-0.206599-0.227517-0.261274-0.227836-0.276791-0.228271...-0.291966-0.217616-0.268074-0.242443-0.215598-0.223830-0.215102-0.272881-0.232842-0.240452-0.268172-0.209605-0.282619-0.249071-0.183322-0.259732-0.202701-0.247007-0.270856-0.216587-0.216462-0.257593-0.211515-0.258207-0.238413-0.237534-0.247735-0.182196-0.255517-0.247105-0.289958-0.214753-0.281194-0.275893-0.277913-0.219803-0.253433-0.251709-0.225101-0.215920
g-120.3457520.3612440.3579490.3306010.3758200.3689310.3542240.3383420.3574800.3419930.3708950.3584380.3521920.3553350.3469650.3732410.3151880.3497050.3705120.3217880.3332350.3681140.3335810.3828520.3619770.3700150.3627200.3542430.3451740.3333840.3619730.3464910.3494300.3684310.3658350.3474230.3644150.3243260.3499030.353937...0.3542240.3316700.3502210.3607570.3565940.3551200.3819400.3533210.3499910.3425610.3400180.3506530.3483030.3772580.3104550.3510980.3713610.3455970.3329870.3669470.3601830.3695690.3845390.3597380.3682740.3583100.3423740.3275050.3299710.3300980.3522590.3600270.3516130.3364190.3551190.3469550.3696710.3577810.3482670.324869
g-13-0.455353-0.483859-0.491421-0.450723-0.454998-0.461652-0.498800-0.426301-0.471419-0.479867-0.472945-0.482783-0.485530-0.487128-0.468603-0.483628-0.492113-0.511511-0.426862-0.460721-0.526162-0.480108-0.319859-0.406086-0.495223-0.426466-0.481509-0.510965-0.485441-0.462056-0.475688-0.505110-0.476384-0.497114-0.467095-0.463614-0.452997-0.411402-0.492176-0.468285...-0.520711-0.464284-0.497809-0.456477-0.430866-0.488849-0.444592-0.465300-0.480516-0.461457-0.515401-0.454256-0.518727-0.479199-0.377088-0.498673-0.401605-0.490962-0.513047-0.426572-0.463909-0.442841-0.441318-0.501643-0.434096-0.496036-0.459875-0.432280-0.468182-0.515207-0.495944-0.475327-0.472217-0.516214-0.492824-0.426234-0.482251-0.471668-0.449509-0.459798
g-140.4681430.4781140.4849840.4753380.4917430.4909870.4555350.4593310.5056900.4592040.4727790.4954870.5030610.4716570.4684130.4822270.4422460.4654390.4900190.4864800.4650670.4738620.4571160.5069310.4835980.4972280.4537910.4731410.4829520.4540690.4627700.4858090.4952010.4648830.4889390.4896620.4867730.4398590.4727950.501697...0.4504120.4806990.4720080.4913200.4859570.4667040.4979770.4910020.4962770.4636490.4340300.4735040.4813770.4827360.4232180.4826600.4715930.4950830.4604610.4827660.4952190.5022230.4967810.4668430.5021270.4788680.4695780.4877170.4807280.4494870.4599610.4955530.4593820.4870170.4768490.4608520.4813170.4919150.4618250.450102
g-150.0412190.0565210.0728250.0498830.0614640.0318000.0910790.0532120.0632350.0620480.0644800.0611180.0906200.0829610.0442990.0795410.0799260.0986020.0425670.0397640.0833480.0663170.0005810.0155720.0720300.0155080.0870230.0800790.0635790.0576360.0693070.0830880.0524800.0889340.0442200.0793380.0488960.0652750.0857660.057355...0.0896390.0533500.0859900.0809520.0308640.0762370.0583010.0586340.0588350.0678940.0908850.0563580.0720980.0634330.0302620.0780690.0351210.0777760.0823300.0236110.0565560.0296480.0508800.0755070.0315820.0744370.0280620.0253860.0641500.0752380.0942830.0767730.0922860.0994760.0841500.0271040.0657040.0341070.0492360.046331
g-160.5680770.5641530.5871430.5558970.5739100.5753510.5705380.5427420.5870880.5269250.5740050.5746850.5757880.5840290.5558890.5800460.5687870.5940600.5301370.5639570.5832790.5733400.4907150.5532180.5739440.5615990.5588990.5960620.5640860.5664420.5608940.5906180.5898720.5656510.5627510.5920520.5601050.5226270.5584930.579941...0.5849890.5799280.5840830.5562540.5600950.5494220.5775510.5636950.5790330.5613650.5488050.5740680.5876880.5896070.4895950.5923700.5221050.5605770.5799730.5276750.5740900.5580460.5601150.5897340.5615200.5913050.5497990.5645440.5781490.5896660.5941070.5687660.5557790.5900300.5891180.5421060.5802190.5685330.5355690.549285
g-170.5118110.5095600.5115410.4883230.4944530.5085710.4972990.4895270.5072730.4745170.5012260.5122590.5097490.5031940.5243310.5077060.5179960.5164570.4467600.5028750.5341580.4935880.4041940.5049040.5109550.4894850.4755290.5286290.4943810.5195960.5050850.5305280.5432440.5167290.4973640.5048420.4795670.4671560.4886650.514245...0.5181910.5377250.4978540.4619760.4804840.4899500.5020540.4841860.5228450.4826140.4916040.5222770.5216540.5121530.4433110.5215730.4605020.5080520.5184480.4538370.5138730.5026600.4932790.5188240.4810820.5254960.4975440.5210080.4943220.5266810.5025080.5137620.4709380.5283140.4993930.4891010.5073710.5270520.4745010.488395
g-18-0.032060-0.071016-0.058010-0.020933-0.068624-0.075409-0.092479-0.039252-0.062927-0.081161-0.091117-0.049058-0.042539-0.089607-0.059384-0.0400450.011691-0.038453-0.1029470.003912-0.039986-0.063233-0.071586-0.054542-0.042979-0.064425-0.114472-0.043152-0.0623500.004339-0.058177-0.056581-0.007083-0.082786-0.065568-0.011380-0.0850970.001775-0.072179-0.028562...-0.069026-0.029766-0.045876-0.059394-0.060076-0.098755-0.055133-0.026887-0.041812-0.023595-0.105812-0.032978-0.059182-0.072396-0.046063-0.044709-0.099659-0.044371-0.022184-0.096163-0.018420-0.082603-0.087096-0.050531-0.061996-0.047827-0.055300-0.020086-0.013097-0.027669-0.059678-0.041755-0.066616-0.044004-0.046983-0.061790-0.071717-0.070736-0.090814-0.019367
g-190.0783100.0299490.0412120.0760500.0153570.0368080.0198070.0521460.033836-0.0037010.0303350.0368850.0284130.0404630.0421790.0582490.1107520.055950-0.0192180.0676910.0610330.0480440.036491-0.0107300.0720870.032504-0.0010830.0690670.0408410.0988770.0414920.0407740.0763050.0140860.0306330.0635390.0321240.0905100.0139340.053778...0.0459610.0742840.058939-0.0011030.0511290.0039900.0196230.0397980.0560530.0824740.0187560.0626760.0657740.0491140.0423820.044165-0.0343410.0486310.0792340.0137010.038961-0.0047300.0047940.0595760.0321840.0555650.0710720.0720470.0820950.0898170.0540690.0119240.0494990.0566060.0486230.0611200.0356630.0248130.0160160.070090
g-200.4430280.3687400.4071850.3955830.4098820.4187910.4150820.4425550.4120230.4156480.4565950.4287940.4329930.4224310.4500000.4440790.4350060.4879360.3701680.4028040.4930930.4125070.3042440.4071010.4233820.4007870.3948320.4486150.4103120.4247590.4651140.4434090.4369840.4830320.4484130.4189780.3697460.3595290.4120270.443020...0.4633210.4612030.4040760.4037470.3687620.4276510.4133270.3753980.5014930.4124410.4435780.4558030.4600760.4609390.3601760.4356270.3749460.4116410.4669000.3829940.4668090.3662700.4331490.4326280.3740780.4718610.4292400.4336780.4023110.4786880.4053620.4965460.3614250.4329930.4314510.4168170.4388090.4125900.4027810.433139
g-210.1088530.1447880.1259980.1233460.1471650.1344890.1429100.0936630.1452450.1407990.1259460.1256660.1306760.1304890.1161150.1084680.1113870.1219290.1373190.1168040.1187050.1275990.0906730.1637930.1233580.1311870.1421580.1207680.1308140.1025140.1122230.1516690.1173670.1275980.0965950.1496820.1070170.1053010.1381450.132432...0.1298330.1342620.1538050.1515300.0972630.1352560.1465480.1191400.1224450.1212640.1263080.1100780.1286100.1015070.1153440.1279640.1953040.1380770.1167300.1129160.1274040.1565470.1373570.1285650.1041860.1295650.1006050.0839090.1057910.1108300.1402090.1444460.1412020.1323760.1131810.0948830.1270710.1506540.1246480.089041
g-220.0857120.0789090.0625070.0961400.0581140.0371120.0040700.0447140.049468-0.021178-0.0106180.0722050.0682940.0216990.0491110.0600740.1500780.030980-0.0255780.0907850.0645010.045356-0.0134280.0841540.0377610.021940-0.0131330.0798190.0436580.107224-0.0015990.0699410.1284760.0011460.0129830.1228760.0385620.1320940.0347270.077203...0.0263080.0895480.0723470.0356660.036121-0.0569300.0353420.1052420.0800890.085254-0.0084080.0694930.0501360.0027540.0392940.0654270.0251300.0611850.076243-0.0249880.0156270.063869-0.0066630.0715000.0646170.0592280.0386060.1093160.1219070.0824110.0678590.0434330.0535930.0870720.0610890.0415750.0515800.075497-0.0718050.036340
g-230.1522110.1670120.1605760.1725370.1683370.1550870.1626050.1437050.1528050.1628010.1454130.1718730.1728040.1579030.1779550.1721270.1701990.1725790.1738670.1761250.1693720.1772920.1443650.1712230.1726530.1542190.1537580.1704250.1743220.1615960.1626340.1660620.1581740.1776220.1605850.1673860.1523780.1581400.1738360.174563...0.1692090.1624070.1640830.1749110.1421240.1514920.1506100.1792040.1725010.1721030.1699640.1622340.1881030.1585560.1285920.1665000.1396320.1889220.1809950.1574790.1651690.1729910.1565170.1645300.1433480.1857830.1733130.1559250.1536770.1609170.1563620.1757320.1658220.1805270.1649790.1391070.1643810.2043660.1546980.157805
g-240.4565910.4787370.4999750.4537160.5096400.4960350.4982510.4361550.4998000.4716490.4915650.5016900.4757590.5073720.4606170.4642480.3958080.4823600.5140640.4456620.4653460.4894040.4012490.4648660.4715390.4894810.5052950.4678030.4993560.4299430.4690620.4838900.4347920.4851170.4673350.4423650.4978410.3959790.5085310.473388...0.4826890.4475080.4971790.5041070.4602730.4819640.4849450.4960030.4547020.4502540.4664310.4555890.4891020.4980390.4081810.4887080.4553090.4575880.4649510.4861880.4827440.5016340.4925210.4643280.5055570.4682800.4631930.4183170.4582850.4415160.4789620.4828590.4834950.4768140.5084810.4556620.4925400.4758340.4756940.446896
g-250.3309780.2921060.3042290.2952430.3048790.3203170.2779730.3366200.3175730.2620680.3296140.3105820.2962880.2980690.3260870.3288080.3086060.3064520.2827610.3150100.3138300.2950140.2932280.3359100.3070520.3284980.2734580.3250970.2785340.3196250.3205870.3095210.3436860.3016700.3334590.3212960.2975180.2944400.2685280.342985...0.2873880.3507800.2925920.2825040.3136340.2977680.3295700.2824610.3407390.3071720.2803640.3444090.3074860.3320490.2840350.3122460.2886950.2887050.3098760.3051350.3312920.2863730.3271990.3092750.3151490.3339670.3107720.3464340.3249630.3141240.2981510.3340210.2559880.3000740.2909040.3253970.3118670.3150520.3071480.311686
g-260.4963500.5084930.5502550.5131940.5545340.5359070.5462020.4923870.5421290.5131080.5364890.5506310.5352080.5724140.5150290.5358590.4706900.5422260.5557720.4860080.5126830.5506690.4894530.5416490.5330180.5427290.5536100.5387780.5400070.5042140.5358780.5255290.4954010.5518070.5156750.4994020.5404160.4632180.5479880.526625...0.5394200.4999330.5183560.5503250.5223690.5241570.5490130.5366080.5192560.5087340.5050690.5134020.5426020.5658780.4435310.5433720.4954540.5193810.5136880.5235080.5242060.5523430.5468470.5229360.5470490.5235190.5161150.4762920.4993150.5016560.5482740.5368280.5314530.5399560.5525180.5186230.5449080.5317800.5170230.505357
g-27-0.177204-0.158347-0.170310-0.177194-0.144067-0.178679-0.140555-0.168127-0.170562-0.113033-0.147802-0.174261-0.158116-0.162261-0.148746-0.174966-0.192505-0.152856-0.133258-0.218613-0.174556-0.182329-0.153506-0.122207-0.188798-0.169156-0.129404-0.186236-0.158439-0.191265-0.144469-0.154426-0.186951-0.126885-0.161839-0.173331-0.172728-0.165603-0.144161-0.174282...-0.159471-0.183911-0.164783-0.136129-0.182558-0.114355-0.152937-0.167285-0.178789-0.174275-0.112857-0.189116-0.180956-0.182291-0.126039-0.168872-0.102314-0.168084-0.167539-0.150467-0.166510-0.158004-0.133314-0.157476-0.187936-0.158182-0.187577-0.209275-0.195794-0.194672-0.168074-0.128497-0.160782-0.165161-0.178108-0.185866-0.153173-0.164347-0.129387-0.195847
g-280.5584560.5800100.5804360.5070510.5532270.5465890.5766970.5292780.5539260.5199460.5764630.5664840.5642640.5756830.5774410.5611930.5586170.5955560.5035510.5165340.5999940.5404960.4067200.5545720.5422190.5114310.5614520.5855970.5431120.5431670.5712570.5969970.5742910.5974590.5679010.5683180.5189890.5108790.5583270.546419...0.6008270.5584080.5676160.5344400.5140870.5486600.5539610.5372870.5844220.5337490.6078450.5545190.5886100.5717920.4758500.5720980.5360920.5439380.5868010.4953320.5522910.5330260.5467270.5992420.5219850.5900250.5452240.5363440.5362990.5886800.5878280.5683810.5363760.5900110.5667240.5301340.5849610.5631740.5190890.514387
g-290.3671530.3839630.3904780.3475680.3766740.3953890.3801130.3247120.3774830.3566940.3378970.4021360.3775100.3577540.3452410.3444140.3519910.3817950.3595650.4014260.3975080.3914480.2823920.3402840.3538660.3495390.3803970.3786160.3928960.3417450.3238000.3866600.3841990.3332030.3792630.3755660.3946080.2983230.3811670.358678...0.4076900.3566380.3868960.3715650.3608700.3336640.3468410.4079100.3784510.3605880.3445490.3475570.4043120.3590790.3162550.4092340.3415290.3785880.3790790.3497010.3249890.3703790.3153070.3909010.3825200.3679420.3802260.3508100.4027960.4081810.4039300.3515940.3757610.3746600.3912780.3241510.3767320.3749560.3166500.338948
g-300.6566110.7037460.7220140.6463160.7077000.7094530.7187710.6431490.7045020.6824650.7064240.7193310.6925860.7194340.6673290.6941900.6006040.6883360.7051620.6394060.6958920.6998070.6085840.6822000.6781200.6842100.7303310.6941360.6969140.6201170.6821720.6934190.6452640.7135880.7068820.6478730.7033920.5758420.7249940.673909...0.7177810.6497080.7014710.7015100.6817640.6922680.7054640.7063360.6614380.6476960.7018490.6672580.6932550.7022330.5975520.7193210.6732780.6500120.6658590.6948680.6737620.7155820.7037420.6935240.7074840.6993210.6584700.6410000.6511920.6663810.7018290.6766580.6948530.6882040.7191170.6702300.7101050.7021540.6606150.644088
g-31-0.692572-0.695461-0.708771-0.672488-0.694870-0.711380-0.698843-0.647587-0.712277-0.661016-0.697714-0.704162-0.693929-0.700926-0.685916-0.689373-0.655335-0.688268-0.668571-0.683361-0.703229-0.694592-0.618453-0.678143-0.692735-0.698893-0.685437-0.705989-0.688444-0.662664-0.681942-0.706884-0.694889-0.688496-0.697257-0.687120-0.699296-0.611126-0.686677-0.702604...-0.700313-0.690898-0.712486-0.670913-0.694059-0.679743-0.702399-0.691777-0.687451-0.668624-0.677531-0.691931-0.706230-0.706661-0.612119-0.711311-0.641558-0.670418-0.686778-0.678329-0.694347-0.697431-0.685829-0.707270-0.700056-0.698192-0.676617-0.681166-0.688543-0.701502-0.704357-0.676834-0.682704-0.692938-0.707945-0.680388-0.702979-0.703735-0.665775-0.658041
g-320.2117140.2779290.2873570.2891500.3030240.2917760.3043890.2092780.2994160.3373920.2759860.2900900.2953910.3086340.2291720.2825190.2016580.2704500.3504790.2468950.2429790.3079710.3305130.2551620.3100910.3013060.3377200.2597810.3061010.2202050.2598580.2689410.2085440.2887190.2742990.2335450.3058380.2028740.3273460.257660...0.2804430.2151540.2856900.3394590.2917630.3146910.2972760.2872990.2549920.2600150.2745090.2271600.2791450.2859970.2191530.2910720.2891680.3143490.2311950.3032200.2699370.3144700.2996680.2497360.2871940.2602780.2713270.1985900.2307680.2266010.2807980.2867100.3202070.2768350.2937970.2557690.2787750.2851210.3032940.243943
g-33-0.084536-0.036666-0.042537-0.122636-0.077581-0.083171-0.001378-0.083817-0.074942-0.018717-0.050905-0.062350-0.039018-0.051371-0.055735-0.057388-0.050306-0.009626-0.063484-0.084101-0.007301-0.064799-0.139934-0.072657-0.070531-0.121801-0.037270-0.051642-0.050800-0.078781-0.042378-0.034193-0.055378-0.009180-0.027559-0.047145-0.080391-0.070533-0.030855-0.088189...-0.002324-0.093270-0.040609-0.055768-0.103988-0.016716-0.088625-0.049545-0.054425-0.0805550.060178-0.087487-0.033614-0.048297-0.068346-0.047438-0.054562-0.0608970.052928-0.064329-0.073196-0.091432-0.075420-0.025617-0.108056-0.015948-0.080840-0.101613-0.083964-0.035098-0.013083-0.070502-0.056128-0.032122-0.034178-0.111733-0.044905-0.031840-0.046573-0.097357
g-340.2561070.2087060.2313820.2709890.3034290.2791560.2255310.2437770.2463870.2110510.2455100.2349560.1976870.2219580.2112620.2610540.1741590.2131290.2868840.2021430.1678480.2859840.3421780.3015180.2346540.3236810.2406690.2134940.2420740.2234470.2632440.2039230.2147300.2144550.2399530.2287650.2743770.2392960.2149630.277496...0.1916220.2190330.2434440.2701360.2632710.2338220.3209560.2379290.2104870.2420350.1636230.2756910.1881370.2589290.2422000.2027800.2720370.1934750.1744350.3001200.2548970.2768610.3048340.2098750.2893220.2110260.2295960.2298550.2302240.1807150.2246910.2594230.2603480.1632800.2380580.2922400.2650110.2159980.2690210.210502
g-35-0.269916-0.200159-0.243065-0.253685-0.237223-0.273290-0.252380-0.280558-0.253066-0.266253-0.298684-0.251423-0.238602-0.243474-0.257297-0.280627-0.228591-0.290949-0.257379-0.236090-0.284486-0.255834-0.291441-0.220296-0.258135-0.280300-0.255724-0.257954-0.250037-0.242664-0.302938-0.232939-0.234454-0.270628-0.314889-0.234732-0.257996-0.185724-0.235147-0.272862...-0.255605-0.256915-0.251365-0.245945-0.266412-0.288751-0.269516-0.223545-0.264858-0.262243-0.268902-0.282116-0.265957-0.287377-0.249470-0.255392-0.212504-0.233816-0.268425-0.287944-0.290589-0.204475-0.280116-0.258265-0.251714-0.273667-0.267210-0.278351-0.259020-0.284885-0.245727-0.274449-0.228535-0.222497-0.245985-0.280756-0.261816-0.235696-0.293994-0.270642
g-360.1458130.2820880.2637560.1868420.2508280.2201330.3133680.1639840.2476540.3230650.2410510.2691540.2943470.2624210.2221950.2313990.1672560.2659580.2929940.1629590.2484770.2357710.1333480.1796180.2435830.1646660.3229700.2219690.2817330.1605150.2225100.2844070.1779920.3070540.2421270.1956690.2383320.1560160.3349580.180798...0.3082340.1571590.2453790.3022720.1590910.3062270.2093660.2650950.2006090.1844390.3444720.1586020.2493080.2163880.1691300.2574780.2783200.2838030.2445920.2219360.2143580.2558650.2500400.2342630.2018050.2405430.1919580.1199190.1713610.1921200.2554190.2599660.2833740.2769660.2585410.1421120.2542120.2444750.2491780.175963
g-370.6261570.7058890.7201900.6557620.7066840.6913030.7517200.6261020.7152700.7492700.7249120.7119650.7352950.7368080.6693420.7120300.6102080.7323280.7305880.6385640.7144650.7083950.5911090.6371620.7254850.6738740.7652860.7104180.7224400.6247550.7022550.7207700.6279680.7532740.7079840.6588550.6961200.5737890.7603770.673716...0.7485440.6360340.7089550.7355190.6601540.7543930.6988270.6920440.6813170.6582010.7585340.6448670.7225330.7172700.5735390.7223660.6757310.7157540.6940720.6897420.7031130.6940400.7235030.6979770.6635170.7138270.6629020.5963490.6332370.6747500.7158930.7150050.7156220.7280840.7246230.6305080.7107030.6929300.7192070.649256
g-38-0.755459-0.794085-0.819262-0.763876-0.818646-0.811158-0.825922-0.740234-0.811018-0.778523-0.824313-0.818441-0.796203-0.835374-0.766044-0.812248-0.698511-0.803279-0.824047-0.751226-0.782080-0.815082-0.733610-0.761333-0.825187-0.809426-0.828741-0.793587-0.802324-0.736816-0.792757-0.800211-0.746750-0.819375-0.806012-0.752311-0.806668-0.687731-0.825561-0.784909...-0.810730-0.752616-0.814581-0.812284-0.792102-0.811763-0.825304-0.791418-0.770173-0.750419-0.787315-0.773488-0.801278-0.831666-0.665026-0.814540-0.771312-0.781176-0.770470-0.795688-0.787220-0.819062-0.816413-0.792108-0.809311-0.798342-0.780387-0.728892-0.747686-0.765529-0.804726-0.794123-0.806565-0.790956-0.825584-0.769555-0.808605-0.786560-0.784481-0.758434
g-39-0.528145-0.537176-0.562878-0.527457-0.549565-0.561923-0.555425-0.510875-0.563316-0.536559-0.583410-0.554595-0.560566-0.576344-0.535437-0.555443-0.514410-0.571999-0.539570-0.519512-0.562372-0.546123-0.481280-0.519029-0.553876-0.552787-0.567182-0.571475-0.551264-0.535310-0.558935-0.556917-0.530209-0.573224-0.550277-0.538088-0.546317-0.482178-0.557150-0.547441...-0.569762-0.535189-0.529344-0.544980-0.529826-0.553772-0.549119-0.530787-0.552103-0.526099-0.562087-0.544551-0.560820-0.588540-0.463702-0.559937-0.513589-0.539751-0.549675-0.532937-0.570313-0.552986-0.559899-0.545613-0.547151-0.560542-0.537051-0.517071-0.525295-0.543426-0.560750-0.554529-0.520026-0.557700-0.557862-0.536726-0.558553-0.557560-0.541536-0.537791
g-400.5855880.5441160.5640720.5814300.5390120.5732980.5180750.5544500.5653660.4861200.5563320.5672450.5610560.5640960.5384320.5754550.5869340.5600490.5089780.5894530.5731060.5665320.5272130.5081950.5948060.5758830.5119240.5933290.5401800.5939560.5441380.5494140.5853820.5320360.5671040.5660200.5588890.5495750.5269290.579423...0.5544790.5830930.5496640.5176870.5822530.5083970.5603840.5477050.5753190.5706190.4986500.5735250.5781380.5972580.4762350.5718620.4544610.5526040.5564210.5271710.5651590.5471220.5425520.5583440.5803270.5721130.5718440.5966130.5822320.5852360.5516260.5396570.5358680.5628420.5721880.5666960.5498940.5716570.5182920.579338
g-410.6543050.5922080.6171320.5740620.5896160.5834480.5955580.5983120.6111670.5299910.6105530.6041470.5840590.6290590.6258150.6090490.6388100.6441930.5349520.5977020.6092810.5924170.4202250.5488260.5991730.5821580.5607960.6505500.5850750.6309430.6207410.6214950.6447440.6022260.5866310.6264710.5905250.6039680.5605900.622129...0.6061980.6377690.6039010.5291350.5898210.5657990.5981540.6003290.6270880.6129270.5977260.6253450.6225230.6497940.5210660.6070290.4962190.5664840.6496320.5531660.5973600.5457450.5818800.7819080.5899960.6285400.5804400.5889780.6292880.6362380.6156560.5792370.5731970.6392500.6175450.5755330.6143220.5798420.5653860.579273
g-420.2267740.1815890.1933660.2322620.1842860.2001820.1951190.2099770.2046310.1725890.1907680.1886310.1957850.1795310.2148740.2061640.2571690.2022460.1452220.2297320.2189570.1957780.2005860.2053340.2187320.2016800.1543750.2224460.1958060.2426650.2018790.2193750.2366070.1830730.1798960.2455750.1744180.2105470.1705590.229470...0.1972030.2476520.2459200.1697650.2096880.1686860.2023810.1896040.2015570.2218310.1709020.2272310.2128960.1854040.1905030.2121220.1576470.2104590.2090450.1481900.2054470.1876240.1829810.2257260.1760190.2153690.1897630.2365870.2317830.2536300.2122880.1920960.2030500.2141770.1935200.2014410.1973910.2187820.1797120.213013
g-430.0123470.0504910.0390570.0293010.0328840.0367720.0586610.0302700.0435540.0659110.0453090.0462070.0489830.0373350.0472840.0206870.0413410.0556310.0516610.0464140.0519840.0294040.0082770.0331190.0472200.0205080.0439240.0408290.0529440.0321850.0363270.0581850.0412600.0579120.0367300.0599140.0158810.0228070.0561420.033527...0.0666720.0373140.0560050.0508890.0111020.0565450.0229930.0347450.0309900.0243980.0576530.0223750.0518840.0450420.0290250.0525790.0759390.0677280.0545180.0313300.0427010.0336530.0319630.0421620.0195060.0480980.0242750.0242070.0261240.0450600.0399990.0529160.0303100.0619520.0292580.0062070.0475710.0502430.0377820.031378
g-44-0.0069080.0007300.004341-0.0376840.0164160.0063860.0236760.0064030.0116800.0262470.0301300.0215830.0087470.0230040.021475-0.008260-0.0314010.0200610.039068-0.0117430.017581-0.007460-0.0251610.028926-0.0217320.0165870.0250710.0040890.009115-0.0296130.0151790.016932-0.0070870.0280270.0167040.000726-0.005888-0.0395080.0249390.004539...0.0134080.002565-0.0122700.023480-0.0133920.0255530.000593-0.0025050.007470-0.0185210.020492-0.0013880.0145890.0202390.0173640.0040800.043482-0.0064000.0112070.0066040.0194950.0141030.0286090.0060300.0075360.006405-0.015490-0.006915-0.0084540.0020980.0083250.027501-0.0119400.0085030.0091800.0007710.0094790.0120190.021469-0.002973
g-450.2109400.1929410.2063520.2183530.2134960.2257820.1894520.2129640.2162000.1846660.2172450.2231100.2052830.2116330.2113280.2205660.1904330.1976090.2158940.2265130.2062170.2096920.2356240.2195690.2019690.2406390.1950240.2124100.2061480.2116320.2160400.1961630.2075250.1985030.2131220.2025490.2195380.1849750.2028990.216749...0.1917270.2195010.2118590.2068360.2195650.1892900.2190060.1966930.2122740.2007530.1685870.2236010.2106770.2349830.1731020.2077270.1945310.1938600.1962240.2081720.2190680.2237640.2150740.1916030.2376080.2069700.2212630.2336860.2129290.2109990.2044720.2124560.1904050.1895390.2111730.2298700.2086060.2234660.1956410.231742
g-46-0.633990-0.613219-0.634068-0.578463-0.618453-0.631966-0.622929-0.584285-0.635744-0.583778-0.619737-0.629849-0.612369-0.622181-0.624905-0.598842-0.587909-0.623331-0.585754-0.608061-0.632773-0.612665-0.509181-0.605692-0.602171-0.612118-0.602296-0.632166-0.612410-0.579935-0.614751-0.638071-0.628831-0.610616-0.621562-0.618234-0.622924-0.530184-0.602265-0.634034...-0.629694-0.629822-0.630018-0.590878-0.605424-0.597400-0.613306-0.611485-0.626927-0.595332-0.609012-0.618063-0.643177-0.628497-0.556330-0.632227-0.558723-0.581764-0.630589-0.588628-0.618409-0.609446-0.613947-0.638987-0.621142-0.633170-0.595067-0.610218-0.635751-0.638505-0.630468-0.611127-0.593170-0.621772-0.628997-0.607565-0.631172-0.625067-0.593232-0.573801
g-470.0476210.0337340.0361760.0878010.0743280.042808-0.0087060.0284030.049723-0.0068840.0115110.0505290.0636580.0397180.0028520.0556310.0492260.0066920.0570150.0678870.0031640.0590360.1162940.0824790.0439220.0802760.0170380.0406620.0399910.0572870.0054550.0110300.0497690.0067670.0177710.0699560.0602970.0872030.0413660.062455...-0.0009110.0204060.0294310.0764050.072458-0.0296910.0619920.0729580.0641500.066839-0.0520950.0428470.0272210.0382000.0238320.0458790.0310530.0410340.0306330.0418200.0410370.0736190.0315010.0142690.0827670.0299140.0489770.0665290.0595000.0144330.0313530.0471910.0376530.0307000.0652560.0449740.0305240.076775-0.0226580.046722
g-48-0.107011-0.187544-0.202502-0.154966-0.201262-0.142781-0.271243-0.169578-0.206358-0.295076-0.238063-0.198127-0.254274-0.248924-0.193933-0.225702-0.140299-0.268320-0.231785-0.108005-0.243109-0.187432-0.052878-0.129719-0.210863-0.136479-0.281732-0.203108-0.223291-0.126723-0.241956-0.233432-0.123389-0.305419-0.212872-0.161079-0.159361-0.109694-0.286625-0.170307...-0.237292-0.126556-0.185895-0.271503-0.113226-0.302471-0.201435-0.177940-0.206284-0.160592-0.327039-0.153936-0.213067-0.213787-0.121234-0.194349-0.206481-0.247622-0.218146-0.186664-0.221380-0.153429-0.242967-0.200495-0.123937-0.219772-0.159626-0.101773-0.102570-0.165226-0.201069-0.276856-0.216438-0.276962-0.210033-0.128072-0.216227-0.150694-0.244277-0.156350
g-49-0.403137-0.337382-0.360132-0.396029-0.342652-0.392724-0.368203-0.374283-0.366937-0.352415-0.386564-0.364348-0.332935-0.353935-0.386688-0.362936-0.370233-0.372770-0.333689-0.387960-0.389931-0.382311-0.389762-0.347228-0.398043-0.384220-0.337457-0.381136-0.374407-0.389090-0.381448-0.372058-0.368495-0.356154-0.372378-0.361394-0.358967-0.336444-0.338138-0.388182...-0.389544-0.406280-0.406387-0.321066-0.387477-0.349943-0.362224-0.357983-0.351058-0.372416-0.349684-0.407484-0.391387-0.374804-0.343043-0.380656-0.312748-0.365564-0.383800-0.357568-0.383795-0.342680-0.357296-0.381691-0.350464-0.379536-0.385137-0.397199-0.382573-0.418303-0.371582-0.341177-0.365142-0.350814-0.365883-0.390906-0.361138-0.381508-0.367768-0.402025
\n", + "

50 rows × 100 columns

\n", + "
" + ], + "text/plain": [ + " c-0 c-1 c-2 ... c-97 c-98 c-99\n", + "g-0 -0.624116 -0.624810 -0.639789 ... -0.622840 -0.640484 -0.609238\n", + "g-1 -0.037405 -0.030558 -0.039616 ... -0.008487 -0.002824 -0.002308\n", + "g-2 -0.168656 -0.178692 -0.176733 ... -0.178812 -0.170152 -0.172124\n", + "g-3 -0.037342 -0.093505 -0.085298 ... -0.049951 -0.079855 -0.037579\n", + "g-4 -0.403545 -0.379840 -0.392841 ... -0.394904 -0.366693 -0.390581\n", + "g-5 0.209358 0.198890 0.211988 ... 0.193907 0.179097 0.192385\n", + "g-6 -0.103316 -0.079528 -0.078782 ... -0.095448 -0.084408 -0.079813\n", + "g-7 0.486478 0.553859 0.565002 ... 0.543828 0.529412 0.489600\n", + "g-8 0.621422 0.601678 0.597372 ... 0.602902 0.596262 0.568512\n", + "g-9 0.435235 0.475424 0.488331 ... 0.467187 0.444415 0.441176\n", + "g-10 0.586035 0.643461 0.640281 ... 0.626977 0.596092 0.576789\n", + "g-11 -0.231425 -0.270409 -0.276064 ... -0.251709 -0.225101 -0.215920\n", + "g-12 0.345752 0.361244 0.357949 ... 0.357781 0.348267 0.324869\n", + "g-13 -0.455353 -0.483859 -0.491421 ... -0.471668 -0.449509 -0.459798\n", + "g-14 0.468143 0.478114 0.484984 ... 0.491915 0.461825 0.450102\n", + "g-15 0.041219 0.056521 0.072825 ... 0.034107 0.049236 0.046331\n", + "g-16 0.568077 0.564153 0.587143 ... 0.568533 0.535569 0.549285\n", + "g-17 0.511811 0.509560 0.511541 ... 0.527052 0.474501 0.488395\n", + "g-18 -0.032060 -0.071016 -0.058010 ... -0.070736 -0.090814 -0.019367\n", + "g-19 0.078310 0.029949 0.041212 ... 0.024813 0.016016 0.070090\n", + "g-20 0.443028 0.368740 0.407185 ... 0.412590 0.402781 0.433139\n", + "g-21 0.108853 0.144788 0.125998 ... 0.150654 0.124648 0.089041\n", + "g-22 0.085712 0.078909 0.062507 ... 0.075497 -0.071805 0.036340\n", + "g-23 0.152211 0.167012 0.160576 ... 0.204366 0.154698 0.157805\n", + "g-24 0.456591 0.478737 0.499975 ... 0.475834 0.475694 0.446896\n", + "g-25 0.330978 0.292106 0.304229 ... 0.315052 0.307148 0.311686\n", + "g-26 0.496350 0.508493 0.550255 ... 0.531780 0.517023 0.505357\n", + "g-27 -0.177204 -0.158347 -0.170310 ... -0.164347 -0.129387 -0.195847\n", + "g-28 0.558456 0.580010 0.580436 ... 0.563174 0.519089 0.514387\n", + "g-29 0.367153 0.383963 0.390478 ... 0.374956 0.316650 0.338948\n", + "g-30 0.656611 0.703746 0.722014 ... 0.702154 0.660615 0.644088\n", + "g-31 -0.692572 -0.695461 -0.708771 ... -0.703735 -0.665775 -0.658041\n", + "g-32 0.211714 0.277929 0.287357 ... 0.285121 0.303294 0.243943\n", + "g-33 -0.084536 -0.036666 -0.042537 ... -0.031840 -0.046573 -0.097357\n", + "g-34 0.256107 0.208706 0.231382 ... 0.215998 0.269021 0.210502\n", + "g-35 -0.269916 -0.200159 -0.243065 ... -0.235696 -0.293994 -0.270642\n", + "g-36 0.145813 0.282088 0.263756 ... 0.244475 0.249178 0.175963\n", + "g-37 0.626157 0.705889 0.720190 ... 0.692930 0.719207 0.649256\n", + "g-38 -0.755459 -0.794085 -0.819262 ... -0.786560 -0.784481 -0.758434\n", + "g-39 -0.528145 -0.537176 -0.562878 ... -0.557560 -0.541536 -0.537791\n", + "g-40 0.585588 0.544116 0.564072 ... 0.571657 0.518292 0.579338\n", + "g-41 0.654305 0.592208 0.617132 ... 0.579842 0.565386 0.579273\n", + "g-42 0.226774 0.181589 0.193366 ... 0.218782 0.179712 0.213013\n", + "g-43 0.012347 0.050491 0.039057 ... 0.050243 0.037782 0.031378\n", + "g-44 -0.006908 0.000730 0.004341 ... 0.012019 0.021469 -0.002973\n", + "g-45 0.210940 0.192941 0.206352 ... 0.223466 0.195641 0.231742\n", + "g-46 -0.633990 -0.613219 -0.634068 ... -0.625067 -0.593232 -0.573801\n", + "g-47 0.047621 0.033734 0.036176 ... 0.076775 -0.022658 0.046722\n", + "g-48 -0.107011 -0.187544 -0.202502 ... -0.150694 -0.244277 -0.156350\n", + "g-49 -0.403137 -0.337382 -0.360132 ... -0.381508 -0.367768 -0.402025\n", + "\n", + "[50 rows x 100 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 80 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 607 + }, + "id": "JR5JuruJQ0uK", + "outputId": "0a891760-859b-4905-8239-6699d58f8a1f" + }, + "source": [ + "\n", + "corrcg = corrcg.loc['c-0':'c-15', 'g-0':'g-15']\n", + "\n", + "\n", + "mask = np.triu(np.ones_like(corrcg, dtype=bool))\n", + "\n", + "f, ax = plt.subplots(figsize=(15, 10))\n", + "ax.set_title('C x G')\n", + "\n", + "# Gerando um mapa de cores divergentes personalizado\n", + "cmap = sns.diverging_palette(230, 20, as_cmap=True)\n", + "\n", + "# Desenhando o mapa de calor com a máscara e a proporção correta\n", + "sns.heatmap(corrcg, mask=mask, cmap=cmap, center=0,\n", + " square=True, linewidths=.5, cbar_kws={\"shrink\": .5})\n", + "\n", + "plt.show()\n", + "\n" + ], + "execution_count": 81, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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